tag:blogger.com,1999:blog-64569418052344208392024-03-13T09:29:50.956-07:00ExpresiónmusicalarteycienciaMilagros L. Escalon R.http://www.blogger.com/profile/11613382396939398723noreply@blogger.comBlogger94125tag:blogger.com,1999:blog-6456941805234420839.post-92055528028115150032011-11-13T08:10:00.000-08:002011-11-13T08:10:46.863-08:00Abrazo en Familia<div class="separator" style="clear: both; text-align: center;">
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<img height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJ8LXT2Oiv-J9E6rDylPWa0hp6BSJSu3xIFhrtUg5tb-veOfggfVk3UxUuvoE10og7O_M_4BTcfpyL51lBpqxherNWmUs2oyVMIH8P_XKN3AfO4fgguZsfVl0k3NYOXoe-L4DMOf5GE0JX/s320/AFICHE_AEF2011.jpg" width="231" /></div>
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<span class="Apple-style-span" style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;"><i><b><span style="font-size: medium;"><span style="color: blue;"><br /></span></span></b></i></span></div>
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<span class="Apple-style-span" style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;"><i><b><span style="font-size: medium;"><span style="color: blue;"> Oración por la Familia. </span></span></b></i></span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 18px;"></span></div>
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Padre de todos los hombres, </div>
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Bendice a nuestras familias. </div>
<div style="font-size: 13px; text-align: center;">
Que la comunión entre los esposos </div>
<div style="font-size: 13px; text-align: center;">
sea sincera, profunda y respetuosa. </div>
<div style="font-size: 13px; text-align: center;">
Ayúdales a saberse colaboradores tuyos </div>
<div style="font-size: 13px; text-align: center;">
en la transmisión de la vida. </div>
<div style="font-size: 13px; text-align: center;">
Que los padres acierten en </div>
<div style="font-size: 13px; text-align: center;">
la educación de los hijos. </div>
<div style="font-size: 13px; text-align: center;">
Que los hermanos se acepten </div>
<div style="font-size: 13px; text-align: center;">
unos a otros y que compartan </div>
<div style="font-size: 13px; text-align: center;">
lo que son y lo que tienen. </div>
<div style="font-size: 13px; text-align: center;">
Ayúdanos a fortalecer la familia </div>
<div style="font-size: 13px; text-align: center;">
en el seno de la cual vivimos </div>
<div style="font-size: 13px; text-align: center;">
y a todas las familias </div>
<div style="font-size: 13px; text-align: center;">
donde se genera y fragua el hombre nuevo </div>
<div style="font-size: 13px; text-align: center;">
para una nueva sociedad. </div>
<div style="font-size: 13px; text-align: center;">
Perdónanos nuestros errores y danos lucidez, </div>
<div style="font-size: 13px; text-align: center;">
fuerza y esperanza en las adversidades. </div>
<div style="font-size: 13px; text-align: center;">
Por Cristo nuestro Señor, </div>
<div style="font-size: 13px; text-align: center;">
Amén. </div>
<div style="font-size: 13px; text-align: center;">
María madre de la Iglesia, </div>
<div style="font-size: 13px; text-align: center;">
Ruega por nosotros. </div>
<div style="font-size: 13px; text-align: center;">
<br /></div>
<div style="font-size: 13px; text-align: justify;">
<span style="font-size: xx-small;">Información tomada de: </span></div>
<div style="font-size: 13px; text-align: justify;">
<span style="font-size: xx-small;"><a href="http://www.pastoralfamiliarvenezuela.org/" style="color: #578017; text-decoration: none;" target="_blank">Departamento de Pastoral e Infancia.</a></span></div>
<div style="font-size: 13px; text-align: justify;">
<span style="font-size: xx-small;"><a href="http://www.pastoralfamiliarvenezuela.org/campanas/abrazo_familia.html" style="color: #578017; text-decoration: none;" target="_blank">Campaña Abrazo en Familia 2011.</a></span></div>
<div style="font-size: 13px;">
<br /></div>Milagros L. Escalon R.http://www.blogger.com/profile/11613382396939398723noreply@blogger.com0tag:blogger.com,1999:blog-6456941805234420839.post-14639367580899079912011-11-12T13:46:00.000-08:002011-11-12T13:46:07.017-08:00Albun<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/bBjWs875KvY?feature=player_embedded' frameborder='0'></iframe></div>
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El Aire de tu Casa</div>
<div style="text-align: justify;">
Jesús Adrian Romero</div>Milagros L. Escalon R.http://www.blogger.com/profile/11613382396939398723noreply@blogger.com0tag:blogger.com,1999:blog-6456941805234420839.post-68010988155057621782011-08-25T18:31:00.000-07:002011-08-25T18:31:21.917-07:00AQUA<div class="separator" style="clear: both; text-align: center;">
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Oratorio para orquesta, coro mixto, dos solistas<br />
y un corifeo. Con texto de María Fernanda Palacios.<br />
Música de Alberto y Gonzalo Grau.Milagros L. Escalon R.http://www.blogger.com/profile/11613382396939398723noreply@blogger.com0tag:blogger.com,1999:blog-6456941805234420839.post-16472389764501209742011-08-25T18:19:00.000-07:002011-08-25T18:19:48.218-07:00Música y Amor - Frases <h1>
Música</h1>
<div class="ql" id="ql">
<div class="q">
<div class="t">
La música es sinónimo de libertad, de tocar lo que
quieras y como quieras, siempre que sea bueno y tenga pasión, que la
música sea el alimento del amor.</div>
<div class="t">
<u><span style="color: blue;">Kurt D. Cobain</span></u> <span>(1967-1994) Músico estadounidense</span> </div>
<div class="t">
</div>
<div class="t">
La música es para el alma lo que la gimnasia para el cuerpo.</div>
</div>
<div class="q">
<div class="a">
<u><span style="color: blue;">Platón</span></u> <span>(427 AC-347 AC) Filósofo griego.</span> </div>
</div>
<div class="q">
<div class="t">
</div>
<div class="t">
Pienso que una vida dedicada a la música es una vida bellamente empleada, y es a eso a lo que he dedicado la mía.</div>
<div class="a">
<span style="color: blue;"><u>Luciano Pavarotti</u> (1935-2007) Tenor italiano.</span> </div>
</div>
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<div class="t" style="color: blue;">
</div>
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Sin música la vida sería un error.</div>
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<u><span style="color: blue;">Friedrich Nietzsche </span></u><span>(1844-1900) Filosofo alemán.</span> </div>
</div>
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<div class="t">
</div>
<div class="t">
El que escucha música siente que su soledad, de repente, se puebla.</div>
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<u><span style="color: blue;">Robert Browning</span></u> <span>(1812-1889) Poeta inglés.</span> </div>
</div>
<div class="q">
<div class="t">
</div>
<div class="t">
La música es el arte más directo, entra por el oído y va al corazón.</div>
<div class="a">
<u><span style="color: blue;">Magdalena Martínez</span></u> <span>(1963-?) Flautista española.</span> </div>
</div>
<div class="q">
<div class="t">
</div>
<div class="t">
La música es el corazón de la vida. Por ella habla el amor; sin ella no hay bien posible y con ella todo es hermoso.</div>
<div class="a">
<span style="background-color: blue;"><span style="background-color: #eeeeee;"></span></span><span><u><span style="color: blue;">Franz Liszt</span></u>(1811-1886) Pianista y compositor austriaco de origen húngaro.</span> </div>
</div>
<div class="q">
<div class="t">
</div>
<div class="t">
La música puede dar nombre a lo innombrable y comunicar lo desconocido.</div>
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<u><span style="color: blue;">Leonard Bernstein</span></u> <span>(1918-1990) Compositor estadounidense.</span> </div>
</div>
<div class="q">
<div class="t">
</div>
<div class="t">
En la música todos los sentimientos vuelven a su estado puro y el mundo no es sino música hecha realidad.</div>
<div class="a">
<u><span style="color: blue;">Arthur Schopenhauer</span></u> <span>(1788-1860) Filósofo alemán.</span> </div>
</div>
<div class="q">
<div class="t">
</div>
<div class="t">
Componer no es difícil, lo complicado es dejar caer bajo la mesa las notas superfluas.</div>
<div class="a">
<u><span style="color: blue;">Johannes Brahms </span></u><span>(1833-1897) Compositor alemán.</span> </div>
</div>
</div>
Milagros L. Escalon R.http://www.blogger.com/profile/11613382396939398723noreply@blogger.com0tag:blogger.com,1999:blog-6456941805234420839.post-61130658791073417142011-07-28T16:52:00.000-07:002011-07-28T16:52:23.918-07:00Musicología<!--[if gte mso 9]><xml>
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Musicología </span></u></i></b><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"></span></b></div>
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sostenido anteriormente, a partir de su nacimiento en la segunda mitad del
siglo XIX, la <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Musicología ó Musikwissenschaft </i></b><i style="mso-bidi-font-style: normal;"><span style="mso-bidi-font-weight: bold;">(ciencia de la música)</span> </i>abarca
<i style="mso-bidi-font-style: normal;">todos</i> los interrogantes teóricos que
se formulan a la música y también, <i style="mso-bidi-font-style: normal;">todo</i>
el conocimiento en torno a la misma; así podemos afirmar de manera global que
la <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">musicología
es el estudio científico de la teoría e historia de la música</i></b>. Por esta
razón, hemos querido colocar su enfoque y análisis en un estudio separado:</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"></span></div>
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distinguir <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">tres</i></b> (3) grandes <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">divisiones de la Musicología</i></b>, son
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><span lang="ES-MX" style="font-family: "Arial","sans-serif"; mso-ansi-language: ES-MX; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">1. La Musicología Histórica</span></u></i></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"></span></div>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
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la <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Investigación</i></b>,
a partir del problema del origen de la música, el cual se relaciona con los
estudios de sociología, etnología y antropología, entre otras disciplinas.
Podemos denominarla también, como la <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Historia de la Música</i></b>. </span></div>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 18.0pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<i style="mso-bidi-font-style: normal;"><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">En la época actual, la <b style="mso-bidi-font-weight: normal;">Musicología Histórica</b> comprende varias
disciplinas o especialidades, son ellas:</span></i><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"></span></i></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<i style="mso-bidi-font-style: normal;"><span lang="ES-MX" style="font-family: Symbol; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">·</span></i><i style="mso-bidi-font-style: normal;"><span lang="ES-MX" style="font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-ansi-language: ES-MX; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">
</span></i><i style="mso-bidi-font-style: normal;"><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">La <b style="mso-bidi-font-weight: normal;">Organología </b>u Organografía,
la cual se ocupa del estudio y análisis de los instrumentos musicales (su
construcción, modo de ejecución, evolución e historia).</span></i><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"></span></i></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<i style="mso-bidi-font-style: normal;"><span lang="ES-MX" style="font-family: Symbol; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">·</span></i><i style="mso-bidi-font-style: normal;"><span lang="ES-MX" style="font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-ansi-language: ES-MX; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">
</span></i><i style="mso-bidi-font-style: normal;"><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">La <b style="mso-bidi-font-weight: normal;">Iconografía</b> o ciencia de
las imágenes musicales que interpreta las representaciones en la pintura y las
artes plásticas, de los instrumentos, su forma de tocarlos, su disposición y
colocación, etc.</span></i><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"></span></i></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<i style="mso-bidi-font-style: normal;"><span lang="ES-MX" style="font-family: Symbol; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">·</span></i><i style="mso-bidi-font-style: normal;"><span lang="ES-MX" style="font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-ansi-language: ES-MX; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">
</span></i><i style="mso-bidi-font-style: normal;"><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">La <b style="mso-bidi-font-weight: normal;">Praxis Interpretativa</b>, la
cual intenta obtener una imagen de la realidad musical en la historia (relación
entre el texto escrito –partitura- y el resultado sonoro).</span></i><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"></span></i></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<i style="mso-bidi-font-style: normal;"><span lang="ES-MX" style="font-family: Symbol; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">·</span></i><i style="mso-bidi-font-style: normal;"><span lang="ES-MX" style="font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-ansi-language: ES-MX; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">
</span></i><i style="mso-bidi-font-style: normal;"><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">La <b style="mso-bidi-font-weight: normal;">Ciencia de la Notación</b>,
que investiga la manera de anotar la música en diferentes épocas y lugares.</span></i><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"></span></i></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<i style="mso-bidi-font-style: normal;"><span lang="ES-MX" style="font-family: Symbol; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">·</span></i><i style="mso-bidi-font-style: normal;"><span lang="ES-MX" style="font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-ansi-language: ES-MX; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">
</span></i><i style="mso-bidi-font-style: normal;"><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">La <b style="mso-bidi-font-weight: normal;">Ciencia de las Fuentes</b>,
descubre los textos musicales y otras fuentes para la historia de la música.</span></i><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"></span></i></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<i style="mso-bidi-font-style: normal;"><span lang="ES-MX" style="font-family: Symbol; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">·</span></i><i style="mso-bidi-font-style: normal;"><span lang="ES-MX" style="font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-ansi-language: ES-MX; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">
</span></i><i style="mso-bidi-font-style: normal;"><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">La <b style="mso-bidi-font-weight: normal;">Biografía</b>, orienta acerca
de la vida y la obra de los músicos; este campo, como hemos visto, constituyó
uno de los principales aspectos de la musicología en el siglo XIX.</span></i><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"></span></i></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<i style="mso-bidi-font-style: normal;"><span lang="ES-MX" style="font-family: Symbol; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">·</span></i><i style="mso-bidi-font-style: normal;"><span lang="ES-MX" style="font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-ansi-language: ES-MX; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">
</span></i><i style="mso-bidi-font-style: normal;"><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">La <b style="mso-bidi-font-weight: normal;">Ciencia de la Composición</b>,
analiza la estructura formal de una obra. Efectúa la investigación de la
historia de la composición en los terrenos del contrapunto, la armonía, la
melodía, el ritmo, la forma, etc.<span style="mso-spacerun: yes;"> </span>Es
parte fundamental de la comúnmente, llamada, “Teoría de la Música”.</span></i><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"></span></i></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<i style="mso-bidi-font-style: normal;"><span lang="ES-MX" style="font-family: Symbol; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">·</span></i><i style="mso-bidi-font-style: normal;"><span lang="ES-MX" style="font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-ansi-language: ES-MX; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">
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de la composición, la historia de los géneros, la ciencia del estilo y otros
conceptos musicales; intenta contribuir a su esclarecimiento objetivo, así como
a facilitar la comprensión general al hablar de la música.</span></i><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"></span></i></div>
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<b><i><u><span lang="ES-MX" style="font-family: "Arial","sans-serif";">2. La Musicología
Sistemática</span></u></i></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"></span></div>
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sectoriales de aquella y con una orientación no fundamental ni primariamente
histórica.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"></span></div>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 8pt;">En la actualidad, la <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u>Musicología Sistemática</u></i></b>,
abarca:</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="ES-MX" style="font-family: Symbol; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">·</span><span lang="ES-MX" style="font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-ansi-language: ES-MX; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">
</span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">La <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Acústica Musical</i></b>,
(Sauveur) que investiga los fundamentos físicos de la música, de los
instrumentos musicales, de los recintos o salas de presentación de la música,
es decir, de los aspectos relacionados con la <i style="mso-bidi-font-style: normal;">Ingeniería del Sonido</i>, la <i style="mso-bidi-font-style: normal;">electrónica</i>,
la <i style="mso-bidi-font-style: normal;">electroacústica</i> y la fonología en
general.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="ES-MX" style="font-family: Symbol; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">·</span><span lang="ES-MX" style="font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-ansi-language: ES-MX; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">
</span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">La <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Fisiología</i></b>, que se ocupa
de la estructura, funcionamiento y comportamiento del oído y de la voz, así
como de la respiración, elementos básicos y primarios de la música.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="ES-MX" style="font-family: Symbol; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">·</span><span lang="ES-MX" style="font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-ansi-language: ES-MX; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">
</span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">La <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Fisiología de la Ejecución Instrumental</i></b>,
la cual estudia los movimientos del cuerpo y las técnicas de ejecución para la
pedagogía instrumental.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="ES-MX" style="font-family: Symbol; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">·</span><span lang="ES-MX" style="font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-ansi-language: ES-MX; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">
</span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">La <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Ergonomía Musical</i></b>, se
ocupa del <i style="mso-bidi-font-style: normal;">diseño industrial</i> de
sillas, útiles y accesorios para optimizar el estudio y la ejecución de los instrumentos
y de la música en general, dentro de las mejores y más favorables condiciones
para la salud y conservación del músico.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="ES-MX" style="font-family: Symbol; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">·</span><span lang="ES-MX" style="font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-ansi-language: ES-MX; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">
</span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">La <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Psicología de la Audición</i></b>,
investiga los procesos psicológicos que tienen lugar durante la audición, así
como los problemas relativos a las dotes, aptitudes, cualidades y la educación
musicales.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="ES-MX" style="font-family: Symbol; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">·</span><span lang="ES-MX" style="font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-ansi-language: ES-MX; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">
</span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">La <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Psicología de la Música</i></b>,
se ocupa del estudio de los <i style="mso-bidi-font-style: normal;">efectos</i>
producidos por la música y por la obra de arte musical sobre el ser humano y
aún sobre los animales y otros seres vivientes. Considera a la música en su
estructura individual como una imagen unitaria y también tiene en cuenta la
disposición del oyente. Hoy se le agregan las especialidades de <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Audioanestesia</i></b>,
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Musicoterapia</i></b>
y <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Música
en la Industria</i></b> por el importante e impactante servicio que su
desarrollo brinda a las ciencias y disciplinas médicas e industriales.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="ES-MX" style="font-family: Symbol; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">·</span><span lang="ES-MX" style="font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-ansi-language: ES-MX; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">
</span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">La <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Sociología de la Música</i></b>,
aplica planteamientos sociológicos a la música en cuanto arte que vive, de una
manera especial, en la sociedad, recibe la impronta o características de ésta
y, a su vez, le imprime la suya propia.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="ES-MX" style="font-family: Symbol; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">·</span><span lang="ES-MX" style="font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-ansi-language: ES-MX; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">
</span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">La <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Pedagogía Musical</i></b>, esta
especialidad, sólo pertenece a la musicología en un sentido teórico y general;
se ocupa de los problemas de la <i style="mso-bidi-font-style: normal;">enseñanza
musical</i> y de la <i style="mso-bidi-font-style: normal;">educación musical</i>,
sus objetivos y métodos en el ámbito privado y escolar.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="ES-MX" style="font-family: Symbol; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">·</span><span lang="ES-MX" style="font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-ansi-language: ES-MX; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">
</span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">La <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Filosofía de la Música</i></b>,
pregunta e interroga a la música acerca de su naturaleza esencial; en este
aspecto, es totalmente autónoma pero refleja sistemáticamente objetivos y
situaciones históricamente determinados en la mayor parte de los casos, o
también, provenientes del terreno de la musicología sistemática.<span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; tab-stops: list 18.0pt; text-align: justify; text-indent: -18.0pt;">
<span lang="ES-MX" style="font-family: Symbol; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">·</span><span lang="ES-MX" style="font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-ansi-language: ES-MX; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">
</span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">La <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Estética de la Música</i></b>,
plantea el interrogante acerca de <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">lo bello</i></b> y <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">lo válido</i></b> en la música,
según su contenido, forma y otros aspectos; es un terreno parcial de la
filosofía de la musical general.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
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costumbres de los pueblos, por ejemplo las canciones populares. También
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Musicología Aplicada</span></u></i></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"></span></div>
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investigación musicológica permite que sus resultados se puedan <i style="mso-bidi-font-style: normal;">enseñar</i> y <i style="mso-bidi-font-style: normal;">aplicar</i>, es decir, <i style="mso-bidi-font-style: normal;">utilizar</i>,
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<span lang="ES-MX" style="font-family: Symbol; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">·</span><span lang="ES-MX" style="font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-ansi-language: ES-MX; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">
</span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">La <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Luthería</i></b> o <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Construcción
de Instrumentos Musicales</i></b>, que se dedica a la fabricación y reparación
de los instrumentos;<span style="mso-spacerun: yes;"> </span>restauración de los
instrumentos antiguos; desarrollo de nuevos y mejores instrumentos;
innovaciones de mecanismos y accesorios que optimicen su rendimiento, ejecución
y resultados sonoros; estudia nuevos y mejores <i style="mso-bidi-font-style: normal;">materiales</i> par la construcción, etc.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"></span></div>
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múltiples y cada vez mayores,</span></i><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-ansi-language: ES-MX; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"> los
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divisiones, abarca, lo cual también permite concluir que son amplias,
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<cite><span lang="ES-TRAD" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">www.histomusica.com/libros</span></cite><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"> </span></div>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<br /></div>Milagros L. Escalon R.http://www.blogger.com/profile/11613382396939398723noreply@blogger.com0tag:blogger.com,1999:blog-6456941805234420839.post-71925914633195145362011-07-03T14:15:00.000-07:002011-07-03T14:15:16.444-07:00La Canción Patriótica del Siglo XIX<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/Y7d11nAQtMg?feature=player_embedded' frameborder='0'></iframe> </div>
<div class="separator" style="clear: both; text-align: center;">
Prof. Diego Silva </div>
<br />Milagros L. Escalon R.http://www.blogger.com/profile/11613382396939398723noreply@blogger.com0tag:blogger.com,1999:blog-6456941805234420839.post-18482577551933151832011-07-02T19:44:00.000-07:002011-07-02T20:04:46.032-07:00Historia del Cuatro<div align="center">
<br />
<div style="text-align: justify;">
<i><span style="font-family: Times New Roman;"><span style="font-size: large;">E</span>l
Cuatro, tiene sus orígenes muy remotos, hay quienes afirman que ya
existía en el año 3.000 A.C,porque se han encontrado instrumentos
similares en Egipto, los que a su vez son derivados de instrumentos Caldeos-Asirios.</span></i></div>
</div>
<div width="100%">
<i><span style="font-family: Times New Roman;"><span style="font-size: small;">E</span>n el Siglo XVI, la guitarra contaba con cuatro cuerdas y se tocaba
rasgueada; la vihuela poseía seis o siete cuerdas y se tocaba punteada, y la contra canaria poseía cinco cuerdas. </span></i></div>
<div align="left" width="100%">
<i><span style="font-family: Times New Roman;">Segun Adolfo Salazar, famoso tratadista español sobre instrumentos de cuerdas,
el Cuatro llegó a Venezuela con los primeros conquistadores españoles y
representa la auténtica guitarra del Renacimiento. Este instrumento es el pariente mas cercano
de la guitarra, la cual ha evolucionado hasta producir otros instrumentos parientes.</span></i></div>
<table border="0" cellpadding="0" cellspacing="0" height="286">
<tbody>
<tr>
<td height="280" width="38%"><img border="0" height="200" src="http://www.charangos.com.ar/images/cuatroacostado.jpg" width="186" /></td>
<td align="left" height="280" style="margin-left: 0; text-indent: 30;" width="62%"><div align="right">
<div align="left">
<span lang="ES-AR"><i><span style="font-family: Times New Roman; font-size: small;">El
Cuatro nace como modificación del Quinto,
siempre elaborado en forma muy rústica, usando para ello, trozos
de madera autóctono y cuerdas de fibra vegetal, muy
duras, las cuales se adelgazaban con conchas de moluscos, más
adelante con tripas de animales, siendo disecadas y templadas al sol, a
objeto que emitieran sonidos
que en cierto modo, igualaran a los expedidos por los
instrumentos españoles.</span></i></span>
</div>
<div align="left">
<span lang="ES-AR"><i><span style="font-family: Times New Roman;">En si, los aborígenes y esclavos,
buscaban en ese instrumento que acompañaban con guaruras, pitos,
tambores y maracas, momentos de esparcimiento y un aliciente para
llevar menos pesada la existencia a la que estaban sometidos por los
conquistadores.</span></i></span>
</div>
</div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES-AR"><i><span style="font-family: Times New Roman;">De allí, el Cuatro se estampa en persistencia, tanto en momentos de tristeza y soledad, como de felicidad y alegría, dentro
del criollismo venezolano.</span></i></span>
</div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES-AR"><i><span style="font-family: Times New Roman;">Para
el Siglo XIX, algunos carpinteros de profesión, en sus ratos de ocio,
construían este instrumento, solo por afición a la música, para amenizar
las parrandas, bailes típicos, etc. Las primeras transacciones que se
hicieron con el Cuatro, son las llamadas
permutas por los artesanos, ó sea, que a cambio de éste, los carpinteros
recibían turrones, arroz con coco, empanadas, jaleas de mango, y otras
meriendas típicas, entre otras cosas<span style="font-size: small;">.</span></span></i></span></div>
<div align="center">
<br />
<center><table border="0">
<tbody>
<tr>
<td style="text-align: justify;" width="100%"><span style="font-family: Times New Roman; font-size: small;"><i>El Cuatro es un instrumento cuya elaboración es manual y envuelve talento,</i></span></td>
</tr>
<tr>
<td width="100%"><span style="font-family: Times New Roman;"><span style="font-size: small;"><i>dedicación y una vida </i></span><i>de experiencia. Dado su carácter tradicional, familias enteras </i></span></td>
</tr>
<tr>
<td width="100%"><span style="font-family: Times New Roman;"><i> en Venezuela se han dedicado por
generaciones a la elaboración
de este instrumento. </i></span></td>
</tr>
</tbody></table>
</center>
</div>
<div class="MsoNormal" style="text-align: justify;">
<i><span style="font-family: Times New Roman; font-size: small;">Las
maderas mas utilizadas en su fabricación son el cedro y el pino,
generalmente el diapasón y la media tapa se fabrican con maderas
preciosas, para que no se
rayen ni desgasten con el roce de las uñas.</span></i></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES-AR"><i><span style="font-family: Times New Roman;">Es un
instrumento para ser ejecutado como solista y también como acompañante, tanto para música ritual como
diversional y está presente en todas las regiones de Venezuela.</span></i></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES-AR"><i><span style="font-family: Times New Roman;">En
Lara, por ejemplo, existe la mayor variedad de cuatros para el
acompañamiento del tamunangue, principal manifestación musical del
estado. Estos cuatros se diferencian por el tamaño, el número de cuerdas
y su afinación. Se pueden encontrar así el cuatro y medio, el cinco, el
cinco y medio, el seis y el octavo.</span></i></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES-AR"><i><span style="font-family: Times New Roman;">El arraigo del cuatro en la música venezolana va hasta su adecuación a los nuevos
tiempos, tanto en la música popular como en la académica está presente este instrumento.</span></i></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES-AR"><i><span style="font-family: Times New Roman;"><br /></span></i></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES-AR"><i><span style="font-family: Times New Roman;">El
cuatro llega al siglo XXI y promete quedarse alojado por siempre en la
idiosincrasia de los venezolanos, cantando historias, sonando amores,
vibrando cultura.</span></i></span></div>
<span style="font-family: Times New Roman;"><b><i><br /> </i></b></span><br />
<span style="color: maroon;"><span style="font-family: Times New Roman; font-size: small;"><b>www.charangos.com.ar</b></span></span><span style="font-family: Times New Roman;"><b><i><a href="http://www.charangos.com.ar/historia.htm"><br /></a></i></b></span>Milagros L. Escalon R.http://www.blogger.com/profile/11613382396939398723noreply@blogger.com0tag:blogger.com,1999:blog-6456941805234420839.post-7576509671442365612011-06-30T18:41:00.000-07:002011-06-30T19:45:25.517-07:00Venezuela y su Música a fines del siglo XIX<br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">Hoy día,
gracias al avance tecnológico, se puede disfrutarde muchos
estilos musicales.Antiguamente </span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">la difusión de la música
se realizaba en forma muy lenta, por cuanto no se conocían
medios para sus grabaciones. A mediados del siglo XIX llegaron a
Venezuela las primeras ideas del romanticismo</span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"> artístico y
musical que había dominando toda la escena europea,
así comienzan a desarrollarse </span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">géneros musicales
en Venezuela.</span><br />
<br />
<table align="center" border="0" cellpadding="0" cellspacing="0" style="width: 613px;"><tbody>
<tr><td width="283"><span style="color: black; font-family: Comic Sans MS; font-size: x-small;">Terminada la
conquista, desde los primerostiempos de la colonia hubo interés
de difundir la enseñanza de la música. Así,
entre los estudios establecidos estaban la gramática, lectura,
escritura y canto. Los maestros de canto eran religiosos, por lo
tanto su finalidad era acompañar las misas y ceremonias católicas.
El primer profesor de canto en Venezuela fue el sacerdote Francisco
Pérez Camacho.</span></td>
<td width="330"><div align="center">
<br /></div>
</td>
</tr>
<tr>
<td colspan="2"><br />
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" width="200" /></td><td colspan="2"></td></tr>
</tbody></table>
<div style="text-align: justify;">
<br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">1770 fue un
año de gran importancia para la historia de la música
en Venezuela. El padre Pedro</span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"> Palacios y Sojo, tío de Simón
Bolívar, trajo de Roma y Madrid partituras, lo cual es el
texto</span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"> completo de una obra musical, e instrumentos musicales y fundó
la primera Academia de</span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"> Música. Nombró como director
a Juan Manuel Olivares, quien era músico, compositor y</span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"> ejecutante.
En esta academia se formaron los integrantes del sorprendente movimiento
musical </span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">conocido con el nombre de "Escuela de Chacao" motivado por
el Padre Sojo. El nombre de</span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"> "escuela" no se refiere en este caso
a un local con aulas y maestros, sino a un grupo</span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"> de músicos
aproximadamente de una misma época y de un estilo similar.
El nombre de</span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">" Escuela de Chacao" corresponde a la ubicación de la hacienda
del Padre Sojo, donde</span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"> organizaba conciertos y reuniones de músicos,
compositores y estudiantes. La Escuela</span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"> de Chacao produjo una música que estaba al día con la de Europa.</span></div>
<table align="center" border="0" cellpadding="0" cellspacing="0" style="width: 613px;"><tbody>
<tr><td colspan="2"><span style="color: black; font-family: Comic Sans MS; font-size: small;">Entre los músicos
más conocidos de la Escuela </span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: small;">de Chacao figuran:</span><br />
<ul>
<li><span style="color: black; font-family: Comic Sans MS; font-size: x-small;">José
Ángel Lamas, autor del célebre "Popule Meos"</span></li>
</ul>
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"> que siempre se canta en Semana Santa.</span><br />
<ul>
<li><span style="color: black; font-family: Comic Sans MS; font-size: x-small;">Cayetano
Carreño, hermano de Simón Rodríguez, </span></li>
</ul>
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"> el maestro
del Libertador.</span><br />
<ul>
<li><span style="color: black; font-family: Comic Sans MS; font-size: x-small;">Lino Gallardo,
autor de canciones patrióticas.</span></li>
</ul>
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"></span><br />
<ul>
<li><span style="color: black; font-family: Comic Sans MS; font-size: x-small;">Juan José
Landaeta, autor de la música del </span></li>
</ul>
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"> "Gloria al Bravo
Pueblo", nuestro Himno Nacional.</span></td><td colspan="2"></td>
</tr>
<tr>
<td><table align="center" border="0" cellpadding="0" cellspacing="0" style="width: 613px;"><tbody>
<tr><td><br /></td>
<td><br />
<span style="color: black; font-family: Comic Sans MS; font-size: small;">El Romanticismo</span>
<br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">En la década
de 1830 a 1840, hubo un cambio total en las manifestaciones musicales </span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">
de Europa, los compositores comenzaron a darle más importancia
a lo personal, a los </span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">estados de ánimo, a las fantasías,
los sentimientos y a experimentar formas nuevas para</span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"> expresarlos.
A esta tendencia se le llamo Romanticismo cuya influencia llegó
a Venezuela</span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"> y tuvo gran aceptación. En Caracas el vals europeo
comenzó a popularizarse y pronto</span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"> adquirió personalidad
propia llegando a convertirse en vals venezolano, del mismo modo </span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">
aparecen canciones con el sentimentalismo propio de la época.
Entre los géneros musicales se conocieron la ópera,
zarzuelas y rapsodias entre otras, a esto se le llamó música
profana y</span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"> que dista mucho de la música religiosa.</span><br />
<br /></td>
</tr>
<tr>
<td colspan="2" height="201"><img alt="" height="200" 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" width="148" /> </td><td colspan="2" height="201"></td></tr>
</tbody></table>
</td>
<td></td></tr>
</tbody></table>
<div style="text-align: justify;">
<br /></div>
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">La ópera,
es un poema dramático cantado y acompañado con orquesta.
Este género musical </span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">reúne el canto,la música
instrumental, la <a href="http://www.rena.edu.ve/SegundaEtapa/ESTETICA/artesescenicas.html">acción escénica</a>,
las artes plásticas (decorado) y </span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">la danza. Es una obra musical muy completa. Por su parte, la zarzuela alterna el canto y </span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">la declamación,
mientras que la rapsodia es una pieza musical compuesta de trozos
de</span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"> temas populares o de otras obras, también se incluyen
improvisaciones.</span><br />
<br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">Para el año
1854, se inauguró el Teatro Caracas en el cual se llevaron
a cabo todo tipo de </span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">eventos públicos y se consideraba como
el centro cultural de la vida caraqueña, funcionó </span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">hasta 1913 cuando fue azotado por un voraz incendio. L</span><span style="color: black; font-family: Comic Sans MS; font-size: x-small;">os
géneros musicales, opera, </span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">zarzuelas y rapsodias, también
tuvieron representantes bien destacados, entre ellos están:</span><br />
<br />
<b><span style="color: black; font-family: Comic Sans MS; font-size: x-small;">José
Angel Montero (1832 - 1881)�</span></b><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">Es uno de los
compositores de producción más importantes que ha
tenido el país, dominaba la</span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"> ejecución de varios instrumentos
de cuerda y de viento, en especial la flauta.Compuso música </span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">
religiosa y profana tanto vocal como instrumental: música
de salón y de conciertos, zarzuelas,</span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">polkas y valses venezolanos.
Su composición de género sacro "Quiero tu cruz, Señor",
aún se</span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"> canta todos los años en Semana Santa.</span><br />
<br />
<b><span style="color: black; font-family: Comic Sans MS; font-size: x-small;">Teresa
Carreño (1853 - 1917)</span></b><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">Fue la mujer
venezolana de mayor talento y fama del siglo XIX. Cuando apenas
contaba con</span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"> nueve años de edad fue con su familia a Nueva
York y presentó con éxito su primer recital</span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"> de piano.
Posteriormente, en París, comenzó para ella su larga
y brillante carrera de triunfos</span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"> como concertista. Los más
ilustres músicos europeos la consideraron como "la mejor
pianista</span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"> de todos los tiempos". Entre sus obras mas importantesestán: "Valses Venezolano para piano"</span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"> y "Cuarteto para cuerdas
en SI menor". Murió en Nueva York, y sus restos fueron trasladados</span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">
al Cementerio General del Sur (Caracas). Hoy en día, el principal
teatro de Caracas lleva su nombre.</span><br />
<br />
<img alt="" height="200" 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" width="145" /><br />
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<br />
<b><span style="color: black; font-family: Comic Sans MS; font-size: x-small;">Pedro
Elias Gutiérrez (1870 – 1954)�</span></b><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">Es el famoso
autor del joropo "Alma Llanera", considerado como el himno popular
de Venezuela.</span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"> Durante 43 años fue director de la "Banda Marcial
de Caracas", esta famosa banda tocaba</span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"> las tradicionales retretas,
conciertos populares al aire libre, los jueves y domingos en la
Plaza </span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">Bolívar de Caracas. Al final de las retretas siempre
se interpretaba el "Alma Llanera", costumbre </span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">que pasó a las
fiestas populares y todavía perdura. Otras de sus obras son:
"Seis Misas", </span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">"Dos Fantasías", numerosas marchas, himnos,
valses, joroposy pasodobles.</span><br />
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<table align="center" border="0" cellpadding="0" cellspacing="0" style="width: 613px;"><tbody>
<tr><td><img alt="" height="197" 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" 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<tr><td colspan="2" height="201">http://www.rena.edu.ve </td></tr>
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</tbody></table>Milagros L. Escalon R.http://www.blogger.com/profile/11613382396939398723noreply@blogger.com6tag:blogger.com,1999:blog-6456941805234420839.post-53926089657475738182011-06-30T18:03:00.000-07:002011-06-30T18:03:30.589-07:00Instrumentos de la música folclórica venezolana.<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">Las fiestas
y danzas populares son el resultadode la fusión</span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"> de estas
tres culturas que dieron origen a lo típicamente criollo.</span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">
En cualquier región del país las danzas y las canciones
se </span><br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">acompañan de instrumentos musicales, los cuales tienen
sus </span><br />
<br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">raíces en los ancestros indígenas, africanos y
españoles.</span><br />
<br />
<br />
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<tr><td width="313"><span style="color: black; font-family: Comic Sans MS; font-size: x-small;"><b>1.-
Cordófonos: </b>Son de origen español su sonido
es producido por la vibración de cuerdas sobre una caja de
resonancia. Los más importantes son: arpa, bandola, cuatro,
requinto, violín y carángano.</span><br />
<br />
<br />
<img alt="" height="200" 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" width="147" /><br />
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<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"><b>2.-
Aerófonos:</b> son instrumentos de origen indígena
cuyo sonido se produce cuando se insufla a través de uno
de sus orificios. Los más importantes son: flauta ó
mare, cachos de Tura,guarura o caracol.</span></div>
<img height="200" src="http://www.rena.edu.ve/SegundaEtapa/ESTETICA/IMAGENES/raicesnmusic.gif" width="159" /><br />
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<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"><b>3.-
Idiófonos:</b> son instrumentos que producen sonido
por la vibración de sus propios cuerpos, por frotación
o por percusión. Algunas muestras son: maracas, quitiplas,
chinescos y charrasca.</span></div>
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<img height="175" src="http://www.rena.edu.ve/SegundaEtapa/ESTETICA/IMAGENES/raicesnmusic1.gif" width="200" /><br />
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<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"><b>4.-
Membranofonos:</b> son instrumentos de percusión de
origen africano. Producen el sonido al golpear una de las membranas
que recubre unos cilindros de madera. Entre los más importantes
se encuentran: Tamboril, Zambomba, Bombo, Pandereta, Pandereta Cuadrada
y Mirliton.</span></div>
<div style="text-align: left;">
</div>
<img alt="" height="158" 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" width="200" /><br />
<div style="text-align: left;">
</div>
<span style="color: black; font-family: Comic Sans MS; font-size: small;">La Danza y
Tradiciones</span> <br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">Del mismo modo
en las danzas y fiestas tradicionales, se encuentran aportes de
las tres culturas, clasificadas de la siguiente manera:</span><br />
<br />
<img alt="" height="200" 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" 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<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">De <b>Origen
Indígena</b> son todas aquellas danzas y ritos en que
se agradece a la madre naturaleza� por las cosechas y los frutos
obtenidos. Se puede mencionar el baile de las <a href="http://www.rena.edu.ve/SegundaEtapa/ESTETICA/musica.html#turas">Turas</a>,
el <a href="http://www.rena.edu.ve/SegundaEtapa/ESTETICA/musica.html#Tamunangue">Tamunangue</a> y la <a href="http://www.rena.edu.ve/SegundaEtapa/ESTETICA/musica.html#Chichamaya">Chichamaya</a>.</span></div>
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<br />
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">De <b>Origen
Africano</b> son los famosos bailes de tambor en sus distintas
manifestaciones tales como: las fiestas de <a href="http://www.rena.edu.ve/SegundaEtapa/ESTETICA/musica.html#sanjuan">San
Juan</a>, <a href="http://www.rena.edu.ve/SegundaEtapa/ESTETICA/musica.html#SanPedro">San Pedro</a> y <a href="http://www.rena.edu.ve/SegundaEtapa/ESTETICA/musica.html#SanBenito">San
Benito</a>.</span><br />
<br />
<br />
<br />
<img alt="" height="200" 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" 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<div style="text-align: left;">
<span style="color: black; font-family: Comic Sans MS; font-size: x-small;">De Origen Español
son aquellas que guardan relación con las escenificaciones
de carácter religioso como la representación del Pesebre,
Paradura del niño Jesús, Semana Santa, entre otras,
y las inspiradas en diversiones populares donde se alternan partes
dialogadas con cantos y baile. Una muestra de ellas son: <a href="http://www.rena.edu.ve/SegundaEtapa/ESTETICA/musica.html#pajaro">El
Pájaro Guarandol</a>, La <a href="http://www.rena.edu.ve/SegundaEtapa/ESTETICA/musica.html#burriquita">burriquita</a>,
El <a href="http://www.rena.edu.ve/SegundaEtapa/ESTETICA/musica.html#Sebucan">Sebucán</a>, y <a href="http://www.rena.edu.ve/SegundaEtapa/ESTETICA/musica.html#Samba">Sambarambulé.</a></span></div>
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http://www.rena.edu.ve/<span style="color: black; font-family: Comic Sans MS; font-size: x-small;"><b> </b></span></td><td height="19"></td><td height="19"></td><td height="19"><span style="color: black; font-family: Comic Sans MS; font-size: x-small;"><b><br /></b></span></td><td height="19"><span style="color: black; font-family: Comic Sans MS; font-size: x-small;"><b><br /></b></span></td><td height="19"><span style="color: black; font-family: Comic Sans MS; font-size: x-small;"><b></b> </span></td><td height="19"><br /></td><td height="19"></td><td height="19" style="text-align: justify;"></td><td height="19"><span style="color: black; font-family: Comic Sans MS; font-size: x-small;"><br /></span></td><td height="19"></td><td height="19"></td><td height="19"></td><td height="19"></td><td height="19"></td><td height="19"><br />
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</tbody></table>Milagros L. Escalon R.http://www.blogger.com/profile/11613382396939398723noreply@blogger.com0tag:blogger.com,1999:blog-6456941805234420839.post-49826160284747824062011-06-29T18:17:00.000-07:002011-06-29T18:17:05.306-07:00Narración.<span class="azul"></span><br />
<img alt="Ulises y los feacios" hspace="5" src="http://aliso.pntic.mec.es/agalle17/imagenes/narracion11.jpg" style="border: 0px solid; float: left; height: 79px; width: 70px;" title="Ulises y los Feacios" vspace="5" /><br />
<span class="azul">Narración</span>:
(Del lat. <span style="font-style: italic;">narratio</span>).
f. Una
narración
es el relato de unos hechos reales o imaginarios que les suceden a unos
personajes en un lugar. Cuando contamos algo que nos ha sucedido o que
hemos soñado o cuando contamos un cuento, estamos haciendo
una narración. Narrar es aprender a contar lo que nos sucede, lo que creamos, lo que inventamos.<br />
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<span style="font-family: ff0;"></span> <span style="font-family: ff1;"></span> <span style="font-family: ff2;"></span> <span style="font-family: ff3;"></span> </div>
<br />
Narrar es:<br />
<ul>
<li> Tan antiguo como la humanidad</li>
<li>El arte de contar acontecimientos oralmente</li>
<li>Un estimulante de imaginación y creatividad</li>
<li>Un instrumento didáctico para el aprendizaje</li>
</ul>
Que se puede conar?<br />
<ul>
<li> Anécdotas</li>
<li>Novelas o fragmentos</li>
<li>Relatos</li>
<li>Leyendas</li>
<li>Biografías</li>
<li>Mitos</li>
<li>Cuentos</li>
</ul>
...es decir, las diversas formas que puede adquirir la palabra .<br />
<br />
<br />
<br />Milagros L. Escalon R.http://www.blogger.com/profile/11613382396939398723noreply@blogger.com0tag:blogger.com,1999:blog-6456941805234420839.post-85781093014615360692011-06-29T16:14:00.000-07:002011-06-29T16:14:59.417-07:00Esa luz nunca la olvidare...<br />
<img height="193" src="http://www.venezuelatuya.com/biografias/historia3/banos.jpg" width="250" /> <br />
<div style="text-align: justify;">
<span style="color: blue;"> </span><i style="color: blue;">Los Baños de Macuto</i></div>
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En 1916, Reverón pinta al aire libre sus</div>
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primeros paisajes resueltos dentro de</div>
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una tonalidad azul.</div>
<br />Milagros L. Escalon R.http://www.blogger.com/profile/11613382396939398723noreply@blogger.com0tag:blogger.com,1999:blog-6456941805234420839.post-38323935575977462212011-06-27T17:58:00.000-07:002011-06-29T17:57:23.628-07:00Por si no lo sabíaPor si no lo sabía<br />
Aún se puede salvar la especie humana y se puede cantar<br />
por la mañana aunque haya habido pesadillas en la noche...<br />
<br />
Por si no lo sabía.<br />
Aun pueden traer los ríos agua clara, aun pueden salvarse<br />
bosques y montañas y una gloriosa fauna rediviva en su vientre<br />
<br />
Y una hermosa eclosión lanzará flores<br />
con perfumada sangre hasta los cielos.<br />
<br />
Por si no lo sabía<br />
Hay esperanza una profunda fé puesta en los sueños<br />
<br />
Y hasta Dios también será soldado, luchando contra el<br />
hambre que hoy diezma a los pueblos.<br />
<br />
Y es hermoso tener a Dios por compañero<br />
en el amor militante por el hombre<br />
<br />
!es mas sublime!<br />
!es mas omnipotente!<br />
<br />
En la sencilla parábola cristiana<br />
Si no se puede salvar la especie humana<br />
es porque se ama a Dios y no se ama a la gente.<br />
<br />
<b></b><br />
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<b>Todos</b>.-Por si no lo sabía<br />
<b>1,2,3</b>-Aún se puede salvar la especie humana y se puede cantar<br />
por la mañana aunque haya habido pesadillas en la noche...<br />
<b>Todos</b>.-Por si no lo sabía.<br />
<b>4,5,6.</b>-Aun pueden traer los ríos agua clara, aun pueden salvarse<br />
bosques y montañas y una gloriosa fauna rediviva en su vientre<br />
<b>1,2,</b>-Y una hermosa eclosión lanzará flores<br />
con perfumada sangre hasta los cielos.<br />
<b>Todos</b>.-Por si no lo sabía<br />
<b>3,4.</b>-Hay esperanza una profunda fé puesta en los sueños<br />
<b>Todos</b>.-Y hasta Dios también será soldado, luchando contra el<br />
hambre que hoy diezma a los pueblos.<br />
<b>5,6.</b>-Y es hermoso tener a Dios por compañero<br />
en el amor militante por el hombre<br />
<b>1,2,3.</b>-!es mas sublime!<br />
Todos.-!es mas omnipotente!<br />
<b>4,5,6</b>.-en la sencilla parábola cristiana<br />
<b>Todos.</b>-Si no se puede salvar la especie humana<br />
es porque se ama a Dios y no se ama a la gente.<br />
<br />
<div style="color: #783f04;">
<i>Sabías que...</i></div>
<i style="color: #783f04;">El poema anterior es del cantante y compositor venezolano Alí Primera, se utiliza en los talleres de narración oral, para trabajarlo con grupos de participantes, que se organizan de acuerdo a la numeración indicada, para expresarlo en forma poetica.</i><br />
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<span style="font-family: Times,"Times New Roman",serif;"><i><span style="color: #b45f06;">La colección Cartas de Amor : Simón Bolívar</span></i>, <i>forman parte del material que es utilzado en el taller de narración oral</i></span><i>, para el desarrollo del arte de contar acontecimientos oralmente, a continuación dos textos.</i></div>
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Bolívar ingresó triunfante en Quito el 16 de junio de 1822. El pueblo lo
aclamó entre gritos y aplausos hasta que una mujer, desde un balcón, le
lanzó una corona de laureles que accidentalmente le pegó en los ojos.
Bolívar levantó su mirada con aires de enojo para ver quien fue el
responsable, pero no lo pudo mantener ni un segundo. Ella era Manuela
Sáenz, una hermosa mujer ecuatoriana de 25 años.<br />
Esa misma noche los presentaron en un evento ofrecido al Libertador donde Bolívar le dijo: <b><i>"Señora: si mis soldados tuvieran su puntería, ya habríamos ganado la guerra a España..."<br />
</i></b>Ambos se enamoraron a primera vista, pero hubo un problema, ella
estaba casada por arreglo con un prestigio doctor ingles. Manuela no
pudo divorciarse, pero tampoco ocultó su amor, y notoriamente se lo
informo a su esposo y al resto de la comunidad. Manuela siguió a Simón
en sus viajes, lo atendió en sus enfermedades, lo ayudó en sus trabajos y
hasta le salvo su vida. Sí, ella misma le salvo la vida al mismísimo
Simón Bolívar frustrando dos atentados en su contra. Por estas acciones,
Bolívar mismo la llamó la "<i>Libertadora del Libertador</i>".<br />
Simón y Manuela fueron amantes durante ocho años hasta la muerte de él en 1856.<br />
<br />
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<br />
<i><span style="color: orange;">Manuela</span> : Cuando se
acercaba al paso de nuestro balcón, tome la corona de rosas y ramitas de
laureles y la arrojé para que cayera al frente del caballo de Simón;
pero con tal suerte que fué a parar con toda la fuerza de la caída, a la
casaca, justo en el pecho de Libertador. Me ruboricé de la verguenza,
pues el Libertador alzó su mirada y me descubrió aún con los brazos
estirados en tal acto; pero el se sonrió y me hizo un saludo con el
sombrero pavonado que traía a la mano... </i><br />
<br />
<br />
<br />
-Algunas cartas de Simón hacia Manuela:<br />
<br />
<b><i>Manuela:<br />
<br />
Llegaste de improviso, como siempre. Sonriente.<br />
Notoria. Dulce. Eras tú. Te miré. Y la noche fue tuya.<br />
Toda. Mis palabras. Mis sonrisas. El viento que respiré<br />
y te enviaba en suspiros.<br />
El tiempo fue cómplice por el tiempo que alargué<br />
el discurso frente al Congreso para verte frente a mí,<br />
sin moverte, quieta, mía…<br />
<br />
Utilicé las palabras más suaves y contundentes;<br />
sugerí espacios terrenales con problemas<br />
qué resolver mientras mi imaginación te recorría;<br />
los generales que aplaudieron de pie no se imaginaron<br />
que describía la noche del martes que nuestros caballos<br />
galoparon al unísono; que la descripción de<br />
oportunidades para superar el problema de la guerra,<br />
era la descripción de tus besos.<br />
Que los recursos que llegarían para la compra<br />
de arados y cañones, era la miel de tus ojos<br />
que escondías para guardar mi figura cansada,<br />
como me repetías para esconder las lágrimas<br />
del placer que te inundaba.<br />
<br />
Y después, escuché tu voz. Era la misma.<br />
Te di la mano, y tu piel me recorrió entero.<br />
Igual… que los minutos eternos que detuvieron<br />
las mareas, el viento del norte, la rosa de los vientos,<br />
el tintineo de las estrellas colgadas en jardines secretos<br />
y el arco iris que se vio hasta la media noche.<br />
Fuiste todo eso, enfundada en tu uniforme<br />
de charreteras doradas, el mismo con el<br />
que agredes la torpeza de quienes desconocen<br />
cómo se construye la vida.<br />
<br />
Mañana habrá otra sesión del Congreso.<br />
¿Estarás?<br />
<br />
Simón.<br />
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<i><span style="color: orange;">Manuela</span>: General Simón Bolívar, muy señor mío: dice usted que sabe y conoce como es mi amor hacia usted .Sin embargo, le escribo a usted, esta y le nombro siempre. Así soy yo, que sí me entusiasmo con usted solo con nombrarlo...</i></div>
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<i>No tengo otro aliciente, !no! Porque ni siquiera usted me contesta. ¿ Tanto le cuesta hacerlo? ¿Será porque ya no soy la dueña de sus sueños? Dígamelo usted sin ambages, que yo de fragil no tengo nada. Solo con mis delirios de grandeza junto a usted me consuelo. !Desvaríos desvaríos! Ojalá en</i></div>
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<i> los suyos me tuviera. Suya Manuela.</i></div>
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<b><i>Mi adorada Manuela :<br />
<br />
Recibí tu carta del 29 de Septiembre,<br />
justamente en el momento más<br />
ocupado , ocupación que he dejado de lado<br />
para satisfacerme y atender<br />
tus dulces palabras, que convierten<br />
a mi corazón en un reloj<br />
desacompasado por la nostalgia de no<br />
tenerte entre mis brazos.<br />
<br />
Tu sola me has robado el alma y yo<br />
me ocupo solo de pensar en ti.<br />
Nada distrae más mi atención y mis ocupaciones<br />
que el interrogante de tu mirada<br />
sobre mi amor hacia ti.<br />
<br />
Que diré yo si no te tengo junto a mi?<br />
Hagamos juntos un propósito!<br />
Que sea a la hora del té, cuando tu te<br />
conviertas a mis pensamientos<br />
y los mios se vayan con los tuyos.<br />
Te gusta? De todas maneras, esta<br />
conexión solo tiene su triunfo en<br />
la esperanza que tengo de regresar<br />
y confundirme con tu aliento.<br />
<br />
Tu amante idolatrado, que se muere por ti...!!!</i></b><br />
<b><i><br />
</i></b><i><br /></i><br />
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</div>Milagros L. Escalon R.http://www.blogger.com/profile/11613382396939398723noreply@blogger.com0tag:blogger.com,1999:blog-6456941805234420839.post-73147665482960211762011-06-27T17:41:00.000-07:002011-06-27T17:41:29.482-07:00Círculo de quintas<div class="thumb tright">
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Círculo de quintas en el que se muestran las tonalidades mayores y menores</div>
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El círculo de quintas de Nikolay Diletsky en <i>Idea grammatiki musikiyskoy</i> (Moscú, 1679)</div>
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En <a href="http://es.wikipedia.org/wiki/Teor%C3%ADa_musical" title="Teoría musical">teoría musical</a>, el <b>círculo de quintas</b> (o <a class="mw-redirect" href="http://es.wikipedia.org/wiki/Circulo_de_quintas#Estructura_y_uso" title="Circulo de quintas"><b>círculo de cuartas</b></a>) representa las relaciones entre los doce tonos de la <a href="http://es.wikipedia.org/wiki/Escala_crom%C3%A1tica" title="Escala cromática">escala cromática</a>, sus respectivas <a href="http://es.wikipedia.org/wiki/Armadura_de_clave" title="Armadura de clave">armaduras de clave</a> y las tonalidades relativas <a class="mw-redirect" href="http://es.wikipedia.org/wiki/Escalas_musicales#Escalas_en_los_modos_mayor_y_menor" title="Escalas musicales">mayores y menores</a>. Concretamente, se trata de una representación <a href="http://es.wikipedia.org/wiki/Geometr%C3%ADa" title="Geometría">geométrica</a> de las relaciones entre los 12 <a href="http://es.wikipedia.org/wiki/Tono" title="Tono">tonos</a>
de la escala cromática en el espacio entre tonos. Dado que el término
"quinta" define un intervalo o razón matemática que constituye el
intervalo diferente de la octava más cercano y <a href="http://es.wikipedia.org/wiki/Consonancia" title="Consonancia">consonante</a>, el círculo de quintas es un círculo de tonos o tonalidades estrechamente relacionados entre sí. Los <a href="http://es.wikipedia.org/wiki/M%C3%BAsico" title="Músico">músicos</a> y los <a href="http://es.wikipedia.org/wiki/Compositor" title="Compositor">compositores</a> usan el círculo de quintas para comprender y describir dichas relaciones. El diseño del círculo resulta útil a la hora de <a href="http://es.wikipedia.org/wiki/Composici%C3%B3n_musical" title="Composición musical">componer</a> y armonizar <a href="http://es.wikipedia.org/wiki/Melod%C3%ADa" title="Melodía">melodías</a>, construir <a href="http://es.wikipedia.org/wiki/Acorde" title="Acorde">acordes</a> y desplazarse a diferentes <a href="http://es.wikipedia.org/wiki/Tonalidad" title="Tonalidad">tonalidades</a> dentro de una composición.<sup class="reference" id="cite_ref-0"><a href="http://es.wikipedia.org/wiki/C%C3%ADrculo_de_quintas#cite_note-0">1</a></sup><br />
La <a href="http://es.wikipedia.org/wiki/Tonalidad" title="Tonalidad">tonalidad</a> de do mayor, que no tiene ni <a href="http://es.wikipedia.org/wiki/Sostenido" title="Sostenido">sostenidos</a> ni <a href="http://es.wikipedia.org/wiki/Bemol" title="Bemol">bemoles</a>, se sitúa al inicio del círculo. Siguiendo el círculo de <a href="http://es.wikipedia.org/wiki/Quinta" title="Quinta">quintas</a>
ascendentes a partir de do mayor, la siguiente tonalidad, sol mayor,
tiene un sostenido; a continuación, re mayor tiene 2 sostenidos, y así
sucesivamente. De la misma manera, si se avanza en sentido contrario a
las agujas del reloj desde el principio del círculo mediante quintas
descendentes, la tonalidad de fa mayor tiene un bemol, Si<span class="music-symbol" style="font-family: Arial Unicode MS, Lucida Sans Unicode;">♭</span>
mayor tiene 2 bemoles, y así sucesivamente. Al final del círculo, las
tonalidades de sostenidos y de bemoles se superponen, con lo que
aparecen pares de armaduras de tonalidades <a href="http://es.wikipedia.org/wiki/Enarmon%C3%ADa" title="Enarmonía">enarmónicas</a>.<br />
Empezando desde cualquier <a href="http://es.wikipedia.org/wiki/Altura_%28m%C3%BAsica%29" title="Altura (música)">altura</a> del ciclo y ascendiendo mediante <a href="http://es.wikipedia.org/wiki/Intervalo_%28m%C3%BAsica%29" title="Intervalo (música)">intervalos</a> de <a href="http://es.wikipedia.org/wiki/Quinta" title="Quinta">quintas</a> <a href="http://es.wikipedia.org/wiki/Temperamento_igual" title="Temperamento igual">temperadas iguales</a>,
se va pasando por todos los doce tonos en el sentido del reloj, para
terminar regresando al tono inicial. Para recorrer los doce tonos en
sentido contrario al reloj, es necesario ascender mediante <a href="http://es.wikipedia.org/wiki/Cuarta" title="Cuarta">cuartas</a>, en lugar de quintas. La secuencia de cuartas da al oído una sensación de asentamiento o resolución (véase <a href="http://es.wikipedia.org/wiki/Cadencia" title="Cadencia">cadencia</a>).</div>Milagros L. Escalon R.http://www.blogger.com/profile/11613382396939398723noreply@blogger.com0tag:blogger.com,1999:blog-6456941805234420839.post-68758831469788329362011-06-21T16:07:00.000-07:002011-06-21T16:07:07.361-07:00Test de Música N° 4<ol>
<li class="subtitulo">
<div class="subtitulo">
¿Cómo se denomina a la figura de nota equivalente a treintidósavos de unidad?</div>
<ul class="texto">
<li>Semifusa</li>
<li>Ninguna de las anteriores</li>
<li class="acierto">Fusa</li>
<li class="error">Semicorchea</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
Observar con exactitud la puntuación musical se denomina</div>
<ul class="texto">
<li>Figura</li>
<li class="acierto">Frasear</li>
<li>Ninguna de las anteriores</li>
<li>Nota</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
La cuarta nota de la escala de do es</div>
<ul class="texto">
<li class="acierto">Fa</li>
<li>Re</li>
<li>Sol</li>
<li>Mi</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
La acción sigue exactamente la voz principal, nota por nota se denomina</div>
<ul class="texto">
<li class="error">Imitación simultanea</li>
<li class="acierto">Imitación canónica</li>
<li>Imitación singular</li>
<li>Ninguna de las anteriores</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
La composición intermedia entre dos trozos de música se denomina</div>
<ul class="texto">
<li>Intervalo</li>
<li class="acierto">Interludio</li>
<li>Ninguna de las anteriores</li>
<li>Interladio</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
La línea curva que colocada sobre las notas, deben interpretarse muy unidas se denomina</div>
<ul class="texto">
<li>Linea divisoria</li>
<li>Linea instrumental</li>
<li class="acierto">Ligadura</li>
<li>Ninguna de las anteriores</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
Leer las notas dándoles solamente su valor se denomina</div>
<ul class="texto">
<li class="acierto">Lectura rítmica</li>
<li>Lectura canónica</li>
<li>Lectura ligada</li>
<li>Ninguna de las anteriores</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Cómo se denomina a lo que sirve para indicar la tonalidad?</div>
<ul class="texto">
<li class="acierto">Modo</li>
<li>Compás</li>
<li class="error">Tono</li>
<li>Ninguna de las anteriores</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
A los grados de ligereza de la música se les denomina</div>
<ul class="texto">
<li class="acierto">Movimiento</li>
<li>Armonía</li>
<li>Medido</li>
<li>Ninguna de las anteriores</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
A la fuerza, grados de intensidad de los sonidos se le llama</div>
<ul class="texto">
<li class="acierto">Matiz</li>
<li>Modo</li>
<li>Ninguna de las anteriores</li>
<li>Melodía</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
Al instrumento que sirve para medir el tiempo exacto en la música se le llama</div>
<ul class="texto">
<li>Compás</li>
<li>Medidor de compás</li>
<li class="acierto">Metrónomo</li>
<li>Ninguna de las anteriores</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
A la serie de sonidos ordenados según leyes de la música, que agradan al oído por sus múltiples disposiciones se denomina</div>
<ul class="texto">
<li>Canción</li>
<li>Música</li>
<li>Ninguna de las anteriores</li>
<li class="acierto">Melodía</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
Cuando todo se produce a tiempos iguales y constantes se dice que es</div>
<ul class="texto">
<li>Exacto</li>
<li>Ninguna de las anteriores</li>
<li class="acierto">Medido</li>
<li>Melodioso</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
La figura de nota equivalente a un cuarto de unidad se denomina</div>
<ul class="texto">
<li>Blanca</li>
<li class="acierto">Negra</li>
<li>Semicorchea</li>
<li>Corchea</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
Al intervalo de cinco tonos y dos semitonos diatónicos se denomina</div>
<ul class="texto">
<li>Cuarteta</li>
<li>Cuarteto</li>
<li class="acierto">Octava</li>
<li>Ninguna de las anteriores</li>
</ul>
<br />
<div style="color: #38761d;">
Respuesta correcta</div>
<span style="color: red;">Respuesta incorrecta</span><br />
<br />
<br />
<ol>
<li class="subtitulo">
<div class="subtitulo">
¿Cómo se denomina a la figura de nota equivalente a treintidósavos de unidad?</div>
<ul class="texto">
<li>Semifusa</li>
<li>Ninguna de las anteriores</li>
<li class="acierto" style="color: #38761d;">Fusa</li>
<li class="error">Semicorchea</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
Observar con exactitud la puntuación musical se denomina</div>
<ul class="texto">
<li>Figura</li>
<li class="acierto" style="color: #38761d;">Frasear</li>
<li>Ninguna de las anteriores</li>
<li>Nota</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
La cuarta nota de la escala de do es</div>
<ul class="texto">
<li class="acierto" style="color: #38761d;">Fa</li>
<li>Re</li>
<li>Sol</li>
<li>Mi</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
La acción sigue exactamente la voz principal, nota por nota se denomina</div>
<ul class="texto">
<li class="error">Imitación simultanea</li>
<li class="acierto" style="color: #38761d;">Imitación canónica</li>
<li>Imitación singular</li>
<li>Ninguna de las anteriores</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
La composición intermedia entre dos trozos de música se denomina</div>
<ul class="texto">
<li>Intervalo</li>
<li class="acierto" style="color: #38761d;">Interludio</li>
<li>Ninguna de las anteriores</li>
<li>Interladio</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
La línea curva que colocada sobre las notas, deben interpretarse muy unidas se denomina</div>
<ul class="texto">
<li>Linea divisoria</li>
<li>Linea instrumental</li>
<li class="acierto" style="color: #38761d;">Ligadura</li>
<li>Ninguna de las anteriores</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
Leer las notas dándoles solamente su valor se denomina</div>
<ul class="texto">
<li class="acierto" style="color: #38761d;">Lectura rítmica</li>
<li>Lectura canónica</li>
<li>Lectura ligada</li>
<li>Ninguna de las anteriores</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Cómo se denomina a lo que sirve para indicar la tonalidad?</div>
<ul class="texto">
<li class="acierto" style="color: #38761d;">Modo</li>
<li>Compás</li>
<li class="error">Tono</li>
<li>Ninguna de las anteriores</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
A los grados de ligereza de la música se les denomina</div>
<ul class="texto">
<li class="acierto" style="color: #38761d;">Movimiento</li>
<li>Armonía</li>
<li>Medido</li>
<li>Ninguna de las anteriores</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
A la fuerza, grados de intensidad de los sonidos se le llama</div>
<ul class="texto">
<li class="acierto" style="color: #38761d;">Matiz</li>
<li>Modo</li>
<li>Ninguna de las anteriores</li>
<li>Melodía</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
Al instrumento que sirve para medir el tiempo exacto en la música se le llama</div>
<ul class="texto">
<li>Compás</li>
<li>Medidor de compás</li>
<li class="acierto" style="color: #38761d;">Metrónomo</li>
<li>Ninguna de las anteriores</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
A la serie de sonidos ordenados según leyes de la música, que agradan al oído por sus múltiples disposiciones se denomina</div>
<ul class="texto">
<li>Canción</li>
<li>Música</li>
<li>Ninguna de las anteriores</li>
<li class="acierto" style="color: #38761d;">Melodía</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
Cuando todo se produce a tiempos iguales y constantes se dice que es</div>
<ul class="texto">
<li>Exacto</li>
<li>Ninguna de las anteriores</li>
<li class="acierto" style="color: #38761d;">Medido</li>
<li>Melodioso</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
La figura de nota equivalente a un cuarto de unidad se denomina</div>
<ul class="texto">
<li>Blanca</li>
<li class="acierto" style="color: #38761d;">Negra</li>
<li>Semicorchea</li>
<li>Corchea</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
Al intervalo de cinco tonos y dos semitonos diatónicos se denomina</div>
<ul class="texto">
<li>Cuarteta</li>
<li>Cuarteto</li>
<li class="acierto" style="color: #38761d;">Octava</li>
<li>Ninguna de las anteriores</li>
</ul>
</li>
</ol>
<br />
</li>
</ol>Milagros L. Escalon R.http://www.blogger.com/profile/11613382396939398723noreply@blogger.com0tag:blogger.com,1999:blog-6456941805234420839.post-22480749906277399672011-06-20T17:08:00.000-07:002011-06-20T17:55:05.287-07:00Test de Música N° 3<ol>
<li class="subtitulo">
<div class="subtitulo">
¿Cómo se denomina al sistema de cinco líneas
horizontales (que a su vez generan 4 espacios) en donde se escriben las
notas musicales (sonidos)?</div>
<ul class="texto">
<li class="acierto">Pentagrama o pauta</li>
<li>Compás</li>
<li>Cifra indicadora</li>
<li>Llaves</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
Es un número que indica la cantidad de tiempos que deben ir por compás y se denomina</div>
<ul class="texto">
<li>Escala</li>
<li>Ninguna de las anteriores</li>
<li class="acierto">Cifra indicadora</li>
<li>Compas</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
La división en un aspecto métrico de la música se denomina</div>
<ul class="texto">
<li class="acierto">Compás</li>
<li>Semitonos</li>
<li>Ninguna de las anteriores</li>
<li>Grados</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
Di cual no es un grado principal</div>
<ul class="texto">
<li>Dominante</li>
<li class="acierto">Ninguna de las anteriores</li>
<li>Tónica</li>
<li>Subdominante</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
Di cual no es un grado secundario</div>
<ul class="texto">
<li>Supertónica</li>
<li class="acierto">Ninguna de las anteriores</li>
<li class="error">Mediante</li>
<li>Sensible</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
La distancia que hay entre un sonido se denomina</div>
<ul class="texto">
<li class="acierto">Semitono y tono</li>
<li>Ninguna de las anteriores</li>
<li class="error">Tono</li>
<li>Semitono</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Cómo se denominan los signos que se colocan en una nota para alterar en 1/2 tono?</div>
<ul class="texto">
<li>Acordes</li>
<li>En armonía</li>
<li class="acierto">Alteraciones</li>
<li>Ninguna de las anteriores</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
Cuando dos notas, intervalos o acordes que suenan igual se escriben de formas diferentes se denomina</div>
<ul class="texto">
<li class="acierto">En armonía</li>
<li>Intervalos</li>
<li>Alteraciones</li>
<li>Ninguna de las anteriores</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Cómo se denomina a los tiempos débiles y fuertes en los compases?</div>
<ul class="texto">
<li>Acorde melódico</li>
<li>Ninguna de las anteriores</li>
<li class="acierto">Acentuación natural</li>
<li class="error">Acento</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Cómo se denominan los sonidos que se interpretan al mismo tiempo?</div>
<ul class="texto">
<li class="acierto">Acorde armónico</li>
<li>Acorde melódico</li>
<li>Adornos</li>
<li>Ninguna de las anteriores</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Qué significa musicalmente un Adaggio?</div>
<ul class="texto">
<li>Agitado</li>
<li>Vivo</li>
<li>Ninguno de los anteriores</li>
<li class="acierto">Tranquilo</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Qué significa musicalmente un Andante?</div>
<ul class="texto">
<li class="acierto">Tranquilo</li>
<li>Agitado</li>
<li>Vivo</li>
<li>Ninguno de los anteriores</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Qué significa musicalmente un Allegretto?</div>
<ul class="texto">
<li>Andando</li>
<li>Agitado</li>
<li class="acierto">No muy vivo</li>
<li>Ninguna de las anteriores</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
La nota pequeña que colocada ante una nota principal, toma la mitad del valor de la nota se denomina</div>
<ul class="texto">
<li>Adornos</li>
<li>Appasionato</li>
<li class="acierto">Apoyadura</li>
<li>Ninguna de las anteriores</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Cómo se denomina musicalmente un Impulso del movimiento?</div>
<ul class="texto">
<li class="acierto">Arsis</li>
<li class="error">Assir</li>
<li>Sisar</li>
<li>Ninguna de las anteriores</li>
</ul>
<br />
<br />
<div style="color: #38761d;">
Respuesta correcta</div>
<span style="color: red;">Respuesta incorrecta</span><br />
</li>
</ol>
<ol>
<li class="subtitulo"><div id="test_corregido">
<div class="leyenda_test_corregido">
</div>
<ol>
<li class="subtitulo">
<div class="subtitulo">
¿Cómo se denomina al sistema de cinco líneas
horizontales (que a su vez generan 4 espacios) en donde se escriben las
notas musicales (sonidos)?</div>
<ul class="texto">
<li class="acierto" style="color: #38761d;">Pentagrama o pauta</li>
<li>Compás</li>
<li>Cifra indicadora</li>
<li>Llaves</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
Es un número que indica la cantidad de tiempos que deben ir por compás y se denomina</div>
<ul class="texto">
<li>Escala</li>
<li>Ninguna de las anteriores</li>
<li class="acierto" style="color: #38761d;">Cifra indicadora</li>
<li>Compas</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
La división en un aspecto métrico de la música se denomina</div>
<ul class="texto">
<li class="acierto" style="color: #38761d;">Compás</li>
<li>Semitonos</li>
<li>Ninguna de las anteriores</li>
<li>Grados</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
Di cual no es un grado principal</div>
<ul class="texto">
<li>Dominante</li>
<li class="acierto" style="color: #38761d;">Ninguna de las anteriores</li>
<li>Tónica</li>
<li>Subdominante</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
Di cual no es un grado secundario</div>
<ul class="texto">
<li>Supertónica</li>
<li class="acierto" style="color: #38761d;">Ninguna de las anteriores</li>
<li class="error">Mediante</li>
<li>Sensible</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
La distancia que hay entre un sonido se denomina</div>
<ul class="texto">
<li class="acierto" style="color: #38761d;">Semitono y tono</li>
<li>Ninguna de las anteriores</li>
<li class="error">Tono</li>
<li>Semitono</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Cómo se denominan los signos que se colocan en una nota para alterar en 1/2 tono?</div>
<ul class="texto">
<li>Acordes</li>
<li>En armonía</li>
<li class="acierto" style="color: #38761d;">Alteraciones</li>
<li>Ninguna de las anteriores</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
Cuando dos notas, intervalos o acordes que suenan igual se escriben de formas diferentes se denomina</div>
<ul class="texto">
<li class="acierto" style="color: #38761d;">En armonía</li>
<li>Intervalos</li>
<li>Alteraciones</li>
<li>Ninguna de las anteriores</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Cómo se denomina a los tiempos débiles y fuertes en los compases?</div>
<ul class="texto">
<li>Acorde melódico</li>
<li>Ninguna de las anteriores</li>
<li class="acierto" style="color: #38761d;">Acentuación natural</li>
<li class="error">Acento</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Cómo se denominan los sonidos que se interpretan al mismo tiempo?</div>
<ul class="texto">
<li class="acierto" style="color: #38761d;">Acorde armónico</li>
<li>Acorde melódico</li>
<li>Adornos</li>
<li>Ninguna de las anteriores</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Qué significa musicalmente un Adaggio?</div>
<ul class="texto">
<li>Agitado</li>
<li>Vivo</li>
<li>Ninguno de los anteriores</li>
<li class="acierto" style="color: #38761d;">Tranquilo</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Qué significa musicalmente un Andante?</div>
<ul class="texto">
<li class="acierto" style="color: #38761d;">Tranquilo</li>
<li>Agitado</li>
<li>Vivo</li>
<li>Ninguno de los anteriores</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Qué significa musicalmente un Allegretto?</div>
<ul class="texto">
<li>Andando</li>
<li>Agitado</li>
<li class="acierto" style="color: #38761d;">No muy vivo</li>
<li>Ninguna de las anteriores</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
La nota pequeña que colocada ante una nota principal, toma la mitad del valor de la nota se denomina</div>
<ul class="texto">
<li>Adornos</li>
<li>Appasionato</li>
<li class="acierto" style="color: #38761d;">Apoyadura</li>
<li>Ninguna de las anteriores</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Cómo se denomina musicalmente un Impulso del movimiento?</div>
<ul class="texto">
<li class="acierto" style="color: #38761d;">Arsis</li>
<li class="error">Assir</li>
<li>Sisar</li>
<li>Ninguna de las anteriores</li>
</ul>
</li>
</ol>
</div>
<br />
</li>
</ol>Milagros L. Escalon R.http://www.blogger.com/profile/11613382396939398723noreply@blogger.com1tag:blogger.com,1999:blog-6456941805234420839.post-45211425767077370592011-06-18T13:43:00.001-07:002011-06-18T13:43:03.219-07:00¿Qué es el método BAPNE®?<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZ3k_64Zn2j1fEazAnBsTyU6aRAyRSKebXJgeSjflq9uv_-PYY_UciY4ox077WL0smxhvTFMV-d4buYJ-0xojZ__FHtsLuEJNqusKfWYYg_CHLRVyaLwMoyO2-0OqtFIKyA5evwMkjWVJY/s1600/Javier+Romero+Naranjo.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5553484246884534930" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZ3k_64Zn2j1fEazAnBsTyU6aRAyRSKebXJgeSjflq9uv_-PYY_UciY4ox077WL0smxhvTFMV-d4buYJ-0xojZ__FHtsLuEJNqusKfWYYg_CHLRVyaLwMoyO2-0OqtFIKyA5evwMkjWVJY/s320/Javier+Romero+Naranjo.jpg" style="cursor: hand; cursor: pointer; float: right; height: 320px; margin: 0 0 10px 10px; width: 259px;" /></a><br /><strong><span style="font-size: 0;"><span class="Apple-style-span" style="font-size: large;"><div style="text-align: center;">
<span class="Apple-style-span" style="color: #000099;"><span class="Apple-style-span" style="font-size: large;">BODYMUSIC - BODYPERCUSSION </span></span></div>
<div style="text-align: center;">
<span class="Apple-style-span" style="color: #000099;"><span class="Apple-style-span" style="font-size: large;"> <span class="Apple-style-span" style="color: red;"><span class="Apple-style-span" style="font-size: large;">MÉTODO BAPNE</span></span></span></span></div>
<span class="Apple-style-span" style="font-size: large;"><div>
<br /></div>
¿Qué es el método BAPNE</span></span><span class="Apple-style-span" style="font-family: 'Trebuchet MS'; font-weight: normal;"><span class="Apple-style-span" style="font-size: large;">®</span></span><span class="Apple-style-span" style="font-size: large;">?</span></span></strong><br /><br /><span class="Apple-style-span" style="font-size: medium;">Es un método creado por Javier Romero Naranjo que tiene la finalidad de desarrollar las </span><span style="font-weight: bold;"><span class="Apple-style-span" style="font-size: medium;">INTELIGENCIAS MÚLTIPLES </span></span><span class="Apple-style-span" style="font-size: medium;">a través de la FUNDAMENTACIÓN y SISTEMATIZACIÓN de la DIDÁCTICA DE LA PERCUSIÓN CORPORAL.</span><br /><br /><br /><br /><span style="color: red;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><br /></span></span><span style="font-weight: bold;"><span class="Apple-style-span" style="font-size: large;"><span class="Apple-style-span" style="font-family: 'lucida grande';">¿Que fundamentación posee el método BAPNE</span></span><span class="Apple-style-span" style="font-weight: normal;"><span class="Apple-style-span" style="font-size: large;"><span class="Apple-style-span" style="font-family: 'lucida grande';">®</span></span></span><span class="Apple-style-span" style="font-size: large;"><span class="Apple-style-span" style="font-family: 'lucida grande';">?</span></span></span><span class="Apple-style-span" style="font-size: large;"><br /></span><br /><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="font-size: medium;">El método BAPNE está fundamentado en el aporte conjunto de varias disciplinas como la</span></span><span style="font-weight: bold;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="font-size: medium;"> BIOMECÁNICA, LA ANATOMÍA, LA PSICOLOGÍA, LA NEUROCIENCIA Y LA ETNOMUSICOLOGÍA</span></span></span><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="font-size: medium;">. Gracias a la conjunción de las mismas se obtendrá un desarrollo de las </span></span><b><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="font-size: medium;">Inteligencias Múltiples</span></span></b><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="font-size: medium;"> a través de la didáctica de la percusión corporal.</span></span><br /><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiryhqTjAfbt71f-kfNDzlXmVXL7tfkcYfXJWQ06eCTNklWF7iagR0wI8JMto8rHqZinUG5xnUnsOUEqCHoo9R01uPvXfh0yFkoM1ktsEfLuHAYFghZeHs9QG5IBV99aeWReO00ebUT5MRK/s1600-h/b2.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5330168491829754418" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiryhqTjAfbt71f-kfNDzlXmVXL7tfkcYfXJWQ06eCTNklWF7iagR0wI8JMto8rHqZinUG5xnUnsOUEqCHoo9R01uPvXfh0yFkoM1ktsEfLuHAYFghZeHs9QG5IBV99aeWReO00ebUT5MRK/s200/b2.jpg" style="cursor: hand; display: block; height: 120px; margin: 0px auto 10px; text-align: center; width: 200px;" /></a><br /><br /><span style="font-style: italic;"><span class="Apple-style-span" style="font-size: medium;">La </span><strong><span class="Apple-style-span" style="font-size: medium;">BIOMECÁNICA</span></strong><span class="Apple-style-span" style="font-size: medium;">
es la mecánica de los sistemas vivos. Comprende el conocimiento del
papel que desempeñan las fuerzas mecánicas que producen los movimientos,
su aporte anatómico, iniciación neuronal, control integrado,
percepción, así como su diseño central. En la didáctica de la percusión
corporal se articulan los movimientos en función a los planos y los ejes
(sagital, longitudinal y horizontal).</span><span class="Apple-style-span" style="font-size: large;"> </span></span><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmXRIH9O2T0LApvTLmGk-8S6CcFcFskVL4WqFuUui8eRgtGsC-t5GlzI2wwh8GAOY1TNwJxod8Et_JRIr3-6BmeNnJ3GWHigzK07p-Reg43MQDXFxgp6KJ-KaI8RoyrTTnXfYFkSv0cWL1/s1600-h/b1.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5330170397791565650" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmXRIH9O2T0LApvTLmGk-8S6CcFcFskVL4WqFuUui8eRgtGsC-t5GlzI2wwh8GAOY1TNwJxod8Et_JRIr3-6BmeNnJ3GWHigzK07p-Reg43MQDXFxgp6KJ-KaI8RoyrTTnXfYFkSv0cWL1/s200/b1.jpg" style="cursor: hand; display: block; height: 120px; margin: 0px auto 10px; text-align: center; width: 200px;" /></a><br /><br /><strong><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';">La ANATOMÍA</span></span></strong><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"> nos ayudará a entender en la </span></span><i><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';">didáctica de la percusión corporal </span></span></i><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';">como nos ayuda nuestro bipedismo a movernos y de qué manera, qué estructura ósea estamos articulando y cómo nos condiciona.</span></span><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_lvhQCbK-9_DO4xIac-PAwGCGkty2C5CeJ57PCfgjKfHuopygMp4VWkPArUMpyxN2sOuDWjIO3vf26utCdNRUHn4zHmnw3yIcbGKm6PKjKwQzGWZXLRBlsc5WYNfCtdIEfW-LUYzxxSfY/s1600-h/01.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5330375180274376418" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_lvhQCbK-9_DO4xIac-PAwGCGkty2C5CeJ57PCfgjKfHuopygMp4VWkPArUMpyxN2sOuDWjIO3vf26utCdNRUHn4zHmnw3yIcbGKm6PKjKwQzGWZXLRBlsc5WYNfCtdIEfW-LUYzxxSfY/s400/01.jpg" style="cursor: hand; display: block; height: 346px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhG4X0d9GivLqGJxfhZvDJPEXjbqWnI39sFhilph_EbVwkqLY-WUHGKnhd0YAmj0W-f7vZeV5wnZdH8IUmDcZu1pA29wpOKTfzT3PQiFMpl4zEhZG6WehGiqkFxMYJ9Q7R85m8gW4KUcBRC/s1600-h/04.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5330375426870622018" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhG4X0d9GivLqGJxfhZvDJPEXjbqWnI39sFhilph_EbVwkqLY-WUHGKnhd0YAmj0W-f7vZeV5wnZdH8IUmDcZu1pA29wpOKTfzT3PQiFMpl4zEhZG6WehGiqkFxMYJ9Q7R85m8gW4KUcBRC/s400/04.jpg" style="cursor: hand; display: block; height: 261px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVSO4lCb2Cge3IOKO3XmimxTOKk8ng7DxGN33SLciQJ6oNAS2JkWf5XrwBtsy49DdB1XG_xjw6fI89bPX56d-qLHUsFn0oKvxwvNiaI2Hk5A2XDWjBITz-R1BZrstkaq6wwtoEL68On_KU/s1600-h/Gluteos.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5331615978908856066" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVSO4lCb2Cge3IOKO3XmimxTOKk8ng7DxGN33SLciQJ6oNAS2JkWf5XrwBtsy49DdB1XG_xjw6fI89bPX56d-qLHUsFn0oKvxwvNiaI2Hk5A2XDWjBITz-R1BZrstkaq6wwtoEL68On_KU/s400/Gluteos.jpg" style="cursor: hand; display: block; height: 349px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUL_rdI0FoelWvG1f1df9Fo3bdPB_8bFTR9vUvIZk4aK_q90N3QRaMn82jIx82ZhVvfaevtCLpbh-3oZz05kIRILQLeqxBeJKuJ_D-BBjdFwLCMHsh_-c3OOX6PNzpmXFSl0uQBp7hSe-1/s1600-h/b5.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5330171120639267970" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUL_rdI0FoelWvG1f1df9Fo3bdPB_8bFTR9vUvIZk4aK_q90N3QRaMn82jIx82ZhVvfaevtCLpbh-3oZz05kIRILQLeqxBeJKuJ_D-BBjdFwLCMHsh_-c3OOX6PNzpmXFSl0uQBp7hSe-1/s200/b5.jpg" style="cursor: hand; display: block; height: 93px; margin: 0px auto 10px; text-align: center; width: 200px;" /></a><br /><br /><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="font-size: medium;">La</span></span><strong><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="font-size: medium;"> PSICOLOGÍA</span></span></strong><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="font-size: medium;">
en la didáctica de la percusión corporal es sumamente importante dado
que abarca su empleo en la musicoterapia o como medio de agrupamiento
social, lo que desarrolla la </span></span><em><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="font-size: medium;">inteligencia interpersonal </span></span></em><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="font-size: medium;">dentro la línea de la </span></span><strong><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="font-size: medium;">Inteligencias Múltiples </span></span></strong><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="font-size: medium;">de Howard Gardner.</span></span><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuE1TvqgFxdRSIievRkw88MkpJNVotAOusUtLh4Y4EerBwzY7NI5fzQXxDMTXqdnBaJD-a-bY1S4jyZDkrhNQvHl0N4IBHAKwluebU7Ys450ahjTnbzg7bHa7fHK4Omy_aTedP4GO74lOt/s1600-h/b4.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5330171891028660578" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuE1TvqgFxdRSIievRkw88MkpJNVotAOusUtLh4Y4EerBwzY7NI5fzQXxDMTXqdnBaJD-a-bY1S4jyZDkrhNQvHl0N4IBHAKwluebU7Ys450ahjTnbzg7bHa7fHK4Omy_aTedP4GO74lOt/s200/b4.jpg" style="cursor: hand; display: block; height: 93px; margin: 0px auto 10px; text-align: center; width: 200px;" /></a><br /><br /><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';">La </span></span><strong><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';">NEUROCIENCIA</span></span></strong><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';">
ayuda a entender que ocurre en nuestro cerebro cuando realizamos
ejercicios específicos de percusión corporal. La neurociencia explica
porqué nos parecen unos más complicados que otros, cuya justificación
está en la activación de los diferentes lóbulos cerebrales. La sinapsis
neuronal que se desarrolla a lo largo de cada ejercicio específico
justifica la finalidad de cada movimiento en el método BAPNE</span></span><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';">®</span></span><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';">.</span></span><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCdoSW9QwM-SsWSY59GRrMd1GQKzxoZilbvksp3StMvXlScwb0feoY8sKWPM671ucJg6Zr6N7Em63YSernEYv1pWZ_No0WxvPr6dsHc1n1x9_tmf-KywyTavaz5Kr4t2NbBAr5B5pmyoQp/s1600-h/Cerebro.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5331918716894511170" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCdoSW9QwM-SsWSY59GRrMd1GQKzxoZilbvksp3StMvXlScwb0feoY8sKWPM671ucJg6Zr6N7Em63YSernEYv1pWZ_No0WxvPr6dsHc1n1x9_tmf-KywyTavaz5Kr4t2NbBAr5B5pmyoQp/s400/Cerebro.JPG" style="cursor: hand; display: block; height: 346px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSPA6ALH2vMc5yunNdauVlnBm21wTPAsR5I_trOqf3O_gkyEjahqC8115LvFcER4NSdOJ9j0bopT-Rn_Klw8HcvhRcboo5eQwrmLc_SuAI3AOEqKDnqtYSijAxH8jspKksYg1_4mCyVzas/s1600-h/2.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5330172906427033538" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSPA6ALH2vMc5yunNdauVlnBm21wTPAsR5I_trOqf3O_gkyEjahqC8115LvFcER4NSdOJ9j0bopT-Rn_Klw8HcvhRcboo5eQwrmLc_SuAI3AOEqKDnqtYSijAxH8jspKksYg1_4mCyVzas/s200/2.jpg" style="cursor: hand; display: block; height: 122px; margin: 0px auto 10px; text-align: center; width: 200px;" /></a><br /><br /><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="font-size: medium;">A
una mayor sinapsis neuronal en la ejecución de los ejercicios debido a
la activación de todos los lóbulos cerebrales, se observa una mayor
dificultad de coordinación debido al uso simultáneo e independiente de
las extremidades inferiores, las superiores y la verbalización.</span></span><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3vsNl0_oGz8KWPieeJUz8He3ywaBdW1PHlUAmQYMQMUKrC8gADPGtJMVYq33_4feq78Os4Z5de9oLaKLZXF_xXwseknSE1YJTTD01UTkVrnW1UwyzwhtoToq0k7Oq7pVRwCZ_JmTmTXob/s1600-h/b3.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5330173654079392610" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3vsNl0_oGz8KWPieeJUz8He3ywaBdW1PHlUAmQYMQMUKrC8gADPGtJMVYq33_4feq78Os4Z5de9oLaKLZXF_xXwseknSE1YJTTD01UTkVrnW1UwyzwhtoToq0k7Oq7pVRwCZ_JmTmTXob/s200/b3.jpg" style="cursor: hand; display: block; height: 73px; margin: 0px auto 10px; text-align: center; width: 200px;" /></a><br /><br /><span class="Apple-style-span" style="font-size: medium;">La </span><strong><span class="Apple-style-span" style="font-size: medium;">ETNOMUSICOLOGÍA</span></strong><span class="Apple-style-span" style="font-size: medium;">
ayuda a estudiar como se emplea la percusión corporal en las diferentes
culturas por lo que posee una fuerte base antropológica y sociológica. (</span><span class="Apple-style-span" style="color: red;"><span class="Apple-style-span" style="font-size: medium;">LIBRO: <i>Introducción a la percusión corporal en las diferentes culturas. </i><span class="Apple-style-span" style="color: black;">Autor: Javier Romero Naranjo</span><span class="Apple-style-span" style="color: black;">)</span><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFSsl2A7uQS3-O4BEdFIR_2K49vhVk91gFPDIJP3Ggos9gkz96d8-g_aTKzISrV1bcQetZ6QyKV5mlsRIpme8qU3mpW2TPDy5UU68_VXfvvGkUUcq75raNCa1X7ZaTrszg6b7JSyfJi0AU/s1600-h/Libro-culturas.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5370945989886407090" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFSsl2A7uQS3-O4BEdFIR_2K49vhVk91gFPDIJP3Ggos9gkz96d8-g_aTKzISrV1bcQetZ6QyKV5mlsRIpme8qU3mpW2TPDy5UU68_VXfvvGkUUcq75raNCa1X7ZaTrszg6b7JSyfJi0AU/s400/Libro-culturas.jpg" style="cursor: hand; cursor: pointer; display: block; height: 400px; margin: 0px auto 10px; text-align: center; width: 283px;" /></a><br /><br /><br /><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="color: black;">La
etnomusicología explica de una manera seria y rigurosa los diferentes
timbres corporales que se pueden realizar gracias a los datos recogidos
por cronistas, exploradores, misioneros y etnomusicólogos
principalmente. Cada tipo de sonoridad realizada con el cuerpo (golpes
en el tórax, en los muslos, diversos tipos de palmadas, sonidos con la
boca...) respondían a un significado y una simbología específica dentro
de las tribus porque casi siempre iban asociados a unos cantos y danzas.</span></span></span><span class="Apple-style-span" style="color: black;"><br />__________________________________________<br /></span><span style="font-size: 180%; font-weight: bold;"><span class="Apple-style-span" style="color: black;">¿Cómo se sistematiza el método BAPNE</span><span class="Apple-style-span" style="font-family: 'Trebuchet MS'; font-size: 16; font-weight: normal;"><span class="Apple-style-span" style="color: black;">®</span></span><span class="Apple-style-span" style="color: black;">?</span></span><span class="Apple-style-span" style="color: black;"><br /></span><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">La
secuenciación didáctica de los contenidos en la formación del método
BAPNE® es muy metódica, por lo que se sistematizan principalmente sobre
una base biomecánica y neurológica (activando todos los </span></span></span><span style="font-weight: bold;"><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">lóbulos cerebrales</span></span></span></span><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">)
cuya finalidad es desarrollar una independencia de las extremidades
inferiores, frente a las superiores y la verbalización de forma
conjunta.</span></span></span><span class="Apple-style-span" style="color: black;"><br /></span><span class="Apple-style-span" style="font-size: large;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">¿</span></span></span><span style="font-weight: bold;"><span class="Apple-style-span" style="font-size: large;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">Cómo se articula el proceso de enseñanza-aprendizaje en el método BAPNE</span></span></span><span class="Apple-style-span" style="font-weight: normal;"><span class="Apple-style-span" style="font-size: large;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">®</span></span></span></span><span class="Apple-style-span" style="font-size: large;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">?</span></span></span></span><span class="Apple-style-span" style="font-size: large;"><span class="Apple-style-span" style="color: black;"><br /></span></span><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">Teniendo
en cuenta que somos seres bípedos y que articulamos el movimiento
gracias a la independencia que poseemos de las extremidades inferiores
de las superiores, el método BAPNE</span></span></span><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">®</span></span></span><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;"> centra su proceso de enseñanza-aprendizaje en función a:</span></span></span><span class="Apple-style-span" style="color: black;"><br /></span><span style="font-size: 180%;"><span class="Apple-style-span" style="color: black;">1. </span><span style="font-weight: bold;"><span class="Apple-style-span" style="color: black;">Biomecánica</span></span></span><span class="Apple-style-span" style="color: black;">. (Planos y ejes).</span><div class="MsoNormal" style="line-height: 150%; text-align: left; text-indent: 18pt;">
<span><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">La
percusión corporal se articula mediante una serie de movimientos que
están condicionados por nuestro bipedismo y a su vez por nuestra
estructura ósea y muscular. Por esa razón, el cuerpo y sus movimientos
tienen que ser visualizados no sólo desde la perspectiva de las
posibilidades físico-mecánicas y anatómico-fisiológicas sino también con
su relación con el espacio a la hora de desplazarnos.</span></span></span><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;"></span></span></span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: left; text-indent: 18pt;">
<span><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">El
objetivo de la biomecánica en la didáctica de la percusión corporal es
el estudio del cuerpo en cada uno de los movimientos para poder obtener
un rendimiento máximo en cada uno de los ejercicios rítmicos con la
finalidad de diseñar, crear e impartir una enseñanza y recibir un
aprendizaje óptimo en esta materia.</span></span></span><span class="Apple-style-span" style="color: black;"></span></span></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyDa1558DhH6FJXmA_Mha9P8iBnvi0sDb9nr9eKGlI6kvDr_rlPb96AuN6z5v7e1zs-YGhS6Abk-ZfoOwo4iBoj_2fB6tdswXmmdpX02AeaDLHqwZUnpW008Pt0iTA8xd-mjjBLAllHOlh/s1600-h/ejes+revisados.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5331918274942411986" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyDa1558DhH6FJXmA_Mha9P8iBnvi0sDb9nr9eKGlI6kvDr_rlPb96AuN6z5v7e1zs-YGhS6Abk-ZfoOwo4iBoj_2fB6tdswXmmdpX02AeaDLHqwZUnpW008Pt0iTA8xd-mjjBLAllHOlh/s400/ejes+revisados.jpg" style="cursor: hand; display: block; height: 329px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><span class="Apple-style-span" style="color: black;"><br /></span><span style="font-size: 180%;"><strong><span class="Apple-style-span" style="color: black;">2. </span><span style="font-weight: bold;"><span class="Apple-style-span" style="color: black;">Estímulos y respuesta</span></span><span class="Apple-style-span" style="color: black;">s.</span></strong></span><span class="Apple-style-span" style="color: black;"> </span><div>
<span class="Apple-style-span" style="color: black;"><br /></span></div>
<div>
<span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">La
formas de interacción entre el profesor y el alumno son fundamentales
porque el correcto desarrollo de la enseñanza-aprendizaje proyecta una
enseñanza bien dirigida porque se articula mediante estímulos: </span></span></span><b><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">visuales, sonoros, auditivos y táctiles</span></span></span></b><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">.</span></span></span><span class="Apple-style-span" style="color: black;"><br /></span><strong><span style="font-size: 180%;"><span class="Apple-style-span" style="color: black;">3. </span></span><span style="font-weight: bold;"><span style="font-size: 180%;"><span class="Apple-style-span" style="color: black;">Formas de aprendizaje psicomotor</span></span></span></strong><span class="Apple-style-span" style="color: black;">. </span></div>
<div>
<span class="Apple-style-span" style="color: black;"><br /></span></div>
<div>
<span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="color: black;">En
la didáctica de la percusión corporal no sólo se enseñan los ejercicios
a través del método clásico: la repetición o imitación, sino que
también existen otras formas de enseñanza-aprendizaje.</span><span class="Apple-style-span" style="font-size: large;"><span class="Apple-style-span" style="color: black;"><br /></span></span></span><strong><span class="Apple-style-span" style="font-size: large;"><span class="Apple-style-span" style="color: black;">A. Imitación.<br /><br />B. Coordinación circular variable con combinatoria biomecánica.<br /><br />C. Señalización a tiempo real con combinatoria biomecánica.<br /><br />D. Reacción inversa o contraria con combinatoria biomecánica.</span></span></strong><span class="Apple-style-span" style="font-size: large;"><span class="Apple-style-span" style="color: black;"><br /></span></span><span class="Apple-style-span" style="color: black;"><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpByRPkye3KOlQv_krbDOQF7zJdweYK9OjPdVPEA89KbHl0d-S-RqPKCphOC9dJKUEn2ikrK0hGISuQP47o4Vjwl9IaFO_wZW9DspML_hy6lk_pnf_0gvsD8hFiH5A96_Zx7Q5JMuEbZxz/s1600-h/Formas+de+ense%C3%B1anza-+aprendizaje.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5359902584301533778" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpByRPkye3KOlQv_krbDOQF7zJdweYK9OjPdVPEA89KbHl0d-S-RqPKCphOC9dJKUEn2ikrK0hGISuQP47o4Vjwl9IaFO_wZW9DspML_hy6lk_pnf_0gvsD8hFiH5A96_Zx7Q5JMuEbZxz/s400/Formas+de+ense%C3%B1anza-+aprendizaje.jpg" style="cursor: hand; cursor: pointer; display: block; height: 282px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><div>
<span class="Apple-style-span" style="color: black;"><br /></span><div>
<span style="font-size: 180%;"><span class="Apple-style-span" style="color: black;">4. </span><b><span class="Apple-style-span" style="color: black;">El control del espacio y los desplazamientos en la didáctica de la percusión corporal.</span></b><span class="Apple-style-span" style="color: black;"> </span></span></div>
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<span class="Apple-style-span" style="color: black;"><br /></span></div>
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<span class="Apple-style-span" style="color: black;"><span style="font-size: 180%;"></span> </span><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">El método BAPNE</span></span></span><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">®</span></span></span><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;"> clasifica los desplazamientos en tres tipos que se denominan: </span></span></span><b><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">Categoría pasiva – Categoría intermedia – Categoría activa.</span></span></span></b><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;"><br />Una forma de visualizar cómo</span></span></span></div>
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<span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;"> nos movemos por el aula en el método </span></span></span><strong><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">BAPNE</span></span></span></strong><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">®</span></span></span><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;"> consiste en:</span></span></span><span class="Apple-style-span" style="color: black;"><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeRvNk0YpzA0HJrpO8QA9Bt6Bg_iKuizpU7mvOVJRcNmAfDRsuoz6etFO6oZd9RDptDclkjZSf-6HFbqjMwCgJQRN5zqXaRPEmwl0equMizCkM2Xfd5k_eZwnUMR1gf8md97J48Qcwit54/s1600-h/Pies+2x4+y3x4.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5335570510609983474" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeRvNk0YpzA0HJrpO8QA9Bt6Bg_iKuizpU7mvOVJRcNmAfDRsuoz6etFO6oZd9RDptDclkjZSf-6HFbqjMwCgJQRN5zqXaRPEmwl0equMizCkM2Xfd5k_eZwnUMR1gf8md97J48Qcwit54/s400/Pies+2x4+y3x4.jpg" style="cursor: hand; display: block; height: 282px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><span class="Apple-style-span" style="color: black;"><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKE8WNH8wY3KrKDCMmXco7EcCHPRZ9pg_oO71SliaVScjEFGd8HmNQTfPcZ83AnL8-TkcJvbU9AvmMVZ5nBU_Dc7QVEMQ5XYNHbQoOF6dTzaDDuYOFk6cAWoXqVx2rdz1yXWUw_JGhnMoC/s1600-h/Pies4x4y5x4.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5335570771705055746" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKE8WNH8wY3KrKDCMmXco7EcCHPRZ9pg_oO71SliaVScjEFGd8HmNQTfPcZ83AnL8-TkcJvbU9AvmMVZ5nBU_Dc7QVEMQ5XYNHbQoOF6dTzaDDuYOFk6cAWoXqVx2rdz1yXWUw_JGhnMoC/s400/Pies4x4y5x4.jpg" style="cursor: hand; display: block; height: 282px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><span class="Apple-style-span" style="color: black;"><br /></span><span style="font-size: 180%;"><span class="Apple-style-span" style="color: black;">5. </span><span style="font-weight: bold;"><span class="Apple-style-span" style="color: black;">La Improvisación y la Creatividad.</span></span></span></div>
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<span class="Apple-style-span" style="color: black;"><br /></span></div>
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<span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">La
improvisación es uno de los pilares fundamentales dentro del método
BAPNE porque se estudian todas sus tipologías a la par que las
relaciones que posee con el lóburo parietal y el temporal
principalmente. Desde el primer momento se le ofrecen al alumnos
patrones concretos para que pueda articular la improvisación de forma
estructurada y secuenciada.</span></span></span><span class="Apple-style-span" style="color: black;"><br /></span><span style="font-size: 180%;"><span class="Apple-style-span" style="color: black;">6. </span><span style="font-weight: bold;"><span class="Apple-style-span" style="color: black;">Desarrollo de las Inteligencias Múltiples</span></span><span class="Apple-style-span" style="color: black;">.</span></span><span class="Apple-style-span" style="color: black;"> </span></div>
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<span class="Apple-style-span" style="color: black;"><br /></span></div>
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<span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="color: black;">
Este es el núcleo y finalidad del método BAPNE® porque se desarrollan
todos los tipos de inteligencias a la par que la implicación de todos
los lóbulos cerebrales. Se muestra una amplia fundamentación
bibliográfica que justifica a nivel cerebral mediante radiografías
cerebrales (</span></span></span><span class="Apple-style-span"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="color: black;">Resonancias Magnéticas, Tomografía de emisión de positrones y Estimulación Magnética del Cerebro</span></span></span></span><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="color: black;">) que ocurre en nuestro cerebro cuando realizamos diferentes tipos de ejercicios del Método BAPNE.</span></span></span><span class="Apple-style-span" style="color: black;"><br /></span><span style="font-size: 180%;"><span class="Apple-style-span" style="color: black;">7. </span><span style="font-weight: bold;"><span class="Apple-style-span" style="color: black;">Dificultades en la enseñanza y aprendizaje</span></span><span class="Apple-style-span" style="color: black;">.</span></span><span class="Apple-style-span" style="color: black;"> Profesor y alumno. Estudio de casos e interpretación.</span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVgy4WkQYQayi8m-opOElv4E2fiNLAqvJygkDd6xCoVJzaBoo9M2nlbtfdaz5sQkjxS0txbKRKWi_iDzTgqvdYBO4EoVlGbgvx7QUmGcQ7hUO1e_clb9VYS6PA7UBWOj6cL4oV4OT1RhTw/s1600-h/lola2.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5330192488608768178" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVgy4WkQYQayi8m-opOElv4E2fiNLAqvJygkDd6xCoVJzaBoo9M2nlbtfdaz5sQkjxS0txbKRKWi_iDzTgqvdYBO4EoVlGbgvx7QUmGcQ7hUO1e_clb9VYS6PA7UBWOj6cL4oV4OT1RhTw/s400/lola2.jpg" style="cursor: hand; display: block; height: 286px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><span class="Apple-style-span" style="color: black;"><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBo3xo-XWrGluHpmVkclzalgSpuZW9Ts1L0InoDCwsax-rqGaCROHSL2jkDFdPu2ihsUuSYtL4Yol9SDbsUOHjZDDusDgRCktScKF5n7FUzkMMQknSWz8Ebhaa374EfLaQyhAjPgqL5Ozm/s1600-h/CUADRO+GENERAL.jpg" style="text-decoration: none;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5331611691379004786" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBo3xo-XWrGluHpmVkclzalgSpuZW9Ts1L0InoDCwsax-rqGaCROHSL2jkDFdPu2ihsUuSYtL4Yol9SDbsUOHjZDDusDgRCktScKF5n7FUzkMMQknSWz8Ebhaa374EfLaQyhAjPgqL5Ozm/s400/CUADRO+GENERAL.jpg" style="cursor: hand; display: block; height: 282px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><span class="Apple-style-span" style="color: black;"> </span><div>
<span style="font-size: 0;"><span style="font-weight: bold;"><span class="Apple-style-span" style="font-size: large;"><span class="Apple-style-span" style="color: black;">¿Qué desarrollaré gracias al método BAPNE</span></span><span class="Apple-style-span" style="font-family: 'Trebuchet MS'; font-weight: normal;"><span class="Apple-style-span" style="font-family: Georgia; font-weight: bold;"><span class="Apple-style-span" style="font-size: large;"><span class="Apple-style-span" style="font-family: 'Trebuchet MS'; font-size: 16; font-weight: normal;"><span class="Apple-style-span" style="color: black;">®</span><span class="Apple-style-span" style="font-family: Georgia; font-size: 24; font-weight: bold;"><span class="Apple-style-span" style="color: black;">?</span></span></span></span></span></span></span></span></div>
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<span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;"><br />El método BAPNE</span></span></span><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">®</span></span></span><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;"> posibilita el desarrollo de cada una de las </span></span></span><strong><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">Inteligencias Múltiples </span></span></span></strong><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">fundamentas por </span></span></span><span style="font-weight: bold;"><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">Howard Gardner</span></span></span><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;"><span style="font-style: italic;"></span></span></span></span></span><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">
a través de la didáctica de la percusión corporal. Ello implica una
sinapsis neuronal específica en cada uno de los ejercicios establecidos
por lo que se desarrolla así el sistema vestibular, cutáneo y
propioceptivo. De esta manera se ejercitan las siguientes como </span></span></span><strong><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">la
inteligencia lógico-matemática, la lingüística, la musical, la
espacial, la corporal y cinética, naturalista, la interpersonal y la
intrapersonal</span></span></span></strong><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">.
