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A History of Violence

Page 1

A History of Violence

for piano and large ensemble

Olibel Music

Armando Bayolo

A History of Violence

(Show Offs! Part III)

I. Violent Tendencies...............................................................................1.

II. Romance by Gaslight.........................................................................55.

III. Rage Forsaken..................................................................................78.

Commissioned by a consortium of the following wind ensembles:

Montclair State University, Thomas McCauley, Director (consortium leader)

Rowan University, Joseph Higgins, Director

Oregon State University, Erik Kar Leung, Director

The University of Michigan, Michael Haithcock, Director

The University of Southern Mississippi, Colin McKenzie, Director

California State University, Los Angeles, Emily Moss, Director Moorehouse College, Chad Hughes, Director

Written in the summer and fall, 2022 in St. Louis, Missouri and Laurel, Maryland. Duration: ca. 30 minutes

Instrumentation

Solo piano piccolo

5 flutes

2 oboes

5 clarinets in b-flat

2 bass clarinets in b-flat

contrabass clarinet

2 alto saxophones

tenor saxophone

baritone saxophone

2 bassoons contrabassoon

4 horns in F

3 trumpets in b-flat

2 trombones

bass trombone

tuba

timpani

5 percussionists

I. marimba, 3 woodblocks, suspended crash cymbal, conga

II. xylophone, log drum, large ratchet, triangle

III. vibraphone, 2 bongos, tam-tam, bass drum, lion’s roar

IV. glockenspiel, brake drum, kick drum, bass drum, snare drum, Aztec death whistle (or police whistle, ad lib.)

V. Chimes, 4 tom-toms, 3 woodblocks, bass drum.

electric guitar (ad lib.)

electric bass (ad lib.)

double bass

Program Note

He who has ears, let him hear.

Matthew 11:15

The piano is my main instrument, yet writing piano concertos is something I’ve largely avoided until now. One piece, A Kind of Standoff (2006), for piano and percussion quintet, is a sort of piano concerto, but a rather informal one. A chamber piece that doesn’t feel like a chamber piece due to the nature of its performing forces.

A History of Violence is a proper piano concerto, and a rather large one at that. It takes as inspiration the very athletic and, well, violent concertos by early 20th century virtuoso pianist composers like Bartok, Prokofiev, Messiaen and, a generation or two earlier, Brahms. That violent athleticism here serves as a symbol for abusive violence.

ā€œViolent Tendenciesā€, the first movement, is an unrelenting portrayal of tension. The only release comes in the middle, with a theme that will return several times throughout the concerto. It is, however, a tense calm that quickly gives way to violence.

ā€œRomance by Gaslightā€ is a portrayal of the concept of gaslighting, the process by which an abusive person (or persons) engages in lies to convince another that they are losing their mind. The movement, a kind of lose set of variations, presents a theme in the piano that is always contradicted and changed in the ensemble. Ultimately, the soloist is left dejected as the ā€œcalmā€ music of the first movement makes an abrupt appearance at the end of the movement.

ā€œRage Forsaken,ā€ modeled in part on the final of Brahm’s first Piano Concerto, is a ā€œdarkly peppyā€ dance towards some form of healing. The first movement’s ā€œcalmā€ music receives an unhinged treatment that threatens to overcome the movement’s narrative. Only through a resplendent cadenza accompanied by bell sounds from the ensemble is a sense of catharsis accomplished. The soloist then dances to the end.

A History of Violence is dedicated to Ellen Elder (an old friend and classmate who has chomped at the bit for this piece for some time now) and Thomas McCauley, who led the consortium for its commission. I am indebted to them both for allowing me to let this very personal piece out into the world.