La combinación de todos los lóbulos cerebrales en los ejercicios es
fundamental para un desarrollo completo de la coordinación a nivel
corporal.</span></span></span></div>
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<span class="Apple-style-span" style="color: black;"><br /></span><span><span style="font-weight: bold;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="font-size: large;"><span class="Apple-style-span" style="color: black;">¿Cómo se gradúa el aprendizaje del método BAPNE</span></span></span><span class="Apple-style-span" style="font-weight: normal;"><span class="Apple-style-span" style="font-weight: bold;"><span class="Apple-style-span" style="font-weight: normal;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="font-size: large;"><span class="Apple-style-span" style="color: black;">®</span></span></span><span class="Apple-style-span" style="font-weight: bold;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="font-size: large;"><span class="Apple-style-span" style="color: black;">?</span></span></span></span></span></span></span></span></span></div>
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<span class="Apple-style-span" style="color: black;"><br /></span><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">El
aprendizaje del método BAPNE se divide en 8 niveles graduales de
aprendizaje que se justifican en la independencia de las extremidades
inferiores, superiores y la verbalización</span></span></span><span class="Apple-style-span" style="color: black;">.<br /></span><span style="font-weight: bold;"><span class="Apple-style-span" style="font-size: large;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">Una aplicación práctica.</span></span></span></span><span class="Apple-style-span" style="color: black;"><br /></span><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="color: black;">Sobre la melodía africana </span></span></span><span style="font-style: italic;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="color: black;">Si ma ma kaa</span></span></span></span><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="color: black;">
se articulan las siguientes coordinaciones por círculos concéntricos
mientras se canta la melodía, con la finalidad de desarrollar la
coordinación de las extremidades superiores frente a las inferiores
junto a una verbalización independiente. La activación del lóbulo
temporal (lenguaje) y del lóbulo parietal (psicomotricidad gruesa) y del
lóbulo frontal (psicomotricidad fina) quedan así activados
conjuntamente.</span></span></span><span class="Apple-style-span" style="color: black;"><br /><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCpQ4jyH3XV1AhFr0q5ZBtKkRtIOMku-19sy2Z1fIOuqBuSBO9p2CGXMN8QGHskJi0gOCF7g-hmvD8K3LpwmMC30nnQR-s_85HjI6dE-Rf1eHB76CxhTTHun05WZugvSVDEa0PalW36uAN/s1600-h/SIMAMAK_POSTERPIES.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5361022088383763506" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCpQ4jyH3XV1AhFr0q5ZBtKkRtIOMku-19sy2Z1fIOuqBuSBO9p2CGXMN8QGHskJi0gOCF7g-hmvD8K3LpwmMC30nnQR-s_85HjI6dE-Rf1eHB76CxhTTHun05WZugvSVDEa0PalW36uAN/s400/SIMAMAK_POSTERPIES.jpg" style="cursor: hand; cursor: pointer; display: block; height: 284px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><span class="Apple-style-span" style="color: black;"><br /><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO_-Qjq066e2ZeZqw7qogheIMTm16LB0G7wQmXcn4iHV4VDn1FrleSat_Guo-mJ-wVXpwUvBec8JT1G2bkh0yWwLJeV1_0poM8Bu8GO6-eSmFbLaVjv6YGHU4XgrRhcMHzKdYJQF-YOY3k/s1600-h/SIMAMAK_POSTERMANOS.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5361021898457963698" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO_-Qjq066e2ZeZqw7qogheIMTm16LB0G7wQmXcn4iHV4VDn1FrleSat_Guo-mJ-wVXpwUvBec8JT1G2bkh0yWwLJeV1_0poM8Bu8GO6-eSmFbLaVjv6YGHU4XgrRhcMHzKdYJQF-YOY3k/s400/SIMAMAK_POSTERMANOS.jpg" style="cursor: hand; cursor: pointer; display: block; height: 283px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><span class="Apple-style-span" style="color: black;"><br /><br /></span><span style="font-weight: bold;"><span class="Apple-style-span" style="font-size: large;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">¿Qué aprenderé en un curso del método BAPNE</span></span></span><span class="Apple-style-span" style="font-weight: normal;"><span class="Apple-style-span" style="font-weight: bold;"><span class="Apple-style-span" style="font-weight: normal;"><span class="Apple-style-span" style="font-size: large;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">®</span></span></span><span class="Apple-style-span" style="font-weight: bold;"><span class="Apple-style-span" style="font-size: large;"><span class="Apple-style-span" style="font-family: 'lucida grande';"><span class="Apple-style-span" style="color: black;">?</span></span></span></span></span></span></span></span></div>
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<span class="Apple-style-span" style="color: black;"><br /></span><div style="text-align: left;">
<span style="font-style: italic;"><span class="Apple-style-span" style="font-size: large;"><span class="Apple-style-span" style="font-weight: bold;"><span class="Apple-style-span" style="color: black;">Objetivo</span></span></span></span><span class="Apple-style-span" style="font-size: large;"><span class="Apple-style-span" style="font-weight: bold;"><span class="Apple-style-span" style="color: black;">s:</span></span></span></div>
<span class="Apple-style-span" style="color: black;"><br />• Ofrecer recursos didácticos centrados en la percusión corporal para su aplicación en aula.<br />• Tácticas para el reconocimiento de las cualidades rítmicas del alumno así como estrategias </span></div>
<div>
<span class="Apple-style-span" style="color: black;">rítmicas de presentación en el aula y de interacción grupal. La socialización del alumnado a </span></div>
<div>
<span class="Apple-style-span" style="color: black;">través del ritmo. Tácticas y Estrategias.<br />•
La percusión corporal en las diferentes culturas. Los timbres
corporales desde el punto de vista etnomusicológico, antropológico y
sociológico.</span></div>
<div>
<span class="Apple-style-span" style="color: black;">• Aplicaciones prácticas de ritmos con objetos cotidianos como aletas, cucharas, </span></div>
<div>
<span class="Apple-style-span" style="color: black;">desatascadores, escobas, fregaderos, latas, pelotas, periódicos, tubos, etc.<br />• Interacción entre la danza y la percusión corporal en base al método</span></div>
<div>
<span class="Apple-style-span" style="color: black;">BAPNE®.</span></div>
<div>
<span class="Apple-style-span" style="color: black;"><br /></span><span style="font-style: italic;"><span class="Apple-style-span" style="font-size: large;"><span class="Apple-style-span" style="font-weight: bold;"><span class="Apple-style-span" style="color: black;">Contenidos</span></span></span></span><span class="Apple-style-span" style="font-size: large;"><span class="Apple-style-span" style="font-weight: bold;"><span class="Apple-style-span" style="color: black;">:</span></span></span><span class="Apple-style-span" style="color: black;"><br /><br />• Fundamentación biomecánica en la didáctica de la percusión corporal.<br />• Trabajos de estímulos y respuestas. Interacción entre el profesor y alumno.<br />• Formas de aprendizaje psicomotor. Tipologías y aplicaciones prácticas.<br />• El espacio en el aula en la percusión corporal. Las categorías espaciales como modelo de </span></div>
<div>
<span class="Apple-style-span" style="color: black;">trabajo. Categorías pasiva, intermedia y activa.</span></div>
<div>
<span class="Apple-style-span" style="color: black;">• La Improvisación. Aplicaciones prácticas y metodológicas en el método BAPNE</span><span class="Apple-style-span" style="font-family: 'Trebuchet MS';"><span class="Apple-style-span" style="color: black;">®</span><span class="Apple-style-span" style="font-family: Georgia;"><span class="Apple-style-span" style="color: black;">. Tipologías</span></span></span></div>
<div>
<span class="Apple-style-span" style="color: black;">corporales.<br />• Percusión corporal y neurociencia en el método BAPNE</span><span class="Apple-style-span" style="font-family: 'Trebuchet MS';"><span class="Apple-style-span" style="color: black;">®</span><span class="Apple-style-span" style="font-family: Georgia;"><span class="Apple-style-span" style="color: black;">. ¿Qué ocurre en nuestro cerebro</span></span></span></div>
<div>
<span class="Apple-style-span" style="color: black;">cuando hacemos percusión corporal? ¿qué lóbulos cerebrales estoy activando?<br />• Percusión corporal y psicología. Estrategias prácticas para el aula.<br />• Secuenciación de actividades. ¿Cómo llevo todo este material al aula?<br />• Desarrollo de las Inteligencias Múltiples en la didáctica de la percusión corporal. </span></div>
<div>
<span class="Apple-style-span" style="color: black;">Fundamentación práctica para el aula.<br />• Percusión Corporal y Lenguaje corporal. Estrategias para el docente.<br />• Percusión Corporal y espectáculo. Recursos teatrales.</span></div>
<div>
<span class="Apple-style-span" style="color: black;">• Percusión Corporal y Beat Box. Recursos para el aula.</span></div>
<div>
<span class="Apple-style-span" style="color: black;">• Hacia una antropología de la percusión corporal. El cuerpo como instrumento.</span></div>
<div>
<span class="Apple-style-span" style="color: black;">• Corrientes metodológicas. Estado de la cuestión. Bibliografía.<br />• Dificultades: Enseñanza-aprendizaje. Estudio de casos.<br /><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5agsGHtLCBd-IOIfYKIqOJ65K6iDLSuf5oaqzwg7pxaNIlIBqMkjHhj2V9HjhObYz0xrCxlM8ouLUIOy0o8Mn2z23aCTOCWhyphenhyphenDOnVeOx2eaPWZJKpKb8Dr1kzx1cGSiHWgEiMAI9qUMeH/s1600-h/TIMBRES+BASICOS+POSTER.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5361022609883587986" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5agsGHtLCBd-IOIfYKIqOJ65K6iDLSuf5oaqzwg7pxaNIlIBqMkjHhj2V9HjhObYz0xrCxlM8ouLUIOy0o8Mn2z23aCTOCWhyphenhyphenDOnVeOx2eaPWZJKpKb8Dr1kzx1cGSiHWgEiMAI9qUMeH/s400/TIMBRES+BASICOS+POSTER.jpg" style="cursor: hand; cursor: pointer; display: block; height: 400px; margin: 0px auto 10px; text-align: center; width: 283px;" /></a><span class="Apple-style-span" style="color: black;"><br /><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEjG7ng-BN_-Wm5_CJ4KhOndHnTix5LpxH41N5WWQgrMMmZabQ0U_wXnplrNmK2SGzNdlmEGpuvdVqmfMmcJLWGJSkkDoGk6gK0Fk573rJ5LYMIIM1NK626nSKDgXWXK_b4go8qMqdouTD/s1600-h/TIMBRES+AVANZADOS1+POSTER.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5361022868078840386" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEjG7ng-BN_-Wm5_CJ4KhOndHnTix5LpxH41N5WWQgrMMmZabQ0U_wXnplrNmK2SGzNdlmEGpuvdVqmfMmcJLWGJSkkDoGk6gK0Fk573rJ5LYMIIM1NK626nSKDgXWXK_b4go8qMqdouTD/s400/TIMBRES+AVANZADOS1+POSTER.jpg" style="cursor: hand; cursor: pointer; display: block; height: 400px; margin: 0px auto 10px; text-align: center; width: 283px;" /></a><span class="Apple-style-span" style="color: black;"><br /><br /></span><span style="font-size: 180%; font-weight: bold;"><span class="Apple-style-span" style="color: black;">Fundamentación bibliográfica</span></span><span class="Apple-style-span" style="font-size: large;"><span class="Apple-style-span" style="color: black;">:</span></span><span class="Apple-style-span" style="color: black;"><br /></span><span style="font-weight: bold;"><span class="Apple-style-span" style="color: black;"><br />ROMERO NARANJO, Francisco Javier: "Percusión Corporal e Inteligencias múltiples". VII Jornades de Música.<br />Universidad de Barcelona. Generalitat de Cataluya. Departament d'Educació, 2008. págs. 21 - 38.<br /><br />ROMERO NARANJO, Francisco Javier: Body music! Body percussion!<br />Didáctica de la percusión corporal.<br />Música y educación: Revista trimestral de pedagogía musical,<br />ISSN 0214-4786, Año nº 19, Nº 68, 2006 , pags. 49-88.</span></span></div>
<div>
<span class="Apple-style-span" style="color: black;"><b><br /></b></span></div>
<div>
<span style="font-weight: bold;"><span class="Apple-style-span" style="color: black;">ROMERO NARANJO, Francisco Javier: “Percusión corporal en diferentes culturas”.<br />Música y Educación. Año XXI, 4 – Núm.<br />76 - Diciembre 2008. Madrid, págs. 46 - 97.<br /><br />ROMERO NARANJO, Francisco Javier: “Bodymusic – Bodypercussion.<br />Propuestas didácticas sobre psicomotricidad rítmica”.<br />Música y Educación. Año XVII, 4 – Núm.<br />60 - Diciembre 2004. Madrid, 2004.<br /><br />ROMERO
NARANJO, Francisco Javier: "Bodymusic-Bodypercussion. Ritmos de rock,
funky, reage y samba con percusión corporal y su aplicación didáctica".
Ministerio de Educación y Ciencia. Instituto Superior de Formación y
Recursos en Red para el profesorado. ISBN: 978-84-369-4571-3. pp. 121 -
138.<br /><br />ROMERO NARANJO, Francisco Javier: „Propuestas didácticas en base a los<br />sistemas Bodypercussion y TA KE TI NA“. Música y Educación. Año<br />XIV, 3 – Núm. 47 – Octubre 2001. Madrid. Pág. 37 – 50.</span></span><span class="Apple-style-span" style="color: black;"><br /><br /></span><span style="font-weight: bold;"><span class="Apple-style-span" style="font-size: large;"><span class="Apple-style-span" style="color: black;">Para ver un listado de publicaciones académicas de Javier Romero Naranjo, véase</span></span></span><span class="Apple-style-span" style="font-size: large;"><span class="Apple-style-span" style="color: black;">:</span></span><span class="Apple-style-span" style="color: black;"> </span></div>
<div>
<a href="http://dialnet.unirioja.es/servlet/autor?codigo=218427"><span class="Apple-style-span" style="color: red;"><span class="Apple-style-span" style="font-size: medium;">http://dialnet.unirioja.es/servlet/autor?codigo=218427</span></span></a><span class="Apple-style-span" style="color: black;"><br /></span><strong><span style="font-size: 0;"><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="color: black;">DOCTORADO en DIDÁCTICA DE LA PERCUSIÓN CORPORAL en la Univ. de Alicante:</span></span></span></strong></div>
<div>
<span class="Apple-style-span" style="font-size: small;"><a href="http://doctorado-didacticadelamusica.blogspot.com/" style="text-decoration: none;"><span class="Apple-style-span" style="color: red;">http://doctorado-didacticadelamusica.blogspot.com/</span></a></span></div>
<div>
<span class="Apple-style-span" style="color: black;"><br /></span></div>
<div>
<span class="Apple-style-span" style="font-weight: bold;"><span class="Apple-style-span"><span class="Apple-style-span" style="font-size: large;"><span class="Apple-style-span" style="color: black;">Cursos de PERCUSIÓN CORPORAL:</span></span></span></span></div>
<div>
<span class="Apple-style-span" style="font-size: 24px; font-weight: bold;"><a href="http://cursosbodypercussion.blogspot.com/"><span class="Apple-style-span" style="color: red;"><span class="Apple-style-span" style="font-size: medium;">http://cursosbodypercussion.blogspot.com/</span></span></a></span></div>
<div>
<span class="Apple-style-span" style="font-size: 24px; font-weight: bold;"><span class="Apple-style-span" style="color: black;"><br /></span></span></div>
<div>
<strong><span style="font-size: 180%;"><span class="Apple-style-span" style="color: black;">JAVIER ROMERO NARANJO</span></span></strong></div>
<div>
<span class="Apple-style-span" style="color: black;"><b><br /></b></span></div>
<div>
<span class="Apple-style-span" style="color: black;">Doctor en Musicología por la </span><em><span class="Apple-style-span" style="color: black;">Universidad Alexander von Humboldt </span></em><span class="Apple-style-span" style="color: black;">de Berlín y </span><em><span class="Apple-style-span" style="color: black;">Master of Arts in Ethnomusicology </span></em><span class="Apple-style-span" style="color: black;">por Universidad de Maryland (E.E.U.U.). Ha realizado diversas publicaciones para la </span><em><span class="Apple-style-span" style="color: black;">Sociedad Española </span></em><em><span class="Apple-style-span" style="color: black;">de Musicología</span></em><span class="Apple-style-span" style="color: black;">, el </span><em><span class="Apple-style-span" style="color: black;">C.S.I.C. (Anuario Musical</span></em><span class="Apple-style-span" style="color: black;">), la </span><em><span class="Apple-style-span" style="color: black;">Institución Fernando el Católico</span></em><span class="Apple-style-span" style="color: black;"> (Nassarre – Zaragoza) y </span><em><span class="Apple-style-span" style="color: black;">Música y Educación</span></em><span class="Apple-style-span" style="color: black;">. En la actualidad es profesor de la Facultad de Educación en la </span><em><span class="Apple-style-span" style="color: black;">Universidad de Alicante </span></em><span class="Apple-style-span" style="color: black;">y de la </span><strong><span class="Apple-style-span" style="color: black;">Escuela Europea de Berlín </span></strong><span class="Apple-style-span" style="color: black;">(Alemania).</span></div>
<div>
<span class="Apple-style-span" style="color: black;">Director de la cursos de Doctorado del Área de Música del Departamento de Innovación y Formación de la Universidad de Alicante.<br /><br /><br /><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhF0VRIfO6HBk6FyRZFbiW9r3LdioCzXQed0auimbFtB3eFDzjwDPUajKubCo8Z_JxDz8eriaKmR73BmKR4k6ft_PD54m9LsT7QMbprjCOo20_O6n7iIUn6FLNXSjm8TBe-aTEts63LvXOF/s1600-h/R1.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5330191372146019458" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhF0VRIfO6HBk6FyRZFbiW9r3LdioCzXQed0auimbFtB3eFDzjwDPUajKubCo8Z_JxDz8eriaKmR73BmKR4k6ft_PD54m9LsT7QMbprjCOo20_O6n7iIUn6FLNXSjm8TBe-aTEts63LvXOF/s400/R1.jpg" style="cursor: hand; display: block; height: 283px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a></div>
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</span></span>Milagros L. Escalon R.http://www.blogger.com/profile/11613382396939398723noreply@blogger.com0tag:blogger.com,1999:blog-6456941805234420839.post-825650442385346602011-06-17T14:47:00.000-07:002011-06-20T17:49:48.350-07:00Test de Música N° 2<div id="wrapper">
<div>
<div id="contenido_seccion">
<div id="test_corregido">
<ol>
<li class="subtitulo">
<div class="subtitulo">
¿Cuál de estos instrumentos de percusión es afinado?.</div>
<ul class="texto">
<li>Caja china.</li>
<li>Pandero.</li>
<li>Triángulo.</li>
<li class="acierto">Timbales.</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
La guitarra es un instrumento de.</div>
<ul class="texto">
<li>Cuerda pinzada con teclado.</li>
<li class="acierto">Cuerda punteada.</li>
<li>Cuerda frotada.</li>
<li class="error">Cuerda percutida.</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Cuantas semicorcheas equivalen a una blanca?.</div>
<ul class="texto">
<li>4.</li>
<li class="acierto">8.</li>
<li>16.</li>
<li>12.</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Cuantas fusas equivalen a una redonda?.</div>
<ul class="texto">
<li class="acierto">32.</li>
<li>18.</li>
<li>16.</li>
<li>64.</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Qué término significa despacio?.</div>
<ul class="texto">
<li>Allegro.</li>
<li class="acierto">Adagio.</li>
<li class="error">Largo.</li>
<li>Andante.</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Quién compuso las cuatro estaciones?.</div>
<ul class="texto">
<li class="acierto">Vivaldi.</li>
<li>Mozart.</li>
<li>Bach.</li>
<li>Haendel.</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Qué inventó Maelzel en 1819?.</div>
<ul class="texto">
<li class="acierto">El metrónomo.</li>
<li>El CD.</li>
<li>El disco de vinilo.</li>
<li>El diapasón.</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Cómo se llama el 5º grado de la escala?.</div>
<ul class="texto">
<li>Subdominante.</li>
<li class="acierto">Dominante.</li>
<li>Tónica.</li>
<li>Sensible.</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿A qué se denomina en música intervalo?.</div>
<ul class="texto">
<li>Sucesión de sonidos.</li>
<li class="acierto">Distancia entre dos notas.</li>
<li>Varios sonidos simultáneamente.</li>
<li>Varios sonidos alternativamente.</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Qué función tiene el sostenido?.</div>
<ul class="texto">
<li class="acierto">Aumenta medio tono.</li>
<li>Disminuye medio tono.</li>
<li>Aumenta un tono.</li>
<li>Disminuye un tono.</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Cuál de estas cantantes es mezzo-soprano?.</div>
<ul class="texto">
<li class="acierto">Teresa Berganza.</li>
<li>Maria Callas.</li>
<li>Montserrat Caballé.</li>
<li class="error">Victoria de los Angeles.</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Cuál de estos términos designa un coro formado por voces de niños?.</div>
<ul class="texto">
<li>Orfeón.</li>
<li class="acierto">Escolanía.</li>
<li>Coro de cámara.</li>
<li>Trío.</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Cuál de los siguientes instrumentos pertenece a la familia de viento metal?.</div>
<ul class="texto">
<li>Oboe.</li>
<li class="acierto">Tuba.</li>
<li>Fagot.</li>
<li>Clarinete.</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Cuál de estos instrumentos tiene el timbre más agudo?.</div>
<ul class="texto">
<li class="acierto">Violín.</li>
<li>Viola.</li>
<li>Contrabajo.</li>
<li>Violonchelo.</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Cómo se llama al conjunto formado por siete instrumentos?.</div>
<ul class="texto">
<li class="acierto">Septiminio.</li>
<li>Septeto.</li>
<li>Tiro.</li>
<li>Sexteto.</li>
</ul>
</li>
</ol>
</div>
</div>
</div>
<div>
<br class="clear" /></div>
<div>
<br class="clear" /></div>
<br />
<div style="color: lime;">
Respuestas correctas</div>
<div>
<span style="color: red;">Respuestas incorrectas</span></div>
<div>
<br class="clear" /></div>
<ol>
<li class="subtitulo">
<div class="subtitulo">
¿Cuál de estos instrumentos de percusión es afinado?.</div>
<ul class="texto">
<li>Caja china.</li>
<li>Pandero.</li>
<li>Triángulo.</li>
<li class="acierto" style="color: lime;">Timbales.</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
La guitarra es un instrumento de.</div>
<ul class="texto">
<li style="color: lime;">Cuerda pinzada con teclado.</li>
<li class="acierto">Cuerda punteada.</li>
<li>Cuerda frotada.</li>
<li class="error">Cuerda percutida.</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Cuantas semicorcheas equivalen a una blanca?.</div>
<ul class="texto">
<li>4.</li>
<li class="acierto" style="color: lime;">8.</li>
<li>16.</li>
<li>12.</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Cuantas fusas equivalen a una redonda?.</div>
<ul class="texto">
<li class="acierto" style="color: lime;">32.</li>
<li>18.</li>
<li>16.</li>
<li>64.</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Qué término significa despacio?.</div>
<ul class="texto">
<li>Allegro.</li>
<li class="acierto" style="color: lime;">Adagio.</li>
<li class="error">Largo.</li>
<li>Andante.</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Quién compuso las cuatro estaciones?.</div>
<ul class="texto">
<li class="acierto" style="color: lime;">Vivaldi.</li>
<li>Mozart.</li>
<li>Bach.</li>
<li>Haendel.</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Qué inventó Maelzel en 1819?.</div>
<ul class="texto">
<li class="acierto" style="color: lime;">El metrónomo.</li>
<li>El CD.</li>
<li>El disco de vinilo.</li>
<li>El diapasón.</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Cómo se llama el 5º grado de la escala?.</div>
<ul class="texto">
<li>Subdominante.</li>
<li class="acierto" style="color: lime;">Dominante.</li>
<li>Tónica.</li>
<li>Sensible.</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿A qué se denomina en música intervalo?.</div>
<ul class="texto">
<li>Sucesión de sonidos.</li>
<li class="acierto" style="color: lime;">Distancia entre dos notas.</li>
<li>Varios sonidos simultáneamente.</li>
<li>Varios sonidos alternativamente.</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Qué función tiene el sostenido?.</div>
<ul class="texto">
<li class="acierto">Aumenta medio tono.</li>
<li>Disminuye medio tono.</li>
<li>Aumenta un tono.</li>
<li>Disminuye un tono.</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Cuál de estas cantantes es mezzo-soprano?.</div>
<ul class="texto">
<li class="acierto" style="color: lime;">Teresa Berganza.</li>
<li>Maria Callas.</li>
<li>Montserrat Caballé.</li>
<li class="error">Victoria de los Angeles.</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Cuál de estos términos designa un coro formado por voces de niños?.</div>
<ul class="texto">
<li>Orfeón.</li>
<li class="acierto" style="color: lime;">Escolanía.</li>
<li>Coro de cámara.</li>
<li>Trío.</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Cuál de los siguientes instrumentos pertenece a la familia de viento metal?.</div>
<ul class="texto">
<li>Oboe.</li>
<li class="acierto" style="color: lime;">Tuba.</li>
<li>Fagot.</li>
<li>Clarinete.</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Cuál de estos instrumentos tiene el timbre más agudo?.</div>
<ul class="texto">
<li class="acierto" style="color: lime;">Violín.</li>
<li>Viola.</li>
<li>Contrabajo.</li>
<li>Violonchelo.</li>
</ul>
</li>
<li class="subtitulo">
<div class="subtitulo">
¿Cómo se llama al conjunto formado por siete instrumentos?.</div>
<ul class="texto">
<li class="acierto" style="color: lime;">Septiminio.</li>
<li>Septeto.</li>
<li>Tiro.</li>
<li>Sexteto.</li>
</ul>
</li>
</ol>
<div>
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<div>
<br class="clear" /></div>
<div>
<br class="clear" /></div>
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<div class="footer">
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</div>Milagros L. Escalon R.http://www.blogger.com/profile/11613382396939398723noreply@blogger.com1tag:blogger.com,1999:blog-6456941805234420839.post-18974638460021414802011-06-16T20:03:00.000-07:002011-06-20T17:35:48.832-07:00Tests de Música N° 1<div style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .75pt; mso-element: para-border-div; padding: 0cm 0cm 1.0pt 0cm;">
<div align="center" class="MsoNormal" style="border: none; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-border-bottom-alt: solid windowtext .75pt; mso-padding-alt: 0cm 0cm 1.0pt 0cm; padding: 0cm; text-align: center;">
<span style="display: none; font-family: "Arial","sans-serif"; font-size: 8pt;">Principio
del formulario</span></div>
</div>
-Quién inventó el órgano hidráulico<br />
<span style="color: red; font-family: Symbol; font-size: 10pt;"></span><br />
<span style="color: red; font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";"></span></span><br />
<ul>
<li> Esquilo</li>
<li> Sófocles</li>
<li> Ktesibios</li>
<li> Eurípides</li>
</ul>
<br />
<div style="font-family: Times,"Times New Roman",serif;">
</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">-¿Cómo se llamaba en la Grecia antigua la canción de lamento fúnebre con
los aulos?.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<ul>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Auloidia.</span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Escolión.</span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Poema.</span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Treno.</span></li>
</ul>
</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">-¿Cómo
se llama el himno cristiano más antiguo dedicado a San Juan Bautista?. </span><span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";"> </span></span><br />
<ul>
<li><span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Salpinx.</span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Oxirinicos.</span><span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";"> </span></span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Prometeo</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Kithrodia.</span></li>
</ul>
</div>
<br />
<span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";"> - </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">La más antigua colección de piezas en el estilo organum están contenidas
en los manuscritos que se conocen conjuntamente con el nombre de</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Tropario de Aristóxenes</span><span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span><br />
<ul></ul>
<ul>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Tropario de Aristóxenes.</span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Tropario de Tarento.</span><span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Tropario de Wincheste</span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Schola de Cantorum</span></li>
</ul>
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span>
<br />
<span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";">-
</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Cronología de la música ENCHIRIADES.</span>
<br />
<ul>
<li>
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Siglo IX.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Siglo III.</span>
</li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Siglo XIII</span></li>
<li>
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Siglo XI.</span></li>
</ul>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 8.55pt 0cm 0.0001pt 36pt; text-indent: -18pt;">
</div>
<br />
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">¿Qué es un himeneo</span><br />
<ul>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Canción dedicada a la novia, con aulos</span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Canción dedicada a los dioses, con kithar.</span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Canción rítmica con barbitón</span><span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";"> </span></span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Canción báquica con aulos.</span><span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";"> </span></span></li>
</ul>
<br />
<span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">¿Cuál de estos fue el 1º trovador conocido?.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span><br />
<ul>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Martín de Codax, juglar de Vigo.</span><span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Adam de Hale</span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Gillaume IX de Aquitania.</span><span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Bernat de Ventadorn </span></li>
</ul>
<span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";"> -
</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">¿Qué músico andaluz publicó en Bolonia un libro en defensa del sistema
temperado?.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span><br />
<ul>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Fray Juan Bermudez</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ramos de Pareja.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Francisco Salinas</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Antonio de Cabezón.</span></li>
</ul>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 8.55pt 0cm 0.0001pt 36pt; text-indent: -18pt;">
<br /></div>
<span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">¿Cuál de estos compositores del renacimiento español nació en Avila?.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span><br />
<ul>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Tomás Luis de Vitoria.</span><span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Sebastián Aguilera de Heredia.</span><span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Critobal Morales.</span><span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Francisco Guerrero.</span></li>
</ul>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 8.55pt 0cm 0.0001pt 36pt; text-indent: -18pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span>
</div>
<span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">¿Cuál de estos autores fue máximo representante de las ensaladas?</span><br />
<ul>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Luis Millán</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Luis Narvaez.</span><span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Francisco Salinas.</span><span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Mateo Flecha</span><span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";"> </span></span></li>
</ul>
<br />
<span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";"> </span></span>La ópera más importante de H Purcel fue.<span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";"> </span></span><br />
<ul>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ariadna</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Dido y Eneas</span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Coronación de Popea</span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">La selva Padrona </span></li>
</ul>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin: 8.55pt 0cm 0.0001pt 36pt; text-indent: -18pt;">
<br /></div>
<span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";"></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">¿Donde se desarrolló el coro spezzato?.</span><br />
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<ul>
<li><span style="font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Alemania</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Florencia</span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Venecia</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Paris </span></li>
</ul>
</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 8.55pt 0cm 0.0001pt 36pt; text-indent: -18pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>
<span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">¿De quién es la misa del Papa Marcelo?.</span> <br />
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<ul>
<li><span style="font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Scalatti</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Després.</span><span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";"> </span></span></li>
<li><span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Palestrina</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Monteverdi.</span></li>
</ul>
</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 8.55pt 0cm 0.0001pt 36pt; text-indent: -18pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>
<span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";"> -
</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">¿Cómo se denomina a la práctica de oponer dos voces a otras dos?.</span><br />
<ul>
<li><span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Contrabicinia.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Bicinia</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Organum</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Conductus.</span></li>
</ul>
<br />
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 8.55pt 0cm 0.0001pt 36pt; text-indent: -18pt;">
</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Quién descubrió el cancionero de Palacio?.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span><br />
<ul>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Machaunt</span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Barbieri.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Rameau.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></li>
<li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Caccini.</span></li>
</ul>
</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 8.55pt 0cm 0.0001pt 36pt; text-indent: -18pt;">
<span style="color: green; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: green; font-family: "Arial","sans-serif"; font-size: 10.5pt;"><span class="msoIns"><ins></ins></span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 34.3pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span style="color: green; font-family: "Arial","sans-serif"; font-size: 10.5pt;"><span class="msoIns">Respuesta correcta</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 34.3pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span style="color: red; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: red; font-family: "Arial","sans-serif"; font-size: 10.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: red; font-family: "Arial","sans-serif"; font-size: 10.5pt;"><span class="msoIns">Respuesta incorrecta</span></span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="color: #333333; line-height: normal; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"><span class="msoIns"><ins>¿Quién inventó el organo hidráulico?.</ins></span></span></b></li>
</ol>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: red; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";"> <span style="color: black;">
</span></span></span><span style="color: black; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: black; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Esquilo.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Sófocles.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: green; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;"><span style="color: green; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span></b><br />
<b style="mso-bidi-font-weight: normal;"><span style="color: green; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Ktesibios.</span></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Eurípides</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0cm; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 0cm;">
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span style="font: 7pt "Times New Roman";"> 2
</span></span></b><b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span class="msoIns"><ins></ins></span></span></b><br />
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span class="msoIns">¿Cómo
se llamaba en la Grecia antigua la canción de lamento fúnebre con los aulos?.</span></span></b></div>
<div class="MsoNormal" style="color: black; line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Auloidia.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Escolión.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Poema.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: green; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;"><span style="color: green; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span></b><br />
<b style="mso-bidi-font-weight: normal;"><span style="color: green; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Treno.</span></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0cm; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 0cm;">
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span style="font: 7pt "Times New Roman";"> 3
</span></span></b><b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span class="msoIns"><ins></ins></span></span></b><br />
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span class="msoIns">¿Cómo
se llama el himno cristiano más antiguo dedicado a San Juan Bautista?.</span></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: red; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";"> <span style="color: black;">
</span></span></span><span style="color: black; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: black; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Salpinx.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: green; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;"><span style="color: green; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span></b><br />
<b style="mso-bidi-font-weight: normal;"><span style="color: green; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Oxirinicos.</span></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Prometeo.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Kithrodia.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0cm; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 0cm;">
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span style="font: 7pt "Times New Roman";"> 4
</span></span></b><b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span class="msoIns"><ins></ins></span></span></b><br />
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span class="msoIns">La
más antigua colección de piezas en el estilo organum están contenidas en los
manuscritos que se conocen conjuntamente con el nombre de.</span></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: red; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";"> <span style="color: #444444;">
</span></span></span><span style="color: #444444; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #444444; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Tropario de Aristóxenes.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Tropario de Tarento.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: green; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;"><span style="color: green; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span></b><br />
<b style="mso-bidi-font-weight: normal;"><span style="color: green; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Tropario de Winchester.</span></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Schola de Cantorum.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0cm; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 0cm;">
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span style="font: 7pt "Times New Roman";"> 5
</span></span></b><b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span class="msoIns"><ins></ins></span></span></b><br />
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span class="msoIns">Cronología
de la música ENCHIRIADES.</span></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: green; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;"><span style="color: green; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span></b><br />
<b style="mso-bidi-font-weight: normal;"><span style="color: green; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Siglo IX.</span></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Siglo III.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Siglo XIII</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Siglo XI.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0cm; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 0cm;">
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span style="font: 7pt "Times New Roman";"> 6
</span></span></b><b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span class="msoIns"><ins></ins></span></span></b><br />
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span class="msoIns">¿Qué
es un himeneo?.</span></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: green; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;"><span style="color: green; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span></b><br />
<b style="mso-bidi-font-weight: normal;"><span style="color: green; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Canción dedicada a la novia, con aulos.</span></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Canción dedicada a los
dioses, con kithar.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Canción rítmica con
barbitón.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Canción báquica con aulos.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0cm; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 0cm;">
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span style="font: 7pt "Times New Roman";"> 7
</span></span></b><b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span class="msoIns"><ins></ins></span></span></b><br />
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span class="msoIns">¿Cuál
de estos fue el 1º trovador conocido?.</span></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: red; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";"> <span style="color: #444444;">
</span></span></span><span style="color: #444444; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #444444; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Martín de Codax, juglar de
Vigo.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Adam de Hale.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: green; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;"><span style="color: green; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span></b><br />
<b style="mso-bidi-font-weight: normal;"><span style="color: green; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Gillaume IX de Aquitania.</span></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Bernat de Ventadorn</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0cm; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 0cm;">
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span style="font: 7pt "Times New Roman";"> 8
</span></span></b><b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span class="msoIns"><ins></ins></span></span></b><br />
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span class="msoIns">¿Qué
músico andaluz publicó en Bolonia un libro en defensa del sistema temperado?.</span></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: red; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";"> <span style="color: black;">
</span></span></span><span style="color: black; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: black; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Fray Juan Bermudo.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: green; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;"><span style="color: green; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span></b><br />
<b style="mso-bidi-font-weight: normal;"><span style="color: green; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Ramos de Pareja.</span></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Francisco Salinas.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Antonio de Cabezón.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0cm; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 0cm;">
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span style="font: 7pt "Times New Roman";"> 9
</span></span></b><b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span class="msoIns"><ins></ins></span></span></b><br />
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span class="msoIns">¿Cuál
de estos compositores del renacimiento español nació en Avila?.</span></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: green; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;"><span style="color: green; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span></b><br />
<b style="mso-bidi-font-weight: normal;"><span style="color: green; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Tomás Luis de Vitoria.</span></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Sebastián Aguilera de
Heredia.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Critobal Morales.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Francisco Guerrero.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0cm; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 0cm;">
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span style="font: 7pt "Times New Roman";"> 10
</span></span></b><b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span class="msoIns"><ins></ins></span></span></b><br />
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span class="msoIns">¿Cuál
de estos autores fue máximo representante de las ensaladas?.</span></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: red; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";"> <span style="color: #444444;">
</span></span></span><span style="color: #444444; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #444444; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Luis Millán.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Luis Narvaez.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Francisco Salinas.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: green; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;"><span style="color: green; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span></b><br />
<b style="mso-bidi-font-weight: normal;"><span style="color: green; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Mateo Flecha.</span></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0cm; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 0cm;">
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span style="font: 7pt "Times New Roman";"> 11
</span></span></b><b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span class="msoIns"><ins></ins></span></span></b><br />
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span class="msoIns">La
ópera más importante de H Purcel fue.</span></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: red; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";"> <span style="color: #444444;">
</span></span></span><span style="color: #444444; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #444444; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Ariadna.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: green; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;"><span style="color: green; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span></b><br />
<b style="mso-bidi-font-weight: normal;"><span style="color: green; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Dido y Eneas.</span></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Coronación de Popea.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">La selva Padrona.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0cm; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 0cm;">
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span style="font: 7pt "Times New Roman";"> 12
</span></span></b><b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span class="msoIns"><ins></ins></span></span></b><br />
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span class="msoIns">¿Donde
se desarrolló el coro spezzato?.</span></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Alemania.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: red; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";"> <span style="color: #444444;">
</span></span></span><span style="color: #444444; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #444444; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Florencia.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: green; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;"><span style="color: green; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span></b><br />
<b style="mso-bidi-font-weight: normal;"><span style="color: green; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Venecia.</span></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Paris.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0cm; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 0cm;">
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span style="font: 7pt "Times New Roman";"> 13
</span></span></b><b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span class="msoIns"><ins></ins></span></span></b><br />
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span class="msoIns">¿De
quién es la misa del Papa Marcelo?.</span></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Scalatti.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Després.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: green; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;"><span style="color: green; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span></b><br />
<b style="mso-bidi-font-weight: normal;"><span style="color: green; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Palestrina.</span></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: red; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";"> <span style="color: #444444;">
</span></span></span><span style="color: #444444; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #444444; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Monteverdi.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0cm; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 0cm;">
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span style="font: 7pt "Times New Roman";"> 14
</span></span></b><b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span class="msoIns"><ins></ins></span></span></b><br />
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span class="msoIns">¿Cómo
se denomina a la práctica de oponer dos voces a otras dos?.</span></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: red; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";"> <span style="color: #444444;">
</span></span></span><span style="color: #444444; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #444444; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Contrabicinia.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: green; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;"><span style="color: green; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span></b><br />
<b style="mso-bidi-font-weight: normal;"><span style="color: green; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Bicinia.</span></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Organum.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Conductus.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 0cm; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 0cm;">
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span style="font: 7pt "Times New Roman";">15</span></span></b><b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span class="msoIns"><ins></ins></span></span></b><br />
<b><span style="color: #333333; font-family: "Arial","sans-serif"; font-size: 12pt;"><span class="msoIns">¿Quién
descubrió el cancionero de Palacio?.</span></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Machaunt.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: green; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;"><span style="color: green; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span></b><br />
<b style="mso-bidi-font-weight: normal;"><span style="color: green; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Barbieri.</span></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: red; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";"> <span style="color: black;">
</span></span></span><span style="color: black; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: black; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Rameau.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 70.3pt; margin-right: 8.55pt; mso-list: l1 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns"><ins></ins></span></span><br />
<span style="color: #666666; font-family: "Tahoma","sans-serif"; font-size: 9.5pt;"><span class="msoIns">Caccini.</span></span></div>
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<br /></div>
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<span style="font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";"> </span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 0.0001pt; text-indent: -18pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>
<div style="border-top: solid windowtext 1.0pt; border: none; margin-left: 18.0pt; margin-right: 0cm; mso-border-top-alt: solid windowtext .75pt; mso-element: para-border-div; padding: 1.0pt 0cm 0cm 0cm;">
<div align="center" class="MsoListParagraphCxSpMiddle" style="border: none; display: none; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-border-top-alt: solid windowtext .75pt; mso-list: l0 level1 lfo1; mso-padding-alt: 1.0pt 0cm 0cm 0cm; padding: 0cm; tab-stops: list 36.0pt; text-align: center; text-indent: -18.0pt;">
<span style="display: none; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="display: none; font-family: "Arial","sans-serif"; font-size: 8pt;">Final del formulario</span></div>
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<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 8.55pt 0cm 0.0001pt 36pt; text-indent: -18pt;">
<br /></div>
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<br /></div>
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<div style="border-top: solid windowtext 1.0pt; border: none; margin-left: 18.0pt; margin-right: 0cm; mso-border-top-alt: solid windowtext .75pt; mso-element: para-border-div; padding: 1.0pt 0cm 0cm 0cm;">
<div align="center" class="MsoListParagraphCxSpLast" style="border: none; display: none; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-border-top-alt: solid windowtext .75pt; mso-list: l0 level1 lfo1; mso-padding-alt: 1.0pt 0cm 0cm 0cm; padding: 0cm; tab-stops: list 36.0pt; text-align: center; text-indent: -18.0pt;">
<span style="display: none; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="display: none; font-family: "Arial","sans-serif"; font-size: 8pt;">Final del formulario</span></div>
</div>
<div class="MsoNormal" style="line-height: 17.15pt; margin-left: .85pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="color: #666666; font-family: "Arial","sans-serif"; font-size: 10.5pt;"> </span></div>
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<br /></div>
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<br /></div>
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<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin: 11.15pt 0cm 0.0001pt 36pt; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";"></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span><span style="font-family: Symbol; font-size: 10pt;"><span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>
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<div align="center" class="MsoListParagraphCxSpLast" style="border: none; display: none; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-border-top-alt: solid windowtext .75pt; mso-list: l0 level1 lfo1; mso-padding-alt: 1.0pt 0cm 0cm 0cm; padding: 0cm; tab-stops: list 36.0pt; text-align: center; text-indent: -18.0pt;">
<span style="display: none; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="display: none; font-family: "Arial","sans-serif"; font-size: 8pt;">Final del formulario</span></div>
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<div class="MsoNormal" style="line-height: 17.15pt; margin-left: .85pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
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<div style="border-top: solid windowtext 1.0pt; border: none; margin-left: 18.0pt; margin-right: 0cm; mso-border-top-alt: solid windowtext .75pt; mso-element: para-border-div; padding: 1.0pt 0cm 0cm 0cm;">
<div align="center" class="MsoListParagraphCxSpLast" style="border: none; display: none; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-border-top-alt: solid windowtext .75pt; mso-list: l0 level1 lfo1; mso-padding-alt: 1.0pt 0cm 0cm 0cm; padding: 0cm; tab-stops: list 36.0pt; text-align: center; text-indent: -18.0pt;">
<span style="display: none; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="display: none; font-family: "Arial","sans-serif"; font-size: 8pt;">Final del formulario</span></div>
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<div align="center" class="MsoListParagraphCxSpLast" style="border: none; display: none; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-border-top-alt: solid windowtext .75pt; mso-list: l0 level1 lfo1; mso-padding-alt: 1.0pt 0cm 0cm 0cm; padding: 0cm; tab-stops: list 36.0pt; text-align: center; text-indent: -18.0pt;">
<span style="display: none; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="display: none; font-family: "Arial","sans-serif"; font-size: 8pt;">Final del formulario</span></div>
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<span style="color: #666666; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
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<span style="font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
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<div align="center" class="MsoListParagraphCxSpLast" style="border: none; display: none; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-border-top-alt: solid windowtext .75pt; mso-list: l0 level1 lfo1; mso-padding-alt: 1.0pt 0cm 0cm 0cm; padding: 0cm; tab-stops: list 36.0pt; text-align: center; text-indent: -18.0pt;">
<span style="display: none; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="display: none; font-family: "Arial","sans-serif"; font-size: 8pt;">Final del formulario</span></div>
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<div class="MsoNormal" style="line-height: 17.15pt; margin-left: .85pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-indent: -18.0pt;">
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</span></span><span style="color: #666666; font-family: "Arial","sans-serif"; font-size: 10.5pt;"> </span></div>
<div class="MsoNormal" style="line-height: 17.15pt; margin-left: .85pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-indent: -18.0pt;">
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<div align="center" class="MsoListParagraphCxSpLast" style="border: none; display: none; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-border-top-alt: solid windowtext .75pt; mso-list: l0 level1 lfo1; mso-padding-alt: 1.0pt 0cm 0cm 0cm; padding: 0cm; tab-stops: list 36.0pt; text-align: center; text-indent: -18.0pt;">
<span style="display: none; font-family: Symbol; font-size: 10pt;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="display: none; font-family: "Arial","sans-serif"; font-size: 8pt;">Final del formulario</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><br /></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span><span style="display: none; font-family: "Arial","sans-serif"; font-size: 8pt;">Final del formulario</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>Milagros L. Escalon R.http://www.blogger.com/profile/11613382396939398723noreply@blogger.com0tag:blogger.com,1999:blog-6456941805234420839.post-43183447856917978412011-06-15T18:54:00.000-07:002011-06-15T18:59:41.459-07:00Historia de la Música<div class="separator" style="clear: both; text-align: center;">
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El Cuatro en Venezuela<br />
<br />
por editarMilagros L. Escalon R.http://www.blogger.com/profile/11613382396939398723noreply@blogger.com0tag:blogger.com,1999:blog-6456941805234420839.post-55076891944125767252011-06-13T11:03:00.000-07:002011-06-13T11:12:08.782-07:00San Antonio Bendito<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/Ss30uNXQDNU?feature=player_embedded' frameborder='0'></iframe></div>
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><a href="http://www.youtube.com/watch?v=Ss30uNXQDNU" target="_blank"><span style="color: blue;"></span></a></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> La Coral El Tocuyo </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> dirigida por Gibsy Querales</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> interpreta un son del tamunangue</span>
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<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<span id="goog_1606198058"></span><span id="goog_1606198059"></span>Milagros L. Escalon R.http://www.blogger.com/profile/11613382396939398723noreply@blogger.com0tag:blogger.com,1999:blog-6456941805234420839.post-32733443095019969152011-06-13T10:48:00.000-07:002011-06-13T10:48:16.114-07:00El Tamunangue.<b> </b><b> </b><b> </b><br />
<table border="1" cellpadding="0" cellspacing="0" id="AutoNumber1" style="border-collapse: collapse; border-width: 0;"><tbody>
<tr><td style="border-style: none; border-width: medium;" width="85%"><table border="1" cellpadding="0" cellspacing="0" id="AutoNumber35" style="border-collapse: collapse; border-width: 0;"><tbody>
<tr><td bgcolor="#975108" height="8" style="border-left-style: solid; border-left-width: 1; border-right-style: solid; border-right-width: 1; border-top-style: solid; border-top-width: 1;" width="100%"><div align="center">
<b>
<span style="color: white; font-family: Verdana; font-size: xx-small;">BAILE EN HONOR A SAN
ANTONIO DE PADUA</span></b></div>
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<td bgcolor="#BD7118" height="7" style="border-left-style: solid; border-left-width: 1; border-right-style: solid; border-right-width: 1; border-top-style: solid; border-top-width: 1;" width="100%"><div align="center">
<b>
<span style="color: white; font-family: Verdana; font-size: xx-small;">EL TAMUNANGUE</span></b></div>
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<span style="font-family: Verdana; font-size: xx-small;">Una de las manifestaciones folklóricas más
arraigada y conocida, tanto en Venezuela como en las naciones extranjeras,
es el <span style="color: maroon;"><b>TAMUNANGUE</b></span>. Es buena oportunidad
para presenciar estas danzas en el <b>Festival Nacional del Folklore</b> que
se celebra anualmente en Barquisimeto. Hoy en El Tocuyo se baila EL Tamunangue. Las fotografías corresponden al desarrollo de esta festividad en diversos espacios y ambientes de EL Tocuyo, con músicos y bailadores de esta tierra.</span></div>
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<tbody>
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<td align="center" bgcolor="#CCCC9E" style="border-style: none; border-width: medium;" width="100%"><img border="0" height="225" src="http://www.venaventours.com/barquisimeto/tamunangue/tamunangue.gif" width="300" /></td>
</tr>
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<td align="center" bgcolor="#CCCC9E" style="border-style: none; border-width: medium;" width="100%"><span style="font-family: Verdana; font-size: xx-small;">Como esta
expresión es netamente de Lara, principalmente de El Tocuyo,
Curarigua y demás poblaciones circunvecinas de El tocuyo, tienen
la devoción de celebrar las festividades de San Antonio de Padua
(13 de Junio) aunque en la actualidad, por su importancia, hay
conjuntos organizados que constantemente amenizan actos con El
Tamunangue dentro y fuera de Venezuela, obteniendo brillantes
éxitos.</span></td>
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<img border="0" height="150" src="http://www.venaventours.com/barquisimeto/tamunangue/iglesia.jpg" width="200" /></div>
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<span style="font-family: Verdana; font-size: xx-small;">Lo tradicional,
es que el “Día de San Antonio” se incorporan los cantores con
sus instrumentos (cuatro, cincos, maracas, tambores y palos).</span></div>
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<span style="font-family: Verdana; font-size: xx-small;">Y antes del día
festivo ya esta todo preparado para darle comienzo al canto de
“Los Negros”. Agrupándose millares de personas y devotos de San
Antonio, muchos con el objetivo de pagar promesas. Siempre
escogen el son de LA BELLA por ser de más facilidad para
bailarla.</span></div>
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<span style="font-family: Verdana; font-size: xx-small;">Para este día se
organiza una solemne Misa y luego la Procesión por las
principales calles al son de “<b>La Batalla</b>”</span></div>
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<td bgcolor="#EF7D31" style="border-style: solid; border-width: 1;" width="15%"><div align="center">
<img border="0" height="150" src="http://www.venaventours.com/barquisimeto/tamunangue/musico2.jpg" width="200" /></div>
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<span style="font-family: Verdana; font-size: xx-small;"><b>D</b>urante
todo el día los cantores, bailadores y el público se trasladan a
los hogares que han ofrecido promesas a San Antonio para que les
bailen y canten.</span></div>
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<td bgcolor="#F1E9D6" style="border-bottom-style: solid; border-bottom-width: 1px; border-right-style: solid; border-right-width: 1px; border-top-style: solid; border-top-width: 1px;" width="8%"><img border="0" height="150" src="http://www.venaventours.com/barquisimeto/tamunangue/pan.jpg" width="200" /></td>
<td bgcolor="#F1E9D6" style="border-bottom-style: none; border-bottom-width: medium; border-right-style: none; border-right-width: medium; border-top-style: none; border-top-width: medium;" width="92%"><div align="center">
<span style="font-family: Verdana; font-size: xx-small;">Antes del último
son, se canta “<span style="color: maroon;"><b>El Galerón</b></span>”.
Para esta danza tienen que ser los bailarines muy resistentes y
ágiles para lograr las difíciles figuras de este baile.</span></div>
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<span style="font-family: Verdana; font-size: xx-small;">En el Estado
Lara se acostumbra también celebrar en cualquier fecha y por
promesa el velorio de San Antonio (cantaduría) y al amanecer del
día siguiente cantan y bailan “El Tamunangue” que se abre y se
cierra con la salve.</span></div>
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<td align="center" bgcolor="#974F06" style="border-style: none; border-width: medium;" width="84%"><span style="color: white; font-family: Verdana; font-size: xx-small;">No ha de faltar la
imagen de San Antonio; incienso, velas, arcos de palma, flores
entre otros.</span></td>
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<td width="100%"><img border="0" height="267" src="http://www.venaventours.com/barquisimeto/tamunangue/tam1.jpg" width="200" /></td>
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<td style="border-bottom: 1px solid #111111; border-left-style: solid; border-left-width: 1; border-top: 1px solid #111111;" width="15%"><table border="1" cellpadding="0" cellspacing="0" id="table53" style="border-collapse: collapse; border-width: 0;">
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<b>
<span style="color: white; font-family: Verdana; font-size: xx-small;">EL BAILE DEL
TAMUNANGUE</span></b></div>
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<b>
<span style="color: white; font-family: Verdana; font-size: xx-small;">Las primeras
características del Tamunangue son:</span></b></div>
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<td bgcolor="#F1E9D6" style="border-style: none; border-width: medium;" width="87%"><span style="font-family: Verdana; font-size: xx-small;"><b>1)</b> Variedad. ( parejas,
cantos y baile )<br />
<b>2)</b> Es religiosa.<br />
<b>3) </b>Presenta escenas y danzas.<br />
<b>4)</b> Es folklórica (Ha pasado de una generación a otras, es
tradicional, popular y no tiene autor determinado).<br />
<b>5)</b> Es muy completa por su larga duración.<br />
<b>6)</b> Presenta rasgos claros y útiles, como vehículo de
cultura y recreación.<br />
<b>7)</b> Es propio de la región de El Tocuyo y de sus pueblos
circunvecinos.<br />
<b>8)</b> Es una manifestación sumamente popular y no está
contaminada de elementos extraños a su origen.<br />
<b>9)</b> Quienes la cultivan, se preocupan de enseñarlo a las
nuevas generaciones.<br />
<b>10)</b> Los integrantes de los grupos Tamunangueros son
personas de humilde procedencia ocupacional y social.</span></td>
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http://www.venaventours</div>
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<span style="color: white; font-family: Verdana; font-size: xx-small;">A continuación, indicamos los
nombres y explicaciones de cada son del <b>TAMUNANGUE:</b></span></div>
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<span style="font-family: Verdana; font-size: xx-small;"><b>
<span style="color: maroon;">El primer son es “La Batalla”</span></b>, que
lo juegan con maravillosas figuras dos personas utilizando tan solo
lo tradicional, un par de garrotes empatados.</span></div>
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<td bgcolor="#974F06" style="border-style: solid; border-width: 1px;" width="100%"><img border="0" height="150" src="http://www.venaventours.com/barquisimeto/tamunangue/tamunani.gif" width="200" /></td>
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<span style="font-family: Verdana; font-size: xx-small;"><b>
<span style="color: maroon;">El segundo son es el “Yiyevamos”</span></b>.
Este son tiene la propiedad que los cantores se dirigen a los
bailadores, quienes portan pequeñas varas, significando que están
autorizados para bailar. </span></div>
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<td bgcolor="#000000" style="border-style: solid; border-width: 1px;" width="100%"><img border="0" height="267" src="http://www.venaventours.com/barquisimeto/tamunangue/padua1.jpg" width="200" /></td>
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<span style="font-family: Verdana; font-size: xx-small;"><b>
<span style="color: maroon;">El tercer son es “La Bella Mayor y Menor”</span></b>.
Cada una de éstas se toca en el tono Mayor o Menor correspondiente.
Este son es muy alegre y en él se oye el fuerte repicar de los
tambores, teniendo la oportunidad muchas personas para bailarlo.</span></div>
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<span style="font-family: Verdana; font-size: xx-small;">
<span style="color: maroon;"><b>El cuarto son es “La Juruminga”</b></span>.
Le corresponde a un solista cantar las expresiones de “La Juruminga”
contestando el coro “tumbiré” cuyos bailadores se esmeran en prestar
atención a los versos igual que al son “El Yiyevamos” para hacer las
figuras que los cantores ordenan.</span></div>
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<td bgcolor="#000000" style="border-style: solid; border-width: 1px;" width="100%"><img border="0" height="150" src="http://www.venaventours.com/barquisimeto/tamunangue/musico1.jpg" width="200" /></td>
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<span style="font-family: Verdana; font-size: xx-small;"><b>
<span style="color: maroon;">El quinto son es “La Perrendenga”</span></b>.
Es un canto a base de coplas dirigidas por uno de los cantores,
siendo coreado el estribillo. El bailarín está muy atento a las
coplas.<br />
<br />
<b><span style="color: maroon;">El sexto son es “El Poco a Poco”</span></b>.