Score

I.ViolentTendencies

He who has ears, let him hear. --Matt. 11:15 Show Offs! partIII

for Ellen Elder and Thomas McCauley

AHistoryofViolence

Concerto for piano and large ensemble

©2022,ArmandoBayolo

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Notatallnicely(=116)
ArmandoBayolo
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                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                      Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 49 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒļƒ ļƒ    ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ    ļƒ ļƒļƒ ļƒļƒ¤  ļƒ ļƒļƒ ļƒļƒ¤ ļ‚· 50 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒļƒ ļƒ    ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ    ļƒ ļƒļƒ ļƒļƒ¤  ļƒ ļƒļƒ ļƒļƒ¤ ļ‚· 51 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒļƒ ļƒ    ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ    ļƒ ļƒļƒ ļƒļƒ¤  ļƒ ļƒļƒ ļƒļƒ¤ ļ‚· 52 ļ‚· ļ‚· ļ‚· ļƒŽļƒŽ ļƒ ļ‚· ļƒŽļƒŽ ļ€£ļƒ ļ‚·  ļƒ ļƒļƒ ļƒ    ļƒ ļƒļƒ ļƒ  ļ€£ļƒļƒ  ļƒ ļƒļƒ ļƒ    ļƒ ļƒļƒ ļƒļƒ¤ ļƒ ļƒ ļ€£ļƒ   ļ‚· ļ‚§   53 ļ‚· ļ‚· ļ‚·  ļ‚·  ļ‚·  ļƒ ļƒļƒ ļƒ    ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ    ļƒ ļƒļƒ ļƒļƒ¤  ļƒ ļƒļƒ ļƒļƒ¤  ļ‚· B 54 ļ‚· ļ‚· ļ‚·  ļ‚· ļ€£ļƒŗ ļ‚· ļ€£ļƒļƒ  ļƒ ļƒļƒ ļƒ   ļƒļƒ ļƒ ļƒ ļ€£ļƒ  ļƒ ļƒļƒ ļƒ   ļƒ ļƒ ļƒ   ļ‚· 55 ļ‚· ļ‚· ļ‚·     ļ‚· ļƒ ļƒ  ļƒ ļƒļƒ ļƒ    ļƒ ļƒļƒ ļƒ  ļƒ ļ®ļƒļƒ  ļƒ ļƒļƒ ļƒ    ļƒ ļƒļƒ ļƒļƒ¤   ļ‚·   56 ļ‚· ļ‚· ļ‚·     ļ‚· ļ€£ļƒļƒ ļƒ ļƒ  ļƒ ļƒļƒ ļƒ    ļƒ ļƒļƒ ļƒ   ļƒ ļƒ ļ€£ļƒ ļƒ ļ®ļƒļƒ  ļƒ ļƒļƒ ļƒ    ļƒ ļƒļƒ ļƒļƒ¤   ļ‚· 57 ļ‚· ļ‚· ļƒŽļƒŽ ļ¢ļƒ   ļƒŽļƒŽ ļ¢ļƒ  ļ€£ļƒŗ ļ‚· ļ€£ļƒļƒ ļƒ ļƒ ļƒ ļƒļ¢ļ¢  ļƒ ļƒ ļ€£ļƒ ļƒ ļ®ļƒļƒ ļƒ ļ¢ļƒ   ļ‚·   58 ļ‚· ļ‚·       ļ‚·  ļƒ ļƒļƒ ļƒ    ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ    ļƒ ļƒļƒ ļƒļƒ¤  ļƒ ļƒļƒ ļƒļƒ¤ ļ‚· 59 ļ‚· ļ‚·       ļ‚·  ļƒ ļƒļƒ ļƒ    ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ  4   ļƒ ļƒļƒ ļƒ    ļƒ ļƒļƒ ļƒļƒ¤  ļƒ ļƒļƒ ļƒļƒ¤  ļƒ ļƒļƒ ļƒļƒ¤ 4  ļ‚· 60 ļ‚· ļ‚·      ļ€£ļƒŗ ļ‚· ļ€£ļƒļƒ ļƒ ļƒ ļƒ ļƒļ¢ļ¢ ļƒ ļƒ ļ€£ļƒ ļƒ ļ®ļƒļƒ ļƒ ļ¢ļƒ  ļ‚· ļžļžļž ļžļžļž ļžļžļž ļžļžļž ļžļžļž ļžļžļž ļžļž ļžļž ļžļžļž ļžļžļž ļž ļž ļžļž ļžļž ļžļž ļžļž ļžļžļž ļžļžļž ļžļžļžļž ļžļžļžļž 5
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                    Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 61    ļ‚·     ļ‚· ļ‚· ļ‚· ļƒ ļƒ  ļƒ ļƒļƒ ļƒ    ļƒ ļƒļƒ  ļƒ ļƒļƒ ļƒ    ļ‚· ļ‚·  62    ļ‚·     ļ‚· ļ‚· ļ‚·  ļƒ ļƒļƒ ļƒ    ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ  4   ļƒ ļƒļƒ ļƒ    ļƒ ļƒļƒ ļƒļƒ¤  ļƒ ļƒļƒ ļƒļƒ¤  ļƒ ļƒļƒ ļƒļƒ¤ 4  ļ‚· ļ‚· 63    ļ‚·    ļ€£ļƒŗ ļ‚· ļ‚· ļ‚· ļ€£ļƒļƒ ļƒ ļƒ ļƒ ļƒļ¢ļ¢ ļƒ ļƒ ļ€£ļƒ ļƒ ļ®ļƒļƒ ļƒ ļ¢ļƒ  ļ‚· ļ‚· 64    ļ‚· ļƒŽ ļ¢ļƒ     ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒļƒļ¢ļ¢  ļƒ ļƒļƒ ļƒ ļƒ ļ¢ļƒļ¢ļ¢  ļ‚· ļ‚·  65    ļƒŽļƒŽ ļ¢ļƒ ļƒŽļƒŽ ļƒ      ļ‚· ļ‚· ļ‚·  ļƒ ļƒļƒ ļƒ    ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ  ļ€£ļƒļƒ 3   ļƒ ļƒļƒ ļƒ    ļƒ ļƒļƒ ļƒļƒ¤  ļƒ ļƒļƒ ļƒļƒ¤ ļƒ ļƒ ļ€£ļƒ 3  ļ‚· ļ‚·   66            ļ‚· ļ‚· ļ‚· ļƒ ļ®ļ®ļƒ  ļƒ ļƒļƒ ļƒ   ļƒ ļƒļ¢ļ¢ ļƒ ļƒļƒ     ļƒ ļ®ļƒļƒ    ļƒ ļƒļƒ ļƒ   ļƒ ļ¢ļƒ  ļƒ ļƒ ļ¢ļƒļ¢ļ¢    ļ‚· ļ‚·  67              ļ‚· ļ‚· ļ‚·  ļƒ ļƒļƒ ļƒ    ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ  3  ļƒ ļƒļƒ ļƒ    ļƒ ļƒļƒ ļƒļƒ¤  ļƒ ļƒļƒ ļƒļƒ¤ 3 ļ‚· ļ‚·  68              ļ‚· ļ‚· ļ‚·  ļƒ ļƒļƒ ļƒ    ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ  4  ļƒ ļƒļƒ ļƒ    ļƒ ļƒļƒ ļƒļƒ¤  ļƒ ļƒļƒ ļƒļƒ¤  ļƒ ļƒļƒ ļƒļƒ¤ 4 ļ‚· ļ‚· 69                  ļ‚· ļ‚· ļ‚·  ļƒ ļƒļƒ ļƒ    ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ  5  ļƒ ļƒļƒ ļƒ    ļƒ ļƒļƒ ļƒļƒ¤  ļƒ ļƒļƒ ļƒļƒ¤  ļƒ ļƒļƒ ļƒļƒ¤  ļƒ ļƒļƒ ļƒļƒ¤ 5 ļ‚· ļ‚·   70 ļƒŽ  ļƒŽ   ļƒŽ    ļ€£ļƒŗ                     ļ‚· ļ‚·  ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ ļƒŽ  ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ ļƒŽ ļ‚· ļ‚·       ļž ļž ļžļžļžļž ļžļžļžļž ļžļžļž ļžļžļž ļž ļž ļžļžļž ļžļžļž ļžļžļžļž ļžļžļžļž ļžļžļžļžļž ļžļžļžļžļž ļžļž ļžļž 6
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                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                    Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno.  80   ļƒ    ļƒ    ļƒ    ļƒ   ļƒļƒ ļƒ    ļƒļƒ ļƒ   ļƒļƒ ļƒ   ļƒļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ   ļƒļƒ ļ€£ļƒ   ļƒļƒ ļƒ   ļƒļƒ ļƒ   ļƒļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ   ļƒ  ļƒ  ļƒ  ļƒ   ļƒ   ļƒ   ļƒ   ļƒ  ļŖļ€£ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ  ļƒ  ļƒ  ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ ļƒļƒ¤  ļƒ ļƒļƒ¤  ļƒ ļƒļƒ¤  ļƒ ļƒļƒ¤ ļŖļ€£ļƒ  ļƒ  ļƒ  ļƒ   ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ   ļƒļƒ   ļƒļƒ   ļƒļƒ   ļƒļƒ  ļŖļ€£ļƒ   ļƒ   ļƒ   ļƒ   ļƒļƒ ļƒ    ļƒļƒ ļƒ    ļƒļƒ ļƒ    ļƒļƒ ļƒ   ļŖļ€£ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ  ļƒ ļƒļƒ ļƒ  ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ  ļƒ ļƒļƒ ļƒ  ļƒ ļƒļƒ ļƒ  ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ   ļƒ   ļƒ   ļƒ   ļƒ  ļƒ  ļƒ  ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ€   ļƒ€   ļƒ€   ļƒ€   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ  81 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒļƒ ļƒ ļ€£ļƒ  ļƒļƒ ļƒ ļƒ ļ€£ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 3 3 3   ļ‚· ļ‚· 82 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļ€£ļƒ  ļƒ ļ€£ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļ‚· ļ‚· 83 ļ‚·     ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļ®ļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ  Xyl.(hardyarnorrubber)  ļ‚· ļ‚·     D 84 ļ‚·     ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļ‚· ļ‚· ļƒ„                        ļžļžļžļž ļžļžļžļž                    ļž     ļžļžļžļž 8
                         ļ‚‹  ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                             Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Xyl. Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. ļƒƒļ€© 85 ļ‚·     ļ‚· ļ‚· ļ‚· ļ‚· ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļ‚· ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļ‚· ļ‚· 86          ļ‚· ļ‚·   ļ‚· ļ‚· ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļ‚·   ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļ‚· ļ‚·        87  ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒ ļƒ¤ļƒŽļƒ®  ļƒļƒ ļƒ¤ļƒŽļƒ®  ļƒļƒ ļƒ¤ļƒŽļƒ®  ļƒ  ļƒ ļƒļƒ ļƒ ļƒ ļ‚·  ļƒļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒ¤ļƒŽļƒ® ļ‚· ļ‚· ļƒ ļ¢ļ¢ļƒļƒļ¢ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļ¢ļƒ ļ®ļƒ ļ€£ļƒ ļƒ ļ¢ļƒ ļ¢ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļ¢ļƒļƒ ļƒ ļƒļƒ 6 6 6 6 ļ‚·  ļƒ ļƒ¤ļƒŽļƒ® ļ‚· ļ‚· ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„     E 88 ļ‚· ļƒ  ļƒ  ļƒ  ļ‚· ļ‚· ļ‚· ļ¢ļƒ ļ¢ļ¢ļƒļƒļ¢ļƒ ļ¢ļƒ ļƒ ļƒ ļ®ļƒ ļ€£ļƒ ļƒ ļ¢ļƒ ļ¢ļƒ ļ®ļƒ ļ€£ļƒ 6 3   ļ‚· ļ‚· ļ‚· 89 ļ‚· ļƒ  ļƒ   ļƒ  ļ€£ļƒŗ ļ‚· ļ‚· ļƒŽ secco, ma non stacc. ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ no pedal! ļ‚· ļ‚· ļ‚·    ļžļžļžļž   ļžļžļžļž             9
                         ļ‚‹  ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                                                                                                                                                                                                                                         Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Xyl. Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 90 ļ‚· ļ‚· ļƒ  ļƒ  ļƒ  ļƒ  ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· 91 ļ‚· ļ‚·  ļƒ  ļƒ ļƒ ļƒ   ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ… ļ¢ļƒ ļƒ ļ€£ļƒ ļ®ļƒ ļ®ļƒ ļƒ ļƒ ļ‚· ļ‚· 92 ļƒŽļƒŽ ļƒ ļ‚·  ļƒŽ  ļƒŽ  ļƒŽ  ļƒŽ ļƒŽļƒŽ  ļƒ  1. ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ Woodblocks ļ‚·  straightmute   93  ļƒŽ  ļ‚· ļ‚· ļ‚· ļƒŽ  ļƒ  ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ 6 6 6 6  ļƒļ²   ļƒŽ ļƒ ļ‚· 94 ļƒŽ ļƒ ļ‚· ļ‚· ļ‚· ļƒŽ  ļƒ  ļ‚· ļ‚· ļ‚· ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒŽ ļƒ ļ‚·                 10
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                                                                                                                                                          Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 95 ļ‚·    ļ‚· ļ‚· ļ‚·  ļƒ ļƒ¤ļƒŽ  ļƒļƒ¤ļƒŽ ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ ļ€£ļƒ ļƒ ļƒ ļƒŽ ļƒ ļƒŽ ļ‚· ļ‚· 96 ļ‚·   ļƒŽ  ļƒ ļ‚· ļ‚· ļ‚·  ļƒ   ļƒ   ļƒļƒ¤  ļƒ  ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· 97 ļ‚· ļƒ ļ€£ļƒ ļƒ  ļ‚· ļ‚· ļ‚·  ļƒ  ļ€£ļƒ ļƒŽ ļƒŽ  ļƒ  2.straightmute ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ  ļƒ ļƒ ļƒ ļ‚· ļ‚· 98 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ ļ‚· ļ‚· 99 ļ‚·  ļƒ ļƒŽ  ļ‚· ļ‚· ļ‚·  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ  ļƒŽ  ļƒ  ļ‚· ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 6 6 6 6  ļƒ ļƒ ļƒŽ ļƒ ļ‚· ļ‚·                                       11
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                                                                                                                                                          Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno.  100 ļƒ ļ€£ļƒ ļƒ  ļ‚· ļ‚· ļ‚· ļ‚· ļƒŽļƒ¤ ļ€£ļƒ ļƒŽ  ļƒ   ļƒ  ļ‚· ļ‚· ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļ€£ļƒ ļƒ ļƒ ļ®ļƒ ļƒļ¢ļƒ ļ‚· ļƒ ļƒ ļƒ ļƒŽ ļ‚· ļ‚· ļ‚· ļ‚· 101 ļƒ ļƒ ļƒ ļŖļ€£ļƒ  ļƒ ļƒ  ļƒ  ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ   ļƒ ļƒ¤ļƒŽļƒ¤ ļ€£ļƒ ļƒ  ļƒ  ļƒ ļƒ¤ļƒŽ ļ‚· ļ‚· ļ€£ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 6 6 6 6 ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļ‚· ļ‚· ļ‚· ļ‚· 102 ļƒ  ļƒ ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 66 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· 103 ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ  ļƒ ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ… ļƒ  ļƒ ļƒ  ļƒ   ļƒ  ļƒ ļ‚· ļ‚· ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 6 6 6 6 ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļ‚· ļ‚· ļ‚· ļ‚·                                                12
                         ļ‚‹ ļ‚‹  ļ‚‹  ļ‚‹                                                                                                                                                                                                                                              Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Vib. Perc.3 Glk. Perc.5 E.Gtr. E.B. D.B. SoloPno. ļ€Øļƒƒļ€© 104 ļ€£ļƒŗ ļƒŽ  ļ‚· ļ‚· ļ‚·  ļ€£ļƒ ļƒ¤ļƒŽļƒŽ ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ 666 ļƒ ļƒŽļƒŽ ļ‚· ļ‚· 105 ļ‚· ļ·ļƒ  1. 2. ļƒ  ļƒ 4. ļ‚· ļ‚·  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ  ļƒŽ  ļƒ  ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 6 66 6 ļƒ ļƒ   ļƒ ļƒ Vibraphone(hardyarn) ļƒ  ļƒ Glockenspiel ļ‚·      F 106 ļ‚·     5. ļ‚· ļ‚· ļŖļ¢ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 6666        ļ‚·                         13
                         ļ‚‹ ļ‚‹    ļ‚‹                                                                                                                                                                                                                                                                                                                                                                                       Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Vib. Glk. Chm. Perc.5 E.Gtr. E.B. D.B. SoloPno. 107 ļ‚·   ļ‚· ļ‚· ļƒŽ  ļƒ   ļ¢ļƒ ļƒ¤ļƒŽ ļ‚· ļ‚· ļ‚· ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 6 6 ļ‚· ļ‚· ļƒ ļ¢ļƒ  ļƒ ļƒ ļ¢ļƒ ļƒ ļ‚· 108 ļƒŽ    3.  ļ‚· ļ‚·  ļƒ ļƒ¤ļƒŽļƒŽ ļƒŽļƒŽ ļƒļƒ ļƒŽļƒŽ ļƒ ļ‚· ļ‚· ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 666 ļ‚· ļ‚·    ļ‚·    senza sord. senza sord. 109    ļƒ  ļƒ ļƒ ļƒ  ļƒ ļ‚· ļ‚·   ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ 6 6 ļ‚· ļ‚· ļ‚·   110  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒļƒ ļƒ¤ļƒŽļƒŽ  ļƒļƒ ļƒ¤ļƒŽļƒŽ ļƒŗļƒ  ļ‚· ļ‚·  ļƒ ļƒ¤ļƒŽ ļƒŽ ļƒŽ  ļƒ   ļƒļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 6 66 ļ‚· ļ‚· ļƒ ļƒ   ļƒ  ļ‚· ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„                    14
                         ļ‚‹ ļ‚‹   ļ‚‹                                                                                                                                                                                                                                        Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Vib. Glk. Perc.5 E.Gtr. E.B. D.B. SoloPno. 111 ļ‚·  ļƒŽ ļƒ ļ‚· ļ‚· ļƒŽ  ļƒ  ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 6 6 ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· 112 ļ‚·   ļƒŽ ļƒ ļ·ļƒ  ļ¢ļƒ  ļ‚· ļ‚·  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ  ļƒŽļƒ¤ ļ¢ļƒ  ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 6 66 6 ļ‚· ļ‚· ļ‚· ļƒ ļƒ  ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ  ļ¢ļƒ ļƒ ļƒ ļ‚· ļ‚· 113 ļƒŽ        ļ‚· ļ‚· ļƒŽļƒ¤ ļƒ ļƒŽ  ļ®ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒŽ  ļ‚· ļ‚· ļ®ļƒ ļƒ ļƒ ļ®ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ 66 6 ļ‚· ļ‚· ļ‚· ļƒ ļ®ļƒ  ļƒ ļƒ ļ®ļƒ ļƒ ļ‚· ļ‚·                          15
                         ļ‚‹  ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                      Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Xyl. Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 114       ļƒŽ   ļƒŗļƒŽ  ļ‚· ļ‚·   ļ‚· ļ‚· ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 6 6 6 ļ‚·   115 ļƒ  ļƒļƒ ļƒ  ļƒ ļƒ  ļ‚· ļ‚· ļ‚· ļƒļƒ  ļƒ  ļ‚· ļ‚· ļƒ ļƒ ļ¢ļƒ ļƒ ļ¢ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļ€£ļƒ ļƒ 66 ļ‚·  ļ‚· ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ 116 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ¢ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļ¢ļƒ ļ¢ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ 6 6 6 6  ļ¢ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļ¢ļƒ ļ¢ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 6 6 6 6 ļ‚· 16
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                    Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 117 ļ‚· ļ‚·  ļ¢ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒ¤ļƒŽļƒ® ļŖļ¢ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒ¤ļƒŽļƒ® ļŖļ¢ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒ¤ļƒŽļƒ®  ļ¢ļƒļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒ¤ļƒŽļƒ®  ļ¢ļƒļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒ¤ļƒŽļƒ® ļƒ ļƒ ļƒ  ļƒŽļƒ® 3 ļƒŽļƒ®  ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒ¤ļƒŽļƒ® ļƒŽ ļƒ Lion'sRoar  ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒ¤ļƒŽļƒ® ļƒ„ arco                          G 118 ļ‚· ļ‚·  ļƒ ļƒ¤ļƒŽ ļŖļ¢ļƒ ļƒ¤ļƒŽ ļŖļ®ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ ļŖļ¢ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ   ļƒ ļƒ¤ļƒŽ  ļƒ ļ¢ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļ®ļƒļƒ ļƒ¤ļƒŽ  ļƒ ļƒ  ļƒ¤ļƒŽ  ļƒ ļƒļ¢ļ¢ ļƒ¤ļƒŽ  ļƒļƒ¤ļƒŽ  ļƒ ļ¢ļƒ ļƒ¤ļƒŽ   ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ ļƒ ļƒ ļƒ ļƒ  ļƒŽļƒ® 3  ļƒ ļ¢ļƒ  ļƒŽļƒ® 3  ļ¢ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ ļƒŽ ļƒ  ļƒ ļƒŽ  ļƒ ļƒ¤ļƒŽ   ļƒ ļƒ¤ļƒŽ   ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ 119 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· 120 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ  ļƒ ļ¢ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļ®ļƒ   ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ 3 3 3 3 marcatiss. ļ‚· ļ‚·                                                 17
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                                                                                                                                                                                                                            Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 121 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ   ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ 3 3 3 3 ļƒŽ ļ‚· ļ‚· ļ‚· ļ‚· 122 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļ®ļƒ  3 3 3 3 ļ‚· ļ‚· ļ‚· ļ‚· 123 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ 3 3 3 ļ‚· ļ‚· ļ‚· ļ‚· 124 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ 3 3 3 3  ļƒŽ ļ‚· ļ‚· ļ‚· ļ‚· 125 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļ¢ļƒ   ļƒ ļ¢ļƒ  3 3 3 ļƒŽ ļ‚· ļ‚· ļ‚· ļ‚· 126 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ  ļƒ ļ¢ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  3 3 3 3 ļ‚· ļ‚· ļ‚· ļ‚· 127 ļ‚· ļ‚· ļ‚· ļ‚·  ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļ®ļƒ  3 3 ļƒŽ ļ‚· ļ‚· ļ‚· ļ‚· 18
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                                                                                                                                                          Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 128 ļ‚· ļ‚· ļƒ ļƒ  ļ¢ļƒ ļƒ   ļƒ ļƒ 3 3 3 ļƒ ļƒ  ļ¢ļƒ ļƒ   ļƒ ļƒ 333  ļƒ   ļƒ ļƒ¤ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽļƒŽ 3 3 ļŖļ¢ļƒ ļƒŽ ļŖļ¢ļƒ ļƒŽļƒŽ 3 3  ļ¢ļƒļƒ   ļƒ ļ¢ļƒ ļƒ¤ļƒŽ  ļƒ   ļƒ ļƒ¤ļƒŽ ļ‚· ļ‚·  ļƒ ļƒ ļƒ¤ļƒŽļƒŽ ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·        H 129 ļ‚· ļ‚· ļƒ ļƒ  ļ¢ļƒ ļƒ  ļƒ ļ®ļƒ  ļ¢ļƒ ļƒ ļƒ 3 3 3 3 ļƒ ļƒ  ļ¢ļƒ ļƒ  ļƒ ļ®ļƒ  ļ¢ļƒ ļƒ ļƒ 333 3  ļƒ ļƒŽ ļŖļ¢ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3 3  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3 3 ļŖļ¢ļƒ ļƒŽ ļŖļ¢ļƒ ļƒŽļŖ ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3 3  ļ¢ļƒļƒ ļƒŽ  ļƒ ļ¢ļƒ ļƒŽļŖ ļƒļƒ ļƒŽ  ļƒ ļƒ ļƒŽ 3 3 3 3  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3 3 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· 130 ļ‚· ļ‚·  ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ ļ¢ļƒ ļƒ 3 3 3 3  ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ ļ¢ļƒ ļƒ 3 3 3 3 ļƒŽ ļŖļ®ļƒ ļƒŽ ļŖļ®ļƒ ļƒŽ ļƒ ļ¢ļƒ  3 3 3  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3 3 ļŖļ¢ļƒ ļƒŽļŖ ļƒ ļƒŽļŖ ļƒ ļƒŽ ļŖļ¢ļƒ ļƒŽ 3 3 3 3  ļ¢ļƒļƒ ļƒŽļŖ ļƒļƒ ļƒŽļŖ ļƒļƒ ļƒŽ  ļƒ ļ¢ļƒ ļƒŽ 3 3 3 3  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3 3 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· 131 ļ‚· ļ‚· ļ®ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ 33 ļ®ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ 33 ļŖļ®ļƒ ļƒŽ ļƒ ļ¢ļƒ  3 3  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 ļŖļ¢ļƒ ļƒŽ ļŖļ¢ļƒ ļƒŽ 3 3  ļ¢ļƒļƒ ļƒŽ  ļƒ ļ¢ļƒ ļƒŽ 3 3  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· 132 ļ‚· ļ‚· ļƒ  ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ  ļƒ ļƒ  ļƒ 3 3 33 ļƒ  ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ  ļƒ ļƒ  ļƒ 3 3 33  ļƒ ļƒŽ ļƒ ļ¢ļƒ  ļƒ ļƒ  ļƒ ļƒ  3 333  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3 3 ļŖļ®ļƒ ļƒŽ ļŖļ¢ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3 3  ļƒ ļƒ ļƒŽ  ļƒ ļƒ ļƒŽ  ļƒ ļƒ ļƒŽ  ļƒ ļƒ ļƒŽ 3 3 3 3  ļƒ ļƒŽ  ļƒ ļƒŽļŖ ļƒ ļƒŽļŖ ļƒ ļƒŽ 3 3 3 3 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·                                                           19
                           ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                                                                                                                                                                                                                              Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Mrb. Xyl. Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 133 ļ‚· ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ  ļƒ 3 3 3 ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ  ļƒ 3 3 3 ļƒ ļ¢ļƒ  ļƒ ļ¢ļƒ  ļƒ ļƒ  333  ļƒ ļƒŽ ļƒ ļƒ   ļƒ ļƒŽ 3 3 3  ļƒ ļƒŽ ļƒ ļƒ   ļƒļƒŽ 3 3 3  ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ   ļƒ ļƒ ļƒŽ 3 3 3  ļƒ ļƒŽ  ļƒ ļƒŽļŖ ļƒ ļƒŽ 3 3 3 ļ‚· ļ‚· ļ‚· 134 ļ‚·  ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļ¢ļƒ ļƒ 3 3 3 3  ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļ¢ļƒ ļƒ 3 3 3 3  ļƒ ļƒŽ ļƒ ļ¢ļƒ  ļƒ  ļƒ ļƒ ļ¢ļƒ  3 3 3 3  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3 3  ļƒ ļƒŽ ļŖļ¢ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3 3  ļƒ ļƒ ļƒŽ  ļƒ ļ¢ļƒ ļƒŽ  ļƒ ļƒ ļƒŽ  ļƒ ļƒ  ļƒŽ 3 3 3 3  ļƒ ļƒŽ  ļƒ ļƒŽļŖ ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3 3 ļ‚· ļ‚· ļ‚· 135 ļ‚·  ļƒ ļ®ļƒ ļƒ ļ¢ļƒ ļƒ ļƒŽ  ļ¢ļƒ 3 3 3  ļƒ ļ®ļƒ ļƒ ļ¢ļƒ ļƒ ļ¢ļƒ  ļƒ 3 3 3 ļƒ  ļƒ ļ¢ļƒ ļƒ  ļƒ ļƒ  3 33  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3  ļƒ ļƒŽ ļŖļ¢ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3  ļƒ ļƒ ļƒŽ  ļƒ ļ¢ļƒ ļƒŽ  ļƒ ļƒ ļƒŽ 3 3 3  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3 ļ‚· ļƒŽļƒŽļƒŽ  ļ¢ļƒ 3 1. ļƒŽļƒŽļƒŽ  ļ¢ļƒ 3 Xyl.(hardyarn) ļ‚· ļ‚·  straightmute  136 ļ‚· ļƒ  ļ¢ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļ¢ļƒ 333 3 ļƒ  ļ¢ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ ļ¢ļƒ ļƒ 333 3 ļƒ ļ¢ļƒ  ļƒ ļƒ  ļƒ ļƒ   ļƒ ļƒŽ 333 3  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3 3  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3 3  ļƒ ļƒ  ļƒŽ  ļƒ ļƒ ļƒŽ  ļƒ ļƒ ļƒŽ  ļƒ ļƒ ļƒŽ 3 3 3 3  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3 3 ļ‚· ļƒ  ļ¢ļƒ ļƒ  ļƒ ļƒ  ļƒ  ļƒ ļƒŽ 333 3  ļ€£ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3 3 Marimba(hardyarn) ļ®ļƒ  ļ¢ļƒ ļƒ  ļƒ ļƒ  ļƒ  ļƒ ļƒŽ 333 3 ļ‚· ļ‚·  I 137 ļ‚·  ļƒ ļ¢ļƒ ļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ  3 3 3 3 ļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ 3 3 3 3  ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒŽ 3 3 3 ļƒ ļƒ   ļƒ ļƒŽ ļƒ ļƒ   ļƒ ļƒŽ 3 3 3 3 ļƒ ļƒ   ļƒļƒŽ ļƒ ļƒ   ļƒļƒŽ 3 3 3 3 ļƒ ļƒ ļƒ ļƒ   ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ   ļƒ ļƒ ļƒŽ 3 3 3 3  ļƒ ļƒŽļŖ ļƒ ļƒŽ  ļƒ ļƒŽļŖ ļƒ ļƒŽ 3 3 3 3 ļ‚· ļ‚· ļ‚· 138 ļ‚· ļ¢ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļ¢ļƒ 3 3 ļƒ ļ¢ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ 3 3  ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ 3 3  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3  ļƒļƒŽ  ļƒļƒŽ 3 3  ļƒ ļƒ ļƒŽ  ļƒ ļƒ ļƒŽ 3 3  ļƒ ļƒŽļŖ ļƒ ļƒŽ 3 3 ļ‚· ļƒŽļƒŽ  ļ¢ļƒ 3 ļƒŽļƒŽ  ļ¢ļƒ 3 ļ‚· ļ‚·                                                                                                   20
                           ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                                                                                                                                                                                                                              Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Mrb. Xyl. Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 139 ļ‚· ļ‚· ļƒ  ļ¢ļƒ ļƒ  ļƒ ļƒ ļƒ ļ¢ļƒ 33 3 ļƒ  ļ¢ļƒ ļƒ  ļƒ ļƒ ļ¢ļƒ ļƒ 33 3 ļƒ ļ¢ļƒ  ļƒ ļƒ   ļƒ ļƒŽ 33 3 ļ‚· ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ  333 ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ  333 ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  333  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3 ļ‚· ļƒ  ļ¢ļƒ ļƒ  ļƒ  ļƒ ļƒŽ 33 3  ļ€£ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3 ļƒ  ļ¢ļƒ ļƒ  ļƒ  ļƒ ļƒŽ 33 3 ļ‚· ļ‚· 140 ļ‚· ļ‚·  ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļ®ļƒ 3 3  ļ¢ļƒ ļƒ ļƒ ļƒ ļ®ļƒ 3 3  ļƒ ļƒŽļƒŽ 3 ļ‚· ļƒ ļƒ  ļƒŽ 3 ļƒ ļƒ  ļƒŽ 3 ļƒ ļƒ ļƒ ļƒ  ļƒŽ 3  ļƒ ļƒŽļƒŽ 3 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· 141 ļ‚· ļ‚·  ļ¢ļƒ ļƒ  ļƒ ļƒ ļƒ ļ¢ļƒ ļ®ļƒ 33 3  ļ¢ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļ®ļƒ 33 3  ļƒ ļƒŽ  ļƒ ļƒŽļƒŽ 3 3 ļ‚· ļƒ ļƒ  ļƒ ļƒ  ļƒŽ 33 ļƒ ļƒ  ļƒ ļƒ  ļƒŽ 33 ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒŽ 33  ļƒ ļƒŽ  ļƒ ļƒŽļƒŽ 3 3 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· 142 ļ‚· ļ‚·  ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļ®ļƒ 3 3  ļ¢ļƒ ļƒ ļƒ ļƒ ļ®ļƒ 3 3  ļƒ ļƒŽļƒŽ 3 ļ‚· ļƒ ļƒ  ļƒŽ 3 ļƒ ļƒ  ļƒŽ 3 ļƒ ļƒ ļƒ ļƒ  ļƒŽ 3  ļƒ ļƒŽļƒŽ 3 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· 143 ļ‚· ļ‚· ļƒŽ  ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļ¢ļƒ  3 3 3 ļƒŽ ļŖļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  3 3 3  ļƒ ļƒŽļƒ¤ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ 3 3 3 ļ‚· ļƒ ļƒ  ļƒŽļƒŽ 3 ļƒ ļƒ  ļƒŽļƒŽ 3 ļƒ ļƒ ļƒ ļƒ  ļƒŽļƒŽ 3  ļƒ ļƒŽļƒŽļƒŽ 3 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· 144 ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽ 33 ļ‚· ļƒ ļƒ  ļƒ ļ¢ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒŽ 33 ļƒ  ļ®ļƒ ļƒ  ļ¢ļƒ ļƒŽ 33 ļ‚· ļ‚· ļ‚· ļƒŽļƒŽ ļƒ ļ‚· ļƒ„                                         21
                         ļ‚‹ ļ‚‹ ļ‚‹  ļ‚‹                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                 Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Glk. Perc.5 E.Gtr. E.B. D.B. SoloPno. 145 ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒŽ 3 ļ‚· ļ‚· ļƒ ļƒ  ļƒ ļ¢ļƒ  ļƒŽ 3 ļƒ  ļ®ļƒ ļƒŽ 3 ļ‚· ļ‚· ļƒŽ ļƒ ļ‚· ļ‚· 146 ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 333 ļ‚· ļ‚· ļƒ ļƒ  ļƒ ļ¢ļƒ  ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ 33 3 ļƒ  ļ®ļƒ ļƒ  ļƒ  ļƒ ļƒ 33 3 ļ‚· ļ‚· ļ‚· ļ‚· 147 ļ‚· ļ‚· ļ‚· ļƒ ļ¢ļƒ ļ¢ļƒ ļ¢ļƒ ļƒ ļ¢ļƒ 3 3 ļ‚· ļ‚· ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ  ļƒ ļ¢ļƒ  3 3 ļƒ ļ®ļƒ ļƒ ļƒ ļ¢ļƒ ļ¢ļƒ 3 3 ļ‚· ļ‚·   ļ‚· ļ‚· 148  ļ€£ļƒ ļƒŽ  ļƒ ļƒŽļƒ¤ ļƒ  3 3 3  ļƒ ļƒļƒ   ļƒŽ  ļƒ ļƒļƒ ļƒŽļƒ¤ ļƒ ļƒļƒ  3 3 3  ļƒ ļ¢ļƒ ļƒŽ  ļƒ ļƒ ļƒŽļƒ¤ ļƒ ļƒ  3 3 3  ļ®ļƒļƒ ļƒŽ  ļƒļƒ ļƒŽļƒ¤ ļƒļƒ  3 3 3  ļƒ ļ¢ļƒļƒ ļƒŽ  ļƒ ļƒļƒ ļƒŽļƒ¤ ļƒ ļƒļƒ  3 3 3  ļ¢ļƒļƒ ļƒŽ  ļƒļƒ ļƒŽļƒ¤ ļƒļƒ  3 3 3  ļƒ ļƒŽļƒ¤ 3  ļƒ ļƒŽ  ļƒ ļƒŽļƒ¤ ļƒ  3 3 3  ļ¢ļƒ ļƒŽ  ļƒ ļƒŽļƒ¤ ļƒ  3 3 3  ļƒ ļƒŽ  ļƒ ļƒŽļƒ¤ ļƒ  3 3 3 ļ‚·  ļƒ ļ¢ļƒ ļƒŽ  ļƒ ļƒ ļƒŽļƒ¤ ļƒ ļƒ  3 3 3  ļƒ ļƒŽļƒ¤ 3 ļ‚· ļ‚· ļ®ļƒļƒ  ļ®ļƒ ļƒļƒ  ļƒ  ļƒļƒ ļƒ 333 ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ  ļƒ ļƒ ļƒ ļƒ 33 3  ļƒ ļ¢ļƒļƒ ļƒŽ  ļƒ ļƒļƒ ļƒŽļƒ¤ ļƒ ļƒļƒ  3 3 3 Vibraphone(motoroff)(softyarn)  ļƒ ļƒļƒ   ļƒŽ  ļƒ ļƒļƒ ļƒŽļƒ¤ ļƒ ļƒļƒ  3 3 3 ļ‚· ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ J 149  ļ€£ļƒ ļƒŽļƒ¤ ļƒ  3 3  ļƒ ļƒļƒ   ļƒŽļƒ¤ ļƒ ļƒļƒ  3 3  ļƒ ļ¢ļƒ ļƒŽļƒ¤ ļƒ ļƒ  3 3  ļ®ļƒļƒ ļƒŽļƒ¤ ļƒļƒ  3 3  ļƒ ļ¢ļƒļƒ ļƒŽļƒ¤ ļƒ ļƒļƒ  3 3  ļ¢ļƒļƒ ļƒŽļƒ¤ ļƒļƒ  3 3  ļƒ ļƒŽļƒ¤ ļƒ  3 3  ļ¢ļƒ ļƒŽļƒ¤ ļƒ  3 3  ļƒ ļƒŽļƒ¤ ļƒ  3 3 ļ‚·  ļƒ ļ¢ļƒ ļƒŽļƒ¤ ļƒ ļƒ  3 3 ļ‚· ļ‚· ļ®ļƒļƒ  ļƒ ļƒ  ļƒļƒ ļ®ļƒ 3 3 ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ 3 3  ļƒ ļ¢ļƒļƒ ļƒŽļƒ¤ ļƒ ļƒļƒ  3 3  ļƒ ļƒļƒ   ļƒŽļƒ¤ ļƒ ļƒļƒ  3 3 ļ‚· 150 ļ€£ļƒ  ļƒ  ļƒ   ļƒ ļƒŽļƒ¤ ļƒ  33 3 3 ļƒ ļƒļƒ    ļƒ ļƒļƒ  ļƒ ļƒļƒ   ļƒ ļƒļƒ ļƒŽļƒ¤ ļƒ ļƒļƒ  33 3 3 ļƒ ļ¢ļƒ  ļƒ ļƒ  ļƒ ļƒ   ļƒ ļƒ ļƒŽļƒ¤ ļƒ ļƒ  33 3 3 ļ®ļƒļƒ  ļƒļƒ  ļƒļƒ   ļƒļƒ ļƒŽļƒ¤ ļƒļƒ  33 3 3 ļƒ ļ¢ļƒļƒ  ļƒ ļƒļƒ  ļƒ ļƒļƒ   ļƒ ļƒļƒ ļƒŽļƒ¤ ļƒ ļƒļƒ  33 3 3 ļ¢ļƒļƒ  ļƒļƒ  ļƒļƒ   ļƒļƒ ļƒŽļƒ¤ ļƒļƒ  33 3 3 ļƒ  ļƒ  ļƒ   ļƒ ļƒŽļƒ¤ ļƒ  33 3 3 ļ¢ļƒ  ļƒ  ļƒ   ļƒ ļƒŽļƒ¤ ļƒ  33 3 3 ļƒ  ļƒ  ļƒ   ļƒ ļƒŽļƒ¤ ļƒ  33 3 3 ļ‚· ļƒ ļ¢ļƒ  ļƒ ļƒ  ļƒ ļƒ   ļƒ ļƒ ļƒŽļƒ¤ ļƒ ļƒ  33 3 3 ļ‚· ļ‚· ļƒ ļƒ  ļƒ ļ¢ļƒ  ļ®ļƒļƒ ļ®ļƒ ļƒļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļ¢ļƒ   3 3 3 3 ļƒ ļƒ  ļƒ  ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļ®ļ¢ļƒ  3 3 3 3 ļƒ ļ¢ļƒļƒ  ļƒ ļƒļƒ  ļƒ ļƒļƒ   ļƒ ļƒļƒ ļƒŽļƒ¤ ļƒ ļƒļƒ  33 3 3 ļƒ ļƒļƒ    ļƒ ļƒļƒ  ļƒ ļƒļƒ   ļƒ ļƒļƒ ļƒŽļƒ¤ ļƒ ļƒļƒ  33 3 3 ļ‚·                                   ļžļž ļž ļžļžļž                    ļž ļž ļžļž                               ļžļžļž ļž ļž ļžļžļžļžļž 22
                         ļ‚‹  ļ‚‹  ļ‚‹                                                                                                                                                                                                                                                                                                                                                                            Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Vib. Perc.3 Glk. Perc.5 E.Gtr. E.B. D.B. SoloPno. 157 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  33 ļ¢ļƒ ļƒ  ļƒ ļƒ  33 ļƒ ļ®ļ¢ļƒ ļƒ ļƒ  ļƒ ļ®ļ¢ļƒ ļƒ ļƒ  33 ļ®ļƒ ļƒ  ļƒ ļƒ  33 ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  33  ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļ®ļƒ 3 3 ļƒ ļƒ  ļƒ ļƒ  33 ļ‚· ļ®ļƒ ļƒ  ļƒ ļƒ  33 ļ®ļƒ ļƒ  ļƒ ļƒ  33 ļ®ļƒ ļƒ  ļƒ ļƒ  33 158 ļ€£ļƒ  ļƒ ļƒŽ  ļƒ  ļƒ ļƒ 3 3 3 ļƒ ļƒļƒ    ļƒ ļƒļƒ ļƒŽ  ļƒ ļƒļƒ  ļƒ ļƒļƒ ļƒ ļƒļƒ 3 3 3 ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒŽ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ 3 3 3 ļ®ļƒļƒ  ļƒļƒ ļƒŽ  ļƒļƒ  ļƒļƒ ļƒļƒ 3 3 3 ļƒ ļ¢ļƒļƒ  ļƒ ļƒļƒ ļƒŽ  ļƒ ļƒļƒ  ļƒ ļƒļƒ ļƒ ļƒļƒ 3 3 3 ļ¢ļƒļƒ  ļƒļƒ ļƒŽ  ļƒļƒ  ļƒļƒ ļƒļƒ 3 3 3 ļ‚· ļ‚· ļƒ  ļƒ ļƒŽ  ļƒ  ļƒ ļƒ 3 3 3 ļ¢ļƒ  ļƒ ļƒŽ  ļƒ  ļƒ ļƒ 3 3 3 ļƒ  ļƒ ļƒŽ  ļƒ  ļƒ ļƒ 3 3 3 ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒŽ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ 3 3 3 ļ‚· ļ‚·  ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  3 3 3 ļƒ ļ¢ļƒ ļ®ļƒ ļƒ ļ¢ļƒ ļ®ļƒ ļ¢ļƒ ļƒ ļƒ 3 3 3 ļƒ ļ¢ļƒļƒ  ļƒ ļƒļƒ ļƒŽ  ļƒ ļƒļƒ  ļƒ ļƒļƒ ļƒ ļƒļƒ 3 3 3 ļƒ ļƒļƒ    ļƒ ļƒļƒ ļƒŽ  ļƒ ļƒļƒ  ļƒ ļƒļƒ ļƒ ļƒļƒ 3 3 3 ļ‚· 159  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3  ļƒ ļƒ ļƒ ļƒŽ  ļƒ ļƒ ļƒ ļƒŽ  ļƒ ļƒ ļƒ ļƒŽ 3 3 3  ļƒ ļƒ ļƒŽ  ļƒ ļƒ ļƒŽ  ļƒ ļƒ ļƒŽ 3 3 3  ļƒ ļƒ ļƒŽ  ļƒ ļƒ ļƒŽ  ļƒ ļƒ ļƒŽ 3 3 3  ļƒ ļƒ ļƒ ļƒŽ  ļƒ ļƒ ļƒ ļƒŽ  ļƒ ļƒ ļƒ ļƒŽ 3 3 3  ļƒ ļƒ ļƒŽ  ļƒ ļƒ ļƒŽ  ļƒ ļƒ ļƒŽ 3 3 3 ļ‚· ļ‚·  ļƒ ļƒŽļŖ ļƒ ļƒŽļŖ ļƒ ļƒŽ 3 3 3  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3  ļƒļƒŽ  ļƒļƒŽ  ļƒļƒŽ 3 3 3  ļƒ ļƒļƒŽ  ļƒ ļƒļƒŽ  ļƒ ļƒļƒŽ 3 3 3 ļ‚· ļƒŽ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  33 ļƒŽ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  33 ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  333 ļ¢ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ  333 ļƒ ļ®ļ¢ļƒ ļƒ ļƒ  ļƒ ļ®ļ¢ļƒ ļƒ ļƒ  ļƒ ļ®ļ¢ļƒ ļƒ ļƒ  333 ļ®ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ  333 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  3 33 ļƒ ļƒ ļƒļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  333 ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ  333  ļƒ ļƒ ļƒ ļƒŽ  ļƒ ļƒ ļƒ ļƒŽ  ļƒ ļƒ ļƒ ļƒŽ 3 3 3  ļƒ ļƒ ļƒŽ  ļƒ ļƒ ļƒŽ  ļƒ ļƒ ļƒŽ 3 3 3 ļ‚· ļ®ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ  333 ļ®ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ  333 ļ®ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ  333   160  ļ€£ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3 3  ļƒ ļƒļƒ   ļƒŽ  ļƒ ļƒļƒ ļƒŽ  ļƒ ļƒļƒ ļƒŽ  ļƒ ļƒļƒ ļƒŽ 3 3 3 3  ļƒ ļ¢ļƒ ļƒŽ  ļƒ ļƒ ļƒŽ  ļƒ ļƒ ļƒŽ  ļƒ ļƒ ļƒŽ 3 3 3 3  ļ®ļƒļƒ ļƒŽ  ļƒļƒ ļƒŽ  ļƒļƒ ļƒŽ  ļƒļƒ ļƒŽ 3 3 3 3  ļƒ ļ¢ļƒļƒ ļƒŽ  ļƒ ļƒļƒ ļƒŽ  ļƒ ļƒļƒ ļƒŽ  ļƒ ļƒļƒ ļƒŽ 3 3 3 3  ļ¢ļƒļƒ ļƒŽ  ļƒļƒ ļƒŽ  ļƒļƒ ļƒŽ  ļƒļƒ ļƒŽ 3 3 3 3 ļ‚· ļ‚·  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3 3  ļ¢ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3 3  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3 3  ļƒ ļ¢ļƒ ļƒŽ  ļƒ ļƒ ļƒŽ  ļƒ ļƒ ļƒŽ  ļƒ ļƒ ļƒŽ 3 3 3 3 ļ‚· ļ‚· ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļ®ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 33 3 3 ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļ®ļƒ ļ¢ļƒ ļ¢ļƒ ļ®ļƒ ļƒ ļƒ 3333  ļƒ ļ¢ļƒļƒ ļƒŽ  ļƒ ļƒļƒ ļƒŽ  ļƒ ļƒļƒ ļƒŽ  ļƒ ļƒļƒ ļƒŽ 3 3 3 3  ļƒ ļƒļƒ   ļƒŽ  ļƒ ļƒļƒ ļƒŽ  ļƒ ļƒļƒ ļƒŽ  ļƒ ļƒļƒ ļƒŽ 3 3 3 3 ļ‚· 161  ļ€£ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3  ļƒ ļƒļƒ   ļƒŽ  ļƒ ļƒļƒ ļƒŽ  ļƒ ļƒļƒ ļƒŽ 3 3 3  ļƒ ļ¢ļƒ ļƒŽ  ļƒ ļƒ ļƒŽ  ļƒ ļƒ ļƒŽ 3 3 3  ļ®ļƒļƒ ļƒŽ  ļƒļƒ ļƒŽ  ļƒļƒ ļƒŽ 3 3 3  ļƒ ļ¢ļƒļƒ ļƒŽ  ļƒ ļƒļƒ ļƒŽ  ļƒ ļƒļƒ ļƒŽ 3 3 3  ļ¢ļƒļƒ ļƒŽ  ļƒļƒ ļƒŽ  ļƒļƒ ļƒŽ 3 3 3 ļ‚· ļ‚·  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3  ļ¢ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3  ļƒ ļ¢ļƒ ļƒŽ  ļƒ ļƒ ļƒŽ  ļƒ ļƒ ļƒŽ 3 3 3 ļ‚· ļ‚· ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 3 3 3 ļƒ ļƒ ļ¢ļƒ ļ®ļƒ ļƒ ļ¢ļƒ ļƒ ļ¢ļƒ ļƒ 33 3  ļƒ ļ¢ļƒļƒ ļƒŽ  ļƒ ļƒļƒ ļƒŽ  ļƒ ļƒļƒ ļƒŽ 3 3 3  ļƒ ļƒļƒ   ļƒŽ  ļƒ ļƒļƒ ļƒŽ  ļƒ ļƒļƒ ļƒŽ 3 3 3 ļ‚· 162 ļ€£ļƒ  ļƒ ļƒŽ  ļƒ  ļƒ  3 3 3 ļƒ ļƒļƒ    ļƒ ļƒļƒ ļƒŽ  ļƒ ļƒļƒ  ļƒ ļƒļƒ  3 3 3 ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒŽ  ļƒ ļƒ  ļƒ ļƒ  3 3 3 ļ®ļƒļƒ  ļƒļƒ ļƒŽ  ļƒļƒ  ļƒļƒ  3 3 3 ļƒ ļ¢ļƒļƒ  ļƒ ļƒļƒ ļƒŽ  ļƒ ļƒļƒ  ļƒ ļƒļƒ  3 3 3 ļ¢ļƒļƒ  ļƒļƒ ļƒŽ  ļƒļƒ  ļƒļƒ  3 3 3 ļ‚· ļ‚· ļƒ  ļƒ ļƒŽ  ļƒ  ļƒ  3 3 3 ļ¢ļƒ  ļƒ ļƒŽ  ļƒ  ļƒ  3 3 3 ļƒ  ļƒ ļƒŽ  ļƒ  ļƒ  3 3 3 ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒŽ  ļƒ ļƒ  ļƒ ļƒ  3 3 3 ļ‚· ļ‚· ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļ¢ļƒ 3 3 3 ļ¢ļƒ ļ®ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ 3 3 3 ļƒ ļ¢ļƒļƒ  ļƒ ļƒļƒ ļƒŽ  ļƒ ļƒļƒ  ļƒ ļƒļƒ  3 3 3 ļƒ ļƒļƒ    ļƒ ļƒļƒ ļƒŽ  ļƒ ļƒļƒ  ļƒ ļƒļƒ  3 3 3 ļ‚·                                      ļžļž ļž ļž ļžļžļž ļž ļž                   ļžļžļž ļžļžļž                     ļžļžļžļž ļžļžļžļž                 ļžļžļž ļžļžļž                           ļžļž ļž ļž ļžļžļžļž 24
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                                                                                                                                                          Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 163 ļƒ ļƒ  ļ¢ļƒ ļƒ  ļƒ ļ®ļƒ   ļƒ ļƒ 333 3 ļƒ ļƒ ļƒ ļƒ  ļƒ ļ¢ļƒ  ļƒ ļƒ  ļƒ ļƒ ļ®ļƒ    ļƒ ļƒ ļƒ ļƒ 3 3 3 3 1. 2.. ļƒŽļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ 3 1. 2.  ļƒ ļƒŽ ļŖļ¢ļƒ ļƒŽ ļŖļ®ļƒ ļƒŽļŖ ļƒ ļƒŽ 3 3 3 3 ļ‚·  ļƒ ļƒŽ  ļƒļƒŽļƒ¤ ļƒ  ļŖļ¢ļƒ ļƒŽ 3 3 3 3 ļŖļ¢ļƒ ļƒŽ  ļƒ ļƒŽļƒ¤ ļƒ   ļƒ ļƒŽ 3 3 3 3  ļƒ ļƒŽ  ļ¢ļƒ ļƒŽ  ļ®ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3 3  ļƒ ļ¢ļƒ ļƒŽ  ļƒ ļƒ ļƒŽļƒ¤ ļƒ ļƒ   ļƒ ļƒ  ļƒŽ 3 3 3 3  ļƒ ļƒŽ ļŖļ¢ļƒ ļƒŽ ļŖļ®ļƒ ļƒŽļŖ ļƒ ļƒŽ 3 3 3 3 ļ‚· ļƒ ļƒ ļƒ¤ļ¢ļƒ ļƒ  ļƒ ļ®ļƒ   ļƒ ļƒ 3 3 3 3 1. ļƒ ļƒ ļƒ¤ļ¢ļƒ ļƒ  ļƒļ®ļƒ   ļƒ ļƒ 333 3  ļƒ ļ¢ļƒ ļƒŽ  ļƒ ļƒ ļƒŽļƒ¤ ļƒ ļƒ   ļƒ ļƒ  ļƒŽ 3 3 3 3  ļƒ ļƒŽ ļŖļ¢ļƒ ļƒŽ ļŖļ®ļƒ ļƒŽļŖ ļƒ ļƒŽ 3 3 3 3 ļ‚· ļƒ ļƒ ļƒ ļƒ¤ļ¢ļƒ ļƒ ļƒ  ļƒ ļƒļ®ļƒ ļƒ¤ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ 3 3 3 3 ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ¤ļ®ļƒ ļƒ ļƒ  ļƒ ļƒ ļ¢ļƒ ļƒ 3 3 3 3 ļ‚· ļ‚·  ļƒ ļƒŽ  ļƒļƒŽļƒ¤ ļƒ  ļŖļ¢ļƒ ļƒŽ 3 3 3 3 ļŖļ¢ļƒ ļƒŽ  ļƒ ļƒŽļƒ¤ ļƒ   ļƒ ļƒŽ 3 3 3 3  ļƒ ļƒŽ ļŖļ¢ļƒ ļƒŽ ļŖļ®ļƒ ļƒŽļŖ ļƒ ļƒŽ 3 3 3 3    senza sord. senza sord. senza sord. senza sord. 164  ļƒ ļƒ  ļƒ ļƒļ¢ļƒ  ļƒ ļƒ  ļƒ 33 33  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ   ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ 33 33 ļƒ ļƒ ļƒ ļ®ļƒ   ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ 3 3 3 3  ļƒ   ļƒ ļƒŽ  ļƒ ļƒŽļƒ¤ ļƒ  3 3 3 3 ļ‚·  ļƒ   ļƒļƒŽ  ļ¢ļƒ ļƒŽļƒ¤ ļƒ  3 3 3 3  ļƒ   ļƒ ļƒŽ ļŖļ¢ļƒ ļƒŽļƒ¤ ļ¢ļƒ  3 3 3 3  ļƒ   ļƒ ļƒŽ  ļƒ ļƒŽļƒ¤ ļƒ  3 3 3 3  ļƒ ļƒ   ļƒ ļƒ ļƒŽ  ļƒ ļ¢ļƒ  ļƒŽļƒ¤ ļƒ ļ¢ļƒ  3 3 3 3  ļƒ   ļƒ ļƒŽ  ļƒ ļƒŽļƒ¤ ļƒ  3 3 3 3 ļ‚·  ļƒ ļƒ  ļƒ ļƒļ¢ļƒ  ļƒ ļƒ  ļƒ 33 3 3  ļƒ ļƒ  ļƒ ļƒļ¢ļƒ  ļƒ ļƒ  ļƒ 33 33  ļƒ ļƒ   ļƒ ļƒ ļƒŽ  ļƒ ļ¢ļƒ  ļƒŽļƒ¤ ļƒ ļ¢ļƒ  3 3 3 3  ļƒ   ļƒ ļƒŽ  ļƒ ļƒŽļƒ¤ ļƒ  3 3 3 3 ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒļ¢ļƒ ļƒ ļƒ 3 3 3 3 ļƒ ļƒ ļ®ļƒ   ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ 3 3 3 3 ļ‚· ļ‚·  ļƒ   ļƒļƒŽ  ļ¢ļƒ ļƒŽļƒ¤ ļƒ  3 3 3 3  ļƒ   ļƒ ļƒŽ ļŖļ¢ļƒ ļƒŽļƒ¤ļ¢ļƒ  3 3 3 3  ļƒ   ļƒ ļƒŽ  ļƒ ļƒŽļƒ¤ ļƒ  3 3 3 3 165 ļƒ  ļƒ  ļƒ ļƒŽļƒ¤ ļƒ ļƒ ļƒ  ļƒ 3 3 3 3 ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒŽļƒ¤ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ 3 3 3 3 ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ  ļƒ ļ¢ļƒ  ļƒ ļ®ļƒ  ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļ®ļƒ  3 3 3 3 ļ¢ļƒ  ļƒ ļƒ ļ®ļƒ ļƒ  ļƒ ļ¢ļƒ ļ¢ļƒ ļ®ļƒ ļƒ 3 3 3 3 ļ‚· ļƒ  ļƒ ļƒ  ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 33 33 ļƒ  ļƒ ļ¢ļƒ  ļƒ  ļ¢ļƒ ļƒ ļƒ  ļ¢ļƒ 33 3 3 ļ¢ļƒ  ļƒ ļƒ ļ®ļƒ ļƒ  ļ¢ļƒ ļ®ļƒ ļ¢ļƒ ļƒ ļƒ 3 3 3 3 ļƒ ļƒ  ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ  ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ 3 3 3 3 ļ¢ļƒ  ļƒ ļƒ ļ®ļƒ ļƒ  ļ¢ļƒ ļ®ļƒ ļ¢ļƒ ļƒ ļƒ 3 3 3 3 ļ‚· ļƒ  ļƒ  ļƒ ļƒŽļƒ¤ ļƒ ļƒ ļƒ  ļƒ 3 3 3 3 ļƒ  ļƒ  ļƒ ļƒŽļƒ¤ ļƒ ļƒ ļƒ  ļƒ 3 3 3 3 ļƒ ļƒ  ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ  ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ 3 3 3 3 ļ¢ļƒ  ļƒ ļƒ ļ®ļƒ ļƒ  ļ¢ļƒ ļ®ļƒ ļ¢ļƒ ļƒ ļƒ 3 3 3 3 ļ‚· ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 3 3 3 3 ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ  ļƒ ļ¢ļƒ  ļƒ ļ®ļƒ  ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļ®ļƒ  3 33 3  ļ‚· ļ‚· ļƒ  ļƒ ļƒ  ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 33 33 ļƒ  ļƒ ļ¢ļƒ  ļƒ  ļ¢ļƒ ļƒ ļƒ  ļ¢ļƒ 33 3 3 ļ¢ļƒ  ļƒ ļƒ ļ®ļƒ ļƒ  ļ¢ļƒ ļ®ļƒ ļ¢ļƒ ļƒ ļƒ 3 3 3 3 166  ļƒ ļƒŽļƒŽļƒŽ 3  ļƒ ļƒ ļƒŽļƒŽļƒŽ 3  ļƒ ļƒ ļƒŽļƒŽļƒŽ 3  ļƒ ļƒŽļƒŽ 3 ļ‚·  ļƒļƒŽļƒŽļƒŽ 3  ļƒ ļƒŽļƒŽļƒŽ 3  ļƒ ļƒŽļƒŽ 3  ļƒ ļƒ ļƒŽļƒŽļƒŽ 3  ļƒ ļƒŽļƒŽ 3 ļ‚·  ļƒ ļƒŽļƒŽļƒŽ 3  ļƒ ļƒŽļƒŽļƒŽ 3  ļƒ ļƒ ļƒŽļƒŽļƒŽ 3  ļƒ ļƒŽļƒŽļƒŽ 3 ļ‚· ļƒļƒ ļ®ļƒļƒ  ļƒ ļƒļƒ ļƒļƒ  ļƒ  ļƒļƒ ļƒļƒ ļƒ 33 3 ļƒļƒ ļƒļƒ   ļƒ ļƒļƒ ļƒļƒ  ļƒ  ļƒļƒ ļƒļƒ ļƒ 33 3 ļ‚·  ļƒ ļƒŽļŖ ļƒ ļƒŽļŖ ļƒ ļƒŽ 3 3 3 Conga(softyarn)  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3 Log Drum(softyarn)  ļƒļƒ ļƒŽļŠ ļƒļƒ ļƒŽļŠ ļƒļƒ ļƒŽ 3 3 3 Bongos(sticks) ļƒ  ļƒ ļƒ  ļƒ ļƒ  ļƒ 333 KickDrum Snare(sticks)  ļƒļƒŽļƒŽļƒŽ 3  ļƒ ļƒŽļƒŽļƒŽ 3  ļƒ ļƒŽļƒŽļƒŽ 3     167 ļƒ ļƒļ¢ļƒļ¢ļƒ ļ¢ļƒ ļ¢ļƒ 3 3 ļƒ ļƒ  ļƒ ļ¢ļƒ  3 3 ļƒ ļ¢ļƒļ¢ļƒļ¢ļƒ ļƒ ļ¢ļƒ 3 3 ļƒ ļ¢ļƒļ¢ļƒļ¢ļƒ ļƒ  3 3 ļƒ  ļƒ ļƒ ļ¢ļƒ ļƒ 3 3 ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ  ļƒ ļ¢ļƒ  3 3 ļƒ ļ®ļƒ ļƒ ļƒļ¢ļƒ ļ¢ļƒ 3 3 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ 3 3 (one drum) ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ  3 3 ļƒ  ļƒ ļƒ ļ¢ļƒ ļƒ 3 3 ļƒ ļ®ļƒ ļƒ ļƒļ¢ļƒ ļ¢ļƒ 3 3  168 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒļƒ ļ®ļƒļƒ ļƒ ļƒļƒ ļƒļƒ  ļƒ ļƒļƒ ļƒļƒ   ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ  ļƒļƒ ļƒļƒ  ļƒ ļƒļƒ ļƒļƒ 3 3 33 3  ļƒļƒ ļƒļƒ  ļƒ ļƒļƒ ļƒļƒ  ļƒ ļ®ļƒļƒ  ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ  ļƒļƒ ļƒļƒ  ļƒ ļƒļƒ 3 3 33 3 ļ‚·  ļƒ   ļƒ ļƒŽļƒ¤ ļƒ   ļƒ ļƒŽļŖ ļƒ ļƒŽ 3 3 3 3 3  ļƒ   ļƒ ļƒŽļƒ¤ ļƒ   ļƒ ļƒŽ  ļƒ ļƒŽ 3 3 3 3 3  ļƒļƒ   ļƒļƒ ļƒŽļƒ¤ ļƒļƒ   ļƒļƒ ļƒŽļŠ ļƒļƒ ļƒŽ 3 3 3 3 3  ļƒ ļƒ ļƒ  ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ  ļƒ 33333  ļƒļƒ ļƒŽļƒŽļƒŽļƒŽ  ļƒļƒ  3 3 Woodblocks ļ‚·  ļ‚§ ļ‚§ L                                                                                                                                                                                                      ļžļž 25
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                                                                                                                                                                                                                            Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 169 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒļƒ ļ®ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ  ļƒ ļƒļƒ ļƒļƒ  3 3 ļƒļƒ ļƒ ļ¢ļƒļƒ ļƒļƒ ļƒļƒ  ļƒ ļ®ļƒļƒ 3 3  ļƒ ļƒŽ ļƒ  ļƒ 3 3  ļƒ ļƒŽ ļƒ  ļƒ 3 3  ļƒļƒ ļƒŽ ļƒļƒ  ļƒļƒ 3 3 ļƒ  ļƒ ļƒ ļƒ  33 ļ‚· 170 ļ‚· ļ®ļƒ  ļ¢ļƒ ļƒ ļƒ  ļƒ ļƒ  ļƒŽ 3 33 ļƒ ļƒ ļ¢ļƒ ļƒ ļƒļ¢ļƒļ¢ļƒ ļƒ ļ®ļƒ 3 3 3 ļƒ ļ¢ļƒ ļ¢ļƒļ¢ļƒ ļƒļ¢ļƒ ļƒ ļƒ ļƒ ļƒŽ 3 3 3 ļƒ ļ¢ļƒ ļ¢ļƒļ¢ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒŽ 3 3 3 ļƒ  ļƒ ļƒ ļ¢ļƒ ļƒ ļ®ļƒ  ļƒ ļƒŽ 3 3 3 ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ  ļƒ ļ¢ļƒ  ļƒ ļ®ļƒ  ļƒ ļƒ ļƒŽ 3 3 3 ļƒ ļ®ļƒ ļƒ ļƒļ¢ļƒļ¢ļƒ ļƒ  ļƒ ļƒŽ 3 3 3 ļ‚· ļ‚· ļƒŽ 3 3 3 (same drum) ļ‚· ļ‚· ļƒŽ ļƒļƒ  ļƒļƒ 3 ļƒ ļ¢ļƒ ļ¢ļƒļ¢ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒŽ 33 3 ļƒ  ļƒ ļƒ ļ¢ļƒ ļƒ ļ®ļƒ  ļƒ ļƒŽ 3 3 3 ļƒ ļ®ļƒ ļƒ ļƒļ¢ļƒļ¢ļƒ ļƒ  ļ®ļƒ ļƒŽ 3 3 3 ļ‚§ļ‚§ 171 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒļƒ ļ®ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ  ļƒ ļƒļƒ ļƒļƒ   ļƒ ļƒļƒ ļƒļƒ  3 33 ļƒļƒ ļƒ ļ¢ļƒļƒ ļƒļƒ ļƒļƒ  ļƒ ļ®ļƒļƒ  ļƒļƒ ļ®ļƒļƒ  3 33  ļƒ ļƒŽ ļƒ  ļƒ  ļƒ  3 33  ļƒ ļƒŽ ļƒ  ļƒ  ļƒ  3 33  ļƒļƒ ļƒŽ ļƒļƒ  ļƒļƒ  ļƒļƒ  3 33 ļƒ  ļƒ ļƒ ļƒ   ļƒ ļƒ 333 ļ‚· 172 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒļƒ ļ®ļƒļƒ ļ¢ļƒļƒ ļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ  ļƒ ļƒļƒ ļƒļƒ   ļƒ ļƒļƒ ļƒļƒ  3 3 33 ļƒŽ ļƒļƒ ļƒ ļ¢ļƒļƒ ļƒļƒ ļƒļƒ  ļƒ ļ®ļƒļƒ  ļƒļƒ ļ®ļƒļƒ  3 33 ļƒŽļŖ ļƒ ļƒŽ ļƒ  ļƒ  ļƒ  3 33 ļƒŽ  ļƒ ļƒŽ ļƒ  ļƒ  ļƒ  3 33 ļƒŽļŠ ļƒļƒ ļƒŽ ļƒļƒ  ļƒļƒ  ļƒļƒ  3 33 ļƒ   ļƒ ļƒ ļƒ   ļƒ ļƒ 33 ļ‚· 173 ļ‚· ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļ®ļƒ 33 3 ļƒ  ļ¢ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ 3 3 3 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 333 ļƒŽ  ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ 3 3 3 ļƒ ļƒ  ļƒ ļ¢ļƒ  ļƒ ļƒ  333 ļƒ ļƒ  ļƒ ļ¢ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ 333 ļƒ  ļ®ļƒ ļƒ  ļ¢ļƒ ļ®ļƒ  ļƒ 333 ļ‚· ļ‚· 3 3 3 ļ‚· ļ‚· ļ‚· ļƒŽ  ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ 3 3 3 ļƒ ļƒ  ļƒ ļ¢ļƒ  ļƒ ļƒ  33 3 ļƒ  ļ®ļƒ ļƒ  ļ¢ļƒ ļ®ļƒ  ļƒ 333 174 ļ‚· ļ¢ļƒ ļƒļ¢ļƒ ļƒļ®ļƒ ļƒ ļƒ ļƒ ļƒ 3 3 3 ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 3 3 3 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 333 ļƒ ļƒ ļƒ ļƒ  ļƒ  ļƒ  3 3 3 ļ®ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ¤ļ¢ļƒ 33 3 ļƒ ļƒ  ļƒ ļ¢ļƒ  ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ 33 3 ļƒ  ļ®ļƒ ļƒ  ļƒ  ļƒ ļƒ 33 3 ļ‚· ļ‚· 3 3 3 ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ  ļƒ  ļƒ  3 33 ļ®ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ¤ļ¢ļƒ 3 3 3 ļƒ ļƒ¤ļ®ļƒ ļƒ  ļƒ  ļƒ ļƒ 33 3                                ļžļž                                                                    26
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                                                                                                                                                                                                                            Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 175 ļ‚· ļ‚· ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ  3 3 ļƒ ļƒ ļƒ ļ¢ļƒ ļ¢ļƒ ļ®ļƒ 33 ļƒ ļ¢ļƒ ļ¢ļƒ ļ¢ļƒ ļƒ ļ¢ļƒ 3 3 ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ 3 3 ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ 3 3 ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ  ļƒ ļ¢ļƒ  3 3 ļƒ ļ®ļƒ ļƒ ļƒļ¢ļƒ ļ¢ļƒ 3 3 ļ‚· ļ‚· ļ‚· 3 3 ļ‚· ļ‚· ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ 3 3 ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ 3 3 ļƒ ļ®ļƒ ļƒ ļƒļ¢ļƒ ļ¢ļƒ 3 3 176 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒļƒ ļ®ļƒļƒ  ļƒ ļƒļƒ ļƒļƒ   ļƒ ļƒļƒ ļƒļƒ  ļƒļƒ ļƒļƒ ļƒ  ļƒļƒ ļƒļƒ  ļƒ ļƒļƒ ļƒļƒ 33 3 3 ļƒļƒ ļƒļƒ   ļƒ ļ®ļƒļƒ  ļƒļƒ ļ®ļƒļƒ  ļƒļƒ ļƒļƒ ļƒ  ļƒļƒ ļƒļƒ  ļƒ ļƒļƒ 33 3 3 ļƒ  ļƒ  ļƒ   ļƒ ļƒŽ ļƒ  ļƒ 33 3 3 ļƒ  ļƒ  ļƒ   ļƒ ļƒŽ ļƒ  ļƒ 33 3 3 ļƒļƒ  ļƒļƒ  ļƒļƒ   ļƒļƒ ļƒŽ ļƒļƒ  ļƒļƒ 33 3 3 ļƒ ļƒ   ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ  3333 177 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒļƒ ļ®ļ®ļƒļƒ  ļƒļƒ ļƒļƒ  ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒļƒ  ļƒ ļƒļƒ ļƒļƒ 333  ļƒļƒ ļƒļƒļ®ļ®  ļƒ ļƒ ļƒļƒ  ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ  ļƒļƒ ļƒļƒ 333  ļƒ  ļƒ  ļƒ ļƒ  ļƒ 333  ļƒ  ļƒ  ļƒ ļƒ  ļƒ 333  ļƒļƒ  ļƒļƒ  ļƒļƒ ļƒļƒ  ļƒļƒ 333  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ  333  ļƒļƒ ļƒŽļƒ¤ ļƒļƒ  ļƒļƒ  ļƒļƒ 3 33 ļ‚§  178 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒļƒ ļ®ļƒļƒ ļƒ ļƒļƒ ļ®ļƒļƒ ļƒ ļƒļƒ ļƒļƒ  ļƒ ļƒļƒ ļƒļƒ 3 3  ļƒ ļƒ ļƒļƒ  ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ  ļƒļƒ ļƒļƒ 3 3  ļƒ  ļƒ  ļƒ 33  ļƒ  ļƒ  ļƒ 33  ļƒļƒ  ļƒļƒ  ļƒļƒ 33  ļƒ  ļƒ  ļƒļƒ ļƒŽļƒ¤ ļƒļƒ  3 3 ļ‚§ ļ‚§ ļ‚§ļ‚§ 179 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒļƒ ļ®ļƒļƒ ļƒ ļƒļƒ ļ®ļƒļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒļƒ 3 33  ļƒ ļƒ ļƒļƒ  ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ 3 33  ļƒ ļƒŽļƒŽļƒŽ 3  ļƒ ļƒŽļƒŽļƒŽ 3  ļƒļƒ ļƒŽļƒŽļƒŽ 3  ļƒ ļƒŽļƒŽ  ļƒļƒ ļƒŽļƒŽļƒŽ 3 ļ‚§ ļ‚§ 180 3 ļ‚· ļ‚· ļ‚·  ļ‚·  ļ‚· ļ‚· ļ‚· ļƒ ļƒļƒ ļ®ļƒļƒ ļƒ ļƒļƒ ļ®ļƒļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒļƒ 3333 ļƒ ļƒ ļƒļƒ  ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ 3333 ļ‚· ļ‚·                                             ļžļžļžļž          ļžļž       ļž      27
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                                                                                                                                                          Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno.     217   ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļ®ļƒļƒ ļƒ¤ļƒŽļƒ®  ļ€£ļƒļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒļ®ļ® ļƒ¤ļƒŽļƒ®  ļƒ ļ®ļƒļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļ®ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒ¤ļƒŽļƒ®  ļƒŽ ļƒ  ļƒŽ  ļ‚·  ļƒ ļ€£ļ®ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒ¤ļƒŽļƒ®  ļƒŽ ļƒ  ļƒŽ   ļƒ ļ®ļƒ ļƒ¤ļƒŽļƒ® ļŖļ®ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļ€£ļ®ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒ¤ļƒŽļƒ® ļƒļƒļ®ļƒ ļƒ ļƒ ļƒļ€£ļ® ļƒļƒ ļƒ  ļƒ ļƒļƒ  ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒ® ļƒ ļƒŽļƒ® ļƒ ļƒŽļƒ® ļƒ ļƒ ļƒŽļƒ® ļ‚· ļƒ ļƒ  ļƒŽ  ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ Q 218 ļ‚· ļ‚·    ļ‚·   ļ‚· ļ‚· ļ‚· ļƒļƒ ļƒļ®ļ® ļƒ ļ€£ļ®ļ€£ļƒļƒ ļƒļƒļ®ļƒ 3 ļƒ ļ€£ļƒ  ļƒ ļ®ļƒ  ļƒ ļ®ļƒ  3  ļ‚· ļ‚· 219 ļ‚· ļ‚·  ļƒŽ ļƒŗļƒŽ  ļƒŽ  ļƒŽ  ļƒŽ   ļƒŽ  ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒļƒ ļƒ  ļƒ ļƒļƒļ€£ļ®ļƒ ļƒ ļƒļƒ ļƒ  ļƒ ļƒļƒļ®ļ€£ļ®ļƒ   ļ‚· ļ‚·  ļƒŽ  ļƒŽ ļ‚§ ļƒ„ļ‚§ ļƒ„ 220   ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļ®ļƒļƒ ļƒ¤ļƒŽļƒŽ  ļ€£ļƒļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒļ®ļ® ļƒ¤ļƒŽļƒŽ  ļƒ ļ®ļƒļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļ®ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļ®ļƒ  ļ‚·  ļƒ ļ€£ļ®ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļ®ļƒ  ļƒ ļƒ ļƒ¤ļƒŽļƒŽ ļŖļ®ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļ€£ļ®ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ ļƒŽ ļƒ ļ®ļ®ļƒļƒ ļƒ ļ€£ļ®ļƒ  ļƒŽ ļƒ ļ®ļƒ  ļƒ ļƒ ļƒ ļƒ 3 ļƒ ļƒŽļƒŽ ļƒ ļƒŽļƒŽ Conga(softyarn) ļƒ ļƒŽļƒŽ Log Drum ļƒ Large Bass Drum ļƒ ļƒ ļƒŽļƒŽ ļƒļƒ ļƒŽļƒŽ ļƒ ļ®ļƒ 221 ļ‚· ļ‚·    ļ‚·   ļ‚· ļ‚· ļ‚· ļƒ ļ€£ļƒ  ļƒļƒ ļƒ  ļƒ ļƒ ļ®ļ®ļƒļƒ ļƒ ļƒ ļƒļƒ  ļ‚· ļ‚·  222 ļ‚· ļ‚·        ļ‚· ļ‚· ļ‚·  ļƒ ļƒ ļƒļƒ ļƒ   ļ‚· ļ‚·   ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļž ļž ļž ļž ļž ļž ļž ļž ļž     ļž ļž     ļž ļž ļž ļž ļž     ļž     ļž   ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž     ļž ļž    ļž ļž ļž ļž ļž          ļž  ļž ļž 34
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                                                                                        Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno.  223   ļƒ    ļƒ   ļƒ ļ®ļƒļƒ   ļƒ ļƒļƒ   ļ€£ļƒļƒ   ļƒļƒ   ļƒ ļƒļ®ļ®   ļƒ ļƒļ®ļ®   ļƒ ļ®ļƒļƒ   ļƒ ļƒļƒ   ļƒ ļ®ļƒ   ļƒ ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ  3  ļ‚·  ļƒ ļ€£ļ®ļƒ   ļƒ ļƒ   ļƒ   ļƒ    ļƒ  3   ļƒ ļƒ   ļƒ ļƒ  ļŖļ®ļƒ   ļƒ   ļƒ ļ€£ļ®ļƒ   ļƒ ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒļƒ ļƒ  ļƒ ļƒļƒ ļƒ ļ€£ļƒ ļƒ ļ®ļ®ļ®ļƒļƒ ļƒ ļƒ ļƒ ļ€£ļƒ    ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ  ļƒ  3 ļ‚· ļ‚· 224 ļ‚· ļ‚· ļ‚·        ļ‚· ļ‚· ļƒ ļ€£ļƒ ļ®ļƒ ļ®ļƒ ļ€£ļƒ ļ®ļƒ 6 ļƒ ļ®ļƒ  ļ€£ļƒ ļ®ļƒ ļƒ ļ€£ļƒ  ļ®ļƒ ļ€£ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ  ļƒ ļ®ļƒ  ļƒ ļ®ļƒ  3 3    ļ‚§ ļ‚§ ļ‚§ ļ‚§ 225 ļ‚· ļ‚· ļ‚·          ļ‚· ļ‚·     ļ®ļ®ļ€£ļƒŗ ļ€£ļ€£ļƒŗļƒŗ  ļƒŽ ļƒ ļ¢ļƒ  ļƒ ļƒŽ ļƒ ļƒŽ ļƒ ļƒŽ  Tam-tam(beater) ļƒ ļƒ ļƒŽ ļƒļƒ ļƒŽ ļ‚ŗļƒŗ   ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚ ļ‚§ 226 ļ‚· ļ‚· ļ‚·          ļ‚· ļ‚·    ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· 227 ļ‚· ļ‚· ļ‚·  ļƒŽ  ļƒŽ ļƒŗļƒŽ  ļƒŽ  ļƒŽ  ļƒŽ  ļƒŽ   ļƒŽ  ļ‚· ļ‚·  ļƒŽ  ļƒŽ ļƒ ļƒ ļƒ ļƒ  ļƒ 3 3 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ 3 3 ļ‚· ļ‚· 228 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļ‚· ļ‚· ļƒ ļƒļƒ ļƒ ļƒļƒ     ļƒ ļƒ ļƒļƒ ļƒ      ļ‚· ļ‚· ļ‚§ ļ‚§ ļ‚ ļžļž ļžļž ļžļž ļžļž ļžļž ļžļž ļžļž ļžļž ļžļž     ļžļž ļžļž     ļžļž ļžļž ļžļž ļžļž ļžļž                   ļž    ļž ļž ļž ļž ļž ļž ļž  ļž       ļž ļž ļž     ļž ļž  ļž 35
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                 Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. ļƒ™ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ ļƒ™ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ ļƒ™ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ ļƒ™ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ ļƒ™ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ ļƒ™ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ ļƒ™ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ ļƒ™ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ ļƒ™ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ ļƒ™ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ ļƒ™ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ 229        ļ€£ļƒŗ   ļ€£ļŠ     ļƒ ļƒļƒļ®ļ®ļ€£ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ 3 3 ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ 3 3 ļ€£ļƒ ļ®ļƒ ļ€£ļƒ ļ®ļƒ ļ€£ļƒ ļ®ļƒ ļ€£ļƒ ļ®ļƒ ļ€£ļƒ ļ®ļƒ ļ€£ļƒ ļ®ļƒ       ļ€£ļƒ ļ®ļƒ ļ€£ļƒ ļ®ļƒ  ļ€£ļƒ ļ®ļƒ ļ€£ļƒ ļ®ļƒ  ļ®ļ€£ļƒŗļƒŗ ļ®ļ€£ļƒŗļƒŗ  ļ·ļ¢ļƒ ļƒ ļƒ ļƒ ļƒļƒļƒ   ļƒ ļƒ 3 ļ®ļƒ ļƒ ļƒ ļƒ ļƒļƒļƒļƒ¤  ļƒ ļƒ 3 ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 3 3 ļ®ļƒ ļ€£ļƒ ļ®ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 3 3 ļ€£ļƒ ļ®ļƒ ļ€£ļƒ ļ®ļƒ                                                       R 230      ļ€£ļƒŗ   ļ€£ļŠ     ļƒ ļƒļƒļ®ļ®ļ€£ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ 3 3 ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ 3 3 ļ€£ļƒ ļ®ļƒ ļ€£ļƒ ļ€£ļƒ ļ€£ļƒ ļ®ļƒ ļ€£ļƒ ļ€£ļƒ ļ€£ļƒ ļ®ļƒ ļ€£ļƒ ļ€£ļƒ    ļ€£ļƒ ļ®ļƒ ļ€£ļƒ ļ€£ļƒ  ļ€£ļƒ ļ®ļƒ ļ€£ļƒ ļ€£ļƒ  ļ®ļ€£ļƒļƒ  ļƒļƒ ļ®ļ€£ļƒŗļƒŗ ļ®ļ®ļƒļƒ  ļƒļƒ   ļƒ ļƒ  ļƒ ļƒ  ļ®ļƒ ļƒ  ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 3 3 ļ€£ļƒ ļ®ļƒ ļ€£ļƒ ļ€£ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 3 3 ļ€£ļƒ ļ®ļƒ ļ€£ļƒ ļ€£ļƒ                      ļ‚·  231 ļ‚· ļ‚· ļ‚· ļ‚·  ļ‚· ļ‚· ļ‚·               ļ‚· ļ‚·  232 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒļƒ ļƒ  ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ  ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ  ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ Xyl.(hardyarnorplastic) ļ‚· ļ‚·  233 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ ļƒŽ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ ļƒŽ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ ļƒŽ ļƒ ļƒļƒ ļƒ ļ‚· ļ‚· 234 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒļƒ ļƒ  ļƒŽļƒŽ ļƒ ļƒļƒ ļƒ  ļƒ ļƒļƒ ļƒ  ļƒŽļƒŽ ļƒ ļƒļƒ ļƒ  ļƒ ļƒļƒ ļƒ  ļƒŽļƒŽ ļƒ ļƒļƒ ļƒ ļ‚· ļ‚· 235 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒļƒ ļƒ  ļƒŽ ļƒ ļƒļƒ ļƒ  ļƒŽ ļƒ ļƒļƒ ļƒ  ļƒŽ ļ‚· ļ‚· 236 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒŽ ļƒ ļƒļƒ ļƒ  ļƒŽ ļƒ ļƒļƒ ļƒ  ļƒŽ ļƒ ļƒļƒ ļƒ  ļ‚· ļ‚· 237 ļ‚· ļ‚· ļ‚· ļ‚·  ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·               ļ‚” ļž ļž ļž ļž                36