Aquí la danza de “Los Calambres” bastante jocosa y divertida por
el aspecto cómico del bailarín, tiene una gran aceptación por
los diversos públicos. Con la misma música bailan “El Caballito”
y ambas la finalizan con la “Guabina o Corrida” a un compás
ligero.</span></div>
<div align="center">
<span style="font-family: Verdana; font-size: xx-small;">
<span style="color: maroon;"><b>El séptimo son es “El Seis Corrido”</b></span>
<span style="color: maroon;"><b>o “Seis Figurado”</b></span>. Un primer
cantor va dirigiendo la letra y otro antor repitiendo el verso,
luego viene un estribillo a dúo. El baile se compone de tres
parejas a estilo de poleas</span> </div>
http://www.venaventours<br />
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</tbody></table>Milagros L. Escalon R.http://www.blogger.com/profile/11613382396939398723noreply@blogger.com0tag:blogger.com,1999:blog-6456941805234420839.post-8715705339754656382011-06-13T09:56:00.000-07:002011-06-13T09:56:30.324-07:00Valores Ambientalistas<br />
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<a 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" 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" width="200" /></a><b> </b></div>
<div align="center">
<b>Francisco Tamayo.</b> Nace en Sanare (Edo.Lara) el 4.10.1902 -
Muere en Caracas (D.F.) el 14.2.1985.</div>
<div style="text-align: justify;">
Botánico, conservacionista y lexicógrafo
venezolano. </div>
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</div>
<div style="text-align: justify;">
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<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.monografias.com/trabajos85/proyecto-valores/image001.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="http://www.monografias.com/trabajos85/proyecto-valores/image001.gif" width="162" /></a></div>
<b> Alejandro de
Humboldt</b> .Nació en Berlín, 14 de septiembre de 1769
y falleció en la misma ciudad el 6 de mayo de 1859. Naturalista, geólogo, mineralogista, astrónomo,
explorador, sismólogo, vulcanista, demógrafo <b> </b><br />
<b> </b><br />
<div align="center">
<img height="200" src="http://www.monografias.com/trabajos85/proyecto-valores/image003.jpg" width="143" /></div>
<b><em>Pittier,
Henri-François</em></b><b><em></em></b>
Bex (Suiza) 13.8.1857 _ Caracas, 27.1.1950.Ingeniero,
naturalista y botánico. Realizó sus estudios en la
Universidad de Jena (<a class="autolink" href="http://www.monografias.com/trabajos6/laerac/laerac.shtml#unificacion" id="autolink">Alemania</a>), donde se graduó de ingeniero civil en 1885.. <br />
<br />
<br />
<br /><a href="http://www.venezuelatuya.com/biografias">www.venezuelatuya.com/biografias</a><em>.htm</em><br />
<em>www.saber.golwen.com.ar/biogvene.htm</em><br />
<a href="http://www.venezueladigital.net/biografias/index.htm">www.venezueladigital.net/biografias/index.htm</a><br />
<br />
<br />
<br />Milagros L. Escalon R.http://www.blogger.com/profile/11613382396939398723noreply@blogger.com0tag:blogger.com,1999:blog-6456941805234420839.post-82946089461248033602011-06-12T20:00:00.000-07:002011-06-12T20:00:54.553-07:00No me olvides<img alt="" height="200" 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" width="132" /><br />
Flor de nombre<br />
"No me olvides",<br />
para recordar a<br />
la familia, y a los amigos.Milagros L. Escalon R.http://www.blogger.com/profile/11613382396939398723noreply@blogger.com0tag:blogger.com,1999:blog-6456941805234420839.post-71590611260326494832011-06-10T15:55:00.000-07:002011-06-11T19:48:53.547-07:00Congreso Pedagógico Bicentenario, El Tocuyo -Morán-Lara.10/06/2011<a href="http://www.google.com/imgres?imgurl=http://www.opalc.org/web/images/stories/1239992114logo_bicentenario-1.jpg&imgrefurl=http://www.opalc.org/web/index.php%3Foption%3Dcom_content%26view%3Darticle%26id%3D429:bicentenario-de-venezuela%26catid%3D173:venezuela%26Itemid%3D251&usg=__g_I4pA888lbz1-1qbCMF83I2rnQ=&h=368&w=536&sz=61&hl=es&start=2&sig2=vvPb1zIZUynm1P9rV25mtw&zoom=1&itbs=1&tbnid=FZK5XPf_GSNDEM:&tbnh=91&tbnw=132&prev=/search%3Fq%3Dbicentenario%2Ben%2Bvenezuela%26hl%3Des%26sa%3DX%26biw%3D800%26bih%3D410%26tbm%3Disch%26prmd%3Divnsu&ei=9R70TYVDyYG2B-LLtOsG"><img height="91" id="FZK5XPf_GSNDEM:" src="http://t1.gstatic.com/images?q=tbn:ANd9GcQFZOEUq0xFdPpxRQpgP04gjhbKyy2J3ZSWAUwddooTKbUm3DKJdvQrgG4" style="border: 1px solid rgb(204, 204, 204); padding: 1px; vertical-align: bottom;" width="132" /></a><br />
<br />
<a class="actorName" data-ft="{"type":35}" data-hovercard="/ajax/hovercard/user.php?id=100001465673477" href="http://www.facebook.com/milagrosleomagda.escalonarivero">Milagros Escalona</a> <span data-jsid="text">Hoy
se realizó el Congreso Pedagógico Bicentenario, en U.E.B.MJ, Padre Pérez
Limardo. Escuchamos las ponencias y posteriormente se conformaron mesas de trabajo con el propósito de construir las </span><span data-jsid="text">propuestas, que se analizarán para la transformación del Currículo Educativo.En total se formaron cinco mesas, cada una construyó sus propuestas, y al final fueron leídas por un relator, y entregadas a la Coordinación Académica del Municipio, para enviarlas al Ministerio del Poder Popular para la Educación.</span><br />
<span data-jsid="text"></span><br />
<div style="text-align: justify;">
<br />
Programa<br />
<br /></div>
<div style="text-align: justify;">
Saludo:</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
1- Prof. Nanci de Anzola, Directora de la Zona Educativa del Municipio Morán.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Propuestas:<br />
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
1- Tópicos de las Escuelas Bolivarians</div>
<div style="text-align: justify;">
2- Proyecto Canaima</div>
3- La Espada de Bolívar<br />
4- Manos a la Siembra<br />
5- El PEIC<br />
6- Proyectos Simoncitos<br />
<br />
Ponentes:<br />
<br />
1- Prof. Eduin Cárdenas<br />
2- Prof. Dudamel<br />
3- Prof. Rolando Graterol<br />
<br />
<img alt="" height="200" 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" 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EL grupo de docentes con el cual trabajé, estuvo de acuerdo en publicar en el blog, las propuestas construidas en nuestra mesa. Expongo una explicación para justificar brevemente, cada construccion.<br />
Constituye un esfuerzo colectivo hecho por Profesores de sólida formación, experiencia pedagógica-docente, con conciencia de las necesidades del contexto en el cual trabajan, con sencibilidad social, respeto, responsabilidad, solidaridad, y amor, por las generaciones de ciudadanos y ciudadanas de la Patria. <br />
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Mesa contituída por Educadores de las Etapas de: Educación Inicial, Básica y Diversificada<br />
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<span style="color: #660000;"><span style="color: purple;"> Propuesta para la transformación curricular.</span></span><br />
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Ámbito Administrativo-Pedagógico-Socio comunitario</div>
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<span style="color: #444444;"></span><span style="background-color: blue; color: #444444;"></span>1-<span style="color: blue;">Construcción de plantas físicas en las comunidades para satisfacer la demanda poblacional estudiantil.</span><br />
Existen comunidades cuyas escuelas ya no tienen espacio donde recibir a los estudiantes.<br />
2-<span style="color: blue;">Dotación de insumos para los laboratorios</span><br />
Los laboratorios de química, biología y física, están necesitados de materiales para realizar las prácticas<br />
3-<span style="color: blue;">Dotación de material de oficina para los salones de clases.</span><br />
Para ayudar a la acción administrativa del docente dentro del aula. <br />
4-<span style="color: blue;">Dotación de mobiliario para las aulas. y los comedores escolares.</span><br />
Para satisfacer las necesidades de mobiliario que debe existir con relación a los estudiantes que hacen vida en la institución, dentro de las aulas, y en las horas de comedor escolar.<br />
5-<span style="color: blue;">Realizar mantenimiento preventivo y correctivo a las escuelas.</span><br />
Esto garantizaría el cuidado y duración de la planta física, en su totalidad. <br />
6-<span style="color: blue;">Construcción de canchas deportivas.</span><br />
Para un mejor desarrollo de las actividades físicas, deportivas, recreativas al aire libre, y en condiciones adecuadas. <br />
7-<span style="color: blue;">Creación de espacios para los especialistas.</span><br />
Esto dará mas libertad al docente de la signatura de propiciar un ambiente acogedor, abierto y de confianza. <br />
8-<span style="color: blue;">Que el personal directivo sea evaluado 70% currículo y 30% votaciones, al final de cada año</span>.<br />
Existen planteles en los que no se cumple esta norma, y no dan oportunidad a los docentes de reelejir o nombrar nuevas autoridades, cada año. Existen otros planteles en los cuales se cumple periódicamente esta normativa.<br />
9-<span style="color: blue;">El Currículo debe estar cónsono con el espacio geográfico rural-urbano, grados múltiples.</span><br />
Es necesario que el currículo amplie el modelo de planificación, debido a que las necesidades en cada caso son bien específicas. Usualmente el docente debe adecuar la planificación a las necesidades de su escuela, contextualizar. Se da el caso en los grados múltiples que se debilita la intención pedagógica porque en una misma aula están funcionando varias edades,con necesidades diferentes, planificaciones diferentes, y el docente debe convivir al igual que los estudiantes con esta situación.<br />
10-<span style="color: blue;">La matrícula por grado debe bajar a 25 por docente.</span><br />
Para que el trabajo con los niños sea personalizado.Existen casos de aulas con 30, 33, y mas estudiantes.Esto se da en inicial,básica y diversificada. Existen planteles en los que se cumple exactamente con la matrícula de 25 estudiantes. En la mayoría de los casos los planteles trabajan con 30 estudiantes si las condiciones del aula lo permiten.Mas de 30 estudiantes es un asinamiento que debe evitarse.<br />
11-<span style="color: blue;">Seguir trabajando Escuela-Comunidad-Docente.</span><br />
Esto debe continuarse de manera horizontal, para que la responsabilidad sea compartida de forma proporcional, normalmente se trabaja en forma triangular y la mayor responsabilidad esta a cargo del docente en la parte alta del triángulo.<br />
12-<span style="color: blue;">Que el acompañamiento pedagógico sea para construir.</span><br />
Las visitas de acompañamiento son realizadas por los directivos del plantel, o bien por personal adscrito a la zona educativa, autorizado para tal fin. Es importante que estas visitas estén dirigidas para apoyar al docente, en forma constructiva, de tal forma que los correctivos sean expuestos de la mejor forma posible. Evitar situaciones contrarias al proceso educativo que se está cumpliendo.<br />
13-<span style="color: blue;">Que el proyecto canaíma llegue a preescolar.</span><br />
La incorporación de las TIC's en los espacios y procesos educativos, contribuye al desarrollo del estudiante. En educación inicial fué ofrecido un CEBIT , conocido como laboratorio de computación, para que los niños y niñas trabajen con esta tecnología, utilizando los programas adaptados para esta etapa. Con la creación del proyecto canaima, la información que se ha obtenido es que cada año, desde que está en acción, se va programando para cada grado de educación primaria. En la actualidad están reprogramando para tercer grado, y asi hasta llegar a sexto grado.Es importante que los niños y niñas de educación inicial adquieran está tecnología porque así estaba previsto. Estamos optimistas que se va a encontrar una salida conveniente a esta situación, y se cumpla lo ofrecido, para fortalecer este eje integrador, y cumplirle a esta etapa.<br />
<br />
<i></i> Firmamos:<br />
<br />
Milagros Escalona Corina Lameda <br />
CEIBS.Emilia Rosa Rodríguez CEIBS.Emilia Rosa Rodríguez <br />
<br />
Laura Escobar Mabel Pedrón <br />
NER-155 NER-155 <br />
<br />
Dámaris Delgado Yulitza Cañizalez<br />
CEI.Mi Tocuyo CEI. Mi Tocuyo<br />
<br />
Yanira Pérez M Lisardo García C <br />
UEBMJ. José N. Silva C. UEBMJ.El Limoncito <br />
<br />
Vidalia Martínez Alejandrina Soto <br />
UEBMJ. José N. SIlva C. NER-155<br />
<br />
Laura López<br />
NER-155<br />
<br />
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" />Milagros L. Escalon R.http://www.blogger.com/profile/11613382396939398723noreply@blogger.com0tag:blogger.com,1999:blog-6456941805234420839.post-57119893640364587312011-06-07T15:07:00.000-07:002011-06-07T15:07:13.175-07:00Método Orff<div class="csc-header csc-header-n1">
<h1 class="csc-firstHeader">
Carl Orff Schulwerk - Educación elemental in música y danza</h1>
</div>
<div class="bodytext">
<i><b>por</b></i><i><b> Michael Kugler</b></i>
</div>
<h3>
Sumario</h3>
<ul>
<li>La primera versión del ›Orff Schulwerk‹ (OSW) titulado <b>›Elementare Musikübung‹</b>
[ejercicios musicales elementales], se publicó entre 1932 y 1935, tras
una fase de pruebas en la Escuela Günther de Gimnasia y Danza. La serie
no se mantuvo ya que la naturaleza”extraña” de su música y el principio
de improvisación se oponían a las especificaciones ideológicas de la
época nazi.</li>
<li>Después de una serie de programas para radio para escuelas que se inicia en 1948, aparece la segunda publicació <b>›Musik für Kinder‹</b>
[Música para Niños]. La rápida y efectiva distribución nacional e
internacional concluye con una recepción y aceptación intercultural del
OSW que continúa vigente a día de hoy. Ambas publicaciones se basan en
el inspirado ideario artístico y antropológico de Orff, basado en <b>›la música elemental‹</b> a desarrollar a través de los medios educativos.</li>
<li>El núcleo educativo del concepto <b>›Orff-Schulwerk‹</b>
se forma desde la actividad artística individual y a partir de los
elementos de la música, el lenguaje y el movimiento, para los que las
publicaciones se limitan a proveer modelos. Los problemas OSW pueden
surgir si los modelos son simplemente reproducidos sin tener en cuenta
los aspectos relativos a improvisación y movimiento.<br />Es por lo tanto
vital que la formación y el perfeccionamiento de los docentes se oriente
hacia la adquisición de recursos para el trabajo creativo y de un
repertorio metódico.</li>
</ul>
<img alt="" height="256" 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/ny5YSEBNQMKNLly5e5ewk2uW8jIyM5DIYFmyD8AQRzc3PlTuBmICKDEcAjysrKioqKJG8IBsHmCgsLuRW5665cuQJTyM3NlduDgF34I+GepEcB0KSkJP7Km4Cz/BVghWYKyQLf1SEYyr/GYgC34q8C05KQjY+PB6oiIyPDwsLgmEIAk5KSEhMTBTqFV6qgyQvhp8TdEm7zqujo6HPnzrHCcTzXkc8iAUqmFbTlMZlNLgdfm8QuX4lzwj8FzIF9cl04vSUlJZxqoeeCm6+H52RFOVgl43y6oCRxOryVl2dnZxcUFHChQcCKigrmDOJMTU3N1atXoYoCfOAjC6qApqrw8KfCwkJBw+rqatKX5eXlV69evXr1qmCosM6qqqrr16/X1dVdv3792rVrhPOvgCZJQ4QUQArQZCxYsAC0AshAKJGkwSMGETr8C/Ai+pbYWSgk+AhpBZLs7e1FtFEVc0kFQCGBdRBTJCbeHyUHrHRwcFiyZAmoLYIPfwKm1dQkr3JycgL1eBLWuXTpUoniRRNXFR4XFxdXV1fYopubG0RVkpUMSUcCowTj8ErJbHp5eQnf5Fdopre3N5jr6enp7e3t6+u7efPmjRs3btu2bffu3QAliLlv374dO3bs27fv3XffPXTo0IkTJ0JCQs6fP3/mzJnjx4+TuyQRpgaPFy5cCA8P5x7jnpefkCbuUkCB256wkTgOjJPko1AYqEp2djbpfFnki4uLJf0v3A0uSfBV+NoAc4nreYm8XHJk3LeiknMfAuuk8Pl6AprqlxfIeF3w0RI0IESZmZnx8fGApsB0fHx8REQEihlwyeIEksa9NjiNEp7HxMSoFDUkJCQuLg65CccCeVLAUVWNoJzo7OARnBesTEhIkFQpJDQ+Pj49PT02NpY3gYfyQrAMug0aktBMSUnh/JD9BAo5z2qkL8yd687ZVg9Ag+Ixp1Gyn6Q+AU1RwElugoPkHKuqqq5evUqykjWYqBkFqaCgAJ4o4TkklDidech7Xr9+vba2tq6uDnC8du0arFYAFLhsaGioq6urrq7mmOrq6ldAU+RpIBK30Jw5cyB3witBute1coajo6O1tbWDgwPyCGE4v4rkrcVJ1TAZIUX0cQipMM3Xg3EZCxcu5LMAR3t7e/4dzE+8G1COQmVnZ+fu7s43dHR0hFQ6OTlZWVkBkUAqWMkzwKXkIiVNidQu8TjBvqOjI5i4bNkyyCmounr1aoAPminOJKGlMFDYpbe39+rVq1etWrVmzRofHx9e4u3tvX79+u3bt2/btg07UVBQ0N69e/fs2RMUFHTo0KFdu3bt37//yJEjR48eDQ4OJqEWHBx86tSp06dPo4ZzMzO465B3IS8QHDhIfHw86MkdAlAmJiZCfCSOzs7OLioqIgoGQIUVZmVlFRQUSEIKxExPTwcNwUEtoUbESuASuVMCf9F8JQaUu1HIoBhTYDHAMV9J9HfkdbgqXFJwQQVWLSbFF0hNTY2NjQU0gcvExMS4uLiIiIgjR46cOHHi7NmzZB4lDOckS34D8sjpFX9SZGQkrgaWurS0tMLCwtTUVHwOoaGhERERossRmBMunD9/Pjw8PDY2lu8cExPDx0VERLDUAbvkqcPDw/loMSQhNwH9ah5TyCDXXbLG4CYzQQsukzVDAhGumti5xLzFyeTJ3Nzc0tJSrgIXnUtWVVVVX19fWVmJeChRdmFhIXFJaWkpYg70sKioCMgDHAFTjlHnEi+RbGZ1dTUEtrKykpxmRUVFQ0ODICYcs6ampr6+/hXQFL+OSNWkBVVnpUTNBOlCPEEuW1tb8AiSCO+TDKbKPcWkaWNjM3v2bEtLy8WLF2v9VaJ7yWwy+AggG/Al1gZP7e3teR+YspoJVVHbwcFBaOOyZcugn8AxZBNbJaDp6enp4+MTEBDg5uZmb2+PaOPo6IiliRTwokWLLCwsMGxZWFjY2NgsWbIEPkv47+rqumrVKtiikE0gkrF69WqJ4iXLuWrVqg0bNvj5+fn4+KxevXrNmjW+vr4bN27csmXLjh07UH727t27d+/eoKCggwcPHjly5MCBA9y3COJhYWGhoaG4LAnDRbdFbwEToSSgIfdSbGwsiSfSWCLUyL2BPSUxMRFYxPUmQyWMZKMw7klUTqCEq4MbACoKJSwrK7t27ZqkmYBaNbcomIjhCYiXG5ivJyYkSVmKaYmbFhIq2C1hqar+qw4qydLCUhMSEjC0kr7g/OB+JTECrsHlWa5UrYZV6uLFi+Q9zp8/HxMTc/r06Q0bNuzdu3f//v1A5NmzZ/fv348G6O/vv3Xr1s2bN7/zzjtc0LNnz547dw4YFQGKRTE8PBwBCkQW6OQ7hISEREZGymVlIYF1sgbIMnn58uXz589DUQFlmDLuSyJ60ZR4H3Q54nfR04SiYr8lYZKWlkYsQnpUMBGj5bVr1wiZS0pKCCPwVJCu4cJBIYlFCM+1lHFBT0mMVlVVwRyvXbtWV1dXV1dXW1sLVsJDa2trm5qaGhsb6+vr+et1zXgFNCX+1eJxApoqYgJtME1RuiGV/xNoyoPXqaKdnR1aCtlDVUZXP1FCe6iueNptbGwWLlwoviJeKzguX1vLzS5KjnyisEtidtyRcEkbG5tVq1bNnTvXxMTEyMjIyMhIX1/fyMho7NixgwYN0tXV1dHRGTBgQN++ffv37z948OChQ4dOmTJlwoQJ06dPnzt37oIFC5ydnVetWuXj47NmzZpVq1bBJaGWPj4+69atk/SlCpre3t4+moFuTipz69atAQEBe/fuhWkGBQXt37//0KFDOIpOnz4NtTx79izkAgkIliEOFW5aWI9EiwzuCriYwAeZKdWJyZMiB2lpKaI4kyHCLI1YBKEgFQVOiZ8ZwUFeUlxcXFlZyWFamgPvJslT+aoSPBJKw2UIAEFb7lUR2cFBUZnIogrl5B+UQJJ3EFwG/sQOiZJGEhnDOVKP5IjlzIO2CEQhISEA2aFDh9asWePq6soaGRERwRkIDQ11c3PDuAKbsbW19fT03Lp16+HDh8PDw1NSUqCWqnbHpyO+86EkAfjoCxcuQHKjo6NJNaBl8SXlP8I5HxISgnuXUw3HhHiKIRerPCcfZ5L4meCtEqTDQCUDwJJJ8pGgBDLIEPMmsEscg6cSeCVOl5Q3MY0o6QAoVJQHApcMSW6i8+DQrK2tbWlpaW5uhmxev369WjNeAc3/6O8h8lWZphoja1mFgCRJVopABFBqAS5MEBVINQARGou5UnQhYYtAJHlMom/eUCxHPGAN4PuosAtoSl0QxBM+KHI5wfKyZctsbW2nT59uYmKio6PDz549e3bv3r1nz569evXq3bt3v379BgwY0L9//z59+sgzgwYN0tPT69OnT79+/fT09IYPHz5lypRFixa5urrCFleuXClVQCtXrly7dq2fn58YMFetWrVaGfBNHx8f9J8tW7Yg/oCYmIr4efjw4aNHj4aEhISEhJw5cwb0FGs6LkvVQoiArjqioRhMfcldSu5PzSSKaC7U7HXEFHRj3qPGkJWXuV5QUAAeAaMgaV5eHiktUpaYnFVToeqm1sqsSYQoWU5eRWRXWFio2q1BcHAQ2gLQw2XgkhQmCcPlJ9xK4INgH2wiNA4PD8cwhNRz8eJF0W1E4CasjoyMPHnyJCjm6+u7evXqwMDAffv27d27V/IqgYGBrq6uNjY2c+fOnTFjxowZM6ZPnz5jxgxbW1s/P79Dhw6dPXuWRAGMUvVsIhOdP38eZUmEeAJzCCk2o+TkZEm2oiBBTiHLCFaStxFdC17JZ4Gbcjn+4xD/rEwhiUsEDQGyqqqqsrIyVEQy1wQHYrcUTipGIoFRmWCij1/9HwZ/JULnZ21tbX19fXNzc3Nzc2NjY0NDQ319fX19PQG7NmiKwqMG6WpljlbhI8GykDW4oRwA7xNiqFUWSVBvaWkJVQRkEZRUpBMcVwWihQsXSnWmWhokvJJPRF9SrUtq+aMoP5jbxUHp5uZGDtHBwWHUqFE9evR48803O3Xq9NZbb/Xo0aN///46OjqDBw82MDDQ0dHp3bu3rq5uv379BEx79+7dq1evnj17dunShV8HDhxoYmIybty4KVOmzJ49G5meIF3I5tq1a4nQfXx8fH19/fz8/Pz8fH19161bx5fx9fXFZkTZz65du3bv3k1UDmISm4vBCLn87NmzzHWJ16gqYYoT/UE8X5/xqJzAKKAmOAjKgGji5pHCCbVUg+nOss9j8krEVqRBibKhGxyDFoEygCMvNzdXLXNUVVq5DyWIluIi/hHQU+xHwnaBb7WeRHxRpAhSU1OBHrRgCeFzNKZulUAJdgA0rEZkORF2BLwwDMn5P3LkCH/avXv3ihUrDhw4kJOTgyIXGhrq4+NDSn3OnDnTpk0zNTUdM2bM+PHjTU1NDQ0Nhw0bNn36dO5QsufLly/38fHZuXPn0aNHL1y4EBsbSw6U1CcCYHR0NHkYfEtMCUmqin0VRz05cYrBWHHBTamalf9dQhPJhEo8LpeDayH8nVMtVkpotZpkxFuOgUG8n2RywEcJz+UiSrgAb0WC1wrVtYZYi0BGKibhlVRV1tXVNTY2Njc337hx4xXQFHQTOxE0UwVNlYECi+QioYdS9M0AB3lm/vz5AnkSdwOvFFyCaETH4C9QaPuq6wjyqGXDFMLIwWhHBOxiOVJBE8QENEFMBHGmHY8dHR2nT5+up6fXrVu3Xr166erq6urq6uvr6+jogIn9+/cfNGhQv379+vfv37Nnz86dO3fq1Klr167dunXr0qVLp06dwFMOGzVqlKmp6ZAhQ0xMTMzMzKysrNzc3Mhpwi6J2cW7LqBJBlMqf0hl4sSkBIjkF1r50aNHT5w4gQqBmCBznTuHhBexG4V6uNwjIyMJ0NRISvUzssILaIpTBE8PkTJwSaAkRhAK1IiYmMccAzgSL3Mvyf1DxlDSXtwSGUp1o5aV8vWqFbBV7mHxzWRoivlUt7NUmADrMFziQcqQYmJi0tPTVdBkkRCDTmpqqihjFImTXuQkq4VVISEhZ8+eRc+BeF66dOndd99NS0s7ceLExo0bt2/ffvjwYXLK/v7+u3bt8vb2JuIZN27c8OHDWaqHDh06cuTIYcOGjRw5kqYQY8eOHTp0qL6+vqGh4dixY+fMmePg4LBy5crNmzefPHkyMjKSyxoZGck3wRchojyLqJRjivkpNDSUwIWcJiMmJkbN22Qr9emceU4ys0gLNFnnIOnE2lxlriw0E3QTq6aAY56mapNMjlgpeBPJqiMHgbNMHi4ubnneXBWCiNavX79eX1/f1NTUohlqdM8BiOmvgCbKtaQCBWuEY6rKterQlDwgnFE8lUIqBTS1pCTJQkokrorm8gW0yCYfxGM+XZIDwlihsYCmmh4V0EScEVsSZvKlS5c6ODh4eHgsWrRo7NixgwcP1tHR0dPTGzx4sJ6enqGhob6+fv/+/bt37961a9eePXv26dOnd+/eAwYM6NOnT48ePXr06EF43rdv3969e/fo0WPw4MG6urqmpqZOTk6ISEuXLsUdtWzZMsR0AvY1a9aosfkaZWzduhUb5ubNm1XQ3Lx5844dO/bu3XvgwAFBTKI5nJik0qTyBzmC5BpxInIqIRszGATkHpC4W7KWICZtGoTiieQtSCQZJRiluOTE9iheS3G2A5HcBllZWWgFzHviLDESqslTgUKwOycnBzMgbBSiR3cJcbZjnZG6OlX/kTtN/oTVJiEhgeie/CzfWe5/1hUQh7iYE4vgRkIQB5KI17gXoH4XLlw4c+ZMcnLywYMHz58/n5SUROXr8ePHAwIC0H9cXFysra3HjRtnamo6bNiwgQMHGhsbjxs3bvr06RYWFtxrlpaWs2fPHjdu3LBhw0xMTIYPH25iYjJ69OipU6e6uLhs37794sWLfE+mRERExLlz56gmIo1AclMq5dVmIkj/ag6HlKWay5b1Q2aLiOOcdjVEAExVvxcrn8g4BNoo4OIlYokVL6dEPOLGZVXmtZzKx78AACAASURBVFKlLhMSMae6uppUplBIEXnq6uoAzRs3brS0tGjpP/iT6urqtEGTdCHKjBTPiGVHfEIAkNREYuWhnkcNhIUDclGtXh0SqovKpLoyif0FTFUZB7zjW/ERdnZ2UghEppW3srW1lcSlCppo4mhWaFBubm7o2m5ubkuXLp05c+aQIUMGDBigr69vbGysr69P7hKU7N+//8CBA/v169erVy+wEnbJgGx269atc+fOenp6enp606dPDwgIOHPmzJEjR0JCQgICAvz8/LBzenh4gJuqB54h8vrGjRs3btwo9T+I5rt27cLEjlZ+7NixkydP4l0/ffq0SBBAJxyHe1Wt2GMwC2WtzsvLAzRV87lMTdHExe8tRhCpuxDXsYAmYATssuxDPMU3rjabKS4u5rMknC8uLs7Q1IaLj1JcQVLFDOsUX4vUn/AluVG5b4n9BaPFzqlqWaLOQ7qBS/HJS7UM34T+QFKHg8eIBxcvXoTOEwiHvTZgxKGhoQ0NDS0tLTSUOnToUEtLS0NDw6VLlzZt2mRjY2NsbKyrqztgwAA9PT1dXV1DQ0NTU9PJkyebm5vT98vMzGzkyJEGBgZDhgwxMjIyMDAYNmwYgfzs2bO9vLwCAwNDQ0NFu5eiBtzv4COYCAWGLJMA5ZsjoJPKxGzEWWKGZLxaPitGV0mSpGv6oah+JslySJQtZY5wPbLhnPm8vDxexTKsplMkPFdL1GUqlpeXk7Ks0gzUHuLx2tpaInHCcHRzoLO5uZlfSWg2Nja+Apr2mqZECxYsIOwFVkQ2ESemNK1AEIe4YdARD6a0DiKrqAb7qhzPn0AuqdWR54Xh8jUIqzFCyqc4ODgQrQOUuI5sbW1fB03AVzp0iNzk5OSEqYgcooWFxdSpU0eOHDl06FATE5ORI0cOHz7c2NjYyMiof//+QidBzF69eqnUsmvXroKePXv2NDQ01NPTMzMze/fddyMiIkJCQmJiYrKzs0+cOLFixQqIJ252UlEE6QKaUE5kok2bNlEouXPnTqzse/bswY8JXJ4+fRr3SXBwMJlKCILacywmJkZqB4mY0tPTtap6hWAy9SUgxc+oRt9Sowa0qSkkUkUUwHEzMMWx0VGRpibvMZcgldbU1HA81ZZ8oupqkvo8wUFAkDtK+C98UDUb8ZikW56mspO/Ciaqnk1uSPmr3JykO6HDPJ+ZmZmYmAjfhKxx2sPDw6lJFXYpreGkuRHUPjs7+5NPPmlvb4+Pj8/IyAgKCiouLn748OHt27ezs7P9/f2JzYcPHz5mzBhDQ0MdHR0jIyO4pLW1tZeXl62trZmZ2ZgxY8aMGTNq1KihQ4cOHz584sSJo0ePHjNmjLm5uYeHx6FDh1g14blIQKQUSOlERUUlJydHRUVhliLfffHixdOnT1PzrtJSiLx0n5LiKPFgZrw2tCqvxACblZUlFiLMRujdrLuSoORUYwqWsF0CcAahjDTmqFSGzEneH7mpqamptrYWJAU3sRmJFUkGf3oFNDEqotiALJA4ChPhkoKSLi4uAltSOUMsLMCq0lIbGxsLzRBjo6WlJeVAaisNImstk5MUm9va2lKxg6VcMFr8TJQJYTiVpKqI5nwlvqSdnZ2bm9vq1audnZ1dXV0XLlwIoZs8ebK+vv6QIUOGDh06adKkWbNmmZqajhgxYty4caQvgc4uXbr06tUL0RwGypM8P2DAgBEjRpiZmY0dO9bMzOzChQtJSUl5eXn4Sy5evHj48OHVq1fjqxdFiEGKc60y1q9fv2nTJoL0TZs2wT3feeed/fv3Hzt2DJWc3g2k7fE8q0ZF7HjiZCSLj0gKTSOQUat6pESSsLSgoKC0tPTq1asNDQ01NTViRQYKEbiBP6ZjjWZQ2CvlwzJ9tX6Vx1I5V1RURLpAzT9CPwFNaIsK7pK4VG9LuZnTNA09MzRtdYRsYoAXPYFkApZsaech2TfJrvKhmZmZRPFIyZIclPIBsbVTukNQjLk9OjqaM1ZeXt7S0nL79u3U1NTjx4/HxMQQOJeXl4eHh2/evHn69OnTp09HBZo4ceKYMWOGDRs2btw4JCA3NzdbW9t58+ZNmzZtwoQJEydOnDp16rRp06ZNm2ZnZ2dpaTl58uRx48Y5OzufOnVKUorAHyq52jNJYB2tX0ppgVoyD2Iwio6OZl4xx8BKTEgSxauM8n8CUwlZpHWbBCviSKfwnCmKvZerUFhYKMU8HEzLD4Jx1W/EY37FrC5VlRxZVVVVV1dHeA45JTyvqalpbGxsb2/XFoJAHMQWEWQENEVUASiJbTmSDma4LEVM10pKLliwgJJH6iBV7kl2EoAWEUnNiko+VDipRNy2r5ZmatUvSVwv38ROU+UJVlLDs3LlSnt7+9WrVy9fvtzU1NTAwID1edKkSWZmZqNHj2YW6ujo9OjRo2/fvj179oRy9uzZs1u3bt27d+/evXuXLl3efvvtzp07o5hbWlrOmjVr3Lhx1tbW0dHRWVlZVVVVdFUpLS2Nj48PDAz08fGBVKKhM9DQMWb6+Pj4+/vT+Q2nEQ8km4lcTp9gbCXcn7GxsaKBZGga2AABqBYypyX1A6cDldRolHWeCLqiogIbsPSPAXD5EzOVbBHzjKkm84+pCYbKncAiL+KmzGwohvA7uAPKAKRSnNKSjRXQRC4gBUacjlFfVAsxIZEpkwBcbFJE6KhSgKYkLngfsSKCQbImIUODm9JnCO4J+kRFRaWmpvJucXFxhw8fbmpq+vDDD9vb26uqqoKDgwMDAwsKCkJCQug7Fxwc7OLiwuLdv3//sWPHzpw5c968eVOmTEEIWrJkyaZNm2jFgMg+depUwnYbGxsCFw8Pj8WLF8+ZM8fGxmbfvn25ubnCKBEMmTkkNLXgXhqIIKaTn5W6JtoRsAyj4JFBlgmmpjLlV1YdybSQQ5e5JI2HaVnEVIEnIi2KLUxyOxLcAIhixmQuYTwSj5G0Fq6vr5dmHICsLPaE7RBMXJyYN7UtR0LxJPIVTYbYXEoVQS6tWkMOECuPvFys7FBL1HmRlaSBm52dHV+A5IDoQoJ3ojupfZIEN21eHfInwW6+A/G4tAResmSJu7u7v78/1UFz584dOnTo0KFDzczMZNEePXr0zJkzJ0yY0K9fv86dO/fs2ROfZt++fbt37w5oksR8++23u3bt2q9fv8GDB1taWo4dO3bSpEnbtm0DHVi+yEaXlJRQPbJjxw4fHx8vLy+RgPC6o6GvX78e/ksjOLWbESVAdBc+e/asTH3CLqnfADIoLmaID5nokgyj9EeA68kz4uFgNlOoKw27yBkxRyV+kfozpmNTUxO/EuzQrFBeKxUaTG7pzcXSQvxFwCUHl5eXX7lyhUxibGwsXEMkmizNkGhOEI1iEu5eqIp6B0qOTI0ZRSiXnKl4ZaQ+SnVr4g+XVkbSakis73h0SFMUFBRAY+/evVtfXx8fH3/27Nl169b5+fnl5ORERUURLebl5fn6+np7e1tYWIwePXr8+PGzZs2ysrKaO3fu2LFjR44caWFhQbZHDDBUA69btw7v0f79+3fs2LFy5Upra+t58+a5u7vv3bsXnotxHUEfWERP58tLBRFOAOkMQlxPflMcSNITHhyUOF29QJxD4Z5ZmvbGKSkpLMDiXhCfkFZjDjGxg5gS6MBMISUs3lrN5VSyyYy9fv26WlpeXV3N7KUJMeVA9fX1jY2NxO+UD70CmhIFEy8v1vTBtNHsEqH2bXNwcKAAUVr2Ir5ztSR8Fk0GlJT6IuQacXFCV8lOIkNRg6gaj1TtW80AyJD4XV5lpwwhvHBVaVPk4OCwatWqLVu2rFixYtmyZTNnzhw1atTo0aPnzp2LLY6c5syZM/X09Dp37vzWW28BkT179oRy4mnv1asXclCPHj0GDhxoaGg4ZswYIyMja2vrrKysJ0+e3Lp1q729vaGhQVwOpaWlsbGxQUFBlAOJiZ3bBoK5ZcuW9evX0wtOXEe0Z8fNfuLECSrKxb4Obko/N2E90r6BexvBWlppEZyCiWo6SU2rS3MEIZViYWtqagIxJY/OdAQlxe9Gxp2qOKb46+8sbFRkU4ZEbSUlJeI8j4uLU53SkqMkZFObdGRqeuKKJCWlJpICKykp4SXZmp5m1MhLp6VcTZlTfn6+as8Cl6WDkXratSq7qRRA5C0sLMzMzLx3715RUdGJEye2bdvm6+vr5eW1d+/ewsLC5ubmBw8efPDBB62trZcuXdq3b5+9vT2auKmp6cSJE2UXmXnz5qnmFm4oqMCuXbsw9q5bt47GXWvWrPH09Fy4cOG77757+vRppgpfMiIiQvrL8f2le7x4NrEfSZ27WlCgdtvjPyV9LHYFTrWUV6UpbT6g3qpJiBC7qqpKdWLI+k20wfGquZ0yc6n8USMYtYBSZm99fb14j8DQpqYm6CeZTXmGV9XU1GgLQQIxarAsOozamJKrQts04ZX/j6BppbS8hELycdBVtWB8saa32+ug6fDqEE1f8F2rn7EWkopy5eTk5OrqumTJEqict7f38uXLrayspk+fPnHixJkzZ44dO3bIkCGGhoaDBw+eOHFit27d3nzzze7du/ft27dr165du3aVhGbfvn1xHXXt2rVHjx4DBgwwMDAwNze3trYODAz88MMPf/nll8ePH9+7d6+tre29997r6OhobW2tqalJTU09cuSIv78/vTnQfNavXy8cUwVNOrRv27aNHSyOHj2KaE59pMoxcdIxcbmZExISiL/gBWSaJPIFKVBdJLcoMxVAkZCHGaaKj42NjY2NjWIPbtQMSikk3pFiNWBaAu3c3FwwUQIrle2CWRAKRn5+fpamka0Ud2YqrYKlGxjHq1wSVsKTYpCmUlN2PhBBjHsbYgs0U+RXWFjIdwZ/pVadsy3mBLWagOwhF4JspujF6enpBw4ceOedd3bv3r127dojR45UV1ffvXv38ePH3LTwnejo6B07dlhYWAwbNkxPT8/Y2Hju3LnsFrV8+fIlS5bY2NhYWlqy+YKFhYU0jjAzM+MBuzC4u7sT2Xh4eGzfvj04OFjt5knWEq97TEyMCpokPcme02mJxUBalhC+gJ4q9VargCDvJD2pN2M2iqlLMssy5QBETjuzRWxh4mNXYxHxV2rVmKsxOw8g8jhDxX5EwETivrq6Gh8SXdyJ0LVBUyBJaKaApoCRDOkGJH15HTV77PzH8FwMnraamnQ1zyjGeJHX/6fwXABUMFfeROtLCpiK+M5AuVq6dCnuyD179vj7+7u6usJ2Z86cOW7cuEmTJhkbGw8YMGDgwIF9+/Y1MTEBKAcMGDBo0CBUcin+6d27t6jnoKqOjo6/v39YWFh5efkvv/zy8uXL58+fP3jw4O7du1gZWltb29ra6uvr09LS9u3b5+bmRs3Ppk2bNmzY4OvrC4DyDKWTsgUQm6OdPHnyxIkTp06dYhITRskGCapKTpBO8w6iKulYk5mZqdViQxZ5wU2mL5NMaKMMJpPYOFiiBTQbGhpu3LhBDS8LOLVxdPEoLCwkn0jVkARQarPuYk2n7nxNO2HgTAQfqYuXsh9RqNRmS/I/ovtDM3lzQFO8KVBOsVVhgSIZd0XTvE6coQIEUqtOpo9iSmnwTE061Y34Z+Pi4rKzs4uLi8PCwmQvvIMHD9bX1//yyy8ffPDBBx98UF1d3d7ezsJz+vTpoKCgNWvWjB07dtSoUePHj589ezZOZLYJADTpTAZ0Tps2bfz48ebm5hjjhw8fPmrUqOnTpy9btmz79u3e3t6bN28+cuQIsTa5S4R11l0xwBOmiH9TbRFPMzqOhHuKJVNVfgjAJQedlpZGyoisEdkStfWGpDUrKipEDWetEuub5I5EW4dmileJuSSZSqmVJIMpuFlZWQk4kqxnqvNY6Gd9fT2v1VbPbTUF4KqMI04d+ZNaSyP2I2lJ+b8IQaLwSLBvp6m5VNtlWmm6ZP5PQpA8EK7KR2hhupBQO03ppGRgURtXrly5Y8eOTZs2HTt2bN26dQ4ODihUEyZMoNZCV1eX0Lt79+4GBgYUSmIwovinX79+vXv3xugObhKt9+/fX1dXd+fOnY2NjR9//PEff/zx888/f/PNNx0dHTU1NZCO+Pj4wsLC1tbWxsbGCxcueHl5iUoOaK5bt45ft27diqH9nXfe2bdvH4iJYk7vIulCRuaeUEsK3aQDkITn4rODBeRpWmyVava0otFLdXU1+EXMLjKOSDriE1a9b4Bmg2bU19ffunXr5s2bEvXANLkr4A4gpkjnasIUCBM5WzWTiitIAr0MpXV8hqYppBQsSekkbBRfCx5A7jc1/yWZXD43S2mTLLYkiTH53BxN4w+sjqAP+4UAl+IPx/0eFRXFJYiNjfX397e3t9+yZUtJSck333zz4sWLu3fvPnny5MGDBx999NGtW7fS09P37du3atUqGxubWbNmYQ5hqy5qJRwcHERWpanjrFmzpk2bNmnSpIULF06fPn306NE454YPH25ubu7k5ITMuHv3bjoh0WsOwSpKGfKrWvWkdghMTEwETKWAnfVYzrzqeNVqEaB2gJcySi2fr3jdCDLEyCHqJWoer1UVJCGbTGYmJ3516c2hdu4gAFePZ7az7wVPaoOm1JKrwIfjXSJ0tS8v1h+OkZf8L5Yj4Y+iI0m5kWjowJy1tTX5mv9oOZJYWysM12pZJKCphaGI5itWrPD399+/f//u3bvPnj27du1aAnNzc3NcxNDM7t27YyTS19fv0aNHp06dunTp0rlz57/97W89evQYNGhQ3759sWRST8lPvMeurq43b9786quv/vzzz19//fWnn36qra1NSkoKDQ0NDAz08/MLCAhIT0+vr69PTEzcuHGjl5fXmjVrCMYJz0lfApoBAQH79u2jlRHiz5kzZ2jGDmiKO0R6yqotFbS6eMlmuQTpkj6HfFVWVhKtSCdBLU+GTCxmISipNjsQxKyrq2ttbW1ubhZdCCxGHAeYSkpKeH9yncI0YbhwwKKiIrl5+JKSZxQxIV2zcQ0eI8k5om7zz+JLp9wI3UnqjlAAKioq5OaE2yIECVizxpSVlanvjBzMMyxIVJ1TQCkEH9aPXRwYDQ0NfeeddywsLIyMjAICAr755puffvrpzp07Epc0Nzc/fvy4o6Pj9u3bYWFhK1eutLCwsLe3p/MWBXJ078aXsmDBglmzZk2aNMnU1NTExMTExMTQ0BDRfOLEiZQCjxw5cvTo0fb29paWlu7u7sePH6cXsnQOFJ8p35Nfoc+xms1IQD1wHzM8Je0iM6opyzRNfyzcCBLlqBq66riUPAnpC+q1ijW92UtKSiorK8WfJLlvybSoQ2YsU1oQkFiKv8oqjp4phUDMcKYuc14bNK2VrkWiTZOItLe3Z0cH5GbBR2AREsoBtDSXXXfU8kpEPTtNFzhcn8Il6RkMbmLqlL4hYoOX76YmNAWX1USBakvCDMBn2dvb44tcuXLlpk2bLl68mJeXd/nyZTc3t0mTJk2bNg1npa6u7oQJEwjAsRMNHDjw7bffxqTZt29fUpn9+vXr06cP9qPu3bv36tVr4MCBRkZGpqam48aN8/Lyampq+ve///3jjz9+9dVXX3755ePHj+/fv//ee++1trYmJycfPnz40KFDmZmZhYWFgCYt2Tds2ADHhGDu3buXhBfiD+WSx48fP336NLonyXvYK/cqM5ufhEt0vcxWWh+CIHAx+lQTBpIgb2hooMVLVVUV2aLa2loSPSrTVIUg6CT5oNbW1o6Ojo6Ojra2tpaWlqamphs3bty6dau1tZV1HjGdx0JRmdMSIIsGxY2hFnhIhitHsx2FWiwkVXqS90zXbHQjt2uupqpd4jsorfirJGUmpZlY6IXhShITgKYGCb83mU2ghFQgPfqIeaFmPLlp06Zly5YtWrRo9OjR69ev//zzz7/55puXL18+ffr06dOnt2/fbm9vv3379o0bN+QEJiUlkas5fPiwn5+fq6vrypUrPTw85s+fP2XKlLlz506ZMsXU1HTSpEmjRo0aPny4kWZQKTRixIjx48dPnTp18uTJsNS1a9fSbInVl3wC+CjVTfiK0NPZuoM0Lo1FhJAy5aReCFqKNzYzMxP0FDYKx5RMtLgpWMzUDAkXS+Lx0tLS6upqcuKsuFevXiUDDsckvmbZBgFxC6GDS2zOlPuPnLS6ulqyyUxLSd//h5ymQI+AjpT3CInjANHNZVNGGgVRICh0T3KXYr0UpimIJhU79vb2IqNLoxBVyXHQ7NEmQys8V2kyqCq5Bb65q6vrunXrtm7deuTIERoTHDhwwNnZecKECVOmTIFp6unpTZkyZeDAgXp6egMGDKDDW/fu3QFK8pjoP6Q1+/XrN3DgwEGDBg0aNIhmmqamplZWVpWVlf/+979fvnz54sWL77777quvvvrqq68++ugj4nQS8MnJydeuXTt8+DBbmYOYQjN37doVEBBA3eTevXsBzePHjx8/fpz7UDbdJfqGGhA0MX3JJYmLUBiZpP/UGgxxq1VXV9O24Pr160zfiooKxByJyoVsApTgY2NjY0tLS1tbW3t7O4WAWDeamppaW1ubmppIG/FCrB7i7iQHL/0aJK0JaKqVHhK7FSnbYEhiEXCU7jtCfITsoK3DaOTmFGFditx5N8ye3PlXNB05hdKmKlszJicn03FSejmLUVz246XBJV6fc+fOrV+/3t7enuRjcHDwP/7xjx9++OHnn39++vRpR0fHw4cPP/roo7t37969e/fp06dtbW2RkZHvvvvuxo0bz5w5U1RUlJKScvr06V27di1dunT16tVMfnNz8+HDh48YMYKSysGDB9M8QU9PT19ff+jQoWPGjJk8efL06dNnzZplYWGxfPny/fv3sysRyXFpaCTQCWhS7MS2eqwNVBNJv7s4ZVdnSUMBjpylgoKCzFeH2oSFqahCJxU+VzQ7VXDF6R0noMmEKdZspkaAQtyj5o6Yh+oElmMkSKpTRuOro6mpqbm5Wdun6azsAw6phPaLGr5Ys+GPk7L5ooTqsn0joCmVjkIGtfQcUX4clV0o0JeoLpeqHoBbhhRxqkkANWBXKz7FKUXtzfLly93d3Tdt2nT48OHIyMi0tLSDBw/6+fktX7582rRpEydOnDx58pAhQ4YPHz537txRo0aZmJiAm4MGDRJRqEePHhKP9+nTp0+fPoMGDdLX19fT0yNC19HRMTQ0nDhxYlpa2g8//PDDDz+8ePHiyy+/vHPnTl1d3aFDh/z9/dn7jFW0tbX14sWLbJpGZyN/f/9t27ZRYA5iopgfOnTo2LFjx48fP3bsGFukkZjHW0dnGkloaoEmczolJQW7ouiPkrwr1uzBItk9ZhLxy9WrVwm9Vf1RrOy1tbVU6TY3N9+8efPWrVu3bt3Cl4oiRCuEhoYGIiPJGUmjQ3kryQNI3Zt0u9EyJ5VpNoF5HTSlJSi6sPRwytbsjsk/i7MKrVxtNXZF0/IOW3umZs8vrZ4gatUgirDq0BRDu7qbSFhYmMTvly9f3rJli5OT0/jx483MzHJzc//666+XL1/+8ccfL168+Oyzzx48eIDXoqKiIjo6OiAgwMnJ6dChQxcuXGhsbHz27Fl7ezs54vT09L17965bt87Hx4cb0NnZefLkySNHjqQCmHYzBgYGQ4cOpVjDwsLC3NwcNWnNmjXHjx8PDw+nlyCNRSSrwGIsnirZGI6AXXQhyZiLHVjdIpQmAOKXyM19ZWvPTM0uwaLniHu3WNM0UyJxEtDie2eSFGs6EEt9pKSDXu/NIQKmOoG1cvEApbTwaG1tvXnz5s2bN18BTUE6Jyen5cuX07pi8eLFsrMYLI9IXEVMJCCBTv6k+jcXazq3iwVdonIbGxtHR0deKClRXoUHHmaq4qOTsue45AocNd3htHAT5QpNXzYQ37Zt29mzZxMSErKzs7du3erl5eXj42NpaTlx4sRhw4b169ePZDk9Y/T19WnMDizSOrNv3766urqDBw8GLg0NDYcMGULjOBq5GxgYjBkzJioq6tmzZ19//fW333774Ycfpqen08NtwYIFkydP9vHxKSgoaG5ubmtrO3fuHK4jCoE2bNgAXG7fvj0gIACElTbDR48epeScukkxZiLXMtHF2kIchBCEvpmtaePGoi2BMJAkgmNpaWlNTU1LS8vNmzfJS0prA2k1KBNOvBqNjY03b968c+fOvXv37ty5097e3trayoSDaTJ3Mb7JADeFfqpkVtBZxVlpfiPdQ4QAqqlGVg7cApJEg/Lkadp3Sgyo5UtFAgIrpe4wTbOXg+xWJslKABQWqQ7JD+KcDQsLo8QIpDhy5MjWrVuZ59XV1X/99dcvv/zy73//+5dffvnhhx/ef/99Uhy5ubnHjx/fsWOHv79/aGjo/v379+/fT+PhlpaWjo6O0tLS6OhouiJZWFjMmDFj1qxZEydOnDt37vjx4xHchw8fTjsFxPdFixbNnTuXj3Z0dNy1a9fFixeDg4MplpcOL2LOJzkOwZS9pPiPyHiKxsgQCpmj2etCq1WV6qvlebq0SH2tkE1hkYQFxZo9fsuUIZ7fKk1zTLEQiUFd6i/EQaxSTnUmk6GSHpp4XRivgCb8TkiZtEqTjRiFVMLXBDfFKC6Pebm6/Y6tZm8fQFPi5cWarukAtNREShW8pDJFjlelp9fFH+GhKrY6ODi4uLhIneLu3bsvXryYmJiYm5vr4+OzZMmStWvX2tvb42Dv1KkTIczo0aMJcExMTIYOHTpkyBC6GSL1GBsbDxs2bMiQIWPGjBk+fDgrORXrJiYm6O/R0dFffPHFN9988+WXX7733nupqamHDx++du2ar6+vkZGRj49PUlLS+++/39DQEBwcLCXnBOmAJrunsY85zYbp037gwIFTp05RxSx7wKItQGqIquj5lqnpcE4CjvWcJBGMEqAEjCorK6GNErkw1a5du4berXbK0lqcYZSA5v37hnRz8wAAIABJREFU9x88ePDgwQNC9fb29hs3bqjdYoRdSu8ZPksm8euIzEQXliFGIrUWSMJzUbdBSSE1GUrncNRwVYcV6o0blLMniofkMdlORwp+VFdssjIkVI+Li0ObjoqKEpt9eXl5RETE4cOHvb29XV1d6+vr//Wvf718+VJA8+uvv/7oo48aGhry8vLS09NDQkJ8fX1HjhxpZmbm4OCwcuXKffv2ZWRkcMKbm5urq6vz8/NPnTq1efPmxYsXU8kmLTwATRp5mJqazpkzx8LCgnvExsbGz88Pw++JEycIYqSRncTmnAR6jEpIrtWWOFYzriiD85mRkcHqJT4HsUMgshUoPYMFNKHSpa9ulCZ+TNVoIeXq2D9kCsmmkip/lKI1FTTV8l9xtmMQvKkZ2uG5imJSS+6o2QrCzc0NnYddZ11fHcs1Q/KbEqcTjAOaUtoo8bUI7uQ9QUzEdElH/i/BuLyJ+ljFTXILLi4u3t7ea9eu3bx58/Hjx6nqLSkp8fHxsbW1Xb58OW+or6+vr69vbm4+adIkCdXHjRs3cuRIQ0NDsukGBgYk1EeMGDFs2LBRo0YZGRkNGjRo4MCB9OMaNmwYkJqQkPD9999/9dVXONtxgJeXl+/bt8/c3PzQoUPx8fG3b9/OzMzctGnTqlWrsBmtX79+w4YNuDKleyZ7AQUGBrKh+YEDB0BM6UJGuwSCPiJBSFCG0lSNnOYVzf4BRUVFsDypJ2PhJUF57949cpq1tbWy5N68eVNiGZ6Upq1MrLa2tlu3bsE033vvvfv379+4caOtra21tZWMEq+tq6uTpjKwVxGg1HhKHUIz0dOlnA7QVPmLhNUi2kizTprgSYRIKlO8TaTMxBIPFqtt5VSbkXSKfN3RDfEEX8CRmJiY8+fP0+eiQLM3Z1lZWVhY2MaNG5csWWJtbQ3T/PPPP//5z3/+61//+uuvv7744gvC87q6utTU1K1bt06fPt3Y2Hjv3r2cqJCQkP3790dGRoq9QRaYEydOGBsbv/HGG4REhoaGhoaGBgYG8ABjY+PRo0fPmDGDOG/x4sUrVqw4dOhQZGTk0aNHCdLJuvKYrd8AR+nnJI5UskCqMUDKW8VBWVZWlp+fL/oPqpp0PCgpKcFSJjkiCSzICEkXGGYskZDAqERIWC9ouiFmYYBSFnWtfSxUBirKjzwj4TlDO6cpSUBCWmGOshuEbPYtfc4JxnlGQBPARWcnMFc1HCnsEfGHx4KYsF2KKdXXqpZ1LS6pKvWCrVrHLF261M3NjQ1VEhISysrKsrOz6+rqdu/eTWZgyZIl69atY680Ozu7qVOnzpgxg7lFbgiFZ8SIEXR45YGxsfGQIUPIe9LrkFDd0NBw9uzZV65c+emnnz777LNHjx49fvz44cOHjx8/xmMUFBSUl5d37dq1u3fvJiQkODk5rV69mk3TaNWOEERvdpVmktY8deoUiCk2I9lFFqyE3SCaAxPc/FlZWcw2oEGt7WECMdtu3Ljx8OHDjo4OmTEkK+/duweiMZ+IXBgClwgXt2/fpnKUF7a0tDDjAUrR0Km5JCBiYxYgUmYwf8KELPGaaETST0xL8lZryfM0Ow4BhVoF9dy3Ql7UnozyVrBX+GmGZltg6aKUoWwZlpaWhiJHCC8bYODNJLUKKBQVFaWmpu7Zs8fT03PevHljx44tLi7+97///d133z1//vwf//jHX3/99fDhw/b29ufPn3/44Yc5OTn79u3z9PQcM2bMpk2b0tLSyGmUlZVdu3bt5s2bz549u3HjBte6paUlLi7O3NycjQaIjSAEgzVDX19/woQJ8+fPl2hyy5Ytly9fZpNLapkgmxjaJKDhX5MBaErYLjZhkphSi8WCJEgqmp5kRYBR7ESqpxLQlPbpYrfgSNzs5N+lL0x9fX1ra2t7e3tbW9uNGzdkX0mJctTiC63nRTQXWsAkBzGbmppeAU1HTQdMEoUQRkJsgUU1QhcepwbmICZQS9sV2WxSDJUiCuFjl2JHKysr4mjiBRGRBDfViFugWYZUKIklE9zkeKbF+vXrQ0JCSkpKWltbc3Nz29vbg4OD/fz8li1b5uHhsWvXLqTz2bNnDxs2bMKECfr6+vR2GzNmjJ6enomJCWH7iBEjTExMjI2NDQwMQEn8HPwcOnTosGHD/Pz8mpqafv311y+//PLzzz//+uuvHz161N7efvPmzezs7NDQ0Nzc3I6OjmfPnjU2Nm7ZsmXNmjWbNm3avn375s2bQU8idGnMjgTEnIYIkMckQkfWJJKC+/AgW7OvN6WHOTk5LNQlmk2iJR7BpSEzTOoIU1JSIiIiTp48iale6s8ATQlbSM7evXsXW9Xt27eZsojpN27cqKmpkdYyBNrUC7W0tPAMv6qSpfjhRRdSOaYWCKr3oXihodhSZY8/VGqNpFgoPz9fCs8J26UnHjWU4ltS2w/LkD512dnZao2/bKQDmhCccvNfuXLl0qVLnp6eW7Zssba2Hjp0aG5u7suXL2/fvl1ZWfnZZ5/98ccf33333RdffPHw4cPa2tq8vLxLly7t3LnT0dHR399/7969R48ejYiIyMjIKCsra21tvXXrVl1dXVZW1vnz58+cOePu7t61a9fOnTtTn2ZoaIgiRGpeR0dHR0dnzJgxZmZmixYtcnZ2trW1XbFiBZtbqAVmNLFGWJeSSslCUA5E1ljyvKwNiYmJJIJIN0PqgUU1a1mm2R9NpHNWVomUMc+iDl1T+ryJJRPQJB4ivQNoEt80NjYyhepfG9JZRivLJOq5OsNJ62uDJm000WSkMyaJTjWNCFotX75cvJnAnFBUeZPFixdrNWlXG2fIdkPyjPiKwFBhvg5Kgbm9vT1vLtkD1f8EmosMJUfSIH358uU7d+4MCQm5fft2a2srbi86cTk4OBw5csTX15c0JbOKJq+jR482NDRkb16Y5siRIxHWR40aNWfOnEmTJo0bN87ExAToNDAwYDeC6Ojo9vb2ly9f/v777y9fvvz73//+4sWLhw8f3r17NzU19cyZM5GRkQ0NDb/++uvXX3+dlZXl4+Pj6enp7++/Z8+eHTt27NixIzAwkK3TcBpJEhOThzSyZfEXTZMgka4QtJ7MycmhNyV1FxQ5MGVlJW9tbcXETk8dR0fHUaNGDRkyZNiwYYaGhrR3+j//5//07dt3+PDhixcvDgwMTExMFEEGzH3vvfeePHnS0NDw4MGDTz/99Pr16w8fPoSHSnTTrBmSbCLHBEQKuaChHGlWnMk8xlJHX0VUVJUtyt149epVKUInpyZuATlYgnEqR8WnqdUdTmWXuZq2xJmvbawmQzaHAElphI4ihILPSlBSUpKRkbFmzZrIyEgXF5dp06bFxsa2tLQQv9+5c+eTTz7566+/Ghoa8PwXFBSkpKQEBQUtW7bMwcFh2bJlhw8fvnLlCkm9xsbGO3fu3Lx589SpU2ZmZjo6OnSToUADJ9zAgQN1dXWNjIwGDx6Mubh///6jR4+mESd7ahGM0zUZ6Ac3MUvxjyAwyobp6jYYanZCxHHSx9L2TZpJ52u2D+EysbbBH4nByVxLbKFVH0k6nisOMyULDzdsamoS1gkyiiZ+8+bN27dvo1KyYEvYLrBbWVmJeQ64ZDb+hybE5P7U8FzKIiUEFnapFlNiP5LkprOzM8iFE1OreFyrA6aWFUn6Hi1cuNDutcFbqSWbkhIVLgnnFbKMY3TZsmVsJn7gwIGEhISPP/744cOH1JOeP39+x44dixYtOnTokIuLS5cuXdhUku3LCbSp/CEThN+NMt7JkydbWVkZGRlNmTLF0NCwV69e6EVGRkZWVlZFRUV379598eLFzz//DHT+8MMPH3/88TfffNPa2kqVS3V19dOnT3/88cfHjx/HxcWtX7/e19c3KCiIfYECAwO3b9++f//+gwcPAprMZum5zfSlxELtNEOHLmJSglZqeMnfSdkDxTlFRUVgUEZGxp49eyZNmkTDkQEDBqBuYVPt37//3/72t65du77xxht0cho5cqS1tfWGDRsuXbqEzl5VVdXU1PTo0aO7d+/SmqS5uZkgva2t7ebNmxLj0C5bTScJejK/CZTUJklSwoFwxP2DSlCubG8taruqDKjhvPg9pVOJFP9IOM/9nKXZmljKKPmrtCgVwUe10IuZEaYpEStOhqSkpFKlkeipU6eSk5NPnTo1Z86cgICABw8e5OTkBAcHBwQElJaWfvvttyTBU1NTo6OjL1y4QFOPnTt3UsZTUVEBq3r//fdra2s/+OCD5ubmI0eOzJ49u3fv3p06daKnjKGhoYmJyeDBgwcMGECcrqur26NHD4wi8+bNmz59Om0+Dh06FB4eTkgOaJI0xxWgVuJKp0FZuaX1huQxyF3ma3bTK9VsSqpWqcoQM6b0VL2q2QRNTLv8tUrTxk2M60wewBFu2NzczOSp12xoAZHEL4w4SdZIDJiq+52iOHJQ5ENFiH8FND09PWktDJtDxlmsNOBwVAYtKSGYtKSk16mXlxcZz+XLlwOp8FCpGVe1HSBYcp3iQ5JeyOpebAKaWgWU9poN09VOHPIrbBSy6evre+bMmeLi4hcvXnz++eePHz+mEnzHjh3z5s3bv3//okWL/va3v7311ltsP0l/IxyabG7OYwMDg/Hjx6MOjR8/ftKkSebm5izpY8aMGTRokIGBwebNm+/du/f48eMvv/zyxx9//P333//5z3/+9ttv+O8ePXr04MEDqMFHH330888///LLL/fu3Tt27NimTZtk07TDhw/v3r2bhOaRI0dUpsluaAmvbTONvAtokksi6iEslY6/Yqtk8t28efP8+fOrVq0aNWrUW2+9ZWBg0L9//969exsZGeGyQkCg/IlT8fbbb7/xxhtdunTR0dGZNm2ah4dHYWEhy/v7779/7969pqYmErh4NomVWMwlAmJai9bEdNfyEgOjQiWk6wwpBbEuyQ0m0CnRn0TrMrj91PhdAFHUCZqJUEOtOt7FQAOjV7kVSj39e8AXABQPo9RQ4pOvqqq6c+dOdXV1cnJyWVmZj4/PwYMHnz9/vmXLFroIv/POO+Xl5ZzVioqKvLy86OjowMDAgICAS5cuFRYW1tbWtre30z7u3r17HR0d9+/f7+joiImJsbe319PTo0Uh+iTXFE+xjo6OOOeGDBkyderU0aNHT5kyZdq0adu3b4+IiMDHxr8Au0xKShIuKUsF/77U6VJLKk06MGnhbytRtqOQ3Ih6UQo1+5iqK8o1TQMEScsQpKvVjaIZMqmuX7/OLJKd0ViAJdwGHIl1UC9VkYcjqzXtNdXKS1ngXwFNDw8PPEaqTxNf5H8UpiUKRlv38vJiWxvskBRTurq6enp6ok2rqo6qNYmXSOzrtpodfrQ4pshH8pjnSVxK6kCYJu/v4eHBNhI7duwIDw+vra394Ycfvvjiiy+//LK4uDg3N/fo0aOWlpZ+fn5Tpkzp3bt3t27d+vXrh38IhkUzDiqC+vbtO3jwYFNTUyMjo759+/br18/ExERfX793795Dhw6dMGECVeeUcDx58uTTTz/97rvvfvvtt99///233377+9///u2333799dcff/xxW1tbU1PTe++99+GHH967d++LL75oaGi4dOnS9u3bN27cuHfv3oMHD+7btw+HJm52diMALnG6yE6q8oBJLMIFUQ/pS5F91CW3ra0tIiJizpw5lIcOGTJk4sSJsEt2eB8+fPjAgQN79eplYGBA7RNZCFQFzoyOjs7mzZvxFZWXl5PTbGlpofJPCGaDpskmQrmk4QmFJA8FoJOna2tra2xsJA/Iq9TNArEuCRkRw2lJSYncaWIk4v4UNUlqzEVBKtZs1wGTRQKSUF1kH842q5TKN4FOcXehAqkETUT2lJSU0tLS+/fvP336lFTdjh07jh8/XltbO3bsWA8Pj+bm5qtXr96/f7+yspKQCGZUXl5+4sSJ2NjYyspKbvv79+8/f/78888/f/DgAaclJibG1tYWv7CxsTEbClHGNmjQoCFDhgwcOLBz585Usg0ePHj06NHDhg2bOHHixIkTfX190X+YadKJVdypwjHFSgXFzlE2JaWCQPabxF8l10VrvJ6SVnu4QfqknEEaFxF5SFmE6hliLqEoMkOgijxP5M6azRwDQLWawApcqpI6D7QtR6rFUquqR6QVaXREVC5dNV1cXNieDL4J2fT09Fy5cqW7u7uD0plN4mvp9w4iOyp7sS1evFi1YarALeWekut00uzsxpcXwYpf2TrC29s7KCgoOjq6paXl+++//+KLLz766KO4uLjKysqsrCwXF5d58+b179+/V69eXbp0Ya/zfv360ceoS5cub775JhBJp2GQolu3bgQ7IObUqVNHjRplYWERFxf3+++/f/jhhw8fPvz444+//vrrH3744fvvv//pp59+//13WOezZ8/g/59++umLFy+eP39ODqulpWXbtm2bN2+mmUhgYOCxY8ewztHEELGSKQs4SustKVORUmu1Ydr169dZpbnZmDR3797NycmZMWMGnHHChAmTJk3Coj9s2LDu3bsbGhpaWlrq6uq+8cYb1JL26tWLglFdXd0hQ4aQu2DPrxMnTpAtvXXr1u3bt8EFWdsldwlcvm4bJvsJ8qK5I8EDmtwbr/c3hFRK1wbJYKo17CI+cJtVKHtp0GOJDBqhHwmB8vJyrIViw5bKfVBD7dwjZF8EIi5EkmYvJgqT0OV4Pjc3t7Gx8fPPP79+/Xpubi79q6Kjoy0tLZOSkn755ZecnJyqqqorV65UV1cXFxfj3Kqrq2MX0vj4+Bs3bjx48ODJkyeffPLJ/fv3uflRjXx9fQcPHtyjR48+ffro6uoOGjSILVRJuA8ePJhKNqJ1TCBUo69atQrFPDQ0FLkcQ5v0N1K7LEvbUPZWgVSK4zVXGZLQZGGT6lgVNKX1lLh3r2qa+au14WpUodWNkBklkTjEkNmu0kwxujc2Nra2tmo520QUYrF/fd6+Apo2NjbOzs7u7u6enp5SnyOVNqoYLXtPsvOtu7s70MY+ZWwTRj0l9NPd3V0c7FJBpCZGpXQH4CO+FkVekqccJlRXvhuvRZ7CFwXf5Fd6oXt5eR05ciQ2NvbWrVs//fTT999//+DBg+jo6Fu3bj1+/DggIGDcuHFvv/32m2++yc8333yza9eucMyuXbvyPLv10gsObMX1BgsbP368tbV1eHg4LTkePXr05MmTzz///MWLFxRT/vLLL3/++eeLFy/+/PPPZ8+esTbevn27o6MDcfkf//hHW1sbXeCOHTsWFBR08uRJln1qgdW9E4jBmZRqCkmsiARKtMvFlM50JL3d0NCAtLJixQro88iRI5FThw8fPmHChHHjxunr65uYmHh4eMybN69bt240EjU2NjY2NuY+xGvVv39/Y2NjhLKYmJiHDx+SPkcREkwUFVLLpXT79m3AEdwU2R0Ala/Kag9faGpqIjSDhWF3J0epVR4qXRrhnlIhKpqPlNWrdKa8vLyoqAiTVo5mN8pszebpgKbav0fNeIoxVsoH8eKg0eXk5JCATk9Pz8/P/+CDD2pra/Pz88+ePbtly5Zz586lp6c/ePAgMjIyOzv7xo0bz58///vf//7gwYNHjx7dv3//zp07iYmJfn5+np6eJ06cKC8v/+STT54/f97Y2NjR0dHe3s5hcXFx7u7uEyZM4EoZGRmNHDmSkGjgwIE6OjoGBgao6np6ekOHDjUyMpoxY8aUKVPc3d0R0GXbYXXWae19xD8FqiYkJKRp9jFniDlB7ceO2lbyau8VFTRF1anWdCZUs9Wq/iM15qQaUbrb2tqkmAf4I/QWe6YkiMSDKe4R6dHF87Q0VKVLVmtt9Zx+FtQCwey0iJ5I1eAa0beHhwcgRWYT2PX09OQBz8ir/uNQdRvR4rWYplpR7qS0FJFGn6CkME0hnuzNyySLjY29e/fuy5cvf/vtt88//zw/P/+jjz76448/Ll68OGXKFF1d3bfeeqtr166dOnViizQaZXbv3r1z585vvPEGreHIoNPZSE9PD541Y8YMLy+v8PDwjz/++Mcff2xra3vy5Mnz58+pofzuu+9+/vnnX3/9Fa38888/b21t5V4tKCgg9R4fH5+bmxsZGRkUFMQ2kydPnmTBF8QUAyBzVFqWIVYQIlGLVlhYSDhJ2116HJAurKurA4/y8vKOHTtG2mvEiBFwk8mTJ9va2tLNwdbW1sjIyN7efvv27VOnTqWc1MjICEnd2Nh4zJgxpqambIs4cuTIN99809vbW4yZ5Nru3Llz584d1gZRhBjk42/dutWhjDt37khQz3SHTjLdmf3igSe5CWgWafbGINYTE3uOZptD6TWnupfwRQOa4tPEAUMZpXjjWYcEK7XYpRiVeAmAS8aZRh7s/kg9K+m/+Ph4uGF1dXVERISbm9v27dufPXv2119/Xbt27Ztvvvn0008fPHjQ1NQUGhqanJxcXl7e0dHx8uXL9PT0TZs2ubq6rl27NiMj4/nz55999tknn3xCKpnINDo6etu2batWrWJDw1mzZk2ZMmXEiBHkOgcOHEgGRk9PD6ucubn5xIkTHR0dZSMA6dkhRiI8bVg41dJJ1c8v+Yorrw65NKrJQU2hEJ5LylJKxdDEKzUtsQVt6Z4pNniwkgWVJRmk4zE4CGGUogwOkHhcXHe8ijksFs7/DJp2mm0aRUZXkU4ooZZTks5GHh4eACVCEA/c3d09PDwI1QUB1cBcoE0tYKdHp71mvF5RLg/E+ElaUwykquVo+fLllNl4eXkFBwfHxMQAmn/88cevv/5aXV395MmTP//8Mzo6GvNQjx49oJOdO3fu1KlT586decDWQGjHb7zxxptvvtmpU6fevXubmJiYmpr6+vrGxcXV1NR0dHTcvHkTQ/Ljx48//fTTZ8+ePX369LPPPvvuu++oDnrx4kV7e3tWVlZ1dfWLFy++/fbbDz744OnTp1FRUbQ4OnToUGBg4J49ezBmUsqGXC7KD4GhCpqQHfRfbnvcHkVFRSKPAEaVlZVEdqmpqe7u7pSBGhsb0xZv6tSpK1asmDlz5sKFCzdv3tynT5+RI0eePHlyyZIlOjo6NBabMGGCqanpqFGjJk6cOGrUKGNjY1NT06lTpxoZGY0aNerMmTPcuo8ePaKySLzucEnmq8o629raOjo67t69+9577929e5fTKIl5YFEKh6o1nTcJq/mVvhtipYbXCIxSuSzKuzR0kDcENEs1W7lJzw6paSlStg5WTZqyCa1kkMmHZGVlEZtDNuPi4vLz8wGdixcvkumLjIysrq6+e/duZWVlRkbG+vXrXV1dKyoqvvzyy/fff/+LL76ora1NTEw8c+aMn59fWFhYVVXVhx9+eOfOnU8//fTHH38sLy9n67SqqqpHjx69//77H374fxF2nlFZnVu0Nom9o2LsKApEwRaNMbEdT0xONJagSWxUkSpVEey9RBCDvSFYwEax0ESqhSqIdKSDAnbFWKIp3B/P+NZ4Q3Lv3T8ciojwfXvPd6615pyrJCsri57v2bNnd+7cuXfv3g0bNtjY2BC4OX78+BEjRvTu3btNmzaAJgNPTn0jI6NvvvkGD6W6ZkoCO+CVEhDDGSC42WSzhbqDRO0LRynb9FR/V7SySFLE7UmaQEJmYuqEXeySkoSAOSIjI4PTl3MXzQYFChxTRo58XLVUqqCZkpKCOEzG6FToTcXt6qiHAlk8PzIrB1ihliAjmb4LFiyYO3euubn5vHnz2OLNOEjSj5rIPOWS4I8mpFLsQzJkn6HZxj5LyTwWSFULf2loUp7TYP3ll1+QAb958+bdu3d//PFHbGzsrVu3fvvtt8uXL69Zs2bixIlEtXfo0KF169bNmzf/8MMPwUd2XaC2oa05ePDgsWPHjh071tHRMSAggMc4ISEhPz+/srLy/v37RUVFpaWlNTU1ACWRX7/++mt1dTWlx+PHjx8/fkyEYnBwsJmZGZuwVqxYsWLFipUrV27YsIFuJkPzJmc7d6RYJCW5R5p00kQHLFJTU9GW37lzBw/Jjh07Ro0aNW3aNGNjY0NDwxEjRujr63/33Xe2trazZ8/+9NNPPTw8LCwsunfvPnPmzHXr1o0fP15XVxf9iq6ubp8+fVCkAp1s+6Kre+HCBRhiQkICNTjBE7BFKbFl+IM5nSr+zp07fKbQBPTJqv08TpO8LWEfklUs84TLmrw7LPPYn/ivwVmeNP5hjLLuQnSC9Emp0yHyQCEyWObF2DRlBK8m95xRLiiqLFIWrnry5ElGOnv37nV0dJw9e3ZhYeH9+/f9/PxiY2M3bNiwbNmylStXBgYGFhQUMFesrq4uKSmpr68/f/78vn37fvzxx3379hUWFiLtSktLI14vODh49+7dq1at8vb2PnjwoIuLy8SJEz/99NM+ffq0bNlSS0urV69eLVu2ZN1Q165dtbW1DQ0N586dS2oylQ3j8iNHjshc6IhmpTswKv10mQvJhF0w9Ixm1znNEOkvy7RHclvUsMHrmqUpnJpo5ni1w8PDCdAUxgohpRgnIwY/PlGk3DNqla32KEFJyhe6nBzY0ohXFe9Np+ez/56PKepLMVBSOKvWchMTEz4uE3NTU9MFCxawW1HGQXwRYZcqEKupSE2ETQKUfDOC16pOUy3P/xm2JNX6vHnzzM3N9+zZExUVdevWLaTmjY2NpaWlYWFht27d2rRp0+XLl7/55ptmzZqxyrxVq1bNmzf/6KOP6Ga2bt2a5PYOHTo0b95cV1d38eLFHh4eLi4uR48epb5D443tOisrq6ioCN/kvXv3njx58uLFCzLiysrKzp8/v2vXrsjIyOzsbCZFsbGxNjY2Tk5OJLRjMGfZpDg0JN+QiztSsmQEKwVNVC8a5zC/Zmdngzvu7u6ff/755s2blyxZMmLECDZ8GBsbr1mzxtraeu7cuVOmTFmwYMHo0aM7d+48efLkadM6oTmUAAAgAElEQVSm9enTBzkBS947dOgg+U/Dhw/X19c3MjIaNmzYtm3bbt68GRsbm5qaSgGuLr3geWgyNKdsT09P59XjfuXeva7ZzqbiJg0vKdlEdCljB5UwXtDsjKMFxiCI5w1CGqHJrpfhLPQWRoNvHX0SYMd0WM2KF9VXqOZqkuJDi1MdtQM0oaGhiYmJx48fd3V1NTExefToUX5+/sKFC6dNm3bkyJGCgoJbt25dvXoVKoRN6+jRow4ODngQnJyc9uzZU1paKjJspljnz5/fu3fv+vXrPTw8vLy8bG1tBw8e3K1bN6adnTt31tbW7tixI/oQlGSffPLJTz/9hO2HLBJWAPj7+8vyNQkJRcUhk3RcT9yfSAVkMhmkWXfOXXpRWdIrfBP/wr9eQFViYqIkDUdoVodGafYIoUBgSEiuK/40NdQ1WblUG2VSUhJ3GjU796HU76pC7l9AUxXrCFkDcebPnw+jBObmzp0ryMiQnXp87ty5pprLzMxMeKgoN0UDrxJM6UJKW4BLBUqMRjBNka9LFa+CqUz/VTv8ggULzM3Nvb294+LiysvL375929DQ8O7du5qamq1bt0ZERCxdutTd3X306NEtWrRgoQUluXo1a9asdevWbdq0adGixfTp09Gg7du3LykpKS0tLSoq6tSpU6jquHHz8/Pz8/OLi4vv3bvHFOjZs2f19fW3b98ODQ1duXKlra0tcXDbtm07cOCAutMcmdGmTZu2bNni4+NDNjvHuxgw5CRnBHFJs4AXdS4Ek3JDdI6gD98ecfHm5ubHjx83NTUdNGgQeiljY+MtW7asXbt2y5YtP/300/z585cvX+7o6Dh06NA2bdqMGTPGwMCAHHt2c1KzjxgxYtiwYej8hwwZYm5uzowyJycHmglopmg2rMl9TPM+U3PdunULsaHc6zeV7NhEzQKia5rUJdVPiatEertgHHz8orIBOCkpCcAFIkHe6OhoyfGM1WzgkhGTlPm4UYV10seUQRyMUqTy4nuRybtqUYegMYUnCcHZ2Xnx4sWNjY15eXn0OiorK9+8eUOTZ//+/ZaWllu2bPHw8Ni7d6+XlxcN8fT09FOnTmEiysrKSk5Ojo2NvXjx4smTJ729vT09PRctWrR582Z3d/cRI0Ygd+/Zs6css/r444/p3ffo0cPAwMDU1BRAlJVq9NAl0ADlKZ40abKLT1S2rTFPF0LNb8RSJcN0sfdAO9SoIblk1CNv+mVNfrsEHfFuwgmQ+lKqM/4Wj5A6DhKySa9fEjNpIjX5HFV79DfQFMRUZz7GxsZkGjENB4MowM3MzExNTeGDCxcuNDc3Z8sN8WtmZmZU6PxDaX3ypWTAbWxsrIKmWqEDmpKBhO59xowZfD5/S0OTTxZvUhOUt7CwIHrL09MzNjb22bNnv//+O7/W19d7enr+/PPPLi4ubdq0GTp0aIcOHVq0aNFSuUBMSvVWrVp9+OGH7du3d3JyorscHh5OcyQ0NJREhkuXLlH6MYArKiqioYmsvby8PDc3t7a2tqSkJD4+3tfX18TEZPbs2bjOMQK5ubkh0pQlvV5eXr6+viwhELOaCpoMf+ToVhO0RPsNXHJEJyQkREZGrly58vTp0/n5+aampn379h05cqSWltaXX365ZcsWeEpCQoKXl9fy5cuvX78eGhrq5OR0+PBhHx8f7NJDhgzR0tKiydu2bdtevXr17dt3yJAhw4cP/+qrry5evEjABw0mikfRbKKYo/+Lp03mRcI0BVvFHZSkWa/KH0E0GcJe0qx4lYQOpjcyBWI4Tm+0SZQnTEcaGuqwSN1XI4uJhNKqsCilunRCVd3iGc0idRGB8Q/pb164cMHd3d3FxaWxsfHevXuzZs3S1dVNTk7+/fffnzx5sn79+rlz5/r5+Z07d46WdGZmZnx8PKBAT0PkWVeuXAkODj569OiWLVvc3NzMzMzY02tubq6jo4PVjR4UqwdatWqFw3LQoEEODg5Yzvfs2cM4CGSkny74KFFGkkvCbF2Ypr+//2nNpQoM5EQRj5BQRRmRS4UESElUB28cWTP4R2WaxG9QpKWlpYGw6vBH1OwSMSNyosTERA5vih7pcojr9+bfr6ag2aSxqPJNiTgClRBgmpiYALImJiaLFi2ysLCwsbGxtLS0sLAAUpEfAWELNRcrMURNKaxTtWYaGxvjKaJOBx8ZVQnIwjRRdNJyRU7PVEr+FzMzMzMzM7ZcBAUFVVZWPnv27M2bN42Nje/evQsODgZVtbS0Ro0a9dFHH0lJ3qpVK8bo4CY1adu2bQ0MDHbs2FFcXFxUVHT37l0GHZGRkZh29+7de/z4cZ7SmzdvFhcX19bW1tXVVVZWMk3OysqqqqoixaO0tPTUqVNWVlZo752dnfECrV69migjWZ0mm1sENGV/g8jXOXtF0kEtg2CbexHQDA8Pp2zx8vJCHrR48eKJEyfOmjVr4MCBU6ZMWbduHbK75OTkyMjIs2fP3rhxg5yRHTt27N27d+PGjY6Ojj/99NMXX3zRt2/f7t279+nTp3nz5khWBw8ebGhouH79euREWcqVrVySIyegyYSdKZD0mETOKQ3765pURKBTnHbqhh+x/ah2ILHoyQhC5CxXr16FhqMNRB7IvxVQFgGTKLrg+KqnSIyY4MJFZTe6RJSDHcJDOfmIifP29n716lVNTc3q1asXLFjw+PHj+/fv37x5c/369f7+/vX19Tdu3AgPD09JSamsrIyNjc3Ly4uLi8vMzOQFoYbApb5///6NGze6uLhYW1v7+PgEBwd7eXlNmjQJ9XHPnj3xcbRt27Zdu3Z9+vTR1tYeMGCAm5sb2sy9e/fu2rUL0IRgCjiqgcRi3lUvmg9qKjs/8gXNzkhVqilssYl2XQpzteMZq2wMbaJDoq0JwQRt5bbhnvlnAx3olJ6mONNlYtkkLYHD/m+gqZbMMon+6aefZAzdBDSx2aBONzExsbCwMDc3BzRhmhTpQjkp2wVGhWyqekw1MwkrkZh8YL6SaSTKJAp5YFSGTsJqGdxjVTIxMfn5559jYmJycnLev38vs2w/Pz8HB4epU6cy5FFBU6bnVOutW7ceMWKEvb19REREdXV1cXFxeXl5aWkpSbEBAQHbtm3z8PBYsWKFl5fXqVOnoqOjSV6oqakpLy+/e/ducXFxTU1NRUVFZWVlVVXV48eP09PTt2/fvnr1anYBkQW3ceNG2Zvm6+uL/kOUcVwc47IkQG5ESlGefBkx0xKiTo+Pjy8rK8vPz9++fXt+fv7KlSsnT548YcKEGTNmfPbZZ/b29l5eXkeOHElISLh06dKNGzdKS0vPnj3r4OAwZ86coUOHDh06dMyYMWzB+/LLLwcOHKilpdW2bduWLVv269evRYsWTGNnzZpFhAc0E3DMzc2la4GUFabJ3yLJFG0mREBudOb+0hKVyuvGjRtN9OpNiIyKd5SEkG4SQITFJCQkCAonaHYhCGGP1iz7DVN2CAtpaoLUonni4l/x+YKeNDop6o8ePXr27FmAIywsjBzSI0eO7Nix48WLFzt27PD393/8+PGDBw8iIyNDQ0MzMzNJKY2Ojr5582ZeXl5paWlFRQUt4+jo6FOnTu3evXvTpk2urq6Wlpaurq6//PJLcHDwkSNH5s+f//HHH7dp06Z///7dunVDa8xeVZYJrlixghKbLDhCs8QOJIh5UrNziUat2nOQj4do9vfKoc79qXaiVdCM+79cNGfUmkAFSvljrGZHudQo3GCCoeq9hPpNsosgpNQx0tZsApqSkfgvPU11XENh3iSSg0Ib4DM1NYUPCrlbtGgRoAliWlhYyB/lkrId3FSF7kJsmchLMB2TIqSgIucUnIVgSs+Ub1tUULNnzzYzM7Oyspo/f/7GjRvPnDkTERHx6NGjqqqqmzdv5uTkFBcXe3l5MQVCqikVOk3MtppLR0fH3t7+9OnTGRkZFRUVeXl5d+7cqaqqqq6uxgBz9OjR1atX29vbOzs7r1271tfXNzg4+MaNG/n5+eXl5TU1NbW1tQUFBQUFBY8ePXrw4EF5eXl4eDi5cJ6enp6enjhDtmzZ4uXlhdho7969qrJdnBhi5jt//jxrwqI0O3NUSiUOs1jNBr7ExMSKioqCggJ3d/fw8HALC4tBgwb1799/8uTJ33777apVq7Zt28YAlAP50qVLGzdutLS0ZCj0448/Llq0yNnZ2dnZ2dzcfNKkSd27d2/WrBm+ZsayZDUeOXKE3bNgYnZ2dl5eXkFBQX5+fm5uLsMfQFPSE1JSUoQINJFzyuI2iimqMFmMIVNyddQgHFOczpcuXbqqLDu6qomqu6bZZcQDJo1gZuhXNMt+GSiFh4eHabYniukIThoTE9Nk85KqVZRFRsGarW2nT58+cuQIfBORQ3R0NGH+a9eudXJymjNnTlFRUU1NTXx8PApQRnmJiYkM2aqqquDp+IVCQkLYh+Hi4oKnA5ZKAPCKFSuGDRvWpk0bTEFt27bt2rUrJo4RI0bMnTt3586d6uZe9qMQZQRoinlXSm+0maLzl4sfFgWr2lNukp+iTsD/9WISGKvJuFLbJhJ3xD8X0ISior7gpkJdhCCJW07Ub1LFi7dSUjykrSn90KZMU20pUupSlUvZS2tSaOa8efPMzMzmzp1LXxLMNTU1tbS0hF3K/gY+ooKmWqSrEk75T8WYpAYXAZqqd0iUnjLiV5Gd75NeAd+wl5dXSEhIUFBQXl5eQ0NDfHz8mjVrYmJidu3aZWRk9PHHH3fs2FFtaKJm5zQeM2bMtGnT9u7diyg9Ly/v7t27JSUlNTU19+7du3v3blZWVnx8/KFDhzw9PV1dXY2NjS0tLdeuXevv75+QkICU5NGjR7///ntdXd2LFy8qKyszMjJCQ0PJgoOiEgTHCiBvb29ijZgCSf6r5ETQ2Tx//jxWCioXMQ7GxMQwCKIZhG6Dm6+goCA7O9vW1tbPz8/CwkJHR2fs2LG7d+8+ceKEt7f3rFmzTE1Nf/7556NHj166dCklJeXgwYNWVlYWFhYTJkwYP378jBkzzM3NHR0d3d3dHR0dv/vuu08++URLS6tVq1aEQhEz6ubmhpyAg/327dswzdzcXCpxKdW5iSGPonLng4Kb8gmSyEB8N/IAEW9K8huRi8wc+MHR+oWHh3OW8ABDPOU4UUNFGamhfr9y5Qo4yDOPVkHSQCQYRdiumhsv048mSfJ85OTJk5GRkT4+PkFBQbQj6+vrnz17FhQUtHz5clNTU5ah37p16/z58yhJZeDLi8nLEhcXd/HixcOHD69fv97V1dXJyYlA6127dpE8cPHixQMHDkybNq1Dhw7U5h06dOjdu3fr1q3bt28/derU9evXnzx5EoWm5IxAM6GcgKYsnkIMICV54N8vodJyqIN6TZJTOGk488QxKdojzgZEVJJYzNEoInkJDKQ85/Pl90was7OzRaEpUg3AkcJFRpTy1t/8t5Ti5CZ5mvPnz//+++/F2U3ZS9aRaB7Vypfhj4mJyfTp07/88svPP//8f//7H/QTjol/cfHixYKb5ubmVPHS6BRKyKgdUon/EmOSVOXqMAowBU/R0tMrmDdv3mxNyCZxcASIGBsbOzo6zp8/38nJ6fjx47QdHz9+XFZWZmZmtmzZsrNnz86dO3fQoEHwSupxphxdu3Zt2bKljo7OrFmzNmzYcP78+ejo6GvXrhUUFJSVleXl5T148KC2traioiInJycxMfH8+fOHDh3atWuXu7v7okWLiIlat25dbGxsTU2Nqj168eJFXV1deHj42rVrHRwchGaSAuft7e3t7e3l5SVMk0NegsgkLeLs2bNYrSFEIq+RvANqRgbEPKj3799PSkqaNGlSQkKCpaWltrZ2SkrKb7/9Zmpq+vnnn0+YMGHcuHGWlpZr1qzx8vKKi4v75ZdfZs6cSXb9qFGjzM3Np0+fPnz4cBMTk61bt7q7uy9cuFBPT+/DDz8ki6xnz54DBw6cOHFiVFRUbm5uRkZGfn4+MaYwzaysLHrBkvROviHbvSnkwVZ4KHNhUcwlaZYFgYyQx4SEhChl46uk26oeStKX1ZAIqeJh4jxsElIXHx8v4mrJ4FHDQdQceHCQEl5SkGFbYmkV0ZIs0uAUF2vsxYsXCwoKGhsbS0pKbt68WV9f/+rVq+fPn6emphKLlZ6ezgomtomwRgXW5ufnt2rVKmdnZ1o9K1as8PHxOXXqFK/Y5cuXAwICqNC7dOnStm3bHj16tGvXrnnz5qNGjdq9e7ePjw/tApbBQTOxM5EQqo6AJAiOjJKQkBBVMEDPF5U7KZkSV6qGAFAMEV4l/Ur5W/rUqgJM5F/BwcF8TQimZGowJ2SmJxMetUKX05c7jSNHpu1U7ikpKcyUqOiZ/3B4Nx0EwRkldY0BCx8UrbjAHNZJIGzatGkTJ06cOHHijBkz2EPLSsXFixdbW1uzVpRhyz+LdL6ORIRImlyTj0ivYN68eaohXWrzefPmicAeVBXGOnfu3KlTp7IV2tTUdNOmTUuXLl23bl1MTExycvKZM2dmzpw5f/78FStWjB49um/fvigwaG42a9ZMV1d33Lhxjo6O/v7+GGyio6OvX79O8hvy9aqqKqwaiYmJoaGhfn5+u3fv9vb2XrFihZmZGfuRli1bFhER8eDBg5cvX+KQq6urq6mpiYiIWLt2rbW1NSMgEjqwsv3yyy8ojWVFqgzNZVONGu/K3SY8S4IPZEMA1UdERERqamp4eLizs3NiYuLChQsnTJjw8OHDgoKCOXPmjBkzZsaMGVOnTu3Vq9ehQ4cqKir8/f0JDCc2dPr06Vu3bt28ebOlpaWTk9PatWsZ+37xxRedO3fu3r07v/bq1Wvo0KH79+8HfSixuVP5DUCJrBUIQDQjvFKt3IVdUjiLcI/qmBOCUloqdNURxCnCw0nSlxqfI2EQccoiORoazNCoB3naQU8AUZqnKnr+qwQKTzpPO+8ddTon38WLF4lWoSMZHBz8+PHjioqK6upqEgVfvXpVUlJSXl7OArXS0tLHjx9jHLp27VpoaKi/v//evXu3bNni6upKBuvq1avXr1+/e/fuc+fOIRGPiIg4efKkmZkZtXnHjh2pq7S1tZ2dnYnspG9OjrLsUPHz84Np/tM0yeGNHoAWhCTpiUYVTbucNyqXlBec3rTIv6i4wdl4zZY9QFMUuPJ1EpV1UmQe0gYF9cT5Q8GugiaqgyZzHpqbcXFxCN3ppCcnJ4sM9m+gCUgBRuSzzZw5c+7cuVKtg01ilxTP4qxZs8CFuXPnWlpagpU2NjY2NjbW1tbQTHRI4JqJiQmU09TUlCJd1SEJ3rGGiO9H/vf58+c3mfILpqukFbE9iGliYvLdd98hKV24cKGLi4uZmdmSJUtWrVp14MCBvLw8T0/PUaNGjR8/nvgiEoiZKk6aNCkwMDA9Pb22tjYvL+/69esUa6mpqUS6MeQR0Lx+/frly5cDAwOPHj164MCBjRs32trazpw584svvpg4caKDg4Ofn19KSkpOTk5ZWdmDBw+qq6vDwsJgag4ODkuXLmXNJGoPdgzs379fwo0ktRDdn5zhEoZGOSkuILGFcfekpKQUFhZSp8TGxjLWnDBhwtdff/327dvi4uLdu3ebm5v/8MMP33777aRJk7y8vF69euXr6+vg4MC4b9y4cbNnz962bdvu3bvZw7Fp06a1a9du3bp19uzZurq6JN2yZq5///6urq5UOpmZmXl5ebm5uWI2F5qZl5fH3kpwU5pN6D+wEsERuKGFWZA0rLa6VA7I72UXEO77f4Jmk+higU6BYL6aiGPonMpWDFXMdEVZOYvnEqkNnybzHxSdooo/efJkeHg4Sp3o6Oh9+/bt2rWrtLT0r7/+Ivi1rq6usbHxyZMnpaWld+7cKSkpefr06du3b+/duxcfH+/n5+ft7b1lyxZPT8/ly5e7uLisWLHiZ8114MCBixcvUoQSZsx6AiKOOnbsyGwTueipU6cgmCw1QmYkGzuASFk+LFp9dbWniKi4OaVNwboRCgK5OQU0eUPl7ZPREDc2RTqgKbd6VFSUtFOaXOK+xYou0x56GhzJcoMhI6HRCZGUjFeJkuPxodXedBulANacOXNmzJjB9gtAU1xAQB4zcXWkA9GztLS0sbFZvHixjY2NnZ0dOeSAJs1NCnNTU1OJa6MSF5ijZofJiiypyVhctPHii+dzgFq0UBaaC3SePXs2f7SxsXF2drawsCB7zdnZeePGjYcOHXJ3d58zZ86UKVO6dOnywQcfdO7cmXGQi4vLq1evuGVFpJKYmJiVlVVcXFxWVlZaWvrgwQMEmPn5+enp6YmJiZKR4+vr6+joCGiOGDFi9OjR48ePt7Ky2rhxY0BAwKVLl0JCQn7++WdbW9tFixYtX74cpdHOnTtZoApucviDmBKFTREUrlndd1WzOIXfcFNKJhBjxNu3b9+8eRPhblVVFc2ELVu2DBkyZNasWe/evauoqPD29v7mm28WLlx49erVdevWubu7P3r06OTJk05OTgsWLFi1apWpqen06dMXL17s6Oi4dOnS7du3+/j4sIfdyspq6NChffv2JfG+b9++urq6P/30U3x8PBU3LeDMzMycnJzCwsJczcWyX6KLZaYBEQBS0SfdvHkT12OsZtcgUs04zd6YJvrKWE1kHLjJ3Bx+qs5hVayUOSz/NkIT8y4lvAAiWHBBswhMBDFALb1UNgBDMMlPkaG5KJCEdYJWYWFhe/bsWb9+/YkTJ+7fv//27dtnz55VV1e/f//+999/r6qq4vGmhAwNDd21axc7StevX79ixQr2oW/dupUVUrt37/b39w8PD6d0vXLlSmBgID6FLl26EBnXsWPHWbNmnTlz5sCBA/7+/qSKILQUWRtpeOIrb7JRTkz3gKOsA1Fbt5Loeu3aNdULpLrX5NhTJeuYEZKU1c3icxURZRPxOd3JJM2KQJnnSICmgCaYyMGcnZ2tbpnmVxn+8PjQR2oKmqLHJGsdUaTaOsTBQgEOPsIipYNpbW0N2bSzs7OzswM0ZZf34sWL+WQ+iOYcrFQvGKJ0Ufmj2gAVGaY6/BGaaWpqam5uDkwjgfzhhx9YkGtnZ+fg4LBo0SJ7e3v2ly1cuHD79u14crKzs/fs2WNsbOzg4PDDDz+MGDFi165d79+/f/r06dWrV/fs2XPhwgWawbdu3SorK6uurr579y6gWVlZSWgCfIrgiaSkJF9f3++//37w4MEDBw7U09MjH2jEiBGTJk2aNWsWL4W1tfWyZctWr169YcOGrVu37tixgxEQSiNKJBCTB5UaULzSdIXEWUhhLrMCkU3QE0SQ+Pr165KSkqtXr65du3b48OH/+9//SE0+efKko6OjiYnJzZs3HR0dAwMDGxsbQ0JCli1b5ubmRtd1uebatGkTW7fWrVu3dOlSBweHTz/9tHfv3v379+cnNTAw+M9//hMWFibbLwoLC1NSUmjJUZLTmON1o62JlJWb+86dOwKaQGSUZieMmCmlFyasE8IizUcxkMTFxeEAkTErT901zXZMAU0wVFIhhPVInrEaHsFrrtJM2gJYHiGVUquKAB7E5EIKziF69OhRT0/P6dOnOzo6lpWVNTY2vn//vqGh4c2bN9nZ2YGBgevWrWPS6OTk5Orqunz5cvrgmzdvpg/+yy+/iG3s3Llz4eHh9CViYmJOnTq1dOnSsWPHamtrk5qqpaXl6urq7+9PPX727FkQ8+TJk9BkyVSW4bjUOhJLCG4SQsjPTk+T00KC2amEUB2pEksVQNXIYT4OaIr1QCSZUEi5t2XGTQOHxlSiZg+VaH4hEOKwSE1NpW/OV1N5qATKyMA9Ozu7KWjC4IAnim56mrA88s9VMLK1tVVBUz4Oni5ZssTBwYHPsba2Zr2ivb09XU7A1MzMbP78+UJamSBhWp8/f/6PP/4oYyUs7UBqE2YqAyWETZBfQU8zMzPYsfQN5HvGXrl06VJXV1f8QvHx8cXFxRByPz8/R0fHlJSUxsbGqqoqHDJXr17NycnhNS0pKamtra2qqqqqqqqsrKyoqKioqCDQqL6+/tGjR7jOk5KSnJycDA0N+/fvP3LkyHHjxo0ePXrUqFHDhw+fOHGiubk5kcPOzs6enp5r1qzZtGkTKydZccWmAbE5qzHj0muDQAmmCM1k0MyPw8l5+/ZtRL8vXryoqam5ceNGUFCQoaHhyJEjIyIiXr9+3dDQkJeXx9u0Y8eOly9f/vHHH8ePHz9w4ICXl5ednV1QUBB3Ocf4lStXAgICNm/ejDKf+DiSn/T19VG5Hzp0KDc3l1q7oKAgOTmZE6WwsDBfcwGaJGlKnqY4LGV7gSo+F5BSiYnIjC5pthuKtOXKlSvYReTh4fGg5JfOr4yDEjWRjnwcHagcV/igRT+v5unKVP2yZpkdl2xRh45B05DmHD58mJ1OvNG7du2aPn36wIEDPT09EQb+9ttv2dnZ27ZtMzc3nzx58vjx4ydPnvzjjz86OjqS7cJyStKJ2OAGtPG9oUKNj48/ceKEu7v7pEmTWNzSoUMHAwMDX1/fU6dOnTt3TnYOQzNl2Ii1XMSY4tzlVpQmptosunTpkoCmvCDC1q9qlphjzRLRmMDoFY2dXK3BEzRLzwFNdU2FqCnVyCKJjBPZpniBVFsaJzT/XGIQmFjSZEfIIeVa00EQOkfASAbZfFAFzUWaS5w/qIsAR1tbW0dHR1dXVxcXF3t7exsbG1tbW3t7+yVLloCkfA7gJUJOGbgzZ0dvtHDhQggstbzgo5TwQksp81UGKhfbgaytrfniIPu8efPs7e2nT59OIBNiAAsLCx8fn+vXr1NZb926taam5vnz57GxsSdOnAgNDUUix0tfVFRUV1f36NGjkpKSsrIygcsHmovh74ULF5YvX84mdw4hXitTU9PFixez/8fFxcXBwQHKsHXrVi8vLyr0gwcPqsMfNbQxLCxMNVd16/YAACAASURBVJCpKl+eeelmcovwPfP25+TkYMCvqqpKSUkxNDQcM2ZMUVFRY2Pjr7/+Wl5eTkUGzamtrT137lx0dPSBAwdWrFgRGhp69epVmrzPnj0rKiqKjIzcv3//6tWrXV1dP//88169eg0ePHjo0KGGhobDhw/X1dVdt24dY9/MzEwWed+9e/f27dvoVanNi4qKKNibyI/UkAV5cii6Ra0imW+0OGUag4pAumMMglQDcrKyAhOqrnbZpI8mLyxHFF/nxo0bqkFFLhEtMKSCb4rMCNBE7k4I/OnTpy9cuKCm7jMp2rVrF2ODFStWYCpLSkpydXWdOnXq5MmTv/zyywkTJsycORM7CQ/X6tWrfX19jx07FhQUJPHpfPM3btzIysrCf7F8+fIpU6b06NFDW1u7Xbt2FhYWFy5cANNDQ0PV3bzs/2mS/KbW3czKaWIwjYR0M/UWwT9sXSLg/gma0g8Rn4KUUImamEuGPBxj4OY1zSrTFE24Bm9oqmaxivhuKblojqtwyUMhzUoRtHFysziWgFdcapQ+TSVHEm9hYmJC97AJaIpsCGgT9SXqcXt7e3iTm5sbogdHR0dbW1tbW1sHBwfeWkdHxyVLllC5c8kYHW4IOALZJiYmALG1tbW5ubkMx0VprwZzNNHGy8fnzJljY2NDNwDZ5uLFi2mJSuvAzs6OH3DFihUslgoMDLxy5cqff/6Zk5Nz6tQpsZHA1G7fvo2p/MWLFyS0379//+HDhwQMV1RUsOvizJkzLi4uP/30k4WFBUvMHR0dLS0tXVxcnJ2deVkcHBwcHR1Xrly5cuXKTZs2UZXLKnNAExGclEU8e1GabSo8n0I55UrSbCtDWE6/NT09nWK5sbHx9evXycnJ//3vf0eNGnXv3r3GxsY//vijtra2vr7+999/JwjqzZs3aWlply9fPnDgwLFjxzZu3Lhx48YjR46kpaXV1taWl5ffvHnzxIkTa9eudXV1/eKLL5C1f/rpp59++unYsWMHDhxoZ2fHSZ6WllZcXHz79u3S0tK0tDQQs6CgADcqy+by8vJkERsdfSmshAAyRRWnE11mPjM2NhbGB6rCVmSAAKKpfOS6sjpGvEAyro3XbFwQvkn3jQgyeTJVqL2mWRWLKpYZuvjQeeNgwZS9FBAoPUk+DQkJOXXqFNDv7++/a9eukJCQyMjIkpKSsLAwZ2fn77//fsqUKePHj584ceJXX301ffp0ExMTR0fH5cuX7969Oygo6NKlSyhPsdkQKMPekYCAAHd396+//pq95127dj18+PCNGzfOnj0bEBAQHR2t7tqU5iaiIgp2yCOIjPqH5q8U4PSI4PjiXuVGha2Lr1ea0aKWE0es6mQTtiilBp+m6sPkPb1+/brU13LzSH+csFGOTPQYGIRondMpTk5OpiTiVgRAoZx37tyBWzSq0XDo1YXT4Si3sbFBHM4sBeikvoYhQt/gcdi2XF1d3TQXlNPZ2dnNzc3FxQXNLaW6jY3NokWLqMH5UoKe/J4vDi9Tp+HI41VHpvgsJaJJrJ/8IAL0CELnzZtna2traWkJPwX0+SmWLVvm7Oy8adOmtLS0Z8+eXblyZf/+/TxLNAql0rx//35DQ0N9fT1e8qdPnzIRgk9FR0d7eHigvuIrm5iYLFmyxNbWlnaw4PWSJUucnZ3ZnobTfO/evajhDh06dPLkSQLYoS3gJoMI5hvcnVKFgVA3NKvTVKdtRkZGZGRkenr6o0ePfv311z/++OPdu3fr1683NDTMy8ujDGQ/R2RkJIEuT58+PXHihK2t7SzNUs+DBw+uXr165cqVAQEBCKp9fX2ZpH/77bcDBgzQ1dU1MjL67LPPPv3000GDBs2ePZvRWUFBAXpspPWU5zQ6Ac2CgoKcnBzKIqnQxc0GcYjT7OYFwkShImo+Ol+wS6EqPGnxyt5X2nyqHVP8ziL6S9BsD477R/oRDQoRBkJg+eL8RqKRxS+krn8Qi+HZs2clJUDU7xQTOL5OnjwZFhZ24sQJV1fXpUuXcnp5eHiMHz9+zJgxU6ZM+e9//2tsbGxiYuLi4rJ582aJjAEuORJu3brF8YB6bOHChSwL2rx5M+s3QD1/f38KbaY3JIzwkcDAQDgsIx0R8zcpvWUWB5KCqmgzxerKCXRVs8qC00jCZVTKH6fJh1aZppxPvLnqbIc2lIS8yc0PhkpzX5Ji+FfMHoWHCtOkEkLvwX34L6ApPUSZOwNkcDSk7OiEGENLfc0+CbmIOHNzc1v692vZsmUS5OPk5AR8LF68GMTkP1Wpq6y35D8F3Qh5kws0pyQXT7o6TKeQF8Tny1LXT5s2bcGCBUuWLKGNAH65uLgsWrRo9uzZBw8erK+vz87OPnbsWEhISG5uLo8TVD8jIyMnJ4cA7fv376Naf/78+f3798vKynJzc5OSkg4fPmxnZycvDr93cnKyt7enQUHXwtHRkZdrzZo127Ztwzq5b98+FkkTNgw+soBBdfLSUAcj8P9IkcLdA8ekKqdlExUVlZ6e/uDBg+fPn//+++9//PHH1atXp0yZcuXKFW6Dx48fFxQUHDt2bPPmzYWFhaGhoRwwvKHIdw4dOrRp06aNGzfu3Llzz549Pj4+27Zt27Jly/Tp0/X09HR1dfX19Q0NDQcPHqyjozN9+vT4+HjsQBkZGQx8cnNzKcmFaRYXF+fn5+fk5LAJR+5gacvSzpfxN4+WjBGaXDyisZplCfQx4uLiaMUCixIIlqpZtnVN2aslYml5dFUKL8grj/Q1TcK8PPNSaUqvEwCFaYocR+wxagYo2BoeHk5X9OjRo66urqampu7u7hUVFXfu3Dl48KCrq+ucOXPGjh379ddfc/M7OTnt3r07NDQ0Pj6ecSXZqTz2ycnJZB0ZGxuPHTvW1dX13LlzUVFRrABg/QbmcRgxs3KY8vnz548fP46NQrrG0v2QoY3QQFUzi11NgJLXE+Ip7+OVv2cSx2gW3PNSi7EV4inHmzSg/rl+SgY43EiIjcBN+XzuK5n/iPcMv29RURF9dtqaubm5BQUFhYWFTctz5uOwS6I3gBvInfh5Fi1ahJxI6JJUmvb29k5OTs7OzhyM7srFBBbWSZyPnZ0dX0FYqmpdZzQkyAi1hHtC36QBKsMfESSBmJBWfihBfD4iRFXltlBme3v7HTt2UEuGhYWdPXsWqwCvsrRCsrOzq6urf/31VxzlL168aGhooGJNT08/f/78ihUrTE1NUV9ZW1svWbJE5mO0d52cnAjQZJPa6tWrf/75ZzYCUQtLBKHsqKEBj8A+RrMYAG6FCI4ihZtJdBIcpLgarl69mpWVVVdX9/Dhw99+++2vv/56+fKlpaWlr6/vu3fvGhsbHzx4EBsbe+jQISsrqxkzZoSFhXFyhIaGxsXFnT59moFmZGTk4cOHia3D5bl79+6ffvppyJAhurq6urq6AwcORLY5efLk6Oho6akzSYNdFmuuu3fvco+Cp7SQ1E6/KJAhcUy6BNF4IOVxFaGl2l7kcUXwLGJm3krpgv3rBYdV8ZRBbeLft2UIEMj3oE6QeMv+OYKXOLt/XoGBgYBOSEhIREREaGjo4cOH9+zZU1RU9PTp08LCwqioqF9++cXa2pqyzMXFZevWrUFBQUTGiXOfUCv6xf7+/tz5K1euDAkJ4VtilC92eGkE8SuzR74fDJHCnUWiIDNujjFeAZWQ8jmAppB3bmD+odzJvGLc3lTfQuQ52Di3eB/V7iQzQ3UPlZgjAE31fReQhWTIyFFuUVrtkgabn59fVFRUVFSUn5//N9AU2bnYHxn1QCellQlmCa8E9WxsbBwdHeGPAppwk2XLlhHew5xamCazdQQ3aDn5f6n6AUGpxOGGgCbclppXcJB+qBp7LB55ESGhruemUb2e4BqHBCGs6LYId4Dz09Hg/ZD4iZqamt9++40V6s+ePXv+/Hl9fX1lZWViYuLevXvt7OxMTEz4Sa2srABNGxsbQFMQc/ny5bLcwtvbmxWADM1FBa3uVJCJZLSymEFOZqkW6SFI6ZGVlUUv/Nq1a3l5eXV1dffu3WM43tjYuGzZMltb23v37v3111/V1dXnz58PCAjw9vaeMGHCxYsXGxsb6UUmJiZeuHCBPteRI0dQ3R8/fvzUqVPISM3NzQ0NDVlXCXT27dt3zJgxwcHBDNCBxeTk5LvKRcgeBPOfi9XSNDvT+T1qTTRD1zWrKEWwogowpWsmCiTK89S/XyItUIVZYtaURqd4mYWZqhMksazQBJArVokyUxFTXQAnzUFJ5OSiCRMUFHT8+PHg4ODIyMiQkBB/f/+ioqJHjx5lZWWFh4efPn2auF8smGFhYQkJCfwUtDLAoNzc3PLycrZCmZqaWllZBQUFRUdHnzt3jkkO/y/GJJGvy7Yf2d7BvSegyVQnKioqLi4O8i5yy5iYGMl2ookkZ4YcadRJ0nVRta5XlHxMSRjiyJSCQBBTupNqlLWkGUndTfnFjaRmdpAFh8+C5yUnJ0dUg8iM6ClhWm3KNInbAFygnDBKcUPK6BwFD0U6oxV0Mw4ODhBJFxcXmptCLUFMBkHM0BF1MtcWpSe9P0ncUF3qki8nc3ZViiSgiXiTzxd+quZ7ApfkE9va2pqZmRE1smHDhoCAAOqvixcvXr16tbi4OCsr6/r165WVlYAmry/DisrKSuTHdXV1Dx48IL+rrKwsMjJy8+bNNjY2pqamTMYtLS1h1nZ2dvb29uCms7Pz0qVLPTw8WG6BzAjVyLFjx9DEodBkXCAPlXiro5XgayFEFCycumrsBZFi6enpCPIrKioePXr05s2b9+/fb9y4cfLkyYmJiY2NjQ8fPjx+/LiXl5elpeXKlSv/+uuv9+/f79y5k9MOR8DMmTMnTpy4cOFCHx8f0igCAwPPnTtnYmKiq6vbq1cvdlUOHDhQR0dn2LBhBw4cyMnJoaGZk5OTkpIiBBPQpJtJKdREN6eONf8VNFVbnloXy0xWFNGJmuWuMjpQlxmka4JpJSCOBxgexLiJByw1NZUgCfnnQAb/Sh0Q8Q1Ij09ykbkow4nwQTMPL5MG6JkzZwICAjB9Y87x8/OrrKx8/fp1RUVFWloalu2kpCTASwZftAX4Y3p6OoGEOTk5fn5+PE3+/v6RkZHHjx9nkgPBDA4OPn78uKz0aQKdHNgMrCQ7SqbhPDV0QvhmqOubtD7Dw8PVaU90dDTvphBPaUwLhRcuKS+4Kj5XOXW6ZpNaEyhEuK7W7CqY8mmSvyXDScimnOjAKLEA/wKayCfnz59vaWkJH6TuhhKK1JEmINXBokWLAE07OzsBTeBSJj9MgUBM1i5CFWVOwq/QTOb16rRHdlvSMYCcohYSc6cq21S17hLryT+HTcP7+Fns7Oy2bNlCWCEVTWpqalVVFWqYmpqagoICaka4OgubioqK2GNx7969e/fuPXr06P79+zk5OSEhIZs2bVqyZImJiQnHg5WVlYuLCwRToJN2Kkag9evX79y508fHhx1q/v7+iJ9hEFRMEnwNTxEZNn1x9QRW86/Ue6igoIAwMTx5NTU1T58+ff/+/eHDhw0MDHbu3PnHH3+8f/8+MDDQwcHBwsIiJiamsbExKCjoiy++sLCw2Ldv34kTJ+bNmzdz5swff/xx2bJlu3fvJm6WAcV3330nu2H79u3LbtjBgwejOkpLS0PNjt6IVmZJSYmMgJqEHkkinDTy09LSZGIjoCmDIAo3GQSpSmmh4fKwCceULDiV1Qppio6OposK5vIypqSkJCQkyORBgJivlq5ZZKgqluLi4lBuSt6EZBWjoGRsIgYkHERMrlFQBgQEAFtpaWmvX79+//79ixcvysvL6fNGRUXxzYBc9ApTUlK4DXJzc6urq9PS0vbv389c19fXl5CEs2fPhoeHM3Ri0ogWis6m8F/JwBeCLNOtaMVOLjU4+CjJb1zgpuTpQVo57IWki/Ef9ExMTBSmmaqJYeftE+WD6NU5CAHHW7du0YjEbEKbkowYfmVdJbNyAU3uybKyMiLDCSotLS1F11FYWFhSUvIv5bmQMqDQ2toa3SXiIURhoAAdOpgaTAoZDdW3kE1Bz38yTQALgolRXXAQ3SWkkhYnmCiTbigwvkzIowTKgYxAJH+lZiGL6giGa29vv3nz5jNnzqB8Tk5Oho0/ffr0+fPnJSUldXV1T58+la5QYWFhRUUFAo6cnJwHDx4Qtc32tLKysqSkpMDAwJ07dy5fvnzhwoU0fO3s7FxdXQFKGQTZ2dmxSW3t2rWbNm3asWMHQXD79+8PCAjgnOeZkfhrSWjnYZa5BHBJRSk9GmkL8qgzvMrIyKipqXn27Bk3R21t7Z9//nn16lUdHZ3vv/++qqrqzz//TExMXL58+cyZM0NCQhITE8+dO5ednV1UVEQqj52dHQl74eHhQUFBBN6cPXvW09Pz888/Z2MXbhOclAYGBnZ2duAgmvaioqI7d+6wda68vLysrIzDHEiVKDnRFcMIJD1B1FQAaBPzeKwikBYRK8W1cEweKnnSeCb5K/6jlJQUGqZXNNlIMokWVOWfCOZK341vTKKYZBAco9mXKWQTlIyLi4uKimI0BCRJ0sfJkydB2MOHD+O7vXDhwp07d3799denT59WVVVlZWXFxsZmZGTIqBcijEiLmQb8q6qq6saNG76+vitXrnRxcdmyZUtgYCCTH4Dy/PnzKDFEkM+3x7eq9mFVywDTcFDyimahLlMgKiHx+fA5YgcQIS2nXZyS1q42LkVwJq+8vE2it5W/5aJCFyiUKEKRuEnQAbgpkTH8LcniRIxDMxlXAqnFxcV/A00gBiLGeIeqmQAeQJPn3NHRkT4gs2AU7zTpQNImbU0uVXIEdiA5wrEOlKABgiqCmNK7lGkPnw/sInoHtdXlRRIdz48D7DL2wR1kbW09f/58lkFPmzbN2dk5ICAgIyPj3r17EDHJvrx///7t27dra2sZVlRWVtbX15eWlvJy19bWvnz5ksiiZ8+eFRYWEsB18ODBtWvXotmiHndxceFV5TtH8+/k5OTh4bF+/fqtW7du3brVx8eHFLiAgAASjFgKxggILUhkZCRiC2m6yUVdo2ragYPMzEzSXHiiUOxTGldXV//++++5ubkDBw7U19ePj49/9epVeXm5v7+/i4uLqalpXFxcY2PjxYsXra2tCbvbvHlzYGBgTEzMhQsXiGw4ePDg1q1bLSwsDA0Nu3Tp0rt3b3Yc9unTR19f38DAYMGCBWJE46bMyspC34qZqqSkhFsZPJWRJaN/WcpK5oiExQqxajK3BUBVNZJqQ0aJAqWlsKD/hTRC8BR0BjeROqZrouNFQS0CpuuafbPYNNWRuhg0UT4JboKPMDWoJb8HQEFMkuLID05KSqquri4vLy8oKHj+/PmjR4/q6+tZGQBwSxo5HQaZXKF4vX//fmJi4vbt22mwuLi44EcS+ZpkBqPJpxEZHh7OX6lhThGaNRUwR8g+RilOF158abtLMS5+VgFNmCatjH8qvWg089qKH0HkK5x5clDJWShLU1BfSnqWpMMUFRWVlJRwy6HiABmBV5YhlpWVqYOg3Nxc7s+mgyDxektQEBcE09bWljack5OTjY2NhYUF43JkQ4h18NIBiAQ6uLm58a88PT1VuAQ1qPRZRiruIMmRQyQkKXPMiABQS+USfFy0aBFFPdIi6KSJiYmNjQ0OejMzM/gpY6vRo0d369aN9ZMfffRRt27dnJ2di4uL3717B2L++eefr1+/rqurq62tffjwYWlpKXrMhoaGJ0+e8ILW19djrWloaKirq8vNzY2Lizt27NilS5fc3d3nz5/PKnM4uIWFBceG2rLw8PDYsGHDds3l7e29b98+uBugqXrURNR97e/Xv5Id0eiJxAcbZVFR0evXr+vr64uLi58+ffrHH39UV1d/9tlnOjo6ZmZmSNyvX7++detWfq7379+Hh4eTcmRubr5+/Xpvb29sJ2fOnDly5Ii3t7eHh8fkyZO1tLR69+7do0cPLS2tAQMG9OzZk4C42bNnh4eHFxcXp6SksJ4hPz8fminlj5RO6r4gZm7S1+dvoU60laUok7k2sWBCEsEvZCuiY5dCT2o9OWOkuZGenn5Ns6AGLVeKJpYRZYJqO5HBOmgOCoinSCSTvC8MrImiiIiIQLsOyEZERAjpu3TpEi7G6OjonJyciooKJMAxMTGpqalsfi4rK6PPIESJSHy+E/QS165d44G/fv36+vXrWeq7Zs2aXbt2HTlyBJcE3wYAClCCkpg+L1++TGEBHY6IiAAc0VdKV10IPogpvxFvfoRmF4vKQ+OUbDdOIL5zzqSEhATV4CCvsNgf0LHcvn07WRMnnJaWxqHL24RMnXqLSlFmj3TVQU+IJBIOgLW6urqysrKsrAzbBZVQ00GQOjYR4aQkSgCaZEHDENHN0NZUQZMa3NnZmaE5sQICmnwFVasoEyFVciTKSrmEOaoJRoKYgCygiRgTjmxubv79999bWlrSb50zZ8748eOHDh2qp6fXsWPHZs2atWrVijSzFi1a6OjozJw5k/Snd+/e5eTkPHz48OXLlyzzoXF5//7958+fv3jxghlRRUXFmzdvSOvIzs5OSUm5evUqygy2pyLGhHfTI4Z48hKxeHLDhg3btm3bvn37jh07fvnlF0bSPDx8KVpdYq9WPTAczmpTXHyHnL2q4SEnJwcv46NHj8rKygoKCsDEt2/f/vDDD9ra2l9++eXp06cbGhpev36dlJTEbL2xsTEpKYn3i4UzuEeioqIOHDiwatUqGxsbY2PjUaNGtW/f/uOPP+7Ro0f37t0NDAwQHhkZGU2dOvXcuXNFRUW3bt0qKCioqKggIIpdSWABFVBhYSE0QbatgaTAJRUWDwkfVJcLCUmkPgUuJfwGxJSJgdogS9FsiVFZDBwnXhNGS9EnI6nMzEy1oakan3l6VWtQvJJkGhERIWp5HDhFRUU3btzAsIScEJJ76dIlxjhFRUUPHjx4+vRpcXFxQkJCfn5+TEzM5cuXaVlS/sPcKYbu3LnDqErM13l5eSxi27Bhw549ezZv3sxGE8xmKNtE1kZZw69IOBAeiIxU1gRERkYCglGa0HXUQtwbMiIXTkrNFK3sCCJ7BY4vtD1JE57PmSQOcbreHJlEuvGecsOI6JKP8AYh2CBpGPaggia4KYFb3IECmqWlpTTci4qKZHTeFDQFMYXxweyo1jGuSGlpY2MjyiGKawFN6WACmnzcw8NDnQupuMl8Sfzs4tuh7lZ17ICj+kem/DLqEbvnvHnzLCws6L2amJjY2tqam5tPmDChX79+Wlpabdq0YYl5s2bNWrZs2bNnzz59+pA63K5du6+//vr06dOYCN++ffvq1asnT55UVlY+ffr04cOH9+/ff/bs2evXr6uqqm7fvp2Xl/fixYuysrIrV65wM3E/nT9/3s3NjR/TwsLC2dl55cqVdBVATNEbrV69mqh2Ytb279+PrF2G5hJFLnUNjaRkzVJm1SuGFUyMYlQr3BB8txkZGXfu3KmpqWGPZn19fUVFxdu3b93d3bW1tQ0MDMaNGxcXF/fgwQOmDRjMQ0JCVq1a5eHhsX///suXL1+7di07Ozs2NnbHjh2LFy82NjaeNGmSnp4eK7p69+7dr1+/oUOHDh48+JNPPiHSyc/Pr7CwMDs7Oz8/H6s+TJPyvLS0VBRITWQfEChsQhLtQduek0Adm6oOEOGPwJlI/UVrIuWesEjK8wwlthaOyctIkoh8Zf65iKtVR4qYC2gmgN3JycnSK4jT5Ipfv3795MmTdHIWLFjg5OTE7hM7O7sff/zx8OHDBQUF9IJSU1N5BTIzM5OTk2NjY0lFCg8Pv3btGlWkDIslexTcpCQKCQnZsGFDcHAwZgTUReQMEIR+8eLFwMBAGXlLhLOqkUKeGalZ8hEWFiZwqaaoULZf1aREq6p+6W8CmnDJ9PR0kR+o0UQy2MzNzcWaDD7K6y81h1h1OUuIQMQ0jDRYqmyalYWai/qdI1kFTbUBysfRJP0NNGU8LVJwsTAi+aayhhs6ODjQuPxX0GQEJDZKbNfS1sRDKfL4RcpFka72HwFxyYGHPApiiuKSD9LTBDQtLS3t7e2ZZc2YMcPAwKBly5ZgZbt27Vq0aEHKS5s2bTp06NC1a1dtzdW+ffvhw4cfOHAAo+Hjx48ZkTc0NLx48eLRo0fPnz9/8+ZNbW0tVWRdXV1RURFxBsxYk5OTAwICkGG5urpaWFg4OTmtWrXKwcEBzf+yZcvc3d2XL1/u6em5bt26bdu2+fj4eHt7y8ZUpqUkzaB3Iw1BmCYdH+nmqFI1UeCL6kImg7m5uYxEwCnuxeLi4rdv3/r5+RkaGurr67ds2fLrr782MTEJCgr69ddfEWnGxcUREh4WFsY9evPmzaNHj1pZWX399ddffPGFkZFR//79ERsRDTds2DBDQ0M9Pb0xY8aMGTPG19dXhG+smSspKWGRJxcx+CUlJRLkIaMhIZX0GeSDIiWReZeqv5NBPIgG0RA1qJoJAmjSQZOGprAeqjzpBgCmlJBqKy1DEyxPV1FAE57L/wLhTdLEgAYHB+/YsWPatGljxozBCIDkgJioYcOGGRgYGBkZ/fjjj/7+/qWlpfX19UVFRdSYeFK5JVJTU4uKiqQ5m6VZMQ8oU5TU1dUdO3Zs69atSUlJe/fuXbNmDUUMjenAwECAEiE9v7lw4QLNYiwekMoYzT4fGQ2pLiwBRHzoUcrWOWmDSriJHCFgn2qyEj+rSB0YRRYWFmZmZtKEaRLvL4Ik3i+1eMdgpj4I6ngH3KSVScWDlJ0PSpqM9Eb/r6DZhOKpoAliUmgzCGoCmoCpCI8EOj08PNzd3d3c3JDdNImVa9KgBDdNlO1sKmjyaVz8kYJdZuWMrW1sbObNmzdu3Li+fft++OGHH3zwQbt27Tp27Ni2bVuWSXXp0qVr165s7u3QoUPHYRahpAAAIABJREFUjh3bt2/PVmh9ff21a9e+ePHir7/+qqqqYk/LmzdvXr582dDQ8OrVq7q6Op7qmpqaoqKi8+fPY70g0efgwYO8LO7u7vb29vb29tAHNvQSsr1s2bLly5fjnvTx8fH19cUIJAum2QiE1CM8PFwsehSMSZoco3Qlz0pkayLuFaDhjad3RpeH7lhiYmJ5eXlYWNi4ceN0dXW7d+/Oi9OjRw9bW9vy8nJuj4cPHxLlkJ+ff+3aNdzQX3311dixY8eOHWtoaNinTx8DA4NBgwYNGjTI0NBw2LBhRkZGurq6n3766dChQ7dt2wYPgu6VlpZKfXT37l1BTORHApoqdFKzN+nuyzOD+E66otBqfg+M0hKlFpO9GqpLRMDx1q1bN2/eFMdeEy4JDHH2qFW//C2FoRAlaCbklGo0IyMjNjbW19fX2NiYZUq6urq8bgMGDNDR0TEwMCCZtFevXiQ6DxkyxNjY+NChQ0VFRVVVVbxElZWVJSUl9CVEUQgl5+yEFDObqqioOHTo0MGDB/Py8gIDA9evX08vlbnlvn37/P390bFxs509ezYoKIixj3ycIWRsbCyTHzWeWaAwSrP+TM0hjdCsV0KvirQTWbE4r9SoFI4rQJO3Rk5BZGe8zk1GhdLWlGMMjSD3gxQu4KDgJuc320QQcgCsfJrQUiyVmZmZfwNNsS3+c9IithlVns2v/xwECaQyAsJDSQq/p6fnsmXL0HuLpl01njcx8Mg3I01McaNL90At7eUfErxmZmb29ddfa2lpse0HxGzRosVHH33Uvn37Vq1ade3atUePHp06dWrdunXbtm3ZmtKhQwctLa3mzZsPGDBg27ZtVVVV7969e/PmzZMnT969e/f27duGhoaXL1/Shi8tLa2rqyspKeFdrK6urq6uTklJOXjw4Lp168zMzJibo3W1tbVlJsb5AWhKWrssAiKMC3km883g4GCCrwFN6I/axxQ9ZmpqapbmkuYghy1NcWDrxo0b5CSmpaWFhITg9pk5c2b37t3ZK4lmqF27dgsWLEhNTW1sbKyoqCBG/uDBg5s2bVq8ePFXX301atQognYmTJjQrVu34cOH6+npDRo0aNiwYWxIR3Kkp6e3ceNGblygjemkKDnox3N3Uk/J/S3derV0KiwsFPuQOimSIRItMIZLqn2Yux+ZnhwzTVwlGZpl2QhfRO2UpkkmFT18k5wk2nAUhjzw4mCB0l65coUuwe7du//zn//06tWrR48eZN3369dPX19/yJAhvFz6+vqfffbZJ598oqurO2DAgI8//rhbt24jR46cP3/+iRMn0tPTKyoqsrOz8QsUFhampaWJ6JW2LyKb0tLSrKyshISEoqKiEydOXLhwoaKiIikpiUVATPPI8fTz8ztx4sT58+dPnjyJOwA90KVLl06fPh0dHQ2YqkyTFqdquFAH6+LwkeAS/oo5OxwTuBQrgdhVVSEXLJImiZq+QcXNbSDR64Kw4g4S3iCX3HLcSEx70GaWl5dLYa6aL4RpNs3TlFamWiwLYEH3GKPLTgtKbMYdgCbhFwKajIBo0xCVunz5csgmIGJtbS2ASPQGk5xF/7hU0KToBr7VrqhMsejDzpkzZ8SIEa1atWJ3RfPmzT/88MMPP/ywVatW4GPXrl27dOnSvn37tm3bghRoZdq1a9e2bdtmzZo1b97cysoqJyfn7du3T548ef/+/Zs3b54+ffry5cvnz5/X1tZWV1c/fvyYN6C0tPThw4d1dXUxMTEspZo2bdr06dNh6PBucvPc3d09PT0J09y0adPPP//s4+PDnj+8H2RwSd4wUyDxTlCbC1CK1YG7Klu5ZAAN9eABy83NjY2NJeX7+vXrMTEx9+7dq62tXbFiRb9+/Tp37ty1a9f27dtDvTt06NCrVy9TU1MfH5/FixePHDlyzJgxQ4cONTAwGDhw4LBhw7777rs5c+ZMmDChU6dOn332mZ6eXv/+/Y2MjD755JMhQ4Yg1dTT09uyZQvdVe5g6a9THwloqi1LAVOp38FZbmIZB6leY54fgA+FkwzixVMsoMmnydXk9UzTLClUp0Y3NfHgyZpwOYmNEBdmqmY5O19EyCbmltu3bwcGBs6YMaN79+6DBg366quv9PX1+/Xr16tXLx0dnYEDBw4YMKBv3759+vTp27dv165du3XrpqenN2LECENDQ11d3X79+k2cOHHbtm1iN8zKysrLy7tx40ZmZiYnCmQT6yQWNajohQsXkpKSQIH4+HiyB8+ePcvXOXPmDGHvyN1ZncbJQWyHGukWo1mPLJlMzCrVVGZxqYlGFUIqik6RzYma9ZpmAaSqn6WJmayJ7JL3Wrah8BbznsKvmX+q7zu6ApqSeXl5xcXFMuQpKSmBUXKP8Zm8ksJGZXTedBAk1FJ6iwJSlMyIeMimZHuE2MZtbGyYbACakmPEesVVq1YtW7YM0PTw8CC5Q4TuQjMxAhFPR69TqnIbzQXIwm1lFi/GHnX6b2lp+d133w0YMKBly5Zs5QUEO3fu3Llz5+bNm7dv3759+/bt2rVr3759586du3Tpwp6pVq1affzxx127du3UqVP79u0/+OCDCRMmXLhw4enTp+/evfv1118fPXr08uXL169fYwF6+vRpfn4+AgUWTAYHBx86dCg8PHzs2LEjR45cvHixk5MTO83pWri7u69Zs2bz5s1ojEg28vPzAzePHz+O6CRGk5FO34dHmsM5NTVV9kDI6Qq9uqO5pHLhH8Lg+JyEhISff/5548aNkZGRfn5+eXl5jx8/PnLkyOTJk9u1azdkyBDaFNra2p06dYKPt2/fvnXr1ixN6927t4GBwahRo/73v/9xnk2ePLlTp07jxo3T09Pr16/f4MGDBwwYMGjQIG1tbap1b29v2cpLbxHsAxzpbwKaMhEq+fuFexrcZwlwZmamqlKSyh12yaMlh4faqRBr3S3NlanJh5fhuFR8KZqVGHDGG5rgW9VDKdb4VE2MI097VlYWo3BsRWjRHR0d6WOMHDly0KBBbEChEudXXV1dQ0NDIyOjIUOGDBo0qF+/fjo6Onp6enp6ekCqrq6upaVlQkJCZWXltWvXIiMj+f7z8vLob4As+fn5lZWVDx484EWOiYmBuFVXV9+5cyciIuLYsWMHDhw4c+YMK63OnDkTGhoaExNz7Ngxnjs8cugQEPnzs6DNJCFUnZuLV1JiNJtk6yEFk6wZse1Tm0MFeN3EySZCBRU0QUzAjneTmoOJqHTz5WSloc9HAE3aQWRrIc/kOJHUGMFKuWCgfwNNdD/0BEUvKfIjhEfAluR0kKjGyAVbJLU5hTnjjmXLlnl4eKxdu3blypXr1q1buXIlfU93d3dXV1dgUcKK1CYmUIhfSFUmSVUuG9zot6LKtLa2Rm1qa2s7ceJE1jo3b94cstmyZcuWLVuy1rxt27asnGzfvn3Hjh07derUqVMneJaWlpaWllbnzp1B1W7duuno6OzZsyc/P//3339/9erVixcvXr9+/fLly2fPnjU0NCCJR5BUUVFx7dq1o0eP7t+/38HBoVmzZjo6OsOHD1+8eLGbm9vmzZu3bNmyatUqyOaaNWs2bNiwc+fOw4cPI88MCgoiDi4mJubatWvcpmLyE1ELvSppw91WLul5SwHLOPXWrVsVFRWUhxCfgwcPHj58+MqVKxcvXkRtunLlSkNDww8++MDAwEBbW5vXoVu3btra2t26devRo4eOjo62tvawYcP69+8/adKkefPm2djYeHp6fvHFFx07djQ0NNTR0enRo0efPn169+49aNCgvn37EhBnZmYWExODj7OgoADHBUPz0tLSyspK7n6caiLh5IICVFdXl5SUUOBLwQX+SuWFeh/AolMBQbitiaxH0gTlZCgkh4raCGYaK+Ed4ndWXUPSxLyupMxxdGVqksClZ5qSkhIVFZWRkeHn52dkZDRy5EgjI6OBAwcyK+vfv3/v3r379OmDYb9///4wzb59++poLqr4Xr16DRkyBA3smDFjtm/fXlhYeP/+fVFK3L17t7KykoI9IyODHui9e/dY/3vr1i1Gf3fv3s3MzIyLi0Npe/To0aCgIKwTGB9XrVrVr1+/qVOn7ty5MykpKT8/X7U/JSYmRkZGUp4jnEJ0yW+SkpLCwsJQboKn6Ipwi4opXtL25CgSWQITNmx48kqma6KM6KsAr7AEqS2gBdJjoXNCp0LE6owioeR45CQIjtuJaow7hxZHYWGhWNr+BpoCXqI6ojkoxE1E5qIzx5ND5j51ujQ0XVxc6GYyOl+xYgW/enh4UKh6eHgsXbqUlqgAtIjSZf2vmCxlQwb9AT6Bj8sSNwsLC3t7ezqbtra2n3/+OVX5/xc0KUXBTX6vpaXVtWtXcLNz5849e/bs2LGju7t7enr6vXv3nj179ubNm19//fXJkyd//vnn48eP8Sa+efOmuro6Njb21KlTu3btMjExadu2Lfe6gYGBvr7+lClTvvnmGysrq9WrV69bt45ko927d+/atUsisrm47ZKTk9VQMkkwon0jU3Kedjlv4VzcT1QlYkAGQ+mXnzhxwtfX98qVK2FhYc+fP29oaIiNjd24ceNnn32mr6/fp08f6La2tnafPn169uwJGe/VqxdraoyNjc3NzWnaGhgYdOzY0cjISDTtPXv2JOVo4MCBvXr1GjFixJIlSy5fvnz//v26urqMjIybN2+i0+Serq6ulhW1UpIDl1RSEh8nPUrBPunxgwvysAn1blKmCV2VZ0y1BmUpeWKi6Er5hwNaHCmqekHFSvnnYA026s2bNw8ePHjMmDFGRkaDBw+mg9kENKGTffv2hWNi4e/Xrx9HEVU82Dp8+HBLS8tz585VVFQgcS8uLoZ0l5SU5OfnX79+HVNGRUUFWACXLyoqKisry8vLo9MKZ0SBFBQUlJqaevXq1UmTJvXq1cvIyOj7779funTpqVOnoqKiaE3wE8XHxzMaku3k9JTIhZPoDZn5xMXFMc+M1SxiEkmmqplVBXNq61nUEeAm75okwkk9IR9P1+zpFZTk5hFk5I+3b9+mQSRxrvxGQBPyzhfPy8v7F9BsMn6hQjfXrAYCN0FM5O6U6sjUSSDmQpvp7u4uf2SAzmpmINXV1VXdja52TpFwCjICi3BPEXgK7ZXi3crKytHRkbGVtbX10KFDmzVr1kK5WiqXgKaKmx07dgRP8VBLd69Lly6tWrVq167duHHjjh07Vl9fj9z9zZs3DQ0NDx48wB348OFDtCBlZWXBwcEWFhY6OjqdO3fm7u/atauRkdHQoUPhGlOmTLGxsdm2bduePXt8fX0PHz5MIhz5CBz70EwEd0xsoVF3NPvB5RCmFJUCHNDkJoCCFRQU4G8rLy+vqanJz8/39/f39PREa/LkyZM3b97cu3cvISHBxMRkwIAB/fv379GjR5cuXbp169azZ08dHZ1PPvlk5MiRTk5O27dvd3FxsbS0xNVqZWWlo6PTvn37oUOHDho0iPlGt27d+vfv37dv3+7du/OE6+vrL1iwICAgIDMzk4wl2qwYVXNzc+/du5efnw9oqvN02SBED5RZFmdDUVGRVGdCKkFhfnwOCXBEPDMCteAvEAzqcVGqg3r/1BVRrfP683G+ghAcQQEVNDMyMuLj4y0sLBDDDh48ePjw4QzNoZZ9+vTp378/kx8hmP379xfQpNfJJ/CvONJmzpzp6+tbV1dHScGCP/oSNTU13JmVlZU0QHg9pRqFf6WlpcXFxbGE48KFC+np6ZWVlQsXLuzevTtFBtnSEyZMIAwsNDQUEw7J85cvX4ZLIt4UcTugieuX25j1dpJ2el2TtieGSPEXSItZLQXAR8lzSdVkBnIi8uMLjZBCnr/lp+bRgHhyt1Ctg4wiaJP2t5yv3EJNQ4jF12j190vVuovux9ra2snJCRkNVTnSdwblLi4uy5Yt8/T0dHd3R5WJq5LBscg5CZrkf5R2qlp0czloLtVHxLfKJdCJKRO3kpWVlb6+/v8DNNu0adMEN8HHFi1atGrVCvGmjIk6duzYu3fv7t27t2rVqk+fPq6ursnJyY8fP2Yi9Pr1a/xCb9++raioIAKnsLDwxIkTnp6eaLz19PS6devGF+nUqVPPnj0HDx6sp6dnaGhoZWV17tw5WfVH8itS+djYWHFYIwMWzaA6/JXnlkdXRM4CmsJMq6urCRZLTk4+dOgQjvLTp0+/fPmSQOKcnBw3N7dPPvmkf//+/fr16927N+L/Tz/91MTEZMOGDXQMjhw5sm7dOlQQCxYswB0wdOhQfX19fkYtLS2e865duxoaGg4ZMkSqSxsbm6ioKDRbubm5FOnckTU1NSg/hGOKeUONWpDePxSAZ0mkSHxcMjrldeCf80eZqov8U0VMkXAKxxTze7pmbawq7RLpe9o/LnQ/KSkp2dnZly9f/u9//2tgYPDFF1/o6uqOHDkSsYGAJpF6nFhygZ79+vXj9Rw4cCC/ckRxU40cOdLHxyczM7OhoaG8vJyWN151aDtdDpm2UX+IF7uoqCgrKwvbD9OeiooKS0vLgQMHjhgxgm+M/5cj8Pvvv/fx8YmOjk5JSUG1DhqK0V5N54uNjZXMYPq/CQkJdDZJyVFfcAopTj50CP9anlOpcCDR7hcGKrArA3TeZWnjiOqI20OUm6rQLU9JilM/0nTdBahEdxLiRuWrYpN8kHHw0qVLaWs6ai4PDw9iNOnZubu7Y7VkKETBzspmsWA2SW6X5qmssQQrBS4F1ptMiqw1O9ZNTU2dnJx4y1u3bq0CpQqgbdq0EdwU6GzXrp0U7506dULUCWi2bduWht0HH3zQsWPHb7/99tixY8S2P378GCvO8+fPX716RSc+OTk5Ly/v1q1bU6dOlS4V9z17bocOHdq7d+927doNGzbM1tb22LFjERER+JHPnj0bGhoaGxsrshUKGe4bjuU0TR7HLc3uJ2oZQVXQExzhJisuLm5oaHj69Cmt2JiYGGNjY11d3ZUrV+bm5j58+LC+vj4rK2vNmjVffvklTy8y9QkTJixYsGDr1q1nz54lwpKliUeOHNm6dauJiUnPnj3btm1rZGSkp6fXq1cvbW3tzp07w4xobkqWO8KvMWPGuLm55eXllZWVJSYmVlVV1dbWZmdnsxUZm1B5ebnwzZKSEgT5IqAT9MzRrAxEnyQTdinH/inwFGsmv+HzVUem2osUOp+q2ZQARotoIUuTAUobVO2ZCApTJAYFBY0ePdrQ0HD06NH9+vUbNmwYBydjce4Q2CW42QQuuT7++ON+/foZGBgMHjxYV1cXRKN97OrqeuPGDUy9ggVVVVW8kqo+ITc3Fx+tTJPz8/Nv3rwZFRVFRtzdu3fnz5+vra09YMCAHj166OnpDR8+3MjIiEPx448/Hj169OrVq1ENJyYm4i4HwiiM1A0WAo4gY0JCApN0WhZiTlXzZWg0yZHTxHyVmpqK9o7qXuQKyOkkdUHoBUY4mRaKLwisFMGG2IS4wcQLpKrc/waawunQq0P3mE03aSDKwgYXFxeYJn+0t7fH9iOqGvYvYh+SvDhJ1cTMLk1SpEUy5KHuUyOQ1eaAOg4SmmmlSX13c3OztLTU1dXV0tL6f4PmPy9G7a1atYJ7gqcAKLZLcnabNWvWp08fNze37OzsZ8+eITwiIy4/P58HtaKiIjY2duzYsURMMhIxNDQcNGgQzEJfXx8jfPfu3adOnbpu3brIyEgM7BcvXoyKipLkt2RlgRTcU+4k+tMUm/+HsfcMq+rcur8RiUpv0puAIiCCCghiQWOiCVFPTNQYu1gSY5eikaLYS6KoWLBiQURFEUUkYsUC0hVUsDeKNeefnJKTnMf3w+9a873dKc+zPnjhdrPBvdcaa84xxhxTyh8O2JzKykoa4aqqqlevXvFx19bWrlixonPnzu7u7pGRkWvXrmX79t69e+fOnTto0CAPD482bdp4e3uHh4ePGjUqJiZm1apVW7ZsoR1jtI4s8SlTpnh6ehoaGqJRsB7WysoK7QIaDqLT19fXz8/Pzs7uvffec3FxGT9+fEFBwf3798vLy2/fvt3Y2EjKJ1YEcJPj/v37jx8/Jg+J0gl3SEVFBRd8TU0N9RR1a11d3Q0tP7FCyUwSPksN/sKAIncdnSlMeYSSs0SbTBXQLFXWKqjx4GJmAnYrKipSU1ODg4M7d+5MY+7r68vYjxSbMJtMVYn+46wc3HExwwOm6O+Q5qampqGhoRkZGS9fvnz8+PHNmzcbGhpY9ieehBptbTJaHFU2bykjD/v27Ttx4sTly5cjIiIoY/nTzMzMxsamXbt2fn5+Tk5OlpaWnTp1Gj16dH5+/rVr1y5evMg2TTCUklOkdqaSUGaIBdDZ2iReV9U6VqJNbV1SUlCFViZIRexfiKVlZWXCqOBsF+u7GJblNslAGgQFqrp4h7n7SgKxTKzrcpqkcoj1UrLZhToUehG8YwqIalEW8zImiPiDuwhOc86cOepKNcpGNASVoFRVJvUXUOtKHUJTylKZFxo9evS8efMmTJiAKxgEVEETaUhQstW7h6GhIWIRLCeeTQYuLSwsqEYdHR3t7OzwzPv4+EyaNCkzM7Oqqort548ePbp//35JScmRI0fGjh3r4OBga2tra2vr4uJiaGhoaWnp6enp6+vr7OxMfhrEloWFRceOHadOnZqVlQVu0vXAFhVpEZlXtKwX1d1SoWWs6nBzdB/M3tbW1jY0NLx9+/ann34qLi4eP348l66trW2nTp08PDysrKyYgHR0dISOcHJy8vT0DAoKioiIiIyMTEhIWLduHSbkvLy8zZs3r127dvv27bNmzWrfvr2hoaG3t7eLi4uNjY2trW3r1q1dXV0dHBy4yD08PFDhAwICSFTy8fGxtLScOXMmARMVFRVkUjx69EiKTY6HDx8iZchB6cQJjbh569YtYe6k28LpeVPbqE6TjsMJ2FVzPNHi1blMnX5QpdVoHuUWJU7Yy0p2nNrRFxUV3bhxY926dWyR9Pf3DwwMbN++fadOnTC0I5o5Ojo6Ojo6OzurJKajdgCpbm5uvJ/0Ae3bt3d1dTU3Nw8ICHB0dDQ3N+/SpQuuWDIMnzx5cvfuXZXZJEoVipO3iDeZFp5Q+oyMjODgYPR9d3d3W1vboKCg9u3bcyO0s7OzsrKysbFxc3OLjY09fvx4cXExHkyGKWEzZZUFdiLheSXWXt2/pKalqB+B8CQ8QVycqv1LAJeOXm5vwlOhDVZpB2MORMZADUHvSBnOGQWlztecLRUVFbo+TdUAJHGWKpaBYlKTkvw2ZcoUAoa/+eYbic4kjYL5H0QhsWfKOBCpH2qWu8qryr42Kl+BbIn8kOgQgU628kZGRiYmJk6ePBkp4y9As9WfHO+9916rVq3Mzc0tLS2l2DQ0NIQUR2Q3NDQ0MTFxdnYGZF1dXfv37z9p0iT8mLNnzx4yZEhISIienp6FhQUQiSPP2dnZzs4OKOERCCN/f38TExM3N7eYmBh4pRMnTnDHBjSvKQGCFJ4oEpcuXcJbI/SlqIo41G7cuME40NOnTy9duhQVFTV//vyZM2cOHz68Q4cOH3744dChQ0NCQph65tezt7e3sLCws7OjwHFzc+vRowfs58GDB6kUkpKSoqOjU1JSpk6d6ujoaGRk5OXl5ejoaG1tbWdnZ2dnB5tBs+nr6+vq6mpoaEgAkoODQ3h4eN++fYOCgqZNm1ZXV/fy5UsEIrU95zp/+PDho0ePEHyBVFBALMqwTmABjryqqirMN48fP3748KG0q5z6CE0yPCOuRmQ0LktBTCHFhPTghiTtvDyNglRsm/I4KHD79u3vv//+/fffDw0NDQgI6N27t5eXF651b29vGEPuMQwIiVzuoB3gJmeOr6+vt7c3tyUPDw9/f3/e2Hbt2llZWTk7O48aNSonJ6epqenRo0eSnQr7wZuM0+vJkydSwuP0Ki8vr62t3b59O3CMUg9QinAParu6utrZ2Xl7e69du/batWsXLlyQ2fMCbes64HjmzBlcWTIESW4mzTuBpDIBKSe5/PUP23OxN9BsSUUpgMv5X/1uCLG4epEcaU1QSqlAxcvJ2cIJI6dWqc4YJR51IIzNP+O1BT7icpeMYebHeTKwJVOVEuEjIR1gqGQSz5o1C3VILJYyjinkJr8MVS14qgaFsKyNH03Z+9VXX82ZM2fy5MkxMTETJkxISkqaPHmyv7+/p6enubl5ixYtmjdvzqwkc0HAYkvloMakqPzDQ5Qi9TAzM7OwsMDUSTVKldqqVSvg1cLCwtbW1kk7uBjQl3mEi8HNzc3JycnPz49ctZUrVxYXF6enp3N3PXnyZEVFRXFxMStr8vPzoc+4nZZr8TZiyRRpgkby9u3b9+/fv379+o8//vj48eORI0d6eHgMHjx43bp1K1eunDdv3t/+9jdvb283NzfMLnZ2dmytQDeXYsfHx6dnz54rVqyIior6+OOPhw4dOmTIkGXLls2ZM4cCs127dtbW1i1btpRvR6zAXkMdZGNj06ZNGwxYhPL5+vqOGzdu9+7dlZWVT58+RU+n6a6vr2cQkEtdqqRHjx49fvyY8/imFh8r9KUQnSIHifLOVUQdKj4khGABR3FoykCeKBVXlAxj3m05yrR9pZJXRuEP/vK57NmzJzQ0tEePHu+//35gYKCvry/Dprw/bdu25TRQ60rBTdm8BHIJTezl5eXl5YU/AVe8j4+PhYVFq1atunbtGhMTg+OdNPL6+voXL140NDQ8fPiQPYDAJTcnsiMrKip+/PHHxYsXu7q62tvbOzg44P3gJyIPqnYoV1fXvn37Hj9+HDTE037p0iXViSnx9TL2o2rfYksA8vAgS8Gu2hjU55Aax00LhoHE2Etaaj10bVVVFeWnOt3AOUDaVs27q4FozMVdwI0ZDQ1I1R2jBPu++uor2XSmCiwUhqycjYqKkggP8Wzyveq2RdmtRqqmICn0hvx6AAAgAElEQVRaECynKgrxczl4fZnIlAxKsc3zjcKTYmCaM2fO+PHj4+LiRo4c6ePj4+npaWNjA1a2bNnS0NCQSrNFixZ/BprGf3kIdJpph7m5Oa0KFiULCwsexONJLIitdjBr7ODgQLEJ/WdjY0OBxlXh4uISGhq6bt260tLS7OzskpISlmLi4YBNk5NMxF9RNsSwyVUNaN69e7ekpOT58+dv375NT08fMWJEZGRkampqcnLy9OnT+/fv37ZtWzCdmsLOzg7DEKHCjOdj0mRYKDQ09LvvvtuxY8eaNWtmz579wQcf+Pr6MnZpbW3t5OREZjvT6L6+vl5eXnZ2dqampubm5ra2tg4ODi1atCAbxdLS0szMrG3bthEREV999VV+fj4aelFRUV1dHZTc06dPuSpgmihCa2trZbjtxrsHVxHlKrW2msKA7Ya3SzhfafQgQERMKH53x6/Yj3SqTsHra1qokpjkr127BjmQkZHRrVu37t279+7dOzAw0M/Pj0qTshFmU0hMQBPxR+p9ungmU4FOLy8vnJ4yVsCEK+eVh4dHeHh4QkJCYWHhkydPMMM+fPiwqanp/v379fX1L1++fPHiBUMZ9+/fx1xx+/btESNGWFtbs1WUVxZtylU7YF0R+uLj4y9dusRON+RyCZTBayw+drEZUU6qvJPcovgIsCdLgyUuTokxLdaialTu/rK2ilW9/xUWFooAqHboQvICo7CcalAhwxcQF9zIdStNWTCJaxICUXRtIJVwI0kU5gkUoTquIChL8BERHIxjgFKEICCPshEqE68ozxcaVIBY5rglIp5fZtasWZCq48ePj42NHTRoEH4OFxcX5CC8RHwhFnexuwto/lnPLjKRRCLRp5uYmFhaWtrZ2eHohs4TY7yxsbGlpSV9vbW1ta2trVSa4mdk2Mbc3Jxar02bNi1btoyIiEBJhwCC+b548SLEis5QhAoWOurwDSVR9c6dO//6178eP35cVFTExu24uLjx48f36dMHdUsuURcXF7mGmcfn/2Jubk5ys5ub2/Dhw5OTk1euXDlz5sxu3boNHz6cNwQQ9PHxAQukgP39SDugbGFhQYHfunVrwHrYsGEnT55samq6efMmjTPkLP/Bai3Fq1oLJKamEH0TmpImlOFLrhBxgFJSyeQ7nIYKmlyiFDKqFqGGpEh7zlGmpfDxagKsXNU4qA8fPtyjR4+wsLDw8PDg4OBOnTohpuNyl1IOMKLGF8Mm6pC7uzseeKk0QU8XFxdvb29HR0ciFOig4VjMzc0dHR1DQ0OnTZuWlZX14MGDH3/88cWLF69evXr16tWLFy/q6+shPdhQcPny5cWLF9OiYZVr06YNv4wUmKqs7+7ubmlp2bt3b9nCwrwZMSW8gfCYNOAMAfOgThwfYAcvL1D7e2mOj0MIEDF+FRUVXdR25FHJnjt3jt/q8uXLXBciDJZqWR6StsXt5PHjx1A6+N64kUBiwAi/A5qitERq685ByT80A02ePJkqkieMGzdO9q/RLIOh9OOkpuMfEp1drEtCa6rRG0z+yPMlu5d1GqoKLwdd/8yZMydOnBgVFdWnTx/OLU9PTzs7OyMjIx2sFMTUwc2Wf3mAm1z8YARQwgUviElzyhPknxjclhYMeLK3t6dVp1GlEUNCnT59+qVLl44fP37+/HkYTK7ky5cvSwkjdaWQ3NXvHpLXAkN69uzZ3NzcoqKi9PT0lJSU+Pj4ESNGwK/JZUkhQycofhfwHa+7mZlZ8+bNHRwc5s6du2HDhrVr13722WdffPEF1xJTVe3atZPqm8lULmAqcRMTkzZt2tja2pqYmJibm+OhcXJyMjQ0tLKy0tfX9/f337x5MxUl8y0yVi9zwVXaCpdKZTeWCDtgq1SUAppSSkgcA68jlKUYAzn+kFbTMcaCjFyHjNyJdaZci0murq7OysoKDw/v2bNn3759u3fv3rVr15CQEDL0gCe1BeY2LEq6FHcuLi64wXgERQgZHQcSDY27uzuZKcxocbr6+fmNGDFiyZIlqampxcXFlZWVDx48+Pnnn3/77bfnz59funQpPT196NChHTp0sLCwIKRObqKcmSpu8k9t27YljmDNmjVXtdxllHFMcgKal7Vcet5eFeDkcSnhi7TAFLmHCUqKLqc6umjq1REjXPTQqSjpqjNPZD25leLQePr0KSU5HQmPI0XiINZVz9W5cspMRBtxmwtysXs2Kipq+vTpMocu8cMUkiRTxMTEzJo1S76Rbp0niAqvY8aEExDQBIil0oyJiYmNjSU8CaGJHyoFLPxmUFAQnzHxrrA8FJsqXIrpXUDzzw6ez3NkYp