                         ļ‚‹    ļ‚‹                                                                                                                                                                                                                                                                          Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Xyl. Vib. Glk. Perc.5 E.Gtr. E.B. D.B. SoloPno. 238  ļ‚·    ļ‚·   ļ‚· ļ‚· ļ‚· ļƒ ļƒļƒ ļƒ ļƒŽļƒ® ļƒ ļƒļƒ ļƒ  ļƒŽļƒ® ļƒ ļƒļƒ ļƒ ļƒŽļƒ®     Vibes(softyarn)(motoron.med.)    Glock. ļ‚·        L'istessoTempo(=) S 239  ļ‚·    ļ‚·   ļ‚· ļ‚· ļ‚· ļ‚· 240     ļ‚·      3  ļ‚·   ļ‚· ļ‚· ļ‚· ļ‚· 241    ļ‚·    ļ‚·    ļ‚· ļ‚· ļ‚· ļ‚· 242    ļ‚·    ļ‚·    3 ļ‚· ļ‚· ļ‚· ļ‚· 243   ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· 244 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· 245   3  ļ‚·    ļ‚·   ļ‚· ļ‚· ļ‚· ļƒ ļƒļƒ ļƒ ļƒŽļƒ® ļƒ ļƒļƒ ļƒ   ļƒŽ ļƒ ļƒļƒ ļƒ  ļƒŽļƒ® ļƒ ļƒļƒ ļƒ ļƒŽ ļƒ ļƒļƒ ļƒ ļƒŽļƒ® ļƒ ļƒļƒ ļƒ   ļƒŽ                ļ‚·  246      ļ‚·     ļ‚·  ļ€£ļƒŗ  ļƒļ· ļ‚· ļ‚· ļ‚· ļ‚· 247    ļ‚·     ļ‚·    ļ‚· ļ‚· ļ‚· ļ‚· 248  ļƒŽļ‚·  ļ‚· ļƒŗļƒŽļ‚·  ļƒŽļ‚·  ļƒŽļ‚· ļ‚·  ļƒŽļ‚·  ļ‚· ļ‚· ļ‚· ļ‚· 249   ļ€£ļƒŗ  ļ‚·      ļ‚·   ļ‚· ļ‚· ļ‚· ļƒ ļƒļƒ ļƒ ļƒŽļƒ® ļƒ ļƒļƒ ļƒ   ļƒŽ ļƒ ļƒļƒ ļƒ  ļƒŽļƒ® ļƒ ļƒļƒ ļƒ ļƒŽ ļƒ ļƒļƒ ļƒ ļƒŽļƒ® ļƒ ļƒļƒ ļƒ   ļƒŽ                ļ‚·       ļ‚”    ļ‚”    ļ‚”     ļ‚”     ļ‚”   37
                         ļ‚‹                                                                                                                                           Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Xyl. Vib. Glk. Chm. E.Gtr. E.B. D.B. SoloPno. 250    ļ‚·    3  ļ‚·    ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļ®ļƒļƒļ®ļ®ļ® ļƒŽļƒ® ļƒ ļƒļƒ ļƒ  ļƒŽļƒ® ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļ®ļƒļƒļ®ļ®ļ® ļƒŽļƒ® ļ‚·         251    ļ‚·    ļ‚·    ļ‚· ļ‚· ļ‚·             ļ‚· ļ‚· ļƒ ļƒļƒ ļƒ ļƒŽļƒ® ļ‚·          252   ļ‚·    ļ‚· ļ‚·   ļ‚· ļ‚· ļ‚·             ļ‚· ļ‚· ļ‚· ļ‚·   253    ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·   Sus.Cymb(scrape) ļ‚· ļ‚·  Chimes(rawhide)     254 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·   255 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·   Heavily accented always, but preserving the lyricism of the resulting line. Bell-like, not harsh! ļ‚· ļ‚· ļ‚· ļ‚·     marcato T 256 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒŽ ļƒ  ļƒŽ ļƒ   ļ‚·   ļ‚· ļ‚·   257 ļ‚· ļ‚· ļƒœļ—ļ— ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·    ļ‚· ļ‚· ļ‚· ļ‚·    258 ļ‚· ļ‚·  ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒŽ ļƒ    ļ‚·   ļ‚· ļ‚·    259 ļ‚· ļ‚·  ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·   ļ‚· ļ‚· ļ‚· ļ‚·   260     ļ‚· ļ‚·  ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·         ļ‚· ļ‚· ļ‚· ļ‚·     261    ļ‚· ļ‚·  ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒŽ ļƒ        ļ‚· ļ‚· ļ‚· ļ‚·         ļž  ļž        ļ‚”         38
                         ļ‚‹                                                                                                          Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Xyl. Vib. Glk. Chm. E.Gtr. E.B. D.B. SoloPno. 262     ļ‚· ļ‚·  ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ    3     ļ‚· ļ‚· ļ‚·    263     ļ‚· ļ‚·  ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·       ļ‚· ļ‚· ļ‚·   264     ļ‚· ļ‚·  ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļ‚· ļ‚·   265      ļƒŽ  ļ‚·    ļ‚·  ļ‚·     ļ‚·    ļƒ ļƒļƒ ļƒ ļƒŽļƒ® ļƒ ļƒļƒ ļƒ  ļƒŽļƒ® ļƒ ļƒļƒ ļƒ ļƒŽļƒ®        ļ‚· ļ‚· ļ‚·                U 266    ļ‚·    ļ‚·         ļ‚·     ļ‚· ļ‚· ļ‚·    267   ļ‚·     3  ļ‚·   ļƒ ļ®ļƒ ļƒŽļƒ® ļƒ ļ®ļƒ ļƒŽļƒ® ļƒ ļƒ ļƒŽļƒ® ļƒ ļƒŽļƒ® ļ‚· ļƒ ļƒ ļƒŽļƒ® ļ‚· ļƒ ļƒŽļƒ® ļ‚· ļƒ ļƒŽļƒ® ļƒ ļƒļƒ ļƒ   ļƒŽļƒ® ļƒ ļƒļƒ ļƒ ļƒŽļƒ® ļƒ ļƒļƒ ļƒ   ļƒŽļƒ®         ļ‚· ļ‚· ļ‚· ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ 268   ļ‚·    ļ‚·     ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· 269    ļ‚·    ļ‚·    3      ļ‚·      ļƒ ļƒ ļ®ļƒļƒļ®ļ®ļ® ļƒŽļƒ® ļƒ ļƒļƒ ļƒ  ļƒŽļƒ® ļƒ ļƒ ļ®ļƒļƒļ®ļ®ļ® ļƒŽļƒ®         ļ‚· ļ‚· ļ‚·        270   ļ‚·   1.solo     ļ‚· ļ‚·   ļƒ ļƒ ļƒŽļƒ® ļƒ ļƒ ļƒŽļƒ® ļƒ ļƒ ļƒŽļƒ® ļƒ ļƒŽļƒ® ļ‚· ļƒļƒ ļƒŽļƒ® ļ‚· ļƒ ļƒŽļƒ® ļ‚· ļƒ ļƒŽļƒ®             ļƒ ļƒļƒ ļƒ ļƒŽļƒ®       ļ‚· ļ‚· ļ‚·    ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„  271 ļ‚·  ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·             ļƒ ļƒļƒ ļƒ ļƒŽļƒ®       ļ‚· ļ‚· ļ‚·   272 ļ‚·  ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·   ļ‚· ļ‚· ļ‚·    273 ļ‚·  ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·       ļƒ ļƒļƒ ļƒ ļƒŽļƒ®       ļ‚· ļ‚· ļ‚·               ļ‚”    ļ‚”             ļž  ļž         39
                         ļ‚‹                                                                                                                                                                                                                                                                              Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Xyl. Vib. Glk. Chm. E.Gtr. E.B. D.B. SoloPno. 274 ļ‚· ļƒ ļƒ  ļƒ   ļƒŽ ļƒ ļ‚· ļ‚·  ļ‚· ļ‚· ļ‚· ļƒŽ ļƒ   With the same bell-like quality as before   ļ‚· ļ‚·        V 275 ļ‚· ļ‚·    ļ‚· ļ‚·  ļ‚· ļ‚· ļ‚· ļ‚·   ļ‚· ļ‚·     276 ļ‚· ļ‚·     ļ‚· ļ‚·  ļ‚· ļ‚· ļ‚·     ļƒŽ ļƒļ· ļ‚· ļ‚·   277 ļ‚· ļ‚·    ļ‚· ļ‚·  ļ‚· ļ‚· ļ‚·       ļ‚· ļ‚·   278 ļ‚· ļ‚·     ļ‚· ļ‚·  ļ‚· ļ‚· ļ‚·  ļ‚· ļ‚· ļ‚·    279 ļ‚· ļ‚· ļ‚·    ļ‚· ļ‚·  ļ‚· ļ‚· ļ‚·   ļ‚·  ļ‚· ļ‚·   280 ļ‚· ļ‚·  ļ‚· ļ‚·   ļ‚· ļ‚· ļ‚·   ļ‚· ļ‚·    281 ļ‚· ļ‚·  ļ‚· ļ‚·   ļ‚· ļ‚· ļ‚·    ļ‚· ļ‚·   282 ļ‚· ļ‚·  ļ‚· ļ‚·  ļ‚· ļ‚· ļ‚·      ļ‚· ļ‚·   283 ļ‚· ļ‚· ļ‚· ļ‚·  ļ‚· ļ‚· ļ‚· ļ‚·         ļ‚· ļ‚·    ļ‚”                                                40
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                                                                                                                                                          Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 284 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļ®ļƒ  ļ¢ļƒ ļƒ  ļƒ ļ®ļƒ  ļ¢ļƒ ļƒ ļƒ poco a poco ļ¢ļƒ ļƒ  ļƒ ļ®ļƒ  ļ¢ļƒ ļƒ  ļƒ ļ®ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  = crescendo W 285 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  ļ®ļƒ  ļƒ ļƒ ļŖļ¢ļƒ ļ¢ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· 286 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ®ļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ  ļƒ ļƒ  ļƒ  ļƒ ļ®ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· 287 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļ®ļƒ ļƒ  ļƒ ļƒ ļƒŽ  ļƒ ļƒ ļƒ   ļ®ļƒ ļƒ ļƒ  ļƒ ļ®ļƒ ļƒ  ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļ®ļƒ ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· 288 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ ļ®ļƒ ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· 41
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                                                                                        Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 289 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļ‚· 290 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒ ļƒŽ ļƒ ļ®ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ  ļƒ   ļƒ ļƒŽ ļ®ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļ‚·  cresc. 291 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒ   ļƒ ļƒ  ļƒ ļƒ  ļ®ļƒ ļƒ ļƒ  ļƒ  ļƒ  ļ®ļƒ ļƒ ļ®ļƒ ļƒ ļ®ļƒ  ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ  ļƒ ļƒ  ļƒ  ļƒ ļƒ 5 5 ļ‚· ļ‚· ļ‚· ļ‚· 292 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ  ļƒ ļ®ļƒ    ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļ‚· ļ‚· ļ‚· ļ‚· 42
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                                                                                        Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno.  293 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ  ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ     ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ      6 ļ‚· ļ‚· ļ‚· 294 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚·  cresc. 295 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļ‚· ļ‚· ļ‚· 296 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļ¢ļƒ ļ®ļƒ ļƒ  ļƒ ļƒ ļƒ ļ®ļƒ ļ‚· ļ‚· ļ‚· 43
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                                                                                        Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno.   297 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ (loose, free) ļ¢ļƒ ļ®ļƒ ļƒ ļ¢ļƒ ļ®ļƒ ļƒ ļ¢ļƒ ļ®ļƒ ļƒļ¢ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļ®ļƒ 8:6 ļ‚· ļ‚· 298 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ  ļƒ ļƒ ļ®ļƒ ļƒ ļ®ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ ļ®ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļ®ļƒ ļƒ ļ®ļƒ ļƒ ļ®ļƒ ļƒ ļ®ļƒ  ļƒ ļ‚· ļ‚· 299 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļ¢ļƒ  ļƒ ļ¢ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ ļ¢ļƒ ļ‚· ļ‚· ļƒ„ 300 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļ¢ļƒ  ļƒ ļƒ ļ€£ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļ®ļƒ ļƒ ļ®ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļ®ļƒļ®ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļ‚· ļ‚· 44
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                                                                                        Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. ļ€Øļƒƒļ€© 301 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļ€£ļƒ ļƒ ļ¢ļƒ  ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļ®ļƒ ļ®ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· 302 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļ€£ļƒ ļƒ ļ¢ļƒ  ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļ®ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· 303 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· 304 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļ®ļƒ ļƒ ļƒ ļ¢ļƒ ļ¢ļƒ ļƒ ļƒ ļ®ļƒ ļ®ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· 45
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                              Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. ļ€Øļƒƒļ€© 305 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļ€£ļƒ  ļƒ ļ®ļƒ  ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļ®ļƒ ļ®ļƒ ļ®ļƒ ļ¢ļƒ ļ¢ļƒ ļƒ ļƒ ļ®ļƒ ļ®ļƒ ļƒ ļƒ ļ¢ļƒ ļ¢ļƒ ļƒ ļƒ  ļ‚· ļ‚· 306 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļ¢ļƒ loco  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļ¢ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļ¢ļƒ ļ¢ļƒ ļƒŽ ļƒŽ ļƒ ļƒ ļ‚· ļ‚· ļƒ„       46
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                    Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 307 ļƒŽļƒ¤ ļƒ ļƒ 3  ļƒŽļƒ¤ ļƒ ļƒļƒ ļƒļƒ ļƒ 3 ļƒŽļƒ¤ ļƒ ļƒ ļƒ ļƒ 3 ļƒŽļƒ¤ ļƒ ļƒ ļƒļƒ 3 ļƒŽļƒ¤ ļƒ ļƒ ļƒļƒ 3 ļƒŽļƒ¤ ļƒ ļƒ ļƒ ļƒ 3     ļƒŽļƒ¤ ļƒ ļƒ 3 ļƒŽļƒ¤ ļƒ ļƒ 3 ļƒŽļƒ¤ ļƒ ļƒ 3 ļƒŽļƒ¤ ļƒ ļƒ 3    ļƒŽļƒ¤ ļƒ ļƒ ļƒļƒ 3 ļƒŽļƒ¤ ļƒ ļƒ ļƒ ļƒ 3                                Conga(softyarn)   Log Drum(softyarn)  Tam-tam(beater)   Tom-toms(softyarn)       = TempoI(=116) ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„  ļƒ„ ļƒ„ X 308 ļ‚ŗļƒ ļƒ ļƒ  ļƒļƒ ļƒ  ļƒļƒ ļƒ  ļƒ ļƒ ļ¢ļƒ    ļƒ ļ‚ŗļƒ ļƒ ļƒ ļƒ ļƒ   ļ‚ŗļƒļƒ ļƒļƒļƒ ļ¢ļƒ   ļ‚ŗļƒļƒ ļƒļƒļƒ ļ¢ļƒ   ļƒ ļ‚ŗļƒ ļƒ ļƒ ļƒ ļƒ      ļ‚ŗļƒ ļƒ ļƒ  ļƒ ļƒļ¢ļƒ  ļƒ ļƒ ļƒ  ļ‚ŗļƒ ļƒ ļƒ     ļ‚ŗļƒļƒ ļƒļƒļƒ ļ¢ļƒ   ļƒ ļ‚ŗļƒ ļƒ ļƒ ļƒ ļƒ   ļƒ ļƒ ļƒ ļƒ     ļƒ ļƒ                                          ļ‚§ ļ‚§ ļ‚§ ļ‚§ 309                                                                      310                                                                      311    ļƒ ļƒ¤ļƒŽ   ļƒ ļƒ¤ļƒŽ  ļƒ ļ®ļƒļƒ ļƒ¤ļƒŽ  ļƒ ļƒļƒ ļƒ¤ļƒŽ  ļƒ ļƒ  ļ¢ļƒ¤ļƒŽ  ļƒ ļƒ  ļ¢ļƒ¤ļƒŽ  ļƒļƒ ļ‚ŗļƒ¤ļƒŽ  ļƒļƒ ļƒ¤ļƒŽ  ļƒ ļ®ļ®ļƒļƒ ļƒ¤ļƒŽ  ļƒ ļƒļƒ ļƒ¤ļƒŽ  ļ®ļƒļƒ ļƒ¤ļƒŽ  ļƒļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽļŖ ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ ļŖļ®ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļ®ļƒ ļƒ¤ļƒŽļŠ ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ  ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒļƒ ļƒ¤ļƒŽ  ļƒļƒ ļƒ¤ļƒŽ  ļ®ļƒļƒ ļƒ¤ļƒŽ  ļƒļƒ ļƒ¤ļƒŽ  ļƒļƒ ļ®ļƒ¤ļƒŽ  ļƒ ļƒļƒ¤ļƒŽ ļŖļ®ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒļƒ ļƒ  ļƒ¤ļƒŽ  ļƒļƒ ļƒ ļƒ¤ļƒŽ  ļ®ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒļƒ ļƒ  ļƒŽ  ļ®ļ®ļƒļƒ ļ¢ļ¢ļƒļƒ ļ®ļ®ļƒļƒ ļ¢ļ¢ļƒļƒ ļ®ļ®ļƒļƒ ļ¢ļ¢ļƒļƒ ļ®ļ®ļƒļƒ ļ¢ļ¢ļƒļƒ  ļƒ ļƒļƒ ļƒ  ļƒŽ  ļƒ ļƒŽ ļƒ ļƒŽ ļƒ ļƒŽ ļƒ ļƒŽ ļƒ ļƒŽ ļƒ ļƒŽ ļƒ ļƒŽ ļƒ ļƒŽ   ļƒ ļƒŽļƒ¤  ļƒ ļƒŽ SnareDrum(sticks) ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒŽ Brake Drum  ļƒ€ ļƒ¤ļƒŽ  ļƒ€ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽļŖ ļƒ ļƒ¤ļƒŽ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ 312    ļƒ    ļƒ    ļƒ   ļƒ ļ®ļƒļƒ   ļƒ ļƒļƒ   ļƒ ļƒļƒ   ļƒ ļƒ    ļƒ ļƒ    ļƒ ļƒ    ļ‚ŗļƒļƒ   ļƒļƒ   ļƒļƒ   ļƒ ļ®ļ®ļƒļƒ   ļƒ ļƒļƒ   ļƒ ļƒļƒ   ļ®ļƒļƒ   ļƒļƒ   ļƒļƒ   ļƒ   ļƒ   ļƒ   ļƒ  ļƒ  ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ  ļŖļ®ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļ®ļƒ  ļƒ  ļƒ   ļƒ ļƒ    ļƒ ļƒ   ļƒ ļƒ   ļƒ   ļƒ   ļƒ   ļƒļƒ   ļƒļƒ   ļƒļƒ   ļ®ļƒļƒ   ļƒļƒ   ļƒļƒ   ļƒļƒ   ļƒ ļƒļƒ¤  ļƒ ļƒļƒ¤ ļŖļ®ļƒ   ļƒ   ļƒ   ļƒļƒ ļƒ    ļƒļƒ ļƒ   ļƒļƒ ļƒ   ļ®ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ   ļƒ   ļƒ   ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ€   ļƒ€   ļƒ€   ļƒ   ļƒ   ļƒ   ļƒ  ļƒ  ļƒ               ļž                                      ļž ļž                               ļžļžļž ļžļžļž          47
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                                                                                                                                                          Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 319    ļƒ    ļƒ   ļƒ ļ®ļƒļƒ   ļƒ ļƒļƒ   ļƒ ļƒ    ļƒ ļƒ    ļƒ ļƒ ļƒ¤ļƒŽ  ļƒ ļ®ļ®ļƒļƒ   ļƒ ļƒļƒ   ļ®ļƒļƒ   ļƒļƒ   ļƒ   ļƒ   ļƒ  ļƒ   ļƒ   ļƒ   ļƒ   ļƒ  ļŖļ®ļƒ   ļƒ   ļƒ   ļƒ   ļ®ļƒ  ļƒ   ļƒ ļƒ    ļƒ ļƒ   ļƒ   ļƒ   ļƒļƒ   ļƒļƒ   ļ®ļƒļƒ   ļƒļƒ   ļƒ ļƒ ļƒ¤ļƒŽ ļŖļ®ļƒ   ļƒ   ļƒļƒ ļƒ    ļƒļƒ ļƒ   ļ®ļƒ   ļƒ   ļƒ   ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ    ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ   ļƒ   ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ€   ļƒ€   ļƒ   ļƒ   ļƒ  ļƒ  ļƒ„ ļƒ„ 320 ļ‚· ļ‚· ļ·ļƒ ļƒ  2. ļƒ   ļƒ ļƒ  ļƒ    ļƒ ļƒ  ļ‚· ļ‚·  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļƒ   ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļƒ ļƒ  ļƒ„ 321    ļ‚ŗļƒŗļƒŗ           ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļ‚· ļ‚· ļ‚·      322  ļƒļƒ ļƒ ļƒ¤ļƒŽ  ļƒļƒ ļƒ¤ļƒŽ  ļƒļƒ ļƒ¤ļƒŽ ļ‚· ļ‚· ļ‚·  ļƒļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ ļ‚· ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļ®ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļ®ļƒ  ļƒ ļ¢ļƒ  ļ‚· ļ‚· ļ‚· ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ 323 ļ‚· ļ‚·  1. ļƒ ļƒ  4. ļƒļƒ ļƒ  ļƒ ļƒ  ļ‚· ļƒ ļƒ  ļƒļƒ ļƒ  ļƒ ļƒ  ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ ļ€£ļƒ   ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ  ļƒ„                     ļžļž ļžļž                                                     49
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                                                                                        Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 324 ļƒŽ    ļƒŽ ļ‚ŗļƒŗļƒŗ ļ‚ŗļƒŗļƒŗ   ļ‚·   ļ‚· ļ‚·      1. ļ‚·        ļ‚· ļ‚· ļ‚· ļ‚·       325  ļƒ  ļƒ   ļƒ  ļƒ   ļƒ  ļƒ   ļƒ  ļƒ   ļƒ ļ®ļƒļƒ   ļƒ ļƒļƒ   ļƒ ļƒļƒ   ļƒ ļƒļƒ   ļƒ ļ¢ļƒ  ļƒ ļ¢ļƒ  ļƒ ļ¢ļƒ  ļƒ ļ¢ļƒ   ļƒļƒ   ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ   ļƒ ļ®ļ®ļƒļƒ   ļƒ ļƒļƒ   ļƒ ļƒļƒ   ļƒ ļƒļƒ   ļ®ļƒļƒ   ļƒļƒ   ļƒļƒ   ļƒļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ  ļŖļ®ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļ®ļƒ  ļƒ  ļƒ  ļƒ   ļ®ļƒļƒ   ļƒļƒ   ļƒļƒ   ļƒļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒļƒ   ļƒļƒ   ļƒļƒ   ļƒļƒ   ļ®ļƒļƒ   ļƒļƒ   ļƒļƒ   ļƒļƒ   ļƒļƒ   ļƒ ļƒļƒ¤  ļƒ ļƒļƒ¤  ļƒ ļƒļƒ¤ ļŖļ®ļƒ   ļƒ   ļƒ   ļƒ   ļƒļƒ ļƒ    ļƒļƒ ļƒ   ļƒļƒ ļƒ   ļƒļƒ ļƒ   ļ®ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ  ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ   ļƒ   ļƒ   ļƒ   ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ€   ļƒ€   ļƒ€   ļƒ€   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ  ļƒ  ļƒ  ļƒ  ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ 326 ļŖļ®ļƒ  ļƒ   ļƒ  ļƒ   ļƒ  ļƒ   ļƒ ļ®ļƒļƒ   ļƒ ļƒļƒ   ļƒ ļƒļƒ   ļƒ ļƒ    ļƒ ļƒ    ļƒ ļƒ    ļ‚ŗļƒļƒ   ļƒļƒ   ļƒļƒ   ļƒ ļ®ļ®ļƒļƒ   ļƒ ļƒļƒ   ļƒ ļƒļƒ   ļ®ļƒļƒ   ļƒļƒ   ļƒļƒ   ļƒ   ļƒ   ļƒ   ļƒ  ļƒ  ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ  ļŖļ®ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļ®ļƒ  ļƒ  ļƒ   ļƒ ļƒ    ļƒ ļƒ   ļƒ ļƒ   ļƒ   ļƒ   ļƒ   ļƒļƒ   ļƒļƒ   ļƒļƒ   ļ®ļƒļƒ   ļƒļƒ   ļƒļƒ   ļƒļƒ   ļƒ ļƒļƒ¤  ļƒ ļƒļƒ¤ ļŖļ®ļƒ   ļƒ   ļƒ   ļƒļƒ ļƒ    ļƒļƒ ļƒ   ļƒļƒ ļƒ   ļ®ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ   ļƒ   ļƒ   ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ€   ļƒ€   ļƒ€   ļƒ   ļƒ   ļƒ   ļƒ  ļƒ  ļƒ  327  ļƒ ļƒ ļ‚ŗļƒ ļƒ  3  ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ  ļƒļƒ ļƒ     3  ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚ŗļƒ ļƒ ļƒ   3  ļƒ ļƒ ļƒļƒ ļ‚ŗļƒļƒ ļƒļƒ   3  ļƒ ļƒ ļƒļƒ ļ‚ŗļƒļƒ ļƒļƒ   3  ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚ŗļƒ ļƒ ļƒ   3 ļ‚·  ļƒ ļƒ ļ‚ŗļƒ ļƒ  3  ļƒ ļƒ ļƒ ļƒ  3  ļƒ ļƒ ļƒ ļƒ  3  ļƒ ļƒ ļ‚ŗļƒ ļƒ  3 ļ‚· ļ‚·  ļƒ ļƒ ļƒļƒ ļ‚ŗļƒļƒ ļƒļƒ   3  ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚ŗļƒ ļƒ ļƒ   3 ļ‚·  ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļ‚ŗļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļ‚ŗļƒ  3 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  3 ļ‚· ļ‚· ļ‚· ļ‚· ļƒ„ ļƒ„ ļƒ„ ļ‚§ ļ‚§ ļ‚§ 328 ļ‚·        ļ‚·        ļƒ ļ®ļƒ  ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚ŗļƒ  ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ                   329 ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ     ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ      ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ   ļƒ ļƒ ļƒ ļƒ     ļƒ ļƒ      ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļ‚ŗļƒ             ļ‚·           ļ‚§ ļ‚§                          ļžļžļžļž ļžļžļžļž                               ļžļžļž ļžļžļž                         ļž                                50
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 343  ļƒ  ļƒ   ļƒ  ļƒ   ļƒ  ļƒ  3  ļƒ ļ®ļƒļƒ   ļƒ ļƒļƒ   ļƒ ļƒļƒ  3  ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ  3  ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ  3  ļƒļƒ ļ®ļƒ   ļƒļƒ ļƒ   ļƒļƒ ļƒ  3  ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ  3  ļƒ   ļƒ   ļƒ  3  ļƒ   ļƒ   ļƒ  3 ļŖļ®ļƒ   ļƒ   ļƒ  3  ļƒ   ļƒ   ļƒ  3  ļƒ   ļƒ   ļƒ  3  ļƒ   ļƒ   ļƒ  3  ļƒ   ļƒ   ļƒ  3  ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ  3 ļŖļ®ļƒ   ļƒ   ļƒ  3  ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ  3  ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ  3  ļ¢ļƒļƒ   ļ¢ļƒļƒ   ļ¢ļƒļƒ  3 ļŖļ®ļƒ   ļƒ   ļƒ  3  ļƒļƒ ļƒ    ļƒļƒ ļƒ    ļƒļƒ ļƒ   3  ļ®ļƒ   ļƒ   ļƒ  3  ļƒ   ļƒ   ļƒ  3  ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ  ļƒ ļƒļƒ ļƒ 3  ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ  3 ļƒ ļƒ ļƒ 3 ļƒ ļƒ ļƒ 3 ļƒ ļƒ ļƒ 3   ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ 3  ļƒ  ļƒ  ļƒ 3 ļƒ ļƒ ļƒ 3  ļƒ€   ļƒ€   ļƒ€  3  ļƒ  ļƒ  ļƒ  3  ļƒ  ļƒ  ļƒ  3 344  ļƒ  ļƒ   ļƒ  ļƒ   ļƒ  ļƒ  3  ļƒ ļ®ļƒļƒ   ļƒ ļƒļƒ   ļƒ ļƒļƒ  3  ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ  3  ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ  3  ļƒļƒ ļ®ļƒ   ļƒļƒ ļƒ   ļƒļƒ ļƒ  3  ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ  3  ļƒ   ļƒ   ļƒ  3  ļƒ   ļƒ   ļƒ  3 ļŖļ®ļƒ   ļƒ   ļƒ  3  ļƒ   ļƒ   ļƒ  3  ļƒ   ļƒ   ļƒ  3  ļƒ   ļƒ   ļƒ  3  ļƒ   ļƒ   ļƒ  3  ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ  3 ļŖļ®ļƒ   ļƒ   ļƒ  3  ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ  3  ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ  3  ļ¢ļƒļƒ   ļ¢ļƒļƒ   ļ¢ļƒļƒ  3 ļŖļ®ļƒ   ļƒ   ļƒ  3  ļƒļƒ ļƒ    ļƒļƒ ļƒ    ļƒļƒ ļƒ   3  ļ®ļƒ   ļƒ   ļƒ  3  ļƒ   ļƒ   ļƒ  3  ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ  ļƒ ļƒļƒ ļƒ 3  ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ  3 ļƒ ļƒ ļƒ 3 ļƒ ļƒ ļƒ 3 ļƒ ļƒ ļƒ 3   ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ 3  ļƒ  ļƒ  ļƒ 3 ļƒ ļƒ ļƒ 3  ļƒ€   ļƒ€   ļƒ€  3  ļƒ  ļƒ  ļƒ  3  ļƒ  ļƒ  ļƒ  3 345  ļƒ  ļƒ ļƒ¤ļƒŽ  ļƒ ļ®ļƒļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļƒļƒ ļ®ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ ļŖļ®ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ ļŖļ®ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļ¢ļƒļƒ ļƒ¤ļƒŽ ļŖļ®ļƒ ļƒ¤ļƒŽ  ļƒļƒ ļƒ  ļƒ¤ļƒŽ  ļ®ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ  ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ  ļƒ ļƒŽ ļƒ ļƒŽ ļƒ ļƒŽ   ļƒ ļƒ ļƒŽ  ļƒ ļƒŽ ļƒ ļƒŽ  ļƒ€ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ BB 346 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ  ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ  ļ‚· ļ‚· ļ‚· 347  ļƒ  ļƒ ļƒ¤ļƒŽ  ļƒ ļ®ļƒļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļƒļƒ ļ®ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ ļŖļ®ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ ļŖļ®ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļ¢ļƒļƒ ļƒ¤ļƒŽ ļŖļ®ļƒ ļƒ¤ļƒŽ  ļƒļƒ ļƒ  ļƒ¤ļƒŽ  ļ®ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ  ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ  ļƒ ļƒŽ ļƒ ļƒŽ ļƒ ļƒŽ   ļƒ ļƒ ļƒŽ  ļƒ ļƒŽ ļƒ ļƒŽ  ļƒ€ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ 348 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ  ļƒ ļƒļƒ ļƒ   ļƒ ļƒļƒ ļƒ  ļ‚· ļ‚· ļ‚·                       ļžļžļž ļžļžļž                                ļžļžļž ļžļžļž                                ļžļž ļžļž          ļžļž ļžļž                       ļžļž ļžļž          ļžļž ļžļž 53
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                Picc. Fl.1-3 Fl. Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 349  ļƒ  ļƒ ļƒ¤ļƒŽ  ļƒ ļ®ļƒļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļƒļƒ ļ®ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ ļŖļ®ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ ļŖļ®ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļ¢ļƒļƒ ļƒ¤ļƒŽ ļŖļ®ļƒ ļƒ¤ļƒŽ  ļƒļƒ ļƒ  ļƒ¤ļƒŽ  ļ®ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒļƒ ļƒ  ļƒŽ  ļƒ ļƒļƒ ļƒ  ļƒŽ ļƒ ļƒŽ ļƒ ļƒŽ ļƒ ļƒŽ   ļƒ ļƒŽ  ļƒ ļƒŽ ļƒ ļƒŽ  ļƒ€ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ 350 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· 351  ļƒ  ļƒ ļƒ¤ļƒŽ  ļƒ ļ®ļƒļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļƒļƒ ļ®ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ ļŖļ®ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ ļŖļ®ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļ¢ļƒļƒ ļƒ¤ļƒŽ ļŖļ®ļƒ ļƒ¤ļƒŽ  ļƒļƒ ļƒ  ļƒ¤ļƒŽ  ļ®ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒļƒ ļƒ  ļƒŽ  ļƒ ļƒļƒ ļƒ  ļƒŽ ļƒ ļƒŽ ļƒ ļƒŽ ļƒ ļƒŽ   ļƒ ļƒŽ  ļƒ ļƒŽ ļƒ ļƒŽ  ļƒ€ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ 352 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· 353 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· 354 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· 355  ļƒ  ļƒ ļƒ¤ļƒŽ  ļƒ ļ®ļƒļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļƒļƒ ļ®ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ ļŖļ®ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ ļŖļ®ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļ¢ļƒļƒ ļƒ¤ļƒŽ ļŖļ®ļƒ ļƒ¤ļƒŽ  ļƒļƒ ļƒ  ļƒ¤ļƒŽ  ļ®ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒļƒ ļƒ  ļƒŽ  ļƒ ļƒļƒ ļƒ  ļƒŽ ļƒ ļƒŽ ļƒ ļƒŽ ļƒ ļƒŽ   ļƒ ļƒŽ  ļƒ ļƒŽ ļƒ ļƒŽ  ļƒ€ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ                       ļž ļž                                ļž ļž                                ļž ļž          54

DeceptivelyGentle (=66)

                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                  Piccolo Flute1-3 Flute4&5 Oboe1&2 Clarinet1-3 Clarinet4&5 Bass Clarinet1 Bass Clarinet2 Contrabass Clarinet AltoSax1 AltoSax2 TenorSax BaritoneSax Bassoon1&2 Contrabassoon Horn1&3 Horn2&4 Trumpet1&3 Trumpet2 Trombone1&2 BassTrombone Tuba Timpani Marimba Xylophone Vibraphone Glockenspiel Chimes ElectricGuitar ElectricBass DoubleBass SoloPiano ļ‚· ļ‚·   Mba.(hardyarn)   Xyl.(hardyarn)     Vibes.(hardyarn)(motoroff.)    Glock.  Chimes         
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                                                                                                                                                                                                                                                                                                                                                                                                            Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Mrb. Xyl. Vib. Glk. Chm. E.Gtr. E.B. D.B. SoloPno. 13 ļƒļƒ ļƒ  ļƒ ļƒ  ļƒ      ļ‚· ļ‚· ļƒļƒ  ļƒ ļƒ  ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·      14        ļƒļ² ļƒ…ļƒ¤ļƒŽ  ļƒ ļƒ…ļƒ¤ļƒŽ  ļƒ ļƒ…ļƒ¤ļƒŽ  ļƒ ļƒ…ļƒ¤ļƒŽ ļ‚· ļ‚·     ļƒļ²ļ¢ļƒ ļƒ…ļƒ¤ļƒŽ ļ‚· ļ‚· ļ‚· ļ‚·               ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§       15    ļƒļƒ ļƒ ļƒ…ļƒŽ  ļƒ ļƒ ļƒ…ļƒŽ  ļƒ ļƒ…ļƒŽ ļ‚· ļ‚·  ļƒ ļƒ ļƒ…ļƒŽ  ļƒ ļƒ ļƒ…ļƒŽ ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒ…ļƒŽ  16 ļƒ ļƒ ļƒ  ļƒ ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· 17  ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· 18 ļƒ ļ¢ļƒ ļƒ ļƒ ļ‚· ļ‚·  ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· 19  ļƒļƒ ļƒ…ļƒŽ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ 66  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 33   ļƒ  ļƒ  ļƒ  ļƒ  ļƒ  ļƒ  ļƒ  ļƒ¤ļƒŽ ļ‚·  ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ  ļƒ¤ļƒŽ  ļƒ  ļƒ¤ļƒŽ         pizz.  A 20 ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ 66  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 33   ļƒ  ļƒ  ļƒ  ļƒ  ļƒ  ļƒ ļ‚· ļ‚· ļƒļƒ ļƒŽ  ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  21 ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ 66  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 33   ļƒ  ļƒ  ļƒ  ļƒ  ļƒ  ļƒ ļ‚· ļ‚· ļ‚· ļƒļƒ  ļ‚· ļƒŽ ļƒ ļƒŽ ļƒ ļ‚· ļ‚· ļ‚· ļ‚·  22 ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ 66  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 33   ļƒ  ļƒ  ļƒ  ļƒ  ļƒ  ļƒ  ļƒ  ļƒ¤ļƒŽ ļ‚· ļ‚·  ļ‚· ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚·  ļƒ  ļƒ¤ļƒŽ  ļƒ  ļƒ¤ļƒŽ 23 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 66  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 33 ļƒ  ļƒ ļƒ  ļƒ  ļƒ  ļƒ  ļƒ  ļƒ  ļƒ  ļƒ ļ‚· ļ‚·    ļƒļƒ ļƒ¤ļƒŽ ļ‚· ļƒ  ļƒ ļƒ  ļƒ ļ‚· ļ‚· ļ‚· ļ‚·  24 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 333 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 333 ļƒ  ļƒ   ļƒ  ļƒ  ļƒ  ļƒ  ļƒŽ ļ‚·  ļƒ ļƒ ļƒŽ ļ‚· ļƒ  ļƒ ļƒ  ļƒ ļ‚· ļ‚·  ļƒ  ļƒŽ  ļƒ  ļƒŽ          56
                                                                                                                                                                                                                                                                                                                                                                                                            Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Mrb. Xyl. Vib. Glk. Chm. E.Gtr. E.B. D.B. SoloPno. 25 ļ‚· ļ‚· ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ 66  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 33  ļ‚·  ļƒ  ļƒ  ļƒ  ļƒ  ļƒ  ļƒ ļ‚· ļ‚· ļ‚·  ļ‚· ļ‚· ļ‚· ļ‚·  26 ļ‚· ļ‚· ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ 66  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 33  ļ‚·  ļƒ  ļƒ  ļƒ  ļƒ  ļƒ  ļƒ  ļƒ  ļƒ¤ļƒŽ ļ‚·  ļƒļƒ  ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ  ļƒ¤ļƒŽ  ļƒ  ļƒ¤ļƒŽ 27 ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 333 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 333 ļƒ ļ‚·  ļƒ  ļƒ  ļƒ  ļƒ  ļƒŽ  ļ‚· ļƒ ļƒ ļ‚·  ļƒ  ļƒ ļ‚· ļ‚·  ļƒ  ļƒŽ  ļƒ  ļƒŽ 28 ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 66  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 33    ļƒ  ļƒ  ļƒ  ļƒ  ļƒ  ļƒ  ļƒ  ļƒŽļƒ¤  ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļ‚· ļ‚·  ļƒ  ļƒ¤ļƒŽ  ļƒ  ļƒ¤ļƒŽ    29 ļ‚· ļ‚·  ļƒ ļƒ  ļƒ   ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ 66  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 33    ļƒ  ļƒ  ļƒ  ļƒ  ļƒ  ļƒ  ļƒ  ļƒ¤ļƒŽ  ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ  ļƒ¤ļƒŽ  ļƒ  ļƒ¤ļƒŽ 30 ļ‚· ļ‚·  ļƒ ļƒŽ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 333 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 333 ļƒ ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒļƒ ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļ‚· ļ‚· 57
                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Mrb. Xyl. Vib. Glk. Chm. E.Gtr. E.B. D.B. SoloPno. 31 ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 33 333 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 3 3 3 3 ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒŽ ļƒ ļƒŽ ļƒ ļƒŽ ļƒļƒ ļƒŽ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚·  ļƒ   ļƒ  ļƒ    ļƒ    32 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 33 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 66 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 66  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 33 ļƒ ļƒŽ ļƒ ļƒŽ ļ‚·   ļƒ ļƒ  ļƒ ļƒ  ļƒļƒ  ļƒ ļƒ ļ‚· ļƒļƒ  ļƒ  ļƒ    ļ‚· ļ‚·      B 33 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 3333 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 33333 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ 33333 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 3333 ļƒ ļƒ  ļ‚· ļ‚·  ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļ‚· ļ‚· ļ‚· ļ‚· ļƒŽļƒŽ  ļƒ ļƒŽļƒŽ  ļƒ ļ‚· ļ‚· 34 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 333 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 66 6 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļƒ ļƒ   ļƒ  ļ‚· ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· 35 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 33 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 66 ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļƒ ļƒ  ļƒ  ļƒ ļƒ  ļƒ ļƒ  ļƒ  ļƒ ļ‚· ļƒļƒ  ļƒ  ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· 36 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ  ļƒ ļƒ ļƒļƒ ļ‚· ļƒ ļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· 58
                                                                                                                                                                                                                                                                                                                                                                                                            Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Mrb. Xyl. Vib. Glk. Chm. E.Gtr. E.B. D.B. SoloPno. 37 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ  ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ   ļƒ ļƒ ļƒ  ļƒ  ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· 38 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚·    39 ļƒŽ ļƒ 1. ļ‚· ļ‚· ļ‚·  ļ‚· ļ‚· ļ‚· ļƒŽ ļƒ 1.  ļƒ ļƒ  ļƒ ļƒ ļƒ  ļƒ  ļƒ   ļƒ ļƒ  ļƒ ļƒ ļ‚· ļ‚·   senza sord. C 40  ļƒ  ļƒ ļ‚· ļ‚·   ļƒ  ļƒ  ļƒ  ļƒ ļ‚· ļ‚·  ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļ‚· ļ‚·    arco      41 ļƒ  ļ‚· ļ‚·  ļƒ  ļƒ  ļƒ  ļƒ  ļ‚· ļ‚· ļƒ  ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļ‚· ļ‚·  42  ļƒ ļ‚· ļ‚·   ļƒ  ļƒ  ļƒ  ļƒ ļ‚· ļ‚·  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚·  43 ļƒ  ļƒ ļ‚· ļ‚·  ļƒ  ļƒ  ļƒ  ļƒļƒ¤ ļ‚· ļ‚· ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚·  44 ļƒ ļƒ ļ‚· ļ‚· ļƒ   ļƒ   ļƒ   ļƒ   ļƒ ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ 6 ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļ‚· ļ‚· ļƒ 59
                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Mrb. Xyl. Vib. Glk. Chm. E.Gtr. E.B. D.B. SoloPno. 45 ļ‚· ļƒ  ļƒ ļ‚·  ļƒ  3 ļƒ ļƒ ļƒ ļƒ 3 ļƒ ļƒ  ļƒ  ļƒ ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ 6 ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚·  46 ļ‚· ļƒ  ļƒ ļ‚·    ļƒ ļƒ ļƒ ļƒļƒ¤ ļƒ  ļƒ ļ‚· ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ  ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļ¢ļƒ 6 6 ļ‚· ļ‚·  47 ļ‚· ļƒ… ļƒ ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļ‚· ļ‚· ļƒ   48 ļ‚· ļƒ  ļ‚·  ļƒ ļ¢ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļ‚· ļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ  ļƒļƒ ļƒļƒ ļƒ ļƒ ļ¢ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ  ļƒļƒ ļƒļƒ ļƒ ļƒ ļ¢ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļ¢ļƒ ļ‚· ļ‚·  49 ļ‚· ļƒ ļ‚· ļƒ  ļƒ ļƒ  ļƒ  ļƒ  ļƒ  ļƒ ļ‚· ļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļ¢ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ  ļƒ ļƒļƒ ļƒ ļƒ ļ®ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ 3 3 3 ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļ‚· ļ‚· ļƒ  ļƒ 50 ļ‚· ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ   ļƒļƒ  ļƒ ļƒ  ļƒ ļƒ  ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ  ļƒ  ļƒ  ļƒ ļƒ…  ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ  ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ 6 3 ļ‚· ļ‚· ļƒ ļƒ      51 ļ‚· ļƒ  ļ‚· ļƒ  ļƒ ļƒ  ļƒ  ļƒ  ļƒļƒ¤  ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒļƒ ļƒ   ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒŽ  ļƒ  ļƒļƒ ļƒļƒ  ļƒ ļƒļƒ  ļƒļƒ ļƒļƒ  ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļ‚· ļ‚· ļƒ  ļƒ 60
                         ļ‚‹                                                                                                                                                                                                                                                                                                                                                                                  Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Xyl. Vib. Glk. Chm. E.Gtr. E.B. D.B. SoloPno. 52 ļƒŽ ļƒ ļ‚· ļ‚·   ļƒ  ļƒ  ļƒ  ļƒ  ļƒ ļƒ ļ‚·  ļƒ ļƒ  ļƒ ļƒ  ļƒļƒ  ļƒļƒ ļƒŽ ļƒ  ļƒ ļƒ  ļƒ ļƒ  ļƒ  ļƒ  ļƒ ļƒ…ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ 3 3 ļ‚· ļ‚· ļ‚·  53 ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļƒ  ļƒ ļ¢ļƒ  ļƒ  ļƒ  ļƒļƒ¤ ļ‚·  ļƒ ļƒ  ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒļƒ  ļƒ  ļƒ ļƒ…ļƒ¤ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļƒļƒ ļƒ ļƒ ļƒ 66 ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ  ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļƒļƒ ļ‚· ļ‚· ļ‚· ļƒ  ļƒ D 54  ļƒ ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ ļ‚· ļ‚· ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļ‚·  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļ®ļƒ  ļƒ  ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļƒ   55 ļƒ ļƒļƒ  ļƒ ļƒ  ļƒ ļƒ ļ‚· ļ‚· ļƒ ļƒ  ļƒ   ļƒ   ļƒ   ļƒ  ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ   ļƒ    ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ  ļ‚· ļ‚· ļ‚· ļƒ ļƒ 56  ļƒ ļƒļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ  ļƒ ļ¢ļƒ ļƒŽ ļƒ ļ‚· ļ‚· ļƒ ļƒ ļ‚· ļ‚· ļ‚·  ļƒ ļ®ļƒ  ļƒ ļƒ ļƒŽ ļƒ ļƒŽļƒ¤ ļƒ ļƒ   ļƒ ļƒ…  ļƒ ļƒ…  ļƒ ļƒ…  ļƒ ļƒ…  ļƒļƒ ļƒ ļƒ  ļƒ ļƒļƒ  ļƒ ļƒļƒ ļƒ  ļƒļƒ ļƒ    ļ‚· ļ‚· ļ‚· ļƒ ļƒ  ļ‚Žļš 57  ļƒ ļƒļƒ  ļƒ ļƒļƒ  ļƒ ļƒ  ļƒ ļ®ļƒ ļƒ  ļƒ   1.&2. ļ‚· ļƒ   ļ‚· ļ‚· ļ‚· ļƒ ļƒ  ļƒļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒļƒ ļŖļ®ļƒ ļƒ…ļƒŽ ļŖļ®ļƒ ļƒ…ļƒŽ  ļƒ ļƒļƒ  ļƒ ļƒļƒ ļŖļ®ļƒ ļƒ ļƒ ļƒ  ļƒļƒ ļƒ   ļ‚· ļ‚· ļ‚· ļƒ    ļ‚Žļš   61
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                    Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 58 ļ‚·  ļƒ ļƒļƒ  ļƒ ļƒļƒ ļƒ… ļƒ ļƒļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ ļƒ ļƒ ļ‚·  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ    ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ  cresc. E 59 ļ‚·  ļƒ ļƒļƒ  ļƒ ļƒļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ  ļƒ ļƒ ļ‚·  ļ‚·  ļƒļƒ  ļƒļƒ ļƒŽ ļƒ  ļ®ļƒļƒ  ļƒ  ļƒ ļƒ ļƒ ļ®ļƒ ļƒļƒļ®ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļ®ļƒ ļƒļƒļ®ļƒ ļƒ ļƒļƒ ļƒ ļ¢ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒļƒ ļƒ  ļƒ ļ‚· ļ‚· ļ‚·    60 ļ‚·  ļƒ ļƒļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļ‚· ļƒ  ļ‚·  ļƒ ļƒ  ļƒļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ  ļ®ļƒļƒ  ļ¢ļƒļƒ  ļƒ  ļƒ  ļƒ ļƒ…ļƒŽ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļ®ļƒ ļƒļƒļ®ļƒ ļƒ ļƒļƒ ļƒ ļ¢ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒļƒ ļƒ  ļƒ ļƒ ļƒļƒ ļƒ ļ‚· ļ‚· ļ‚· ļƒ  62
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 61  ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ 3 ļ‚· ļ‚·  1.   ļƒ ļƒ  ļƒļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ  ļƒ  ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚·     62  ļƒ ļƒļƒ   ļƒ ļƒļƒ¤ ļƒ ļƒ ļƒ ļƒ 3 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ  ļƒ ļƒ  ļƒ ļ‚· ļƒ  ļƒ   ļƒļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 3  ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ 12 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ 6 ļ‚· ļ‚· ļƒ  63  ļƒ ļƒļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ  ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚·   ļ‚· ļ‚·  ļƒļƒ  ļƒ ļƒ  ļƒļƒ  ļƒ ļ®ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ  ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ 6 6 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· marcato 64 ļƒŽļƒ¤ ļƒ  ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒļƒ 3  ļƒ ļƒ  ļƒ ļƒ ļƒļƒ 3 ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļ‚·   ļ‚· ļƒ ļƒ  ļƒ 3 ļƒ ļƒ  ļƒ 3  ļƒļƒ  ļƒļƒ ļƒļƒ ļƒ… ļƒ  ļƒ  ļƒ  ļƒ ļƒ 3  ļ®ļƒ  ļƒ ļƒ 3 ļƒ ļƒ  ļƒ 3 ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ 3 6 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ 6  ļ‚· ļ‚· ļƒ ļƒ  ļƒ 3    ļƒ„          63
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                      Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 65     ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ  ļ‚· ļ‚· ļ‚· F 66   ļƒ ļ‚Øļƒ…ļƒ¤ļƒŽ   ļƒ ļ‚Øļƒ…ļƒ¤ļƒŽ   ļƒ ļƒ ļ‚Øļƒ…ļƒ¤ļƒŽ ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·   ļƒ ļ‚Øļƒ…ļƒ¤ļƒŽ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 12 12 ļ‚· ļ‚· ļ‚· ļ‚ ļ‚ ļ‚ ļ‚  67 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  3 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 3 3 3 ļ‚· ļ‚· ļ‚· 68 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 3 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 33 3 ļ‚· ļ‚· ļ‚·  69 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· 64
                         ļ‚‹                                                                                                                                                                                                                                                                                                                Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Xyl. Vib. Glk. Chm. E.Gtr. E.B. D.B. SoloPno. 70 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 3 ļ‚· ļ‚· ļ‚· ļ‚·  71 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 3 ļƒ ļƒ ļƒ ļƒ ļƒļƒ  ļƒ ļƒ ļƒ ļƒ 3 3 ļ‚· ļ‚· ļ‚· ļ‚·  72 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļŖļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 3 ļ‚· ļ‚· ļ‚· ļ‚· 73 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļ‚· 65
                         ļ‚‹                                                                                                                                                                                                                                                                                                                Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Xyl. Vib. Glk. Chm. E.Gtr. E.B. D.B. SoloPno.  74 ļƒŽļƒ¤ ļ¢ļƒ ļƒŽļƒ¤ ļƒ ļ¢ļƒļƒ ļƒŽļƒ¤ ļƒ ļ¢ļ®ļƒ   ļ‚·       ļ‚· ļƒ ļƒŽ ļƒ ļƒŽ   ļƒ Sus.Cymb.(bowed)   Xyl.(hardyarn)    Vibes(hardyarn)motoroff   Glock. ļƒŽļƒ… ļƒ Chimes       pizz.               G 75  ļƒ ļƒ…ļƒŽ  ļƒ ļƒļƒ ļƒ…ļƒŽ  ļƒ ļƒ ļƒ…ļƒŽ ļƒ ļ¢ļƒļƒ  ļƒŽļƒ¤ ļƒļƒ ļƒ  ļƒļƒ¤ ļ‚· ļ‚· ļ‚· ļƒ ļƒ  ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 1. ļƒ ļƒ  ļƒ ļƒ  ļ‚· ļƒ ļƒ ļƒ ļƒļ¢ļ¢  ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ   ļƒļƒ ļƒ ļƒŽ ļƒ  ļƒ ļƒ¤ļƒŽ ļ‚· ļ‚·         76 ļ‚· ļ‚· ļƒļƒ ļƒŽ ļƒŽ ļ®ļƒ ļƒŽ ļƒ ļƒŽ ļƒ ļƒŽ ļƒ ļƒ ļ¢ļƒ ļƒ  ļƒ   ļ‚· ļƒ ļƒ ļƒ ļƒļ¢ļ¢ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ ļ¢ļƒļ¢ļ¢  ļƒļƒ ļƒ   ļƒļƒ ļƒļ®ļ®ļ®  ļƒļƒ ļƒ  ļƒ ļƒ ļƒļ€£ļ®ļ®  ļƒļƒ ļƒ    ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ  ļƒ 77 ļ®ļƒ  ļƒļƒ ļƒ   ļ€£ļ®ļƒļƒ  ļƒŽļƒ¤  ļƒļƒ ļƒ…  ļƒ ļƒ…ļƒŽ  ļƒ ļƒ…ļƒŽ  ļƒ ļƒ…ļƒŽ  ļƒ ļƒ…ļƒŽ ļƒŽļƒ¤ ļ®ļ®ļƒļƒ  ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ 1. ļƒŽļƒ¤  ļƒļƒ ļƒ… Harmon mute(stemin)  ļƒ ļƒ  ļƒ ļ‚· ļƒļƒ ļƒ ļƒļƒ… ļƒ ļƒ ļ®ļƒļƒļ®ļ€£ļ® ļƒ ļƒ ļƒ ļƒ… ļƒļƒ ļƒ ļ¢ļƒļƒ  ļƒ… ļƒ ļƒŽ ļ‚·  ļƒļƒ ļƒ ļƒ¤ļƒŽ       cupmute       ļ‚§  ļ‚§ ļ‚ 78 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒļƒ ļƒŽ  ļƒ ļ¢ļƒ ļƒ ļƒ ļƒŽ ļƒ ļƒ  ļƒ ļƒ¤ļƒŽ ļƒŽ ļƒ ļƒ ļƒŽ ļƒ ļ‚·  ļƒ ļƒ ļƒ ļƒļ¢ļ¢ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒŽ ļƒ      ļ®ļƒŗļ®ļ€£    ļƒŽ ļƒ      79 ļƒŽ  ļ€£ļƒ ļƒŽ  ļƒļƒ ļƒ  ļƒŽ  ļƒ ļ®ļƒ  ļ‚· ļ‚· ļ‚· ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ… ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ ļƒ ļƒļ¢ļ¢ ļƒ ļƒ ļƒ  ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ  ļ‚· ļ‚· ļƒŽ ļŖļ®ļƒ     80 ļƒ ļƒ¤ļƒŽ ļƒļƒ ļƒ ļƒ¤ļƒŽ ļƒ ļƒ ļƒ¤ļƒŽ ļƒŽ   ļƒŽ  ļ‚· ļ‚· ļ‚· ļ¢ļƒ ļƒ  ļƒ ļƒ…ļƒŽ ļ‚· ļƒ ļƒ ļƒ    ļƒ ļƒ ļƒ    ļƒ ļƒŽ    ļƒŽ  ļƒ… ļƒļƒ ļƒ   ļƒŽļƒŽ ļƒ… ļƒļƒ ļƒ  ļƒŽļƒŽ ļƒ… ļƒļƒ ļƒ   ļƒŽļƒŽ ļƒŽļƒŽ ļ¢ļƒ ļƒ ļ‚ŗļƒŽļƒŽ ļ‚ŗļƒ ļƒŽļƒŽ ļ‚ŗļƒ ļƒŽļƒŽ                                    66
                         ļ‚‹                                                                                                                                                                                                                                                                                                                  Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Xyl. Vib. Glk. Chm. E.Gtr. E.B. D.B. SoloPno.   81  ļƒ… ļƒļƒ ļƒ… ļƒ ļ®ļ®ļƒ   ļƒ ļƒļƒ ļƒ…ļƒŽ  ļƒļƒ ļƒ…ļƒŽ   ļ‚·  ļƒ… ļ®ļ®ļƒļƒ ļƒļƒ ļƒŽļƒ¤ ļƒ 2.  ļƒ… ļƒļƒ ļƒ… ļƒ ļ®ļ®ļƒ  ļƒŽļƒ¤ ļƒ ļƒ ļƒŽļƒ¤ ļƒ ļƒŽ ļƒ ļƒ ļ®ļƒļƒļ®ļ€£ļ® ļƒ… ļƒļƒ ļ®ļ®ļƒļƒ ļƒ… ļƒŽ ļƒļƒ ļƒ ļ¢ļƒļƒ  ļƒ… ļƒļƒ ļƒļƒ ļƒ ļƒ… ļ‚· ļ‚· ļƒŽļƒ… ļƒ ļ®ļ®ļ®ļƒļƒ ļƒŽļƒ… ļƒļƒ ļƒ   ļƒŽļƒ… ļƒļƒ ļƒ  ļƒŽļƒ¤ ļ¢ļƒ ļƒ… ļ¢ļƒ ļƒŽ ļƒ… ļ¢ļƒ ļƒŽ ļƒ… ļ¢ļƒ ļƒŽ ļ‚§  ļ‚ ļ‚§ ļ‚§ļ‚§   ļ‚    82 ļ‚· ļ‚·  ļƒ ļƒŽ  ļƒ ļƒŽ ļ‚· ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ  ļ‚·  ļƒ… ļƒ ļ‚· ļ‚· 83 ļ‚· ļ‚· ļƒŽ   ļ‚· ļ‚·  ļƒ ļƒ…ļƒŽļƒŽ  ļƒ ļƒ ļƒ…ļƒŽļƒŽ  ļƒļƒ…ļƒŽļƒŽ ļƒ… ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒļ¢ļ¢ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚‹ ļ‚·  arco    84 ļƒ ļƒļƒ ļƒļƒļ¢ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 4. ļƒŽļƒŽļƒ¤ ļƒ… ļƒļƒ ļ‚· ļƒ ļƒ¤ļƒŽ ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒŽ  ļ‚· ļƒŽļƒ¤ ļ®ļ®ļƒļƒ ļƒŽļƒŽļƒ¤ ļƒ… ļƒļƒ ļƒ… ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ… ļƒļƒ ļ¢ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļ‚·  ļƒŽ  Brake Drum(brushes) ļ‚· ļƒ ļƒ¤ļƒŽ   ļ‚§     ļ‚§ H                  67
                         ļ‚‹                                                                                                                                                                                                                                              Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Xyl. Vib. Glk. Chm. E.Gtr. E.B. D.B. SoloPno.   85 ļƒļƒļ¢ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļ®ļ®ļƒ ļƒ… ļ¢ļƒļƒ  ļƒ ļ®ļƒ ļƒ…ļƒ¤ ļ‚· ļƒ  ļƒ  ļ‚· ļƒļƒ  ļƒŽļƒ¤ ļƒ ļƒ… ļƒ ļ®ļ®ļƒ ļƒ… ļ¢ļƒļƒ  ļƒ ļ®ļƒ ļƒ…ļƒ¤ ļƒŽļƒ¤ ļƒ ļ¢ļƒ ļƒŽļƒ¤ ļƒ ļƒŽļƒ¤ ļƒ ļƒ ļƒ ļ®ļƒļƒļ®ļ€£ļ® ļƒ… ļƒļƒ ļ®ļ®ļƒļƒ ļƒ… ļƒ… ļƒ ļƒ ļ®ļƒļƒ ļƒļƒ ļƒļƒ ļƒ… ļƒļƒ ļƒ ļ¢ļƒļƒ  ļƒ… ļƒļƒ ļƒļƒ ļƒ ļƒ… ļƒ… ļƒļƒ ļƒ ļ¢ļƒļƒ  ļƒļƒ ļƒļƒ ļƒ ļƒ… ļƒŽļƒ¤ ļƒ  ļ‚· ļ‚· ļ‚§ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§  ļ‚ļ‚ļ‚ļ‚  86 ļƒļƒļ¢ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚·  ļ‚ŗļƒ ļ‚· ļ‚·   ļƒ ļƒ ļƒ ļƒļ¢ļ¢ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ            ļƒ  ļƒ… ļƒ  ļƒ  ļƒ  ļƒ  ļƒ  ļƒ  ļƒ  pizz.  87 ļƒļƒļ¢ļƒ ļƒ… ļƒ ļƒļƒ ļƒļƒ ļƒ ļ¢ļƒ ļƒ… ļƒ ļƒ ļ‚· ļƒ ļƒļƒ ļƒ ļƒ  ļƒ ļƒŽ ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒļ¢ļ¢  ļƒ ļƒ ļƒ   ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽ  ļƒ ļ‚·   88 ļ‚·     ļ‚· ļ‚· ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒļ¢ļƒ        ļƒŗļ€£ļ®ļ® ļ‚·  ļƒ ļƒ¤ļƒŽ  ļƒļƒ¤ļƒŽ  ļƒļƒ¤ļƒŽ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ 89 ļƒļƒ ļƒ… ļƒ ļ®ļ®ļƒ ļƒ… ļƒ… ļƒ ļ¢ļƒ   ļƒ ļƒļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ ļƒŽļƒ¤ ļƒ ļ®ļƒ ļƒŽļƒ¤ ļ¢ļƒ ļ®ļƒ ļƒŽļƒ¤ ļƒ ļ®ļƒ ļ‚· ļ‚· ļƒŽļƒ¤ ļƒ ļƒ  ļƒļƒ ļƒ… ļƒ ļ®ļ®ļƒ ļƒ… ļƒ… ļƒ ļ¢ļƒ  ļƒŽļƒ¤ ļƒ ļ¢ļƒ ļƒ ļ®ļ®ļƒ ļƒŽļƒ¤ ļƒ ļ®ļƒ ļƒŽļƒ¤ ļƒ ļƒ ļƒ… ļƒ ļƒ ļ®ļƒļƒļ®ļ€£ļ® ļƒ… ļƒļƒ ļ®ļ®ļƒļƒ  ļƒļƒ ļƒļƒ ļƒ… ļƒ… ļƒļƒ ļƒ ļ¢ļƒļƒ  ļƒ… ļƒļƒ ļƒļƒ ļƒ  ļƒļƒ ļƒļƒ ļƒ ļƒ…  ļƒļƒ ļƒ    ļƒļƒ ļƒ   ļƒļƒ ļƒ    ļ®ļƒ  ļƒ ļƒŽ  ļƒ ļƒŽ  ļƒ ļƒŽ ļ‚§ļ‚§ļ‚§ ļ‚§ļ‚§ ļ‚§ ļ‚§ ļ‚§ļ‚§ļ‚§ ļ‚§ ļ‚§ ļ‚§ļ‚§ ļ‚§ļ‚§ ļ‚§ļ‚§ ļ‚§ ļ‚§  ļ‚ļ‚ļ‚ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ 90 ļ‚· ļ‚· ļ‚· ļ‚· ļƒļƒ  ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ 2. ļƒ… ļƒ ļƒ ļƒ ļƒļ¢ļ¢ ļƒ ļƒ ļƒ  ļƒļƒ ļƒ ļƒ  ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ  3 ļƒ… ļƒļƒ ļƒ ļƒ ļƒ ļ‚ŗļƒ ļƒ ļƒ ļƒ ļƒļƒ                          ļƒļƒ ļƒ 3 ļ¢ļƒ ļ¢ļƒ ļƒ ļ‚· ļ‚·  consord.                                                           68
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 91 ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒŽ  ļƒ ļƒ ļƒļƒ ļƒ   ļƒļƒ ļƒ ļƒ  ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒļ¢ļ¢ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚·     92 ļ‚· ļ‚· ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 1. 2. ļƒŽ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 4. 5. ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ… ļ¢ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ… ļ¢ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ… ļƒ ļƒ ļƒļƒ ļƒ                            ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļ¢ļ¢  ļƒ ļƒ ļƒ  ļ‚· ļ‚· ļ‚·    93 ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ                            ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· 94 ļ‚· ļƒŽļƒ¤ ļƒ… ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļƒŽļƒ¤ ļƒ… ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ                               ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļ¢ļ¢ ļ‚· ļ‚· ļ‚· ļ‚§ ļ‚§ 95 ļƒŽ ļƒ ļƒŽ ļ¢ļƒ ļƒļƒ  ļƒŽ ļƒ ļƒļ¢ļ¢ ļƒ… ļƒ ļ®ļ®ļƒ ļƒ… ļ¢ļƒļƒ ļƒŽ ļ‚· ļƒŽ ļƒ ļ®ļƒ ļ®ļƒ ļƒ… ļƒŽ ļ¢ļƒ ļ®ļƒ ļ€£ļƒ ļƒ… ļƒŽ ļƒ ļ®ļƒ ļ®ļƒ ļƒ… ļƒŽ ļƒ ļƒŽ ļ‚ŗļƒ ļƒŽ ļƒ  ļƒŽ ļƒ ļƒ ļ®ļƒ ļƒ… ļƒ… ļƒ ļ®ļ®ļƒ ļƒ… ļ¢ļƒļƒ ļƒŽ ļƒŽ ļƒ ļ¢ļƒ ļƒ ļ®ļ®ļƒ ļ€£ļ®ļƒļƒ ļƒ… ļƒŽ ļƒ ļ®ļƒ ļ®ļƒ ļƒ… ļƒŽ ļƒ ļƒ ļ®ļƒ ļƒ… ļƒ ļƒ ļ®ļƒļƒļ®ļ€£ļ® ļƒ… ļƒļƒ ļ®ļ®ļƒļƒ ļƒ… ļƒŽ ļƒļƒ ļƒ ļ¢ļƒļƒ  ļƒ… ļƒļƒ ļƒļƒ ļƒ ļƒ… ļƒŽ ļƒŽļƒ¤ ļƒ… ļƒ ļƒŽļƒ¤ ļƒ… ļƒ Conga(softyarn) ļƒŽļƒ¤ ļƒ… ļƒ Lion'sRoar ļƒŽļƒ¤ ļƒ… ļƒ KickDrum ļƒŽļƒ¤ ļƒ… ļƒ BassDrum ļƒŽļƒ¤ ļƒ… ļƒ LowTom(softyarn) ļ‚ļ‚ ļ‚§ļ‚§ ļ‚§ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ļ‚§ ļ‚§ļ‚§ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§     ļ‚§ ļƒ„ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„    96      ļ‚· ļ‚· ļƒ  ļƒ  ļƒļƒ¤  ļƒļƒ ļƒ…ļƒŽ ļ‚· ļ‚· ļ‚·                               ļž ļž ļž ļž 69
                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Mrb. Xyl. Vib. Glk. Chm. E.Gtr. E.B. D.B. SoloPno.   97  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒļƒ  ļƒ ļƒ ļƒ¤ļƒŽ ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒļƒ ļƒ ļƒ ļ¢ļƒ  ļƒļƒ ļƒ ļƒļ¢ļ¢ļ®  ļƒ ļƒ ļƒ ļƒļƒ  ļƒ ļ¢ļƒļƒ ļƒļƒ ļ¢ļƒ ļƒ ļ¢ļƒ        I 98 ļ‚· ļ‚· ļ‚· ļ‚·   ļƒ ļƒ   ļƒŽ   Mba.(hardyarn) ļƒŽ     ļƒ ļƒļƒ ļƒ¤ļ¢ļƒļƒ ļƒŽļƒŽ   99 ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ 3 ļƒļƒ ļƒ  ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļ®ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ  ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ 3  ļƒ ļ¢ļƒ ļƒ ļƒ 3 100 ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒ ļƒ ļƒ¤ļƒŽ  ļƒļƒ ļƒ  ļƒ¤ļƒŽ ļ®ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ  ļƒļƒ ļƒ  ļƒļƒ ļƒ  101 ļ‚· ļ‚· ļ‚· ļ‚·  ļƒļƒ ļƒ ļƒ  ļƒ ļ®ļƒ  ļƒ ļƒļƒ ļƒ ļƒ ļ¢ļƒ  ļ®ļƒļƒ  ļƒ ļƒļƒ ļƒ… ļƒ ļ¢ļƒļƒ  ļƒ ļƒļƒ  ļƒ… ļƒ ļƒ ļƒ  ļƒŽ ļƒ ļ¢ļƒ ļƒ ļ®ļƒ       102 ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒŽ ļƒŽ ļƒļƒ ļƒ  ļƒŽļƒ… ļƒ ļƒ ļ®ļƒļ€£ļ® ļƒŽ ļƒļƒ ļƒ ļƒ 103 ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒļƒ ļƒ   ļƒļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļ®ļƒļƒ  ļƒ ļƒļƒ ļƒ ļƒļƒ  ļƒ ļƒļƒ ļƒ ļƒļƒ 33 ļƒ… ļ®ļƒļƒ ļƒ  ļƒ ļ¢ļ¢ļƒ  ļ®ļƒļƒ   104 ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļ¢ļƒ  ļƒ ļƒ  ļƒ ļ®ļƒļƒ    ļƒ ļƒļƒ ļƒ ļƒļƒ 33 105 ļ‚· ļ‚· ļ‚· ļ‚·   ļƒ ļ®ļƒļƒ  ļƒŽļƒ¤ 3 106 ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒļƒ ļƒ  ļƒ ļƒ ļ¢ļƒ   ļ®ļƒļƒ ļƒ ļƒ ļ¢ļƒļ¢ļ¢  ļ¢ļƒ ļƒŽ  ļƒ ļ®ļƒļƒ ļƒ¤ļƒŽ  ļƒ ļƒļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļ¢ļƒļ¢ļ¢ ļƒŽļƒ¤ ļƒ ļ¢ļƒ       107 ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ  ļƒļƒ ļƒļƒ ļƒŽ ļƒ ļ®ļƒ   ļƒ  ļƒ  ļƒŽ ļƒ ļ®ļƒ   ļƒļƒ ļƒ  ļƒļƒ ļƒ ļƒŽ ļƒ ļ®ļƒ  ļƒŽļƒ¤ ļƒļƒ ļƒ   108 ļ‚· ļ‚· ļ‚· ļ‚·       ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒŽ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ… ļƒ ļƒļƒ  ļƒļƒ ļƒ  ļƒ… ļƒ ļƒļƒ ļƒŽ ļƒŽļƒ¤ ļƒ ļ¢ļƒ    ļ‚”                                                                                70
                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                      Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Mrb. Xyl. Vib. Glk. Chm. E.Gtr. E.B. D.B. SoloPno. ļƒ™ļ¾ļ¾ļ¾ļ¾ ļƒ™ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ 109 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļ‚· ļ‚· 110 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒļƒ  ļƒ ļƒļƒ ļ‚· ļ‚·  111 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒŽ ļƒ  ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒļƒ  ļƒ ļƒļƒ ļ‚· ļ‚·  ļƒ ļƒ ļƒ  112 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ  ļƒ  ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒŽ ļ‚· ļ‚· ļƒŽ ļƒ   113 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ  ļƒ  ļƒļƒ  ļƒ ļƒ ļƒ ļƒļƒ ļ‚· ļ‚·  ļƒļƒļƒļƒļƒļƒļƒ 6  114 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒļƒ ļ‚· ļ‚·  ļƒ… ļƒ ļƒļƒ 115 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ  ļƒ ļƒŽ ļƒŽ ļƒļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒŽ ļƒ ļ‚· ļ‚· ļƒŽļƒŽļƒ¤ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒļƒ ļƒŽļƒŽ ļƒŽ   116 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ  ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ  (softyarn) ļ‚·  117 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒļƒ  ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ  ļƒ ļƒŽ ļƒ  ļƒļƒ ļƒļƒ  ļƒŽ ļ‚· ļƒŽļƒŽ  ļƒļƒ ļƒ ļƒŽļƒ¤ ļƒļƒļƒ ļƒ ļƒļƒ ļƒ 6  118 ļ‚· ļ‚· ļƒ  ļƒ ļƒŽ ļƒ ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·   ļƒ ļƒļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚·   ļƒ… ļƒ ļƒŽ  J 119 ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 3 ļ‚· ļ‚· ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒŽ  ļƒļƒ 120 ļ‚· ļ‚· ļƒ ļƒ  ļƒ ļƒ  ļƒŽļƒŽ ļƒ 1. ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ  ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ  ļƒ ļƒļƒ  ļƒ ļƒļƒ ļƒŽ ļ‚· ļƒŽ ļƒ ļƒļƒ  ļƒ ļƒļƒ        71