16k5lLKysroIG/4lVUtzNyNtPw0qeLYArrj1/H1tbW39/fzs7O09MzLS3t9OnTV65c4UZdXFwMT1RZWSnjKKLncojFTAIB6TIePHhw6tSpfv36de/enU5/5cqVkZGRX3zxRd++fYlxoyqkfhFntQim5ubm3DYMDAxMTU179uy5detWtr8mJCTQhvObw7uRhK+movAugZtmZmbcTrjNSKlO2Ieenl779u0PHDhQXV1dWFjIhKUU0SBjpZaTWKWs/5XnII5h57yuBYIxSizB3bCcYo+Xjlt1a+pYBUUWp4xSr0M+i5qaGvhN1bpApZOVldW3b98+ffp89NFHffr0CQsLCw0NDQwMDAgIgMGgbHRzcwP7HBwcACm6dfFvgZKoQ6Cqq6urlZUVQEnTwK2XYOOOHTsGBQXh0LCwsPDw8CDT7+OPPx4+fPi0adNiYmImTpwYHh4OOvNSaHcIUzDd8rUo+/Ctnp6eZmZmERERTP6cPXuW5QIY465qq0RwrYslE3STalFnLFhmN2Tgnf5dFYLk+UXKzCs1ZqG2Wk68emrqlczOlpeXy5Au3C7GjNraWpm7va0df+zT/PrdA1yboO0IUld1f/vtt4z3sIFy0qRJ1HpsuWBoEgEd0AT4QD2qRYnmFJFHYjrVqGPZAIwKj/0T0Pz2229jYmJgRWfNmkVBym8SExPj6+trZWWFkkihZGpqKr25/KkOC/01bqoFqQytS5IxVRjFFCEXVlZWiEV05ZRdorHAYzLTLb2PiYkJJQZ8lrW19cCBA0+fPl1aWgq/XlFRwYkio4Qqm0alqWM/lNEa1riPHj26X79+Z8+ePXLkyNKlS+fNm/fll19GRESQ6saVwHWoc8XCukJNwOF269YtKSmJzVzLly9v3779hx9+iG3b3d3d3NxcX1+feHy+i3dJENPCwoKhQCcnJ94Q/orC3q5dO2dn565du+7evfv+/funTp2SMlOICLDyurbGWi4DnkbnhWWEwpPilKFsqUwlzUQM7WKxlPrl97Edly9fhjPRGW+nQ+eahBhhCp6JoKNHj/br169v374REREffPBBjx49QkJCQkJCOnfu3KFDh/bt26uj6IJQCHHcaEWWAcWwN/AZEUYl8Mqp1bp1a27Jnp6ePj4+nTt3DgoKwssBPsokgpWVFcOyfPTIdLjQeJCfjkLFATRbW1v7+vriMEtLS8NTzF1ZUtnVrkjVxIFR2iYRvmWYR1p7SUXhA6KiLFIGiLktgY83tN28Oi/FqSITtHJzlZ5Dwok5T0BMScgWivMd0JSpnunaIUq6VKCMfjNFziA5TCKqOugWpRyi+dCzq+25gKbApXTi4uIUNYk/QWFeUx3ThDzlN2cuMCEhAQ3RxMSkdevWXPxWVlbI6AYGBs2bNxe4JM7jfwVNHcnIUJsm4vpXm1CKTXNzc54gnKbawiOp055TZDk7O5MM4uDggBmenn316tWYh8+cOQNwUL+I+KMzz8BJAF6ginLzbGxsrKysnDlz5ty5c2/dupWdnb1kyRIW1Q0ZMqR3794dOnTgKuJHs4yXKgYY5UKlQtTX1zc2Nvb29o6Pjz927Fhqaupnn3325ZdfQtj5+Pjo6emZmZnRgPMu8Q5IzDMXKu+b6GOWlpY+Pj76+vpc83p6elOnTr179y5biVTQFLeAxDupZabqtuMKATeRkiUe6caNG6XafmAVNEu0vFvJMVKTcTFj0/ehpHPly0/hr1yieD9LS0urq6tzc3OpMfv37y8deteuXXFrent7M3ErRjQOWhN8YJweao8CpNra2jo7OxNMxfuJrOfu7g5oMgGJ8tamTRtcRO7u7l5eXvjkeT5kKNoOL9W+fXspWmkF7LVDDFLQAg4ODl9//fUPP/wgjKROrScEsThYxb0Asyn8L8Wg+LdUYuSatlYE6zsvUlJSwnN02Co1eYCakWZchiaZiVCLTbnLYuTE7sZFxJDFO6A5UzvwBkkTLcZ1mdKBrJRIdgFNBBmc7dHR0cRrqg240JGyDIPOHbiUBb+Qm+CmgLgsa4uKimJMc/78+fPmzQNSyTZmrDMhIWH58uUdO3ZEeTAzM6OEYXJcX1+/efPmuI7UDCQBzT87fv+vUoEaGxtL7wmjB4VEQSrquTQ44iBRRSEnJycfHx8TExMHBwfcdvb29mZmZgMHDqQ/leuTFLVbyqEujRDQRD4W03JDQ8ONGzd27dqVlZVVUlKydu3a5OTkuLi4r7/+esyYMREREV26dHF3d1crCMgN4bPI7+CfTE1NPT099fT0WrduPWnSpM2bN48ZM+bTTz/t3bt3dHR0RESEnp6ek5MTM/6tWrVC5+EbAVMe4YIEBWxtbaE7eLuYRWnRosXw4cPr6+tVy8h1LRuxQsnN5M4hYig1oJTkWFZ5o6q0VUWAZpG23xXdRlp1mfBR44dlvBLCrlwJfxSvHy8lzieg4c6dO/n5+RERERhUe/fuHRYWFhwcHBwcHBAQgBbk6+vr6+tLsYkXkkkhSBsJyaZJl9lKdibzHM4rbj98WHCdwv+gOLm4uJBqTHQs77ZMarq5uXXq1Ik7pZeXFzd+cFOIJn4fXKL8IDc3t+Dg4EOHDjGxRrCTLBrgzWRuUgpAbl0VFRUkFgJ5lALM9pw+fVqM6+XaygreVd52XkR0PNp/mGVcE3wiEsmKBVicGExGYQ3GEQx3yUQZPg118V9dXd07oIliI1QjtSEQKWvKqRblCXCaGDYxWkpDrUIwKIwrnsQjwBQM5Vt4UFyfgsLqliGeDHkKW0oxGxMTQyZ8VFTU2LFjly5dunnz5oiICHZaNG/e3NTUlPshA0LNmjXTEX/ARDBUGE9pwykzdTxJRkZGfKNOSJLszEACQglBH8dgRJ4FZyqLtDjvAVB6Lomk5TrZvn37kydPysvLCwsLb9y4gSpSox0If3yuN2/eZCMunzcnxKNHj7DsoJC+efOmvLw8LS3t+++/5zYzatSoiIiIbt26YQyiIhb0pLiQS4V7A1SDtbW1mZmZnZ2dl5dXZGRk//79AwMDR40aNXjwYOYCJAafDl2ks1atWnFVixWUUsXW1hZGpVWrVhYWFl5eXi1btnR3d1+3bt2LFy8wjjx+/PjKlSsPHz4sLS2VGTip8jC0MmJEvUC5x3A6A9fShUkfpxLEIgdBxsmfFJ4ygiUkpg5Dolq+ZBYQH+itW7dmzpzp6uo6aNCgHj169OzZMywsLCgoqHPnzh07dsR75OPjQ/UnxiP5IPgsVIqT+42cKtyPmciichRaE4aa1h53J1QAcjyfr3jORO0RXHbVMhO496v2eyy69vb2vODatWuLi4vz8/MvatslsbjjYOf2w/vGaIZYFMSOzm0P+EPMEWsnt6JqZfHZdWXPOwypxFzJyim5Fu7evXvv3j2ydaC2hbnCjMUU75MnTx48eKBj52SiX3eMUoQUKQyp+MQmKSYh6j6KSmhEMRsxPQmVKe25mDEJRpKeneJRevAZM2bI2LuUmTxHzJ7inMcryj/FxMSwYDYmJiYyMnLZsmWbN2/++OOPCRunorS2tmZxlampqb6+vmo8kkIS0BQ0RPDhCtexJclzyIv7Q9CkCQViKKm4UYOM3Kihlmi1+JO7N0QV14OJicnEiRNxHRcVFan5FLTkMkXL/RPLt/phMxhz//79hoaG58+f//jjj1VVVQcOHNixY8fKlStnzZo1duzYTz75pEePHqQL29nZAe5/CJoyFcosHRQnvSFGpQEDBkRERLi6utra2uL558YjrgOkIVHMeB8ENI2NjZ2dncHltm3bspVk8ODBbAcDAUn6kGRZSs4qbfmBymFhVKrQErxv3rxZqcQplmg7C6VJF322WFvJW6StXhDBAd1ZMuVUWoCWXApeUavKysquXLly+/btlStXenl5hYWF9ezZs0+fPt26devSpYu/vz/tOZ5/IjWlPXd595BsTcEyOaPol6VO5y1VXegqVcrP4qLgdWjbXd7N8VRTkAU06Q9gBvhl2rRpgy165syZZ5SD0CNJz6Rnp3gEVXUozjJtTQU9PuUqGrpwoypzTSeBCnRVW09fWlqKX0LihJnvQAqvr6/H1U9tcffuXWxGsP9kvOLKhOB68uRJQ0NDQ0MD9uE/DexAwkaf+Uo71MVq9NpYjpDOwTh2WsybN09dbgEg4mwXJKWEFPkbFKakVWNBgFR5zvTp09l8S4ax6PhxcXGoQ5MmTVqxYsXGjRv79esHtLVs2ZLNvcRP2Nvbi8VdjSUWMZ2LXKQeLngVXunKBWr/DDTBBSR16UPBICHUpTMFH4EnAFSyFE1MTHx9ffPz89FhaUhV9pohGVH9JAqIOTkZRgQ6sYvX1tbm5eWlpaUtWrRo3rx5EydOHDRoUO/evYODg7H+2NjY8HsKXCJkSbodBCV2VAsLi9atWzMwSi6Om5sbJSQOVgpSdDO1EmcugKaS/z4cqFRMiMgk6cXExLCu/dy5c6DnnTt34OwrlIUWMFnSKUtkpGQdlSjJ9pSBuKPViUl1CqhYW6gtrNy1a9cEqVW4FHKZCkiew+9WWFh48+bNo0eP9uzZs127dmFhYdCaXbp0CQgIYJiSYo3xnt8TiHLOUGbKacM7TDcjoMm3c/OTgpRPE3oUbxkkJmcaFaiq1OscDGWo7KqdnR0cTtu2bdu3b+/u7t67d++MjIwLFy5I2DCikETPyPZp2eNCmSlOTFGEYJllnrJYSZ8im4O3t1QLQ+JOKWyppDFIbCAUzYMHD2QLQEVFxf3799m5gA1TmjYxadbX1z9//vzFixeNjY1Pnz7VtRypQ42TJk2i75aRc524I5hNEaw5KPeQttkOBHSKTwgalCZdCErxt4PRMl5JVatOFrHV8ttvv0U6FzjmlefOnfvVV18tX748OTm5d+/e+GNatGihr69vYGBgZWWFA9HW1lZlM3VyNhEuAE2ucB75Q8bzf600AU2EHQFNOeMluoahCzkdqUBxTUL2LViwoLq6msawurr6yZMnEjTJ/VDdDAFoSooidSjjiSyNefjwIatgFi9enJiYOHXq1KFDh3744YchISE+Pj4yF8TlJ8583AhcotwPhH+QfzIzM+MNb9myJdsyYOX4Lt4NicfHtilXu8xH0WCiEYkqFRwcfOTIkbq6ugsXLty7d49uV0aJf5+qKcEcDMBJFy+wqNaJOofwmzIKLUpFsbZCXSxQvwfNG+9uGOan0CWUlZVNnDixTZs2gYGB4eHh77//fteuXSk2ZTSIsDj1XsUbwrskX4OGyN+caZw/0hDQCuBMkFNLkFcKRmnAIVLl/i1P5qRVew4Ofj0EJQ/tcHV1XbNmTWFhoXTlOqsHYDnlQSkhi5TEe7F2idqj6kjyryqXIuOtpdrqCz4U0eiERcWxe+vWLca3mMp9+vQphaREEQpoPn369NmzZ8+ePeM5uqAp4+RUmszb/H4GnMenTJkieyUhQydPnjxjxgzBx2+1QzZ9S1gcmcQswyDFQyR1IQd4muhFs7UjNjZ2/vz58fHx3377LVoTDfvs2bMBzaVLl65evTo0NJRLt3nz5pSWzZo1wx5BjplOWJyApgAirnV0XjMzsz8M+BDP5u9BkwKzdevWnNAyAqSeqVIy0MxyZstzOI/JTejTpw/nx/Xr1wlWIB4RQfDevXtw2JSWPI4KBGrcuXOnvLz89evXTU1NbCg8derUgQMHKDajo6PHjRs3cODAbt26eXt7cw2I4q9aUBml5z+FK0AKSUtLSxpw7ASyGJmrVzp6rnCZp5Jik39C3sXUSXfPrLqrq6uNjc3IkSPF/0gLVq1FalNikDVLack7Q9UAaHL9IP5QmFB6wISKeV4QU1xHqEDqhI8KtWp2DhYWNSlZFe7Lysru3r27YcMGdgR17dq1f//+Xbt2DQwMBDTV0SBxQUqlyanCjQpOQ6hGsvhU0OQLPia4DnBWOhvOTxVMpb+h5ecn6vwaHCqai3uJDt3W1jYmJkZAU+3KOZiwkCFLqS6ZqlSX9wKXQijLPCuP6MQSq/MFfFLiXijXVglRmeKgIByLmys9+NOnT8kxoUmnT5fLShJk/iAaThZLqCHEfDF58mTmghj+IT1TRnTYFzRlypRY7YDZjNYOCYujhARbZc7yG+UAPVX+VHAT2efbb78FNImekxZ+7ty5U6ZMWbp06bJly7p06UL8pb6+PoqQpGESoi5GohbvHmBoSy2HWPBCpTJVcvPPQJMzFWciXSrwofY7ztpBZSd5NjImBNNEXNvBgweFnK6oqFAVPW6JJFHKBBjjX1A59O+PHz8mVZui9dixYzt37lyxYkVCQsKMGTNGjRr14YcfdurUCcOg9OMCmrwPctlw9XJlGhoa4kPiTcN9xV9FBQJkBXMBVhkNEKMrm0UY/mOqih4Q69i2bdvAIy4GkthRVAFNZFOAVYhFMXKWlJTcvHkTj4sKmuXaBjqdoSAaQ2ofmfChMaz6owPaVEgD1SaFfHf//v0ffvhh4MCBDAKEh4cHBQV16tSJoSAdkpGGWmbJgDbxhLlqMe90BqrYKI5gSUWg9hQikiIU65uALK8JCsvUr/pZq1253AW5pVGl+vn5ubq6Dhs2jNOMQ/p0DtndAl98VdsAqgKraomlVkVBkoF0NX9T5oJ4NVyfJSUl3FOlw6BP57MDKGtrayu1JRYPHjygD4PKlAuKkUoqUC4iXdCULEtZz0swMA7NcePGjRo1avTo0fTjVJoQkVOnTp08eTJrKVXWEnNldHQ0Wy4ENGfMmAH1KWymqEzAMXWuKPVqyRkbG0vvD+YCrPy4b7/9dtq0acuWLVuyZElAQABT0iKIN2vWjBW+OJBQJOi7f4+bLVq0EA+mTP6JaC4yuoy7/FmlyW4yHCFO2vQkZ6142kFMlaWiCXLQEobc3d1bt279zTffSO+JEoI+CHcpE2Bofw8ePHj27BljxdwhGxoaamtrt23btnXrVu69x48f37RpU3Jy8rJly+bPnz9jxowRI0a8//77AQEB7du35wqULkzGQ6E78QZKpWlsbOzg4IDkzV2HUUtLS0sxt1I/6lSvdOggMm07bybPFB6AuHITE5OhQ4eeOXOmTFvQipMZZKS+gJoo0/ZQ6ng56d9p1kreDYi6riQWS5kpU8xCjFzX8t5v/PmhOqKE95SosaqqqkmTJsFjduzYkVjiPwNNzAxqly3zi6ooBJBRHoojmO+VhprKkQ9O2iD5LHgm1SveMilFKWP5GshWXxPIpjpmarlTp06ZmZlIQCS6s+aXldRsA2YrQZGyYFUKTBnBAiWlLJVMOQlAEmlI8qUuXLjAwDGezSplqYmUpRUVFbdv30YN57OurKy8c+cO8rrc4ZDUGTmH46Kf0wVNkjTHjh1LRTlu3LjRo0eLHBQZGUlAHHD5zTff4LJk4BKQVUOJcKfPmTOHiEnwDjv6rFmz4uLiSHUUFz3ISLqHsKgiCknVCac5d+7cOXPmyLwm3GhcXNzMmTOXL1++ZMkSf39/PT09aslmzZox0odP08rKys/PDyhEHFdxUybTSZEgs52uUzQiNbbjLyxHgguWlpZ4kjkp6adknANaSpQfFy0GSYpNoDYoKAiwKysrE/5FQPPJkyfPtIMPu6GhobGxkWKT5uL58+cFBQXZ2dkYPnJzc7Ozszdt2rR69epFixbFxcVNmzZt8ODBwcHBhB79oXqOy1J1R+ETbNGihYGBAdD53nvv2djYtGrVSoyrvGmgIQQo9aZsTpaPw8TEhMYcCJa6qW3btlZWVq6urrt37xYXNO0YFSVfo/yUlJQwIqnam4XkoirEiYmkQMmpFolUJZIfIWUpzxGJXD14XCayxN7AUVVVhQRXW1vLmK+fn5+Li0toaGhQUBAYSnuOEISGLiZNqTRVHZyPRlzrPChjqdKqy3vIBwpDwtPkXoVDDueQyFDgMmcgty5VERIUtre39/LyYpTIw8PD2tp6y5Yt+I3IPQI0WaZGtiGeJBkYF328VIttL9VCnXV2zUsFqo5RItbhT8IlCnqWa9vuuAtiqLh58+bDhw8R0OGay8rKVBgtKyurqakR+RQqDBLs0aNH74Dm2LFjR40aNWLEiFGjRpF4ROEJGvKvo0ePJkoDqJJYTEmQGz9+vBSMNNpTp05FqImPj6fexBjPbI+EbqiNuVAEoDYwLbYkvlGozNjYWIrW+Ph4xoQoRX19fdmq1qpVK319fWxGzZo1Q+SFubOwsKAOhfps3ry5FJJqOQkgsiEDTAR/wVaSOoEDcbZLBpqdnR1wQLFgbm7u5ORkZGTE2BkP4tPkhk9PxOkoIrKHhweBx2vWrLl169a1a9du3LhBFCC5XtSVNTU12CMaGxsbGhqePXvW2NhIjA2ffVNTE6w2I31ZWVnp6el5eXnx8fHff//96tWrZ8yYMXny5I8//rhXr14S1CjDJPxuNGvyq4qGw00CKDQxMYHthQsWsxG3E8pz7ij8lWvYzMzMwMBAqhvuVULV4UCwsrL66quvLly4AL0ryo/04GJGAbCwmlO50LLV1dWBudSb1CMlJSW3tL1DqhwPIst8Oh06orw45ClAJNxTDLNgKPYGkm5v3rx5//79W7du7d27l9KSxTv+/v6dOnXy9/cHeiBkyO9wc3OD4AYr7bUYVg+wtSEAACAASURBVFXLdtBCXlRLEP0KHobWWrQrXTYLCGQcS1WZxDzPj5N2ntuYnACgMJUptnZgmmwkNze3SZMm4a88efIkEHbq1CnKRuxHMuqDxfLs2bM6uSeCdzpL5+UA6VjuJL6lixcv8vpFRUX0BMXarpFKJUERmZSBWk4kWnKRCiQYjK9x9dHPvQOashWSFDiJH5Yv2IEeGRkJaKpBcOriM+Z2VKsmf0XvFl4S7VvC4qYrB5gLhUrZ+/XXX0uwsXiYkODBX6Bz9uzZ1KGJiYkBAQHNmzeneKTSpFWn/HR0dCQ/3NjYWG3JdUYnVdAEBbjIxblJJSuuQ2yJ4q0Ryg+aD6wRpgn0oQumdeXM5jlS3Lm5uZmZmfn6+lpbWw8fPhzFAxGwsrKSlQaVlZUPHjyA3GSxeH19PV80NTU9e/YMk2ZjY+OjR4+ampoqKyt37969ffv2nTt3pqWlJScnr169etWqVbGxsTAtH3/8MeN95NxwpVF0y7QoSCdXkVq2qFSGzAiocc7yTuKE5b9sYWHRokULGQrgp8iPsLa29vPzI+Rx06ZNtbW1XBjlWjgedaWMVFIMIr8gIIiIVKIlMKKG08FJN12uJHeUaHt6xf0uP06G7QQ0uYZlNa5Ez/Egaiz9QV5eXt++fX19fTt16uTl5eXt7U2rTmxH27Zt27VrJ0GZwmAyxuqoHEKCi2dLLEFy/gB5QKTcfoSblkZbnfSFLRXQFMleqlc+a5Ux4CNzd3fHtDtkyJC8vLzz58+fPHmS/vrUqVPnz5+H4iStHTClID1z5oy026qMrg5iXVUOcBNCRrJlqUzZt3758mVOAx6XLDhVC7p9+zauI/56VzuQgPikZCOIiOzvgKYsoZSRcOCSEpId6CzAQEBX22fJvkRGxzuJaM48paxBZ8JSFqAzIySHOkr0tbbonPafzCQmf6g0BZ3RndhzOW/evPnz5yclJQUFBUl6pp6enr6+Pm04XxsbG7OYxdbWFm29lZYL92fiuFzwhkrikTiT0CjFyw1kgIBgjRjdLSws5NZNt2VjYyPLL6Wv5wxmANzIyIipUA8Pjx07dshCsRs3brx48eLx48cVFRW0Ejdu3GBB5rNnzxAEZbUWrfrdu3dfvnxZVla2atUq3rEFCxYQ4b5z585Vq1aNHTt26tSp48ePHzBgQJ8+fTp37kyrbmNjIzl4lNuUHiLgyHglNwySRlXRTCJOeH/krQY06fG5A4GhokXAzXGfc3Fx0dPTGzx4MM0y9QjnvXTWdFgycldaWso1JqFEJSUlpGnAV9KDS0pmxbtZOLSHEpFLJctNizYfWITuBEb/8EBJ4PlFRUVffvmlp6cnoUTt2rXz8fHp2LFjQEBAx44dOTOp9GWwFbVQHOyOvwvOULt1gT9ocXWSR/4Ka0TBqL6ag4MDaceELQkNKofoeJzS1tbWeD/kC0dHx+7du7O49MSJE6dOnTp79mx+fv65c+fo0Dlwv5/VDtzpxdrKEFCVRS9yqLh5WVvHhN1dYqTFD49VvkTbfs4JIE2GcCYyBKGmakJqkbsqLvfHjx/X19e/A5rixJRZSQ5ZBilFKCSjwKU420Ex/J4M6oCboqQDcMg4c+fO1Rk8lxlzicuUXUCsBoqOjhbPPAWmamyidOXHJSYmBgcHC7o1a9asWbNmXKXNmzdHEXJ0dIQ2srS0FLn896CptpYiB6n2I0NDQ+pEVS8yMTFBSjLRDvp3zjYXFxdadSKHmYqhTDPTouA5Ha2srNBY+C5LS8uIiIji4mIgo7S09PHjxy9evGCq4dmzZ9XV1ayCqa+vBzQpOSE9Wfr25s2bysrKpUuXDhs2LDQ0tFu3bitWrNi1a1dKSsry5csTEhLmzp37xRdfMEseHh4eGBjIykxHR0f+m6rqTdFhZmaG9U9oSuGC1XATNQNf5gVASXiM9957TyJOhBAACDw8PMzMzNq1a2diYmJnZ7dr165Xr17RL8vs3XUll5svKMyvKIskKysriYniDaQMkYuKCvSmtru1qqpK0iJEOAIcCf5ARhfyFMWWAhMXLS9Fq15bW8tnd/369VmzZqE4U1d6e3v7+fl16dIlMDCQXWZ4GDw9PYE5AS+QUfxAOhlIUldy4xEcFP+v2DC57dHrqEYOe3t7tdKEiHdwcBDqWeCSj4YF9w4ODtbW1lKZenp6bty4kT1X2dnZrEHHbCRjQhyqLUmi8gsLC2UQSKf2lKO0tBR1iNqf3pwPC8kIwwN9A6OWEvlRpu3UgqKRcTI+epkLkm5dQPPZs2d/EA2n1psUjzp7H6WuFKSbqu3jnTlzJtPoNM605HFxcfHx8XFxcXPnzkURSkhISEhIwGUpzbjoPFJvUp9iaRJNCczF9UlLPn/+fBlDoozFAB8YGEgJifgDUKrJ7S1atHBycvLy8nJwcABe1TkfnWFzHZWccpLJS6pUdUCQrwVPRR2SZtPJyYmTjyA40BOYUOM4qRdMTEwcHR1btGjh5ubGc5KSkoqKimpqaogme/LkCe2hGsENp8kX9fX1uJFevXrV2Nj46tWr6urq1NTUyMjIjh07+vj4hIWFzZw5MyUlZf/+/SkpKTDIEydO/PLLLz/55JMPPvigd+/eISEhBN7YKkHL/JJU03RwtNXYEggYNlIOdWWIyoGAkgjuuLVoIRGCqKGcnJxghN3d3Q0NDQcPHgyrJdhEh04JKaHFyKZXtYXaYCJf4zSC1pRSFDCVFpvgD4lflCijmpqahw8fUuzThqvOdsFNQUx+tzt37uB3qaurW7NmDXvPwU0WVwQEBISEhAQGBjIdhNEdYRD4E7ev6DAinUvnjp8BUNMZK9Ixq8thr21d5hSV4UhoAbQg4aNpm6REhZSnF3FycoKEtbGxSUpKKigoyM/PP3z48IkTJ0jYLCgoYF1lXl4eq8/z8/MFOtlgQRwcw0LXtFXpYuEUI2dpaSliOh8r9SmvIEGoEtxXVlbGP5VqOwe5+WGGr1BS46q1Dc8qxammEb8DmhIHN0Xb/kjJqYZdqsYgMZxLzIeaoyHc5VztAOASEhIWLFiQmJg4f/58zO060R4S8CE5SSCprBjSafMpY6Oior799lseJ08zKCjI2NgY0GSZGnFwgoYoQpwQaLX8k5rT3kqJzuSyF/M2LKdkfPA09TmcYbCZnI5UlJyycH/Se3Jmi2lc2nPOSENDQwYK4Ra9vLy2bt2KwlBeXo4ZoqqqCo8uolBjY6PQmlSd9+7de/nyJQ7ekpKS3bt3z50794MPPvD392/WrJm/v//MmTPT0tL27t07b968lStXfv3112PHjh02bNjgwYMHDhzYt2/fwMDAdu3aybyQGDmFl4DltLS05I6CXC79uCCmlO2iqsNjIgQJ/0tJK7SvmZmZl5dXq1at4Oasra2jo6OrtPxQ6c2vazuRqrTdrTp0JN0x+EgZUl5eToUilaa6r61KWZBA5UJVcv/+ffo7kJqe/YYW3Pn7A2WfX+/WrVuZmZl9+/b18/Nj7ot31cvLq2vXrmFhYYGBgV5eXojpRP1LkYhsKFIMiMm7pIKgOiuhjvHI4fDujKzcCFV7nKMSHc8nq97+5TYJBPOa/LYWFhYTJkyA0Dx8+HBOTs6RI0eOHTuWm5ubm5t74sSJ49qRm5uLts4ec/yYoCG+IsrG8+fPU6jKiJE6iClLnMQST8WKyAPxTeFZoS0f5XOXs0K1QwiJiRYkG9Y4dCtNMTxO1VZWyMJe1WcOimHApLIT0KQAVEFTBTXKzMTExPj4eMklEqBUCU1eHxsmX+OTp4BFDhIJCHhlGp2Jo3nz5nXr1o2RPtaoUWAyNwkgMi9EqhXXpAji8oVKa4qyARTC2UGDSrSHjhsJ9ORc5P7M6Y612NDQ0NLSkmWE+Hjo2aE1pRXy8PBo0aKFt7e3ZCrr6+t/9NFHWVlZzJIzTivmsrt376KhM/WFXA5oPn/+nOSO8+fPr127dtasWZ9++qmzs3Pbtm19fHxcXFz69OmzdevWI0eOJCQk8E5GRkaOHDlyyJAhERERPXr06Ny5Mwov1YTquBQ2lr+aKcPmIo6ZaGtCKKjNzMyMjIxatWplZmbGNdlKC5GzVeKUqG0Jo6M4dXZ2btasWdu2bVNSUmjDVdv5DS39V4bqrmk7fGjkuZzww8N8yfoEoUerq///da9/OPmDhV6VerkCf08UcEHy4uSGlJWVnTt3btiwYcz/wBojzvj5+YWEhAQHB3t5eRF6hPFIwAtnj/gogS1OYw510hxg1bHccsjAgvTalK6W2sIrvktn7ohyQehsvlF1OFHMWlhYhISE7Nu3r6CgICsrKzc39+jRo0eOHDlx4kTuuwf1Zl5engqI6qGKRTKXKfgowR+yV50UpXItS79Si55C8YPRVtcNVfxuWwzNuJqwqd6V3wFNrOmgEhbIKdp2SUkbIqINgFNFcEATSpHemd6cujIhIYEmGtCMj4+H06QwFOlc1loIBFP2zpgxg64cx5KQpGI2EpgmZ3PmzJkJCQm9evUidZggONCN+GHyNI2NjZHUGTixtrZWnfA6sUbgoJCegpsSS666ONUOFGGdLpWoNFNTU4CgRYsW1tbWH3300UcffcREjYWFBSWtaM0mJiZUoEjYGBWtrKzee++9iRMnMn+NARDW8smTJ3V1dTDWrDrhQdDz9evXL168ePHixfnz5+Pi4kaPHj1w4MA+ffq0a9fO0NCQsqVPnz7btm1LT09fuHDhvHnzpk+fHhkZ+eWXXw4aNIiACeZQaccEImXKnsaNKsbKyoo3SnCTNwrEpKnnc8FpYG1tzc2JklyKWe4l9vb2RkZGdlo4RatWrQwMDAYNGiTLDGTGUZpoAU2Vt7p+/bpY9rD+UXTwZ5WyZOm6lgnPgwgFXD8E51RpiVNStFZUVOhMBPG9jCFJg4+OP3nyZC8vLz8/P6LUOUPc3d0DAgICAgIENJkHR5zhcHR05Jaj2i2lNmSKjNVs+DelSReNCDCF/bRQ1g3wiL2SxeWoZSZwmxRVkxfhW6QhEE6AVmndunV5eXlHjhzJz88/ceLEsWPHTp06hcsdo7vMC+F114l5Bg1l8hLQRB0i/pnPiEBoCE0QVvxkEpvEacAnRWKxtPzilMDyWVlZWVtb+/DhQ3VVDC0FL6gLmujUsilXNvnAUdKJS/yl9MviKwLagMX4+PiFCxcuWbJk6dKlixYtAjqpLhGIMLfjUZdXluAPIFtdsDF//vy4uLi4uDjafL6GzQSOly1bRvmJOjRkyBArKyuiOv7s4F9NTExAMVNTU7UaVVM5UJBoJKWppIxCq6HXBqZbtmwpUxYqx0fVaWZmRntubW2tp6c3YMCAvXv3Ojk5mZqaurm5tWzZEmTBhE/qEndycS8BTI6OjkuWLKmtrZUlUHfv3n3w4EFDQwMcNry1sJwvX74Udejq1atJSUmffvrp4MGDQ0JC3NzcLCwsMFRbWlr279//+PHjqampGzdunDt37pgxY0aOHDlo0KD333//k08+CQoKIpPR09PT1NQU2zmgL/OjdtpWD/FscsPgv8D9gBZP+nRra2tHR8dmzZpZWVlRb0pZZG1tjbNVqiTIX+5SU6dOvXr16u3bt4kIq6ysfPr0aUFBgU6FKHPlMFxSflL9yVA/MyFVVVXUFzIxckvbiC3MqU40nMwI6djaJSUaWk08Lnfu3Fm3bh07Oz09PdF8wC9vb+9u3bp5enr6+/t36dLFx8dHFt7J1lwBQZkU4HutrKyggFsroQeMh3OfA0ZxVtpr6zG4/3G349TC18EtCoMH86z0ARSkkNp8cLJDWIR7Y2Pj8PDwK1eu5OXl7dmz58SJE4jpJ0+exHIEv4mSnp+ff+HCBSxHdOW8XTk5OSwWZI6ooKCAspQRTNWihJgOwiKpc8eiH5eZS/CRb+EEKC4urq6urqurw8MnnHWNtvOZzkDi5t4BTcYlpbSU4xtt7YQ05jTpACXVospgIvvEx8cvWLBg0aJFixcvTkpKAjFVclP0HHERSWwHB705LCpaPOAINAOaBCnxsxITE6EXeM1hw4ZZW1v/NWiy+kK8QUJTSoSHBMGhEXHBI1awNQViFHSA1ONUNjU1NTAwMDY2Fr5SWm+MomZmZoDOiBEjysrK4uPjTU1NWapja2vbsmVLe3t7T09PbMnW2pYhKeUcHR2bN29ua2u7c+dOwjjgy1B+iBigMSe5/eHDhyAm47SFhYWJiYmDBw8eMmRI9+7dfXx8pIgwMjJyd3ePiIjIzs5mIHXRokVEpn711VfBwcEfffRRUFBQaGioj49P69atuSDt7OwMDQ25DikwTZSF70KHSQsP9uE6QNXFENOpUyc9PT20cppBmDLePVUlE87OyMho+vTpeE0qKyvv3bt39uxZ3EiVympfEbKhqGpqaiq1xCOedvXqVWaQJaahurr64sWLqAES+VGuLDUUuBT1QGzt17UtNJSodXV1/DguRaZgDx061KtXL29vb2R05kTNzMw8PDzwbLKoklVrjJk7axuBKB4BNRlC5RYuznbUbVDVxsbG1dUVGxOD/FT3TlrikbiI+FC4HGjVhQSQKpIPV6aM8DAJr+3o6Ojh4dG6dWs/P78dO3YcP348MzOTAhOXOzXjqVOnTp48mZ+fj5iOvA7qXb58GYvl6dOnAU1hOc+cOQNVKon6UqLKsnVYTjEqofIRhAoxDRsDhjIqgmmsSlnbx91Rza/iEV1zOyPnEms0TVspri6DlGlxnUVAsvUMIKMTX7hw4cKFCxMTE+Pi4uRfATvaalHDITfVrbzS+FP8yjimDuyqS9Yk1J3e09HR8X9FTIpKkbktLCzATYQjDDF4jNB2W7ZsyQkEqnKrZ3+Anp4eGGpvb29sbKwuKlAd4DTa4Kmenl6PHj1wWQ8YMEBPT8/GxsbZ2dnY2Jj7tgANoGOsrXVk7NLJySk8PPzixYuNjY1XrlxBMadVl8QBGQJjpzNIevXq1cWLFw8dOvSLL77o3LkzMz9ckIydGBkZffHFFxkZGfv27SMecPTo0REREZ999hnD6d27dyc6t3PnzugG/v7+HTt29PT0pDBkzofSm3LSwMCgWbNmhoaGXN5OTk4tWrQQiZz/y6FDhyIjI8PDwy0sLIyMjFxdXa2trd97773WSgad6noBMtq0abNjx467d++iAFy9ehVfESKpFA4yol6ubaHhCVTrCGWvX7+uq6vjMqusrKQHV6lJun4hBKTrl8kfJogoUaU8Ib2R7p5cu5qamqKiouHDh/v6+pJr6eLiAjvB+wnZLTNCzFY6aZHpwlpSYwpBBGhKgJarq2uHDh04P1203b9I3kxJCharijyElbGxsa2traurq5mZWefOnR0cHFq2bAkavvfee1S7zu9uZpdIJAcHBzKJY2Njc3NzkYD27NmTm5t7/PhxlB+R1CkkMXXJ5DhNdH5+fm5u7pkzZ9Dcz58/X1BQQK1K0QrmoiDJnkuqTrQjaecpYPngJKtYLL3c58S7JokwjJxxOyQN6w8COyShA6iScg8HkoQSwX5KDDugKQgIqMXHx+MuAiWF5UQFgpGkckTJUaVz6lbZMSnOdtCWrpwnAOsAOoNDUVFRiYmJkydP9vT0hPn6a9Dka5g17sA04zxIJ07J2axZM+apmzdvrqen17Fjx1mzZh0+fDgvL2/Lli2DBg2ys7MDIFq0aGFqaipj71LMcsHTbnt5eRkbG/fu3fvChQslJSW7du1iH5mpqSlnsMwa0X/JKA5/NTc3d3V11dPTGzt2LOq5uCIw5UJjc4hnArqztLR0xYoVn3/++YABAwYMGECzxhS8q6trx44dO3bs6ODg8Nlnn23YsGHLli1RUVGU/1988cXQoUO7d+8eHh7u7+8fHBwcGhpKBzds2LDOnTszogecAY5cYCTUskqbsDsXFxe8VkZGRgYGBmZmZr169bp169Y///nPffv2BQYGmpiYtGvXDmwVk7ZMCsn74OzsrKenFxIScvr06crKytOnT9+5c+fixYuUBjquSUQzkp9khwyoKjPjd+/ebWxsfP369cOHD7nAIEBlwpJDXNMiqfOzKrUtF/yryPHXr19/8OBBTU3N/fv3CwsLr127dufOnejo6E6dOrGgvF27drg4QMB22uGpHbTnLtruCpBOxiIFNEFDAU0qRBl+5f4k+/J4ERlX558Yu4JHgu6fMmVKYGCgnp4e91RDQ0MG1ShjhcqkIgZAsSr3799/79692dnZBQUFe/fuPX369MmTJ5mwRPgWyySxMrdv35Yq/tq1a0JoHjt27NChQ7m5udSnPAL+0uzrkKGsJ1LXbEgM3TVtbb3070LgICHiM6tUkv1kP0pVVZUuaMrkz/jx42XB5J+Bps4AD5UgA+Yq7Sg+Snp2HJrUmHFxcQsXLhQLkSRm0vXLrCTyDlhMjy+zRvx64oICNGfNmpWQkDB16lRvb++/Bk3acBCQRA+h4UR2lziP5s2bU4fSXw8aNGjz5s1nz54lZP/MmTOpqamJiYmsdfvuu+8WLVo0f/78WbNmTZw4cciQIWFhYc7Ozi1atGCoxsTEBH7zk08+yc/PR8VbsWKFvb09+XV22s4JyQfSUV2wmnMJpaam/uMf/7hw4YKYy6iJampqJByQYCtws6ys7Pvvv//888/79u3bo0ePsLCwkSNHJiUlrVmzJiMjAwP29u3bR48ePWTIkISEhGXLls2ePXvcuHFDhw6NiIjo2bNn3759g4KCsHm6u7t/+OGHvXr1Mjc3JyTfVltCaWtrGxwcPGjQIEk2IE8AG9PAgQMnTJjwwQcfsGIsJCRkx44d3ACioqIQ09EZ6CWttPgP1SqIB8vY2PjLL78EpHDkCcaJNY9L8YaWdAmTRa4iM+lMzglfSetNNBH9PupBqbbcXKR5VWvSKWTE/V5WVsZ/ra6ujqyK+vr61NTUbt26wWx26NDB1tZW5iygDjE2EAIgyeqUh5SEODG4K0tDrTo3JbfNw8MDb5NqhnfQsp9FILKxsWnevDkCPXjq5ua2adOmyZMn0x/AxkAu2dracmMzNzeH+keyc3FxGTBgwMCBA+fMmXPq1KnLly/X1NRwJ+PdIw7j8ePHjY2Nz58/b2pq4uTkfi8ryNmCV15efvbsWUpOaE2ZKTp37hyoSoMPnqpB8RL2oWYYyxY8ikeJpCJvhc6PBkJmHMR6odueM+tNlNHEiRNhM/+sPRf7kbjZ582bl5CQIDqPtOEcAIos84H9XLhwIc+R3bxi2AQKqRwBSlRy7Jk05qphk98TTJ8/f/706dN9fX3Bvr+uNJkRwoGE2ovUw4C5rBIyMTHhu9zd3cePH797924+J+wUhw8fzs7OzsvLIw4rNzdXGGhEvZMnT+7fvz81NTUqKmrixInh4eHYTUaNGpWdnQ2PU15e/sUXX2BvNDAwMDQ01NfXF2XTTgvchKfH2OHv729hYdG1a9cTJ06gBcHZVWu7dGTpBTI6gVdVVVU7duyYMWPGxIkTN23adObMmSdPnjQ1NdXX1//73/9++/btP/7xj7dv37569SotLW3evHkbNmxYvXp1dHT0ypUrZ8yYsWjRoi1btqxfv37UqFGMsvTv379169YyamVra6uvr09bN3HixDlz5ohqx1kRHR2dlJS0YMGCFStWzJs3DxpnwoQJ0NObNm2KjY3t0aMHK20hIqSqEmM8ZIWVlZX0ttOnT4cLk+lvsQ2p1wBXyO3bt588eVJfX3/v3j2KxIqKinPnzu3fv3/jxo3btm07ceJESUnJxYsXob1QgRCOKrTQYtW/yXUlSR9qNFxlZWVRUREaOvaj8vLy+vr6wsLCzz77zM/Pz93dnTBKJiZMTU0Zw3d1dcXo7u7u7unpic4OAsIk8rZAhsAv2Wi59621MDecs9xiyXBzcXHx9vbu2LFjUFBQt27dQkNDAwMD/fz8cNQ7OjoSI9+2bVsHB4eOHTsmJycnJCRAsPr5+XXu3Ll79+6BgYF9+/bt1q1br169Pvroo+HDh0+bNm3x4sWbN2/eu3cvUFVcXAxTRACCxCC80o7Xr1+/fPmysbER0BRO+bF2yFpAPoJr167RqgOOsolIDsQlCkwhNyUEXh2oBTRlLlbMaiB7pbZLCmDFK3br1i1dIWjcuHFjxowhHU469L8QgmRFGugmqRyUnOQEi/jDX0E6qUaFmsSD+XvQ1DFpMhcknnkqVl4K02hsbOyMGTPi4uLmzJkTEBCAi+j/0p5zGBgY0BSrMz88YmZmpqen5+zsPG3atAMHDmRlZe3evXvPnj2HDh3Kyso6duxYfn4+st2VK1fOnz+P+Zm0CNiWIm29/ZUrV3JzczMzM3fs2JGWlnb8+PHs7OzDhw8XFRVt2LChX79+AQEBZN4IWIjzEelZAoGgwOzs7EaMGEE5U67lVFP7QOdVVFQgDYMmZWVlR48e3blzZ2Zm5vnz5zkzGNd9+PDh3//+93//+99v3rz57bff3r59+9///vfSpUs3b9588+bNtWvXnjx58p///IdzZs+ePaGhof7+/s7OztjOEYLRH4KCgsaPHw+RnZiYiCq4ePHiRYsWJSUlLV++nK+XLFmyfv36LVu2rFy5MjExccGCBZwSWNO++eab0aNHjxw5kl3hPXr0CA4OZpaGSAsnJyczMzM/Pz97e/uAgIAdO3bQ1slGBLk8eCu4bumXkWhPnjx56NCh7du3L1myZP78+SkpKWfPni0vLz916tS2bdv2799/5MiR06dPE2CMPZNiXJxGZdqWRFUFUlUjfE5I59zM4Drv3LmzdOnSXr16OTs7g1ncm7FPYEpr06ZN27ZtEdDbt2/v7OzM+K+M5Nvb26OSMYMrLlcZkfTz8+vXr19kZOT8+fO///77bdu27d27Nz09ndP42LFjOTk5R48ePXjw4P79+w8ePJiRkZGVlZWVlbVnz55t27ZlZmbCNhw6dGjnzp3p6enUBwUFBZzSlVoeJcnnnGOycgLpEgAAIABJREFUYfzWrVtsWGlsbHz58uWjR48aGhpevHiBlRg3MXgqiyWY0QBGnz59+vLlS/aaPXnypKamhnkhRi0pUHJzc0+fPn3hwoUrV67IHjexx4OYorNf0/atV2pbUiq1TFU4FrmOdKYVIHx0LUeUmVSaEyZMQA76M8sRBaOo3mya5EGS1XVAE8SkMJRMTAl1FweotOcqWck/4UPSCemQv1LJJiYmRkVF4TEMDg7mFPwz0AQlcWUiU+jp6UFcwhARDYl2oaen5+joOGjQoEWLFm3btm3nzp379u07duzYkSNHLly4cO3atXPnzkFRc4OlaxP2RD4hGeGiMeRDLSsrg4i5desWQxQnT54ElNevX79q1Sr+XyKUTZs2bdy4cQxrkRQVFRWVkpKCeshPl1cuLi6mkpUNi8TPnD9//sGDB7Im7N69ez/99FNDQ8Pt27fr6+vfvHnz888///TTT0BkU1PT48ePf/vtt//+97//8z//8/Lly99++23//v29e/fu06ePjY1Ny5YtkR3wFXTu3HnSpEnJyckg48qVK1NSUrZu3bpx48Z12rF58+bt27dnZGSkpaVt2bJly5YtixcvXrt2LTvZV6xYsWTJkuTk5A0bNixatGjhwoVwO3h7ZT/K6NGjp0+fPmbMGO7rU6dOXbVqVXx8/IoVK9asWbN58+Zdu3alp6dnZGRkZGRQ7G/evDklJSU5Ofn777/npyxcuHDx4sWrV6/etm0bY385OTlZWVnwaJmZmWlpafv37z916hQeaa4o8bQzrgcxioBeqS2loUKB6wRMyfqsqKgoLCx89OjR8ePHP//8cxcXF39//4CAAAsLi+bNm3PekjJjZ2cniyEZRQc0xe5DLYkcJKDJn46OjmZmZhERERs3bkQtOX36NJwSazxQnCnK5KSFBWZNCLZf/iOPHj2ij6GhgR0miRKwYzcZ1rdnz54Re15XV/fTTz/dunWL7hsDHL4OqS7v3r0LgNbX1zPMxvcCxLIJ8sGDBzdv3uRGyBdnzpyh4MjOzpbxdunQ5f9FtgBXBBXljRs3ysvLZeOTdCQ3tHVsktkKx4XEpysEicdItlFikwQ9AS/VTUkFqjremRGCzYS+FB875ae40FWpXf4VkR1olilyfpY4nKhtJUZTFCEJo5s+fTqPT506deDAgdyxDbTFk+o+tT8DU/EbSQMoWzH69esXExMzfvz4lJSUvXv3cqMGKEWh40OS5FpVK+BWRodI7aO6//iajU737t2TKS6xs2AZ42aIwYhXkBIS4y69JAUR/QjtCR0lO6lPnjxZWFjIS0ngYFNT09u3b//zn/8QhnT58uV///vfv/zyS1NT0y+//PLrr782NTWxYujXX3998ODB3r17x48f37Vr17Zt2+IxCAsL8/HxCQ4O9vT0jIiIWLBgwdq1a5cuXZqcnLxjx47du3cDmlu3bt23b19qaurOnTv3799/+PDhrKyszMzM3bt3b9u2LTU1ddOmTRs3btyyZQt/Xb9+/erVq9esWUPo54oVK5YvX758+fKVK1eSaLdq1arvvvtu3bp1mzZt2rBhw4oVKxYsWDBv3jxxX8iiQDoVbsaxsbFg5eLFi5cuXbp8+fJNmzZlZGTk5uYiU2RmZn733Xf79u374YcfysvLc3JyUlJS1qxZw3RzqbY0TZ0aUt1IMoLJsJbOTDoXLTmes2fPhtPs0qWLvb29pJYgJLZq1Qr/GTzmH+40pdxGh8S5YWRk1LZtW1NTUw8Pj61bt168eFHKMSgjyW0q0w6RRDBmoR+K/xcno5qGB0TW1tZCTTK2y6FOVQCOVJ0QJpzkFKE8XlFRAR3PjEZjY2NTU1NDQ4PwJ4y01dTUXLhw4ejRo6Va+DSxKYWFhUQd05ufPn2aKkGWMJeXl/OFDJ7XaNvV5c6nM0ErFSgfMV6x6urqd0BTJB01PxjNhyoSvNMZBqdU5HERvqX6E9EGZPx9FKawk4Rgzp8/n+lJVvuC4DLVTnU5U8sexq0pDT49IH6jxMTEuXPnjhw50t7eXtpwjv8LaPKFOlGOaP7pp58uXLhw5syZa9eu3bZt26FDhzCdqTtMxFirJqqK8YUbODw39I0sjGSEnP2isu2HpSUIu8LQQc9JVoVkOPIETkqESPGaMc9Ae8g4BH4aXoHepK6u7scff3z79u2vv/7K8rUTJ040NDS8ffv2l19+ef369Zs3b/75z38WFhZmZWWtX79+1qxZQ4cO7dGjB3yip6dnly5d2rVrFxAQ4OPjM3z4cLjs5cuXb9iwIS0tLT09PS0tbfv27Wlpaex0S09PP3z4MAN2mZmZe/fu3bVr1+7du3fs2EEtv3fv3n379u3atWvLli1paWk7d+7cvn371q1bU1NTt27dSh7oli1bNm3atGnTpq1bt+7atYsfsWnTpi1btmzYsGH9+vWbN2/eunXr5s2bN2/ejGMf4E5LS0tLS9uxYwc/CP9KYWEh2tHp06f5JUFqKuJDhw6tX7/+9OnTCHc6E3gCnSpJwhewzCIpCMLCn2RmZnbp0qVLly7BwcG+vr76+vqUjciYbExycHDAeIQsLrv5BENpyeE08W+2atXKyckpOjr64sWLKFTUSpifqH9VcOQMFItFfX29BAxS+oF9sn4Kn9adO3dYEwBWPnr0iMrxoXbIGnEZsuK2IdOonKhYGiS/kqQMygVMx8hHt27d2rp1a3R09NmzZ69cucLFde3atbNnz544cSIrK4tBo3PnzokDqaSk5Pr165LsR+0PMpZr608qlBV40hBUaktQKC+4z70DmuCdTHyL8oNhEzxVM42EWxTPEHCpbu5VcVb6cZ4pzKboA4Am38JWDLBbQFOaejUtCRKA6zMpKQkURk+YPHmym5vbe390/BliGmjSEPWp+DSNjIxCQkL+9re/jRw5cujQoQsWLNi5c2d+fv6ZM2fodzCFoegRQqUOIUB4cTbg1IOgwXmOTwj+m60VcspiVidlg1sxidO3b9+GCeIFKVE5+2HK1IAWukXCrmlJUDBv3rxZUVGRl5d36NChS5cuNTU1/fzzz//5z39++eUXst9pbOvq6v7nf/7n559/fvDgAX36hAkTunXrNnbs2Dlz5oSHhzdv3tzNzS0sLMzf379z585EyY0fP56Pfs6cOQsXLly7di31Y0pKypYtW3bs2JGRkXH48GGMI0ePHj106NDBgwcPHTp0/Pjxw4cPZ2RkZGZmZmdnHz9+/MiRIwcOHDhw4EB6evqePXt27doFOEJfALj79+8H1IDgw4cPg547duxIT0/nxTMzMw8ePLhv376DBw/m5OTk5uYeOXIkIyPj4MGDx48fZxHI8ePHYcr279+/f/9+JqP379+/Zs2axMTEhQsXfv3113v37sXrLnPocmeS2kRAk85dDCviRuJxLtGamprhw4ezDL1Dhw4GBgYSEANBhDSEc8tJW7dHrqAsR7G1tWXqDC3bzs5OT0/vo48+KiwsJOS/rq6uoaGBk5CIVc43WS0lJ1tDQ8Pz58+fP3/e2NgIbgKR4Jokp4mzDR2cf+Wsq9a2hPLOVCpxU7RiMEXC9V+6dIl7lfD+0MR8I7jMZkoWDYwaNWrcuHHffffduXPnqqqqLl26hG1TdmkAmvygMm0FKXcpKWIqtXlWEfcwlkmLQJMntzqso7qVJqWiOooDSqKPy2pyQo9IzwSk1FEfVFGxFkkIMfQ/aR3077D+wN+CBQv4WrIyBaNVOWju3LkLFixAbF2wYAGWT8lDSkhIYNfbnDlzWOeNVVM0dJ0m/S9AEz1dmnRjY+MuXbr07t2bEJrIyMhVq1ZlZWUdPXr02LFjJ0+ehH5mjRTdgQQQ4IDhIuEDkOAp6se6ujruzwiFRKzTCDc2Nv79738n0k0ehy16/vx5fX297J4ET2UDlOzPu3v3bk1NTWlpKbdcTlB4q+rq6mvXrh08eDA6Onrp0qU//PADksj58+cpB37++eczZ84kJCSkpaVRhL5+/fof//hHr169TExM+vfvP3fu3AEDBhgYGHTu3LlXr14+Pj59+vQJDQ3t2LHjyJEjv/nmG7qQhQsXJicn04/v3bs3IyPjwIEDhw4dys7OJvPm2LFjAFZeXt7Fixd/+OGHnJycnJycU6dOoYfm5uZiK8nLy1NTHrAr5OXl5eTkZGdnM3WXk5Nz7NgxkDcjI+PIkSM8guKRnp6emZl59OjRnJycw4cPI32cOHEiLy8PNY/1k1lZWZS9Fy9erK2tvXLlSnJy8pw5cz799NOUlBSsMCpoVmlLYtWp8woteUyoFTXaAxaF296uXbvc3d179OjRpk0bS0tLAwMD6XIYtWA2F2el7KGUkUrSSOE0nZyc8E526NBh48aNTNYyg/T8+XOwEkqRQVu5PcMnCrEIYko5KTupKDZBTBmywpUF/4CQIm8LXdfly5expiPR6GywkElwiBECiSk4OG8bGhrevHlz586d9PR0ubpHjhz56aefjhkzZuHChWlpaUeOHMnOzmaqXSpNoBPXJywz1C2jtPJrSNyqdITSqouNjHCQd0BTHQECHKny1CUTIs7QnosZCNCUdGG+VpFx4cKFS5cuZaSSkUcOvk5KSmI+HWMK1aswmPJDIQSQmHgmTwNep0+fHh8fP2vWLDykfN2pUydEcAPNmIkg/tegqa+vjyJEVib3fEdHx4EDB37wwQfh4eH9+/cfNWrU8uXLt2/fvnfvXuQCklZBASYfiL3iI5Rgaixg0h0wAcmNmjt/Q0NDU1MTt/qmpqY3b94gNbLw5+XLl8+fP+ccYv8P+qMwR7RONPj8SUQ53CULVIuKiihOKysrCwsLFy9evGrVKqwbyDKbNm0qLi7+17/+9ejRo8zMzM8++2zMmDFFRUUFBQVLlixxcXExMDAwMzMLCQkZOHAgWNmnT5/27duHh4eHhIT07Nlz7NixU6ZM4f63ZMmSlJSU7du3p6enHz169Pjx46AkGHfs2DHKQ6q/H374geqSUBxhqfA5cx8i4QZbAmtnsKFw0zp58iTfSCvAVUF4OGJrdnY2d7vs7OysrKwjR44QU3b27NmqqirUhqNHj8bHx48YMWLMmDG7du3i4s/JyZk6deqaNWugySqU7edSxYiGgIuTD53nSCEjQi22p9LS0tra2oEDB8JsEEEgcdc661HVSA6Z5LG3tyebGa8ls+HR0dE1NTV49evq6kBPGEM6GwFNiEg1hlVVsaEdJRtNhia45dNFUUdXaiGVssuMbLczZ85wYzt69CjhHXQDWVlZOTk5DAXJWgsO3jdZM9nY2Pj27duGhoYtW7aMGjVq9uzZ165dO3DgwLJly5YtW7Znz55z584RxEn8h7wgKCzarCxkptQFx5GMdHATzUB0Aj7u0tLSd0BTgofVAXDacJ08YLp16a+Fr+QKoR5kIkhgkdaGClQse3xvQkICZhSKU1XboVVHfeKHCgkgE5xiVIqKikpKSpo7dy5CE6/2wQcfwA2hlcuySYjOPzsILdbX15ccOWYbli9fPmzYsLCwsLCwsL/97W+xsbEpKSnr16/fvn07vaS0ivSAuJGACWGpCSaQexdaKiqkbDDnDKZJp0sCNJ8/f/5SOUBPKgVgl2uD3l+2NuNuO3fu3OnTp6ngCgsLqXHKysqqq6vPnTtXUVGBN/Pt27fl5eWrV6/evXv3zZs3nz59+s9//nP79u0ODg7t27cfNGgQEzjcV4yMjDw9PQMCAkaNGvXpp5+GhYX16tWrT58+U6ZMEXImNjZ28eLFa9asWb9+/datW3G67Nmzh3dp9+7du3bt2rlz586dO+m7t27dipIuShGX1qFDhyBAMTBjNhB3nviZGQXBLXvu3Dkx+shew0uXLv3www90c3l5eZADfEynT58mn/jMmTPbt2+PiYkZMWJEmzZtgoKCpk+fnpmZeeTIkUmTJi1btowQXDWwQ3BT8iBkmaLQ3OpsiYwh3b17t7i4+NGjR8nJye7u7iEhIezRo0NXU2PogUgzQEx31BYp416AyiSwqn379vv37797925FRQXLaYU9f/LkCeYNqk4AlI6bZwKIMI802hJxIsKR3IZlMFG1Q168eJHV5/naIYFG58+fP3bsGJsC0O727dsHdEpYEZ+CNNG0aJmZmdOmTQsNDfX19f3yyy8PHDhw8uRJRn3OnDlDsZKXl4dzkzsreA0syi4NUWvJLZYVwWpEP/9B9SJFRdDN00RelLUTYl8XNlNWXOBxEV5SqkLgjBpzwYIFSUlJDJ5TfuqApiS8xcXFJSUlJSUl4fHkQSyZ8qP5ZaKiomjGBZ1j3z14EYI1Ae7PP/+c/DFoSiZ8/lfQ5MlUpuJGmjRpUnZ29siRIzt16hQWFvb5559Pnz4dX8uWLVsQ0/fv34+2gNwhvBuWF2AURwsfJHUTmS6S+SjsJ/dzEJBaQIgnenOYJnWrPSznw4cPVR3z9u3bFRUVubm52Giys7MLCwupc6nRcIM/e/bs119/ffv27f/7f/+vuLh4/fr1EPB37tx59erVunXrjIyMAEqZsmc+yt7efuDAgZ9//vmwYcMGDBgwfPjw9evXJyYmEuUXHx+/bNmylStXLl26dMWKFevXr1+3bh0mTXoLBsNgbxYsWBAbG0tYNcfixYu///57xPTU1FQ4ysOHD9NZ79q1C6by0KFDQlxyqG340aNHjx49WlBQQGssweBXr17FfZWTkyOLZS5dupSZmbl69eqVK1empqZOmDABj/eHH344ZsyYvn37rly58vemCOnThbWUOuvy5cu0FxIXIlRmbW0tn/iNGzcKCgp69uzZpUsXBhYkLEZm0iA3DQ0NSQh0d3eXnXcS3kqsgb29/aRJkwoKCuhvKJPFNVxdXc1wt/zyQurB3FGyyWAic9zc8oEkGes4ceIEpdzZs2dRYAoKCk6dOoUVD+Mn90W4jj179mzfvj05OXnZsmVLly5duXJlcnLyrl276KyPHz/OnYzmTNY34c2cM2eOr6+vnZ1d165d4+Pjc3JyMjMz9+zZA3pys8R1JI0dAR+oDvhb+L9QVwKa3NUob9FyQW3eHwkqlkFb3UoTS6bMgKs1HSgGw8hco5R+8hwwlJ49MTFxyZIlvDW03kuXLiUyB8OdOmFJNco1xkvNmDGD3HjZhDF79mwUdvyYogLJ6FF0dHR8fDxgikAfGxs7fPhwru3/O2iqRnfOVKqq4ODgrKysKVOm9OzZs1evXv369fv8889jYmJSU1N3796dmZl5+PDhzMxMqqfdu3dv1g6u9m3btiHUbt68OS0tDcUDeo6V0MyE8WFLHkRZWZkkQYhVmCEfIFKIeWnG79y58/TpUxr5Fy9e4K+sq6tjxwD9Lz7tq1evHj16dN68eZmZmTU1NWzCYGcGisH69eu3bduWn5//+vXrM2f+P97eM6yqA13/xgQxxRh7BCyogCg2rGBDsGM0ltiwgFJFsReMGALSpEkHpXcEpAlKERFBQbAgVlAsGLvOpEzMzJnM+P/wu3iuJcack3nPedcHL9xuNrj3Wvd6yl3K+vXrh6YTaj1vo4qKCsZF06ZNs7a2Xrlypb29fWxsrFB6N2zYwKAccwP8rc3NzS0sLMzNzZctW7Zq1SpbW1t2j/b29oSPQpywtra2tbXdsmWL+LwAo56enm5ubsjA/P39/fz8oCIxAtq/f7+7u7usNInng8daUFDAWJlV7N27d9Hn0A/W1tYiCElMTIScdPjw4aKiouXLl6OqHjduHD7NUo9cVsTLiPW3rMjZfogmj3shYzJYLE1NTZcuXWppaaEN3LJly6BBg2bMmIGektEQuyDVVjoH7gR9+vQhq7JHjx6fffYZ1SXugpqamgMHDkxPT6+trS0oKGCuB8OsurqaOwckcOwpxeKXal1I45JUzngElw0eZ8QBj5XgCgbEdNywDlASb9++fe3atYsWLZo1a5aJicmUKVPQy06fPn3VqlVbtmz59ttvAwICoqOjmavk5eVlZGSkpKSkpqZmZmbm5eUJxTg9Pd3b2/ubb75xc3Pj2iEqg7EYPBZ+ef4XEk4pTnQyySHHraqqSrYOjHoATZp3GTu04W+2nWlyKHflWAsLPZOKD2hjqS1qcdptisSdO3cikaTvdnNzc3Nz8/Lyotj08PDw9PREcEkvj+BHKkfmp5K5JgFEuGpSw2I3R1ULLdnd3X3v3r1gN0WrnZ3d8uXLtbS0oAq3b98end9HH33EF3/qUFFRmTBhQmhoqLW19axZsywsLExMTKytrffu3RsVFQX8cXdNSUkBH6Ojow8dOgQnBrKhh4cHvWdUVBR86YyMDM422WzIycpJfPHiRcnqO336NI1eSUkJLIra2lqlxy2s3Tt37kjo+atXrx4+fHj16tXS0lKQvaioqKqqCsgoKysLCgpydXU9duzY3bt3S0tLk5OTjx8/XlJS8sMPPzx79iwsLMzCwmLu3LmTJ0/+tDXHXBpGscRv3759ly5djIyM5s+f7+vr6+npOX/+fArPRYsWzZs3z8zMzMzMbMaMGZMnTzYyMpo4caKhoeGMGTMmTZo0bdq0ZcuWzZkzx8zMbNmyZYsXL164cCF169KlS7/++uvly5dbWFgsWrTIwcGB+I2vvvpq2bJl69evnz59+ty5c5csWUIgx5dffjl//nwSjQwMDBBWjRgxYtSoUaamppaWls7OzuzlCd5iKYGLxNmzZxsbGx8+fFhWVpaWlubk5DRz5sxdu3ZFR0eHhIRYWFhgD+zt7S3UV6XknE9BTECExUJFKUwabn7iy9mgiCC+fPlySkrK2LFj8SXC219cuESchvWBWKaLD2bXrl21tLS6d++uqqpqbW2NCdu5c+dYiVRXV8NjZ9J3+vRpTrbjx48zVpYJUmlp6dGjR8vKyvLz84uLi48cOVJcXMwQIzc3VwbBqampMTExkZGRaWlp0dHRcXFxyE+dnZ25fs3NzRcuXGhqajpmzBgMChDL29rawqtdsGCBrq6uoaHhypUrd+/eHRsbC+sZgVx+fj4Sg6tXr0ZERGzduvXAgQPHjh2rqKhg4yoHVwp7wuLiYpFO8t/kIz579izrWcpnJvsy24FYgpZPfIuF1MlclZFaW2s4SUYTswxJOlMKUagud+zYgfOQUiWJb5tYEbu6umJCDEp6eHhQJIKhLMrpxZTCIZFUbnz7ENDE6YPlkqurq6enZ2BgYGRkJMt0Sle85qgyhgwZIqI04E9NTe2PfTZ/9+jRo4eKisrMmTNjY2NXrFhhZGTk5OQ0e/ZsKyurb7/9NjQ0lKIyLi4uKSkJUuHhw4cZ3Bw8eNDPzw/xCZRsPz8/xnyHDh2ixUhMTExISOAbYxQHZJqsrKzMzEwGfDk5OcnJybGxsQghUlJSRPSSmJh49OhRILimpqa5ufnVq1e3bt3Kyso6fPhwYGAg6WklJSXXrl1jGHrr1q2ysrILFy48ffq0oqLC1dXVz88Pfv4///nPH3744dChQ0hIVVRU8F5SHmqtB752vXr1mjFjxsyZM4EYbW3t4cOH6+vr6+vr4x1HWNigQYOGDRtG8iKp35hWDBo0yNDQcOzYsdQjBD8YGRlNnTrVwMDAyMhowoQJJiYmixcvNjY27t+/P/EbAwYMwIECewt9ff3Ro0dPnTrV1NR0xowZYkoyY8aMr7/+esWKFcuXL3dwcGA05OPjA23z0KFDISEh9HrR0dFBQUF+fn6Uus7OztOmTevevbu5ufmxY8cuXbokSzzRoTOjFHd3caJ7N3xGGLWUMMoIzBMnTqxcudLAwGDw4MFUjqKzkBQ/zmS05KIu7927NzYun3zyibGxcVRUFL1qSUkJYz4m2rJVw65NEJCxBiN4WAf5+flpaWnHjx/PyMhAMcxbFBkZGRYWFhwcHBAQcODAAaofZ2fnrVu3rl692sLCYvny5RMmTBg/fvzgwYOphSUHGJtES0tLtjEnTpw4cODAtGnTZs2aNWbMmAkTJtja2h46dKioqIiumZUgqm4nJ6fExET+C3gdSW2hlJ9DoWWayYRBfJLEvKONcRxyvvpWbyoOynOJC4Y7yO3tLdDE7Q3EkUJPCZryiBDdwUcZYrq4uICAYgyMstjT09PLy8vT05OhldSJe1sPQTphdwoHXsIwxIcYjSY/Dt3k/v37vb29eRxZEfpOBgWTJk3q2rUr7jsff/yx9OB/FjSZ36moqOzcuXPfvn0TJkywsLD46quvlixZsnbtWnt7eysrKysrK0YcvFHKMlmMmvz9/VEKAqMHDhzw9/cPDg4ODQ0NCQkJCgoKCAig30Trwj3GyckJHyk2XdD7HRwcrKysNmzYQOG/dOnSGTNmrFq1as2aNXKH8/PzO3jw4Pr165csWbJy5Upra2sXF5ekpCS4NXfu3Pnpp5+ePn3617/+9c2bN//+978TEhI2bNjg5eV16dIlxB6ZmZk6OjpYh6moqAhKtkFP3mG69R49esCshjAImOJFBj8GqrZsM9TV1WfNmmVpaUlduWLFCgsLCzyrdu7c+e2333p7e0N3Z1hZUlLi4eGB1xksbqSHPXv27NOnz7Bhw0xNTefNm7dw4cLly5dDrV2wYMHSpUvXrl3L2HTDhg22trZWVlY2NjZy+9+1a5elpSX9k6ura1JSEo9ERUU5ODjMnDkzPj7+1q1bWG+IixLQWd/qRixbZqBT6ZEjLBZ2U3wji3j6g7q6usDAQBiv/fv3x7qfPl3JAJETskuXLurq6gRGamlpMSfZv38/tkBVVVVwBkATijjm2pTbGRkZjB0TExNlF5eUlBQTE4N0NSQkxMfHx8vLy83NDUdqFxeX3bt3Ozg4sPqbM2fOpEmTjI2NJ02a1K9fPxxAcD+S8CjxnMZCTFdXNyUlBXX/pUuX4uPjAwMDN23aNGPGjNGjR48aNWr16tXx8fFVVVW5ubk+Pj5btmw5cOBAVlYWTsMMsqqrq+mHlDUms0uJPme9c+bMGe4fbUZim2pvAAAgAElEQVS0kjWkDK3kV6qtrRWtijxHJmZvgSbzJi5IhEBoz4X3I8Wm5AXJ3oa5JJ24OBsh0ZF6093dHZ6mzCLFKU6sN4RspPTWhBsvBnGQOlkxsfYRjj0zLzHv2LNnz3fffbdgwQINDQ02GOJU9GcRU1VVFThQUVHp0qWLjY3NkiVLtLS0li1bhiXl9OnTaQlHjRo1cuRIfX19ExMTKh0zMzOu3jVr1qxdu3bNmjXr1q3DL1mpoxdh9caNG62trVevXr1ixQr8K5ctW2ZmZmZqajpr1iwzM7NNmzbl5OSUlZVFRESsXbt20qRJY8aMmTRpkqmpqYmJSe/evYcMGWJiYsLjX3/9tYWFhZGR0ezZsxctWjR9+nRTU9N169a5uLhERkaeOHGC7N+//OUvr1+//vXXX+/du1dRUVFYWOjv7x8dHZ2dne3h4cFUFzc2kZlKjJIkKXXu3JnFOg+qq6uThwFoIl8RLwl1dXVcvgFQf39/Bm1Q/1groyIFierq6iRm8vnz59evX7e2tiYmhN1Inz59+vbtq62tPW7cOFNTU2Nj46lTp06fPn327Nlz585duHDhunXrtm/fzh6ZOSYdHNoPZmRffvmljo7O+vXrGTShfG9oaCgvL09LS2O+XFZWBpVPDInZCyktHoTrRwOu9A0RljsXodBZGhsbr169WlxcPHPmzOHDh+vo6GD3i6+rbM+FM9e+fXusrDGLGzRoUPfu3ceNG5eQkHDx4kWkvadOnWLgmJmZCRoilDp48GBwcHBISAidEPdvxKlubm7Ozs5c9RCfKadwTjEzM8PHz9jY+Kuvvlq1ahV6eW5+0KFUVVUh22PTiQpeDD0/++wzCwuL48ePM15vaGiAIJycnOzp6Wlpafnll18uXrzY3t5+z549rq6ueA9TeMJRI/j32LFjeB1hFsfHd+rUKRgL1J4MasX6SLZYzHNlGUgbLulSFy9e5NwQ8MUYiT69LWiiN5eunMG89MtK3HR0dJQkSEpONzc3X19ff39/8enAKY5ik3uU0NFFCyRGR8q/ymxUjJTEslMigETbzrFv3z7h2Av+Uv+uXbtWR0cHJ+COHTv+MUnzDw6KKXBBXV192rRpGhoaI0eOHDt2rIGBAUkv+Hdhha2rq4u5LM3pkNZj4sSJRkZGRkZGwNz06dNNTEwmT548a9YsEsY5KUeOHDls2DB9fX1NTU09Pb3hw4ePHDlyyJAhw4YN27t3L6LGn376qba2dteuXePHjx8+fLiRkdHkyZMXLVq0ffv2uLg45nS3bt0qLy93d3dPSUnJz8/38fExMzNDt4PzTUxMTHZ2NsuB/Pz869ev//Of/3z16tWVK1fc3NxwI1ZVVe3atSvvwPtA84MPPpB7ErclDO64VJSxH5Jd89lnn+ErrKmpmZGR8eTJE2wR8Mi5c+cOZCnu+efPn79y5Qpnc11dXXNzc3V1tY2NDT8OK3ssKrS1tTGRFIkhu5Fx48bNmTMnLy8PN8z6VmN2xrtXr179y1/+UlRUlJyc/I9//KOurm7+/Pl2dnZnz56FCsbTSCIS8ZVgYhtTW9ptZciazC6h0QhoyopWltfm5uZDhw7V09P74osv2AIpt+eS98cjn3zyCVEW/N83bNiQlpZ27NixoqKi9PT0uLg4qkUqRLHXgYjNAsPBwYGim8PS0tLc3Hzp0qUWFhbLli0zMTEZNWrUpEmTdHR0Ro0aZWZmZmtr6+HhkZycDFNt165dZL1oa2v36NGDxBRxPpUcLdoLDQ2NTz/9VE9PjwFCZmYmmwCC1Zg8RkVFOTk5bd261d/fPzs7G/0ClTLV5YkTJyBFiBMjmcAMImjJKbHZxcPz42tJdpOYdZhGQKToMi9evAg/FLxWboreAk2R+mzcuFEs2fGmZETILlLW2UJlp6bz8vIKCgoKDQ397rvvwE24RAw03d3dWXq6u7vTQdNZSww6fxVg3bNnj8jYoWrCQEJhSWlJq/5N6yGhQ/KvPO7o6Dhq1Ch4wqzOO3To8B8Um/SenLLt2rXr1KkTjGKuTCxdhXVMgITkR0uWC/dkTU1NCYwWI26Mr/X09MaOHTt9+vRFixatXr3aysqKFj40NDQ9PT0tLS0sLCw1NfXatWv//ve/+eB++OGHtLS0xYsXc3KvX78+PT39/v37r1+/Rkje3NxcWlpaUFDAxZ+Tk7Nz5845c+aMGjVqxIgRM2fONDExcXBwYJOWkJBQV1dXUlJy/fp1d3d3wi+RM1Nr/0F7znoXxTTvcLt27SSwk2wfzG4ZQXbp0oUUb3V19ZycHMpJgTPU9wiTr127hj3EzZs3nzx5wgbm5cuXOTk5enp6+Kp88cUXWOdhrY9CRgiPNO8DBw709vaGZE6zzHVSVVWF/XBtbW12dvbJkyczMzP37NmTmpr64MEDhKeNjY3sBzDgQB4jDbi8pnL5wwST2rlNpalk+VBvykZ+3759BgYG2GtihSnRVaAnYiHJBSAZsGPHjkOGDPH19YX3duTIEXd39y1btmAdPXfu3Dlz5syZM2f27NmzZs2aM2fOtGnTmD5z28atytTUdPbs2ZMmTRo1apShoaGurq6xsfHixYtXr14dGBiYkJBQVFTEgK+yslKUWpMnT27Xrp1kCBL3gtM2whBwE+I9Zcfo0aNjYmJKS0tzcnJOnTqFuCA3NxcOE8U7mJWXl3fy5EnaajHQJKONkvPEiRMkZ6AfY4ALaLKeReDAk9l0ga3sdgBr1u6nT5+WpF8hdSrFS21llCKXhJ4plCNlhg8VH12z+GVQUXp5eQUEBBw8eFBA09nZGaCEdeTp6enn5+fn50fVKSqgNjIhvlcqTaUSicmADEBpzNm8b9++XclhUio7d+zYMWXKlO7du4OVXNj/wSJIRUWF2SjJNkiGyA5CvCHhtIQxiG827v8Q67S1tXV0dEaOHDllypS5c+d+/fXXlpaWjo6Ou3fv9vf3Dw0NTUhIyM/PP3fu3K1bt5D9tLS0sEN48uTJy5cvm5ub8/Pz3dzc/vrXvz558gTftlevXqWkpHh6eoaHh3t5eV27du233377+9///uOPP969e7ehoeHhw4cxMTFHjhypra1taWm5du1aQUFBRESEq6urpaUlMp7p06d//fXX27ZtY8Dv7Ow8b948fMm4K/B/f98iiNpHKNnM4EiKh+nFlcNstE+fPrTt3EL69+9fWloKWYeaDnFUc3MzLgnwxs+ePXv16tWWlhYU9JDzDx48OHr0aNJ9JWyDtEsy6STvW0NDY+DAgYsXL66oqADmbt68WVtbe+vWLUgIFy9epP2niqmvr4fsjZKEaReUPRwfKCSvKg5lOJcyYwP5PxZBMg/loMyktEHnl5aWNnnyZJbOMDGlhOcNp7qH8oVkA+NqPT291atXQ92zt7dfuHDhxIkTeR1WZPQu7MoGDx6Mx7OOjg6uxtra2oMGDaLR/uKLL1jgeHh4sFamzsJBHf0r6EYKQN++fQmD6tixIx5LZL1J2D33TnIyIE5NnTqVerOkpCQ7O5tKEGFPdXU1qMfUEmbl6dOni4qK8vPzwUHIT5gbKTknbZKB2a0Lz1REEHCS6Bv4fAFlHpeNORsh1kfc1X5new67DaeMzZs30+eiz5HYXuG0K9lz7u7ubHukPUeHDjcTRZCXlxe2XRInuXv3bomrVIb6sm5S+hyzUdm4cSN2c7KAUiYRUbc6OztT/4of3YwZMzQ0NNjwwjT8D0BTTlnWl1AUZa2pqqoqciNOa8orohokh6B3797R0dFsYClVCKXBm5rCRMQYXG/CK0Q229zcfOnSpbCwsM2bN5eXl//jH//429/+BsGoubm5oqIiNTX18ePHr1+/fvny5evXr1taWurr61++fPnmzRv2wuXl5U1NTRDmqYNqa2sPHz7s4OCwYsWKOXPmGBoaGhoampiY9O3b96OPPiJBCANH6C+/Sznq3LkzhY/oAigzecckpU5ybCTPg+yEyspKAs5An5s3byKoR7iCuhRnQ4zs7t27V1dX19jY+OzZs+XLl3/yySe4NZOxQQARtzFqW5Iy4VoWFxdfvnyZ8X9NTc3t27clBK2qqkpMZ+/fv5+Xl3fq1CkgkgZcmmulhrLNIYWn8rjSmkwpCyKeg7QGniZCvbNnz86ePXvChAkGBga4Dn/++ee8sdKnv2sF26FDB8rSYcOGjRw5krSMjh07qqurw37v2bMnLY5kmkqmPO4KnKWqqqqs8ni1kJCQmzdvZmVlMVsUTjgbGOCssbFx8eLF3BcJdBLzbwF0LBbbt2+PL22/fv1UVFTQ5qakpFDuUUiy8GEcSYkHzIFZjCx5gjA0lSNLYFRom5SQUmCebj1EesTpVF9fX11dDceTlRH/iuqJMpPZd1tFEKxMsbzEj4M6CCSSyDMhoksm2vbt2wmTEQY76xo3NzfMCsW7UOwL2WPyHKpOunKIzRSbYkMHZDs6Orq6upJtCXyLAzwUTn40uyDp7pcvX96rV6927doBdixb33U8kmHc+0BT+a9KzyRl2K+EZNBAgRqQddq1azdo0KCTJ0+CfXfu3OE+dqnVnJiuk2kXfla3b9+WVg6mNBO9a9eueXl5TZ06NTAw8MiRI2FhYcnJyTU1NXgm/vzzz2/evKEUvXLlym+//fb06dN//etfP//8c0JCQlZW1o8//vjo0SPaTIxtmpubv/vuOwcHB3Nz88mTJw8ePHjkyJHa2tpE0LAJlQpdih2lkF/eTHmj2ry97VuDQzg6deqEelpVVfXrr7/GuU4MQ5VyQ0ac9+/fx8WuoTXjjEb4xo0bBQUF5ubmcBvGjBmzceNGFxeXkJCQlStXyt6fbG7sPqOjo+msaaKvKNK1xHcDCR2BJaKu4/1n3yqmcGKTI2FEjDhxGBB/I4BYcjGVC/QrV64gbIXMdP36dSsrKwMDg3Hjxo0bN46AZd5tLDwEkpQGNGp/8vj4PQcAqqqqSpTIvn37UBYpO1/giXoNAMrPzx8+fDjrViabzEw+az0oM9HUU7i0b99+4MCBOGzRmMs2nBUN7TnGSMIfkiU4G3DxG0YRRC3JF1JmsihnOilJvzKpfDfsl0eqFIcgZls/TZTmIqOk6kRdAziKebAYtksQBV/QjzO+RBUHuZ3tOR26l5eXR+uBvzqWRaK53LNnDz+rjfmmyMzZj4tBHNAM4BIazI6eHh/WvYWFRb9+/bjUKRjRlf+fgiZfMBdXUVHp1q2bqqrqpEmTWPBx2fMpwguT0FfwEVXltWvXaBghUiBZ497Y2Njo4ODQtWvXKVOmGBkZbd++PSIiIjc39+XLl7/88ssvv/zy/Pnzmpqa33777dGjR2/evHn48OHNmzexzMCT4vz586QUYPMVHBy8YcMGS0tLU1NTfX19yhwNDQ0yZwhGZ14p8Kf2tq/z74JmmzdKDhpqdXX1Tz/91MbGBrhkr3JZERBYr/APxW9G9i3M7Gtqal6+fFleXr5p0yZLS8sdO3Z4enrGxsaeOHEiIyPDy8tryZIlw4YNY7c+YMAAfX39iIgISnhetr6+njJTiZt8ClT39Gt8QOL+rcyAFYSlWuSvsvmBkin9uxhryn/h4sWLFRUVNBOYXTo5OQlNddiwYZT5HTt2VBLd23wKfxY0P3rPwa2RUMz27ds7ODicP38eOKPiYx8tbe+pU6fq6uqKi4stLCyoJSkt1dTUiLPu2bMnoVv8laNv377MPXfu3IlJGFx6yY8ExZSMSwmVRFZABSrumfDVJVRdktf4Jdmn410vjkrgr8RgCGJSu/DMd9Mr3wJN9jzYXEvEBfQjcWmDNyfhutCAmC3uak2XdG89oBkpMdTLy8vHx8fT05N6k+knc0yJSqdIBJEBTRmwgpv8LOj0rq6uvJSrq6sybJ0hKUx4FxcXe3t7PT09bnf/F6ApC01RCvOgqqoqeT4ffvghiLN8+XJublww7O+uXLnCB4P9HyUnHy2fGYMkWQ5iG3716lVu7x9++OG4ceOMjY1dXV3Pnz+Phcdvv/1Ggfb69etXr179+OOPDQ0NvHJdXR2mhxcvXnz48KGMBTIyMtavX29lZTVz5kx9ff2RI0fSG5JrSMI7F9LvHmrveO69eyW3eT6RnF27dnV2dr516xYoozSmBGVEPANsKeXSgFFRURFlXVhY2N69exMTE4uLi6OiorKzs0tKSo4ePert7W1ubj58+PCuXbvq6OiEhYXhFs7Gqb4186eNz5vcvQQ0sW+Ajq40IRarWlFPAqDKgvTd15eVOnkkgOalS5eampoiIiKMjY2NjIxGjx49cuTI4cOHa2trM5cHJXl7OfE43/4saHZ4zyEOA3xhamp69uzZgoKCNgG5UsEVFxdfunTp9OnTMTExurq6BLsykmIsoKamRhOAkIkgGbgTHTp0MDExycjIKC8vp0mSBllZ7lW2HsrMn7q6OlRPRUVFFKdEoivT1kQbijBUabIp1St2R8xMqXC5BgFoptj1rSFCbeMuwEdAU9J6N23aRKyFGGuCkmT40JXLOhsUAy4ZX1JXit4ciT6RLNSh9OZQFJmNIoXcuHGjTFE3v3NA8yarS16cpTyDTl4WUHZzc3N0dBwxYgTXPIOh/8X2nPMPoiJ7D1lxftgap06f/sknnzg6OlJXSomBawO1hoxa6IagJefl5WFfRq6G3OSrq6sfPHiQmpqKRs3U1LSoqOjZs2ck/JAW++uvv9KY0/3dvn37v/7rvx49enT9+vWWlpbGxsbHjx+LMeKpU6c2bNiwdu3a2bNnDxkyhGQ32djAHOrcubMQBpVjNblolYVnm4uzDapyU6EH9Pf3b2pqQvDLOgg8EhfY+tagx8utAS/KMq2uru7u3bslJSVE3oeEhNja2hJJlJ6enpubGxsbu2vXrkWLFpmYmIwcOTI6OvrWrVuUirT8mCHJIFKJa/huyJaGOReKOikeld8lTboyQKJNGSuICWhy0TI2ra2txZhu5syZkyZNGj16tIGBgYGBgb6+PsNN5UhEKk3VP9+ev++gG+NPFRWVnj17JiQkSJkplSYjQnKxpHBbtGgR20Jcctq3Eks7d+7cs2dPbr2kqPLXHj16aGtrwxfGAEkMAHnBU6dO0TUDndKbE5h+9uxZ4WDyWylTKvklS1oPAU0pUChmsWiBIX/y5EmqUX4ilaY44fL5vgWaMDFFwSJuxLa2ttR91JsiBNqqOOiCMc1EAgRRhj0s+AVVFcSkHqRIhE8L34iaFN8NCOpKS01x7kAAJxUlhSrgy9JcilAq3E2bNo0aNYpRi3Ka/n8KmrBz4IcyZe/YsePevXsZxwAQDQ0NeNCSTwkNjS4Dz0d0wXl5eUjHMBsnQZB75vXr10NCQnR0dKKiou7fv19RUUEiYFZWFgbG//jHP77//vtz5849fvyYddDt27fZBUHzJskA54hvvvnGyspq3rx5I0eO5EIlXwFmMgczqQ9bze0FK9u8q+3fnmC+C5rSBnbs2DE8PPzmzZtVVVWAiEwqAB32yw1vR19R912+fLmiouLXX39tbGxMTk5OS0sLDg5mNJ+UlIRWOioqyt3dfffu3QwfzMzM0tPT2Zjjy8ePeF8xyCgZoBSlHc9vM9CUZG1W7coy+UqrMzFAKU09f+XiZKZJF3Ly5EkzMzNjY+MxY8YgP4UI3Lt3708//VRJ6pKRyJ8Fx/d1DNzJ2rdvL45WGzduvHDhAr0OaxYxmgE6i4qKWDq7uLjQbHEtsPeDUvL5559/8sknampqEJJo/xl9uru719bWSplJWSBRCEp/YplLVlZWiqO2NOkYcwhoQuHktxVfMWWtSh+AzzHdPbWzjAIAaKZhMo9+CzThQioDIJHiWFtbs0bHfEhAU5kiSTKPm5sb8molaFJs7t+/n0UNiCk1KTaasoIH6XgOC3rmkuA1GyFY6zIGFX0RVmMs7pXid1dX1y1btowbN46kU5KqJEXg/ztoSm/OBF06dKYBqqqqnB9Qkby8vDgVMOxiptbQ0FBWVoYVLh4EKMrT0tLATYQQEguBPTXci4aGhuzs7NjYWHwz6Ubj4uLq6+tfv379t7/97fHjx3V1dX//+99//fXXH3744fnz50jQIPfcvXsXMyQYkREREQ4ODsuXL0esPW7cuGHDhg0YMAAOSq9evTQ0NLp27cpFpfQbba8wHm2DmO+7UD/55BNVVVXqkaioqBs3bpDPI24XSp9K7vays4ZyBDbhIk4ZUl1dHRER4enpWV5enpeXV1ZWlp6e7u7u7u3tnZKSEhYWZmtri8UfrvW8rKjo3u21QW2Kx/pWh10ebAOsFKRUKIxcuMaU48uLrSHpynko2iTmLTIzrays/PLLL01MTEaPHj1kyBA9PT3oQch+ZLgsJ+R/AJrvOxApAJrdunVTUVGZOHEiqhto4XB9xCmD+z0ok5iYOGjQID59JAydO3cWD+/x48fPnz9/4cKFc+fONTIy0tfXV1dX//DDDy0sLK5cuYJASATy6BepbctbDzG+lAUORiSs0alVpRsTAyRMqUU3KVDI546mi89OYlyFvImG8vLly2gu2oKmVHOSqkYjLOJcTDOlAFQ+smfPHhcXF1hHsNkJCzxw4ABNOsJzSk4mj+yIXFxclHR0JYVIVEPwh1AcsisXSjz9OFJ31kHKB3na/v37d+zYMXHixN69e0OLAeb+d0GT+6qksIEjnTt3hmnRqVMnbGnCw8O5AZ45cwZhFl0GdeWJEydoEwiYplbKzMxEJixm42Arcc/5+fn+/v5wqpl+7tixIzY29s2bN7gXX758+eHDh7DcHz58ePbsWXrSmzdv4s4pVt63bt06fvz4tm3bLC0tYbzDFiSXRrj6vXr1oklnxCH/WSUJiaPN+9z+7bkbf6X2T0hIIFKClly5YpZ1eb0iSZzqD6B5+vQp89DMzMwDBw4kJyeXlZXFxcWdPHkyPj7eyclp06ZNkZGRlZWVhYWFBw4c2LVrV25uLoWhaOZ+l0UkwE0JSWEC9l1ShFDy+9DxcTGzzwEuRS8kyyJlRin/EUCTQRsvUlNT89VXX5mammLegRKMelNLS0tdXZ1ZofJU/N8CTXCTmA01NTXkPd9++y1FpbS90p6fPXuWqeLZs2cLCwsXL178wQcfUEJCa9fS0po+ffquXbvS0tLEki4xMdHX19fe3h4WPdMnJWgyp5ICU8w1sG6TcScDVq4pvl3JYFf+tlJCtkkt5kxgdklbAOtLPDsuXLgAnYOr7C3QFMREU2VnZ0eBaWdnh4cmfTFEd3F0h/TzrqcRM02pN0FPoJPlj3TigpUUjLLPATRFWMnmh4U7z2E/DpLyCkI52rt3L9+yd+9eLy8vJycnY2Pjfv36denS5f830FRRUZF+Fj2MpqZmYmIiygfWfJwfhYWF8fHxZHsxXjly5EhUVFRiYmJeXh7exkeOHKG0zM3NTUtLw/PY39/fx8ensrIyPT29vLy8qKho4cKF+/fv/+mnn3799de7d+8WFxcTzPvkyZMff/zxypUrmZmZzc3Nb968Ierg6dOnN27cIGjo2rVrNTU1O3futLa2NjMzmzZtmrGx8dixYwcNGqSuro6eB0li165dqXTU1NT+W9BUvmNqioYdBVHXrl3btWuXkpLS3NxMgSbKGVEoSu8sixdw6urVq7dv375w4cKpU6eSk5MPHjwYFhbGTSUqKurgwYPsDxMTE/HUCQsLw14rKysLSjMSoNOnT0uz3MaGnX6cooOxJgCqnIgpKdBVVVUyVaD1U5rIgZjUyAKa4CxrDaz/+EFMYAnAGD58+OjRo/l68ODBWlpaOLQri/o/i4zvWwR17NhRRUWlU6dOSOAwuDI2NpYyEwWOpLmASsXFxXV1daWlpbt27frggw80NDRggGpoaEyfPt3Z2RnaBnbRJSUleXl5JSUlOTk5iIBRB4n7hrLSFNeiNpQjCJiyJcf8WDk3kL25HAKa4h8qXnmMy+BHMzDhwxI+A+SN2tratuR2fDOJBgIiWfhgpslkU5LUaNXF45ImCJUrk0qAkgO3HvyNkAlRfiLdg6wOJtJxs/gGRvk1kPqQEQSF08nJCcqnk5OTg4MDM1Og2dnZmeIUx/gNGzZMnz69T58+0j6/S25/F0P/54daK5sd/QPQqaamRqWJTWyXLl2GDBly+PDh3NxcPDTpd7KysrC2ZmVB8Zieni6W76jiUlNTsTs8evQowbbk1uITnJiY+O23306ZMqVnz56mpqYBAQF79uxJSUn58ccff/3113//+9+PHj1iannr1q2ff/759evX+O8+ePAAp/dHjx41Nzdfvnz54MGDu3fvXrx4MaZqhoaGOjo6vXr1QgPXvXt3WnUmtnTZjKiEvazauqDgSsa6lLWsWOqyamBq1qVLl9DQUBjm4mbY0BpDJqUZOxloWKjfGhoaXr16lZubGx0d7ebmFh8f39jYyMg/LCwsJCSEF0RgFxkZ6evrW1ZWlpWVJQxq4ZrUt7oQkRmLext1qLTekFFkEAn8gZjUhrKWFQEJFSXUGYBSZprSocOpBnBpPKuqqurr61etWjV9+nRDQ0MkPTo6Oqh39PT0tLW18YLr0KHDBx98wMncXpGiyoRdufAUrJSTXDZIMhuVm5xy6CSjSU9Pz+rqagTd2dnZp0+fZl507NgxBj4ElxYWFg4bNgyRcffu3dH1fvfdd2lpaZWVlTgtlZeXZ2VlYbB08OBBS0vL4OBgMTymp4ZI1IZKqUx4BTeZRYr4hzCiNo60VKkkEcEroovHs0O2fNyMoYXKrU4+blqB6urqtosg2m2okUJcZ7IpzE3pynm+bF0IMwA0lZRMcdIWBfq7pkeogygVBTQxgpN8C6pLunimnDt37gSggUiacfGdc3Jygum5b98+Ozs7Y2NjDQ0NUbOovs0Z+g+Asg3gqimomhwsDVH1dezYsUuXLoMHDw4PD8egMDk5+dChQ8Rt5+bmHj58OCoqKikp6ciRIyBmbGxsQlHyYMQAACAASURBVEICaQE4FmNSkJaWRnIASdweHh7m5uZ2dnZ+fn4+Pj7btm2bMGGChoaGr68vesQXL17QpxOz/tNPP/3rX/+6detWenp6QUEBeZYkaty5cwfDVxcXF3Nz87lz5yJDHjJkSO/evdXV1XHc6NOnj6amJneCjh07MuYXyYfa2xs2Lmkmbrw/wmNVU1Nj09qxY8eQkBC8MBgm0qFLOg3gwhSSOSZDqMbGxl9++eXBgwfOzs6hoaEg3ZUrV1JTUx0cHKBS1tfXV1ZWxsTEoAKoqKgIDQ09ceKEsNCZQlJQiMsG23lpunE+F09vMbxpw+8T6KxpzaGV0At+BEskJbvzYmsmIt+uTJ1dvXq1qakplKPBgwcPGjRo8ODBAwYMQPXYu3fvbt26IaBQ7iFR2cP4YaouOxnphGRdKYv4D1sPVVVVeZ2PWmNc+afdu3efPn06Ozub0EBBzNLS0qysLOg+WBYcPHjws88+U1FR0dXVXbduXUpKys2bN+/fv3/58uWqqirc3dPS0oj/DAsLI9uVhloW3wRUyOBSFugS5iONtlKQrjQxUiIm2MpmvKqqih09/HZpzzmpeDILdAFo5fruLdBE/0MRJ5bsSmcjFj4iqaR9hl5O8UgzDmhKuIVL6+Hj40MggfwT80cGkYwy2aEDoxgaQaQHNJl10pUrHxSpO6JJScXYvXv35s2bnZ2d161bN2HChJ49e8oZpuxoBDT/uD3/D9Cza9eun376KZuTbt26DRo0CNeDhISE8PBwPz8/JJW5ubk44BIlFh0djdk7WBkTE3Po0KHo6Ghib5OSksBT3BOioqI2bNjg7OxcWFhI/XXjxg07O7vS0tI3b94Q1vb06dPHjx/jmPnzzz+fOXMmKioqOTm5rq6OyFYirSFvxsfHe3t7W1paLlq0aP78+SYmJng79u3bF2+3Pn364LLRtWtXvDxYTeBqo7w41dTU2lQ6bZbpPKdDhw6BgYH4YohkG1KBZBxeuXIFYiklJ0rta9euPX369MiRI35+fufOnXvy5ElNTU15ebmjo6Ofn19lZWVtbW1ZWdnBgwepu2tra0+ePOno6JiYmEhHLCXkpUuXBDRRuysvJIZrStAE2gQ3lZUmF6H04AKakrlGXUP7T1ktBVR1ayDiuXPnVq5caWxsPGLEiKFDh4KYBFVK3PkXX3zB7Qq1Ln/K+oVDniBHp9ZD+Ukp1cDvfl5cI1ZWVlSITDCzsrJAzNLS0tTUVEwxMjMzm5qarl69ampqOmTIkKCgIN6EO3futLS03Llz59mzZxUVFTk5OUlJSTk5OXFxcX5+fvb29r6+vsrCEKQTKrtMP6RJBysFEGVZpHyFNkebZ4onMcp6qVv5NSj8BTcZZzOnbltpUtMJpRzaprW1tY2NDUHnyvhJ8R4WWSSduHgPt9FTylhTenMW5TxHfDblYAggakhmmkh9JLRSjOCUcE9YEKFdGAZbWFiMHTu2e/funApM35QCarnf/geadLVWLTBH+9Z8ArwOAU2Uvzo6Ol5eXliWeHh4hISEREVFYYVNmtDhw4dBzODgYJwcIyIiYmJieDw5ORm/2ISEhOTk5MjIyOTk5Pj4+Ojo6IyMDKZLrG6PHTsWGhrKTC03N/eHH3549eoV+T8nT5709/ePiIi4dOnSixcvyPuVnMLm5ua0tDQ/Pz+scRYsWGBiYoIiBdBkEaSurg7Xne1W9+7dO3XqJBJvFETdu3eXClQkdMpZp5qaGv7Bampq3t7e9+/fr6qqYums9D+HuEPXTB1KMBkX0sWLF+Pi4i5duvTs2bPi4uLw8HAnJ6fRo0fv37+fRs/Dw2Pbtm1FRUXNzc3Z2dkuLi7bt29PS0uTClHI6pCZqFXpxeimlT7eta3Z2aJEEAUeYEotqQRNwc0rV64wHmXtw82Aq5EnsJJCI1tcXLxo0aLJkycL8UtHR4dpJuYv3LeYG37++ecMgjAoEVs2PIl/FzT5FhCWb5F0NrmrSfUKns6cOZNZZGFh4enTpzMyMhhx5uXl4aFFRB1VfGJiYkZGxvXr1+/du3f16tW7d+8+efKEVKu7d+9evHixvLz8xIkTISEhvr6+mzdv9vDwoE48pThAOt4xKnchosPKVE4tRVXZ5q9yiAid5l2+lymqTFQZ3YhlHD/3Qms0ZtvtOZ644mYEAG3YsAGfTbhv1HEUdFR5SIDAQQ5pz/E3kvYcoCSY0M/PjzwsHx8fKUgpGGUbTuUohE0WPgw0qSvp1hkXgK2ym0JkybFv375Vq1YZGBh069ZNGsMOrcYTbUDzP6g0ZTYkxSYvLoZd+Ferq6sPGDAAHN+zZw+5Rl5eXuzEgoKCSF4DNENCQgIDA7HaU2YKkYcBaKalpSUkJOBddPz48aNHjx49epS+o7m5mQ9oy5Yt8+fPr6qqevXqVXV1dWpqanh4eE5OTkNDw71797DDwIFNMi8zMzP9/f0tLS2XLl361VdfTZkyZciQIX379sUBD0Iyf2L2xdeff/45RrOSvtCnTx95vrhCyHgE/81u3brRBjo5Od25c+fs2bPAImcnHTqIKeaV6OVZl3M23759u6qqKiUlxc/PLyoqytHR0cTEZPz48du3b7e3t9+yZUtqamp1dXVISMjatWs3bdqUkZGB/kemV+LLTTUhMwEhz8vyR9xqZXZJuycXGE9TytVlb84agfpFBhGsngBTbJxqa2tv3ryZnp4+Y8aMiRMn4pSKMbuent7AgQMBTZRa3I+BQkYlApo06RAkpVsHLqUa5RMU2jlNg9wRgVE+KRUVFW1tbaZJWVlZxGCUlJRAgDtz5kxGRgazY9w34IHV1tY2NTW9fPmyqanpwoULt27dwrzq1atXL168uHbtWlJS0qFDh5jynXo7v164TdKq837W1NQQ6yQNuNSP9OYCl0pREKB56tQptliwnnkRgpJgxfONgKbyXnih1UO6baWJfpx6TapOyeqRtQ813bZt22R1A2gKStKb06qLHbSyxvTx8Tl48GBQUFBgYODBgwfp1nHZEB/4vXv3ijG7sDWBG3IvGHEC3+ymBCv59fgvUK4uWbJEX1+fwbmyiQY0lezCP4uYqgp2t5JYA24ydeJmrqGhoampiYzK09PT19eXZRppfIGBgZJbGRkZSfRFSEhIWFhYYGBgcHBweHj4oUOHGH3GxMTEx8dnZ2ezW09LSyssLIS7C3OisbERWDxx4sTevXv5cSSzV1RU3LhxA715c3MzqZaPHj1i9Pno0aO0tDRfX9+1a9cuXbp03rx5EydO1NXV1dTUxJeI0rJXr15ffPEF1xuGoXyNcU6vXr169+4tlSnfi2sO1zZHu3btIDx/9NFHFhYWsBSvKnKuhW+ErYbkAsrksampiUVWcnLyunXrIiIifvzxx6CgoDlz5vTq1UtPT2/AgAFbt249ceJEaGiok5NTXFwcbmbXrl27cOGC0gRMJqdiQydEdOESAYu0ciIllJpIFrtgsYjweE3lQknYS0q6UmVl5dWrV/mWxsbGiIgIzKqxtiQXhBUQToOMlQFH0FBAUJxbqSU5pCAVoFQCKF0CH5/c6jgYMamqqnbu3NnFxeXkyZM5OTmsK0+ePEm9mZ+fn52dXVBQQKAAIal37969detWc3NzeXl5UFBQRkbG/fv3Ibe9fv36hx9+aGhooGHaunWri4sLzCEBNYpWJcaxF4JeUlRUpGzJIaKw2X/XsEOc5TCUk4R06PRALRNP1vHlrfmXcpsUWkVbRZAEQ1JpijGHaBmBISCML5gegpJgH8NNyQ6D3C5YCffI19cX503CcCR7hA0PC3rKWJlRstWR3HPZ4EvWBY+LmTwlJ9/r6OhoZmY2cOBA5IyCdG3ma3L8WdCU4lRgV1p1fiJdEstECwuL3bt3w7VCsfrtt9/6+/v7+vqSQBAaGiphQYGBgYGBgQcOHAgICAgNDWVdTtUZHR0dERGRmpqakpKSmJiYnZ0tC8e6urpTp041Nze/fPnyyZMnTU1NnBCnTp26d+/eixcvbty4cfny5ZaWlufPn9+7d4/WiezJO3fuREVF7d+/39LScsWKFV999ZWAJteSWHALaPbu3bt37964MICbymKTfxXMpepkGAqjAAGyqalpZWUlZGOllhFkATdFwS2BZYBmTU1NTk6Op6dnTU3No0ePXF1dly9fvnTpUgMDg86dO48cOXLt2rW7du3KzMysr68vKCgAJRmZ1bem7CIxEuYsvTO0c2nPhRhIQ6dcPkivR0GkFOEpi1Np4Rll8r/jCehcef6dO3d8fHwMDQ3Hjx8/ceLE0aNHDxw4EENM0LNPnz6QwKgfOcGUmTzKjhtfUak0u3TpIqApR5tunS/kw2V4+vHHHy9atEh8KsnkgSeXmZlJH11RUUF6yq1bt16+fFlbWxsaGrpt27aAgIDLly8/evTowoUL6Clu37597ty59PT0oKAgOzu7gIAA6ke2TGRXyDacWEoqA87k0tJSJUlTGOwof5SIKZkW0n1Lh05FCZVdalWJXJdeQbTnnBW/A5rbt29n+SP5PGI1RIkn3EnqONH2iDEH3XdAQIC/vz8ySiBV8sKkN+dflYFNoi9iYAomyo8DNFkTybhT/D3JFBJwp5d3cXGxtrY2NTWFbySYqATKNjy1PwuauBErtRnt2rXDoYBbNOjQs2fPzz//fMmSJU5OTra2tmSHydDj22+/5U0LCgqS9Eop1QMCAsLCwgBNItTp4uPj41m45+fnC/kDJeWdO3fOnTt38+bN5ubmhoaGFy9ewGNvbm7GURxvOgTprIm+//77+vr6gICAvXv3rl69euXKlQsXLpw0adKgQYOoGblQ6eYYWWLaCGhKP94GNDVbD5IngFesRbka1dTUhg4dWlhYCKBQRWL0KwJzOJsIqMjSudAa6lJTUxMREZGTk/Pw4cOtW7daWVmVlJRcuHAhNDTU1dV19+7dISEh5eXluHJUVVXxLaiPbt++zUqXH8QlVFdXx+XBlcZiR+pH/HIQMsuGAbgEKGXzI4o9WWUwT2jDCeV/gXU8neDdu3fd3d3Hjx8/btw4IyOjUaNGsQgaMmSIpqYmoMlAE7zjQ2kzyqRzx3BItj38lXoThOVbpFbt0qWL3Pwk1kn0x8OGDSOIHHIxVs3oFDFMefjw4ePHjy9fvvz06dOioqL9+/ebm5v7+vo2NTU1NzfX1NTcvn0bo1KxzY+MjFy5cqW/v/+ZM2cENCkYeUshICMm5nFGllAaGFPyXTxHyb3n1kjBSAnJ/Iqv5WYJCUmGm2fOnBHDDvZy3Mh/R3suRaUEQHII3witpCy7nZycIF2yqsZqiCwzT09Pf3//gIAAX19f4Wn6+PhQYPr4+KAFIgydjl4S1gBlWETCnJe9EAJKCJsS94ZgiWKTrZGUpS4uLvPnzx8zZowoXv9bGrCy9lT27O3atRMCjbK6fB/pXYhNMmzS0tIaMWLE6tWrLS0tV69ebWtru27dOltbW/5Hojr19vY+ePBgaGgoswtiKX19fZl7JiUlSZ4qCyJie+H0FhQUwM6RlAWWKtevX6dpwuGYrTqDJ6hIDQ0NLS0tZWVlsbGx9vb2S5YssbS0nDdv3vjx4/X09PAPl2wfUA9hJcEvmpqa5HzIkp1DOnS837/44gt82nV1dWH788qffvqpt7f39evXWaDL5oeUCBGxsdQWaSNLbdhCbJxramqoUikYZUzJFl4Ei7L8EZ276Mq5wOiaz7UGowvNBd8AjCFg+XGxVVVVUZCeOnXq/PnzVEBoTqTkFJohry9GSiIuYqbJ6Hb//v34wo0YMWLQoEHQM3V1dfv379+/f39W53TiYB84SMIH8KdUozED+fTTT7l5S7addN8EAlNjysRTsn169uzZuXNn4n327t177ty5srKy1NTUc+fO5eTkEEXFkOfevXvPnz+/detWcnLyggUL9PX1TU1NS0tL//73v6N8e/78+eXLl2EgPX78+Mcff0xKSlqzZg2AiGURNaOMHaUfh6csvCIGkUpqp4T/0A3QwlMknjt3Dlt4ikpGnMyyMD/G5BjObGVlJbdYPnRRCjE1aktuJ3GJY0PrAbOd2nP37t0ETKL7FnY6wnPyfzBplz5dluYs2fkC2AU3RQLEAh2vTIaY0qqDkvwVsZAMDaDcS1gbGnnoU7wO7AdELAKIfwCd7wPND1qPNhD5B6DJF3CDO3XqhEX5ypUryaTEf2/nzp0+Pj6wCER76ufnR3vu6+vLGp0NOyjJzh0eUlxcXHx8fHJyMiP5Y8eOVVRUnD9/XiSA4KYoZzlYrZAqAesI844TJ05ERkauWrVq8eLFFhYWX3755bhx4/T09Pr16wfkqSsOEBPQJIawDVyyspDYDza/UntSyHD9f/755w4ODgz76L6ZY0IAunHjBgUyKMMj4nSHmUJDQwN1HP9BkFG2NyLxpiNjwsXCGr8GSYChuABACYwVTV4bGwguYJo+QJPKVHYLjMyUij1+JRl08vtTcoKe+MZfvHjR2dmZSvNd0JSKnnpQlmw04EI8YoLM8o0Ck8ehNzCexrmKEbPMQ+Vxns+PQNL22WefrVixAtDJz8+vqqoqKSlJTk4+ffp0U1NTS0vLs2fP7t+/HxkZaWhoOHXq1OXLl587d+7p06fnz5+/d+/egwcPeEMePXr0/fffv3z58tmzZ/Hx8S4uLrm5uW1As6CgAFhkuMl2mzqR0acof/hEBDRp6qE/FxcXX7x4kVsvVsoUldzwuMtSrmJrizyMwTe3ZOyUxH6/7fZcmTQJ5YjefP369XZ2dvjFEcUj/biXl5erqysjTkRBShMN9DkUm+7u7rAsRSvJAR+T4aNkoNN6wyhi3UR7ziKIr5kecOB/jHU8X1AU79y508bGxsDAAMfT9q2mEu/OMf8noPmh4vifgGaHVpdD8dnkzFuyZMm6dessLCywxN+3b5+vry/ST3d3d0pywcrg4GC2QMDl4cOHgUvWQSBmXFwcq6EjR47QoZSUlHB+YA4ka2j4j4ARQ3ommw8ePHjw4EF9fX1mZmZAQMBXX321dOlS8lrRnpPk07t3by0tLU3FoaE45BG+ADRBW74R3hJtPja0OLcDoFOnTi0oKMCoTSzgQMDbt28/fPgQZxPawKamphs3bojLhhSSXCHseRhLyV6blhnQ5MKrrKwUfvuZM2e42JjNIW3GGTc7Ozs7OzsnJycnJwfbJI5jx45x3SKU5lskYRx3SBa7kKiVpHeoSBBohDh96dIlapyzZ89u3brV0NDwd0GTd09pcorvFAx25Q6dwpMUClY91I/MVUBP4SRJ7J0wxihXu3XrhkaDAnbo0KFHjhxhQAGQ5eXlHT9+vKmp6c2bN69evfL29p48efL48eMtLS0jIiIePnzY2Nj49OnTp0+fsny/dOkSzluPHj26du0aHguctIKABE9yZyJZk/qRMl/kkvwOchsDNBF3Mj0oKyu7dOkSA3FA8+zZs4A+s056fD507qz8FHHY5CT5I9BUIqYkj9vY2NjY2ChZRxSJlJx79+7laThXivqb0olik8Ecs0igEDIQmxxJkRRfTtpzKR4BWb5mpQ4vSkATiNy6dSs/lz27i4vL1q1bFy9erKOjQ7hNe4UTz3/Qnr/veB9oyiZduab/+OOPZ86cuXbt2nXr1m3cuBG6AswBIpUoNhliQnE/ePBgYGAg7pCUmRSYiYmJwCUPxsTEpKSkZGdnp6WlQZ2jmAJ9GhoaiKKExw51HMoxxpp37twpLS2Ni4tzdXWdM2fOmjVrVq5cOWvWLAMDAxJxwUEqHeUhlaPsfJR/7dOnj/TsdOhgKBwaXlZLS2vgwIFaWloxMTEtLS2XW5PExfm8sbGxpaXl5s2bmLYB/bIaor2lcxcxHMAEKnFtCDv69OnTlDNcRZJxKEtbHB8KCwsRrsQqDobIqampaWlp6enpGRkZbI2ZkaGK4arGMZrrk+5P8rnge8pSXgyQZLp66tQpGxsbFkFYQevo6PAnbh3icAqiAZpQg8FE5bySLpuylEEnC3cBR9ZEVJp8r1KwwEuBxWAu5h2IgogsxwOJxUtwcLCFhcXixYt37Nixfv36M2fOPHnyBJ1lXl7ejRs3Xr58+dNPPzEpOn/+PG9gYWGhUIhkFQ6MAnBMPPhx5EqKVlIqTZ7Pcp8yX97e6upqQV4m0RgdoXBleFrbGq8GVipBU2mM/RZokt8rjTleR1h5Q25HFAQzSezXvvnmG8aIjDURMtKJQ8CkLMVVE8K5xKIJSR58bJO+Kxx72u1t27YxHEBhKQEYbH5o2AU0iR5ycHCYPn067gZCaO/w39lcvw803ye7fB9oCtG9Q6uMlx9tYGCwZs0aEplgdHHngLrv6urq6enJ+PLw4cOhoaEs0H18fMLCwmJjY2NiYsDNhIQEaPBShyJRT0pKys7OFstVoKe+vr6xsRHQvHfvHvUmoIkW6OrVqxkZGZGRkdu2bTMzM7O2tl66dOm0adOGDx+OaI82HPijSCR5mL2EMrsY6JQKVBp2akwa+f79+1O9ampqDhgwYMiQId27d3d1df3++++vXbt2qTWgkYnkrVu37t27R3XJYKGxsREGktKnkh2LLMSBUaWMhAsS1XNmZibOpHydm5t79OjRrKwsZKwpKSkIVSMjIwMCAthqwgwLCQmRddzhw4djY2Nx8MvLy8vOzs7MzGQpl5eXRxEqi2bxjBAqErss+f2vXLnCRV5UVGRubm5kZARoIjkHNKnN2QKBYkohlphXCmIK2FEzgoZUjlDH4C3JFoiqE+gENGnYKU5hg8yfP7+goIACU1J8MzMzY2JiuFtzw6ipqfHy8tqyZYuHh0dwcHB+fv6DBw9evnzZ0tJSWVkJMY64eUzhJByNkbEkpslMmW4A/qaYIfF85RQlPz8fNxzZm1dWVmL6KQ0+pSVjGWlB0GiKBxJfo7PkrgzP4S3QBDElI0g84kBMCIZiOYyEESUPlSPEI3pzkVFCWYeWxG5dpOVCPgfjRBDJIwwrxXVYwoTRldO/izSetf62bdukPacmtbKymjBhQp8+fbp27Sq0arX/LlDlfaCpfKT9+72RlKCp1jo8xc8CB0ktLa2VK1fa2NjY2dlt2bLFwcGB4YbY4u3fvz8wMJBOnBqTaj00NBRJZVhYWFhYWFRUFEPPkJAQnhwZGRkdHY1ADXsCBIJXFBlkTU1NkMNlpskIv7q6OiYmJiwszMLCYt68eVZWVgsWLJgyZYq+vn7//v2FVCR9t5aW1oDWA7gcOHAgX4ObAprwpfv16zdgwAAKVdCTFTCd+6BBg7744otVq1Y1NDTgtyRMI1CSFCPgEk4+63XJ2xFyktLmg14MSgrBs5iNIt5PTEyMiYmRNw3blKioqIiIiODgYBykvL29mTihapMKwNvbOyAgwMfHx8/Pj5tZXFwc1WhqampycvKRI0egyLC4KFcEIjIiEO25+HdcuXKFYfSxY8cWLlw4YcIEQ0NDAwMDAU0haUJjUHKJmEvKCkjmm0rFJLHScNeFeERFycST2SjtPCNRsTSkbWdZr6enFxUVxS2hvLycnRj/R4Cmrq7u4cOH8I2mTJliaWlZXV39/PnzJ0+etLS0FBcXx8fH19bWPn369Oeff37w4AFB8zLuoA/A+VByJaEi0DW3cejgtiT+ntKwU6sKvx0YpX6UWhI/UGWAh6gtlaCJjwGVaVvQJNBCGnP25qynJVAX+j5rdEjp7LVZ/qAcR1sJCUnOOck6p8WWeSUzTVpyvI0dHR3Xr18vUZTyo/fs2SOhlex5du3aJSJLiEosgpiWrlq1asyYMdjrtxllgp5/CjSVff3/BDRVFWKhDh06AJoffPBB7969V61atW7dunXr1m3dupUNG/wqcWI+cOAA00zC0H19fX19fakoEQvRvEPkpMyE3Xno0CFom9DQampq6lutzpUuPo2Njbdv35aM3BcvXhQWFqI4mDt37oIFC1atWjV79mxDQ0OyNPr27Stlo/TpaPu0tbWBSwFNqlE5yOnl+YK/cAAJQBd+0qhRo44dO3b37l32PHAAWPSzCOKXv337dlNTEwpLyRAXaXB9awAGiFlSUgLpGhsUNKnh4eFQuEJCQqgfERGgtvD19fX09GTKzIkqUl1OdWxecZnbu3evh4cHdShMWwYmeKFy3XLpMqdjvcteSOTtfMHG9uLFi9nZ2UT4KkFTV1eXOQlVvzBeGVxK9CMwytfEFwsZU7ZAEpNH6w28grbQZik2+S5p7fmJcHW3bNlSUVHBXUEElPHx8QUFBY2Njbm5uUuXLjUyMho3blxUVNQPP/zw4sWLFy9etLS0lJaWYg598+ZNQqcLCwsTEhKIdYFzznCDNlx6cBAZNgKTEHlvGWgyABUYlQmpfK+AZnmrmTGxQkoF0enWvA2mW7Tzda3Ryr8DmuvWrbO2tra3twc6xZNYSktZZ4uFsKenJ2Lebdu2AaNQgsBHhCi+vr5UoN988w3tJ8WpeMpxagJ2ILVokJgSbGw9+Clil0mbz6nM2od6k22Vk5PT8uXLR40a1atXLxxb27eGf3Xo0AGriD8Lmn+wIPrdmSbQjMM5e0wVFRUtLS0LCwtLS8s1a9awZ3NwcIBBBUeK2w87dEjvsLUOHTp06NAh5JUiWsd6Iz4+nq0RbfvRo0eFu4uaG/UhlZqQjSg5r1y58uzZs6SkJHd3dz8/vylTpixcuHDZsmXTpk3DTFPqRwaUApra2tq6urq6urpAJ4UkVacc/JVGHko2O3eGnj179uzbty+ztgEDBvTo0ePw4cO3b98G+65evYpZMrgJMsqD3AYkrOJia4QZvTlbUXgneXl5GRkZiYmJuKKgdxZ/GZS+3OCxUMD19d19oxwyxMe5htQA/AR8fHyQJ0RFRdG25+TksEdiCMhWnSZdGNRiGoKXR2Zm5rRp094HmkLekjGlLILASsT+7HbwVQEo2bMLmOIQLAgrLXmHDh2k0uRxr3f9IQAAIABJREFU0Qtx4/z444/nzp179uzZ1NTUY8eOsUkvLi6GwZqfn+/i4kKxsnnz5idPnjx9+vT69esXL15EoFFXV/fLL788efLk9u3b+fn5e/bsCQ0NZUhKvy+m6xTmUI8pHkFAMO5dihK4Cc4yRKb1Bm0l6pImnREzjYhUo6AqL07jj8MpoAnl9i3QVNKMlO6ZnDfCIec2K55DlEj8K8QjcnuoQ/38/Lh1swiikKQkFOqSeK3v3r2bcDe8MsFNqk7075s2bYIHDj+J3DROXP7k+TTymzdvXrBgwejRo9XV1ak0VVtdHcGyDu85BDqVjh5qamptbLUEPd8lb/6xhl1dXd3KymrNmjUrVqxwcHCgSd+8ebO1tTX7K+4E/B8leQn0DAoKCgkJ4eQ7dOhQcHBwQEAAY83w8PCIiIhDhw7Fx8dnZmYWFxfDg8FalS0QdWVTUxNl5t27d+/du/f48eObN2+Gh4f7+vo6OjpOmTIFz3BTU9Nx48YJs52uvE+fPuxwBwwYQAYDBeagQYOGDBmCE4+Ojo6mpia8d55MU0mVKj5Jffr06dixI5ykHj16QN6cN28efff58+fx7Hjw4MGFCxdgkjL7Y7UFkt6+fZvHRQfJF7W1tVR22dnZ0Fop0kFJoXMIv5g7OjQMNze3Xbt2yTBdAgTlHJNRu6wu5aL45ptv+LCCg4MPHz6cnJyclZWVm5tLlgnXM5d6WVkZDAfonxTIpaWlDx48iI6ONjQ0HD169Pjx4/X19bW0tLgtcdNShtxRY3JCApRgH/9Kx62kcwoNk7UPZSnlJ8/BM1s27CLKRK+pqamJr7CGhkZ8fPzJkyeBSyabeXl5xcXFOTk5e/fuNTExGTp06MyZM9evX8/tx9nZOSsrq6Wl5eXLl1evXn3w4EFhYeH8+fNXrFiRnZ195swZJc1I0I2lEJs0sc4EOvmhVLtK3w3x9ubtZfXHQBkcJF8I+jovDrDy4oBySUkJPCcMN2kFfsdPU7Y9UmNioMl9lXssdZwAn/AiYQhxeUNWx2GToY+3t/f+/fup/lA6tiEY8SB6JH4BhpVgMV/DrhcvDzB33759EpKOoEhOcRsbmxkzZujp6YljrmqrWzAMyveBpnLZrXxEZBXiRagsOT98+3gfYqqqqvbs2XPNmjWWlpbm5ub29va2traMZe3t7Xfv3u3i4sK7BHeVuQfXISJ04WxGRUWxJmI1IXqhxMTEI0eOEIpSU1MjxEaJ6qVSkw797t271dXVNAR2dnZGRkZz586dPn36lClTRo8eraOjwxqHOSajTBZBlD/QrXV0dIYMGULVqaOjwzYcYKUrF7KRkOF79+7dqVMn2arz4lOmTKmsrMTbgnnl3bt3kWPThoudh3ggicu6GK3TwVGAZGRkMLsICgqCD8uMiPcZ2dg333zDjXbbtm1M6pkRYfQlF4IsHpWZ0jKzEhUvPVZAQEB4eHhcXFxaWlpmZmZWVpaUQmI2Tr0Dc5DLuLS0tLGxMTg4eOzYsWPHjp0wYQIWU7yxfAQi/FeCJiR2Zo5txJEi/lGCJo02aAgxk6/p1kXJLsx5XpbcXYpWV1fXEydOpKenC1UDpKuoqMCQOCgoyN3dnZ41Ojq6qanpxYsXjY2NZ8+eTUpK2rdv39SpU0eMGBEYGFhfXx8bG6sUaCo7dCBSVnlMHlkKwTHir2z5RFVJpyVGARLvKlDIZkmpQRA/OnoUyl506Eqb1LdA08rKin0ut1OadJknyiFNijK6B7oMBCMvLy9pdqBqM/pU7s35WkliR6C5c+dOztTNmzezfeIXYC8Eu4hXYETw7bffKutcot/4PS0tLSdPnszqnKAoWWfLnPF3D5BRcFP8q6XMbFOB8rVqq7OcsN/bv+fo0qULVM3Vq1dD58Ly2dHRUWycmNKiFm1TaQYHBwvRHSwARmk8w8PDk5KS0tLSUKNzUxWWu4QjCu4w3ywsLARKrKysxo0bZ2ZmRvTViBEjBgwYAMDh5CibnN69e1NvAnYDBw4kLhEApaNEMa2rq4s3D1wZdhHMMTt37iz8JBr/oUOHZmRkwLuEjf/9998Ta3Gt9cBwE2d1hvT1rYFo6ILgVxJ9nJSUFB4eztKGOzcHbQ0nHqcN1SXKYGbNGzdutLOzI8JaydaQGoJzlc5MNqW42Hh5eQUGBkZGRsbFxaWkpKSnp584cQKBYHmrkXhZWRkkJDz9kPpdunTJzc3NwMDA0NBw0qRJfASAppKnxTJHaWCq3JiLiwe4qbTXpJwkuUTW4gLBfIu4eygtP7p3796rVy90lt27d1+zZg2GHXAPCMBgLsn/C4H/8ePHjxw5EhkZCafbzc1tw4YNRkZGWlpaBgYG9vb2MDeTkpJkESRpl1L3KZMqZJkuC3SKULkPQfNkXAAaEo+h5MBTYFKKItOCZQGxgYGAdPEiP69/N/fczs5OAtQATYq7PzhkjU4OJYgpsRaw3zEeBuCE3M5BO6N0MOJU5jZuY2PDgJU9PucuyvRdu3bBsQc0+Xa5DHgdCwuLiRMnamlpYW+lqqoKnCm3NL97MBKSTZHkWEiZ2cYeiVu9mpra/xA0O3XqZGZmZmNjA1uTscPOnTuJeodNBR8WjgHcA2QC/v7+bBvCwsIOHz4cFhYmHh/sMUJDQ5OTk9nekiuAbg+WuzJzEdxkkZKYmMjAZOXKlaNGjZoxY8bcuXPHjx9PmQOuUV3269dPIE8McUFPpp+ApmhX+vTpg9M4u3J068w0+/Xrx1/5GjLNgAEDfH19AUdgneHXnTt3wFD5J8zVCb2Sm8GFCxfOnDlTWFgIryglJSU6Ojo4ONjPz0+SosXShdOM0xi1GzSM3bt3y/7Tzs7O3t5eMrJkRyq1BQMWOzs7urRNmzYxbf/uu+98fHyCgoLCw8NjYmKSk5Pz8/Np1SmI2F2wn2UGV1tby45o586dI0eOBDRxgKY9F9JC3759GVbKRJKNjbTkwkZqA4LKXZCs4Kk02bnLdogCU8pSCTuRvJPJkyfTnldUVLBqoyo8fvx4fn5+QUFBSUkJqVanTp1KS0vbuXPnokWLaGLo3AMCAsDHY8eOlZWVgbwUmHh2AL4iEBDOFspU4A8iJzyn4uJiIUvwtWT/0n1zu1L273C/8CFWplGKXkjppPk7Eb7ShmzevBmQAjTbNObsW7gtA2HOzs4shTgpRRZJh85k3cPDQ6mSZAxEl01XrjSmo7+W/Y/yTs5cCd0kWkxAk3qTk56efcmSJSNHjlRXV8dFVUBT4OzPgqYSMZW4KUMl5Ur9D1hNn3766eTJk21sbKysrCwtLSmod+7cycWpVPozJmvjjY9HVFBQECxC5piwZBhuQqZJTU3l+pQEhXdBk5Ktrq4uMDCQ+caCBQtGjBhhbGw8Y8YM8nv79+/fhm4J5CmJRxSYHNra2pSZzDGFk8Q3sgWi2Yf+yUUo5aqWlta2bdsk+RZzB7Y9kmZRrwjahX968+ZNMBTn9oKCgqysLFzuDx06FBQUJNtIBpecY5xyshOnUwFDQUy+4M4NHZjpswCogKatrS016caNG6knvvnmm/379/N5hYSEQOekCWC4eezYsYKCAhpbSqra2lou702bNo0cOXL8+PETJkwYOnQodK6BAwdChtXW1obizmJH2YnTU6OSpBTFmZhDiOuYBryvPRdwFKzk3saPY7nUo0cPLS0t7gTl5eU5OTlZWVlkrIKV+fn5KCMLCgqOHj3K7eHo0aN+fn779+8PDw9nVylPpmxkG1NcXExstZJZKRoBseATwuapU6cgvQOU5a0x6LTeLMHBSvIzaNWl9ZYIX0pO0QIpNbjCzbh27dpboMmwhnsstHZwSibfshECQKV/p+5jNgQ/Q2IwWLLTrcuWXG7ytELsmqS7YYrED5VfhiUVTktolhhCSYIQ4vStrZnsNjY2U6ZM0dTUJERFTRF1Ioj2Z9vzj95zvFt7Asp/sJ0fPny4paUlHTr3p61bt1LUKAtqYQjQ8THx8Pb2Zr0Gyx0tEFUn5Scs97S0NBwPUT4IaCoN1phsnjt3ztvbmw9u7ty5Y8eOZQs0ZswYthAMIpW6SapO/uR6Zjner18/HMxwftTV1R06dCiLICG9iyydb2RfRNepp6enpaW1adOme/fuYSyCmTz2HGKpKVZdLNBFUgnNCG0PC2vsGgMDAwkUoLNR3l85hWReRE3AQJOb1qZNm7iZcf4zJhKRsaOjo4ODAxZ/fHYbNmygAt2+fbsI57y9vcUONTY2NiUl5ejRoxRT2FJwVVe3xm1v3LjRwMBg7NixhoaGQ4YM6dOnD3emvn37UtT369dPQ0MDC5XP3z6w2IAnK+FUMsqEmyne+wKavBSlJSgJUIotCwe2sHDFunXr5ubmxltN7BVId/ToUU48+t8zZ84UFxfjTwzRRwageXl5OTk5DCVBMSEMUSqWtebf8XzJwxAnTabDIiJCz8qqnQZcGTwJT54pJxIm6F9Ct0A/BkafOXPmsuIQ25e2laZyOSg2a0raZpsDaONrbtoS1MO6htJSWnLJqIDJQVVLdQk0g8WbNm1av3498iROR+Vha2sry33qAgad4h0HBC9evFhPT69jx46/y6z8A8Ts8P5F0PsOtVbLYWUc1R9Ush9++GG/fv1WrFghC3TUQdyooG3KwIFLWsxNmHgw36TMxF6TSjMkJIQH4+LiMjIykGqgeharcIEbml/iG6n3t27dSvzh9OnTJ06ciICPtpryUFQ9DNfovqklRWHZt29fghk49PX16dmFjSToyZqoR48eYIGmpqaenp6Ghoajo+OjR48gsT9+/PjBgwfQNm/cuKGMDBKXIB4Uwzdo0sh74uLiQkJCyBdhEIRIV0KuxOWaf+VGzpyHGp/RkFwFXBEcStUcp6vIQyhOxZF23759/v7+/v7+YWFh8MaSk5OxjCSeTHw98EV2dHRsA5pQYunTeQ81NDRYyMiiRppxindxKe6uOCgzGbC8rz2Xp/G5C72JUSa3RjQLVlZWAnBMDPH35VZ95syZI0eOJCYmHj9+vLy8HBU/88Tk5OSUlBRuGCdPnmSSCIqVtkbvcv+AlSWLb1psUJJdkNSnAqDMi8FcpYwVdIaeKe08lCZJPcHxCMsbxkHCcZbYlbdAkz2MjBeReNM5cvvd3hpCKUDJXyW9ct++fcTnSj6abHtk8c2D4OaW1ix16bj37NmzdevW9evX0+8wKqIWI61o7dq1nKnKMRNbIGZVO3bs2LBhw+zZs/v27QuQSd3XvjU3qkOrnvJ3j/dRjt4Hmih/yLdg9NlBoXN/91BRUenZs+fXX39tbm6+ZMmS9evXr1u3zsbGRkpsoF/Y1FJpCmj6+fkFth7MNIOCgnAp5a+xsbFHjx6lhAE0RRckyhmpNNPS0ijqra2tx40bN2rUKPYPQ4cO1dbW1tTUxKZIKEcCmsAoaKihoQHCqqurE8xAsUmJpK2tDQdeTHpYl+vr6/fq1YvqqVevXrgE2NjY3Lt378qVK3fu3Hn+/HlLS4vkBYn9sAAl/zVJpAA0mR6mpKRERERA3nBzc+P0ZijEvZaWSNjHFI/c8jFS2bt3L6efgKaQiEFGwco2h7W1tZ2dHS+4YcOGnTt3MqRiUxccHBwbGwsTMD8//8iRI1I9nTlzpra2lvZcQLNv377a2toogvT09JSmzsI9oj1nL4TyB1RVUtOpH5VufpJZAgeeMRRzT4aegCYNO2MrHudHf/nll5DbxcuSsaYwkMC+48eP4yAHwtKw0x2LERFOGUgYmVGIh5tQbqXSFHkPMA1/U0ntZJskxHVuSMxAhLsu5n5yr8K6hQJZrLOUeaiUnG3bcyCMmy03yS2tCZTyIHJp5JWyqKFPx0yT8SXtOTZu9O8ohRBWMsdkWmpvb0+1yISIISYVpb29PftlBkbc25VtETMEKlYQc+vWrVZWVrNmzdLV1e3UqROI9qeOPwbTdw9lO/9Rq28C+/rfPT766KNevXqZmJhYWFisXr3a3Nx87dq1pNcxEQP9gU46R+iE0N1lp+Hh4YF9HK5IeONLjGVKSgocOu6lQnFHrM1sG4ViWFjY+vXr16xZY2FhMWXKlEGDBhkYGEycOJHFDqDZs/VA3sMWiI0EJQnVEEUlnbscQ4cOHThwIJ27rq4uCx/acyrQgQMHsh0GUpcvXw5NChOmp0+fokbnF2ZpDlsTkYbM70mPKSoqysnJyczMjI2NhZXl7e3NFEgICXIyg5gUCrIX4kYldDqKBunDOD+5czOhAkBtbGysra2trKysrKzs7Ozo6OWaYgTv7u5OHCkgwsaDry9evMgcrba2dteuXaNHjx4+fPiwYcOUg46hQ4dSjFMnSnvOKFN4mlSOUoQKrZ1OXFlpUkXKEJOjTRfP+q579+59+/b9/PPPiQ7G7MrAwICyDu8SsXQDs5CuQr2UPTiCS3HiEGokXXNZa8gPc17UkxhW8Qj4yPYMwhAYrfT1UC7ZlUYtrJtwmcKjU+ifIjxHrElb1tjYWF9fjwqIsFLYGm1BUxpDMGhbq9GvTBgdHBxsbW3ZYCgNPhAOAY4MjyT7jJfifBXWkZyRW7duZaKH3pwdyMaNGwFNcaXjBJUzlVIUoJH9Cci+Y8cOKyurGTNmaGtrQ8/8vwZNWRC1Ac2P33N06NChZ8+exsbGlpaWlpaWq1atwhLFzs4OZj63q22tXqKCm7hGeXh4QFDdt28fw01W6ujTqWUiIyMTEhKys7MlohLPNGk3qDqZ10iM2qpVq0xNTYcPHz5mzBhDQ8Nhw4ZhCketISRnrjdW3hCJEJL3Vhx07gw9Setm+ilCQHE/Ypukra3Ngrh///4LFiwglhJG1N27d6VAxp5L7C2wPRfzN3qrgoKCzMzM1NTU+Pj/x9x7fmV5run/RA2I0kEUsSJdiiiKJfaCgoWigg3B3qKILSKiCFZExUSxoAjSRBBQo1Fji72kmCi2zM7O7D1rzVr7n/i9+Kz7WBePMbO/85uZte8XWfoIGJ/nvo/rPM+jnGdKSkqI3eOW06wDWYJaE6BTVOdGa+WqTi+JjTRkp1zQxRHOPUkemCZXa61dVcjm2f5WW1tLyhyRPN988w3UOYOUzZs3h4eHDxw4cMCAAeHh4ZworD5HpdCrVy/sjFohSS6cucXXJpxYHJGZIa1ETg/jUuymTkog2MfHx9XV1cfHx8XFBc2Tn5/fiRMnwCPRPsiqlOgOaCo8mOpPO0IAUMAR/IUQl3D9+vXrwkc53AWIhLqrqIRGp6mXK0wAaoZy3rG2pTMc0NJ5fo3GSJZczBRqblqB5odsj8RoHLDmnbFw4UK9IkGlxED0ODzYSnhTlJHW/qxfvx6IVKPN37hq1SrQEMSkPxIvBHQuWbJERShICuOcmZk5e/bswYMH4/f6P6g0TTJdrBGrNf7wQqo5dOjQtLQ0gjVBf5403nzeCr2ZXFTrStjLzc0lfJMakwV22M+RBzY0NMAnEleu0YzqTVJ29uzZk5aWlpKSkp6ePnHixOjo6IEDB0ZHRyMbostTc0elqepS8RySvvf+4CLQjC82ZZ6mS13f2KtXrzFjxly+fFn4yBZyeHPacwWpaY8jFy1Yc3Mzezqxlubn58trCw5iJJOlgsPbVNdtaH3Z5DBwzy9btkztjmJuaL+WLFlidmB8puQh5Obm8hlJ9I5365tvvgHxaRK3bdsWFBQ0aNAgktsxUCoaDnYO9yS2cWZQsp/bKDRFr6vM1N40FaRigVS6Spmk7h7qCXUtcxhvb+8VK1bA7YCSlM822cCK0qCzJvSX30LIoLiia6ZshDtCuQlQIkFX5cguCoYDzO4B1mvXrt27dw8L/9OnT0n30P4i/hYKVYnbtZaZZkWBp7zOUS3EfPr0aSvQ1HILM4FYjKFCjzRk5C7hFmESp9kllZHpkuQ5p3qVmygrK8u8twSdK1eupNkBExVJJz+G7mDz2ynTPv/886SkpIiICBb2tmnT5n8bNPUFItPNWeqHV5s2bTp06BAVFTV79mxAE9c/9bL4WaSaZmaEeCEe+N27dxcVFZGcj6l0165dJSUl5FAcO3aspqbm6tWrgKY2Omg1jSrNvLy8tLS0uXPnZmRkoKELDw9HqY4ekK5NdQcPj1hv0eg2PnT9kU2EhzI3+TLlEOuKjIw8ffo0nbj+V9+/f68FGArpQl7HjY5hjoFmTU0NSaNffvnlzp07IXlUVGqFHyorbktuYIUQamrPuc7dZTbmy5cvR5m3ZMmS5cuX83kxVkJ+q7vX1G/iM96/f39JSQk5fshpr1y5As9LxsqePXuCg4MjIiIiIyNDQ0N5owIDAxV01LlzZ5ZYSEHs4OCAxF0vUnUy6NRKNSpNakybbRkCTYSZJhekzU60FLTn3bp1c3V1HT58OHma+A61fAJMFDhKX8mljAwqSn6CXuS/AKhU6OQ/UfqR9wyfA0aLqTezMh89egTzjjWIHhy0NbeKkpmi5XfawywLsgRtYKutTvMPr6VLl5rzGmpAcJOqk76SMlOTI4y9GmKCkjSe661U9jVr1hAIL0UR6ExXrkG71EiUpTa5CabemKW4U6dOJZ/RlFv+74GmvsUEzT+52MIWGBjISglWBmVkZCgkhZOA2oea3dxUzFu3YcOGPXv2FBUV5efnU9TTvxcXF7Pb8tChQ2VlZWTE4Z+VKZsJoBIu1q9fP2fOnPnz58+fP3/IkCHqo/v27QsRZOPYgzRwdnaGpVVsu5mwqTAe0uS0LEi57rDnDED5SrETvr6++fn5DBO0xffXX3+F7mcbBFUA8jrVCA8ePLh9+/bXX3997tw5evOvvvqqqKhox44dCNeZMMJDKlFQcg6JkRlJaW21ZlP6dLT9BZSk6oTzWbJkyXzrysjIwJrM6JO/a9u2bXv27CkuLj5x4kRFRUVNTQ178WRruXfv3ldffdWvXz+0B8HBwZhQ/fz8QE8Vie7WSmSlImh7GripJb1mKofQUKApNbs6dKaiNqojd3d3XvHw8OAj69ChQ/fu3auqqkS/AHwUj+CXpOliwwFNRopUlLThN6wFn2LJVRiam+LZ3aTB5R1ri6Q6d1MGL8USjTyxxGAu3wVTKne5wlNYNvX69et3796xTYCaw5YIMjcCcZwi8VmwYEFGRgYDuIyMDA3gkGdzqHLwMhJiGKfnnIccMccGa/cvAIrjgr+LHgcg5i7MbL3iDTBdsmSJTba8ak/+BxYvXjx27Fg/Pz9G438Odv8joCnVp6nZ/BN2vm3btnZ2dj169Jg8efLcuXPnzJmDFd2sYmTdw0/JcE10HL+l1yOkB2po69atBQUFbP08fPjwmTNnWLjGvUJMi1bRovN4/vx5VlZWWlraokWL0tPTBw0a1KNHj8DAwJCQEOaPLNUyH042KLRv3x4XCryB/JHSvWvDGrJBkeZ8gdyTpn6TstTFxWXlypViq5gqvHnzhqWAzDHJdafuoPBkpnn37t2rV6/W1dXRm3/55ZcHDx4sKCj44osvBJqc3LJmyCCkrAPEwtyQqjFtLsZBcJXq0BG6L1y4kOcFu5diujgFc3JyCgoKioqKjh49SrFZWVnZ3NzM03vjxo379+9XVFQMGjQoLCwsIiIiNDQUcQJvkQbKwBbLKgSXJmI6W5eWCJHrrr6bdGGbIA9lG5uFp4BVlCAzTVdXV4KpaIGvXLkCQmEEQj+k8SVyH5prKGz6cZWKfAv2cMmDKA9J0uNz18ZdIFiSCZkj6TlExN+2dgohsKeoZBgiARPsuZaGcqnLobbVRt8/SDniA9bHn56eDjICnfyCkhMM5eL+4E6Czs7KygLsNKbMMnKSYGyoHJX/9vnnny9dunTBggXLly+Hplc6HICuClSnt4pTFWhz5syJiYlhXO3o6Ph/0J6bMiZTFf+xwI727dvb2dn5+PhMnDhxzpw5s2fPBjR5/Gw8echXeQ9NJjczM5P96SSSsT4ekp2kcYRH1dXV8mNwG9mc/A8fPszOzoa+SEtLi46ORmgZGBiIgFlFiqu1rot+kEhwOjs0z9p4DsmjLRcMwuQ959eAqdyZyp3r3bu3m5tbeno6rRByYvRxWmtBpcxCR9k51J1hdj59+jSIiaxdrjMNkfRbLu5GSnsCECQHXvHBpT/SWN+UEksbhyiCV/hMkTTl5eXt27fvyy+/PHXqFBuY2R6O3uXp06eNjY2DBw/u169f//79MWXJtt+pUyftPdf6CtpzBwcHSEhlD+NDdzf29Nrkd8htKZPlh6/rorVnuOnj44MbvXPnzocOHUIg2dzcTH2H00nrJOnZ6aA1SAENKa45MCSrZAbKTIkJDDNrdfdiurVUWRFH0J58PcNT5brTtssoqTRigSZNmFlViCDiFZ6XVqAJEgFeKK7ZNMvHn56ePn/+/LS0tHnz5pn1UUZGBj3m/PnzYTMATWhxbpTMzExYDupNsUC02KYFaMmSJenp6StWrMjOzhZ223BBUiCZoKkM0FmzZkVHR3ft2pVJeTsrcf3/GDTtP67rdHJysrOz69y584QJE2bPns07uWDBAup6k9qSf5QLbYMkDTx+bPjA9Z+fn09SJONOpNSnTp3CHcTsTPI03XZE3KelpSUnJ4eGhhLloNkl8j3qFwWAi4pFodK5c2eoCShXhl8anHl5eSFREmjqsUcSrwwkCk8fH5/58+fTg2sTHC0SkRy4QrXQEcRkEAYzUF1dTbJRYWEhaUaq0GUZkKhurRV7aA6ROfK5LTUpslFlSuIuvZHuTJ4dHhDqjPT09EWLFq1cuXLjxo1mh15eXt7U1AS//Pjx4+++++6nn366cuXKoEGD+vXrh/DIz8/P3BdP0BFZbYAjGwHsLbGw/OZMVGS1FGK6WlHtwlbTi2kz6zS9RqTJIf90cHBwc3Pr1KnTnj17KCrr6+spAKGwpV2n0uSPzA3yym1jZEkdh26MXUnYGZgzMn+EDgLg6K9vWPvN5Zgkc0/jGhhz1Z6SbQpqyfWg6wLc+fNoAAAgAElEQVQ0wXRAkwoXnSYTIdvADmaU4CCfN7tiZs+eDVDOnDkzOTl5+vTpM2fOnD59+owZM6ZPn84rKSkp8+bNUx26cOFCyS+Y+JimF9N0xBhejCQvMkulbqXfQaHJ92ZkZCxZsiTTMAIvX748IyNj48aNc+fOHT58uL+/P8csukgHy91o5gT/v4Lp/+AFCsfExMyZMycxMXH69OlkuTMCUznD+8azKjaMRnLlypVKPGFDxq5du9iozMJkKtDCwkKWZFRWVlZUVKB00RYBCoTdu3fzIcbGxvbu3ZvSkoh10NNmVSy47+HhQa8toTXDTWR9ioRA1sevpXQx4z/UxStb18nJKSEh4e3btz/88MPr16/fv39/9+5dVp+bvD+TKQoWSNLLly83NTXV19djOWdx/O7du1Gzi9sxZzvmcBz5ByUn5/HKlSvN2bpkG8z3ly1bxn2OAonCYtGiRTxBlBdMNvky/Bpr167lkCNzs7S0FPMSghgJCUeOHBkWFobXwNfXlwky2iwph+Qupx9v164dAXEap4CG6gxAPe0L4qOhtecVV1dXR0dHV2PTr6Rm6D0VHEfbTjMXGhoKYDU2NhJISJY7U0uBlLSQWgFPkQhEPnr0CGbyyZMnHOeK0lA9qB8F4AKL5EyDfdwGytrgxtAuIJWoUm7yv/Sw9cUf8f/J0F9LQxlx2oImbui5c+dySM6fP3/u3LmzZ8+ePXt2amrq9OnTp02bFh8fHxcXFxcXN9m64uPj4+Pjp06dOn369FmzZs2aNYsCiiqVNPgVK1Zw38hfQaOEERiIhBQSF7RixQpu5dVWTh1/tHTp0vnz5y9btkx2zMzMzGXLli1YsGDDhg2pqakET3E3tG3b9l8NNClI7e3tBwwYkJKSMmXKlMTExFmzZkGjywqlSZlZ6Wg0sWrVKmkPSbPPz88nTxenv4zqBw4c+PLLL8n1OHv2bH19fUNDQ21tbXV1dV1dXXNz844dO+bNmzdhwoR+/fqBXCjPoR0UFa7nR705fju9LoaBSsRUBULy8EN4UdmaImclbXF1dQ0ICKipqXn37h3mH3LtlJ5JgYlEWWMH4uBYlFZeXl5SUvLll19KXaC2xqQNzfZcviCZeoFOEzE16GeaT0XJLb18+XKmWMjgGF6p8qCA4IvXrFnD57Vjxw5i3llsCRly69YtQHP8+PFBQUGRkZF9+/bt2rWrm5ubj48PXJAJZww0GWXa29t36NCBatEETUpRctqpHKF09InYdOsm8041KgKQU1PL2kiMd3NzO3bsGDNNiCyyLBWoQQMuPl3AZ04eidIgWhRSSMyYeggJkr61li1TSMK/M6D89ttvqVifPn3Kz2ceqjRMqdOQiKJ2ki/ovnE9ePAATTs32/fff8943ZYIWrRo0bx58+gWadlSU1OByylTpkycOHH8+PFjxowZOXLk8OHDR4wYMXLkyJEjR44YMWLEiBGjR4+eMGECYDplypSEhAQwFHZ4wYIFqLjp0yWk5zZl6Mmw3FQRKxCE0CPwAsqC/hQLPDf3kiVL1q9fn5SUNGDAgG7dulHQ/QuCpm7xyMjIxMTEuLi4hISElJSUuXPnSn7EBSfGQ6sR84IFC9B4SVT4xRdfyG2FYoGoXaJSyEaCagc3y8vL2c7Gqoy8vLzly5fHxMQAZH369ImMjMSuox0VtOGQqurj9KSZURH8EPgEPHzqK3nOaf+7desmFtiGxvX29razs1uwYAFmyidPnrARCDJdIe1PnjyBUuCS5fzcuXMCzcLCQlLZYXsYa9hEdknCKffqWmvFqdkeyZCmZlwsEK/zIgOWRYsWwQEw7oc7pY1gGE1/gGYTDp0EcrDj2bNnSUlJQUFBffv2DQwM5P2XslXDTcpM8T/05jKhO1kX9aCDgwMknrOzs4eHB58RH0SXLl1AQJg98/M1OUAUFPxd0oc6ODh8+umny5cvV9gdsaGEWspOriZdEcICL9nGeYWPkp6aoDkpkNhsoZXofA0zUBFHbNxlEalUXIwmzb1pJvNOFazqlT79+++/ZzOo7jrUwbbtOUQ5bQXCvZSUlOTk5ClTpsTGxo4cOXLYsGFDhw4dOnRoTExMdHR0VFRU//79BwwY0L9///79+0dHRw8ZMuSzzz4bNWrUmDFjJkyYEB8fn5iYOGPGDGrPlJSU+fPn02nS0QCgVAGKRFPoFs3RqlWrmD0tXrwYvKBFIjcT7khk0bp166ZMmRIZGdm1a1emPBAv/2qg2bFjx08//TQsLGzq1Knx8fFJSUmpqamzZ8/WAcMl3KTMWbx4McULgwsdKoRA4+vXZaLnjh07cBMRJ3706FH8l0ePHi0tLc3Pz1+8eHFoaGjXrl379OkTHBwcGRkJb0P3jTxFRLlZlShykQtbOg+24sFNTIQ64Pk31YIm+Hbt2tXOzi4sLOzx48c///zzw4cPuWslMJYUmbBFioI7d+5cvXq1sbGxrq7u7NmzJDRjB9KOAGS8itOW/4cppxlOyKEOCyTE5OJ4NjNWuJkpMM3LRnOyZMmSVatWKV6anaOnTp2qqKior69Hr0M19Pz584yMjLCwsL59+/bp00ezYNzijDLMEGImzjIFaU0QBaaTkxPjIP0pPDgtPz+cxtzR0ZHv1XJKt9YLL5X1pWwaHqXhw4c3Njay7PPcuXO4g4SYIqm5FIjJJFqbIxUGrMnjt99++/XXX38MNLVZHpBFj8wPQTwklgl8ZB4l3SisjllXUuODuZzNxMRoDxV3XSvQnDlzJug2c+bMadOmTZo0KTY2NjY2duzYscOHDx84cGBUVFS/fv369euH+JkVMaGhoSyHCQ0NjYiIiIqKiomJGTJkyPDhw8eMGRMbGzt58uSEhISkpKTExMTZs2fDJ3Lb4YA0+UdNjvgjOlNGnBzdy5cvZ0gPC09bRBsL4E6cODEsLMzHx6edtQzyXw007e3tAc3Q0NCpU6dOnTp15syZc+bMmTVr1ty5c6VJEGjiZeaoYNy8aNEixh1yXiqcFFWskp6pQLUFD+9QYWHh/v372Z546NChLVu2TJw4kT26kZGRmJ1N5ZC5aNtmoQLlJH06md7MKPl6bX9VAwho8sN5+EFVm4oVnvfYsWOvXr1ilwtMOlw5Qn28QLetJYVsWWDyQClNpcmGVMUgcJPokqIDISd9uhRsBG6ZqhJJOJiiUGlqymmSAfyW4iMtLY0PdMWKFXxY27Zt279/f2lpaU1NTUVFBQlpd+7cefLkCevwVq9ejfFcqc9otig5qT0lnlWHbnNBS1JmmuNO3EEu1n5KDi0qR3DQ3hoiScBESSs6FNqTZwpWs7i4uLm5mWIfeDJTi5SyoVZdOKh9k1o1LqkmS/HoyrXXV1sq2SxPl60cOSaVkiJJ7IljnaklGKpRuI1dXSWnchRRHWl1aCvQZCiZmpqalJREaTl8+HAKzJiYmKioKPICCOLG92YG2OD0Cg0NjYqKioqKGjBgwKBBg4YOHTpy5Mhx48bFxsZOmjQpISFh1qxZ3FUyDtK56C40hYqSjmJQo/Dk1qexYg7LbU3zNXbsWIqmf1nQbNu2LX6hkJCQKVOmTJs2jTIT0IQ6MNs6jYZNjo5WnWwkWfu1bA7QpPY0M+W0eREA5bdr1qxBZz5o0KCoqKiQkBCU6th1VGm6urq2b98eO5Mpn1ZCBI8i+mdkgFSXmoeaAeCenp6oNfnhZunaoUOHbt26OTo6Ll++nDSmO3fu/PTTT8R2SJlPJs1ta7ngrVu3Ll26VFtbW1FRUVpaeuTIEZKfyMbGra9sf5s4YUrO1daiFDU9eN4kKYFPN83EnPTgIxQ5WghKy4yMDCgBPta0tDRS+tevX799+/bi4mJ0mmfOnKE0u3nz5pMnT+CCcnJyMGUx7kBygMaA99NUtoNfTB7N9ANeAQrZhwF1rk9NJxkDZZp0h9ZuYM1GP3Y/f/LJJx06dFi7di3zwYsXLxJxhGodTAT1sKIj5MAlSVQ7iGZGEClaGOs638g6T17B2K4wTdpwMJf4D/HgsIUAN6UoE0yKeupTkyYSaKII5n7jpzE5aQWa06ZNS0pKgu2ZMGHC8OHDhwwZEhMTExkZGRkZGR4ejuBZO1qV3a1XCO6m8CQcrG/fvtSew4YNGzt2bGxs7JQpU0hFg2qkkjJ1NrJFouqgRRIrsnLlyqysLDI+1q9fjyaOw5/J5vDhw4OCggBNpQr9S4EmN5m9vX1wcDAE2owZM2bMmJGSkiIhFxfFJvlDZgWqQmbZsmUIZRRFgWlVVSeCJEqtfONSOPTOnTszMzNdXV2jo6PHjh0bEhISGRnZrVs3/M6+vr4iTNG0A5pCTCpNVSt06zKTQDKYOTo8nPxMyB/lgKjTd3JywiY4ZcqUR48e/fzzz/fu3QM9kRkzlccZwuRLobbV1dVlZWVQ5/v379+3bx+LJ2nSUQcrsshckUaBaVaaoKp5Q8q8qxEzHRInGY5YYlKpCRYuXEiKFQ1Eeno6WmYIdHSarFwmy/3WrVvPnz/nvwcOHKA3x0aFuBXJgdgbLjc3N0wcKhWZOaqtRpwk9oYWgf6AD058HT/WlCKJSnJxcTEfGfMJAqljY2MvX7589+7d5ubmpqam2tpaqdy0waKxsbGhoaGpqQlg1dBTOZhAHtWo4oS1NYgIJWk/FOxGv4/+nDtBeyjNUQC2dNr/7777jsHlgwcP5J40NUaEG/A6kiNuvB9++KEVaMKDx8XFTZw4ccyYMcOGDevfvz+5XkFBQeAgGd3UmOZnSbYNuMkiLZC0d+/eQUFB4eHh/fv3Hz169OjRo8eNG0fJqWkAMCFNhtxBCxYskOaGedDnn3/Obbdo0SIqLDmI6FgXLVo0ZMiQgIAAHx8fQtr/BYmgTz75hDiPoKAgVpglJiZOmzaNN4SBMkAptQrTMepN0euLFy9mjMtIDsMlwzslvefn52tNPAtIyEnij/bu3Xvw4MHNmze7ubnxf9KrV6+BAwf26tWL8QtiFyQpNNq0hFKliEDnFzzD2CvpIs0QHRmf6Q3p2aW7NsN1XFxcvL29x40bd+PGDSpKKk3G848fPzZBU2ENly5dqqmpOXPmzMmTJ48cOcLSKlZUaTEygUOKPTSLTQxC4tkpSOnKPwRNndaIjQDN9PR0VBAUoYsXL05LSzNlJAz0s7Ky8vLyvvrqK+i4yspKiWZevHhx7969ly9fnj59mo3nFPvyqlKeM4gE6SQ8MhW1kmQipTRFnZBFHF2ymZtp7eKR1OC3t1YH6qnREwQRZGdn17Nnz7Nnz167do1UTZWTqgrRNpw/f16hR4qGk4eSI1D5b7TPdOtafUwCCD/BnJPSd/NHGonyc0Qx0WIDzTDpN27csJGvY6kkqoOvZzcMuQ227HlsbCxYOWjQoAEDBhBDGxISghmZbG3Z4BT/pe0Fcs6ZoQyIV4KDg8PCwmJiYtgVNWbMmLi4OPSJM2bMoNIU7Shvu6LaFWjEtWLFCkoD5nqMk9LS0viuoUOHdurUiZroT6KG7O3t27Rp085a6mvObj729R8ir1782Nf/oTzezs4ONbKHh8eYMWNmz56dkJAwefLkpKSkhISExMTEmTNn0uKlpaVBoKWmphKowbtBb85psWrVKkJSsFSvXr2amHf4H7biKBMan2VhYeGOHTs2bNiQk5NTVFS0adMm8j1HjBgREhISGBhIl8BThHyPZ09FonJ0BHMwP6YiWvEQgCBjNepQNzc3Rmy0hzzMQDDsbdeuXTt27NizZ8/a2tqff/6ZZhwfOjymrJOKCOORu3LlSmVl5ZEjRw4dOnT8+PG9e/du27YNvSpmSumKAEdFXppRHautCzw1c2HMEbxEDgs/uPjs6A/mz58/Z86clJQUZtBr1qzZvHnzzp072VVZWlpaW1t7/fp1mkRsMA8fPrx+/XpERERgYKCjo2Pv3r3JbFa0JfWguezP0dGRt137Kc2FlFpRqRISS6VJkSsGyWSQQE9OeiGm7mSeBTs7O3d39/bt22/cuJGJZGVlJasvwE2lFDc2NrL/Hesk5Scr2IDIGzdu8I3Xr18Hv4gfFnTC+Wi/OS8SbEyOp/b0ot9ickrtCXqCldSzcriLFMLkbibCsO6UV1gT0Ao0hw8fPnjwYGaXPDwKoaEHh7OT5g4Lh7YgyNGhVBvtz8LLHB4eTh71sGHDRo8eDUc0bdo0scaqpyTRUNCWOY9nEkrVqSMdEFmwYEFUVJS7u7uDg4OdnR3H4MdAjc2U9sbMm+t/AzRtXu/YsSOZdSEhIfHx8cnJydOmTUtMTExMTExOTkZ+hGAWXm7mzJmpqakULCIceDeYxGF0oZISjU5wJMT6tm3b9u3bx77vgoKCHTt2EO948ODBrVu39unTZ9iwYdHR0ZidmVmbMWJibzWsFDi6GZemZtqPiB4QdadE1HSUsD0SBprGZ29vb0LC9+zZwySekx9OkwvQpDrQM3DlypXq6moquGPHjh04cIDEPIKxtf0UG6XSCJlpfribgEtZBzZxXyJ/aL1pldALmyJN2nbMC8w0v/jii4KCAhaWnDp1qrGxEXkmjzSP6MOHD2NjY4nnCAgIwDqFf9FGNmuaxM3KXQy4DWjqt5IW2XxeKjPNCCU9LLqx7a16U79OTk4mSv3s2bN00/TgXEwzm5qampqayNy04XYI0ERLROXICkn5IxWhROKcSfLwoyjY+VNA8+bNm5BRTL2ZACC8B38pReXBvXv3Lul8gCYDTenbgNRWoIlni8EluYcYQkhORIOifDAOJbowKlC+kurSjLRhAwxbtEJCQsDNIUOGjBgxglWxSUlJJOAqHgbo/BhomrpFcxi/ePHi2bNnBwcHQyYAmn8CajZBG+pE/qdA82MXJ7mDg0ObNm3c3d2HDh2anJyMxgDExCCQmprK+AIvFuNOnkxKbz3VGswhABQRRIgcxPq2bduKiory8vJIJxM9Qrc+ePDgIUOGhISEDBw4MDw8HFKbz5fPUWehjejSvfXF1BL6G+bB29sb+7mqGx5sgaYmbgJclVHOzs6pqanEJ3PO626WVFOjfZ6By5cvnzt3rqys7OTJk0Anqyjz8vKYWuTn5yuzXQS6llAqTFN1KCj5hzNNxJh4iPlo0GwKRhUQB7bi8qDS3LVr1+HDh9EbXbx4kRRekIJBxIsXLxYtWiQHqvRG3t7e5hNndtYcZm5GgCZ4KpQUjNpI39U6yBrLSaaHQne+npf2xhoYFxcXOzu7tm3bBgQEsL68urr6m2++IWWZepNKs6mp6cKFCyz4hf8BE7/++uumpqbz588TYs+w0rSNS7ek/v3q1asCQb7ymnWBqgTCQ8HDrdtEKMmFyYjz9u3bkPj407k04sRJQR/QCjSpMiDH+ZyQg/A54QyRqY5BsqwdtAzolmXw8LaWXPPtPXv2DAoKAjRjYmI+++yz8ePHQx/PmDGD9lPhIHix/7A9B0a5a83swiVLlqSkpPj7+9PxtW3bVjLyP8FBM5Ton4E8Mxnzn/lK8+/i4u9CGefg4IDEfdKkSagX8F/hUsXAiosZT57kR8ikYXuphlAU4K3UclDNOrdu3cpwE0017Sqzzr179yYnJ48dOzYoKIidsXx25igGxo+YOHPZls1DC87iWId54OahfqFtlIrQ1VqxLfGgQBPAdXR0jIiIuH379uvXrxHQKdcO3ORuFo0O2cp2oPLyclZ1so2yoKAAcoytqIp2BTFtIlFkuBBEKqrDhEuVmSoquTNN8YP6d2JoGGhu3bqVxSSVlZXnz59nTw510/3798kM/+WXXwoKCpydnTmoOMZg1cxDS44D/fa/BE2VlrpUhDJskVhCOSASGNnb26Z50TZRSbRv337Lli3ffvstgYSAppZuUmk2NzcDagrKZEMJ/leMmGCiIt/BMinSYdUlVJKeSUWoCZrI4/k5qi4ZgivpA/CFtaeRV4o7biKNg/hoWoGmWnJqig9Bk/ONzwwyVB8hRQdD5Q9X3ynYxt/fPyIiYsCAATTp48aNw4iZnJw8Z84c8R5cfwKa8OzLli1jXQRZIYsWLQI0eWJR9mBY/BPQFIp9CHN/DoL/5dd/+LdwdCMEARratGnj7+8/efLkqVOnSlcwe/bs6dOnM/OFGkKQBGmmEfBKaxm3Mh8pNrUnQzuTqZ4otXbs2LFnz57du3eDodnZ2YWFhZ9//nlKSkq/fv0+++yzoKAghY9B+ikok2wb0/XoZW3HRjbEJ+7l5aW6kucc5scmvozK1FxfI+2Rk5NTp06d+O/Zs2dbWlqUm2mCJrhJ885e1itXrjQ3N58/f76qqqqsrKysrEzJHdp7jioLmxmX5phIMlRpyoUhETuzIBpwExyBRTP0y3yRwhMVHfsHCwsLzaUX165dk+GPTR4vXryoqqqiw+vcubPkWT179tRY80N/wYftORgq0NQQU9y6TjJXa0+GjLD4f3TrmohphtG1a9fOy8urQ4cOn3zySXx8PB2xMtvF8FDlac87rTT+nGvXroGnly5dgsbBFHvx4kW6eJP2UTMOqioWHsEmfyk/nC8Grxl3mopOSZFUbILLsiqBm0+fPsWBTsiW7TZKcz+1XAeM+emyGabQsqmW1JOjUZcQ06xW9NmzIioqKmrw4MGjRo2SfjM1NdVU2yBC/JP2nPH8okWL5s6dy8Bo3rx5s2bNCgoKQgX5ySefOP4T6y7MseOfg6DNwnR7q1X/L7HSVL117NgRmED4Zmdn16lTpxEjRsycOZPDQ75VQJNRJglyc+bMkU5LSgMFRIm4WGXta9IiJlp4Uop37txZUFCA4RIAJQpo1apVI0eO/Oyzz5S77ufnFxAQQOdBFhHTSdOzrCqGylGljTkUk9KFjg/azcnJiVsLeSCcuynYJK7R2dl58+bNmClVWqLTlLONkM0nT55QbH7zzTeXLl2i3qyqqiKN+NChQ/v376fMzM/PR+iu/RamIQ25O83759Z+C242BXaYegbOMLNVt3lRpiAcXFlZWTk5OYWFhaWlpefPn6ewwgvEY8n14sWLmzdvDhkyBHxkDsbmTpMO0mDknwFNScT0JgOaKjMlclA3CW5qbOVgraruaFzt2rXz9fV1dXW1t7f38/MrLS1F2Q7eCTTF5yh7mAIQEJRm8969e5ggr1+/DoxKmWTqPS9Zl7ZR0qHLLKTSki++alzi7lWfSuuuOA/0m4AmdxrKdtsQYmUoaJJF1UCCnrYSMuGSoIT3mjYN6tPTugSdSorGMRIYGBgZGRkTEzN8+PDRo0fHxcUhuEGcwYToT0ATCgjBjfzycCbp6en9+vUjsBI5pJ2d3T8PgvbW4OZ/BDRt4FK5sIq94Cc4OjoGBARMmzZt8uTJuE7pzZOTkxFv8q+joJYwS3H6SFxXWrn3UBYUm+bCRZ5VDOnsIIFW1ibLzZs3T548ediwYX369AkLC5OwjFkNV9euXYnOVDFiPpM8seoNeXopSczxpeoa9SX8EfcMsMsP5ydPmTIF3RzGDDmCyIhlYwc6ZCZTaE0Ybp4/f76ysvLYsWMHDx5E6I6uQPv+eJcUPCwmXVsFsZ/b9OYQcRq+a6CkEEWNnsFNzjl+OEuKDh48WF5efvHiRTzXICaJy/yj0AnMnTuXDA66PXLheE5NRg6wU3vuai1A5800QZN2kC+TPJ6DTY8tdQ8dJLJZtWIOVmSnk3FxS3t4eFB7pqenYz+XHlMiIc0coX0EhTTjVIiE4/3www+3bt2SPP6acSHblPyTnwOeQsczDbh27ZoJmlSmfKX4d+ab9P6qNLWQA6G72nPkRz/++GMr0FRmH8eaksEYcwCRSPBQF/la2+i5y7t06cJbbNKpJrtKp89ymMjIyMGDB+M4IuYHabcQMyMj42PteWZmJhojLJWrVq2aP38+375s2bLBgweDle3atWNE/TFQQ8j5IW7+T4Hmh0na3MoUZcQruLu7t23b1s3NbfTo0WgJwEpd8OaojlhKoeeTPpFXSNWjXJLW3VwuhPM6OzubfB3E7ZDp+/fv37t3b25ublJS0rBhw/z9/QcMGMA4BU5PseFEhUseqFGMJpse1i5D/dbZ2dne3t7keUBMWdHp3F2MtDEPDw9fX1+eZxcXl6ioKOgRHOgYz1WU8QojJ0wd7EK4du0aM7La2lp2UkqzmZuby7pzJK5MflFrSeguMn3dunVKF1ZwIuZIcBNRrWifJUuWaPRs2oVJ0mQn5a5du44cOVJbW3vt2rX79+9DbSmXnrHDTz/99Ne//jU7O7tDhw5ULX369OnWrVtAQIDZBapm5D23adtB0j8ETX4hwk0NIslJHI0aT6vMNO1Gujp37ty+fXtPT8+OHTva2dlFREQwc4AFkilIO3+ktaQIVYV469YtqHPIPeLWwbU/lByZpSU/8/LlyxSnQLBAE7jUZNMcbjLWhFLn71LnDpmOnkHt+atXr1qBJre+wrdVS+J+5cPwsFbL63AzI0ulTJaCzzz9MB1TbA4YMGDo0KFw6JMmTYqLi0tKSsJKwS0oSyXK9oXWXo0lS5bg/GHKzu2I0pjdZKNGjWIPj729fZs2bWxEPzTgZo662ZLrKx1aJwrzLR/jfwS+uhDV4+M056rEcwGXNEdt2rSxs7Pz9PQMCwubMWOGhATJycnjx4+Pi4sjwxQAVXwc0j8GZ6rElRxho9k2/UJbtmzJy8vbs2cPOxpzc3P3799fWFhYWFi4b9++tWvXjh07lsVq4eHh7D5ETKZKk26acTZ0gTksU71j3h6iJtysNDkqSnUhSu7QPQbRwQHj4+NTWVn5+vVrykxJ5+QIZkIPgD59+lQraNh+XlFRcfz4cZbNcTagOhJ7prfIbMZ1Aq1cuRL6mwi4xYsXU/Xj1FKlmdH6MmtPABTX+ZYtW1h9jigHIFD5jHaa/XGvX7/+9ddf6+rqIiMjHRwc6Px69eoF1wpcSr6uwbGeOLNzt3G7mu4s/Rzzc0EQxr3KZ4QdSPo8QJafDBEEdcFMxnhrjoQAACAASURBVMvLq7CwkL0jTBKZPML2QOPQIANYVJ3CTaLhgDyADP0mPBJ1JRUloAlc8srVq1dZEkW9CVLz8zFcUT+SfCwLPIjJKBbd0u3bt22MlcTNMUlvBZq60U0xZidrZStlgqu180DeD0UoihMw+wVT08eBSaPRr1+/wYMHDxo0aPjw4YBmcnKyVtpiEIS45O6kCEXVwViTzpThJpKjtLS0VatWTZw40d3dnbbXvvXI8r8BmqbkwtRdmknsn37kam/tvbCxA3OfcXc6ODi0a9fO3d29T58+iYmJ5OkRLgU7BJLOmDGDSlPjC9BTDlQlniyxEkvVZkIKsfg3NzeXlnzPnj0Um3v37t2/fz/ZcVlZWRMmTGA1TVRUFCt85fXCmiJruYxAnkaQh1vrSzCqnkNOSk9jQ6xeMVWHNC40MXv37n3z5o1sGzjbtCeOCHdKTu29uHfvHg8S+4JKS0uPHz9+8OBBxpo22y9o1aXBtJGyy+kr/w9tkPp0qn7qUKV1iAjiGzGwwZsfP378/PnzwMGdO3e06fDZs2esLH716lVLS8uTJ09aWlqysrLat2/v4+MTFBTk6OiIEFC8qwmaZsieKlA9s57WgkmdUuojTSrP7OvN+QkmWu5nwpBcrahN5Ld8JbXn4sWLKQARriugiMgixohYJ6kEAU0kBLJOqpY0549arQ5ESuBJS1FfX4/qk2JT5SftuUSdUr8ja5f8U5Q91JCiP5UVz9UKNM23WO8vQ0y9vyr7mWYCqVB7CgEz2SEP46LNBzrDw8Ojo6Ojo6OHDRs2ceLE+Pj46dOnA5oynHHsA4i0QsroleZDIs358+fPnDlz5cqVycnJ3bt356MF0f7boGkOvBWKZaOE1+62Tz/9tG3bttIAOzg4MAwCPV2sgBlkHAyqUNvgjenSpQsCrOTkZBKhkpOTEb0jyZozZ44CoU0OXSW5kspkcNY0UzseWPO7Z8+effv20ZWzlG3Xrl2HDh1iAfrQoUP79etHOAtbfLXzBy6CEKNOVjY7z7DsPTZwaVPCeFr7MGwu+dM18CVwk9M6LS3t9evXUOfcviYRxMiJqhNgRYdM4VBfX19eXl5aWorWvaCgYOvWrdnZ2QwukBYQhi/QNG0UzI6Vyq5AI84qGiOd8cRQKXJY9jbOsE2bNhUUFBw5cgQZI6ESDx48ePv2LVkkGt2yaPvBgwf/+Mc/bt68GRkZ6eTkFBAQ0LFjR3xBXla8qTkF/hA0lRolxOxireRFIMFzrd6RvoGzTW50/pZOnTrxCHBvy97OBXHXu3dvLy8vFxeXmJiYiooKVEcU1IwUJSaX0Ec6ShhzpopQQ1SRyCFu3LjBWQjPDmLKpnnlyhVAs66ujp1ucPHYhDQlEMOuiSrVLv9XqOJFXoHRiv7EeM5lC5py+KuENMV65H2BmKRUdenSRdtZNeeSjUQ9gj5g+n0fH5++ffuSxTls2DCSN6dPn65tGYiKKCqRH69Zs4aq09xWZOO4SElJWbVq1bx580JDQwWXbdu2/f8JmpL+CjEFmuCp0FmgyZfRrcAUA5HiRkSG6A13d3cfMGDAxIkTZ8yYkZCQQI05c+bMqVOnwg6RhKSdQjbsrQmd5qoMJZMSdI/9HArowIED+/bto/bZuXNnUVHR7t27Fy5cOGbMmIEDB2JzoEOXR5ZpmvZK8gTyDLtZ5nQ9Y6Y5WoIBHkgldXJxKpvaz/bt2yOJ9/HxcXZ2HjhwIHMlKAJFatKta6W75O6AJjVFU1PT2bNnS0tLS0pKDhw4sHPnThKPWKDGuUL2oAmaXMobZh4CMy7Dj02lqaGnVMMcaRxgGzduzM3NPXDgQEVFxeXLl+/du8e/4tGjR2/evEHNzr/xZ+tindyvv/6am5sLqLFhTaCpMp931aYr1wGm00uUrE1gvpcRaepiratU1LHoXDNrrqO1vg3E9PDwADQ5ET09PTdt2kQaQGNjI/L1ixcv0jtT7gmqaOHJe0d0KfEQtWRNTQ24CcKKdudnSpZERUndimUTeGXKyU9TTp3qTTp6XeaKDrXz3E7KJ24FmmI/3S3XsE4kHOWMtNS/S34Ez66PRJ+ETd0BicT4IzQ0lGV7w4cPHzt2LKCJpIbDmaIJwTb8JnnDdEDaK82prk2ZbHAbOXKku7s7I8X/RqWpntpENzc3N8ePXJpa8gPtrWx2TmONMqSDE7MsVwz3eq9evUaPHk00HykebGRKSUlhFxMCA5gHDgkzuljEunKhkFJnZWWtXLly4cKFFDu8mVu2bGGP0BdffHHw4EFclWvWrJkxY8a4ceNGjBgxcODA0NBQOnSZYvGiSMXJ/aBxtkLeeISY8Mj4YHr1KFehGky45PLx8aHS5Dnv2LGjr6/vjRs3tNmKUC8lzuJ7Q6ZDDJKWcLGcsra2tqys7MSJEyRswqFv2rRJSiPSszhdlhsXZSb2XIRfvNUc0kqMltOc1sdETDL2MR3s3r372LFjDQ0NrGTAEkqME1gJSra0tNCwv3r1ii/77rvv5syZ06lTJ1Z1drFWlttoD8y6TyMy8UKqXTRKVldu0xFqvqxZJ1+jx0E+IuVsio53c3Pr3r17mzZtRo0aRW+ulpnd7ujeQUPFF2k9hkCNCSP1Zl1dHZyeaWanVLxw4QLVJV8MRvNfWY/ozRFUkI2kPh1C6cNV6Qrc1GJL2YFsJUeq6j09PYE2akadS1I58HbrdTXmHFAfNghSLws0g4KCGJxBoE+aNCk5OZlYLQ2PVCtRCHD4r1q1ysYapLG9RHapqal+fn506Khz/3ugCfZJ4MZEUpmvGvHwW/0VDpaWTbMeqXO4I0UTd7DWXYn3HDx4MLSPBpqoAkDPGTNm0JvPnTvX9FlSAS22gk4Y8tKk05trG+ga6wI3oURoVym+VqxYsWDBgilTppj5AzLFSqIrswNcEPeM4jyoVmR88LD0gzxsAk0zud18aFGD6r7iXDlx4gTNkU2T/uLFC3TvP//8M1jDZi4tJrx06VJVVdXJkyfJq2eem5eXt2nTJm2QNmNbzVBXEJC7kZw3yTDT09NRFlNs0gQQkm2C5nJrbS821tOnTzc3N9++fRuNEZUm9ALM7OvXr1taWkD/+/fvv3r16s6dOy0tLVevXp08eXLPnj2Z9moOJtDkjjIny8JNyTZNhtbLWlvibpnWNcSU3svFSCn2sJKh+Zmuhp+dlAA3N7cOHTp4eHj06NGjQ4cOXbt2PXjw4K1btyj0YHIIjqMrl9yHqeX9+/eZfmLXgQ6iU5bJsr6+HhkT9qGvv/66rq6usrKyrq6uqampsbHx3LlzVVVVFy9evHDhAugJdU5lyi+kf7p16xaKIt0qqjFBbabn2gHHxkrbaDi10p2sfD