                                                                                                                                                                                                                                                                                                         Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Mrb. Xyl. Vib. Glk. Chm. E.Gtr. E.B. D.B. SoloPno. 121 ļ‚· ļƒ  ļƒ ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ  ļƒļƒ ļƒ ļƒ ļƒ ļƒ  ļƒļƒ ļƒ  ļƒŽ ļƒ ļƒ ļƒ  ļ‚·   122 ļ‚· ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļ‚·  ļƒļƒ ļƒ ļƒ  ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ 3 3 3 ļ‚· ļ‚· ļƒŽ ļƒļƒ ļƒ ļƒ ļƒļƒļƒļƒ ļƒ ļƒ ļƒŽ 6 ļ‚· 123 ļ‚· ļƒ  ļ‚· ļƒŽ ļƒ ļƒ 3 ļ‚· ļ‚· ļ‚·  ļƒ ļƒļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ 3 ļ‚· ļ‚· ļƒ ļƒ ļƒŽ ļ‚·  124 ļ‚· ļ‚· ļ‚· ļƒ  ļƒ ļ‚· ļ‚· ļ‚·  ļƒ ļƒļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒļƒļƒ 3 ļ‚· ļ‚· ļƒ ļƒ ļƒŽ ļ‚· 125 ļ‚· ļ‚· ļ‚·  ļƒ ļƒ  ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ  ļƒ ļ‚·  ļ‚·  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ  ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļ‚· ļƒļƒ ļƒ ļƒ  ļƒļƒ ļƒ ļƒ  ļ‚·        126 ļ‚· ļ‚· ļ‚·  ļƒ ļ¢ļƒ  ļƒ ļƒŽ ļ‚·  ļƒ ļƒ ļƒ ļ¢ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒļ¢ļ¢  ļƒ ļ¢ļƒ  ļƒ ļ¢ļƒ ļƒŽ ļƒ  ļƒļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ  ļƒļƒ ļ‚· ļ‚· ļ€£ļƒŗ ļ‚·  K 127  ļƒ ļƒļƒ    ļƒ ļƒ   ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļ‚· ļ‚· ļƒ ļƒŽ  ļƒļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ  ļƒļƒ ļ‚· ļ‚· ļ‚·   flz. flz. 128  ļƒ ļƒ ļƒ     ļƒ ļƒ   ļ‚· ļ‚· ļ‚·  ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚·  ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ  ļƒļƒ ļ‚· ļ‚· ļ‚·  129  ļƒļƒ ļƒ     ļƒ ļƒ   ļ‚· ļ‚· ļ‚· ļƒ  ļƒ  ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒŽļƒ¤ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· 130 ļ‚· ļ‚· ļ‚· ļƒ…ļƒļƒ ļƒ ļ‚· ļƒļƒ ļƒļƒ  ļƒļƒ ļƒŽ ļƒ  ļƒ ļƒļƒ  ļƒļƒ ļƒ  ļ¢ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļ‚· ļ‚· ļ‚·   131 ļ‚· ļ‚· ļ‚· ļƒŽ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒŽļƒ¤ ļƒ ļƒļƒ ļƒ ļ®ļƒ  ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒļƒ ļƒļƒ          ļƒ ļƒ  ļƒ ļƒļƒ ļƒ   ļƒ ļƒ ļ¢ļƒ ļ‚· ļ‚· ļ‚·     132 ļ‚· ļ‚· ļ‚·  ļ®ļƒ ļƒļƒļƒ¤  ļƒ ļƒļƒļƒ¤  ļƒ ļƒļƒ   ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ  ļƒ ļƒ ļƒ ļƒļƒ ļƒ  ļƒļƒ ļƒ  ļƒ ļƒ ļ¢ļƒ ļ‚· ļ‚· ļ‚· 72
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                    Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 133 ļƒŽļƒ¤ ļƒ ļƒ ļƒŽ ļƒļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽ ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒļƒŽ  ļƒļƒ ļƒļƒ  ļƒļƒ ļƒ  ļƒ ļƒ ļƒļƒ  ļƒ ļƒļƒ ļ‚· ļ‚· ļ‚·    134 ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ      ļƒ ļƒ ļƒ ļƒ  ļƒļƒ  ļƒļƒ ļƒļƒ  ļƒ ļƒ ļƒŽ ļƒ ļƒ  ļ‚·  ļƒļƒ ļƒļƒ  ļƒļƒ ļƒ  ļƒ ļƒ ļƒļƒ  ļƒ ļƒļƒ ļ‚· ļ‚· ļ‚·     arco      135 ļƒ  ļƒ ļƒ  ļƒ 1. ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļ€£ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ      ļƒ ļƒ ļƒ ļƒ  ļƒļƒ ļƒļƒ    ļ‚· ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒļƒ  ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚·         136  ļƒ ļƒ¤ļƒ… ļƒ  ļƒ ļƒ¤ļƒ… ļƒ ļƒ ļƒ ļ€£ļ®ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒļƒ ļƒ ļƒ ļ€£ļƒ ļƒļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ     ļƒļƒ  ļƒ ļƒ  ļƒŽļƒ… ļƒ ļƒŽ ļƒ ļƒ  ļ‚· ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ   ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚·     senza sord. 137 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ   ļƒ ļƒļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ  ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒļƒ ļƒ ļ‚· ļ‚· ļ‚· ļƒ      138 ļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ  ļƒ ļƒļƒ ļƒ ļƒ ļƒ   ļƒ ļƒļƒ  ļƒ ļƒ ļƒļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 6 ļ‚· ļ‚· ļ‚· ļƒ ļƒ            73
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                      Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 139  ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļƒļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ      ļƒļƒ ļƒ ļƒ  ļƒ ļƒ ļƒļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ   ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ   Sus.Cymb.(softyarn)   Tam-tam(beater) ļ‚·          senza sord.   140 ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒļƒ ļƒ ļ€£ļƒļƒ  ļƒ ļ®ļƒļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ         ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ    ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ 333 ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ 333       ļ‚·              141 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ  ļƒļƒ ļƒ ļƒļƒ ļƒ  ļƒļƒ ļƒ ļƒ ļ®ļƒļƒ ļƒ ļƒ ļ®ļƒļƒ ļƒļƒ ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ      ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ      ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ        ļƒ ļƒŽļƒŽ ļ‚·  ļƒ„   ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„   ļƒ„ ļƒ„ ļƒ„ ļƒ„  142 ļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒļƒ ļƒļƒ ļƒ   ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ         ļƒ ļƒ  ļƒ           ļ‚·        74
                                                                                                                                                                                                                                                                                                                                          Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Mrb. Xyl. Vib. Glk. Chm. E.Gtr. E.B. D.B. SoloPno. 143 ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ  ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļ®ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒŽļƒ¤ ļƒ… ļƒļƒ ļƒ  Mba. (hardyarn) ļƒŽļƒ¤ ļƒ… ļƒļƒ (hardyarn) ļ‚· ļ‚·  ļ‚ ļ‚ ļ‚ ļ‚ L 144 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļ®ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļ‚· ļ‚· 145 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ  ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļ®ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļ‚· ļ‚·   146 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļ‚· ļ‚· 147 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ  ļƒļƒ ļƒ ļƒ 3 ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļ®ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļ‚· ļ‚· 148 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļ®ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļ‚· ļ‚· 149 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļ‚· ļ‚· 150 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚·   ļž ļž 75
                                                                                                                                                                                                                                                                                                                                          Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Mrb. Xyl. Vib. Glk. Chm. E.Gtr. E.B. D.B. SoloPno. 151 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ®ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· 152 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļ®ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· 153 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļ€£ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ ļ€£ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļ‚· ļ‚· ļ‚· 154 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļ‚· ļ‚· ļ‚· 155 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ pulling back... ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· 76
                                                                  Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4&5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Mrb. Xyl. Vib. Glk. Chm. E.Gtr. E.B. D.B. SoloPno. 156 ļ‚·  ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒļƒ ļƒ   ļƒ¤ļƒŽ subito  ļƒ ļƒļƒ ļƒ  ļƒ¤ļƒŽ ļ‚·  ļƒ ļƒļƒļ®ļƒ ļƒ¤ļƒŽ  ļƒ ļƒļƒ ļƒ   ļƒ¤ļƒŽ          ļ‚·       M 157 ļ‚· ļƒ ļ®ļƒ ļƒ  ļƒ ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒļƒ ļƒ   ļƒ¤ļƒŽ  ļƒ ļƒļƒ ļƒ ļƒ¤ļƒŽ ļ‚·  ļƒ ļƒļƒ ļƒ ļƒ¤ļƒŽ  ļƒ ļƒļƒ ļƒ   ļƒ¤ļƒŽ         ļ‚· 158 ļ‚·  ļƒ  ļƒ ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒļƒ ļƒ ļƒŽ  ļƒ ļƒļƒ ļƒļƒ ļƒŽ ļ‚·  ļƒ ļƒļƒ ļƒ ļƒŽ  ļƒ ļƒļƒ ļƒ ļƒŽ  ļƒ ļƒļƒ ļƒļƒ  ļƒ ļƒļƒ ļƒ ļ‚· 159 ļ‚·  ļƒ ļ€£ļƒ  ļƒ  ļ‚· ļ‚· ļ‚·  ļ‚· ļ‚·  ļƒ ļƒ ļ®ļƒļƒļ®ļ®ļ® ļƒ¤ļƒŽ  ļƒ ļƒļƒ ļƒ  ļƒ¤ļƒŽ ļ‚·  ļƒ ļƒļƒ ļƒļ€£ļ€£ ļƒ¤ļƒŽ  ļƒ ļƒ ļ®ļƒļƒļ®ļ®ļ® ļƒ¤ļƒŽ        ļ‚· 160 ļ‚· ļ‚· ļ‚· ļ‚·  4. ļ‚· ļ‚· ļƒ ļƒļƒ ļƒ ļƒ ļƒ  ļƒ ļƒļƒ ļƒļƒ  ļƒ ļ‚·  ļƒ ļƒļƒ ļƒ ļƒ¤ļƒŽ  ļƒ ļƒļƒ ļƒ   ļƒ¤ļƒŽ     ļ€£ļ€£ļ€£ļ€£ļƒŗļƒŗ    marcato  161 ļ‚· ļ‚· ļ‚· ļ‚·  3. ļƒ ļƒŽ ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļ‚· ļ‚·    162 ļ‚· ļ‚· ļ‚· ļ‚· ļƒŗļƒ ļƒŽ ļ‚· ļ‚· ļƒ  ļƒ  ļƒļƒ ļƒļƒ ļƒ  ļ‚· ļ‚·   163 ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒŽ  2. ļ‚· ļ‚· ļƒ ļƒ  ļƒ ļƒļƒ  ļƒļƒ ļƒ  ļ‚· ļ‚·   164 ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒŽ  ļ‚· ļ‚·  ļƒ ļƒ ļƒ ļƒļƒ ļ‚· ļ‚·   165 ļ‚· ļ‚· ļ‚· ļ‚·  ļ‚· 1. ļƒ ļƒŽ ļ‚· ļ‚·   ļƒļƒ ļƒļƒ ļƒ  ļ‚· ļ‚·   166 ļ‚· ļ‚· ļ‚· ļ‚·  ļ‚· ļ‚· ļ‚· ļ‚·     ļ‚”                                                     77
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                      Piccolo Flute1-3 Flute4&5 Oboe1&2 Clarinet1-3 Clarinet4&5 Bass Clarinet1 Bass Clarinet2 Contrabass Clarinet AltoSax1 AltoSax2 TenorSax BaritoneSax Bassoon1&2 Contrabassoon Horn1&3 Horn2&4 Trumpet1&3 Trumpet2 Trombone1&2 BassTrombone Tuba Timpani Percussion1 Percussion2 Percussion3 Percussion4 Percussion5 ElectricGuitar ElectricBass DoubleBass SoloPiano ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļƒ„
(=120) 2 ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· 3 ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· 4 ļƒ ļƒ ļƒ… ļƒ ļƒ  ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ… ļƒ ļ‚· ļ‚· ļ‚· 5 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ  ļ‚· ļ‚· ļ‚· 6 ļƒ ļƒ ļƒ… ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ… ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· 7 ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· 8  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚·
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DarklyPeppy
III.RageForsaken
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                    Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 9 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 10 ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ solo  ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ 1.  ļƒļƒ   ļƒļƒ   ļƒļƒ   ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ  ļ‚·  ļƒ ļƒ¤ļƒŽļƒŽ   ļƒ ļƒ¤ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ Woodblocks ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ Snare(rim) ļƒ ļƒ ļƒ KickDrum          A 11 ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļ‚· ļ‚· ļ‚· ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒļƒ   ļƒļƒ   ļƒļƒ   ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ  ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ ļƒ 12 ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļ‚· ļ‚· ļ‚· ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒļƒ   ļƒļƒ   ļƒļƒ   ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ  ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ ļƒ 13 ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļ‚· ļ‚·  ļƒ ļƒ¤ļƒŽļƒŽ ļ‚· ļƒ ļƒ… ļƒ  ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ… ļƒ  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ   ļƒļƒ   ļƒļƒ   ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ  ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ ļƒ  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ      14 ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļ‚· ļ‚· ļƒŽ  ļƒ ļƒ¤ļƒŽ ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ  ļƒ  ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒļƒ  ļƒ ļƒ   ļƒļƒ   ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ  ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ ļƒ ļƒŽ  ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒ ļƒ¤ļƒŽ 15 ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚·  ļƒ ļƒ¤ļƒŽ  ļƒ  ļ‚· ļƒ ļƒ… ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ… ļƒ ļƒ ļƒ  ļƒ ļƒ¤ļƒŽ  ļƒ   ļƒ ļƒ   ļƒļƒ  ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ  ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ ļƒ  ļƒ ļƒ¤ļƒŽ  ļƒ   ļƒ ļƒ¤ļƒŽ  ļƒ   ļƒ ļƒ¤ļƒŽ  ļƒ  16 ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļ‚· ļ‚· ļ‚· ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒļƒ   ļƒļƒ   ļƒļƒ   ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ  ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ ļƒ                      79
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 17 ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļ‚·  ļƒ ļƒ¤ļƒŽ ļ‚·  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ   ļƒļƒ   ļƒ ļƒ   ļƒ ļƒ  ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ   18 ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļ‚·  ļƒ  ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ  ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ  ļƒ  ļƒ   ļƒ   ļƒ  19  ļƒļƒ ļƒ  ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒļƒ ļƒ  ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽļƒŽ ļ‚· ļ‚·  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļ®ļƒ ļƒ¤ļƒŽļƒŽ ļƒ ļƒ  ļƒ  ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒŽ ļƒ ļƒ  ļƒ  ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ… ļƒ ļƒ ļ‚· ļ‚· ļ‚·  ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§    marcato B 20 ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ  ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļ‚· ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ   ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· 21 ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ  ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· 22 ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ  ļƒ  ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· 23 ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ  ļƒ  ļƒ ļƒ  ļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ  ļƒ  ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļ®ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· 24 ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ  ļƒ ļƒ ļƒ  ļƒ   ļƒ ļƒ  ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ ļƒ… ļƒ ļ®ļƒ  ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚·                       80
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 25 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ   ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļ®ļƒ  ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ ļ‚· ļ‚· 26 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ  ļƒ  ļƒ ļƒ  ļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ  ļƒ ļƒ ļ‚· ļ‚· 27 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· 28 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· 29 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· 30 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ  ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· 31 ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ  ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļ®ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ  ļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļ®ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒļƒ ļƒŽ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ   ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ  ļ‚· ļ‚·       32  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒļƒ ļƒ  ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽļƒŽ  ļƒļƒ ļƒ  ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ ļŖļ®ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ ļŖļ®ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļ®ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒļƒ ļƒ¤ļƒŽļƒŽ  ļƒļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽļƒŽ ļŖļ®ļƒ ļƒ¤ļƒŽļƒŽ  ļƒļƒ ļ®ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ   ļƒ ļƒ¤ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ ļƒ  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ ļƒ„ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§    ļ‚§  C                       ļž    81
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                    Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 33 ļƒŽ  ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒļƒ ļƒ  ļƒ¤ļƒŽ ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒļƒ ļƒ  ļƒ¤ļƒŽ ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒ ļƒ¤ļƒŽ ļƒŽ ļŖļ®ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒ ļƒ¤ļƒŽ ļƒŽļŖ ļ®ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒ ļ®ļƒ¤ļƒŽ ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ ļƒŽļŖ ļ®ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒļƒ ļ®ļƒ¤ļƒŽ ļƒŽ  ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒ ļƒ¤ļƒŽ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļ®ļƒ  ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒŽ  ļƒ ļƒ¤ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ ļƒ ļ‚· ļƒŽ  ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒ ļƒ¤ļƒŽ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ 34  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒļƒ ļƒ  ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽļƒŽ  ļƒļƒ ļƒ  ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ ļŖļ®ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ ļŖļ®ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļ®ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒļƒ ļƒ¤ļƒŽļƒŽ  ļƒļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽļƒŽ ļŖļ®ļƒ ļƒ¤ļƒŽļƒŽ  ļƒļƒ ļ®ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļ®ļƒ ļƒ  ļƒ ļƒ¤ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ ļƒ ļ‚·  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ 35  ļƒ  ļƒ ļƒŽ  ļƒļƒ ļƒ   ļƒļƒ ļƒ ļƒŽ  ļƒ ļƒ  ļƒ ļƒ ļƒŽ  ļƒ ļƒ  ļƒ ļƒ ļƒŽ  ļƒļƒ ļƒ   ļƒļƒ ļƒ ļƒŽ  ļƒ ļƒ  ļƒ ļƒ ļƒŽ  ļƒ  ļƒ ļƒŽ ļŖļ®ļƒ  ļƒ ļƒŽ  ļƒ  ļƒ ļƒŽ  ļƒ  ļƒ ļƒŽ ļŖļ®ļƒ  ļƒ ļƒŽ  ļƒ  ļƒ ļƒŽ  ļƒ  ļƒ ļƒŽ  ļƒ ļƒ  ļƒ ļƒ ļƒŽ  ļƒ  ļƒ ļƒŽ  ļƒļƒ  ļƒļƒ ļƒŽ  ļƒļƒ  ļƒļƒ ļƒŽ  ļƒ ļƒ  ļƒ ļƒ ļƒŽ ļŖļ®ļƒ  ļƒ ļƒŽ  ļƒļƒ  ļƒļƒ ļƒŽ  ļƒ  ļƒ ļƒŽ  ļƒ  ļƒ ļƒŽ ļƒ ļƒ ļƒ… ļƒ ļ®ļƒ   ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ… ļƒ ļ®ļƒ   ļƒ  ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ ļƒ ļ‚·  ļƒ  ļƒ ļƒŽ  ļƒ  ļƒ ļƒŽ  ļƒ  ļƒ ļƒŽ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ļ‚§ ļ‚§ļ‚§ ļ‚§ļ‚§ 36 ļƒŽ  ļƒ  ļƒ ļƒŽ  ļƒļƒ ļƒ   ļƒļƒ ļƒ ļƒŽ  ļƒ ļƒ  ļƒ ļƒ ļƒŽ  ļƒ ļƒ  ļƒ ļƒ ļƒŽ  ļƒļƒ ļƒ   ļƒļƒ ļƒ ļƒŽ  ļƒ ļƒ  ļƒ ļƒ ļƒŽ  ļƒ  ļƒ ļƒŽ ļŖļ®ļƒ  ļƒ ļƒŽ  ļƒ  ļƒ ļƒŽ  ļƒ  ļƒ ļƒŽļŖ ļ®ļƒ  ļƒ ļƒŽ  ļƒ  ļƒ ļƒŽ  ļƒ  ļƒ ļƒŽ  ļƒ ļƒ  ļƒ ļƒ ļƒŽ  ļƒ  ļƒ ļƒŽ  ļƒļƒ  ļƒļƒ ļƒŽ  ļƒļƒ  ļƒļƒ ļƒŽ  ļƒ ļƒ  ļƒ ļƒ ļƒŽļŖ ļ®ļƒ  ļƒ ļƒŽ  ļƒļƒ  ļƒļƒ ļƒŽ  ļƒ  ļƒ ļƒŽ  ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļ®ļƒ   ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒŽ  ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ ļƒ ļ‚· ļƒŽ  ļƒ  ļƒ ļƒŽ  ļƒ  ļƒ ļƒŽ  ļƒ  ļƒ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ļ‚§ ļ‚§ļ‚§ ļ‚§ļ‚§ 37  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒļƒ ļƒ  ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽļƒŽ  ļƒļƒ ļƒ  ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ ļŖļ®ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ ļŖļ®ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļ®ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒļƒ ļƒ¤ļƒŽļƒŽ 3.  ļƒļƒ  ļƒ ļƒ ļƒ ļƒ 2.  ļƒ ļƒ ļƒ¤ļƒŽļƒŽ ļŖļ®ļƒ ļƒ¤ļƒŽļƒŽ  ļƒļƒ ļ®ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ ļƒ ļƒ ļƒ… ļƒ ļ®ļƒ   ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ¤ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ ļƒ ļ‚·  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§  ļ‚§ ļ‚§ ļ‚§ 38 ļƒŽ  ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒļƒ ļƒ  ļƒ¤ļƒŽ ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒļƒ ļƒ  ļƒ¤ļƒŽ ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒ ļƒ¤ļƒŽ ļƒŽ ļŖļ®ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒ ļƒ¤ļƒŽ ļƒŽļŖ ļ®ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒ ļ®ļƒ¤ļƒŽ ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒ ļƒ¤ļƒŽ ļƒŽļƒ¤ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ 1.  ļƒļƒ¤ļƒŽļƒ¤ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽ 4. ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ ļƒŽļŖ ļ®ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒļƒ ļ®ļƒ¤ļƒŽ ļƒŽ  ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒ ļƒ¤ļƒŽ ļƒ… ļƒ ļƒ ļƒļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļ®ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒŽ  ļƒ ļƒ¤ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ ļƒ ļ‚· ļƒŽ  ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒ ļƒ¤ļƒŽ ļƒŽ  ļƒ ļƒ¤ļƒŽ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§  ļ‚§ ļ‚§ ļ‚§ 39 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚·  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ…ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ ļ‚· ļ‚· 40 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļ‚  ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ ļƒ ļ‚· ļ‚·                       ļž                          ļž                                         ļžļž                                          ļžļž                           ļž                        ļž    82
                      ļ‚     ļ‚‹ ļ‚‹  ļ‚‹                                                                                                                                                                                                                                        Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Mrb. Perc.2 Perc.3 Glk. Perc.5 E.Gtr. E.B. D.B. SoloPno. 57 ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ   ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ   ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ  ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ  ļƒ  ļƒ  ļƒ ļƒ ļƒ ļƒ   ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ   ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 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ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· 64 ļ‚· ļ‚· ļƒ ļƒ  ļƒ ļ‚· ļƒ ļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ  ļƒ     ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒŽ ļ‚· ļ‚· ļ‚·                                                                          ļž                        ļ‚Š        ļ‚Š                               85
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                                                                                                                                                                                                                            Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 65 ļ‚· ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ 3. 1. ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 3 3 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 3 3 ļ‚· ļ‚· ļ‚·    66 ļ‚·     ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ Woodblocks ļ‚· ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ Snare(rim) ļƒ ļƒ ļƒ KickDrum ļ‚· ļ‚·    G 67 ļ‚·   ļƒŽ   ļƒŽ ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ ļƒ ļ‚· ļ‚· 68 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ ļƒ ļ‚· ļ‚· 69 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ ļƒ ļ‚· ļ‚· 70 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ ļ‚· ļ‚· 71 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ  ļƒ ļ‚· ļ‚·  72 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒŽ ļ‚· ļƒ ļƒŽ ļƒ ļƒŽ ļ‚· ļ‚· 86
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                      Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 73 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļ‚· ļ‚· 74 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ… ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļ‚· ļ‚· 75 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· 76 ļ‚· ļ‚· ļ‚· ļ‚·  ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· 77 ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒļ¢ļƒ ļƒ ļƒ 1.solo ļ‚· ļ‚· ļ‚·  ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļ‚· ļ‚·   H 78 ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ… ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚·  ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒļ¢ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· 79 ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚·  ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļ¢ļƒ ļƒ ļ‚· ļ‚· 80 ļƒ ļƒ… ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 1.solo ļ‚· ļ‚· ļ‚· ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽ  ļ‚· ļ‚· ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚·    87
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 81 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ… ļƒ ļƒļƒ ļƒ ļƒ… ļ®ļƒ ļƒ…ļƒ ļƒ ļƒ ļ‚· ļ‚· ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ  ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒļƒļƒ ļƒ   82 ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒŽ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽ ļƒŽ  ļ‚· ļ‚· ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 83 ļƒ ļƒļƒļƒļƒ ļƒļƒ ļƒ…ļƒ ļƒļƒ ļƒ ļƒ… ļƒ  ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ¤ļƒŽ ļƒļƒ ļƒ ļƒ ļƒ ļƒŽ   BucketMute ļƒŽ  BucketMute ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒļƒļƒļƒļƒļƒļƒļƒļƒļƒļƒ     84 ļ¢ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒļ¢ļƒ ļƒ ļƒ ļƒ… ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒļ¢ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒļ‚ŗļƒ ļƒ ļƒ 1.solo ļ‚· ļ‚·    ļ‚· ļƒ ļ¢ļƒ  ļƒ ļƒ ļ¢ļƒ  ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļ¢ļƒļƒ ļƒ ļƒ ļƒ ļ¢ļƒļ‚ŗļƒ ļƒ ļ¢ļƒ   sub.  I 85 ļ‚ŗļƒ ļƒļ¢ļƒ ļƒ ļƒļƒļ‚ŗļƒ ļƒ  ļ¢ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚ŗļƒ ļƒ… ļƒ ļƒ… ļƒļ¢ļƒ ļƒļ¢ļƒ ļƒ… ļ¢ļƒ ļƒ…ļƒ ļƒ ļƒ ļ‚· ļ‚·    ļ‚· ļƒ… ļƒ ļ¢ļƒ  ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļ‚ŗļƒ ļ‚ŗļƒ ļƒ ļƒ ļƒ ļƒ ļƒļ¢ļƒ 86  ļƒļ‚ŗļƒļ¢ļƒ ļƒļ¢ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒļ‚ŗļƒ ļƒ ļƒ…ļ¢ļƒļ¢ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļ¢ļƒ ļƒ… ļ¢ļƒ ļƒ ļƒļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚·    ļƒŽ   BucketMute ļƒŽ  BucketMute ļ‚· ļƒ ļƒ ļƒ… ļƒ ļƒ ļ¢ļƒ  ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļ‚ŗļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļ¢ļƒ  ļƒ ļƒ   87 ļƒļ¢ļƒ ļ‚ŗļƒ ļƒ ļƒ ļƒ ļƒ ļƒļ¢ļƒ ļ‚ŗļƒļ¢ļƒļ¢ļƒ ļƒ ļƒ ļƒļƒ ļƒ… ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ… ļƒ  ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļƒŽ ļƒ ļƒ  ļƒ  ļƒ ļ¢ļƒ   ļƒ ļ‚·    ļ‚· ļƒ ļƒ ļƒ… ļƒ ļ¢ļƒ   ļƒ ļ¢ļƒ  ļƒ… ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļ¢ļƒ  ļƒļ¢ļƒ     88 ļƒ ļƒļ¢ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļ¢ļƒ ļƒ ļƒ ļƒļƒļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒļ¢ļƒ ļƒ ļƒ…ļƒ ļƒ ļƒļ¢ļƒ ļƒ ļƒ ļ‚· ļ‚· ļƒŽ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒŽ ļ‚·    ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒļ¢ļƒ ļƒ ļƒ ļƒ  88
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 89 ļƒ… ļƒ ļ¢ļƒ ļƒ ļ¢ļƒ ļƒ… ļƒ ļƒ… ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ… ļƒ ļ¢ļƒ ļƒ ļ¢ļƒ ļƒ… ļ¢ļƒ ļƒ… ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒŽļƒŽ  ļƒ  ļƒŽļƒŽ ļƒŽ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒŽ  ļƒŽ      ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļ¢ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ 5 ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 3 ļ‚·      90 ļ¢ļƒ ļƒ… ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒ… ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļ¢ļƒ ļƒ ļ¢ļƒ  ļƒ  ļƒ ļƒ ļ®ļƒ ļ¢ļƒ  ļƒ ļƒ¤ļƒ… ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒŽļƒ… ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒ… ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ… ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒŽ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļƒŽ ļ¢ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļ‚· ļƒŽļƒ¤ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ  ļƒ  ļƒ  ļƒ ļƒ¤ļƒŽ   ļƒŽļƒŽļƒ¤ ļ¢ļƒļƒ ļƒŽļƒŽļƒ¤ ļ¢ļƒ ļƒŽļƒŽļƒ¤ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļ¢ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ 6 ļ¢ļƒ ļƒ ļ¢ļƒ ļ‚·        senza sord. senza sord.    91 ļƒ ļƒ… ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļ®ļƒ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ 4. ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ… ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ… ļƒ ļƒ ļƒ… ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ  ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ  ļƒ  ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ  ļƒ ļƒ  ļƒ ļ¢ļƒ ļƒ ļƒ  ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒŽ  ļƒ ļƒŽļƒ¤ ļƒ ļƒ ļƒ  ļ¢ļƒļƒ  ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļ¢ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… 5 5 ļ‚·     ļ‚§   ļ‚§  ļ‚§   92 ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒŽļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļ‚ŗļƒ  ļƒ… ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ  ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ… ļ®ļƒ ļƒ… ļƒ ļ¢ļƒ ļƒļ‚ŗļƒ ļƒ… ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ… ļƒ ļ¢ļƒ ļƒļ‚ŗļƒ ļƒ… ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ… ļ¢ļƒ  ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ¤ļƒŽ ļƒ… ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ… ļ®ļƒ ļƒ… ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ  ļƒ ļƒ¤ļƒŽ ļƒ ļ¢ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ¤ļƒŽ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļ¢ļƒļƒ   ļƒļƒ  ļƒļƒ ļŖļ¢ļƒ   ļƒ  ļƒ  ļƒ   ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļ‚·  ļ‚§ ļ‚§ ļ‚§ J 93 ļƒ… ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ… ļ®ļƒ ļƒ… ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ… ļ®ļƒ ļƒ ļ¢ļƒ  ļƒ… ļƒ ļƒ  ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ… ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ… ļƒ  ļƒ ļ¢ļƒ ļƒ ļ¢ļƒ ļƒ… ļƒ  ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ  ļƒ  ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļ¢ļƒ  ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ  ļ¢ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒŽ  ļƒŽ ļ¢ļƒ ļƒ  ļƒ ļƒ ļƒ ļŖļ¢ļƒ   ļƒ  ļƒŽ ļƒŽ  ļ¢ļƒļƒ  ļƒļƒ   ļƒļƒ   ļ¢ļƒ  ļƒ   ļƒ   ļ¢ļƒļƒ  ļƒļƒ   ļƒļƒ   ļ¢ļƒ ļƒ  ļƒ   ļƒ  ļƒ   ļƒ  ļƒ… ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļ¢ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļ¢ļƒ  ļ‚·      senza sord. senza sord.   ļ‚§ ļ‚§ ļ‚§          89
                         ļ‚‹ ļ‚‹ ļ‚‹  ļ‚‹                                                                                                                                                                     Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb. Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt. 1&3 Tpt. 2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Glk. Perc.5 E.Gtr. E.B. D.B. SoloPno. ļƒ™ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ 94 ļ¢ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ… ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ… ļ¢ļƒ  ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ…  ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ  ļƒ ļ¢ļƒ ļƒ… ļƒ  ļƒ ļƒ ļƒ… ļƒ ļ¢ļƒ ļƒ…  ļƒ ļƒ ļƒ… ļ¢ļƒ ļƒ ļƒ… ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ  ļƒ  ļƒ… ļƒ  ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ  ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒļƒ  ļƒ ļƒ  ļƒŽ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļƒŽ ļƒ  ļƒ  ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļ¢ļƒļƒ ļƒļƒ  ļƒļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļ¢ļƒ ļƒ  ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ  ļƒ  ļƒ ļ¢ļƒ  ļƒ ļƒ  ļƒ ļƒ    ļƒ ļ¢ļƒ   ļƒŽ ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ   ļ‚· ļ‚§ ļ‚§ ļ‚§ ļƒ„ 95 ļƒ ļƒ… ļƒ  ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ… ļƒ  ļƒ ļƒ… ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚ŗļƒ  ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚ŗļƒ ļƒ ļƒ ļƒ… ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚ŗļƒ ļƒ ļƒ ļ¢ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ… ļƒ ļƒ  ļƒ  ļƒ ļƒ¤ļƒŽ ļ¢ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ¤ļƒŽ ļƒ ļ¢ļƒ ļ¢ļƒļƒ  ļƒ ļƒ ļƒ¤ļƒŽ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļ¢ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒŽ  ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒŽ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļ¢ļƒ  ļ¢ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒŽ  Woodblocks ļ‚·  ļ‚§ ļ‚§ ļ‚§ 96 ļƒ  ļƒ ļƒ… ļƒ ļƒ  ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚ŗļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚ŗļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚ŗļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚ŗļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚ŗļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļ‚ŗļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ… ļƒ ļƒ ļ‚ŗļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļ‚ŗļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļ‚ŗļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļ¢ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ   ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚ŗļƒ  ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ  ļƒ ļ¢ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒ® ļƒ ļƒ ļƒŽļƒ® ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ LogDrum (softyarn)  ļƒ  Tam-tam(beater) ļƒ ļ¢ļƒ ļƒ… ļƒ ļƒ ļ‚ŗļƒ ļƒ ļƒ Glockenspiel ļƒ ļƒ ļƒļƒ ļƒ ļƒ Toms (softyarn) B.D. ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļ‚§ ļƒ„ ļƒ„ ļ‚ ļƒ„ ļƒ„ K 97 ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļ‚· ļƒ„       ļž ļž ļž ļž ļž ļž            ļž               ļž                               90
                         ļ‚‹ ļ‚‹                                                                                                                                                                          Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Vib. Glk. Chm. E.Gtr. E.B. D.B. 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Cymb. ļƒ ļƒŽļƒ®     Vibraphone(hardyarn)    Chimes  ļƒ ļƒ ļƒļƒ ļƒ    ļ®ļƒ¤ļƒŽļƒ® ļƒ ļƒ ļƒŽļƒ® ļƒ ļƒ  ļƒ„ ļƒ„ ļƒ„ ļƒ„  ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ļƒŖ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„  M 124 ļ‚·  ļƒ ļƒŽļƒ® ļƒ ļƒŽļƒ® ļ®ļƒ ļƒŽļƒ® ļ‚· ļ®ļƒ ļƒ ļ®ļƒ ļ®ļƒ ļŖļ¢ļƒ  ļƒļƒļƒļƒļƒ  ļƒļƒļƒļƒ  ļƒ ļƒ… ļƒ ļ‚ŗļƒļƒļƒļƒļƒ ļƒļƒļƒļƒļŠ ļƒ ļƒ… ļ¢ļƒļƒļƒļƒļƒ ļƒļƒļƒļƒļƒ  ļƒ ļƒ… ļ®ļƒļƒļƒļƒļƒ  ļƒ ļƒ… ļƒļƒ ļƒŽļƒ® ļƒ ļƒŽļƒ® ļƒ ļƒŽļƒ® ļƒŗļƒ ļƒļ¢ļƒ ļƒ ļƒŽ 3 ļ‚‹ ļ‚‹ ļ‚· ļ‚·  ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļƒ„ 125 ļ‚·  ļ‚· ļ‚·  ļ¢ļƒļƒļƒļƒ  ļƒ ļƒ…ļ‚ŗļƒļƒļƒļƒļƒ  ļƒ ļƒ…  ļƒ ļƒ… ļƒļƒļƒļƒļƒ  ļƒ ļƒ… ļ®ļƒļƒļƒļƒļƒ ļƒļƒļƒļƒļƒ  ļƒ ļƒ…ļƒ¤ ļ¢ļƒļƒļƒļƒ  ļƒ ļƒ…  ļƒ ļƒ ļƒļƒļ®ļ®ļ® ļƒ ļƒļƒ ļƒ   ļƒ ļƒ ļ®ļƒļƒ  ļƒļƒ ļƒ ļƒ  ļƒ ļƒ ļ®ļ®ļƒļƒ ļƒ ļƒ ļ®ļƒļƒ ļƒ ļƒļƒ ļƒ   ļƒ ļƒ ļ¢ļƒļƒ  ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ  ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļ¢ļƒļƒ  ļƒ ļƒļƒ ļƒ ļƒ ļƒļ¢ļƒ ļƒ  ļƒ ļƒ ļƒ 3 3  Ratchet  Tam-tam (beater) ļƒŽļƒ¤ ļ¢ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒ® BrakeDrum ļ‚· ļ‚‹ ļ‚·  ļƒ„ ļƒ„ ļ‚§ ļƒ„ 126 ļ‚·    ļ‚· ļ‚· ļ¢ļƒļƒļƒļƒļƒ  ļƒļƒļƒļƒ  ļƒ ļƒ… ļ®ļƒļƒļƒļƒļƒ  ļƒ ļƒ… ļ®ļƒļƒļƒļƒ ļƒ  ļƒļƒļƒļƒļŠ ļƒ ļƒ…  ļ¢ļƒļƒļƒļƒ  ļƒ ļƒ… ļ¢ļƒļƒļƒļƒļƒ  ļƒ ļƒ… ļƒ ļƒ ļƒļƒļ®ļ®ļ® ļƒ ļƒļƒ ļƒ   ļƒ ļƒ ļ®ļƒļƒ  ļƒļƒ ļƒ ļƒ  ļƒ ļƒ ļ®ļ®ļƒļƒ ļƒ ļƒ ļ®ļƒļƒ ļƒ ļƒļƒ ļƒļ®ļ®ļ® ļƒ ļƒ ļ®ļƒļƒ ļƒ ļƒ ļ¢ļƒļƒ  ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ  ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļ¢ļƒļƒ  ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ  ļƒ ļƒļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 3 3 ļƒ ļƒļ§ ļƒļ§ 3 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ Snare ļƒ ļƒ ļƒ ļƒ Kick Drum ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 3 3 3 Toms(softyarn) ļ‚·    ļƒ„ ļƒ„                                       ļž ļž ļž ļž  ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž          ļ‚”   ļ‚”    ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž               ļž ļž                   94
                         ļ‚‹  ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                 Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Xyl. Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. ļƒƒļ€© ļƒ™ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ļ¾ 127        ļƒ ļƒ… ļƒļƒļƒļƒļƒ  ļƒļƒļƒļƒ  ļƒ ļƒ…  ļ‚ŗļƒļƒļƒļƒļƒ ļƒļƒļƒļƒļŠ ļƒ ļƒ… ļ¢ļƒļƒļƒļƒļƒ ļƒļƒļƒļƒļƒ  ļƒ ļƒ… ļ®ļƒļƒļƒļƒļƒ  ļƒ ļƒ… ļƒ ļƒ ļƒļƒļ®ļ®ļ® ļƒ ļƒļƒ ļƒ   ļƒ ļƒ ļ®ļƒļƒ  ļƒļƒ ļƒ ļƒ  ļƒ ļƒ ļ®ļ®ļƒļƒ ļƒ ļƒ ļ®ļƒļƒ ļƒ ļƒļƒ ļƒļ®ļ®ļ® ļƒ ļƒ ļ®ļƒļƒ ļƒ ļƒ ļ¢ļƒļƒ  ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ  ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļ¢ļƒļƒ  ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ  ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 5 3  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ 3 3 3 Woodblocks ļƒ ļƒļ§ ļƒ  3  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽ 3 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 3 6 33      128       ļ¢ļƒļƒļƒļƒ  ļƒ ļƒ…ļ‚ŗļƒļƒļƒļƒļƒ  ļƒ ļƒ…  ļƒ ļƒ… ļƒļƒļƒļƒļƒ  ļƒ ļƒ… ļ®ļƒļƒļƒļƒļƒ ļƒļƒļƒļƒļƒ  ļƒ ļƒ…ļƒ¤ ļ¢ļƒļƒļƒļƒ  ļƒ ļƒ… ļƒļƒ ļƒ ļƒ   ļƒ ļƒ ļƒļƒļ®ļ®ļ® ļƒ ļƒļƒ ļƒ   ļƒ ļƒ ļ®ļƒļƒ  ļƒļƒ ļƒ ļƒ  ļƒ ļƒ ļ®ļƒļƒ ļƒ ļƒ ļ®ļƒļƒ ļƒ ļƒļƒ ļƒ  ļƒļƒ ļƒ ļƒ  ļƒ ļƒ ļ¢ļƒļƒ  ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ  ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ  ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ 5 ļƒŽļƒ¤ ļƒ ļƒ ļƒ 3 ļ®ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ  ļƒļƒ ļƒļƒ ļƒļƒ 3 Bongos ļƒŽ ļƒ ļƒ… ļƒ ļƒŽļƒŽļƒ¤ ļƒ BassDrum   ļ‚ ļƒ„ ļ‚ļ‚ 129          ļ¢ļƒļƒļƒļƒļƒ  ļƒļƒļƒļƒ  ļƒ ļƒ… ļ®ļƒļƒļƒļƒļƒ  ļƒ ļƒ… ļ®ļƒļƒļƒļƒ ļƒ  ļƒļƒļƒļƒļŠ ļƒ ļƒ…  ļ¢ļƒļƒļƒļƒ  ļƒ ļƒ… ļ¢ļƒļƒļƒļƒļƒ  ļƒ ļƒ… ļƒ ļƒ ļ®ļ®ļ®ļƒļƒ ļƒļƒ ļƒ ļƒļ®ļ® ļƒ ļƒ ļ®ļ®ļƒļƒ ļƒ ļƒ ļƒļƒļ®ļ®ļ® ļƒ ļƒļƒ ļƒ   ļƒ ļƒ ļ®ļƒļƒ  ļƒļƒ ļƒ ļƒ  ļƒ ļƒ ļ®ļƒļƒ ļƒ ļƒ ļƒļƒ  ļƒļƒ ļƒ ļƒ  ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļ¢ļƒļƒ  ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ  ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ 3 ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 3 3 ļƒŽ ļƒ  ļƒ ļƒŽ   ļ‚§   ļ‚ļ‚     130          ļƒ ļƒ… ļƒļƒļƒļƒļƒ  ļƒļƒļƒļƒ  ļƒ ļƒ…  ļ‚ŗļƒļƒļƒļƒļƒ ļƒļƒļƒļƒļŠ ļƒ ļƒ… ļ¢ļƒļƒļƒļƒļƒ ļƒļƒļƒļƒļƒ  ļƒ ļƒ… ļ®ļƒļƒļƒļƒļƒ  ļƒ ļƒ… ļƒ ļƒ ļ®ļ®ļƒļƒ ļƒ ļƒļƒ ļƒ  ļƒ ļƒ ļ®ļƒļƒ ļƒļƒ ļƒ ļƒļ®ļ® ļƒ ļƒ ļ®ļ®ļƒļƒ ļƒ ļƒ ļ®ļƒļƒ ļƒ ļƒ ļƒļƒļ®ļ®ļ® ļƒ ļƒļƒ ļƒ   ļƒ ļƒ ļ¢ļƒļƒ  ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ  ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļ¢ļƒļƒ  ļƒ ļƒ ļ¢ļƒļƒ  ļƒ ļƒļƒ ļƒ    3                                        ļž ļžļž                 ļž  ļž  ļž ļž                 95
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                            Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. ļƒƒļ€©  131         ļ‚· ļ‚· ļ‚·  ļ¢ļƒļƒļƒļƒ  ļƒ ļƒ…ļ‚ŗļƒļƒļƒļƒļƒ  ļƒ ļƒ…  ļƒ ļƒ… ļƒļƒļƒļƒļƒ  ļƒ ļƒ… ļ®ļƒļƒļƒļƒļƒ ļƒļƒļƒļƒļƒ  ļƒ ļƒ…ļƒ¤ ļ¢ļƒļƒļƒļƒ  ļƒ ļƒ… ļ‚· ļƒ ļƒ ļ®ļƒļƒļ®ļ®ļ® ļƒļƒ ļƒ ļƒ  ļƒ ļƒ ļ®ļ®ļƒļƒ ļƒ ļƒ ļ®ļƒļƒ ļƒ ļƒļƒ ļƒļ®ļ®ļ® ļƒ ļƒ ļ®ļƒļƒ ļƒļƒ ļƒ ļƒ  ļƒ ļƒ ļ®ļƒļƒ ļƒ ļƒ ļƒļƒ  ļƒļƒ ļƒ ļƒ  ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļ¢ļƒļƒ  ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ  ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ   ļ‚· ļ‚· ļ‚·   132         ļ‚· ļ‚· ļ‚· ļ¢ļƒļƒļƒļƒ ļƒ  ļƒļƒļƒļƒ  ļƒ ļƒ… ļ®ļƒļƒ ļƒļƒļƒ  ļƒ ļƒ… ļ®ļƒļƒļƒļƒ ļƒ  ļƒļƒļƒļƒļŠ ļƒ ļƒ…  ļ¢ļƒļƒļƒļƒ  ļƒ ļƒ… ļ¢ļƒļƒļƒ ļƒļƒ  ļƒ ļƒ… ļ‚· ļƒ ļƒ ļ®ļ®ļƒļƒ ļƒ ļƒļƒ ļƒ  ļƒ ļƒ ļ®ļƒļƒ ļƒļƒ ļƒ ļƒļ®ļ® ļƒ ļƒ ļ®ļ®ļƒļƒ ļƒ ļƒ ļ®ļƒļƒ ļƒ ļƒļƒ ļƒļ®ļ®ļ® ļƒ ļƒ ļ®ļƒļƒ  ļƒ ļƒ ļ¢ļƒļƒ  ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ  ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ  ļƒ ļƒ ļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļƒ   ļƒŽļƒ¤ ļƒ ļƒ ļ‚· ļ‚· ļ‚·   133 ļƒŽļƒ¤ ļƒ ļƒ 3   ļƒŽļƒ¤ ļƒ ļ¢ļ¢ļƒļƒ ļƒļƒ ļƒ  3   ļƒŽļƒ¤ ļƒ ļ¢ļƒ ļƒ ļ¢ļƒ 3  ļƒŽļƒ¤ ļƒ ļƒ ļ¢ļƒļƒ 3 ļƒŗļƒŗļƒŗļƒŽļƒ¤ ļƒ ļ¢ļƒ ļ¢ļƒļƒ 3  ļƒŽļƒ¤ ļƒ ļ¢ļƒ ļƒ ļƒ  3    ļƒŽļƒ¤ ļƒ ļƒ 3 ļƒŽļƒ¤ ļƒ ļ¢ļƒ 3 ļƒŽļƒ¤ ļ¢ļƒ ļƒ 3 ļƒŽļƒ¤ ļƒ ļƒ 3    ļƒŽļƒ¤ ļƒ ļƒ ļ¢ļƒļƒ 3 ļƒŽļƒ¤ ļƒ ļ¢ļƒ ļƒ ļƒ 3                               Conga(softyarn)   LogDrum(softyarn)  Tam-tam(beater)   AztecDeathWhistle(adlib.)   Tom-toms(softyarn)       ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„       N 134 ļƒ ļ®ļƒ ļƒ  ļƒļƒ ļƒ  ļƒļƒ ļƒ  ļƒ ļƒ ļ€£ļ®ļƒ    ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ   ļ®ļƒļƒ ļ€£ļƒļƒ ļƒ ļ®ļƒ   ļ®ļƒļƒ ļ€£ļƒļƒ ļƒ ļ®ļƒ   ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļ®ļƒ      ļƒ ļ®ļƒ ļƒ  ļ¢ļƒ ļƒļ®ļƒ  ļƒ ļƒ ļƒ  ļƒ ļ®ļƒ ļƒ     ļ®ļƒļƒ ļ€£ļƒļƒ ļƒ ļ®ļƒ   ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļ®ļƒ   ļƒ ļƒ ļƒ ļƒļ®ļ®   ļƒ ļ¢ļƒ                                ļ‚·         ļ‚§ ļ‚§ ļ‚§ ļ‚§ 135                                                        ļ‚·       136                                                        ļ‚·                                                 ļ‚”    ļž                 96
                         ļ‚‹                                        Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Xyl. Vib. Glk. Chm. E.Gtr. E.B. D.B. SoloPno. 137   ļƒŽ    1. 2. 3. ļƒŽ ļ€£ļƒļƒ     1. 3. 2.     ļƒ ļ®ļƒ¤ļƒŽļƒ®  ļƒ ļƒ¤ļƒŽļƒ®   ļƒ ļ¢ļƒ¤ļƒŽļƒ® ļŖļ®ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļ®ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļ®ļƒ¤ļƒŽļƒ®  ļƒ ļ®ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļ®ļƒ ļƒ¤ļƒŽļƒ®  ļƒŽ   ļƒ ļ®ļƒ ļƒ¤ļƒŽļƒ® ļŖļ®ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒ¤ļƒŽļƒ® ļƒļƒ ļ€£ļƒļƒ    ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļ®ļƒļƒ    ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒŽļƒ®        ļƒ  ļƒ  ļƒ ļƒ    ļƒ„ ļƒ„ ļ‚§ ļ‚§ ļ‚§ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„pizz. ļƒ„ ļ‚ļ‚ļ‚ļ‚ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļƒ„ ļƒ„ ļ‚ O 138  ļ€£ļƒŗ ļ·ļƒ ļ€£ļƒŗ         ļƒ   ļ€£ļƒŗ  ļ‚· ļƒ    ļƒ ļ®ļƒŽļƒ® ļ‚· ļ‚·    ļƒ  ļ‚· ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļ®ļƒļƒ    ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ   ļƒŽ               ļƒ ļƒ  ļƒ ļƒ  ļ®ļƒ ļƒ ļ€£ļƒŗ ļƒ ļ®ļƒŽļƒ® ļ‚ļ‚ļ‚ļ‚ ļƒ„ ļƒ„ ļƒ„ 139  ļ®ļƒ     ļ®ļƒ   ļ€£ļƒ      ļƒ    ļƒ   ļ‚·     ļ‚· ļ‚·  ļ€£ļƒ    ļ‚· ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļ®ļƒļƒ    ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļ€£ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ  ļ‚ļ‚ļ‚ļ‚ 140  ļ€£ļƒŗ ļ€£ļ·ļƒ   ļƒ       ļ®ļƒ  ļƒ     ļ‚· ļƒ ļ€£ļƒŗ     ļ‚· ļ‚·    ļƒ ļ€£ļƒŗ ļ‚· ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļ®ļƒļƒ    ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ Sus.cymb.(med.yarn) ļƒ ļƒ ļ®ļƒļƒļ®ļ®ļ® ļƒŽļƒ®         ļƒ ļƒ  ļƒ ļƒ  ļƒ ļ®ļƒ ļ®ļƒ ļ®ļƒ   ļ‚ļ‚ļ‚ļ‚ 141  ļƒŽ  ļƒŽ   ļƒŽ  ļƒŽ   ļƒŽ    ļƒŽ   ļƒŽ   ļƒŗļƒŽ  ļƒŽ  ļƒŽ    ļ‚·  ļƒŽ   ļƒŽ     ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļ®ļƒļƒ    ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ   ļƒ ļƒļƒ ļƒ ļƒŽļƒ®       ļ‚· Chimes(rawhide) ļ‚·  ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļ‚ļ‚ļ‚ļ‚ ļƒ„ ļƒ„ ļƒ„ 142   ļƒŽ    1. 2. 3. ļƒŽ ļ€£ļƒļƒ     1. 3. 2.              ļ€£ļƒŗ  ļƒ ļ®ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļ®ļƒ ļƒ¤ļƒŽļƒ®  ļƒŽ      ļ€£ļƒŗ ļƒļƒ ļ€£ļƒļƒ    ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļ®ļƒļƒ    ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ   ļƒ ļƒļƒ ļƒ ļƒŽļƒ®        ļƒ  ļƒ  ļƒ ļƒ    ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļ‚ļ‚ļ‚ļ‚ ļ‚§ ļ‚§ ļ‚ 143  ļ€£ļƒŗ ļ·ļƒ ļ€£ļƒŗ         ļƒ   ļ€£ļƒŗ   ļ€£ļƒŗ  ļƒ    ļƒ ļ®ļƒŽļƒ®    ļ‚·    ļƒ      ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļ®ļƒļƒ    ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ   ļƒŽ               ļƒ ļƒ  ļƒ ļƒ  ļ®ļƒ ļƒ ļ€£ļƒŗ ļƒ ļ®ļƒŽļƒ® ļ‚ļ‚ļ‚ļ‚ 144  ļ®ļƒ     ļ®ļƒ   ļ€£ļƒ      ļƒ    ļƒ    ļƒ        ļƒŽ  ļ‚·  ļ€£ļƒ       ļƒŽ  ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļ®ļƒļƒ    ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļ€£ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ  ļ‚ļ‚ļ‚ļ‚    ļž     ļž ļž     ļž ļž ļž ļž    ļž ļž ļž ļžļžļžļž ļžļžļžļž ļžļžļžļž  ļž ļž  ļ‚”                ļž ļž     ļžļžļžļž ļžļžļžļž ļžļžļžļž  ļž ļž                    ļžļžļžļž ļžļžļžļž ļžļžļžļž                     ļžļžļžļž ļžļžļžļž ļžļžļžļž  ļž ļž                  ļžļžļžļž ļžļžļžļž ļžļžļžļž  ļž ļž    ļž      ļž ļž    ļž ļž     ļžļžļžļž ļžļžļžļž ļžļžļžļž  ļž ļž                      ļžļžļžļž ļžļžļžļž ļžļžļžļž  ļž ļž                           ļžļžļžļž ļžļžļžļž ļžļžļžļž        97
                         ļ‚‹                                                                                                                                                                            Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Xyl. Vib. Glk. Chm. E.Gtr. E.B. D.B. SoloPno. 145  ļ€£ļƒŗ ļ€£ļ·ļƒ   ļƒ       ļ®ļƒ  ļƒ        ļƒ ļ€£ļƒŗ        ļ‚·    ļƒ ļ€£ļƒŗ      ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļ®ļƒļƒ    ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒļƒļ®ļ®ļ® ļƒŽļƒ®         ļƒ ļƒ  ļƒ ļƒ  ļƒ ļ®ļƒ ļ®ļƒ ļ®ļƒ   ļ‚ļ‚ļ‚ļ‚ 146  ļƒŽ  ļƒŽ   ļƒŽ  ļƒŽ   ļƒŽ    ļƒŽ   ļƒŽ   ļƒŗļƒŽ  ļƒŽ  ļƒŽ ļ‚·    ļ‚·  ļƒŽ   ļƒŽ     ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļ®ļƒļƒ    ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ   ļƒ ļƒļƒ ļƒ ļƒŽļƒ®       ļ‚·  ļ‚ļ‚ļ‚ļ‚ 147 ļ‚· ļ‚· ļ‚·  ļƒŽ ļƒŗļƒŽ ļ‚· ļ‚·   ļƒŽ  ļƒŽ ļ‚· ļ‚·   ļƒŽ  ļƒŽ  ļƒŽ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļ®ļƒļƒ    ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ  ļ‚· ļ‚ļ‚ļ‚ ļƒ„ 148   ļƒŽ   1. 2. 3. ļƒŽ ļ€£ļƒļƒ      1. 3. 2.              ļ€£ļƒŗ  ļƒ ļ®ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļ®ļƒ ļƒ¤ļƒŽļƒ®  ļƒŽ      ļ€£ļƒŗ ļƒļƒ ļ€£ļƒļƒ    ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļ®ļƒļƒ    ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒŽļƒ®        ļƒ  ļƒ  ļƒ ļƒ    ļƒ„ ļƒ„  ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļ‚ļ‚ļ‚ļ‚ ļ‚§ ļ‚§ ļƒ„ ļƒ„ ļ‚ P 149  ļ€£ļƒŗ ļ·ļƒ ļ€£ļƒŗ         ļƒ   ļ€£ļƒŗ   ļ€£ļƒŗ  ļƒ    ļƒ ļ®ļƒŽļƒ®    ļ‚·    ļƒ      ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļ®ļƒļƒ    ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ   ļƒŽ               ļƒ ļƒ  ļƒ ļƒ  ļ®ļƒ ļƒ ļ€£ļƒŗ ļƒ ļ®ļƒŽļƒ® ļ‚ļ‚ļ‚ļ‚ 150  ļ®ļƒ     ļ®ļƒ   ļ€£ļƒ      ļƒ    ļƒ    ļƒ         ļƒŽ  ļ‚·  ļ€£ļƒ       ļƒŽ  ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļ®ļƒļƒ    ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ€£ļƒ ļƒ ļ€£ļƒ ļƒ ļƒ  ļ‚ļ‚ļ‚ļ‚ 151  ļ€£ļƒŗ ļ€£ļ·ļƒ   ļƒ       ļ®ļƒ  ļƒ        ļƒ ļ€£ļƒŗ        ļ‚·    ļƒ ļ€£ļƒŗ      ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļ®ļƒļƒ    ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒļƒļ®ļ®ļ® ļƒŽļƒ®         ļƒ ļƒ  ļƒ ļƒ  ļƒ ļ®ļƒ ļ®ļƒ ļ®ļƒ   ļ‚ļ‚ļ‚ļ‚ 152  ļƒŽ  ļƒŽ   ļƒŽ  ļƒŽ   ļƒŽ    ļƒŽ   ļƒŽ   ļƒŗļƒŽ  ļƒŽ  ļƒŽ ļ‚·    ļ‚·  ļƒŽ   ļƒŽ     ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļ®ļƒļƒ    ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒŽļƒ®       ļ‚· ļ‚ļ‚ļ‚ļ‚                ļžļžļžļž ļžļžļžļž ļžļžļžļž  ļž ļž             ļžļžļžļž ļžļžļžļž ļžļžļžļž  ļž ļž  ļžļžļž ļžļžļž ļžļžļž    ļž      ļž ļž    ļž ļž     ļžļžļžļž ļžļžļžļž ļžļžļžļž  ļž ļž  ļ‚”                     ļžļžļžļž ļžļžļžļž ļžļžļžļž  ļž ļž                           ļžļžļžļž ļžļžļžļž ļžļžļžļž                       ļžļžļžļž ļžļžļžļž ļžļžļžļž  ļž ļž             ļžļžļžļž ļžļžļžļž ļžļžļžļž  ļž ļž 98
                         ļ‚‹                                                                                                          Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Xyl. Vib. Glk. Chm. E.Gtr. E.B. D.B. SoloPno. 153 ļ‚· ļ‚· ļ‚·  ļƒŽ ļƒŗļƒŽ ļ‚·   ļƒŽ  ļƒŽ     ļƒŽ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļ®ļƒļƒ    ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚ļ‚ļ‚ļ‚ 154 ļ‚· ļ‚· ļ‚·             ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļ®ļƒļƒ    ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ         ļ‚· ļƒ„ ļ‚ļ‚ļ‚ļ‚  ļƒ„ 155 ļ‚· ļ‚· ļ‚·                ļƒļƒ ļƒļƒ ļƒŽļƒ® ļƒļƒ ļ®ļƒļƒ    ļƒŽļƒ® ļƒ ļƒŽļƒ® ļƒ ļƒ ļƒ ļƒ ļƒ 5 ļ‚· ļƒ„ ļ‚ ļ‚ 156 ļ‚· ļ‚· ļ‚·  ļƒŽ  ļƒŽ      ļƒŽ  ļƒŽ         ļƒ ļƒ  5 ļ‚· arco 157       ļƒœļ€£ļ·     ļ®ļƒ ļƒŽļƒ® a2  ļ®ļƒ ļƒŽļƒ®  ļƒ ļƒŽļƒ®  ļƒ ļƒŽļƒ®  ļ®ļƒ ļƒŽļƒ®  ļƒ ļƒŽļƒ®  ļ®ļƒ ļƒŽļƒ®  ļƒ ļƒŽļƒ®  ļƒ ļ®ļƒ ļƒŽļƒ®  ļƒ ļƒŽļƒ®  ļƒ ļ®ļƒ ļƒŽļƒ®  ļƒ ļ®ļƒ ļƒŽļƒ®     ļƒ ļ®ļƒ ļƒŽļƒ®  ļ®ļƒ ļƒŽļƒ®  ļƒ ļƒŽļƒ®            ļƒŽ ļƒ ļƒļƒ ļƒ ļƒŽ     ļƒŽ         ļ®ļƒ ļƒŽļƒ®  ļƒ ļƒŽļƒ® ļ‚ ļ‚ ļ‚ ļ‚ ļ‚      ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ Q 158           ļŖļ€£ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļ€£ļƒ¤ļƒŽļƒ® ļŖļ€£ļƒ ļƒ¤ļƒŽļƒ® ļŖļ€£ļƒ ļƒ¤ļƒŽļƒ® ļŖļ€£ļƒ ļƒ¤ļƒŽļƒ® ļŖļ€£ļƒ ļƒ¤ļƒŽļƒ® ļŖļ€£ļƒ ļƒ¤ļƒŽļƒ®  ļ€£ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒ   ļƒ¤ļƒŽļƒ® ļŖļ€£ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒ   ļƒ¤ļƒŽļƒ®  ļƒ ļ€£ļ€£ļƒ ļƒ¤ļƒŽļƒ®     ļƒ ļƒ   ļƒ¤ļƒŽļƒ®  ļƒ ļ€£ļƒ¤ļƒŽļƒ® ļŖļ€£ļƒ ļƒ¤ļƒŽļƒ® ļƒļƒ ļƒļƒ   ļƒ ļƒļƒ ļƒ    ļƒļƒ ļ®ļƒļƒ      ļƒ ļƒļƒ ļƒ  ļƒ ļƒ ļƒŽ ļƒ ļƒļƒ ļƒ   ļƒŽ    ļƒŽ         ļƒ ļ€£ļƒ¤ļƒŽļƒ® ļŖļ€£ļƒ ļƒ¤ļƒŽļƒ® ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ļ‚ 159                    ļƒŽ  ļƒ  ļƒŽ  ļƒ  ļƒŽ ļŖļ®ļƒ  ļƒŽ ļŖļ®ļƒ  ļƒŽ  ļƒļƒ¤ļƒ® ļƒŽ  ļƒ  ļƒŽ ļŖļ®ļƒ  ļƒŽ  ļ®ļƒ  ļƒŽ  ļƒ ļ®ļƒ  ļƒŽ ļŖļ®ļƒ  ļƒŽ  ļƒ ļƒ  ļƒŽ  ļƒ ļ®ļ®ļƒ       ļƒŽ  ļƒ ļ®ļƒ  ļƒŽ  ļƒ  ļƒŽ ļŖļ®ļƒ  ļƒŽļƒ¤ ļƒ ļƒ ļ®ļƒļƒļ®ļ®ļ®  ļƒŽļƒ¤ ļƒ ļƒļƒ ļƒ   ļƒ ļƒ ļ®ļƒļƒļ®ļ®ļ® ļƒŽļƒ®          ļƒ ļ€£ļƒ  ļƒ ļ€£ļƒ ļƒŽ  ļƒ  ļƒŽ ļŖļ®ļƒ  ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ 160          ļŖļ®ļƒ  ļ€£ļƒ ļƒŽļŖ ļ®ļƒ   ļ€£ļƒ  ļƒ ļƒŽ  ļ®ļƒ   ļƒ  ļƒ ļƒŽ ļŖļ®ļƒ   ļƒ  ļ®ļƒ ļƒŽļŖ ļƒ   ļ®ļƒ  ļ€£ļƒ ļƒŽ  ļ®ļƒ  ļŖļ€£ļƒ  ļƒ ļƒŽ ļŖļ®ļƒ   ļƒ  ļ€£ļƒ ļƒŽ ļŖļ®ļƒ   ļƒ  ļ®ļƒ ļƒŽ  ļƒ   ļƒ ļƒ   ļƒ ļƒ  ļƒŽ  ļƒ ļ®ļƒ    ļƒ  ļ®ļƒ ļƒŽļŖ ļƒ   ļƒ ļƒļ€£ļ®  ļƒ ļƒ  ļƒŽ  ļƒ ļƒļ®ļ®   ļƒ ļƒ  ļ®ļ€£ļƒļƒ ļƒŽ  ļƒ ļ®ļƒ     ļƒ ļƒ   ļƒ ļƒ  ļƒŽ  ļƒ ļ®ļƒ    ļ€£ļƒ  ļƒ ļƒŽ  ļ®ļƒ   ļƒ  ļ®ļƒ ļƒŽļŖ ļƒ  ļƒŽ ļƒļƒ ļƒļƒ  ļƒ ļƒļƒ ļƒ   ļƒŽ   ļƒŽ ļƒļƒ ļ®ļƒļƒ     ļƒ ļƒļƒ ļ€£ļƒļƒļ€£ļ€£ļ€£ļ® ļƒŽ   ļƒŽ ļƒ ļƒ ļƒļƒ ļƒ ļƒŽ          ļ€£ļƒ  ļƒ ļƒŽ  ļ®ļƒ   ļƒ  ļ®ļƒ ļƒŽļŖ ļƒ  ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ļ‚ ļ‚ļ‚ ļ‚ ļ‚ļ‚ ļ‚ ļ‚ļ‚ ļ‚ ļ‚ļ‚ ļ‚ ļ‚ļ‚ļ‚ ļ‚  ļžļžļžļž ļžļžļžļž ļžļžļžļž      ļžļžļžļž ļžļžļžļž ļžļžļžļž   ļž ļž ļž      ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž   ļž ļž ļž ļž ļž  ļž ļž  ļ‚”    ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļžļž ļž ļžļž ļž ļžļž  ļž ļž   ļž ļž      ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž   ļž ļž ļž ļž ļž  ļž ļž      ļž ļž ļž ļž ļž ļžļž ļž ļž ļž ļž ļž ļž ļž ļžļžļž ļž ļž ļž ļž ļž ļž ļžļž ļž ļžļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļžļž ļž ļžļž ļž ļž ļž ļž ļž ļž ļž ļž ļž  ļž ļž   ļžļž ļž ļž ļž ļž 99
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                         ļ‚‹                                                                                                                                                                                                                                                                                                                                                                                    Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Xyl. Vib. Glk. Chm. E.Gtr. E.B. D.B. SoloPno.  185 ļ‚· ļ‚·  ļ‚· ļ‚·      ļ‚· ļ‚·         ļ‚·   186 ļ‚· ļ‚·  ļƒŽļƒŽ ļƒ ļƒŽļƒŽ ļƒ ļ‚· ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒŽ ļƒŽ ļƒŽ ļƒ ļƒŽļƒŽ ļƒ bell-like ļƒ ļƒ ļƒ ļ‚· ļƒļƒ ļƒ ļƒ ļƒŽļƒŽ        ļ‚·    ļ‚§ļ‚§ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§   T 187 ļ‚· ļ‚·   ļ‚· ļƒ ļƒ ļƒ ļƒŽ ļƒ ļƒ  ļ‚· ļ‚· ļƒŽ ļƒ ļƒ ļ‚· ļ‚§ļ‚§ļ‚§ ļ‚§ ļ‚§  188 ļ‚· ļ‚·   ļ‚· ļƒŽ ļƒ ļƒ simile ļƒ ļƒ ļƒ ļƒ ļƒ 3 ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ 3 ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ 5  ļ‚·   189 ļ‚· ļ‚·   ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ 3 ļƒ ļƒ ļƒ ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ 3 3  ļƒ  ļ‚· 190 ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļ‚·   ļ‚· Triangle ļ‚‹   ļƒ ļƒ ļƒŽ 3 ļƒ ļƒ ļ‚·  191 ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ 3 ļƒ ļƒ ļƒ ļƒ ļƒ 3 ļ‚·  ļƒ   ļƒŽ ļƒ ļƒ ļƒ 3 ļƒ ļƒ ļƒ ļƒ ļƒ  5 ļƒŽ ļƒ ļƒ ļ‚·   192 ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ 3 ļƒ ļƒ ļ‚· ļ‚· ļ‚·                                  ļž     ļ‚”   ļž ļž ļž ļž                                                             103
                         ļ‚‹ ļ‚‹                                                                                                                                                                                                                                                                                                              Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Vib. Glk. Chm. E.Gtr. E.B. D.B. SoloPno. 193 ļƒŽ  ļƒŽ  ļƒŽ  ļ‚· ļƒ ļƒ  ļƒ ļƒ ļƒ¤ļƒŽ ļƒļƒ  ļƒļƒ ļƒ¤ļƒŽ ļƒļƒ  ļƒļƒ ļƒ¤ļƒŽ ļƒ  ļƒļƒ¤ļƒŽ ļƒ ļƒ  ļƒ ļƒ ļƒ¤ļƒŽ ļƒ  ļƒ ļƒ¤ļƒŽ ļƒ ļƒ ļƒ 3 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ   ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 6 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚·       ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§    194    ļ‚· ļƒ ļƒ ļƒ 3 ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļ‚· 195    ļ‚· ļƒŽ ļƒ ļƒ ļƒŽ ļƒļƒ ļƒŽ ļƒļƒ ļƒŽ ļƒ ļƒŽ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· (scrape)   ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 6 6 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚·       196  ļƒ ļƒ¤ļƒŽ  ļƒļƒ ļƒ¤ļƒŽ  ļƒļƒ ļƒ¤ļƒŽ      ļƒ ļƒ ļƒ¤ļƒŽ  ļƒļƒ ļƒ¤ļƒŽ  ļƒļƒ ļƒ¤ļƒŽ  ļƒļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ ļƒ ļƒ ļƒ 3 ļƒ ļƒ ļ‚·   ļ‚· ļ‚· ļ‚·  ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§   197 ļ‚·     ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 3 3 ļƒ ļƒ ļƒ ļ‚· ļƒŽļƒŽ ļƒ   ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 6        ļ‚·  198 ļ‚·     ļƒļƒŽļƒŽ ļƒŽ ļƒŗļƒ  3 ļƒŽ ļƒ ļƒ ļƒ 3 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 3 3 ļƒ ļƒ ļ‚·   ļƒ ļƒ ļƒ ļƒ  3 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ 33 ļƒ ļƒ ļƒ ļƒŽ ļƒ 3 ļ‚·    ļ‚§ 199 ļ‚· ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒļƒ ļƒŽļƒŽ      ļƒŽ ļƒŽ ļƒ ļƒŽ ļƒ ļƒ ļƒŽļƒŽ ļƒļƒ    ļƒŽļƒŽ ļƒļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽ 3 ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚·   (bell) ļƒ  ļƒ ļƒ  ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ 5 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 6 ļ‚· ļ‚·  ļ‚§          200  ļƒ ļƒ¤ļƒŽļƒŽ ļƒŗļƒ ļƒ  ļƒ  ļƒŽ ļƒ ļƒ ļƒŽ ļƒ  3 ļƒ ļƒ 3 ļ‚·       ļƒļƒ¤ļƒŽļƒŽ  ļƒ  ļƒļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ¤ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 3 3 ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 3 ļƒ ļƒ ļƒ ļƒ ļƒ 3 ļ‚·  ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§   ļ‚§                                                                           ļž  ļž ļž ļž ļž                                                     ļƒ€  ļƒ€  ļƒ€  ļƒ€  ļƒ€  ļƒ€              104
                         ļ‚‹ ļ‚‹                                                                                                                                                                                                                                                                                                                                                                                Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Vib. Glk. Chm. E.Gtr. E.B. D.B. SoloPno. 201      ļ‚·      ļƒ ļƒ ļƒ 3 ļƒ ļƒ ļƒ ļƒ  ļƒļƒ ļƒ ļƒ ļƒ ļƒ 3 ļ‚· 202  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ  ļƒ  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ ļƒ ļƒ 2*3adue ļƒ   ļƒ ļƒŽļƒŽ ļƒ ļƒŽļƒŽ ļƒ ļƒŽļƒŽ ļƒ ļƒŽļƒŽ ļƒļƒ ļƒŽļƒŽ         ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚·         ļ‚§ ļ‚§ ļ‚§ U 203 ļ‚· ļƒ ļƒŽ ļƒ ļƒ ļƒŽ ļƒ ļ‚·  ļƒ ļƒ ļƒ¤ļƒŽ  ļƒļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 3 ļƒ ļƒ ļƒ ļƒ ļƒ 3 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 33  ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ ļ‚§ 204 ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ      ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ   ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚·              ļƒ€  ļƒ€                                     ļž                                                105