0+FTFCXtblYYnYVVqq4uDN1ednHkoeHh4gb+fOnf39/fv27RsZGTls2LDPPvts4sSJIo65TelrTBITxCRnUxfZw9hdWBq8adOmzz//fMCAAVR/grZ/HjTlD7PpRNwsBZyTlfvPj/1YBapu1HQBeFlhvR4eHvDOZhRQZGQkQe4JCQnIj1JSUrADpaSkzJw5k+oSc/pc6zIrTVFkZj4pcMnBw8YFma/XrVunCAn2We7evXvx4sXEp4oLoh6keFRKi43wBWIdvsvDMvzpkDCPZLZimCJtc/AtSr179+7qHDds2EAnrq5c2wjgT2hpf/jhB7gg1htQjJSVlSmTmPwOrOhEZ8oraRPJblaaQCHWLLKmCDoglV1Jw3h/ef/1jZmZmdnZ2Xl5eQcPHiwrK2tubr558+aDBw/AStELFMtUnd9//z0P8+vXrymlX79+XVVVlZCQoIGyKDV6apuuXB5zuVdtnD8ohJytzBSRGeZU1MXa7uthCbFN0btU8ZyClLpM7Xx9fZ2cnFJTU0Ww3L9/H+E6VbaIafwICtSgDMSQI7oGJXxjYyM4yK/Pnz/f3NxcV1dXU1Nz7ty5urq62tpaxpr05k1NTZppEhHyIWjimATExemLdELfjrCBmwoYtZ1piuSRV9Ld3d10nQsi+WwYawKFHpYa2SzQZNWi7JJa3s/PLzg4ODw8nKVDsbGxTO7mzJkDaHJfKmyY+1uuDA5/ysy1a9cSFolgE774s88+Q3hEk/7/BJpmFSn7ihS8boa5xcFKhjepIdWh6lkYAWuvC2YYOWHEY7q4uAQHB8fGxlJsJiYmcpDAm1NdInqn/ARGuYj54Mu0gH7p0qX41hcvXgw0ENWMhBMYxXnJbox169bl5OQcPnx4y5YtY8eODQ4OBjTla2AgY8IoBypEkIS6zs7OnLV03yptNO709fVFzGSu/BWZ7uHhAU1Pxg/3zNy5c4lOoD3HrQFcahSIxF3ps5K5sGft8OHDBw8eZICbl5eXk5PDpCIzM1OrernrpOLiFQK0Fi1aREwfAexLly4VXJoTEuXFCTTXrl1LSMqBAwdOnz5Nf/rdd9+hMZKOSvZQTWZZEf727Vu+/j//8z+PHj0aHBws0GTmyA0p/lp1vZ47tUd6KjnGTNOBHERUkbo/Of4p/DWIkybJ2cqm4tl3d3fv1q1b27Zte/fubW9vHxkZee3aNQRDT58+vXbtGsNBMJH6jvxN+CJeBMju3buH8wc2T/NKppDsam5oaGhoaKCorK+vZzfR9evXL168KNBk/cb58+cbGhqU9CxVJoiMmVKgaWZ53L9/X2nEnMR37txpBZoSypnHjre1w1qDYd4gxXlRLMBvQL197ENys2xb7u7uvr6++CkjIiLggsiNnzVrFnv+li9fLkbIJgON3ofbkTUPiJNXrFgB77F9+/bk5GRZbkxNJXRNmzZtwNOPXdSJOqXd3d1txhRmt041ynnjZG1aN5tWjXcZEvG+iQDljeXO8/X1HT169KxZsxhozp8/n7MkOTkZDKVhB1UFmpK+a7ImHypPOzokzhgKc1hjis0NGzbk5eUBJfn5+XSvWVlZgYGBAwcO7N27t6enZ58+fXr27Onm5sZMk0WV/NMYdKqWFOHjYa2itCm0vSwxPINRoNbNkHC6uLhgQyKPDnSIjo5m6QU38aNHj1paWu7evWsub+F6bl0oVBobG6uqqk6cOHH48GEEAyz/yM/Pz8nJYdUaPY24cu4urbjAREAgQEpKCuCYkZHBKSW1puy/EERLly4lYo5Tqqio6OzZs42NjSiNzBKG5AgWbQOXEOv06Y8fP3737h2d44sXL9asWePi4sLNQwUD2KkGlHxFPgKbsZI4TD2S0rdTLek5VT/OD5EyzNUKpgIl+OGS61J18bxs3Ljxl19+YZvT1atXnz17dvPmzcePHzNrZugJEt26dQs1pWRAFy5coJz8+uuvzeWUUOF4T8nfZHF8U1MTbTj8+8WLF2nbQcPm5mYbaZGWZ0gJr3rz9u3b9+/fpxQ1B5oc2H8gOdL4Q6BpBjSoFzNBgRtd9b8mHXorpe7UcNPX1zcgICA8PJxlGGPGjCEbLSUlRe2PuTRVRKS2MMrxxg7b7Ozs1atXZ2dnr1u3Ljc3d8WKFd26dbOzs8ORYlNmgpt/AppIKenBHR0dRQ17W1scOBsoSLkFdUrzLWpq9L4BlCCICk+9vZ2s4KiYmJjp06eDj6jcQcxp06aRHQcplJycPN26AFAadjEV2IQAAqEAB4/psOTB3rp1K1wQNRGAMnHixMjISMyURAVSYAo0KT/p0zUak4dPD4+LFT7m1PoiyQU2SRoXhnTsW9fos0uXLhEREV9//TXkyY8//vj48eNXr16xtODJH108mVevXm1oaDh79uzJkye/+uqroqKiPXv2kIaHmXL9+vV06CS083ZpNExbg+JSBDrqS/KhTTGDmTXDm48OdO3atbm5ucXFxVVVVU1NTcoSB+vRnJo7POjHcez98ssvz58//8tf/kJM2e+//15WVhYREdG1a1c/P782bdp06dIlICDAzs7O39+fUQlnDD2NNBtq+MxLsyY9pHxkboYR06QxzdGzqHY96Wbvz33u7u6emprKNh7x5pcvX6ayk5mHTtkcYiI/0hwTUMMUpEgOhqEQ5fX19dSSTDxlzVQCCBJ3qkvEm1BAFLPQ92C3XJVgJZ8F6mB+/eDBg1agKbAzLQRUBDZeV02pNCR2NYIb9ISYuGlakinc2KkQFRUVHR0NFwRoUistXLiQc57Wycz1+fzzz7G70GCuWbMGPQf2agjirVu3Dh061M7OrmPHjoLLD3vzP7yQDckI5ODg4OrqKlmiovBsznDqR417GFaaQV6drAQT/RAhKcIRT09PZ2fnoKAgYonBTSHmlClT2CZPVrF+kZSUBJLCpDNlQ8jJBJPZHMM1Zh3oE83IyC1btmzfvp1IpNzc3N27d+/duzczM7N///58TFBA/v7+oJtCjyCF6ME1uxCHwMMjJlDoye0Blyj1kqh2T09PgmN8fHygm3x8fPz9/c+cOUM/i/Pn1atX9+7do7elvQUrlevFWLO+vl6r1g4cOLB3716gk3+vRJq62aTZAkDRZih9A4HXggULmCZDxxHQxbnOeU+3xHFOemZJScm5c+cuXbrE2A4KAtCUNxTlKfiItennn39+9uzZ27dvnz9/fu/evd9+++3x48f5+flelv20Xbt23bp1o8PjyNFszcNSNajKMZ/Kjh/4x12MIHfdlubz7tbaoUDPhB7ZptgUKzhw4MCGhoZnz56Bkt988w3hoTS/UOcEaIKkCDMRums9Bthn2sapB8l4pzc/f/58XV0dIFtfX081yhfoB/L/YLqDYJkUlSSLEcCNzOjRo0d4JcjWfPjwYSvQdDYuF2NnlikK0dBElYWoOh6Yjh07mpWFebLZkCpdunTx9/dH5Q4XBGhKDad9QZCb2vGtUFiqA7hg5MpZWVnZ2dmZmZmbN2+eM2eOGdhhY9eRQujDS1+D7rJ9+/aaPFIhdjEWKLpbu0/Fg7tb+xvou3nrdEmnJWeqTh1vb29HR0cfH5+RI0cmJSUBlELM+Pj4+Ph44kfJkQM32YXHfiFmmqo0FaBnKl6110GIuXbt2uzs7G3btsGn5+fnFxYWFhUV7d+/Pzk5OSIigg1rbH+i0iQsTju/+LfoHuDT55/m1foylRW0mdJ7wsvzHmrciQqYO3DXrl3oMWnSX716xeBPmk1Ak6nZgwcPGFRdvHixpqZG+ykPHTrEzrW8vDzuGaIzuZ1kozS9QAiJpNlk4kF1OXfuXHg5bR/RTQv/gyT28OHD5eXljY2NWPTUjLOeW8UymioeVHTvL1++5Hj46aefvv322x9++OHVq1c//vhjYmIii3PJ8fL392/btq2clN7W9jrdXe5W9JSadHTEHxY0rtbSC02rpWHSh0vR421tMbGpkKhYKXi7du166NChx48fQ7AwkTSDhAEsrS/Xi0AeBnamloI/ykMUmkw26+rqzp07Bx1EREttbe358+dFuEsDTzOOYNO0rqN2kjgUDEXWziiTvcp8QH/AnotNc7MuvQVqJN0tuxVvt/QN5jOjt1LciIwEfEvnzp179+5NlvugQYNGjRqlFHcJa/BaKP2MlpymCQ0Ne7K05mHp0qVbt25dvXr1smXLNm3aNGzYMDs7O5vFav8laApk+TXTH/PYYKCpetzV1VWUsakikKXKBE1vK5wUGlSmGoTczE+jo6MJPZowYcLUqVMBzbi4uLi4uMmTJ1NyIuQEMc3ePC0tDSmrGSK3fPlyU2+kzQ0K+MCZTpOOX2jv3r0lJSUFBQVsWwsICGA5or+/v1yVWnNiniJqw03Bii7zJqHYVBoIfKOXESooDp3ksZUrV1JmQpS/evWKYk1EChsjYIHk9Lh+/XpjYyMBcUePHj1x4sTx48eLi4t37drF5k4G4tBBph2IFof3kGpdOSkSsbOzlyAVLREg+GPTpk3bt2/fs2dPcXHx6dOn6+rqWDkLC0EShORTLLow+XRESG/evPnxxx/fvHnz7t075mstLS3v37+/e/fu4MGD7e3tu3fv/umnnyLxMeVH0gypQqQBUs4bLjUbuOTytpLMSORxa70q3aY+oMg1+3Q1GSx6WrFihfpuZo504mgtlaBx8+ZNJpV8GXDJ1yv7Q+t8KTCbm5tZc19ZWXn27Nmqqqpz587V19fX1NRUVlZWVFRUVVXV1dVJsMl4VF51fq1MeJRGprhdazAoSxmk2NooNa1QPc97yvvSyUplZ1rhYllZdArpshld6aOSNwaKgOIlICAgJCQkLCxs4MCBLA6Ki4sjXhMFEpZKyUGYdVJDUVfSkmdlZeXm5i5fvjwnJ2ft2rUZGRk7duxYsWJF586d+R9Qu93OCiv6k4GmGCSmkyqI5G/RcQIpxCFBYc4dIwWrtxVfr9EwBZRJQNOWwku6uLiwOGjy5Mnjxo2jopw6daoqTcpMQDM5OZkak66csDItldWgDdJ8VesLGM3MzKSFJMuDUHfEjOxjWL58ueRHtMkgpgxCEqibpK1oBHcjX1WcmDgKHSEsLmWCyQhYPSYY7ezsnJSUhDATPaMiPOjHBZe6+/VAXrlyhR0Yp0+fxod+9OjRoqIitlRmZ2dz6Gr5j5obqkv0W4sXLyYukx4I5SZuNEUBAK9Mjdlhd+DAgePHj1dXV1NmyjsovYuAXiu9gE7sT9iE3rx58/79e2KciHr661//WlFRER4ezgNlZ2fHWJmjCOzj6TMbc+k6uMxn3BR4crtyHFK9aqbp4uIClQQcmxMAjUddrP3APXr0cHd3nzRpEqYgM2j9m2++MSOH+bAIY8aNfuHCBRE7ZhSmFqBfvHgRxryysrK8vLy8vLyyshLQbGpqQrBZW1vb0NBAlco38vPV2qvsRTQqxJTrHGkUr3Nofffdd61A0/WDC2SUs4UhnaR5qsNFBPGWKQztQ9DkIPKy8uVY8xsYGBgYGBgeHj5kyJCRI0eyqxJ+A1kcp7qyZLg16daJ8GIsJUY4MzNz2bJlpPjExcXx/2Y6Hf98pqn2XMkaDHG0stj0EcI2albLr729vXv16mXKG2WhoSjTWFMSLr2ZLi4uvXr1io2NnTZtGiMLtlRSYFJ4Tp06lfBNQBPJC4gJaa6lsvC8BJ0oFJJZZ2ZmJjSa9kDs2bNn//79Bw4cKC4uPnLkyOHDh0+ePLlr166UlJTIyEjA0c/PT9tQ9E/gn2PTAzpZpgDTuifKi+OhkxXVKrW8/BH8cFdX1+7du/v7+7u6uo4aNYp1gCQAvXnz5sWLF+jDbXBTexFEifIcVldXl5eXnzp16sSJE0eOHCGWOCcn54svvpBByNS0KYNDG0+1E3TZsmXif3REcTitX79+8+bN27Ztw9FPmdnc3AzhgBcQAEWrKKmNVnogpXr69OmDBw++//57cjbZ6sF0gvfhwIEDQUFBdCeAIMjIEd7RSoBWXa+2r4OVnG/O5UFbNysN2ttI7TGPug/bcNlkBdnMNBmtREREVFZWMl+W2VyWcDpupD+XLl1i+Ai3Qy3Z1NSk2E2oc+1loyuvqamprq6uqampq6sTRCLqxIFeX19/4cIFylj+ItTytO0yUyqtTmF0t6zd69xImIVu3brVCjRVILi0vgR2EtxRNUij0KlTJycnJxSOTk5OZoikOUbhfKPbBTSBlaCgILo/YolHjRo1adIkhaFxa2rjCp427k5kIsAB/dS2bduUj7By5crc3Nx169bxcTo6Okpv9Oe4KWBt3769k5XPyp0ENYEd28cKGNVwUwU4nKZIDJodlWZdunRh2Zxy8qkxnZ2doU18fX3HjRuHmRKWPDExcerUqSAmuncqUE0zFH1kSo44bBSLK0cAMUgURJs3b96+ffvOnTv3799/6NChQ4cOFRcXnzhxoqqq6tSpU0ePHi0vL9+5c+fQoUP5R/FhmSpLCpPu3bu7WTHDptqMcbBMEKpcuK+4hdSP0wzylPLuubi49OjRIyQkxNPTc9CgQZgL3759+5e//OXt27e//PKLctXU6gpD2WUoc961a9fOnz9fVlZ26tQpcLO4uHjnzp05OTkIVxluUmDKSL5gwQJ4HhhzQJMOXSvOecOxAzF21zTz0KFDZWVlsBnKyqXquW6t58bSRxwZhSez2mfPnt27dw97pcz1UOq///77vXv3Xrx4kZeX5+DgIKnmh6Bpsucm7UMfwKfAg6kMDrEUSL6YI3l5eYnqsRHYaGRnzrLR25IqeezYsdu3byO3YlKJIRJQAzrBRPBUEqKGhoaqqiqmkLgk+SMockaWTDzNDW78lnebiTYUHNQ5/BLfqF0jQkxaAS7SPDl3b9++jbjdVqdpb20AN0VC7q3TojxaXxRfnaxFWoJIZyuNgo8EzDUfJEm+e/To4e/vHxwcTCzxmDFjYmNjY2NjJ0yYwCpwVn4TgIQpjXNeSdrID5EiQWtoYRY5iYsWLSLLHcR0c3MjbfNPKk17Y80kHbpG7IRLorkR7qthB6A9PDworFRGdTcusLJnz57+/v6mT9Hd3b179+7ceUOGDCG5g7qS9LyEhAQ2pOOwFGkO/2MurfwwVFwZZZw9+E2l2YSsKCkpKSkpOXHiRGlp6cmTJ8+cOXPs2LFjx45VVFTk5+eHh4c7Ojr269ePZc5MGOiv2cHgaiztMsdbUu2ZvjJJW0yRipeVQ+FtBdDJttupU6c+ffpcuXLl7du3P//889/+9reXL18qkJj6Cycl5efjx48pDSS1u3XrFklx1dXVFRUVEiEVFBSwMh71lRxoTDko4akoufEEqRoiA6MM2TMzM5mzb9++vaio6OjRo6WlpVVVVRcuXDDpCBghakw88tQy2h+LI+jBgwcKwSNtE58lhqK///3vP/74Y05ODqqjLl26kJ7l6ur66aefMtng7uWmcrUSjyT+00Nqb22WFmLK76fYDnMqqodCUlx0IzzgTFfgozp37rx+/XomlRcuXMDmCGdNH40o/dq1a6dPn66qqgIusUWiUZeNkih+gR16I9MxSVz82bNnz507R8DztWvXqqurKysrCT3i/QdY+S7SBH+GrwAAIABJREFUkiQXJesINl8K/FvW2ks2X9q256qYzFGIefiY407pkwFN4ax5IpkqMHFKEkawuis4OLhv3779+vUbMmTI2LFjAQh2YJDigYaGtogALsX5iBpGfiRBMrIkzvz169ePGzfOzs7u008/dXd35xd/oj0SU8QvSF0VGybQZHOOFtvKGsB9g+qbAlOLyUz+hH+79klwnvfq1YubOCoqitklbTjr58BQJptokrQSQ95Kyh8FIMmgIvEgZhV2/+Kn2rBhw86dO48cOVJaWnr69GkmRGzBBUArKioOHjyYkpISEhLC/zNruJFq4hGiKnQ1bKY6O83UHPmCvKzsRWoTBcRAoEvQSh0K5vbs2bOxsRFu5C9/+UtLS8vLly/fvn3b0tLy6tWrly9fEkP58uVLVq3BTatth2rAoVxZWXny5Mkvv/xy//79ZLlv3rx569atmzZt4m3Bk0Z1aR5CurBambHt8v4jH87JydmzZ8+hQ4eOHj16+vTpmpoahISssdX87vr160zKGKXB2GJ51nCNiadYrx9++OHXX3/98ccfCTFpaWnZt29fz5494dPd3NzatWvHKN/Ozo7eRYStXBUqiaAx8b8h3hS8ehsR0d7WyiayDamuXIxgaZMgdbdi5Dnz5s6dSwmJZ7yhoYGBJpB34cIFvDrIhphLigUCbUkgRosuYh2KHFRVqiaHYl1d3ZUrV5DQA5osBxYvD/mu2tYETe1xI/aF180gj1agaQpE1EM5fbC+QvMRvTVOTk6Uk3wqH2KlBsl6eHhC2Kbdt2/fsLCwfv36xcTEjBo1inhN1VNoaLQiFfWcQFMTOuhgagSQlOkSTNHGjRt79OjxySefODk52dnZkej+55WmQBNRhbu7O6QNeOHv7x8UFBQcHBwSEsIeAlVGYi1N0NQFR6w6VINdstf8/PywFYWFhUH1QJEDoGRrQqBLpykOXeipVt2m0kxPT5efGv0mMfjr16/fuXNnSUnJmTNnoCBra2v1i7q6uqqqquPHj+/YsWPy5Mmurq6Uxiyy53FSK83FBJlbwtlwiUjkr8AIncpelh8XTkzsucy7GPgqKytbWlpQ4bx69erNmzd/+9vffvvtt19//fXt27cEnpMSpA2ChGwyzlf3V11dzZZKNJv5+fnMKLZs2YL0AhslkiNFEc5rfUnHzqUYTfRwGzduJCR///79X331VWlpKVKY2tra6upqyis4DcpMahyJXXAKMQSkc0cegDuFKLn79++/ePHi3//93x8+fHj48OHQ0NAOHTrQS3l4eHBuuVr6dtfWFjVTzMDzqy5Tn5pKfh149J0dDb+f+ZUIjUWBcDk7Ow8bNszsyhEGUTDCa5PnRgFIpYnhB5wyF1LKF9Tc3ExFCWgyJEXXCRAT33nlyhWwmI6eMpOyVEs4IPEBR1p4/kb5celX2DZsW2k6G4J+08dqM+IUaLoaHhh7e3tTc8NsC+wQuWbW/FAHPXv29PPzCwsLw08ZHR09fPhw4jXhPQjZ1HJzxbabCx4U5CHtIdoR1qWykfGLL77IyMgAMSk227dv/zHQNIM17Y18fyLyevXqxTwhLCwsMjIyKiqK8aXocg8r0IhXKCqVq6ZLeiMtXKJq4z4LDAyMjY3F+cNAk1OEmSYXEnf9Gu0Ryyyl2UwzroULFyr0XqpDCDTCccvKympqaribGxsb8VRcvHixtra2tLS0tLR03bp1ISEhcNzAPTcJ/3Cdjk7G1knBoodlUtZkXPSCq+VFASKpKzlaTPmBu7v7sWPHSCN+/vz5ixcvXr58+fvvv4Ob7969AzFfvXpFkw5hggry/v37ZEMQ4XHu3Lny8vITJ0589dVXBw4c2L17N/vmNm3aRGPOTcUJzXkDaKolT09PN9PyZVrnXKeExzKwY8eOvXv3FhcXl5aWlpeXV1RUnDlzpqKi4ty5czzeWg6uHDO2byuriQoUJlcbbJ4/f07Rffv27adPn/79738vLy8fMGCAnZ0d1ALTM5okNyuZ0KaEpzYC6UwqQkedqbG1IYF1SZNHNSp6nd7UycmpV69eFI805vX19WZFiXYS9gZGm+5Y/3xZgJC48gqjSWCXipXfAsGgs5LbMWKCofoj0eVMP/nhCu/45ptvxCsKNPn/aQWalAYixVRdm2+lcNPZ2VkeSv2We93bWrAlCgUgcLMCPqBKqdeCg4P79esH+lBpTpo0adq0aaAACybFm/O062Y1g3xWrVqlvQVAJ0lxGzZsIMA4Jydn9OjRzCjp0D8GmuZ2INgtFyvKhUrTz88vKCiIlKaoqKiwsDB/f39hHzWUi4uLeTx0My5qT5hib29vBp2w8NIhd+/effjw4QkJCfHx8dIY0aFjnUxKSiLgHdA0BZtmfgdPONfSpUt5K6jZUdJA9RYUFIj/YYjODUcgQm1t7alTpyorK0tKSlauXBkQEEDpgeXczUrApXjhgOQhpGZxtHYiUXp4GKmO3CcuRoQrc09TpNXF2vTn5uZWXFz822+/vXjx4tmzZ2QavX379q9//ev79+8pMJFwsi9IS12QJSEPvHLlCnJomPSTJ08ePnwYQzquSmpwJEdaCiDE5ByiVV/ywYU+iROdGM3NmzdDCu3atevw4cPHjh07efLk8ePHT5w4UV5eXl1dXVtbC3rSe1IHScWNihD/jCQ7D6yLnp20p5cvX758+bKsrGzQoEEY4dzc3BwcHLp27Wpj5tGk0tsKvTVVlpqK2kzk3KxAEK/WTiF3d3d8xvxY+iQZi90tgX1ZWZm2nsFo19TUMLIATCHKYdi/++47M3bIZhswxSDFKXhK4Qn/Y5NsRANOJjzEPe8wBiFQUhQQwkyyl6j3JapVPOu3337bCjR1c5vlod4CJyu1SPNjFyuQihclSPI2Erz1LotoowkNCAhglBkRERETEzNo0CD0RhMnTiSrIjU1FSKYtVZI5MycV+0SUM42K3Fw+6JAhAvKysoCXuWtpOT8Z0CTSlPPPP8EcDMwMDAkJCQ0NDQ6Orpv376sC+/ZsydaAkdHR/l/oH0YazIKJP8C6KE397YSpCg5fX19hwwZkpCQMGnSJAaa8fHxUrCmpKSAmH/YnlNpmo83F4G4lE5SI27cuJFtXwcOHCgpKamsrIRnpCtkBn/u3LkzZ86cOXOmrKzsq6++mjhxYkhIiKhwjlhabC8rb1iVi5O1e0sjbw/Lk06Z42SlRXCaEgsihkHag169enl4eBQWFv7Hf/zH69evqbNQ3rx7966lpQWspCunxtSm3++///7hw4dUKKp0ampqsFcePnx49+7dEmyyy5cdaunp6cJKSDZVmkw/pOugT9f6IOpNOEmmxjk5OQUFBYWFhSwT3r9//5dffsnImEmI+A3KfH4NX6TyRyQ7RdD9+/efP3/+8uVL3JbPnj1raWkpLy/nJrezs3MxsnJcLIF659aJ+qLjXCx/ul5xNVScJhtsw22As3ymotH5xN0sEffevXuhXCg2m5qaCHNTRKZqTM42QBDDOINIrerVXgqFCuNVV2QcCcRkIFF7UkgipdBySowGDLuRapLTQVeuIHc5uP4YNKkL3C0XhxQMqjHN99HZ2Rm3jIulcgcZ9RM6GReFA1iAoD0oKAhNe2RkJOlwI0aMGD9+PGmS5CDQkqM65N7V8S4jMKQQozr4H8UV4xfCKrd69eoFCxbs2rVrxYoVJLn+ScqRAj7aWT50R0dHaSzwqPj5+fn7+wcEBAQEBPTv35/Jpr+/f58+fdRiS+wGFsAdsXUHhAURiMPgOOnatSsqDW9v75iYmBkzZkibOXnyZECTbE0U7zTm2vpL6NGHoKmh2/Lly+GFOFTI1gQ0Dx48eOLEidraWh5UbiDWk9FMEbBWUlKyffv2+Pj4Pn36ILriYNABiRcFNwEdur21htPdCvDnbYFAF3XAadSrVy/NvsFlVZouLi7btm37/ffff/nllydPnrx//15ryOjHCYij3jR/jXFbZmdE0WfPnj19+nRJSUlRURFqTcXa62hhmC4tl3b26m40p8Zq4TnRly5dqhAQJkV4MbZt26ZglH379hUVFVF4njp1qqKiAnIDA3VjYyODOR5aBmrAComcnA1kf7x79+7Ro0fff//927dvS0tLw8LC2rdv37lzZ3RdrkZsvk4jbysbW+eZi7U22dm4zFJJEhp3I7DDyXJ/iUl3c3MTMvC9q1evBumAP+SW1IaMJlQSkk3Fn4J3mkLSpDPWlKeIOlHsvATt8qSj9DS3a2iVGze5CltZJ9FjUuOLnRNf9weVprtl4dBo0tWwVIoeJQjDydpnzZPg4eEhSa0CfiTToZSgKw8MDAQ3+/btO2TIEECTgDhAEyclzzxlJl6X1atXk5ggaoiGXc5f4SllVG5uLpToxo0bV65cuWXLlgULFoD4HwNNXSTIwRpxcnp6erJJNSAgINC6QkND+/Tpw6yTAEohAlWVcJNKs1u3bsArQ9LAwMCAgADGGrxvVGqRkZHJyclCRpyU8kpBrLNBSKDJDNQMPRLzyyPNm7NkyRJMAcyCs7OzkRydPn26oaGBXgZh47179y5fvlxbW4s4/NixY0eOHKmrq1u6dGlERASTWepoGZ/drc2u8GnMuxlxaJoJDpJvpHsMCRpSVsa+vI2I2zw9Pdu3b79+/fo3b94AggJNoaT2OAKj79+/f/fu3atXr549e4a4Gv60oaGhpqYGQRXr5LZv304+ltZSQp0j0lKoMGiovefm60jceV3rprkz6Ye4b1evXo35QikzeXl5+K/27dvHR1BTUwPFjMKmubmZuDOMoZRXd+/e5Wl/8OABb4L2vz9//vzBgwcHDx4MDg62s7Pr3r270JCCRqAp+sHVcl66WaFwZgCHi+GTtnF2mSCrT5ATlO9Vnz537lytpWSqCFCq9aZxFmOuBCMBq2pDxpr8KBh5ZQzDBSl+mMLzwoUL+rGgLXQ8G4OZcty+fRvpu3RgjAK0JgjxLyF+tjpNik2oMRdrgSKVgmb5Jt0m7bdmHMxAXa0gKaBWAWK0Wv7+/tDlERERoaGhw4YNGzduHM8/Em5WX+hs1/owysyMjAyEmagOkcjx/C9btkxLr0jY5TFA4Mk4b8OGDcnJyfQvrq6uDM7t7e1pZ0xBklTuvELnwhmgmSxCS6YNoaGhwcHBzDcVdy93OWcGlSYlJ+6agIAAJDuMhHT4BwUFxcbGQp1TbHKJ/ImPj6d5nz59empqqpSbSUlJzIJZZaOLw8ZclU5Ux/bt2xEV1tTU3Lhxg7E3KUGaxDc1NQE0paWl586dO3nyZEpKCtPYHj16eHp6ojyjxBCNhptAclex5IxxbMoZVyuITPS66k0ecldX1+zs7Ldv3z548ACIJLn97du3UECvX7+GQKdjxaXOr58+fQpuQgLU19eXlpYeOnSIlUHbt2/fsmVLZmZmVlYWq0EQ/0IEmRWl9vpJnABpDlDqPecO1A+Rv0h8EfMiFHKEJ2zevDk/P7+4uJjxMSPXs2fP1tbWwiarwmJ7OElljDWJYb5169YPP/xAzPv79+83b97M09qmTRsXFxc+Ec629u3bS8bgZoXt87BrqGLqXswxpan0NDt3hv5S77pbYdtOTk5du3aNjo6m0iQMWGWjObGVIUexb+jbGbLzirI1cV5StIrnIUMTLRHTAJp09m0olUOreiktOX5M4zlDTA6nBw8eUOMz4rRtzwFH6UXMs4LzxHwfXV1dbWZVmhyrFxPz7mXtzECqEhoayoKg6OhoLOeMMmdYF1WSWk5Cz+ZYFyO5VatWMaeXbFMyGsVHikZfsmQJx/uyZctycnJWrVrVt2/ftm3bkoFExnsb6/oYaPLvFWWB0JK9HVxa3wgCauSn0EwSywFNOnT9An2SRhwdO3b08/PDFyS4nGpdSAtYHIRak/MmISFh5syZ0sSwL17dummppCqnPWesuW/fvjNnziBno/uTzIKlVOTHMNk8c+ZMfn7++PHjKaJ79+4N2JmKNBpz5hu8ezZ9jDkaM5kHcxou3PTx8XFzc9uyZcu7d+8ePnwIdQ5ogpjSaVJmwgURtobVknhNOIfq6moa8z179uzcuXP79u1EFjAQR6fJzcMh/YegaSPeVOcOniotRUsrpU/SAlHx7MhmN2zYkJubi7rzyJEjtO1IvimgGhsbcbPQBMh/SWASM1w+tTdv3jx58mTlypVt2rSxt7fH5ujo6Ojl5cWaT1X3FPsdjfWo2vIiu4q0ENLDqB5ys1Lc1YopQLZDhw78vT4+PmFhYefPn0ePoZZcmye46IhVZsKnNzQ00LYTFkcVyTdesi6Tfz9//jwvilyiDqWwlVSTv51Zh80aDGpSWCNC/ChvWeR3//59W9AkM4rSgHrT3t7elBmZnlPNqjTrdLU8Ie7WJnteoW738fHp3bs3Ovb+/fsPHDhw2LBho0aNmjBhAlJ2wSXjdgVE8vxrJA9Q0kDBC4GVWolhLhHitF+6dCnosHr16m3btuXn5y9atKh79+52dnb8MxEhmfmbZp8u5SbDTTdrDy19ekRERHh4eN++fSkze/XqhTld5kgOYVOBRLIv1JAifnv27MlNRrHWvXv3UaNGqfoGKGGEIIVGjRo1fvz4xMREzhLa85SUFKKLExMTRabDqml3vILOwM2NGzdu27atuLj47NmzDQ0Nly9fvnPnjpY+ctISkV1fX19bW3v69Onjx4+fPn16w4YNQUFBnp6eLLxW6cH94OzsjK5Li0Ns+hIzntnUAptCQvkgqDS3bNny/v37R48eaZRpyoxeWhcKTTpW5cWh+IPXKisrgzQvKCjYsWMHc0ZcUnJSUiEyUv9D0DSVCbo/STxidqTyk02Wpk6e3l9+Nt20iqHJy8tjQ31RUREyT+RK5eXlKBzUxkqggyT+5cuXUBn/+Mc/vvvuu/Hjx7dr1w6Cm24a+pHZGokKnp6eKjYl8Pzw4uZXNyAhhJuVCclP4Gf6+voCmrzSq1evkpISSjzJ1KkHv7Eu2hpGz5DsUDqUmYwspXvna5AZ8GNNJ6XWBMmvKSu6mc5JVavkdv4HxILyxpqg+Qd7zzlMAE1Fl3/66adOhtXfNKHDkJiTYxfDa6y4GvCFGT/BHAMGDBg0aNDQoUNHjhw5duzY2NhYBO2su+AOS01NNZeFiTHXxQiJqpPIGSQjK1as4GZdvHgx2x1Ik1u3bt3mzZuzsrK2bNmC4zguLo7F6I6Ojm3atCHRQ2eGTSQSJ4RsoF5eXr6+vn369AkJCYFD79u3L+057TZjPrhFCTIk7JeBHayUTUh3toODg4+Pz2effTZ16tQ464pvfRHqzk7EOXPmJCYmTpo0KTY2dv78+TT1OPexCaWnp/NII9iko0Tczla1o0eP1tbW0shAy1KjEZQLyYi2o76+HndgSUlJamoqGyl69+4tBtbFsgaB/k5GaJjUbBTgAk1349Kdw8MprbuLi0t2dvb79++fPHmCsr2lpQV5Jo4gik3KTHhzQJMqjN1eZBKfOHGCHejbt2/Pzc3NycnJzs6m0szMzOQM5q6jPP8YaJqXGHZtatIaDCBV5LtZiko5pw0FDECJoWH3b0FBQVFR0ZEjR2DbT58+jZma6okZ9N27dx8/fnz37l3++d9++21LS8tvv/124cKFgIAAeibAkVBtMA4Fkoe1sZJDyyySzMmmqa4xPxopbUxZIWYHD2t3UOfOnXfu3El5SFknzFK/TKVpvkKpCJnDvFKrfuBzwFxzfYWiNgXNpsldq321sk2y0IcPH+ImADTxsGInoz1njmwbQswbhE2KEtLJyQkANffZyiLJmN8MNHKx0oXlPPWy8oGIXYD5iYqKQmA0atSoUaNGxcXFTZo0CdAke4KtYWCiOWjXCMlMT+CIZq83nbiZwovoHVs6882NGzdmZ2cDoIjaQEY7Ozs3Nzc7OzvN48zEYk4RHQwwQoAmA83w8HCmtCEhIXhmKI4ATVNRjP1Uc0/oICZBIiI7dOjQuXPnmJiY+Pj48ePHT5gwITY2lncJ/mfq1Knz5s2bPn06TiFkm4QepaamkugBpcask11srPxVBgo5ZuvXr9++ffvhw4crKyu5d1GlMRbE+EziDvPN5ubmmpoa2N7i4uK4uDjILjGHNj5acaymNsPUuuviUZSE0LQP0VFmZ2f/+uuvT58+JS3t7du3//Zv/8ZM85V1qdIE9EF/+tZLly5VV1cTRFJYWMjGi82bN8Ob4xz//PPPFaOpMvNj7fkfOoWkSYJ/09fIbkClKR4Jak71psadot2zs7Oh2g8fPnz06NHjx49XVlaiiv/6669llP7ll18ggh89esQ/+aeffnr9+nVeXp6fnx9KOzc3N3K1JXTRDI0xJYSEcNNUzph6W4ltlfJlUznRScAM8xdt3Ljx5s2bLPwg/0L2Vg5jKkqqPI0scf6Am0AnZSbgCKpSPGI8Z47BzJQRtkpLsfaApkpUwTfMkgpYIguYgTB7ZcRp6whiiEknxZtI/QWMmjMOCb95QtS582ZpaGXSx2FhYaGhoay4GDZs2OjRo8eMGTNy5EgGdrSTnMPz5s3T1ipuU+5Fak8tacFhCadB3CEHuJYTALLkfS1btmzNmjWSlYAUCxcu9PDwYF+QiCCTxxBiapu5/BLYB+GCmDkMGDAgKioqNDQUYsfX15d228PabO5pLWWEEEP2wZsj0OSs7tixo5eXV//+/SdOnDh27Nhx48ZNmDCBehyUTEhIiI2N/f9oe/O4nvPw/dca7WUZy9hJE2U3WSNL1tDYyZJ9aWQYSWkRpVUqmkSyZMu+jLHO2IuIMiLK0ti3EG2k88fz8b7PS/j+zvecx3n/4ZEk+nze7+t139d93dfVs2dPJAfI3ZFtotYEHIXKmDZtGqBJ+ckrSW++YMECX1/fiIiITZs2HTx4UHgcFX3QimN7ER8ff+TIka1btyJR8vHxad26tb6+fnUt3LWURq0UKSYQWQo0RR4vp4sqpQaRFy9efO/evStXrty+fZvVyczMzNu3b1N1CmhSaUoGBhtBR44cYbUpKioqLCzM39+f/Vqs7EVL4OzsDBGJ3PJ/qDTlY8FNMUlQ99OpQMUlWp0gcVEciOJYDEHUtALxmgsODmZ3SyTxVJpowq9cuQKA/vvvv8nJyWSxpaenT5kyRV9fv2zZslSaiJEhMSFSqAN43tXCSE4+Ay3JRqSaoqWVg00VhJqYmHD/yzeZMWPG6dOn9+3bJ/No3JfZyaEwZEQua+CAqdidcMnCJQCH6JINVCbmojGCBhXpErhZihmQT5YiQJGIiuqItp1y/gvQ5KXh/mbDx9TUVExNpKIEVcUSScpMQyWbSUSzYCgYQRtLe96pUycoOTs7O9lmEd5HjmXuMCaSbPsyAWcjmC+YpkUtUnjCr8uaIGktc+bM4RbEbZfdIZxie/bsqaurSyeOeFNk7XJRa8shIbpUKmhzc/NmzZq1bNmyTZs2rVu3RuguRh4iveLJ58WRSlM2KfHsMNF215g1t2jRws7OrlevXr1795ZKU0BTMn6Rbfbt25dlKmZBY8eOxRIJc7lBgwaRN4uNLkfL7NmzkbIGBQXFxMTEx8dzTzNSUMlB3HBpALdt28ZcKDY2dsuWLXFxcTNmzLCyshKvTLlMNT8ITtlSpBgVpdqJq3Wl1ObCmlWrVs3X1/e///67evXq7du3kRPdvHlTKk06dApkIJ7VN8TS8fHx0dHR4eHhTMy9vLwWLFiArRFzc0Dz119/BbaAsP95ev71eiUHkgqmgKbY94ly1kkLsOT7q6JjUBuKE69okpaxm4uMjOSVBzdlfWjPnj1JSUkM0KGkESTdv3//wIEDjo6O1apVK1++PG9HhQoV6IGqagZdDOXUZ1mmvnIQGivmZ1W0rG8xlJB3n64fQQXiJF1d3TFjxpw7d+7QoUOyYCNFHEWfSI6k7qN4ZLajQt6BAwewyGRnnLm2rD+qblKQmBSeyJtUqTw1Lywqf4t/HYRVW3Wx7yudew5xSVWFNpuf1kC59BXHfEFSeU15D2S331TzMIfCa9KkCWWm7P/06dNn0KBBJIjJujR3GCMgepxx48bxW4RE3GGTJk3iLkRyxKBThp6Sik7twF4QmkTMbBYtWjRjxoyAgIC5c+dWq1ZNDJCqVKnyPdBUEVNmQSioZKuSDp1JOruSkmYhPUv16tVheBmyM1JHeyQFKQqn5s2bA5fQvtCayN0RZjEm6tevX9++fceMGePt7b1p06arV6+mp6dfvHhx+/btq1evJhtn2bJljNEkzYaXiyib0NBQEVcfO3bs8uXLap977do11OMXL15EnEH43549ezZt2pSQkLBu3brZs2erpK3YhcmeiZ6W8Czrz+IuKq2J4KYqbq+qZcbWrl3b39//8ePHqampVJcIj0BMdYeSMlP0Unv27Nm4cePq1atDQ0MDAwOXLl3q7e3t5uaGvF8cBYk4FR9iMWz9HmjygcCi4CYciHxGwPR7bTv1rEg75chXI6xhOXGDj4yMXLt2rcQ50G/Sk2LtwzA9LS3t1q1baWlpp06devny5eHDhzt16lS+fHmaJENDw0qVKlWpUoWbk5KTZ1YGubKfbqokM38NmtIiSJkpUlz2WX744QcdHZ0hQ4acP3+egY8Ei8u0mrpSHNpx1pBZEOUkcKkWm3hEidCSObvoN2Wx8k/torqUrItTp05BZQKdQnRgxAnFSV3MtiUB9KVBU/ZPGaOr4CiKBKnwK2g2vequlcmXcVqUmWRytWrVqlWrVq1bt2ZujnVm//79ef6BRXGEVBsc9SSfMGECRjLoh+CD6GIoFkRPw3SSwoFngFkQ+xiLFi2aP3/+zJkzY2Njp0yZgjyT9pwxOp9hUgSEiVobdUU1LTdJnEeaNGliYWEBaLIoKT14Ve1igsR+FI054yDaee5mEc01aNCA3rxHjx49evTo3bs3wsz+/ftj6j527Nj+/fsjzAoMDHz8+PH79+9LSkpevHhRol3AUN5ZAAAgAElEQVR5eXlHjhyJjY319PScNm3ahAkTcCBmyoFOMDAwMCoqKj4+Xk7v1NRUHjw2FIEnAsfPnTtHrjQeazhQxMXF9e/fHy8PFEimpqYy2uKsxb9Diho15dREWd3jSUZawFKpGHZERkZmZGRcu3btxo0bmZmZN27ckD6d9pz/LVGO3Oi7d+/esGHDqlWrgoOD/fz8QEwPDw8ac6xXkaNRZgKjcjk7O8MLSRwQOMjEkuJdTPnk1B8xYgQUM/2THFdq5y6AixppmhZjKdFD0jlh4sVcyM3NLSgoaNWqVXFxcfHx8fHx8du2bWNrW51pEDxHItvFixePHTuWmZl56NCh5s2bUxkgthNBoYgW5C1QEdNEs94QZJCxXnXNFtJEW78WkOUIxHDW2Ni4Q4cOSCP5r6pFH303yzwsQVE24srB8o/AnyjeqbLpoGnwgVQIUMZNfL24HyFoZ3GDFp6yVxVpCqDDt2KeAlnMy/uN9lxwU32BhKUS0lMGyur5w6sm8hpxPzMzM2vWrFnbtm3btm3brl07a2vrLl269OjRg+pp0KBBeHMIaDLGkfNZ+hphgjh+p0yZMkEL+BaHBZFtQqjzGGCviTkFmYtubm406XPnzsX0jNuIKlti4FCtli9fvmzZsmq9aaRE1PIzoiJiIqSuovPYc0dWVyLDpMZkG10s3I20wD8jI6N69erZ2tr27NmzR48e0JcUm/369bOzs+vdu/fAgQPHjh37yy+/zJ8//+zZs8+fP8/Pz+fdfPv2bW5u7rt373bu3Onm5rZ8+fKEhAQPDw984FFuubi4eHl5ubu7BwQEREdH79y5U/oRlrvxDKfwzMjIuHLlCup3btP9+/cj3mSSHhsbO3ToUGNjYx0dnWrVqiE5knpT1Hxyj/FqSGdnqm2YmGq7qnXq1KmpxNJWrVo1MjKSaKC0tLSMjAwWzymKESER1nju3Lnjx4/z3wMxAwMDlyxZwpRc/IYZl4vPi1gLioGeQBh3HdApMehfgyYF5pgxY0aOHMlJJl351wMiKTZLWQSIRAl/LxEdu7i4IJtbsmRJcHBwdHT0+vXr4+LiKPbBC9m5ZKUSZzw6BhLVV65c2aBBgzJlyvz4448Gmi0Arz9Fklrp027LHE9gQdTvMtZTL1Nta5POnQlh5cqVraysdu3axSBRTDpk1x7rKfE9EqvgnTt3QlaKPFOabqps6msadsbrW7du3blzJxJ39aJPl8UkieqFwZdNc1kigFcVylg+/gZolsJNbnQpP8X7R0BTlgTktRYfSai6Ro0aASVI2a2trVma7NWrF3XTkCFDhg8fLqc0Z/KUKVPUG1FmF+pWL8NN2nPMiVlZI7QSuGTJmidEcqhBTA8PD09PzylTpoSFhYWGhrJ2hspKTaPkkECZpNpnyQaLLE3jfsS8i/169n/oU8TxTLzOsObEzFjKUmmUDA0N69SpY2NjQ5nZq1cvaE0Qs6d2TZs2rW/fvhEREUVFRS9evCgqKnr37l1JSUlOTs7Hjx/v3bu3Zs2agwcPPnz48N27d+np6YcPH46JiXF3d6ffnDdvHoGUQUFBW7ZsoWdJSkq6fv36iRMnEPdgVQkeJSYmYg+BKnjHjh2xsbG4+a5atWru3LkWFhbGxsaslurq6opcn5eRF5B7iVIFQzxsNI2UDAzWAappXu48w6tWrWKNkrkwHSg6drHqSExMPHr0qCQCRUdHoy7ieHBzc5MSEhgCNOfPnw+TI3HnoldXg0O43xh5E3o+cuTIESNGqLv/8tuRI0cCmkI6ie+UdPcCvnKJbkkdbELc8x/GlSoiIoKN9Q0bNmDot3fv3qNHjwKa5KojHjh//nxmZiaLgFlZWZGRkTgWV9dSamgW9bVEVdESifuGDDO+ueoiawjVFT9JGfTxxpmYmFhZWW3fvv3EiRMQO0xsgEuWxNUIChVMRV3ETIZFTE5EZuV8MeXkjh07MCEWO3cqSiyouWQKJDp2Ce8VARP57OK0pH78jem5eqoITKBeVCXffCxek+oBJQFkKmhaWlq2bdu2ffv2HTt27Nq1q62tLYEWQ4YMoYuhAedXbk0xJKcIlQOZuhKZkRzFsqaGR5zkZMlFg+Pq6iqRvxQd2NuEhIT8+uuvbFWi2axUqRJNukhWJcavFLmJhIjVcnjbZs2asZNubm6OcJ0VUpTtEkYmLxStKKBJN8QYunbt2iIz6N27d9++ffv27dunT59evXrZ2tra29v369dv7NixvXr12rVrV0lJyfPnzz9+/Pj58+f3798XFxe/evUqIiLCz8/vwYMHJSUlnz594o1+9+5damrq3r17N23axB0WHx+/c+dO7qdjx47xyKWnp+O3JsIjYhgOHTq0Z88eglK3b9++d+9eGKKNGzfu3LlzwYIFTZs2hROXGlPUr6XkFrx6Qvsaa+aM1TXHLBheKs0ffvghKirqzp07cKzAJWUUkx+m5MeOHaPAjImJiYqKYrucMhN1kYSbQ2Vyn4CksvIoKjcIIg4YdThOMQgUCnpyMaBTTfX5U5XoLNVF8U2g8lE+wAlI7ckTge544cKFvr6+YWFhrBjgxUudxXt34cKFCxcuJCcnQ6qcPXv20qVL+OnhQBoZGcl6JfNMCDeaJ+pKPq/uHSCDUxFT3WVQOVCpCYy0WD3ueQsLi7Vr17JJKak+sLHgJiIqoSDV4TiTHFpp9iz2K5eqYFfzf0SNhCpTunUJdIMG/Z4zvFCuDKaoNEuDpqq3UktLmZhLbjhtLBta9KqyACdSZIkYhNBkBCRbQL169erfvz8ucPA+nOoqaKo8uqqMo0mfMGECdyFzIeYbkJjUDi4uLhL2Kw+JbKNTYsyZM2fZsmXciCtWrOjXrx+VJtSbnp6e6nskCqRSKVRwcBTXnBCo3EvtCIn9MDp2UOAHLdEXfTu9DEe9oaFhrVq1Onbs2L17d0DTzs6OYToNOzqtvn37jhw58sqVKy9evHj16tXHjx+lzDx+/Phvv/22fv36zMzMJ0+efPr0KS8v7/3793wN6PnkyZOnT5/evn2bGfS1a9cyMzMfP36cmZm5d+9eb29ve3v77t27//LLLxMnThw5cmSfPn1sbGw6depEx9CzZ89BgwZx5rm7u0dERERERDg4OPA41alTh/tHQFNCSeUFFPqM4aGJFp9AbS4vESzwmjVr7t+/n56eThQ4Q6r09HRacnK7duzYsW7dusjISFmRdHd3JzRN5jxcMi6numQ/B24H6ITtEd0bZSBH+6hRo0oRlNy9jo6OYqHCvS2XkJtSUUo8Cc5VgCYffN3CUy7gtO/p6QmzuXbt2o0bN+LxgQSSbT+i2ai+b9y4cezYsRs3bty9e/fkyZMwwpGRkdU0E2gefBnWCWiqZWMVzYvHUAleFB2uqeJcLhJDyRfivatTp05QUNDBgwelzAQ0ZdpDeQgXKYynzMH/+usvXPLwPUKwKZp2+neJ0MDlCACVLCARfvJ3QUz+Cf46nwQfxeBDLmnevwBNUXiYaqb2gKasqai1p76+fvny5antpVCXfQ+mZjI0t7CwoD3v1KlTjx497Ozs+vXrR5qFKi3ivqQ956hXV4BUxRxHPWQ8/QugiS0NDsSShyOhrBzUcP+//fYbrfq8efOwbAgICAgLC7OxscHciOEPW5VqeqXkoUuxaWxsLKQEW0/NmjWzsLD46aefyG6UzFux7ZAZiNxkEgssNbuRkVGtWrU6dOjQrVs3W1vbXr16CVz27NmTwnPIkCHdu3d3dXV9/fp1VlZWXl5eYWFhfn5+YWHhkydPtm3bduzYMZAxNze3uLj406dPhYWFBQUFxcXF1J65ublv3759+PDh06dPnz179vTp0+Li4ry8vMTERAcHh5YtW3IcMsf76aef6tSpY2ZmhttIw4YNIRbgHOrXr9+4cWOsmBo1amRqalqrVi3abaGJRbxVsWJF4++k9VXTUhZqfXnVrl173bp12dnZt27dysjIuH37NrTdjRs3Ll26dPz48d27d2/evHnNmjWYscNginBCCknxWhfLDOnKBTTVrywFmlSIyF3VBUqKRLU9ks8IyyQXpSWt/YQJE/iAm5+vZ+FNFYFyh8uahre3N4bw0dHR5JQcOHDgxIkTZ7UrMTERpWpycjISTqEybty4kZqaGhgYaG1tTTvFyy4LCKJwUGd0ApSl9Jvy9SI5gujH5FB2hGrXrh0SEpKYmLhbufZo1969e/EkFkJTVh5Vu3UJ8pWNSXXHnCpSvPVUhz0JARabZ7XGFFd5sRGB1mQ6xGe+Hawmid5iqQ1Qlio/v95FVe0VuN0ZcYgWhxqza9euvXr1woqcJRZWAIWsdHJyku1dQUwIHdGr049LCDUWcLNnzwYuEdPAeIqqBnZfooQYAri4uMBpurq60sH5+/tv2LDBzc2tYcOGmB6VLVsWDVbFihX19PS+FiFxeBgaGtKhc04w9YLW5KLYZM4jM/dSueFyMgtq4HTQoUMHGxsbik1bW9vu3bvb2tqCmMjde/fuvWzZMuhLasnCwsLPnz9nZmZevHjx3bt3nz9/fvjw4cuXLx89eiRjosLCQqk3KTk/fPiQm5v7+vXrt2/f/vXXX4MGDYJzbNCgAfFN7dq1Y/8V51BRWWFVhdsTBYupqSnkBhOhKpotsfAbcOIqaIrQXdQX8DziEVejRo0GDRrExcXhp3n9+vX09HTIzcuXL586dWrv3r0bN26MiooSf0zSzBn7AJpq/cjOD7jJVQouZdrD2cyuqqyWI4NTEXDEiBFY80mHNGbMGHE4FecUwVNp6tnsItll3Lhx1KdgtDpEopLgR6Cd8vT09Pf3DwsLi46Ojo2NlWkyww1CQUi1JOL4ypUr9+/fz87OTk1Nhd8MCwtr164dtzQPstT+VPqiHRQ1kuFX3nHGWvyXfLHoyVCD8Nsffvhh2bJlFy5cgEkgugdekm4d/2CxdifHnOkNZaOIq5CgC0oyL0pISGBFMiEhAW898SGWBSGRNKmydkm+LJXDzkI6aiT8kEia+gI0ZeDLT2uqOLcLSsodj0CniuZpKgI9nn+cLHAzatu2bYcOHbp06dK7d292Jbm3mJhP0OzZmerIYT5p0qRSxgfSB9GM0904OTlxo6OeoaIk2QqynxGQi4sLsjvmQvzW1dXVxcUlODjY09PT3d09LCzM19c3PDx8woQJ5ubmQmhSYDILLiXhpHQyMDDAxomFSGjN5s2bq0bF7AjBrDMdlvVzyQ6iG5W5h7Gxce3atTt27Aho2traduvWjY8lRqlHjx4DBw708fF5//79w4cPi4uLP3z4AJuZmZnJ2/rw4cP8/Pzc3Nz3799Th75//76oqIg/LSgoKCwszMnJKSwspA59+/ZteHh4mTJlmjZt2rhxY3Nzc97B9u3bt23b1traumXLls2bNzc3N2+iXY0aNeJnMTc3r1Klio6ODsNuHR0d0N9A8xKkQi/Vnss2Oj2NbJvA+UJlVK9evUmTJhs2bLh37x47grgLp6WlnTlz5q+//tq+ffvatWtXrlxJjSkkjIqYsmkDa1nK+V88g0FMij4W/Kn+aJzpikTELl6ljo6OfI2sovPXRYYsDbtApwiV4ED5iwyRIDodlZQnOCt+ilmzZs2dO9fNzQ07zlWrVq1Zs4aUMQYmzOsgfG/duoXo/c6dOzDUBMefPXv27t27R48eHTBgAHe7oRaGXkWLohRL3Bpa+JWhEihEby4zPb6ApY+GDRtSq3L2165du0KFCpMnT964cSP9OLCIEojRP7+y1UP8HHaif/75p7iLgoNgK3+RITshgCg6pf0XD3zacxn+wG9Kdw90yvaktOdHjhwBNGnVAc3SnCY9F3ssnDkU5CCmzM1V0xpeIGHooDKpzJs2bWppaUnyD5Mf9lVkV1JuuHFadNr48eNx2IWp5KSVDQqRtnHjqs7t7FBKiTpNC0aX6TnFJpwmzxJOXOwFLVy40MPDA/cjPz+/FStWODo6chvVqlULThMCF1ZOV7sAAimx+cHFYhlLJ9CTurtu3bpCAElWEgW+VJq0Qpzb9erV69ChA4sAqNx79+4tW5V8ZsCAAeHh4bm5uU+ePCkuLi4sLCwuLs7JyUlOTi4pKcnNzUWz+fTpUwHKz58/FxUVFRUVFRYW5uXlPXv2jD/Ky8srKSk5c+ZM69atmU3JyYfBStu2bdnp+umnnzBnIpMSZRUCALydZBRbs2ZNU83sjm6OF1AcIkqpekuNyKA1GL/WqFFj165d//3338WLFzMyMi5cuHDt2jVEdgcPHty0adPq1atDQkKWLl3q5ubm4uIiWeRodYFIZJgYsztpqVNsi6F1l5QLuUuBSJnVCCMJZSQnOnfmyJEjJ0yYMH369AkTJsBsUoSSUI8VPwSxo6MjvbmYRkNV0dQPHz6cbztmzJhhw4aNHj2a//+kSZNorSA3vby8AgMDyaxn3RAtJJYrTPAYB/2rXPjpZWVl3b59+/Hjx3fv3p04cWKFChXq1KkDnSKbKTJDNzIykm7A+EsDQAMlOE/EyJBOvMtASoUKFSwtLd3d3Y8dO7Zly5ZDhw5RS27duvXvv/+mYJQYdPElOnr0KIXn1q1bVRj966+/ZJpEMjBdOayo1KFiTgyS7t69GxKDKTxUqbTtYtbJjtCZM2fE0QODRCD1C9CkWKhVq1bVqlXhNL8WG6kVlr5myis6RIAA08zmzZu3adOmQ4cOXbt2hcfs27cvoCn9CzfleMWhnVsTWlO1LJTNv2nTprFPSYeFAkmqVLGioHpVSStRCP+uXeyhu7m5EfPr7e3t6+u7dOnSoKAgf39/jIrLli1bs2ZNzA5kECSvAKApkn6YTbRH1OyCnkg4GzVqJOgAjynZQSLVZF5MbVW/fn0qTVpy9oK4EB6xjR4VFZWfn//ixYuPHz9++PDh8+fPt2/f3r9//6dPnx4+fHj16tWsrKz79+/n5eUVFRV9/PixsLCwqKjo06dPRUVFHz58yM/Pf/ToUU5OzqdPn/Lz8318fH744Qd6cI69Nm3aILBt06YNviQtW7a0tLQEOiXPnZ+CW0ikQvBiomhhUIvoQh0giIIVeZbMf6Q95zObNm26ffv2mTNnbty4QcwDG2+7du2KjY0NDw9Hj+nm5vbbb78hTWNRUqgbNdNcvNmZCLm4uGDSSpcjwiAZlDtqTvh8Rp1ug5hUjmAlZiiTJk3i8/b29lSjTITgl6QspZZkviQ2Amx58f/BW3rcuHHQC6A/2o/Q0NDo6Oi4uDhc34nWOX36NAFKKFjZ7MJ4RaKTUlJSsES6du3a69evo6OjGWCYKvEYsonAm6XOigU0pWOootlN0CpV1eLzKKTQHdvZ2dEFA1iAGojGBxK1BmgiMELFiZBTDN+gLKXBF/US43g+SfVKyy8blliyi75d1tIpLSXI9/Tp0/TpMB6Mg0rrNKHeateuXa1aNV4mcTf55mahukpMS4ViEV6P8qRLly6oi/r162dvb0/fIVu3GOKqbLowRPhNqMp22cYVS03pkkR77KRcfD2zUWEzRc+M8GjhwoUgppeXl4+Pz5IlS5YsWbJ06VJqFpp00iv1FZ9NcSYWZtPQ0BBJmkiIGJJAaKIfQPEu/Y6auYZaE+jhBFJBEzYTqaYsU4pfXN++fWNiYgoLC9+8eVNYWPju3bvi4uK///47NDT0xYsXSUlJO3bs2L9///Xr19+/f19QUECB+fHjR8rSd+/effz4MTMzE8bzzp07NjY2xsbGQD9GJJaWlhLyjk+VlZWVlZVV06ZNydGU1SZ+cBgexgImWoCHHMA6WlZdKdAUsRq4KRNFGQTVrFkzKirq+vXr//zzT1paGvtz+Htv3bo1Ojo6NDQUPebChQvnzZsnaAgUcuiCpHQnQmtKqJREHEtA0MSJE9WlXtEeMUYXVKUx57zn/J48efKYMWPs7OxGjhw5a9as0aNHw0qNGDGCkY6TkxN/C+MFGRxBoTo5Oc2fP9/Z2RmiAG504sSJ6JEBzfnz53t5eQUHB//xxx/4xcHfkfKUlJSESgzNP7b2kg6PyvXmzZvZ2dn//vtvTk7O3bt3R40aValSpapaOoOqqxNAKCVMRDyjLqqLzLZatWrsdAl5RVEVFhZ2+vRpks3xIYyPjwfUDmrx6NSPDH9ElgS2ioSTaLZt27ahcmfzh5AlYUvRMIk2XuyH1aQg6E5xJiUgCJtnNj4lwuDMmTOl/TQl30bEH1ylqEzVkVdfc0uDDGbNnFAHS0vL9u3bo2NHMQNojtN8jBwdHVnmUSePjBHZqpZgRWRrTpoFIUvotCpAMCyPpLiIOTGRLJQbmNkwBfr999/d3NxATzc3N8pMH+0CN5ctW7Zo0aKGDRuWKVOGYpM9KHF0r1ixosyCTJQYDOAGNhB7TT6mTxfznupaEobADWokvoCDun79+ugNunXr1rVrVyxOBCsJQ+/Zs+e6devy8/PfvXuXl5eXm5tbVFS0a9euefPmJScnb9y40d/fnyzAR48eAawFBQXv379/+/btq1evnjx58vLly3v37j18+DArK+vAgQMwBiYmJmC9lJONGzfmDODn4m5R1xyhdGEbkAHAfwlowo9z4qoOL6JUk+BJvoPsC3HS1KpVKyQk5N9//z1z5kxKSgoSbrIrNm/eHBUVFRQURBLvggULAE14be4Ncb2iDZeSTUZDdCTilyE0uhzeE7QESvEuovCkfoRWAmenT58+evToAQMGzJ0798CBA6mpqUlJSTExMd7e3tOmTRs1atQvv/xCmcm9TWHL5wcPHgyLOm7cOB6EcePGAfp8Pd0Vlu8I3cPCwqKioqTMZIZORXnp0qVLly5dvXr15s2bvMvZ2dlZWVm3bt16/vx5Wlra3r17//jjj8WLF+/bty8rK2vhwoUiRaLSlBLS4MtLOtFSsk1TzaPnxx9/bNKkCYLNWrVqiV/i0KFD//zzzwsXLrCQc+HChYSEBDhHmWUDnVSjqjkm+k2+JiEhAXBk7IND9pYtW3bu3Cmteqndc7HyFP8OQBMxJs5v58+fp9iUnGQM4s6ePXvx4sXU1NQvQJNnoJpiwa06dHxdaZbaEIDfhIRq2LChhYVFq1atWJrs3LkztGafPn3wm+BXsoDgMaHMaUywg6TNYfIoLQwXCxKM0WfMmAEOSgYLk3cycOjUsNEUsR7bQSJ39/DwKFVpenl5eXp6xsXFubi40FlQcgpulrLLY7YD6vHY048jOTIzM6NAa9KkCWNE4EByFgFNulEAAsho3Lhx9+7de/bs2b17dxkBCWgOGTLE3t7exsZm/fr1bEy+f/+eHnzr1q2zZ8/evHmzu7s79MXy5ctPnTp18+bNFy9evHz5Mjs7+86dO3fu3MnKyrp37x5WvomJiVFRUaampo0bN65YsSJDnoYNGyK2/emnnwBQEZ+qLblku7PeAxGGQpP2HJTU1xKEVDrMRItHli0pmY/x3Sg8q1ev7u3tnZ6efu7cufPnzwv9tHv37i1btvzxxx+BgYE4ccBZMw+U+lHWIoFR1EWCqpKPUgo0OaoFKGWcDbPJ3chkfNSoUdBKY8aMmTlz5tixYxctWnTjxo2SkhIo4/fv32dlZaWmpp47dy4hIWH16tUeHh6UBapVzfjx46dMmTJr1iyVx4flhEjlC1ji8PT0DAgIwNp97dq1W7duPXDgAOUbse9JSUmPHz9G3MoSOjYugYGBkyZNsre3ZymoWrVqderU6d69e6dOnaRaki1J5j/fA01RbgpPLaBJNnWVKlU4TQklrFevXkREREpKyr59+9i0YUQj5sGUjWJWJAJ1qQpRcbJjDn1JvCib+DIIEt27SNaJqJOkEApJ5jxYfLIXQI3JmgAO3PyW4+fboCkdt6EWslZqECSTUHV7n/ach4cZgrRyrVu3Rq3SsWNHAFR4ur59+5LrjRVxv379+vfvj8/ukCFDsD6T0AuRBNOtc0/L3qSAJs8GFj6u2rVw4UIKEJp01Jowm+7u7oCmr68v4Qf+/v6hoaH+/v7r1q2bPn06a0KlDg8pM8W/o7piuswqlKhzmjVrxnqlubk54MJtpOahs8MOTIA+P/30E8MfRJqwHNKb43VkY2OzdevW3NxcNENFRUXFxcVbt26dN2+en5/fzJkzhw0bNmDAgOHDh4eHh+/du/fSpUspKSns2168eJFNxKSkJKKjwsPDTU1Na9eubWxsTM0IZtWtW5cyU4piQB96AQkqgyAV5njYpMzkMBZvTbVTEdco6lzJpOSFgtY0NjaeM2fOtWvXaOukEtmzZ8+WLVuio6MDAwM9PT3laKS34B0HOtHriJSNlpz7gfJTdihBTIpTCFBhNkVmpHJKQno6OjrCsE+fPv3gwYMlJSXFxcW3b99G7CUyr6Kiort37x45csTPz0/KBZp3GdAzYqKMHTVqlMieECRhuc8eelRUVGxsLGydGhqB+HHlypVLliyZNWvW0KFDu3Xr1qJFi/r161evXt3CwqJdu3adO3du0qTJzz//bGVlVaZMmapVq4KJYgTHm8iI/JvtuZRNUmnSFgAIdGCNGjViJFi7dm19ff3JkyfzDh47dmzv3r2M8tQxusy7adj/VKJ6j2rXrl27+LIDBw6QYg9iCukpYk++7Z49e44ePUoDjugSYzr2fAQlcWsnHQt3QTTtkklZGjTREspsB3mdulWpwqVgqJCbAhnc61xonhmmo/qGKWMPvUOHDtbW1qT4SgA6lnG4lKPoHDFiBAcyoAmVKW4d3O5Me1T7a8blbm5u7E3+/vvvqhLF3d3d3d3dw8NDOE0GQUuXLmVNbcmSJVFRURERER06dMCH4uspkJgeCV9ubGyMMI16E8SUH7xFixZgJTymLJ5TrMnuEDAEaGLVwXGCC5zMggYPHtyjR48DBw4UFhYWFhaiYC8pKdm4caOXlxeWkUOHDrWzs7OxsZk4caKHh0dkZGR0dHRkZCTzVrYj8N04dOiQv78/1kTUvAz0eRYP3YIAACAASURBVFvlf/WD5skvJAOXKp+ScE1RqDBMNzU1xQNFjlsBTbSunB8C1hTjfEMjI6OJEycmJiay2gHPhd8i7fny5ctJ4sVtQBBTNGfcGzI/lGUHvkC4TmaSqtxtwpe5nrBJjNSFhYTZHDZsGCxkaGjoo0ePwEespwoKCl68eJGbm/vy5curV6/eunXrxYsXd+7c2bBhQ1RUFIiP89b48eNHjBjRu3fv4cOH8z9hcNSjR4/69evb2tr2798f11TglQNANuU4Jnv16tW5c2fCuFq2bGlubt60aVMLCwtLS0ueRKjGzp07Y+TaokULZB4y5zFUXIqR335zEMQjoHod0SohNsInEJpbtr9at24dHBzMzuvBgwfPnDkDaErmj+QCoS6SDF7JYWb6x6gHfjMhIQFilLsC3TvsJ6BJRhsjHVk8B4sBTRKBaMkTExNJSEabiYkcSVNfgCaIKdYbLKUiUfx6G511Qy54fTGwUO1jxfeI5wFhDScPgwXkfiwdNm/enBX17t27E/PA7iDrQwgvZAoEDzVr1iyeCpzfeE54ABgC0KGTuIJJDG4d8+bN8/X19fHx8fb2Bl+8vb3pzSMiIlxdXX19fTdv3owzQmxsbIMGDWT+I7gJhnK6IuEWrTvELvMfKysrUjHMzc2trKyoMaE+QUwprHiJpMNt0qRJz549u3XrhrlJ//79xaqD8nPw4MF9+vRBO/b58+fc3FzeypiYGH9/fzISHB0d6eI7duxob2/PE4hyxcPDIyAgAFJsxYoV0dHRc+bMadSoka6uLqcm+53odiWglUeC/SVm/VAT/LchN3mjWVgWNSu3FmWLKvSD2fzhhx/q1q3LjUFhwv3DjIgF0zFjxqDKpNsSJgsrIz8/Pzc3N6zeVLc3LvU0ZfiDzIhGnpkhkEpHzJE8ZcoUqSWFfERaBAuJYEh06YMHDx4/fvzs2bPxEHv16tXLly9LSkpycnLYKaD2vHHjxr179z5//iwV6OvXrx89enT//v1bt24lJyefPn364MGDJ0+ejI+Pnzx5cosWLZBzGRoampmZ8Zi0bdsWE0KoEixZ4dD5mpYtW+K5BU0EGd24cWMWdbj9jI2NraysWrZsWatWrcaNG+vr60uLYKAF2KgGHF9Ljkq5nYlqwsTEBCkF6ElNVrNmzcaNGxsZGU2YMOHGjRusJ8JN79+/n2mMxPn++eefu3btYobDJyUCCAs4uVBoElzOb6kxGanT7B88eJBhDt6duG/IiiQ5S+DmhQsXCOPjV9BTNgW+AM0ftLRimZoJFVWK3OQi5U784njhoERVTkQtSXBwkLGJbMWIMrxBgwbm5uasoLAvKG0pHKgw7vRNM5RLbGDAUEkL8PHxWbhwIS38okWLkLJjE7d06VJ2KBcvXuzr67t8+XISBZYvX+7n5xcUFBQeHo6Fj5+fHzMxEb0zSTfR0qKR0XAUAwEINvGrR+6OXsfCwgJwpDEHa+DyZK2IUt3KygpNO2FKzNB5TXhZ+vTpM3z48OzsbDYjc3NzP3369P79+9jYWG9v74iIiOXLly9atMjV1XXatGkODg4YL/3888/kJ+Msh/XJ3Llzvb29nZyczMzMkJ4w3KNSYBQuvA0NBJ/kjeNrxF+DfoUhrKzhyr3EKrpAJ20KJECDBg0sLCwYSHK+SrdubGzcr1+/xMRE3BJRBezcuZOgtJCQEG9vb5YmuZgBcmMgaGdgqGaOi7MRcWaMjND8Ms6W5kbIR37LrJwdDQbrVJ1jx44dPnx4YGDgmzdvPn36VFBQAFzm5+cLPmZmZqalpT1//ry4uPjz588owFhAKCgo4GEsLCwEbRcsWIBkrWbNmjo6OoSpCPMDZ9KkSRNE1ubm5lQh5ubmLVq0sLS0hCUjWbq+dtEHMJnh7eO7IagEnXk3DQwMGHvq6+uXK1dOyGhmwjz+MhHV04IXaRo4XDlNRRNSp04dCwsLQ0PDFi1akDR54sSJS5cuIctnJoM2aL+W9IvQhzb58OHDkJXgKZr23bt3MxMX/zfx6GTyQy0pFSVUJsL1U6dOgcjg6fnz55OSkgjjS9IuVlHRaV27du0L0ERCrK/5xcotrtbhqr6d5UKIDL5ATFPU3X51M130X9LL82rK+JXUHUtLyzZt2nTp0qVLly5CgDL6QCdMhy6buWKiJfUCJDoDdE9PT4YDACUmxBh3k0wZEBAQEhISERGByXloaGhoaCgTyfXr12/cuDEuLm7t2rXTpk0zNTXFi9DQ0LBs2bIGBgY6OjpSOgloMkDkXkeqSVltaWnZokWLFi1acBMjS6J8o0OnUhN3j2bNmnXt2rVTp05dunQREQIGcf3790eQMH369BcvXuTl5RUUFLx9+/bz589v3ryJjIycN29eSEhIaGjokiVLsKkfOXKktbU19UWTJk2srKw6duzId7a1tYX3HDx4cIcOHczMzOrVqydydN5QExMT+izauh9++IGxGDvmUnXKKJzbST1upStnmKY+ZqAzEyds5XiwRYRUs2ZNAwODLl26/PXXXzt37iTQFSPkTZs2RUdHBwUFITbi1GTKB2iK1yqSI0CTM1UqUBU0URGJmphzGmIR0KTAHDFiBN4cbFXIPH306NHr16/Pz89ng4Dyn48/ffqUk5PDCC4nJwesRAFWUFDA1hZfid72zJkz3bp1o7aoV68eR1S9L6/6ysWuAe8v7gd8DA1NdSJu+XAg9MtiiVK9enWJ/KNX4KnnJpeVITn2DA0NK2nxWVyGhoZVtfgG9CHSgvCx3EJeXl5ofcTHSNBNjNrwtZSoNXUtXdaKiKjE4GP//v2q2YdE9cLzyl458kxU7pLZK6DJBmqSciVqV+k0Sqk0ubmldZLGXHpSAU1Z7ZBKky062c5WX00DLa1JX/OjNdIy8GQdk8USjkdk1bhwYvbTv3//X375BUsIjnp8tMDHcePGIVd2cnLi5mYznUdFdXJl+OPv708PC6Hp5+e3fPnyZcuWBQUFBQcHr1ixgjJztXaFhYW1atUKR3d2hAACSifpUAQ0ZYxuZmYGdMJptm3blsRKde4sXTBiT+6zpk2bdujQoUOHDp07d5a4YxAT0Pzll198fHzy8/OZAr19+5a3cv369dOmTXN1dfXy8oLSnTNnztSpUx0cHKysrBo0aGBtbe3g4CAWZNBwAwcOtLW1bdeuHWdDhQoVDAwMKAB//PHHqlWr6urqUnQI04/OTD5GnlJVy49jgZJ3XD2J+S2ILISmeDnz4lCe8DDzkJuYmLRt2xafWoJlGCNs2rQJQtPT05Oy+rfffkNnBiACmiJoR2lE+SnhKKp+U5w04ROZ0qhqSsQeCNHZBhYREgN0NpTz8/OLi4sLCgo+f/78+fNnPvPs2bOHDx++evUKDP3w4UNBQcHHjx+hPrGORgtRUlIyadIklGdGRkbCFKuiAnmJVD9GbjzWW+kJxAlbZBscUXxe3ciCaRGMo9gU9lmk74CmDPTEuYoPROsu3j2MN3hPmXPq6enZ2dlRFW7fvl3oRTwyTmoXe/SkWQCFFKEYEu7Xcn2lAQc0wU0RGPF9mCPJDqV06H9rF7Qm+ebJyckwm1SaFy9eTExMJJ/yC9CkWJC9SQMlPP6bG0Eiu9HT/GXBwVKGQPL1PCcgrJT3aPcQh0vJyTsN18nwvX379myvDxw4kPxF7mBUnMzQYZ3UDSKeDWhy8Tei3vTy8lq0aNGiRYvc3d2XLFkSGhr6xx9/REdHkySzYsUKaL7Q0NCVK1cS803SDoEBeBKXKVOGWRk/OzW1SNUoCthAR/AIzdSuXTtLS0tuaO5+2AmOffojfstYk0oT7VFv7SJtzcHBITIyEl8i6hRostjY2F9//ZXRqre39/z58wEIR0fHdu3amZub9+vXT2hNb29v6AgpwO3t7Zs0acKPqafFb/FcVa1atXLlyrQUEDgcq+XLl1edimQsJigp5iYySZBGRHxxxMu5bt26rBKJ3Q4FkaWlZXx8PJI6bvTDhw8zBSIrzdPT08PDg5+XRSAqzVmzZkFWjh8/XtyMuMSJVXw6xJAN0CTGTqaRrEWynyN3oPTsw4cPnzVrFov/vB0fP36UoXlubu7z58/fvHmD7WlRUVFeXp5saiG2BTcxE7CysqpSpYq5ubmOjg6LpGZmZqpFVjXNRk+qSGG6RMwg3hnqEoHM62SVQOy1VOedatWqiUOVTO3QjanpL7K5IO+yEP206sQTsDgDuBsYGDRr1mzbtm0oLk+cOKG20v9oF/njp0+flvizg9ol80AxmmP4AyBKKBC7jxKqDjFK409Xjt5AMFpw8/z58zhFYaYlWdZfgCZiI14jWXTBVrIUm0mFJXJFKT/5W6USw+UqBZrii67zpQO87CCz9o9JUrt27Tp27EiTTsIiOiQxbZW1IicnJzbYkJ7AWDFGl3Eqrbq3tzfxfmFhYRSSS5YsITqGnXSESj4+PkBqUFDQnj175syZQ80lm0J8jFoTBl3Vujdq1AjExBMI6VWrVq3Mzc1VeaPcvrIgUKtWLTMzM1WnhdcRl7g4x8XFff78OS8vT230du3ahU4AbzRYCBcXFycnJwBX3HAXLFggC3khISHR0dFr1qwJDg5evHixvb19586dGzRowE9avnx5Y2Nj5unUfXpa2jMgKBMDEyXCkDpFnrFShh0CmsJ/Sc8oVo+yjVe9evWGDRvGxMScPXtWomYATUSavr6+S5YsQTNA6y3xJ6xC0HRP//ISmRq/UmaOU64hQ4YAmqiGAc2hQ4dSXcoAnQ+GDRvm6upKyQ/FTBUJRIKJ+AMUFha+f//+w4cPWEwVFBQUFBTQMXz48KGoqOjYsWOcHw0bNqSP0dfXNzMz46AV0JSHhZ5aFqukX6mhpH6Ko7PMssXNSIY/qqMwn2cdTm0chWxR1TVCyolgE/kRwm1As2rVqg0aNOC/1LRp05CQEGY4oscsVQCy940A6Pjx45SZklohmiSRZKremuLcLh06UyaWOFnSR1cksk0JC6G0xP2eQFb2ULF0+L9BU/zf8BtWj5FSeiNeOEDz63XsSt+5RNXIRFX+FqCpLmzJc1K/fn0LCwvSca2trbt37451+YABAzAwlnh0WXqbOnWqi4uLRPVCWkmeH0uT7u7uCxcuDA8P9/Hxof4aOHBgx44dGUHIegN3ANJcMzMz0obHjh1rbW1dtmxZykx1o5StQSp07t169eqJ6sjKyqpNmzZUjtbW1i1atEA6Lj4p4AV/i2qC9hxhFvUm3prip9m3b9+dO3diboRCEx31zZs34+Lili5dunDhQo6N+fPnOzo6Dh061N7efvTo0SSsjR8/3sXFBbKPr8FOzc3NzdPTEx/fBQsWjBs3rkePHubm5iYmJuXKlRP4E2NA2Gp1l06YUBU31W7DQDNvl8396loCpbjJScEi9VHt2rXDw8OTk5MBTUTLZFqgqyU3jbkfzIwkv4vZWimsFN8N8WxVMybHjh3L+qOsWkhFycfwm+goUR35+fnRemPT9/Hjx0+fPvEeqU6m79+/Zx/h5cuXL1++zMnJ+fDhAy7ReXl5Hz9+/OOPP1DvCorp6uqq5kNSEgpognSApvTvMtQ21SLS+G7SPgslLc5+IjrmG5qYmKixBaXwUWpMkdBwD/C2iphXTAnq1KnDIoyZmdn8+fNpqEVAxuokoImpJduNSH+YnmOiIWSoeLzDY4rPJkN2ZEwUsBLPK5vmZ8+ehbJEnkl1Ca3JlZycjLEe7fnZs2e/AE2pq6E1dZRkc3ldBPhYJFBrTEHV712lBgKyXSNVrbRs4gNUv359UYaLFIn1QT4YPnw4274o1CZPnqx24qjzyMzi87TkLi4uU6ZMGTJkSOfOnc3MzFBycADwP+FH5vAQpZH4HtWrV4+Pq1WrVr58eRCEaQagiS0xPAOVJl5B7dq1A/46duzYpk0blixZSYTIF2U79zGg2blz586dO3fq1Klz585qn45s8+jRoyUlJe/evWPw+vHjRxixx48fZ2RkJCcnb9++3dPTU/V9QE2Nsd6ECRNkKVt8mt3c3Ly8vBYvXuzn5xceHv7HH3+EhYW5urqOGDGiW7ducDiVlbQocc8TgkKoLo4QVa0pW3eq6khcNXlQxQlbdO81tJBLPz+/lJQUHgAejNjYWP6HAQEBvr6+ixcvhtbEMFDkliIkUhET9ZWYd8jWuXCUshIusT906JJgQXWJAokZ+qpVq8BEDFDozYuLi1++fMkAHe/nly9f4vr8+PHj7Ozshw8fvn79GmL67du3Hz588PT0hIhkVIBdnrquA+pJKw2zjLMUAAo4GipuUoKbUCLqgj8aL1mJ5mamGpVxkBRGggMyIpa6obqSFASC40QjAyhqz6pVq/74448zZ848efIkjCRmbhgG05hTGErDLkBJFy+bkaLc5I/UFl58jFRVvOhA2QJShzzqBZUJpMJmskpUutLkFBIvL2D0a/U/6Cb2aCoTrKtcX4Om2qbRmJcrV054EFGlAJo/ak7GDFJatmzZvXv3QYMG4fExdOhQtoa4ldHKke6LFZhEsM2cOXPMmDEDBgzA7cLW1rZ58+Y1atTg2TYwMKimmf7Kf0MtezlCAE3IO3pVcBarXV1dXW41FTShwLHtINoX0LS2tra2tm7dujXqOaATOo8bS5x+zMzMOnbsSCKQjY0N6Cl9OptUMNPUKag1cXiT8jM3NzczMzMlJSUhISEyMtLT03PChAn9+vXDQYclaKydYYEZlMmvLKHidxsSErJixQoPDw9HR8c2bdqYmpqWK1euQoUKiJDkRTNU4jzBRGGxpeGg25DzUpYpTU1NebTEM1xAs169ehUrVvz999+JTjt27BgiTckCwuJI8iYRUYiHFgQOM0NZt5VdSXZ4ZIFSLTZlD4cZ+hjtgkPHug1TBZw11q9fz5ScyQ+g+fnz56ysLBG3Z2dn3717NyMj4/r16w8ePLhz505mZubTp09zcnKQdr5+/drZ2dnQ0JA7gZvQzMysZs2aMkQ1UVJzeYm4Y6k9eQHBQcbZIh2T80nueX5ronn60WnJsMHY2JiSQp1VyJEJniK5479RQ4sXZYqoZgvWrFnTxMTkp59+ggeYNWvWpUuXEhISTp48SX99+PBhydSU6Y1siMtv8W8XUREXX/M9yZHkqQGaIjOijMXKQN2wVMtPUbwnJSV9AZrMNLitTbSkY2mpdHV1YSH5uGzZsrzcoIzU5zJBlma/VHUpzSz9l56eXrly5UQ3KyF5yHrYihk+fPjSpUt37dp1+/bt169f37p16/jx45s2bRo+fLiDgwNecw4ODjwb7u7u8+bNW7Jkye7duwMCAnr16vW1+wA3hNxzsiXNj6CrhH+pMuzKimuJ3D0AgRSb4C/3HxQ4A02UNOgBOnXqZGtr26VLF5TJSJHwv2jUqJFMSGvUqNGoUSMgUi58iLt27dq1a9eePXuOGjXq7t27PJwwaGgDocZo9D58+PDmzZvnz59nZ2dfvXo1NDTUwcFh6tSpI0aMoPaUoQfAQSo6XOdvv/0Gt0vl7ubm5u3tHRAQsGLFiuDgYDc3t/Hjx3fv3r1u3brlypUrX748GFpJCzika+GeQe7HLcTRooKmFDWMfVD/IecS3o03ztnZOTU1lecBN8b169cDmiEhIf7+/h4eHujbEQzIj8Z4B6MgzC8ctdxTunLsYFijRMEOLOKQAGOOT4L4IeCeKYbtDg4Ow4cPP3To0IcPH5iMw2lygCUmJmZkZGRnZ9+4cQOGjk1WDC4zMzP/+++/58+fU4E+evTIxcUF0KxevXq5cuXooIldklNZ6kGkL7KWAnrSrglBWUXLuRPa3VQLm6TANNC8ogFEadXhnaToQYEE4Oro6BgbG1NVCGNTq1YtKgAoe9FpUhEbGRkx6qxevfqvv/56+fLlY8eOiTqdHuLvv/8mWwKUlEBK/oh5jtCXRFHu27fv2LFjZ8+eldBzfpW/IoQpgnaqV3hMZO2lAFQuAU2u0qApTBMnvAoltKtgjZGRkZQMqhCP90NV5KllvIAO0wPROfMWVqxYkaOvRo0aFStWrFmzZu/evVesWMFpcOHChWfPnl27dm3Lli1hYWE7duxIS0vDCQpzF4ZoHEFZWVlv3ryJi4vr0qULyy00BeIzJnMGShvefhEAqBpVdSD4P4CmSmvSBBlpUXwQOmZmZq1bt+7UqVPXrl3btGkDNdmmTRtzc3PWKy0sLNDciai7Ro0aWMORcmGjXcJp9urVa+bMmc+ePSvRDNhFFw01JhzZ69evnz59evfu3XPnzvn4+Njb20+ePJl8BYlpkkAFVmVgNubNm7dw4UI4DQ8PD4RZuIWHhYUFBwdjxTZ37tzJkyfb2tq2bdsWfUyFChWAUTCUF7ZKlSoGBgaiPaj0ZY68nGHqjjOSJp78mlogZUpKCnsdW7du3b9/P5xmeHj4ihUrVNB0dnaWWAsREjEnnDx5soCm6isITYEASwaMFOO06oyAUAo7Ojry6qHWdHR0HDZs2IQJE06dOlVQUABoFmvX27dvUWiz5r9hw4bAwMCYmJjjx49fvnz5ypUrJGtmZGRkatevv/5qZGSErqBSpUpVq1bV0xyCVRSrXLkyp7UM1sRwRxRCwmnyp5xPVbRIm6/nFgKa6n6wnhb9UlmzQ6WBEKZO9DY1tNh6VWkks34ac4B+1apVx48fJxKOyQySTIbaJ0+ehN+UpDOQjpEObpgIMCVmkt6c7ptfBX/hMSUuTVYnuQQc6cRlD50CkxqTq3R7rl5C8VbW5P6UnBSSQmSoEk4eAJkOSSkB7qigqVKlNHRlypShn4WUGTJkyLlz5548eVJSUvL69evU1NT//vsvNjbWzc3Nx8dn8+bNt2/fxvAqOzv72bNnL1++JKL22bNnubm5+/fvb926tYFmv6QaSguoGWruLDKpUAeC/1vQrKztkorUBphggtGwYcMWLVoQ+2FlZWVjY2NnZ9epUydLS0tAs1mzZjI7hgzlzmvXrp2NjU2XLl1gQsny7N27d79+/bp37+7p6QkyooXmfWSAzucJt8AC7tatW3/++aezs3O/fv2cnJzIaJJhGluDYnqPTAfcxD1vyZIly5Yt8/f3Z0yEIxR7U8HBwXjtBAYGurq6Tpgwwc7OzsrKqkaNGnQSskalq6tbrly5cuXKyZMmBJlsQ1Cz8ACzgVerVi0e++bNm0Penz179ujRo+vWrTt48OCWLVvWrVu3atUqsp4ATbJIxcB/xowZgCY6TZmk8xkZ/uAoSKY5yDhhwgQRG4lDMCTm6NGjGalLRODIkSNdXFyuX7/++fNnCE0UmsXFxc+ePfv7778RYx84cGDdunUkSh44cICaAEE181kC0UJCQujHaclpierXr0+XLUUiZjHsess4