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ļƒ¤ļƒŽļƒŽ 

ļƒ¤ļƒŽļƒŽ

ļƒ¤ļƒŽļƒŽ

ļƒ¤ļƒŽļƒŽ 

ļƒ¤ļƒŽļƒŽ

ļƒ¤ļƒŽļƒŽ

                         ļ‚‹ ļ‚‹                                                                                                                                                                          Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Vib. Glk. Chm. E.Gtr. E.B. D.B. SoloPno. 205 ļƒ  ļƒ  ļƒ  ļƒ  ļ‚·    ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚·   ļ‚·  206  ļƒ ļƒ¤ļƒŽļƒŽ  ļƒļƒ ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽļƒŽ  ļƒ ļƒ ļƒ
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                         ļ‚‹ ļ‚‹                                                                                                                                                                                                                                                                                                                                                                                                               Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Vib. Glk. Chm. E.Gtr. E.B. D.B. SoloPno.
209 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽ 6 6 ļƒ ļƒļƒļƒļƒ ļƒ ļƒ ļƒļƒļƒļƒ ļƒļƒļƒ ļƒ ļƒ ļƒļƒļƒļƒ ļƒ ļƒ ļƒļƒļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒŽ 6 6 ļƒļƒļƒļƒ ļƒ ļƒļƒļƒ ļƒ ļƒļƒļƒļƒļƒļƒ ļƒ ļƒ  ļƒŽ 6 6     ļƒŽļƒ ļƒ ļƒļƒļƒļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒļƒļƒ ļƒ 6 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ®ļƒ ļ¢ļƒ ļ®ļƒ ļƒ ļ®ļ®ļƒ ļƒ ļ®ļ¢ļƒ ļ®ļƒ ļƒ ļƒļ®ļ® ļƒ ļƒļ€£ļ® ļƒ ļƒļ®ļ€£ ļƒ ļƒ ļƒ ļƒ ļƒļ®ļ¢ ļ‚· ļƒ ļ®ļ®ļƒ ļ®ļ¢ļƒļƒ ļƒ ļƒ ļ®ļ®ļƒ ļƒ ļ¢ļƒ ļƒ ļ®ļƒ ļƒ ļ®ļƒ ļƒ ļ®ļƒ ļ‚· ļƒ„ ļƒ„ ļƒ„  210 ļƒ ļƒ ļƒļƒ ļƒ ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒļ¢ļ¢ ļ®ļƒļƒ ļƒ ļ®ļ®ļƒ ļ®ļƒ ļ®ļƒ ļ®ļƒ ļ‚· ļ®ļƒ ļƒ ļ¢ļ®ļƒ ļƒ ļ®ļƒ ļƒ ļ¢ļ®ļƒ ļƒ ļ®ļ®ļƒ ļƒ ļ¢ļƒ ļƒ  ļƒ  ļ®ļƒ ļ®ļƒ ļ¢ļƒ ļ‚·     211 ļƒ ļƒ ļƒ¤ļƒŽ ļƒļƒ ļƒ ļƒ¤ļƒŽ ļ‚· ļ‚· ļ‚· ļ‚· ļƒŽļƒŽļƒ¤ ļƒ… ļƒ ļ®ļ®ļƒ ļƒ ļƒļ¢ļ® 3 ļƒŽļƒŽļƒ¤ ļƒ ļƒļ¢ļ® ļƒ ļ®ļ¢ļƒ ļ¢ļƒļƒ  ļƒ ļƒļ¢ļ¢ ļƒ¤ļƒŽ ļ®ļƒ ļ¢ļƒ ļŖļ®ļƒ ļƒ¤ļƒŽ  ļƒ ļƒļ¢ļ¢ ļƒ ļ®ļƒ ļƒ ļ¢ļ®ļƒ ļƒ ļ¢ļƒļ®ļƒļƒ  ļ®ļƒ ļ®ļƒ ļ¢ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒļ¢ļ®ļ® ļƒ ļƒ ļƒļ®ļ¢ļ® ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ   ļƒ ļƒļ¢ļ® ļƒ ļ®ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚·   ļ‚§ ļ‚§   212 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļ¢ļƒ  ļƒ¤ļƒŽļƒ¤ ļƒ ļ¢ļ¢ļƒ ļƒ ļ¢ļƒ ļƒ ļ®ļƒ  3  ļƒ ļ®ļ®ļƒ ļƒ¤ļƒŽ ļƒ ļ¢ļƒ  ļƒ ļƒ… ļƒ ļƒ   3 ļ‚· ļ®ļ®ļƒļƒ ļƒ ļ®ļ®ļƒ ļƒ ļƒ  ļ®ļƒļƒ  ļƒļƒ  ļ¢ļƒ ļ®ļƒļ®ļƒļ¢ļƒļ®ļƒ ļ¢ļƒ ļ®ļƒ ļ®ļƒļ¢ļƒļ®ļƒļ¢ļƒ ļ®ļƒ ļƒ ļ¢ļ®ļƒ ļƒ ļ®ļ®ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļ¢ļƒ ļƒļƒ ļƒ   ļƒ ļƒ ļƒļ¢ļ® ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚§ ļ‚§ ļ‚§  ļ‚§ ļ‚§ ļ‚§ ļ‚§ 213  ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļ®ļƒļ®ļ® ļƒ ļƒ ļƒļ®ļ® ļƒ ļƒ ļƒ   ļƒ ļƒ ļ®ļƒ ļƒļƒ ļƒ  ļƒ ļƒ ļ®ļƒ ļ¢ļƒ ļ®ļƒ ļ®ļƒļ®ļƒ ļ®ļƒļ¢ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ¦ļ‚ 214  ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒļƒ ļƒļ®ļ®ļ® ļƒļƒ ļƒ   ļƒ ļƒ ļƒļ®ļ® ļƒļƒļ¢ļƒ  ļ®ļƒ ļ®ļƒ ļ®ļƒļ®ļƒ    ļ‚· ļ‚·  215  ļ‚· ļ‚· ļ‚· ļ‚·  ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļ®ļƒļ®ļ® ļƒļƒ ļƒ  ļƒļƒ ļƒ   ļƒ ļƒ ļ®ļƒ ļƒļƒļ¢ļƒ ļƒ ļƒ ļ®ļƒ ļ¢ļƒ ļ®ļƒ ļ®ļƒļ®ļƒļ®ļƒ ļ¢ļƒ  ļ‚· ļ‚· ļ‚· 216  ļ®ļƒ ļƒ¤ļƒŽļƒ®  ļƒļƒ ļƒ  ļƒ¤ļƒŽļƒ®  ļƒ ļ®ļ®ļƒ ļƒ¤ļƒŽļƒ®  ļƒļƒ ļƒ¤ļƒŽļƒ®  ļƒļƒ ļƒļ¢ļ®ļ¢ ļƒ¤ļƒŽļƒ®  ļ®ļ®ļƒļƒ ļƒ¤ļƒŽļƒ® ļ‚· ļŖļ¢ļƒ ļƒ¤ļƒŽļƒ®  ļ®ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļ®ļƒ¤ļƒŽļƒ® ļŖļ®ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļƒļ®ļ® ļƒ¤ļƒŽļƒ® ļŖļ®ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļ®ļ¢ļƒ ļƒ¤ļƒŽļƒ®  ļ¢ļ¢ļƒļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļ¢ļ®ļƒ ļƒ¤ļƒŽļƒ® ļŖļ®ļƒ ļƒ¤ļƒŽļƒ®  ļƒ ļ®ļƒ ļ®ļƒ¤ļƒŽļƒ® ļŖļ®ļƒ ļƒ¤ļƒŽļƒ® ļŖļ®ļƒ ļƒ¤ļƒŽļƒ® ļƒļƒ ļƒļ®ļ® ļƒļƒ ļƒ   ļƒ ļƒ ļƒļ®ļ® ļƒļƒļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļƒļƒ ļ®ļƒ ļƒļƒļƒ ļƒ  ļ¢ļƒ ļ®ļƒ ļ¢ļƒļ®ļƒ ļƒ ļƒ ļƒ ļƒ   ļ‚· ļ‚· ļ‚· ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚ ļ‚                                                           ļƒ€  ļƒ€  ļƒ€  ļƒ€  ļƒ€  ļƒ€  ļž ļž ļž  ļž                              ļƒ€  ļƒ€  ļƒ€  ļƒ€  ļƒ€  ļƒ€  ļž             ļƒ€  ļƒ€  ļƒ€  ļƒ€  ļƒ€  ļƒ€          ļƒ€              ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž                  107
                         ļ‚‹ ļ‚‹                                                                                                                                                                          Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Vib. Glk. Chm. E.Gtr. E.B. D.B. SoloPno. 217 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒļƒ ļƒ ļƒļƒļƒ ļƒ secco, quasi tamburi ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ little to no pedal! ļƒ ļƒŽļƒ® ļ‚· ļ‚· ļ‚·   ļ‚§ W 218 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒļƒļƒ ļƒ ļƒļƒļƒ ļƒ ļƒļƒļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· 219 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· 220 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· 221 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· 222 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· 223 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· 224 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļ¢ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚·                 ļž                                                                                    108
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                                                                                        Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 225 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· 226 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļ‚· ļ‚· 227 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļ‚· ļ‚· 228 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļ¢ļƒ ļ‚· ļ‚· 229 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļ¢ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· 230 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ  ļ‚· ļ‚· 231 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ loco ļ‚· ļ‚·  X 232 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚·                                                        109
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 233 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· 234 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ®ļƒ ļƒ ļƒ ļƒŽļƒŽ loco ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚·  235 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· 236 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ®ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚·  237 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· 238 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ…ļ®ļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚·  239 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ…ļ®ļƒ ļƒ ļƒ ļƒ ļƒ  ļ®ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· 240 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒŽļƒ¤ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚·      110
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                  Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 241 ļ‚· ļ‚· ļ‚· ļƒ ļƒ…   ļ®ļƒ ļƒ ļƒ ļƒ ļƒļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļ‚§ 242 ļ‚· ļ‚· ļ‚· ļƒ ļƒ… ļƒ… ļ®ļƒ  ļ®ļƒ ļƒ ļƒ ļƒ ļƒļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļ‚§ļ‚§ 243 ļ‚· ļ‚· ļ‚· ļƒ ļƒ… ļƒ… ļ®ļƒ  ļƒ ļƒ…  ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļ‚§ļ‚§ļ‚§ 244 ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒļ®ļƒ ļƒ ļƒ… ļƒ… ļ®ļƒ  ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļ‚§ļ‚§ļ‚§ 245 ļ‚· ļ‚· ļ‚· ļƒ… ļ®ļƒļ®ļƒ ļƒ ļƒ ļƒ ļƒļ®ļƒ ļƒ ļƒ… ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļ‚§ ļ‚§ļ‚§ 246 ļ‚· ļ‚· ļ‚·  ļƒ ļƒ… ļƒ… ļƒļ®ļƒ ļƒ ļƒ ļƒ ļƒļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļ‚§ ļ‚§ 247 ļ‚· ļ‚· ļ‚· ļƒ ļƒ… ļƒ… ļ®ļƒ  ļƒ ļƒ… ļƒ… ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļ‚§ļ‚§ļ‚§ļ‚§ 248 ļ‚· ļ‚· ļ‚· ļƒ ļƒ… ļƒ ļƒ… ļƒ…ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļ‚§ļ‚§                             111
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 249 ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļ®ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· 250 ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ… ļƒ… ļ®ļƒ  ļƒ ļƒ… ļƒ… ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ„ 251 ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ… ļƒ ļƒ… ļƒ ļƒ ļƒ… ļƒ… ļ®ļƒ  ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· 252 ļ‚· ļ‚· ļ‚· ļ‚· ļƒ… ļƒ ļƒ… ļƒ ļƒ ļƒ… ļ®ļƒ  ļƒ ļƒ… ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ritardando 253 ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļ®ļƒ  ļƒ… ļƒ… ļƒ ļƒ ļƒ… ļƒ… ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· 254 ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ… ļƒ ļ®ļƒ  ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚·                          112
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                    Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 255 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒļƒŽļƒŽ ļƒŽ ļƒļƒ ļƒŽ Woodblocks ļƒ ļƒŽļƒŽ LogDrum ļƒŽ ļƒ ļƒŽ Snare(rim) ļƒ ļƒ ļƒŽ KickDrum Brake Drum ļƒ ļƒŽļƒŽ BassDrum ļ‚· ļƒ„ ļ‚§    Heavily(=88)    Y 256 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ ļƒ ļ‚· ļ‚· 257 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ ļƒ ļ‚· ļ‚· 258 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ… ļƒ ļƒ  ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ… ļƒ ļ‚· ļƒ ļƒ ļƒ ļ‚· ļ‚· 259 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ  ļ‚· ļƒ ļƒ ļƒ ļ‚· ļ‚· 260 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ… ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ… ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ ļƒ ļ‚· ļ‚· accelerando 261 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ ļƒ ļ‚· ļ‚· 262 ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚· ļ‚·  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ ļ‚· ļ‚·      ļƒ€    113
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                    Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 263 ļ‚· ļ‚· ļ‚· ļ‚·  ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· 264 ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒŽļƒŽ ļƒ ļƒļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļ‚§                         ABitFaster(=112)  Z 265 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļ‚· ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļ‚· 266 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļ‚· 267 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ… ļƒ ļƒ  ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļ‚· 268 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļ‚· accelerando 269 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļ‚· ļƒ ļƒ ļƒ… ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļ‚·  270 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· ļ‚· ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļ‚·       ļž  114
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                    Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 271 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚·  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ 272 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ 273 ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒŽ ļƒ ļƒ ļƒ 3 3 3 ļƒŽ ļƒ ļƒ  ļƒŽ 3 3 ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļ‚§ TempoI(=120)  AA 274 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒŽ ļƒ ļƒ ļƒ  ļƒ ļƒŽ 3 3 3 ļƒ ļƒ  ļƒŽ ļƒ ļƒ 3 3 3 ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ ļƒ   275 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒŽ ļƒ ļƒ ļƒ 3 3 3  ļƒŽ ļƒ ļƒ  ļƒŽ 3 3 3 ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ ļƒ 276 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒŽ ļƒ ļƒ ļƒ  ļƒ ļƒŽ 3 3 3 ļƒ ļƒ  ļƒŽ ļƒ ļƒ 3 3 3 ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ  ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ ļƒ 277 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒŽ ļƒ ļƒ ļƒ 3 3 3  ļƒŽ ļƒ ļƒ  ļƒŽ 3 3 3 ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ   ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ ļƒ     115
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                                                                                        Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 278 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒŽ ļƒ ļƒ ļƒ  ļƒ ļƒŽ 3 3 3 ļƒ ļƒ  ļƒŽ ļƒ ļƒ 3 3 3 ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ ļƒ ļ‚· 279 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒŽ ļƒ ļƒ ļƒ 3 3 3  ļƒŽ ļƒ ļƒ  ļƒŽ 3 3 3 ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ ļƒ ļ‚· accelerando 280 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒŽ ļƒ ļƒ ļƒ 3 3 ļƒ ļƒ  ļƒŽ 3 3 ļ‚·    ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ ļ‚·   281 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒŽ ļƒ ļƒ ļƒ  ļƒ ļƒŽ 3 3 3 ļƒ ļƒ  ļƒŽ ļƒ ļƒ 3 3 3 ļ‚·    ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ€ ļƒ ļƒ ļƒ ļ‚· 282 ļ‚· ļ‚· ļƒ ļƒ  ļ‚· 283 ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ LogDrum(softyarn)  ļƒ  Tam-tam(beater) ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ Toms (softyarn) B.D. ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļ‚§ ļƒ„ ļƒ„ ļƒ„ ļƒ„ Faster (=132) BB ļž ļž ļž ļž ļž ļž            ļž ļž               ļž                             116
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. 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ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚·  ļƒ ļƒŽļƒ¤ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ  ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒ¤ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚§ ļ‚§                                                                           ļž                                                                                                                                         ļž                       117
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                                                                                                                                                          Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 289 ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒļƒ¤ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ  ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ  ļƒļƒ   ļ®ļƒļƒ   ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ  ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ   ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ ļ‚§ ļ‚§ 290  ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒļƒ   ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ   ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļ‚§ ļ‚§ 291 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ   ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ 292  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļƒļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ ļƒ¤ļƒŽ  ļƒļƒ ļƒ¤ļƒŽ  ļƒļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ   ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ¤ļƒŽ  ļƒ ļƒ ļƒ ļƒ¤ļƒŽ  ļƒļƒ¤ļƒŽ  ļƒļƒ¤ļƒŽ ļƒ„ CC 293 ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ a3 ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ a2 ļ‚· ļ‚·   ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ Glockenspiel   294 ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒŽļƒ¤ ļƒ ļƒ ļ‚·   ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ 295 ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ  ļƒ ļƒ ļƒ ļƒ ļ‚· ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚·   ļƒ… ļƒ ļƒ  ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ 296 ļ‚· ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ  flz. ļƒ  ļƒ  ļƒ  ļƒ  ļ‚· ļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ  flz. ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ  flz. ļ‚·   ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ   ļ‚Š        ļ‚Š                                                                      ļž                                                                                                ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž ļž 118
                         ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹ ļ‚‹                                                                                                                                                                                                                                      Picc. Fl.1-3 Fl.4&5 Ob. Cl.1-3 Cl.4-5 B.Cl.1 B.Cl.2 Cb.Cl. A.Sx.1 A.Sx.2 T.Sx. B.Sx. Bsn. C.Bn. Hn.1&3 Hn.2&4 Tpt.1&3 Tpt.2 Tbn. B.Tbn. Tuba Timp. Perc.1 Perc.2 Perc.3 Perc.4 Perc.5 E.Gtr. E.B. D.B. SoloPno. 297 ļ‚· ļ‚· ļƒ  ļƒ  ļƒ  ļƒ  flz. ļƒ  ļƒ  ļƒ  ļƒ  flz. ļƒ  ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļ‚· 298 ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ LogDrum(softyarn)  ļƒ    Tam-tam(beater) ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ ļƒ ļƒ Toms (softyarn) B.D. ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļƒ„ ļ‚§  ļƒ„ ļƒ„ ļƒ„ DD 299 ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ… ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļ‚· ļ‚· ļƒ  ļƒ ļ‚· ļƒ„ 300  ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ  ļƒ  ļƒ  ļƒ  ļƒ  ļƒ  ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ  ļƒ  ļƒ  ļƒ  ļƒ  ļƒ ļƒ  ļƒ ļƒ  ļƒ  ļƒ  ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ   ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ   ļƒ ļƒļƒ¤  ļƒ ļƒļƒ¤  ļƒ   ļƒ   ļƒ   ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ   ļƒ   ļƒ   ļƒ   ļƒ   ļƒ  301 ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒŽ  ļƒ ļƒ  ļƒŽ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒŽ ļƒ ļƒ  ļƒŽ  ļƒ ļƒļƒ¤ ļƒŽ  ļƒ  ļƒŽ  ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒŽ  ļƒ  ļƒŽ  ļƒ  ļƒŽ  ļƒ  ļƒŽ ļƒ ļƒŽ ļƒ ļƒŽ  ļƒ  ļƒŽ  ļƒ  ļƒŽ  ļƒ  302 ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒŽļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒŽ ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒŽ ļƒ ļƒŽ ļƒ ļƒŽ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒŽ 303 ļƒŽļƒ¤ ļƒ ļƒ ļƒŽļƒ¤ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒ¤ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒ¤ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒ¤ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒ¤ ļƒ ļƒ ļƒ ļƒ ļƒŽļƒ¤ ļƒ ļƒŽļƒ¤ ļƒ ļƒŽļƒ¤ ļƒ ļƒŽļƒ¤ ļƒ ļƒ ļƒŽļƒ¤ ļƒ ļƒ ļƒŽļƒ¤ ļƒ ļƒŽļƒ¤ ļƒ ļƒŽļƒ¤ ļƒ ļƒ ļƒŽļƒ¤ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ  ļƒŽļƒ¤ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ  ļƒ ļƒļƒ¤ ļƒ ļƒ  ļƒ  ļƒ ļƒ  ļƒ  ļƒ ļƒļƒ ļƒ  ļƒ ļƒļƒ ļƒ ļƒ ļƒļƒ ļƒ  ļƒ ļƒļƒ ļƒ ļƒ ļƒ  ļƒ  ļƒ ļƒ  ļƒ  ļƒ ļƒ  ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ  ļƒ  ļƒ ļƒ  ļƒ  ļƒ ļƒ  ļƒ  304 ļƒ ļƒ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒ ļƒ ļƒŽ ļƒ ļƒ ļƒŽ ļƒŽ  ļƒ ļƒ  ļƒŽ  ļƒ ļƒ  ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒ ļƒŽ ļƒŽ ļƒ ļƒ  ļƒŽ  ļƒ ļƒļƒ¤ ļƒŽ  ļƒ  ļƒŽ  ļƒ  ļƒŽ ļƒ ļƒļƒ ļƒ ļƒŽ ļƒ ļƒļƒ ļƒ ļƒŽ  ļƒ  ļƒŽ  ļƒ  ļƒŽ  ļƒ  ļƒŽ ļƒ ļƒŽ ļƒ ļƒŽ  ļƒ  ļƒŽ  ļƒ  ļƒŽ  ļƒ  ļž ļž ļž ļž ļž ļž            ļž ļž               ļž                ļž     ļž                                                                                                                                           ļžļž ļžļž                   ļž ļž         119

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