Tloo6bG4jJTEXaHddLWAbnlm5X1RHwRRQUjRA2jyeV1dXdgA6gaKTYbmLIyJGrRGjRoNGjQwNjZu0KABHpoHDhz4+++/mcxId4w/G27qqihd1SRRGP7zzz9//fUXPpuSNAloYmvEfBwMPa5dgCZz+bNnz8oISAY+ApeCmLCcX4CmcHlGSvaknuYaq1aOetp2kDrSUcWu3xwKqRyoyo0ipyhXrhwdh56enr29/fHjx4uLi4mlffDgQWpq6uvXrzds2LBy5cr58+eHhYUhHfjnn3+ktbl37152dnZJScnly5dbtmxZpkwZ9E/qvyU/WuUv9WWVv2VfJGcv/+H/I2jqaU5xchiwEcHsqFmzZuiN2rZtyzp5p06dWrZsiZeHubm5DD3ZsGRFqlWrVtCgP//8888//wzsEk7ZuXPngICAoqIiZq88qPixI3fPz88HPV+/fv3kyZMbN27s3Llz3Lhx/fr1I4wBYTb1FHjBUjaGaezMzJs3Dymrv79/QEDA8uXLUbDib49ZZ3BwcEhISFRU1Jo1a9auXRsTExMeHu7t7T1r1izYTxJjeOkMDAxKKS4qfembxcdwx3p6eigKOOfGjRtHkDf3fXx8PJ7eGzZswIUkMDBw8eLFgKak6VFyEgQguiLxdhNVJu5Z1KSjRo1Cvk4cBVWnpKdBo7NA5eDgYG9vL5N0X1/fx48fy9HFSfbp06f79+9fuXJl7969W7duhX3buHHjmjVrtm/fTjElETSHDh2Cq42MjGzevLkMXQ00nz157qhgVGQU7Rf1AcAqkgYZVPA95TGEecMiVn1ypSSSh10eEPmLdJx8KxPN5p3hOOtJKENo7wBNRkNVqlTp0aMHkbxnz56lPBSSkYtyUsBOdQ4+efIk/CNoKwpNvkwU7MeOHWPPR0DzmHZhB0dcirpAmZiYiAeY2pt/tz1XC0BdJXCVW1mGJFK9q3e5+moKEpW6DLRLUEyY0ypVqlSqVEnk035+fiUlJQ8fPnz8+HFRUdGjR4/S09NfvHixatUqFxeXcePGBQcHcz4fOXKEs+Lq1avnz58/evTo/fv3PTw8MHMzNjZmeiMUm5TPpW4IYbUFB1WI5Ef7HmiK6kgufl7EQ6z9NGrUyNLSEndRdsm7du3avn17NcqRSlOESmiPW7RoweCI1SCZoVN7Ll++vKCg4Pnz569fvyahlxUUJNP4tOfn5+fk5Dx79iw9PT0hIWHkyJEDBgzARwexIYQdwQ94mAOabCIuWrQI448VK1ag9mcFIDIykpTzyMhI4JJaLzg4ODAwMDAwMCgoKDAwMCAgwN3dfdGiRc7Ozs2aNYMCQ7Cl852LxpN3gd3NatWq6evr//TTT5s2bcrIyEhLSzty5EhiYuI///xD8Et8fPzatWvx2/fy8hI/TYmWZEkMJ1bqSlngET0mxkVMgTBUBzTV1Ek1pHfIkCGA5pAhQxgBOTo6xsbG4mmEXh2B0cePH2/evJmRkUFvnpiYePny5TNnzjDNQFx99OjRffv2bdmyJSYmJjIyMiwsLDAwsF27drTe0JeVNU2LICbgKN06XwBTBH1J8y41UKlLsI9bGvFfqUe7lDpQcQar/wAAIABJREFUqgqpPQ21ACh5xKpWrSoRT0yBqmuRgqampgz0qlev7u7uTsV3+fJlIE+ScumXYX4lDU3E7TCVYoKHzIhBOWOiUqApe+vyrfgaik3xhaOoBGFFtqkynrQ4X4DmN898jjgDLTvJxMREjhc9RXfJ34LUV2tSlWeRdli4Z1GEVa9evXLlyiYmJrVq1bK0tNyzZ09JScmrV6/++++/z58/v3z5Mi0tbd++fTir7969OzEx8cGDB/fu3UtMTExOTkYWe/To0T179mzbts3CwoIo5zJlytSuXVvI1m8OptSSR0czZpdSSMItZEr4NWjyeKtVEieELJAxDrKwsKDS7N27d7du3aytrVu1aoUDjeg0ucNYwEfxbmVlJUDZVbsATRsbG3d39zdv3rx9+1aWTOA0sYdAJJifn0+lefPmzf37948ePXrw4MEUmHBwPO2IDWTFEFqTfG0S4SMiIlZpV3h4eERERFRUVHR0dHR0dExMzPr167dv3x4bG7tixQofH59FixYRKOLq6uru7h4REREdHd2lSxfSlrB+qPidS09Pjxec2wNiRE9Pz8nJ6fLlyxB/x44dY1UDncrWrVtjY2Ojo6P513GxokOH1sSDgwacuvJrH0xoSontpboUv2EJ3ZUL00L0W+DsjBkzzpw5g1SWIGVEmoWFhaij09PTb9++nZ6efv369Zs3b2ZmZmZlZaFtOHLkSHx8fFRUFEO2wMBAHx8fW1tbZJKqw9A31Szw8sIyqfMGbvKKX9pmA6NSQAhvpn4H6cd5HNT+XcUHUTSrrBSWaeL2IuWwsbExir3WrVvv2rXr5MmTf/7557lz54S+xOaS0o8FSi7kRxTpUJ+ivoT0xFiTcRDQKSU89azKadKpMCOCP6VD5x9VKYKvobN0pQkcVNJWpmSYrqenB3Viamqqqzn6yCsl5Zu8eaXESUIdygf8KUouKGGaixo1avTo0ePatWtv37799OnT3bt33759+/Tp0/v372/atGn//v3//vvvixcvHjx4kJycfOjQoVWrVsXFxcGveXl5Ed9ar169smXLSpnJT8RPUUmL5OXhrKRsg1VW0iz+P4Imk40qWg4qlFPjxo1ZCe3WrVvnzp3ZC8IGDZEmrLlY57Ej1Lx5c1Cys3YBl5SrU6ZMweIIZR/vY3FxMVsoLPB9+PDhxYsX2dnZYI2QdEyBKDlRa7GCjekJ4/LFixcHBQWtXr06JiYmNjZ248aN8fHxzN+2b99OrBUxgQkJCWvXro2KigoLCwsKCmKLnzfFxcWFBp/DjEm6iYlJhS8veTFpzCtWrIgtFpImKyurHTt2kNlLCCUnP8kH27dvj4uLW7NmzcqVK319fYk7nzt3LlZvqIsASn6VRElVP6ReX7tn0pirFwMipK8TJ04cPXq0u7v7q1eveNmRzeJzWlBQcOnSpXPnziEwys7Ovnfv3oMHDx49evT06VOG6Vu2bAHxUebPmjVr1KhRXbp0qVOnDiakUgaWLVtWaF/BMl1tl194JF1tli3Yx3OttlwqXKq9lK42EVUfEJ4CqaukZ1eLKh5/qh/Zcy+1poktg4+PDws5hw4domAEMemXQbFz585hZImyXUbeQJjEVMh+JJN0hPF8kgQLykwKT/66rE4yJuJeohmnKz/75aW26l+AJlV6+fLlOT0gREBSmEEqTTlejDQHIyPN+Mvoq8g6tQ4tVe7x4larVq1SpUqMCPme/fv3f/78eV5e3tu3b7EtyMzMzM7O3r1799mzZ1mZ2rVrV2Rk5Jw5czp16tS3b99u3bqNHj36119/nTRpkoODQ7Vq1cqUKYPij8dPbim1tCx1T3AD8QDrKPv1aobaN0FTQFkIUANlKUjMKMkpa9mypbV2MT1nzojzLm6VkOhMjS0sLOjEra2t27dvz0IRM/Ru3bo5ODikp6cXFRXl5OQQJynjILp1dJpPnjxBFXjq1KkpU6bwwI8fPx51IY4nkgDu7OzM8IfQrnXr1m3btg3DV2Hl2d6lLSLHas+ePRCLoaGhy5Ytw6XU09Nz8eLFUVFR7u7uM2fOrFGjRpkyZUxMTBigfxMxeakJF2HVr3Llys2bN3dycnrw4MHp06dv3bp18eLFq1evUpvgwwhowqUuXboU2w4XFxeR67JGCQIKJkqKn+RQsUIuuT18RpBxyJfX8OHDmacjd3N0dAwMDKQxLygoQMfOB/n5+Wwxp6SkZGRkPH78+OnTp1lZWVeuXCH6Ijo62tvb29nZGX8QbFPat2+PTMLOzs7a2prgJm7sunXr4gTWsmVLCwuLpk2bNm3aVICMU4esAdEaA7I8pFJmyg0v9z9vga627crzAgSroFmKjAYcOOT4J7iNS4Wg0Hjp6+sPGzYsJSXl4MGDp0+fBiv37NkjTulUf5yL//zzz8WLF2F7KTDBOJG+s0orvCdfI4FoNN2MzlEsSQ3LSB03z++pi/7P0/Ovy2+VoRPaQuRgOpr5qLwl8C/qSFrgSepWngqOJmMt/wA5Bfyxg4NDTk7Oixcvnj9/Tlziu3fvUlJSgoKC2Ar38/Pz8fGZO3fuL7/80qJFix9//LFx48bt27fv2rWrnZ1dhw4dAE3+Xdb+vnlJSy5UptxA37y+x8F97+spNjl+q1atSoeOKSyTHy4zMzNScagxyY3Al6FGjRrm5uaYbzMOAjcxPeKHjYuLe/nyJcvOzIJK1Zt5eXlIjl68eHH48GEUMwMGDMAIEpjAEUoyO3EajYiI2LhxIw5sR44cgUTmxiJwQuihQ4cOwS1GR0fj64z0Z9GiRQSRb9q0ydramsXTChUqyJqAQKf6vujq6gKaJiYmTZs2LVOmTPfu3SVV8d9//01LS0tJSUlKSiKNGrPuDRs2REZGBgUFAdmLFy9esGDB3LlzcWxBVAQISr6piDfpwVmRQHTJUIhiXG3DBw8ePFC7ID1HjRolUeYpKSmFhYU5OTlo2uUAe/nyJSQmwsybN2/evn37woUL8fHxQUFBiA06d+7cs2fPLl26tGzZsmvXrrgozJ49283NDYmCp6eno6OjjY0N2mRmd7K/xDVq1KhBgwZ169bNysqqTp06xsbG3OQ0TFIMoRYSkkpfiaSXW1pHR8fQ0FAKAoIFpYwAQPm7uprgRF0lgtnEQLNKlSqNGjUyMTFp0KBB1apVHRwcNm/enJaWdvbsWWRG4lkl/TLgyHDme3UfIyBJ5QVGmRFJT81M/MyZM9yreCYxHBe/YcBaXQpi6xwZA/Hxly9fBmpLg6Y63lEHOKJg55J2u6K2dGioeXxQYakkMY8BfySNQ2VNnQPRiULCQHP27t+/f05Ozrt37968eZOfn09o4r59+4YPH96nT59JkyYhIZw6dergwYNbt26NELJ58+aoIC0tLY2MjHiPK1euTKX5vwLNSt+5/regqa+vL6vZ1atXJwZd0tYYLGIQx9AcJogNIrQmtWrVatmyZXvtateuHawoPylte0hISF5e3ps3b4qLi9+/fy/7J5+0ixiM169f5+XlHTx4kN5cCiWpvFiVoczEvCM2Nnbnzp1yPsMhJicnX7x4kVtWEBOROaPz4OBgRJ1wJr6+vjExMQsWLGjcuDFvChp4HR2db4Kmjo6O8NGIrlq0aLF27dr79++npaWlpqampqZeu3btypUriYmJYDcxQZi3BwcHq6DJMmUp0FRbb5nw4P8idSXDsbFjx0qAD4hpb29PgJWDgwPeemPGjHFwcBgwYMD8+fOzsrKKi4sFNOW9ePr0KRa2uD/cunXrzp07SUlJW7duDQ4ODgoK8vPzc3Z2JuJl0qRJ+IGyybpw4cKFCxd6e3svW7aMGRce21OnTsXwGOweN26cs7Ozq6srPvwRERGhoaFLly5dvHixg4ND165dGzVqhAqdQod1HbGqMtKsxHU03aWOjo6+vj4jOx7Sb4KmOs8w0tY9TRSvr1q1ahkZGTFAZxd2586d6CsZxQBnDHX5PEUiJSFm6aIKUtcZqVJlDi6ZPyJF4jsIaIr5G8grLTkQieswUyCKWYRfAppsB5WWHJUqLWXOo8pf1c9XqFBBV/PT1FX89dTeVuTN/C1dRcEjWAwPUKVKlVq1ahkaGnbt2vX+/fvgJtD5/PnzyMhIMzOzRo0aDR48WPYmBw0a1KFDB1y+69SpY2VlZWlpWadOHR0dnbJly/Jv/b8Aze+B4/eu74Gsrq4uRDBrQuyhqxEXzMdFbK+vr1+nTh2AlT3rGjVqtGnTpmPHju3bt2/Tpo2aT0eeUrdu3ZydnV+9evX8+XNOF6TUwCXG4Bjq4AGxefPm/v37CysnrShk39SpU2fPnu3q6hoQELBmzZodO3YcOnTon3/+OX/+fHJy8rVr1+ATAU3cW1nM2LFjx8aNG8PDw1etWhUaGooT/pIlSwICAoKDg+Pi4jp06MD9I3yx2p4LXMp7UaNGjbJly3JLeHt7p6WlZWZmMku5cuUKJl2AJsC9b9+++Pj46Oho2UD38vJiAx0nTQFN8b6UwY54u1F14jHMyzJ69GiE6/Tm9vb25Fax+cPQHP92Ozu71atXwybl5uZSZgq5iXQhJSXl+vXr6enpqampp06dSkhIIHYYWQJpTqNGjcKSinBpYqwWL16MzWtAQICPj8/vv//+66+/Ojk5SRXMHG/atGlz5sxZvHhxSEhITExMfHx8QkLCrl27sALatWtXXFxcQEDA9OnTe/bsaWlpWVXLs6EboyDlwcE1FTCVR7gUN6WjkVpSOoi43UQLSWfMq6+vz3pbpUqV2rdvz57Pn3/+efLkyUuXLp05c4boHjhHlWRkAVwEldSAMt0GJUUMLyMjSeIVjTqrEOqKpAqdqlU7bTtfgyozOTn56tWrHNKMnb8AzW8io4iQpQ7V0ySvdLKUn6JakF/l9aXS1P9y5UCtZyG58TQyMDBo0aIFuaOvX7/Oycl5+/btkydPgoODGZgwAOnZs2f//v0HDBhgY2Njbm7OHAkCsUqVKhUrVixbtiyw9T3E/B9A83vX/zvQlJQIJOvilakadgnrhLqtSZMmdevW5TixtLTs0qULUyO8OMXyo1u3bl26dBk8eHBSUtLz588fPnzIQwtuivEtVSdm4MHBwba2toMHD2asATpQYeFkMXfu3MWLF4eHh2/evJkEAjrKq1evUuKlpKQQaspAE7culJJr1qzx9/fHai8gIMDb2zs0NHTjxo0LFixgeYFHVE9Pj3fn6xqTi03nunXrVq5c2cbGhuoyLS2Ne5f9GRK9z5w5wySU/8P69etXr169YsWK5cuX+/r6Ytfv7OzMZqSTkxOVJgAquAk+qivq8kkEBg7aJdHTaNphhGnnBw0adOLECSY/ElmB2KiwsJBhZkZGxo0bNy5duvT3338fOHBgy5Ytq1evXr58+cyZMxE8OTk54cWFSfbs2bMXLFjg4+NDskBwcDCIyRnAEidkC541eMiSXO3p6RkcHBwdHR0XF7d169bdu3cfO3aMlc2bN29ev349JSXlxIkTCQkJWLGMHz++T58+LVu2rF+/fsWKFeFDKTj0NfW7+phUVKi8ippcCYJONKEQLLDSxsbGDRs2LFOmjJ2d3bZt21BZch4Tr8aghgWeUjWgWiGqZaY6WBcndjU2UmhK7pOkpCQhTCXIV4ZOEnHOv0JAUFJSkoAmv718+XJpcbtAm2iGpFYXgBC8q6BMpStrhkByasnYpJK2KfR1nyvkacWKFTFEMTAwMDMzO3To0Js3b6Dq3r179+DBg7CwMBsbmzZt2sgGd4cOHVA7WlpaEt6EQoVVB85P/offA8H/v0ETyYHICdh0klCBqlrqnKkWlQzuo26rU6cOUoSmTZsyam/dujVmzOwFderUqUePHj///HOfPn3Wr1//4cOH//77D3e4EuWC2YTcfPnypZubW69evYYMGUJ9BCUnRs48pb6+vqtXr966dSuCuNOnTycnJ4NcWApeunTpwoULQiFR5SGTJJyO9crly5evWrVq9erVLBpwY8DnMEP/Gi553fgCQoGCg4Pfv3+fnp5+69Yt6tyUlBRq3qtXr164cIGy5dChQwkJCexTshe0dOlSd3f3BQsWYEU8depUCZXk41K6IvFAkq1zWTaXNOlffvkFVaaDgwMmgWPGjBk8ePDQoUOnT5+elZVVUlLy5s0bJEdcHFeIwAoLC7Ozs8+dO0dJdfjw4TVr1ixatGj48OEDBw4cPXr0woULlyxZgjVfQEAA1brEsSBL8PX1xe1w6tSpRLnBt7KSxGb9woULly5dGhoaioQWgQGOaqdOnbp06VJqamp6evqjR4/u3buXkZFx8+bN9PT0tLS0ixcvMs7et29feHh43bp1eUDKly/PyF5tDuT9qqApTCppqhuGvTo6OrBwPOaMAceOHXvq1Cm6XbEdotJEZSnNtYAmQmwpKiUB7X8GTSFDkRD9/fffApqyQClKT5BaQFb8NGV8R2fzjUqzlIyx8pdqL+EoedWwRKuk6A90NIFOJSUzRCWb5YXWURTjvMpM0mFL69Wrt2HDBrJusGjNzMxcvXr1hAkTBg8ebG5uTggfCzYYU7JggHeW5MmwuldqSvv/B2h+74K7MDAw4Ldo+FXBnWxQAJoEXfyohX1Tn5qbm7dv375t27YcFUyE6M2Rx/fv39/DwwMSg5wZdYDOJBeV+507d2bMmGFvb8+gg1+pmEaNGjVx4kRnZ+eFCxf6+vquWrVqy5YtDBxPnTp15cqV69evp6amsuRHq8Jdjh4bgSQewMuWLcOulMClsWPHgpg8XZzK3wRNOWz09fWNjY3LlStnbW194cKF27dv37t3799//71169a///6bmppKk3v9+nVp7g4cOABoojqi0iQbCiPqGTNmsOrD/IRKE2dM3DcoPFG5y5YUAAqDKTIjmZ6zew5fFBoaShbQmzdvCgsLGcdhPExuGp/5+PHjs2fPrly5cujQobVr17q7u1MwOjk5ubi4sK6KMXZQUNDSpUuXL18eGBgYEhIiwctBQUFU0LNmzUJjO2zYMNLSAf0pU6bwPmLrFx0dvXbtWt7Ns2fPsqkJfCQnJ1++fPnatWs3bty4fft2ZmbmnTt3MjIyLl26hNCiUaNGPEQVK1ZkgieIWYpOgZ6uqCSsVdbG7kx6qSFq1qzp5eVFcj3Zk+fPn+fto4MGE1UzYE5oylK6ClV19L32nDoRtJUpvAgwqS65UDIJUsugSTWIo1D49iDIUHMglptYVwsLVEGzvHZV/nJbQNBQ0Fad/CBZ4HvKJ3k89PX1aVErVaqEpMvT0xPhIUatiDS9vLw8PDwcHBwGDhzYqVMnwh3btGljaWlZr149EBO/dFhOXV3dsmXLlv/+9T3Q/F47/78FzQoVKuhqe6gqR2GomODJNExPTw+VhqS+4JNkaWlJshCEJkoUkuKtra07derUp0+fUaNG0aE/ffqUSgdCE2W7rAadOHGCZx7/Zjwmhg8fLi3e9OnT582b5+XlFR4evnHjRhwJjx8/npyczMAae0HG1ocPH961a1d8fPyaNWuQGbm5uXl4eCxbtmzRokVubm5RUVGurq7UF7wCVB/4Y6liWLl/OGI5UfT09Nzd3bEEvXnz5tWrVzMzM2ktb9y4kZGRkZ6ezkga3fLu3bu3bNkSGxu7atUqZug+Pj4eHh7ipipRFpi/MedRR2ESX07bzrLQmDFjWDYXxCT9wsHBAX07Jd6hQ4egREQeKyutHFofP37Esq+kpOT169dJSUmxsbFz5swZMGCAo6Pj7NmzEZbOnz+ffpxi2c/PLzAwcOXKlWvWrFm3bt3KlSspRcnzcHJyklxMR0dHDgaMQckTZLc1Pj5++/bt2AgdP35chDhM9q5duyYECH5Lt27dyszMPHv2bMOGDal1OPZkcPf1c1FB82dRoaBy5crlypUT0WHZsmXt7Ox27tyJN8fevXthDE6dOgW/KUAGDoJ9ZPVANQJw4rjxvUEQKiKoTJEo0c6LQwf/ihSq6uwIvOY7ML5PTk5OSkrij0rrNGXALa9F5W9tU6mQWklZGJCWvLKyu61CsHoQ6WpJZFCQYKWenl6DBg309fXHjh2bnp6en5/PusvTp0/37dsXFRW1efNmf3//WbNmDR48mB3EVq1aNWvWjLoMnXzNmjVJNEUBqqNNaf+fg+b/Fhy/dwEWqtCKaksIENmYQjcHcS67pAYGBtWrV2/VqlWTJk2aNWvWqlWrNtpFvdm+fXtbW1tm6DExMf/999+tW7dyc3MxDKfGwcuDhzYuLq5r164DBgwYMGAA/ebEiRPhxWjVJ02a5OzsvGjRotDQ0Li4ODKjDx8+nJiYePXqVeTZjID++uuvXbt2bd68ed26dRi8+/j4eHp6zp0719PTkxX1FStWjBo1qkyZMkZGRrwaVatWpXJBP1vqdhLQRDHWvHnz/fv3Z2VlPXz48OrVq3fv3r179y7FZnp6Ok0loMkc9sCBAzt37ty8eXNMTAzemhSbrq6uOB6h2cT+Tubp45WLiTkf0LYzFMJJc9iwYcyC7O3thwwZAoYOHDgQPhGqS7KAhFZGvcChJdEXfE12dvbq1asHDhyImemcOXNcXV1pyQHKyMhI7Oihif/444/w8HA/Pz9XV1fUVDNmzIBU/b94O8+wqK+u66PCgDXRYENEFEFs2AiCDZEiXcUodlQQQQXEhiIgHZEuTUCqgohijXeMMbEk0Se30dhrbEk0MYk1xvT4fvhds68TUN/c5XnOB69hGIcp57/OLmuvRVsfr9Y5c+bQRidojY2Nzc/Ph2y7Z88eaDcABJ/kpUuXzp8/T5Pt3LlzV65cuXr16sGDB3NycoT4RW4uslUNQJNdzW/1lGYGKYXU+nR0dIKCgk6cOLF3716yXYx9iCvRA5aUGQwFNNl1YBbZNGIcL6McHTx4kBolj6dkSSRLvAlnXmaBZJ5SVTwizBSbILqOvMi/gKYKH/9ebKVeAI2XnnZyRpC0hVbltEWLFh06dGjZsiUR1vTp00+ePCkCrl9//fX27dvXrFmzf//+urq6nJycJUuW0PwdOnSoqanpwIEDaaTgJI58r42NDerozFSAj9DHEBbkzepoF19zK0XQhVIOxTjpdMl5q6+t1VK1AR2ox0GpUT8N2UmSxagTFyQvwk+CD4tHEHIeVlZWwCXtIIqb9vb2AwcOHDFihJOT06xZsz744INff/318uXLz58/v3fvnsQ1P//8M9PQixcvhrYF38jT09PNzW3ChAl0YFFxnj9/fkRExLp16woLCzdv3rx3796jR49Kb/Hw4cPM/9bV1eE0h2xHfHw8LJ8VK1bExcXB8Zw3bx4HpEZps6qam3p6ekTcyCBRouG41dHRCQ0NvXbt2rFjxz7//PMrV65c1q4rV64g2Xv58mVa+TLyQbCJ4lFmZmZcXBwma7g6Sw9dtODIZ7mtEglASeBy4sSJHh4eFC4nTpw4fvx4T09PNPPHjx+PM2hRUdGTJ0+oWj7XmlDy4TP7rzqRQGPgOwoJCRHhJQTzQUymTouKikjJs7Oz8/LyioqKcP1bvXp1RETEkiVLgoODp0+fjpEB2QP8zaCgoPDwcCqk6enpRUVFmzZtqqmp2b59OwHa0aNHISHevXuXydSbN29+8sknFy5cuHbt2jfffFNdXd2hQwe2tBxyjXNzNexojB7Qy1q3bg3Znr459Uch+arp9tGjR5nKP3HiBJBHx/zkyZPHjh1jPF902vft20c5G3K7KBADmjK6To5PDUf+kGT6lDIltARbRbyDCPfYsWP0HqlyNjRW+2+B5svS2wagqa8lvQM6ECBQTpw3b96FCxcePXoE8fDbb7/dvXt3VFTUrl27tmzZUllZCa/Nz88P568uXbrgQs7AoqWlpbOzM2w79BMDAgJmz54dGBgYHh6OpS2m2P7+/hMmTIC3BN6JQ6+UZTUaDVe1FGcpVgjgogzCWcreatOmjX4jXqeeUjPVaIcyZXu11IrEkKq/9tprXbt2hQyPSvGAAQMGDhw4cOBAcTamOyRua3FxcZcuXUK/g7Lm06dPv/32W1y9bty44e/v7+Pj4+bmBgSMGzfO29sbIJDBSkATnbfKysr6+vp3330XR8CPP/4YDR565UgK4ckTFRUFNxNeIQrqw4cP56MDJTVK8Uuj1RNDWJMckGl9VMq7du1aUVFBd+Lzzz8/f/48FberV69evXqVGxcuXOByorr/zjvv7Ny5c8uWLeXl5UxzEmyuWrVKiEf0ggBN6psCmpKSC1VTQNPT05PQkugSkPL09PTy8sJTuqamRhXo++mnn6hgingK8prcSbb+008/HT58GOFOFTTJzbEYqaysrKio2LhxY1FRETOspaWl+fn5EDaZtvT395ceOjw8Ol3YlkRGRiYmJq5fv760tLSiomLLli1iv0NPA6b9uXPnTp48ee3atYsXLx45cuT+/fspKSn6+vqcZIwk/HugyQCYoaFh06ZNy8rKTpw4gb0PXj0qbopdD2gO/xzwonNNMq4uEdYUpTjVU4iglef8+OOP1bonGh94CiEfJ5EmfxSmkQjEUcenNtWwEfTfAs1XNFIkBZOaJtGZvr4+tBsum+XLl9+6deu777578OABg9Xvvffe8uXLy8rK6NKmpqYmJyeHh4dPnTp1zJgxXbp0MTAwoMFibGw8evRomfeADIwDJZljZmZmenr62rVrU1NTc3Nzy8rKKioqsrKywsLCPD09bWxsJJ1kaTQa8mgqpBrFUpEDgNolm0yj0bRr1w66xisaTWrQqqenR24uRA2OEDMzs379+gGavXv3xpqNyuaQIUPwaCPedHR0HDp0qIeHR2lp6ePHj5GGIrp8rp2nPHbsmJANSeWQhlNBk7ImM1dZWVmlpaXV1dU7d+78xz/+QSJDVl5SUkJKjqk6tpfYY8CJSU9Pnz9/vqGhoRSyDbRTenwaVGnatm3LUde+fXsegzhF8+bNJ0yYQK/8xo0b165dO3+1EjqxAAAgAElEQVT+/Jdffnnjxg3kLa5evUoznYoBWRiMUYoGCAURCK9ZswZ/PbSOZs6ciWWQGGAwVMOAuSgNq6Dp7u7u5eVFx5wPEIsqNzc3T0/PmTNn7t+/Hwm+x48fU8SkpgnN6+nTp+RMRJoE/rdv3167di3jScITQlAqLS0tLy+vpKRk06ZNmzZtqqysLCsrY+ofXldmZibdNiqbfn5+sCDgk06ePBnK7YIFC9BbSU1Nzc/PLyoqok5NRPbhhx9+9tlnH3300RdffHHu3LnPPvsMPYdz5859/fXXc+fOlRSbM6/BZN3LgFK9n2YsycS0adM+/vjj06dP7927F7AT3BS5TOGiU44UcjuARYYuFHeIRGo2TdKtjlpSggTsaCXxp6EuiBcbmknMBUE8wlhN6PECmjSF/k8jTc1fS1cttPYY9NegdzGmnZSUdO/eve++++7hw4dokh8/fnzJkiXp6enp6emJiYlr164tLS3NyMhA9bZv3750VIyNjYcMGTJp0iQ20+TJk/39/efNm4eP6+LFi2HAMZscExNDNpSXl1esXRs3bmRe08fHZ8iQISYmJm3atGEuAljXaDT8SIypq6tL0QcyGqGirq4uBQFJzBssEJP/bmBggLCCNOJatWplZGSE6y9cd4aLxc14yJAhAwcOHDVq1LBhw2xtbZ2cnBjADwwM3LFjB2Em1iDMnj99+rS+vh6/eDppTAEyGsSdNDQCAwOlF1FcXFxZWbl161YanQcOHKivry8rK8vMzAQxYY+HhYWFhYXRxKCIFh0d7eLiwpuSmsPrir2aDN1yURkaGnKNGRoawmnPzc29efPmmTNnbt26deXKlRs3bty9e/f69evXr1+nw3vx4sXTp0+fOHEC0qjUs/bu3VtXVwe4kMxiyxwSEoKkpsgti6SmiGk2AE0CN4jr4CPkdlftcnFx8fLymjdv3ieffIKA6ePHj0nDZRaL8JMMHdL7r7/++ujRo//5n/9hgJW+DVagUVFRycnJOTk5Gzdu3LRpU3V19ZYtW7Zs2VJdXV1TU1NbW7t582aCzZSUFMxWsQgkOoZGOmHCBGZAg4KCli1bFhsbm5iYmJ2dnZ+fX15evnv3bjLZo0ePfvrppxcuXPj888/Pnj177dq1c+fOffTRR48ePdq0aVP//v1JBIkYaAD8G6BJ9jZ06FBUI9577z1pwqhBIlGecNqlaUO3+tNPP/3kk0+oMMokuEpfF6hlJ6gTRBDXQWFpuAPZqumFsJQAX4FjYlWGKTGnPHny5P8KaL5sqa12YciLMgidHDrIeXl5Dx8+/Pbbbx8+fPjs2bM//vjj4sWLkZGRIoJbUFDAhMOmTZtyc3NtbW319PSaN28+YMAAb29vPz8/VLsxp1yqXUxZrF69Ojo6GqcwdCUSEhKYXcnNzWV2sKamplK7SkpKsrOzk5OT33rrLU9PTyqJZmZmmP9RhtNRPNdY1Bz0FbNGXS27TaVnsSllkFQYnaampn379rW0tDQxMWHsEne2gQMHQj8aMGAAJmtDhgwZOXLk+PHjHR0dHR0dg4ODjx8/ToDJ1/rLL79cuXJlzpw5Y8aMITH38PAgr+S2t7c3Zc2pU6cGBASQ1sXGxhYUFJSWltbU1NB4xVgiKyuLxjRpLzZ2KG8Sy2dkZMyYMQN7boaa6Gu9rrXVFi4wZ49MkTE9oqOjM3LkyDNnzpw/f/7atWvXr1+/cuUKBkfXrl0jMb98+fKFCxfgjcJ/Iu4QVcotW7YwVflC0GRmdPbs2cAWKTnBGqDJbCLQOWHCBECTBpqbm9tY7XJ2dvby8goODr548SInE6wjqAvSOkcKGhUFZIm//fbburo6Z2dnykf0phYvXrx69erk5GQKI1u3bt2+fTtS5Li5oFND0TYjI2PNmjVYyME9YpoTSinl6YCAAFjucXFxmZmZgOaePXsk0jx+/Dgf4+XLl6GUXbly5eDBg3Z2duRMkl+TFL4MKF+Wtuvp6cFpqa6uvnz5MsL1Z86ckZEbmZWEFymqGTLjKDPgwFkD6Ta+dxFtkwkfnpnEHMYSqb2MnB/564JLID69oLYgrIDm/26k+bJGkIGi60diztyrqD136dIFzlBVVdUPP/xw9+5dypp//vnnnTt3MjIymKgtKioqKytjdI89NG7cOII7R0dHqCSUw5mvWLp06bJly5YvX758+fKIiAjGopOSkjIyMgDK8vLy8vJyrjHalChFlpaWVlVVbd68mXISqtF79+6ldga7BXdGms7z589HibJ///7q9L2ulv2rp62WApp6Wi8qEWOmwtu+fXuM2JDtADEtLCwocQ4YMGDAgAFWVlZWVlbDhg0j8BwzZsyoUaPs7Ow8PT0DAgK2bt168eLFp0+ffvHFF/v3709PTycgJTF3d3d3d3enpunq6krgOW7cOF9fXxroDKVkZmYWFhZWVFRUV1fX1tZu2rQpLy8vMTGRCqZQeRYuXBgWFrZs2TJs1xISEoYOHYo6A12yVlqpfEkvwE2NRkNwLdVtKh7x8fEPHz48ffr0V199BUp+//33Us28du0aoHn27NmzZ8+eO3eOi4rs7L333kN4afPmzfj6woVC8UiGglTQpEuuCh3Bx5JRHw8PDy8vLzrU7u7uhJmgp6en54IFC27fvg2nWECzMW5iPYL00dWrVxMSEpycnIDpWbNmBQQEhISEoM2Rm5tbWVnJBCTSvOJJi1xsdXV1YWEhBeWoqKjw8HDKtSrcT5s2jdBhxYoVjGYhooj2CjML9PcuXLhw586dTz755ObNmzdu3PDy8tJoNJJXMXguB/wLQVMVENAo2WSTJk2aNGkSGxt7+fLl48ePnzx58uhflwSDjOSLZa54S2A7TgdG4kpOx/fee0/K2aLwpsaSNN+hCtF9YkZIyEb8R4JfXoYKzQSngKYA9/9iTfNlSwVNVeVITEtMTU2xlt+xY8fPP//8zTffkPX88ccfjx49qqioKC0tzcnJoSHIfNjmzZvLy8tDQ0PbtGnTtWtXd3f32bNnEzWgQBEaGoq3IpO8q1evRoMnPT19/fr1KSkpCQkJaWlp2dnZpEXbtm2jcgp08oeqq6vRi2Q3s5Upi+zevfvw4cM1NTVQz95///2dO3dyVlOd1NN2P9SqLqCp0cpEtdH6iLXR2nybmJgg7WFqampmZgZi9unTp0+fPn379qXW2b9/fxsbG2traxwukdp0cXFxdnZ2dnaeNm3akiVL5syZQ1jk5ubGpQ5iMkMttsaU7dAkDg4ODg0NXbx4cVJSEhEKHwXMaqqWqsQvh9PSpUtjYmKSk5P9/PxMTEzQ5WupNePTV6ybBTQx0eONY7io0WiGDBly+PBhSpk3b96EdP3VV19BHqSmyTyi8ApPnTpFcfPQoUMHDhwANGtqaugIrVu3LiYmZtmyZYsWLaIfSO8FhU2mSEXIg5EhGbOhV04kPn78eG9vb3d3dz5PoNPT0zMkJOS7774DNJFNETY7HCOKmI8fP2ae8qeffjp69OiMGTPGjx9PYOvv70+/OzIykkizqqpq27Zt27dvf/vtt7GcBTp37txZW1tbV1dXVla2fv36devWxcXFLVu2bOHChdCPUGmitjB9+vT58+eT9aemprK9d+7ciYPj+++//9FHH506derzzz+Hy3Xu3Lm0tDRyHX19fdWMVkdHh8nXF9boVf6mRulbtG7detSoUZ999hkMh2PHjp0/f/6dd96RcJLMGiSSoiFYycKxh3+FbS66B8JPEo0PcPDIkSPQkihuqvR1lSEvKpwyVdlghpKQ86OPPgI0eQ0NBTv+W6D5skaQgIW+1riOOia3aX0YGRmZmpru27fvt99+e/DgAYXzP/7449mzZ1u3bq2qqsrOziZzrKio2LNnD53cmJgYQNPJyYlrgFFcf39/2ojLly9H+EAmLvACS0hISE1NhTmcl5e3fv364uLirKwsqpylpaVlZWWl2lVSUkITk8irrq6Onb1jx47s7GwkxLds2RIXF9e1a1dRDNHTTpfqKjKdcnSrEZZI3Ldt29bIyAigxAnDwsICuLS0tLS0tKQpZGtra21tPWjQILHQ4F9nZ2c7O7vRo0fb2toOHjwYJ8uhQ4e6u7sDqVToSNJhz7i6unp4eOB+MX/+fOwu1qxZk5KSkp6ejlTE2rVrERAKDQ0NDQ0VIYx58+ahjRQbG5uenm5vb493sTp33ErrDcuAmRB427RpQ4rQo0ePpk2btmvXbuHChTdv3jx06NDXX399/vz5q1evClDeuHGDaOjq1asIxDFJDYcUyUUMtkQaubS0NDs7G4XNsLAwTNOI7ObNmweAyvQk4+cym4isEceJt7c3IefYsWOdtItfhYWFPXny5PHjx8+ePfv+++8JJ4WYib3akydP7t+//+zZs3v37j148GDnzp2Ojo7s0lmzZrFFaaNB9qqurq6vr4dWSWRETMTBvG3btoqKCrw9AM1FixYtWLCASBOFkcmTJ0+fPj0oKGj58uWrVq1KTk7OzMwsKiratm0bBmT47RC2Hzt27OHDhzt27OjUqRNfCk1z/O9odXLy/UugaWJi8u677xIqQlyjIkk0J8m4NF5Elo2YTrx6VHczok7g7wPtEvEO6tpHjhyBvwn9CGrRxx9/DESivClc+gbPIKPoUtwENHl5QPxfQPO/FWPKYGWDj1ho7YwAMe/IwDjkSoR4zczMPvzww6dPn+LWwGv78ccfL126tGvXLhi/INrWrVtra2uLi4ujoqJGjhw5aNAgNBSmTp2K7qy/vz+RZnh4+PLly6lmRkVFxcbGAgdZWVm5ubn5+fli5EAhr7i4uKCggB9LSkqqqqrgsqB+RpmPeZjy8vKKioqSkpK6urri4uK9e/cOGTKE7EZXq14su014mhJwGWhFtjk5OJ9NTEywQUdYs3v37t27dzczM+vVq1efPn0IM/v162dlZTVgwAC47nZ2diNHjsQZGDOMBkrv6BZLyEmUJDDq6uoqnO3p06eDg2vWrImOjqbmKzQX6IELFy5cuHDh3LlzQ0JCuGgjIiJKSkqmTJnSvXt3qbe0bdtWo9HQEDfQqv3zabRu3ZoPp2nTpvSLWrVqZWpqeujQIciYn3/++c2bN2/duoV88vnz52/cuIHmObPSpOoXLlyQKTfMYDnM6uvr+RIzMzOTkpIiIyPDw8MZQsc1CKYRTuhEl5A0SdXJ0IkuUX4jSB87duyYMWNcXV3pqru4uCxatIj9+cMPP9Dkea4dOZce+tOnTx8+fPjgwYNbt249evQoMjLS3t6eGQ08i+bPn0+kyewjpeR33nln3759BJtERsyt1tXVbdq0qaioKCcnJzU1dc2aNXwpgCZwP3HiRF9fX8qaK1asQDkpPz+/urp6165dBJsHDhw4c+bM0aNHT506debMmWHDhlGLb1xWAgob1C5lY6PAwugXXzS905KSkoMHD547d+706dPMa544cQJlI6FAkgWrfRjBUEnMVV04Cpcqj1IyfQkkpdWjEok+/PDDgwcP8vz4DhGHIl2s4qbMtkvaTiCMWMyLa5r/+WoMmuCmzFaSjpmYmBgbG1PE7NGjR9euXXv16mViYmJjY3PhwoUGx/Uvv/zy6NGjO3fuXL9+/dChQ7zzd999t76+ftOmTfn5+QEBATY2Nlzzvr6+/v7+5GILFiygt7t8+XLCTJrmxE2pqamCm4WFhYScRUVFgDKAWFFRQdGzurq6vLy8rKysurp669at1dXVlZWV5eXlGzdurKqqKiws3LJlS1RUFPuG0FLdXhqFqqmvHVGVSX+hK7Zo0cLIyIgPxNjYGPugbt26de/evWfPnvikC+MdojvSR/SFRo0aNXr0aKJOAk8HB4cxY8Y4OjoClBTmiJI8PT2JMWkEkdbNmDGDhJEmD8xWFIWXLl2Ky6MEmxijoxCRlJTk4OBAz4drT0aeRG6VyIWwWqOVbkTlvnXr1n5+flevXmW0/Nq1axJaQtK8efPmV1999eWXX9JAJ1u/cuUKdGiqV4h37Nq1a8eOHVVVVQwsoXMRGRmJJrHwNAkwRaF9qrLE32LixInOzs6Ojo5QFJydnSHGurm5EbAvXLjwyZMn33///Q8//PDHH3/Q7VE9mhA6kgb6O++8gwh0cHAw00R0zzEXgSELp5JZl4MHDxLssOf37Nmzb9++7du3E2xyJDAtCnGKuVhGP/38/MRSNCYmJisrC+7t3r179+3bh9jS6dOnr127NmfOnM6dOzdt2pSiilTk1eu6cauHraunp4cEKok83bzJkyfDMTp9+jSVx+PHjzOsSb+FVJcsGHiSYiKgKVPnIqUuum3AqNqxOarIawpo4imEmdp777135MgRnhZsJRMnhBc9Onk2/pZae5VQ938RNNUIi6V2zBGCMzU1xc+T27179+7SpYu3tzd2F2pVCN6GyJILc/j777+HnPTJJ5/Y29uLco/wNIODg+kCRUVFIRiDFS3GiigabNy4sby8HCrcli1bSkpKysrKqqqq4HnU1tbW1NRUV1fTEeJh6m08c+rq6rZs2UI1E86mgKZGkSmRJRQCGV2FpAmtvWfPnnhGm5ubC2JCPyJPZxF1MmGJqDsD6XbKknKnk5PT2LFjXVxcIMPjo4ChAtAJhVMAVPpasFxFBR0fIfo/0DMTEhIyMzMDAgIsLS2bN2+OIQwHQIcOHYR8KuRWihL6+voMBejq6uJvXl5efvv2bfRBmOe7fPkyo34MBQGj1DQvXLhAyKlmfIcPH6aBXldXh4RHfn4+qktRUVGLFy8ODAykC0T5UrzSUDCR/o8IGo0bN87FxcXFxYXZU1pn9NOhcM2bN+/69et37tzBbgRiJoR2DII4+OGB/fbbb/Hx8Q4ODmI3P3nyZPhwYWFhq1evTk1NhdZeU1NDEHTkyBEI3idOnGDQfvfu3TU1NTiLJCUlkQEQR8+ZMwfKFPHm1KlTcWamy4RManV1NTWld955p66u7uzZs2VlZS21ptPovat2NY3RU23tCmi2bNmybdu23OjVq9eePXvQozpz5gwivgSPiDGfOHGC2zJaLhhKhxphIVEFFohUdd3VBJ89AG5KzfTQoUNIKBF+fvTRR4SK/EpmgqXi+ZFWIl4gUhpQotxx6tSpv4Cm2un+T0Czcd+8AWi2bt3a0NAQk08jIyOk0mgTGxoaBgQEYBAk2gfw3WQvUlP/8ccfSXyYtr506ZKDgwNpJkOBU6ZMYTpi0aJFDPYiXBYTE0OTNzk5ed26dVlZWTnalZubm5eXh693VlYW42u00YkoqWmCoSBmXV0dlljvvvtuWFiYRqNhfAIseGGtQ1+rmEdzmaBMV1dX7E+7devWs2dPFIstLCy6devWo0cPc3PzXr16WVpaEmliCMxcEPod4lhJjElKrgabIKObmxtwCUqqlCN6CJMnT2YgDxNw8HHRokUMI1LExOwXNkJMTAxkgxEjRnTs2LFly5aGhoYYLXAhyXC91GfATUrbohTn6+t7+vTp69evM8xHYi7D5owAUeLk9rlz5/gVHQPBTQxh6uvr//GPf9C+y8nJSUtLi4+PX7p0KY6botkxZcoU8IV8XPSGqWC6urpCLRKqpoeHBycNB4+7u/vUqVNPnjyJWsqTJ0/Yopj3ct4TY/7555/Pnj07efJkQECAh4fHtGnTPD092aW4M4WHh8fExGRmZuLrWV9fL7kndEVpIh84cGDXrl1k6LSD4uPjV69eHRYWFhgYiJwdMqAy5cU0enx8fFZW1oYNG2DLo2tZX1/fv3//1q1bd+7cuXv37lDEWGKUBjK+7HrX09NDq5imn46OTnJy8tmzZ/lGTp06df369Rs3bpw5cwZoQy6LQiEUn6NHjzJ4I7gJqhJf0xxX1Yyk5qiWRIVBIZpyzNei33HixAn64DIQAT7SSRfmE4sXQAZDcMqPHAN/AU1JFRtUfP9b0NlcMczDz7pLly7MTbZr187IyKhnz57t27dfuXLlr7/++uDBA0bTGEGT6BL5A25wJ8oUly5dot0xYsSIsWPHkn76+vr6+flxpM+dOxfXsKCgoKCgIGrnhFEUPRcvXrx48WJqQPCTVqxYIWpdcXFxq1atio6OpokE4YM+ErqNaWlp3bp109HR4bwFB19YBuL05tOQcp7QcaBeYRit2qYDmrDc4b2rnXSGLEVpFEMhlsi8k8IPHz6cGwSbTk5OLi4ufGIQj0Rz18vLC8Y7hPB58+ahrsYnGRQUtHLlStyEysvL09LSOnfuLFR2cnP6PKqSU+PSTZs2bZo2bWpqalpfX//VV18RQl69elVmgeBsMgLEDSJNRJHPnj0rWmeQosnQd+zYIbJ1OTk5KF+sWrUKeU0Qk3bzuHHjxo0bhx4HoSWDkpCKnJ2deQAwSmWDPJ2jyM3N7f3333/y5MmXX3759ddfy44VzXyqTH/88cfdu3ejoqLc3d2ZekQEmule2MSxsbHoS5FBNxbEBSmobNbU1JSVlRUWFmZmZiIeShw9Y8YMQJNTULrz0G/hiqCxX1paunfv3rlz5+rq6mK7Ym5uDrWWwTzcZ3FX1Lx8aIVyk4wa29ra/vOf/0RxDuxDYIWQk9FYCTApRDJ1Tj4uGbHEjzRnpOAIwqIKKI9UG0eiKUc9lKASrAReRZ9YpowIJKVrTxQs8E18CoA2TM8lCmjQw/n3QFPTKIynqkU3ANBEPrJz584mJiZMDXbv3n3dunVYA1EJYheq2rqgJKHoTz/99MMPP/z000/Xrl0bO3bskCFDbG1tpdEBVtIhpZMOVtKvlARzuXah/yoEeGzWkaRjiGjVqlWxsbHJyckJCQmrV6/mkZGRkevWrXNzc6Ph2KRJE2ZdVOaAnqIapbotiZ0nATgqTRigs+gFUcG0srLq168fc+g4WRJ7SncICqfMWQ4ePFjU5GxsbPr27QuwwpBHkXP48OGSyI8cOdLBwYHAilCUyxvIYLKQe6gXL168GHve9PR0Hx8faEbdunUj3oTYTATNeyTRY49ptBVejUbTunVrJycn9Gz27NkjhXmRAiO4EPEbIkrm4Sjq7927t76+fsuWLZs2bSorKysuLi4sLExPTycrR6pOWEczZ85EoIgRGlph7u7uBI+OyhozZgwfCBDJkUMUP2zYMAcHB6zQqqqqHj169MUXX3z11VdPnz5lblKVNSJJv3btmpeXl52dHb04lDrp2EArXrZsWVxcXHZ2No0gRh6PHj3KZUzMRU6N6jPM4oSEhIiIiNDQUNxYBTGhSVGnxqKZrh12ynScIiIievTo0adPHyMjI7I9Q0NDbFA7dOigegq8sL7JotXepk0bRpmrq6vPnz9/7ty5q1evApQchNQ3L1y4cPHiRQgPEjtTfxA4a4BiDTjtJOZqbiEP5k5aN6dOneJDk4xbujrUCoQQKlJGAouw2QU06QIJx74haEpr4j8BTfW/qIhpoPipGRoaUrmDto1+z9ChQwcNGlRYWEiY+Yt2AZ0onkl5iEiTPP358+f379/38fGhJUJi5eHhAVbSSSdDX7VqFQFjYmIiIq9paWkk4+Tp69evh7NJd4hFY50uEJ30mpqaiooK5tY3bdqUkZFhbGyMikfTpk1JORsQMjTamWupUbTS+r/D8AcxqWAi14QfuqWlpZWVFVCIyhGD57a2tkSR9MdFuQNCjFz5xJIuLi6jRo2igintcrwVCZ1orBNzkaETB/n5+ZHrEW9CZmSAkqEU7CdNTExQAsW6nXORgiZcVIqYpOQqA6lp06aWlpaJiYmHDh3CoA2l8V27du3cuZNhmD179rz99tvQiUDVQ4cOYd4LdXHLli1VVVVY+CK8hITakiVLQkJCiItVjpGnp+eYMWN4y8wFjBkzhuLGKGUhu8eZZGlpCWEWhVNzc3NHR0ckCqOiom7cuPHNN988ePCA0SBK8GAllKMHDx7U1dW5urryfY0ePXrChAmjR4+G8unj4zNz5szAwECKjykpKagi0A7iqED+bvv27SJjypvF2IOa5qxZs5Bi8fLyklYV3yl097lz5wYGBi5atIgDD+vWN998s1OnTrgJdO7cGVFXwkzoR83/uho0LQBNzkUPD49Lly4dO3YMXX0mbShQgl9Hjx4V8QsQiohPOkIqYoKqZOU0eejqiNC6CqOSXAtuAo4y5CNiHISNYgEk6Tx/TqU9CflJrZv/BTTFIEg9WP490FQbIGpGxrgk6GBmZoaQ8IABA+zt7e3s7EaNGjV8+PCNGzfeuXPnxx9/xNWPNAeWO0BJj+iXX375888/Hzx48OWXXz548ODmzZs+Pj50k2lxOjo6kl1CykPnFYo7s9Wpqan0gnJzc3Nzc9evXw9QEqcAlIWFheXl5Rh/b9q0qaKigmLQ1q1bt2zZUltbi1/j3LlzScl1tL7esNsagGZzrYkIoEldDy4OvoD4L+IjJLZrPXr06NWrFzQjvH/xTyc3R1R0yJAhiBPb2trKBc+SfvqoUaOkFySDQK6urozfUeL08fFBSpI5mcDAwPnz5yOntmzZsjVr1qxZsyY+Ph72FRlieXl5ZmbmG2+80bFjRzkAdHV1ERt+7bXXNBoNLSCNVsr79ddf57To2LFj8+bNPTw8Tpw4QebF5fTxxx+rvGUqU2jTHT58GPuNf/7znxT+9+zZw5RBbW0t7XK6fAjWrV69GogPCQkJCgoCmHx9fZmJQvaJk4ZPhsDT0dERZ3lqPvTW8AF1cHAYPXr00KFDmSAYPHjw7NmzT548ef/+/Z9//hmNOM54BI2ePHly7969W7duzZ07183Nzd7efujQoQ4ODm5ubg4ODuPHjx87diw29Fi0h4WF4QZKl7Kqqqqurq6+vn779u11dXW1tbUVFRUFBQWQjVauXLlkyRI4s/Pnz58+ffq4ceMIGjg4mfWETMZgqMi8u7m5denSxcLCom3btn379jUzM4MICGiyIdVitNTWVFMcxmGbN2/ObMLatWuZy4IUiQTc22+/TdMfRyrPUfYAACAASURBVArIkih7iiYms3Y8hsSC3OLdd9/drV1QoQnARSmOWSmeEJoRwEpWTiTLSzqk9VwDjo9prXql8yNx7odakwy4n7wL3tQHH3zwF9CUy1utxKlMwxe2d/SU4VMByhcuRl+YeDEyMurevbulpWW/fv1o744aNcrZ2dnW1rawsPDLL7/87bffUM8VixUpsf/+++8obhGHUvr89ddfp0yZYmZmRqbJiBsZJcRDCJtULRn4S01NZZgdR0BAUwC0oKCAuHLz5s3btm17++23yf527dpVVla2adOmnTt3FhUV1dbWlpaWQtcgK+cobtKkiRpuq2UKeJqUgSiiUznCJ5o6JjVNU1NT3CtxW7OwsCAfF4o7qbpMVaKBZKtdajUTAjwoIN0h4tDRo0fDp6FU5+Li4unpSW+ETkJQUFBYWFhERERaWlpFRQX2kwAWMQUdMImgG8yYI50nyk/i9oHZfY8ePbZv307D5/z586dPn6ZXfvXqVYQ5zp07R8+HKWk0O5DOPXXqFHqLkkBRxuLK3LZtGw30wsJCKGXMgEVHRzNFA9cdjho9dF/tgnKEEJxY+E7ULmTiUPwFkrZt23b37t2bN2+yb+/du8devXfv3qNHj+7du3fgwAEfHx/xa6PVNmXKFDTzAwICQkNDoRInJSUh5sbZTH0TGR5y823btjE9nJubS4NLZYNRf+CZWXhq+vn5BQUFzZ49OyQkZNWqVUFBQZieduvWzczMzNTUlETBzMwMSW9OQUkURDhcvmVprFPE19fXd3JyglVKax7VS84z8E6wb+/evTJTx5m3b98+oO0f//gHqYZkG9u3b0cQUhK7mpqaLVu28P1yoiCYzbAvknoMoVRXV0OD4UmEBrN582b0UDiEKisredpt27bt2rUL6SPymB07duzcuZNch1f7AnJ740v9vwWalPA4zbp37y7yEyjsDhkyZPjw4dbW1hEREWfOnHn06BGwSFWILiTpOVMW9M3xxvnmm2++++67adOmdezYsX///kOGDHF0dBw7dqy3tzdsNcbUmP9bunQppUmCTcZdgM6cnJyCgoKCgoL8/Hya5mVlZRs3boQ3l5+fv379+qqqKlQ8Nm7cWFxcXFNT4+/vr6+vTwuY3fOyT1IibhlWgwlMrR2f6C5dulDNhInVvXv3Hj16mJmZUccALntrl4AmjSAMfjFJl5b6yBctwk9aGaTtxFkqaMoI//Lly2NiYtauXcscnhTXpR7k4uICL1p6PmohDAkorjRiE04IOkWLFi366KOPLl26dPbsWWYiL1++LJY1UI5gHdFGUFU16Q6d0y4kPKiCwc7Zv3//zp07uXKqqqropENshEE1d+5cIRsJw1E81KSHLhOoQsyiHAkVwdXVNTs7G3y8evUqPHa2K6yPTz/9dN26ddSFUU5ibgd607Rp0yAUL1myBH47k2mbN29mkhLuIa1e3MfEfXP9+vXJycmqqwdGlQKaoDMjm4zeBwcHBwcHjxs3ztTUlLQGEguCKRhKi6sCWKnKUxm8aDE7VFxcDFX22LFjBw4cgIvObvlAWaJfKUONRIjMNcqPnHxgK3oxIBcSEJRrAGUIrchjM+Isd6IUsXv3bnyMBY53794NUkOxkMVYBPguKMlJINrJL6YcCd1aavavzsQby5y8cOGu1aZNm06dOiFIwXVua2tLEEQxbsaMGUhUibkNwSYAig7Cs2fPmF27f//+3bt3v/zyy7t374aHhxsaGlpaWlpbW1PIc3NzwwyANjqCYP7+/sjExcTExMfHi5lMdHR0SkoKZU0izZKSkuLi4vz8fG6jNlZaWrp9+3bGLqurq4uKivCf0tXVFbMwEpaXgSa7kNxHxgo1Gg1btmvXrqampjIFhHXHC0maEN3J0NXpoAZWQhTR6PlgY6mSk3D0pJpBQiegiUVlWFhYTExMampqQUHB1q1bDxw4cOTIEQgc8O/ee+89ExMTXV1dQkhqWxwJurq6uMTo6+szVYmykUajQZ+0d+/ehw4dYrDn7NmzV65cESIROu0XL148f/483YOzZ89eunSJCBSuO8NCAppYVEJnwZ/g4MGDb7/99rZt29C5KC0tZaIM6SM4OtOnTwe8KN2KTy89dHd3dzldhGlAudDb23vo0KEMVgYEBJw+ffrPP/+8du3ao0ePyMoxWbt9+3ZBQQE6KTRnoC5RHMBriIECYsCkpKTs7GwGhbdv3w7NUDwqwJr9+/fX19ej5JSSkhIVFUWbC1ES6J/ibs9sJVnXtGnT5s6d6+Pj07dvXwrQ3bp1MzIywk2aOiYWygiekpjLXqWgxK420A7FkqG7urqKa9Nnn3324Ycf0ldROzYvZEF+qF3i1UNbhnKnWqURKiVoK+4XIv8uQIxSJ7CL0nBjAWOZN29QsmQiHt1iHiw0JtZ/BJoqYv4d3GzatCn9ta5du1paWg4cOJAL297ensRw7NixXl5e9vb2W7duvXfvHnk3o0FQhYW5SaTJ7NqDBw8ePHjw+PHjtLS01157rVu3bn369LG1tWWa0MvLC3lBGakOCwvDQQXFo5iYmOjoaEAzMTExLS2N4RYEkHJzc4WwWVBQAHmFy6+0tLS2tjY0NFSEhFlwfV8BmkRYwl5sqV1oiUJfJTE3MzMzMzOD+d+jRw/J0EnSISEBo/xLfRP+5ptvvokAEhhK40jN3AU6qY0INACaXMyUMhFkLCsr27VrFzV4NGlOnjx55cqVkpISPT096FPiec3VRUkXBhJvVkdHp1mzZlyEzZs3Dw4Ovn379q1bt4RpdP36dazTBDRBTOASBWJ+FP32s9olzux0AESZuL6+HjotKS3SR6tWrWL6ELYmoZmPjw+DUoxOgW7SVXdycmKX0r3x9PS0s7ObMGGCq6vrmDFj8vLy7ty58/z5c8LMe/fu3b179/79+++++66/vz9Nc5nCAnPhz+OMNmvWrODg4IiIiMTERErtDOzu3r1bhHJBgV27diG5UFBQkJ6ezmT90qVLMUESP3Shjgn5FLr79OnTR4wY0a5du/bt2yMHg7pY586dadxRhob9Rh2TjpBUXWSuD+4HP27dupXjChK+StNpgJuiyqHKF6nzkcxccv4x6CXsIlE5kql8caAUDvz+/fsxwCAwpNwpD6Z0LkQuoFmdR5LJH1483XM8UBHGfkF63jivfBk/S6/RxL5aCW28MA5jXBKZCa5bBwcHocX5+PjY2NhkZ2dDFX7y5AntSBElpP9D7CkACjNu27ZtHTt2NDc379+/P7V2BweHSZMmsUEp7iALBt0XAiZimunp6ZnalZiYiMABnG06Qhs2bEhJSUlOTo6NjZXUqaCgoF+/fjKxi3kDx8krQFN2HskOM4VoiXbo0KFjx46dO3fGxZc83cjIiJxdkLRnz549e/aUsib9XOmqSaSJ8iZzlkOHDrVRlgShMp8OgFLfJA6aPn16cHAwYyoFBQVMQx/R2qBfvHjxxIkT169fDwoKovGlFjRVZTyOXmq4+vr6XJ8tW7a0sbHZv3//ee2iTHnr1i1ofYyWMwhEiZN7SOTPnTsHpJ45c+aCdvE8gp50nEnlsF2jriJ6cRAbJdKk7yxj5qJm4vLX5axdHPD0qe3t7X19fcvKyn7//ffvv//+559/5iy/e/duYWEhWTypPaDp7u4OigkriEEM5h0Zu4CFzpRafX397t27YRdUVFQgTZ+WlpaYmBgdHY3Pmr+/P6xkaaATMqM5zwgDDpp9+/Zt2bJlA9Ds1KmToaEhHGqKaYaGhuxVtaYpWCmCO82aNfPy8rpy5Qo08gsXLnzwwQcnTpwA+D777DOmtkFJGZEUITiJN6lKQ/c5deoUXm+iQPyh4n5OJ10iU1WFU6Th+BXRKKofMkok0S6vQQBXhotomrORgEs2GHP0L2gE/R34U0FT9Xd89f8iLTU0NMRlV+ImKysrruTBgwePHDmyX79+8+bNu3z58qNHjx4+fPjw4UMGLUDMn3/++fnz5zDgSNWJQ3///fedO3e2bt2aOqCFhQV+jUJ0ZzSQVAhXFhiaq1atiouLw2A6KSkpLi4OVU08/DZu3LhhwwZGLdO1q7i4uLa2duvWraGhoSLqjvYwyUsrrdf5yyJNA63hB799/fXXQUZ6l126dCFvksomm9vc3FwmgliSm6MUxzyldITELd3W1haTdFkNGEuStlPfJIyaOnVqcHAwA9EFBQW1tbX79++nwX3q1Clh3g0fPlxfX1/arBKJCH0NDhYBOJecvr5+8+bNY2Ji7ty5g3EVrPXPPvsMCXHS80uXLgkUEntiaHP69GkEkBDykNycLS7X6pEjRzA2IPSor6+vqqpCXTApKSkiIiIkJGTOnDlvvfUWQMl8FLVdkRkWkhaDADIL5ODg4OHhQVcNxaNRo0ZNnjx5z549d+/e/fHHH6EZnTt3DjUZNIwBTSSNZYKAnUkxRCTcIWzC36C8ji4MhaP169eDmDiO4O1OydLX15enRf1PcBNeqo+Pz/Dhw7t06YJQDkPMDJjQjeQI19PTQwybeQTKR5DYwVDgkvDT0NCQMJO+3OXLlxlVPKUswU3EzyWIE/YPwnGIeghTkv+F3ocwllRkhOguzHZ+C80I7KN1DmjK0LrEmLweAPq0ssBr+VHCTILfv4CmWBs3wE3dVy50z8Te8xULVT5dRa5CGE4MpOvp6aHI26NHj9ra2kePHnFcQ+OQ4iYzvEIeFtAsKCgAthhOeOONN5iDFsELwjRk1qysrGDniYyF5GWIaUNno04UHByMPjl95JCQECpiCBphuUdZk5yUfuLLQFOwUmIxhti6du2K8pPgpjD/iTFV0Ozbty/6HRJsgpXW1ta8OxidkN6tra2HDRvWADQl2FQp7gT+lIN9fX1V0Ny2bdsHH3zAUQzj59atW2+//XaXLl06duwId11wUyX8Uu5E1p6ypkajsbe3P3z48NWrV9mgtMUvXboEUF66dElAU7rnAppnz569fPkyNc1Lly6BlTyPSNGIJTrZ2TvvvIOiGpzwlJSUyMhIjMkw5qTJI8LsEFednJwoWchyUJajo+PIkSO509XVFaL7nDlzKisraVZs3bo1Ozt7+vTpdnZ2fKQyUER909PTE88MmF5IyqPiHhERwfjZunXroHkgmxAfH4+kIXC5bNmysLAw1JsagKYgJnkDkO3m5mZmZtaiRQuScUluYDLo6+vTAtLT05P0nNKKbOAWWpcalLPbtm07b948rDJEzejs2bNHtSamjSdqiB9lMFHK0BzDMmEpkEpzjwkiyaMZ/lGpQurIqeojJK5t6vgQzy8vqbGIp7AyQE/qPxDm/1ak+WrEVEHz1bjZoB4qgCtXGsEa2cGGDRseP35MpPnDDz+Inx9YCVCK9BYKcuXl5To6OoaGhgYGBjLOKC+PWR2x5NXXWpBzZnKiUr5p164dw2SgLbEecTGm6tDy6f/wVGhhkcWgdfYK0OTQ5s8xbdm8eXPSc7yFkdTEV4cmJtM1atrerVs3pi05BhispLFGdwhHNnNzc7FNfxloQo+l1jl8+HAUOceOHTtz5szFixcnJCRkZWWVlZXt27fvk08+Qajm1q1bx48ff/LkSVFRkZ6eHhLCDcJMA8Xto127dnxWXbt2NTAwsLS0LCoqunPnzoEDB27duoXZ5Jdffol1O4pwX3zxxe3btyEYseinI9Lx+eefIxMndU81MWfB66SLcvDgwfr6+srKSjp4qampNE+Cg4NnzpzJUCMVTJbo5qlAqY4MOTk5DRs2zN7efsKECQwLeXt7u7i4UOiAkEStc8SIEcOGDaOJBBbLJLurq+vo0aNJ1ZHwoLjJ1OOiRYsw9Y2Ojo6IiGBiLSIiYsWKFRCMGG+DOEWfU6bpGeIiJac8RXjr4ODAd0H/54033mAEiKuGBh2pAKo6mJQwFyQ8TUCzXbt2JPUffPABkIfWnEhvSEFQcm050oAqAFFAU0TkGuCsKgEHbqoaxkSgNOiBUWG8i8YHKu5SylQhkiBXHXgX3juh7qlTp86ePUt6TrD5F9B8dZz491ezlyzdRqo/Gq1kHOhMs0hPT69Hjx5OTk4PHz68ffs2I5XAIk5hP/74I7m5StL8448/SkpKJFOW65Y6muavAhn0c9kfVMQhqTF1CzaRFKNfB1QBoPyI06yk2C9bApfqOSEfkZ52IF2jHSLQ10ofke3yK9mm1JIkLZJBTFh1UEYwdGRxv7w7ltymIGBsbEw1w9TU1NjY2MzMrEePHt26devVqxfz6ePHj589e3ZoaCg8rYSEBBTsq6qq9uzZM2nSJENDQ8QapIzLC+aE4MvlM+cb0dPT8/DwQF4b0wXJ0dTLjMtJvdgkUaI1JFgJ2YgMSyICZo25umScBnFiRDbpn1DWxGCH5gnVQOkFeXt7Q2LlHuJEipvIa5K5S3AqEaUwzMFZ8BcKvYSczFMy9U+Jk6lKhq+QSggNDUUeYenSpUuWLBGuMSOhDLz5+/tPmzYNu3Y4RpQ1J0yYwHC9t7f35MmTPTw8LCwsoDG0b98e8QfSc+KGlloTGim2yNwzMQ3Tljo6OugMtGnTJiEhQb4vwbvPPvtMkllJyfn6zpw5IzM29BIlHRbMUoueCBhTyhTDSGkoCR1dldsQpgFUYhjpJPU0wVUpeB7PKwSd+et0/3kBcN3gtzWMNP+3QVNPaTGpTSQ9PT2gjWMNODM2Nt6zZ8+PP/54//592pH379+X2XNReBUhmZ9//jkjI4OqGaCpojN/uoXWW4KqInBjaGgIjjByC5oI70eEM7p164bgEHhqZGTUqlUr3sLLELPBCdE4ZidKFfImD1bpb/LfQR/ASJJfGWBX+eTqkjSKWFWQlB8BU8Y/uHLat2+PGgBRdseOHY2NjXv27GllZTV06FCqGU5OTvb29lOnTiWr7dq1qxS/Onfu3FrrJ6OnnbXnfOLtk0l06tTJ3d0dpXHkfmHGTJkyxc/PDyBgiIspF1lIK6G3xFq0aNHChQtxxMSiQ2CFOWsU7RYtWkQ4hm4mvEUXFxfoVhQuCNIHDx6MaZ2VshhaleKvsA5GjRrFPTKzD6NTiongJgGmu7s7HFgBTQlpKadOmDCBD0Fmf9FGES2+BdoFCSQoKAhvgvnz58+bNw9rLNEDnTRpEijMcAcU1NGjR3fq1ElfX79du3bGxsZsdRiaJD1EFepAYHOtW3WLFi06dOigr68PYr7xxhs6OjouLi7SumlQtWSMUlrS0vZhGkIyX05Bjj2pq6jQSc1RlOUkUG0gvSGaJtwDGhJ1SuenMWhKz4cXzBOKNgqvn0lQzm9a7S/unjfu9vxXlhpdqqCp0VI4uZJbtGhBHv3WW2/dvn37+fPnhJMYeT979uz58+ek57xsNDt+/PHH+Ph44FJXV7dVq1Y8CfPgen91c2OeoV27diBm586d2T0M3pL2UgBF/QUA7d27N4Fnjx49jI2NeZ2vAE1BxgaRtXonAZqqmaaCpvSdG1SBW2gF8EFGFUmBV3X0TULUBkgquIlzMixLlBpQBeajQEvF0tJSXNdtbGy8vLwcHR179+5tZGTUtGlTsS3R1dXFTIZQRU9Pr1mzZoaGhtRtW7ZsqaenZ2Vl5e3tbWNj4+Li4uDgwMDSsGHDRo8eTfhGd0WokRB9RAmYH6UnwzwiUV6DWiSgZmtrO2TIkAEDBjCH2q9fvz59+vTo0QNNQrIKY2Nj4m5ZMk2IbgV5qCyOVTS6qAniOCDafUy49u3bt3fv3sKupWYi0tEip8KnyrAmY+lYkiAOAJgSPzJEJE5w6AMgOM+Rg/I8OqEwNAmi3dzcnJycBg8eTLO7bdu2HJOclGht8K2huaX2yiVxgWakp6fXoUMHAwODgQMHvv322998842gpKQFoqRJMUeUTzFYl366lAtFc/OFuCnyThJOigSn6BADi9JDF8MfVRtJFezg+XkNEiMzUUYd4Pjx47wptLWkdd7Qwvf/ADTVJaDAd2ZgYMCEpRRQunTpsmHDhufPnz99+vTrr78GKzH8I7TkZT99+vTJkye//PJLdHR0s2bN+L7ZHIw/S/WaeSTSWEo5qgSyDC92795dWi64m4mYEBqX5ubmnTt3JnSisfjCpVYk1DydQEyFS0m0ZTqtuVb2nMQWsGv916UioJRiqYryALU8yigxi9jT0NCQC56Zd4x2AQLEAaSJb2ZmxvjWm2++KaJzdnZ2KFbo6+uDjJxPGo2GVyWfDINSGo2GP2ppaTly5Eg7OzuGu+3t7enXk/k6OTlJICYNOmHqsGR4CeiUPNfFxUWFS7pbNjY2YnpM5IhdHZjIwUD/TboiIoxGWVnqHmq0zp1ADIexYCtPQu6iLjmr1L8ixRNRyujYsaPkOio/VybBVJIZI2E0/YYPHw6xjO8I+oStre2gQYPYvebm5m3btm3evLkkWBRz1C9OKulq8QcGbpMmTXh8kyZNXnvttWXLlp06dWrHjh3k4zTrhMOAZJ+arUsVhYeJxdOVK1euXLkiYwssWLo0BqUSKuVFajIMPhCoUrEB2ugiyjNw/4ULFwQE6SWKMR/DZjw5ATJ8IypCQtuQnuRfQPPVEdPfXy8DXzXZZJ9xPdMAUS/jLl26IOru4eHxz3/+E0cqJtCfazXbEXb99ddfHz9+/MMPP/z+++9hYWGU0lq3bs23SwewcRGHyFFmbDj/VeIOJ78qTMkN3B/79OljaGhITwnbhn8JNAmrRfBJoI1hDLWcxP2vKUsuWu6Xt6ZWLd9QFte2epVKz1Su7TfeeMPY2JiLtnv37iYmJozAQ7Png+rfv/+bb74pcRDksKVLlxYVFQ0bNgzWugiDSrOrRYsWMNtJ21u3bt2/f3806MaPHw/Jyd7eHjq9p6fn2LFjHRwcJHVFv1ICSQFKAkyx9FApQQAx6kSyCGbffPNNsu++ffuKBRMnJURF+az4iGDhoMilivLK99WhQweJy/iypAzCxha05UCi9Uf/hFOKehRfk6gKyUEo37j6bPLy5DZILeQhLh++UO40NjYGrDt37gwmtmvXDqqQfGV6Wo9YSRrUbIbb7du3J+Np0qSJhYUFymFz584NCAgICgqiaLBw4ULGNBcsWLBq1SrpX4kobVxcnJAB0tLSsrKyGMBTJ5hVzy7RgkADFE+aoqKiDRs2FBcXb9iwAUpWcXExM3so7IhRDV41paWlGM0yIimD8IzAv//++7AdcNBBW+Tw4cNMrNJcUp3g/q9BU8pzaEfyffM1S6uaoiHeOD179ly0aBGJ+d27d58/fw5QQmtHd4sh9CdPnowbN44d0LZtW5g6UueWjBuaDsMzzMnAsyElZFGfUqv1EviMGzfO2dm5d+/eTAHq6elJ8fRln1vj9JzJQhEulAtAPeTVciQLoOSylKtRyPBGymoQ4EjDB9Yn2ShJqNym+WNiYtKrVy9zc3NTU1MLCwvY8gSYw4cPd3R0JGecMWOGt7f31KlTS0tLT548mZWV5eLiAm5CVyBGlsJry5YtO3XqxGfl5OQ0ffp0CINCixENHloZ47VL9ICFRym31Xxcioaiccf98oVSuCT4GjRoEDpvDAiYm5ubmZmZmJg0+NAIGME7qXJI/42vRuCGvAHclE4dGKqiLZDE4c33zpPI18oGUM/4jsoiGuUrFl4aRQYjIyOq7QSP/Ip3wSUACEor/I033mic2cjblFfbgAsBXYz/ZWVl5e7uPmDAgNGjR1PVFSUtUYThM4eqAUmDkgukYKlFNNAt5fBTtQ1JIHgMBAb+kByiMqYlNRz+I0VkZ2fnMWPGcF2rrFtqQVSTqf9CouAG7sozZ86E000pGUu+F49RNlj/LdBUS3VoxEGjATTRjkRBgCsZccmBAwdWVVX98ssvT58+pe1Dr/y3336TvvmjR48+//xzS0tL5hnY95QjJePGERdRNWtraxGz4NuSgWKRIETBgc9RhA+mTp3q5ORkbGysq3Ut1/3XG0F6enqvv/46vCWuWMBLskIJEgUTuX4kNgQHJbuUCoNMrFNGEGqq6JZaWFiYa5dMZJqbm/fr148bhNt9+vRBwxh9UjTlMMlhXHry5MlBQUE7d+48fvz4vn37UlJSJkyYgCiOgVbpDnNNXV3dli1bElz379+f0UxkfnDmoR3EbcQ6qcqx2LvoD6m3pU0Mw4ahGnSJAFyuBPHddXR05EobOXIkVc7+/fuT3gqGImOqHi3yvRCycT+whV6vBG4dOnQwMjISogU3OKc5/kURQ409iWTV0xHCA9cFD5OJfvXIFBUizlpsCrt27SoVWNCTBxsbG4P45OYUr9QR3ga9REBT6BliFtSsWTN9ff0uXbr06tXL2tqajxSKhRSaoQrQExORPfX6osAi0jBMlHKP5BZEKurjeR6hytrb248YMULglefhYXC86NehroBitI2NjdTKhWY7duxYDw8PhrWENSGbR+YRJk6cyEadPHnyhAkT/k9BU7ochP1UiwQI2AGcjSAmpMiOHTt27969rq7u+fPnNNBxv8AgCEHi+/fvf/LJJ5zbIh4OBDN9ZG5uThqOqgXanfC6pe8pWSGHD9chl6KoeE2ePHnYsGEU6agwqHzMxuuFlCMDA4P27dv37NmTpgQmvUjONA4D1dEgIWlS6hLmpnokSLVLpoakBaEu2O/0Igi6YcLD4kRxyt7eHvI/hBWsE0VYMycn59NPP925cyfe4nFxcaGhoS4uLkZGRmwDEXSwsLDQ0dGxsLBYuXJlUlLSkiVLVq5cySBjdHQ0KVt0dDT66tg2hIeHw7NhhWsXXfJF2oUppjTNQ0ND6ZLTd/bz85s2bdpbb73l5eXFZUk84uLiYm9vb2Njw4wpAtj9+/fnmOEM4/MHKFXQBMuICuWEMzQ0lE60THZJXVLSfzMzM0yqJRvgwWx7iXCF8capL69HtoRwhyHhYlNBf6lXr16kU9zPbqGHA8gKL9hA8Y6WKhCxc0ut5hsPkPT8tdde09XVbdu2LayAoUOHbNjnowAAIABJREFUjh8/3s7ObrR2EdTDspAoT+VjgbNSfZbOHjjYYFBV/OXl8SKnDTqrESVfq1S0kfJiA2NqLX02EfpilMvV1XXkyJHkMTw5NXRuAAgwtziePTw8/gKaQnxRY6IXNoVezWN/GWg2yNClsyHnpyw2JWcmSn89evSIjY1FEIEG+k8//fT999/THfrll19yc3OZ/+nQoQMNH/rdwCUVdMFNrhY7OzsqYkKvQz0B0IRsLBqLDO3OmTPH3NycxByOFA10edcqVpLCs/MYVcJzTV9fv3fv3iNGjBg4cCCq7H379jU2NkaDAwAVtQ4SZ5HwkkBS9afk3RFEDx48WOSOqMbSn0X7naIeS0bUra2tQU8eb2NjQ/jAHLq7uzubxs/PD19DSlQ1NTWHDx/esmVLZmZmcnJyZGRkSkrK6tWrIyIiAgMDhw0b1qlTJwhkBgYGHTt29PX1pSyFEgomkampqWlpadnZ2dnZ2evWrUtJSUGvD0v6zMzMtLS0lJSUpKSkpKQkbsTFxaGFHBcXh0rA2rVr+b94k2BSEh0dLQgLfQey0eTJk728vMaOHUuUZGdn9+abb1pZWVlaWoI+yDzzsWNs10u7iNPl87ewsCCQBA0BWfqEL1yS+ohMKjk1JyIjOp07dyZjgDNLckCuwFfMFIMciqLSQmbAycfDyGMsLCxMTEyIiKlgEnWiGSwtWenKCmkatonkUmzd9u3bW1tbe3h4ENFTLaGWRdkEqRcs46loQbAfryyxrpP7ZWwJiSmeVsrZHNsUcFRFFeZQeTaMqaVuI4gsBRzRY/b29uZ657VxAPD64SrwvsSiEX4CjlKkPn8LNDWKJch/ETSlI0wBSLoc0h7p0qUL37GRkREPCw4ORtQd9SOaQsDotGnTXnvtNSMjI/oYJBFMxbCNxO0WkXPaGuJ5QKQJOrz11lu+vr4QO0geCc6508TEhOEWSTxfBppkNHpa8Q7Qs1mzZmZmZuiJ2NjYDBgwgBfTr18/ddMLOcbS0tLCwkIViCOPlktCpirl3WEEJG8TTMQaiDlLxoFk0SFB1EMFTZra48aNo8Qzd+5cnGaXLFkSHx+/ffv2gwcPVlRUrFu3LiEhATe6mJiYvLy84uLixMTE+fPn4+hgYWHh4eGB0ElBQUFeXh4Fe27n5+dT2qfeT+2/oKCAO5mzBlVzcnKysrLS09PT0tLS0tIyMjKys7ORjs7Ly8P7AQ0BTO3Rr0LNCHVeLM4pmzLw4+joiJT6wIED+/XrN2jQIAJtTjImUwcqixY87CUrKyvOY/4FGTnALF+0BHZFFxUIBv74Wvv06cN3x9HON8iRhlYA3x2qqTLWRVGelhfHJBuJ3nrXrl2plcPB5KJTQVOlsjTXOuLpacW6BDdbtWplZWVFlYYrBcYrVWluqLcnKstHWQjIq9angKwoQE9W1qRJk0iiRUmPYjeTTirFwlO7+OuSNQLE3BbkFQbr1KlTwXHqRXK9UywSQ9bg4GAcUwICAv4uaEqRTn71b6Tnen8lJwrHUEjaaq2d8gq0W/gc8KIXLFgAVl6/fv3evXv3799/9uzZ9u3bmzVrRljKkd6zZ094hZKNsguBBvq2FKelcgzZxdvbG7iUg0V+9Pf39/b2NjQ0BDSJNxu868ZZOfk4BDe67WQN9vb2tHRFxQ78Qs+Nf2Xrg56ygFF4USoBkDcoWafownHtiXop5R6uMTs7O6nWM36O+hTpj5ubG5cHFXFcPBctWpSZmYnsa0FBQVJS0po1axDQXbt2LeoS+fn5ycnJS5YsmTNnjpOTU3R0dHl5+YYNG9CbADHBRG6ImlRhYWFubm5hYWFxcbH4jgieAqCIUYGY/BZ96LS0NAJVQJPAE9m0kJAQGTdEo1ekgGgZQc3h60A7hg0jSlGyBECF/okINAGgmN81LokAtSJGRU1AfgSLBw8eTNWIjj/ppNAMYONTkiMjlikjmVNydnbGPEZUqI2MjKS7qNFowM3GoKkuQ0NDjUaDXRrTIk2aNBk4cOCkSZMWLVrEmACCDP7+/nPmzGEkwc/Pb9asWXPmzMGLiTvnzJnD/bNmzfLz85s9e7ZoSokDB3OfUqeW3E5dgmKUX2bPni01cSmC45zKsxGuNoBUiYKlaUHnBwsQudj9/Pz8/f1nzZqF0QtDFvPmzWP//Dug+f/Fzb8JmlKHfhlo6ujokGtrNBrMTNq3b29gYLB+/fqff/750aNH33333cWLF2tqalxdXeGdmZqacp5DxgZ0JH+RdjnNPtpnpAn8K1MZfBm0HaRBERISYm9vD21eX18f8rzUfBuDZpMmTTildXV1eTtNmjQxNTWljCLg+Oabb4o/knQVATWSRy5g4WaTfJmbm0t0SQQkF7lYUYKbokasRiUUyKVkLmodvIaRI0dykEikOXXqVHATH/mNGzceOnRo586dmZmZ8fHxMTExS5cuTUhIwJwnMTFxzZo1y5Ytmzt3LoYZeXl5mzdvFnVnotGioiKBPFCP34rd/IYNGwoKCkDM9evX5+fn5+bmAprITWVkZPAXuRNJCxG2wEA0PDw8NDR04cKFRApS6+RaJeR0cHCws7OTMFw+c2Jz1VBERPIBTVCP+/lq5DHqI1nyVFIboZzar18/cQm1trYeMWKEsKYQOQUuKepB+ZL+svRYSDMlXwZSgdcOHTrI6ARY2aJFC7o6L1xIHcIba9euHSGnoaHhrFmz8MuMjIyMiIhAVjEmJiYyMjI6Ojo6OjoyMjIyMjImJgZrJihH2CWEh4cjKkZGsmzZsmXLlmGRzWOwzn7hWrly5fLly/nv6t+KioqKjIykFA63iWEwxsBCQkIWLlwIEYr5sYULF4aEhMhmmD9/fmBgYGBgoISTCJKyw5cuXYo3LX9xzZo1uNKuXLnyb4GmBE3/EnQ2XiqgqNRuEexQh1ugJVEBhOXXqlUrUdPhnGEyzNTUVEdHh24m4zpkQJI3SQgm8RTHNeVqYasIr4hwnfSBdhDGD6GhoQMHDgQl6Qur/uaNQRMDDNCTB7ds2dLa2nrMmDGQPYmFZSBE6BrQLKBQjBkzRuIOSZ/JweUYEP42AWYD+WGJrIUU0oDGSPyCDjF9SVwSKZNDDwI3iSOWLVtWV1d39OjRmpoa/N9jY2NXrVoVExND6JeRkZGamrpkyRJUMKKjo4uLi0tLS/Py8kpKSjZs2JCfn79p06bS0lJ4dpKJFxQUFBcXE2+WlJSUlpZCvgNA+ZFQlFRdJFBzcnJycnLI3DMyMtLT09euXRsVFYXvmBQ3g4ODAwMD58yZM2PGDMkKkRlGskRSEKJvqW/wearnEFk8Vnccz5xqEngKUA5WFsjIFyegKVMDbE5h4ai1Qk53ZIpU1qqAJmOa1PWkT8Lmadu2rcSSbEXQUwVKtXuJDBXXXUutPa+jo2NUVNTq1avXrFmD3KdYE1KDTk9PT01N5TZ3UoNOSEiIi4vDIoHiSVZWFt8Rp52cgtnZ2Xyn/JZvE/8uZBuTk5N5fv56Tk4OVW+EoFJSUji/0b3FbjY+Pj4+Ph5ZcW5zP7AO8uLgwAOio6NjYmIQI2fxwkiD+Iv/AmjKJ/sfgqYEm1JGaVCQlr9FIqzRaEBP6tCtWrUyMTHR0w4yA0wQ4sQCF+lJGeNBl1cQB3HJMWPGENPJxJ6qk4gEIRkEeIFGbLdu3fQUsrrqOvlC0ITgxuts3rx5jx497O3thw8fPmjQICTdJMTAwRgWPfpsdAYRauMCoM4oPDWJHLng5fIWTr7UvBiX5kmIYoZr14gRI+hpkuuJ+wWNZohsUvQhc4mPj9+zZ8/BgwdLSkrUDbpu3bry8vLi4uKsrKy1a9cGBQWNHz9+xowZiN7zb0lJCbfLy8tFqxRbEUnVSc8BTYyYWHgmk7M3wE1CUa43rsnU1NT4+HikjBYvXgxoEkoQXDBoiDovpHrVQ4noW8q+DDWooMlnS4Apc+sN4krVel5FXrmH2FMEudmQiOeDgBTyqCEyoU85jw6GUHM47+U/EmM6OTmNGDFiwIABrVq10tNOoDVp0oR6EUnSC+Mh5oM12lGuZs2a2djYhIeHx8bGEiEmJCSg5smXvm7dOmCOzYDjVnx8PFhGtYSOH17ZlJ4TExPp46VqV0ZGBs8jang8IYVsgJIFHGdkZEjzkJdBnxAXhpiYmJiYmKioqKioKH4kRKV/SIwMXPLaMjIyKO8gSU6JXP2RLCc9Pf1vgWYDLJPP92Xg+DLBjgZEnBfKUhj8VbqC/J2/RTFb/MugdopAf7NmzaD1IuMGYrKhRXCBCALQhKUlrEw6cdLIwzZLCtUwNH19fTGn1WjHXaQj9ELQ5LzhVG/WrFm3bt0I9yjnk5cRBQ8YMABwp/IFk1RGkoSbBq4JbnKlEZwSjbLEC0h+lIiSWJJgk8cwDSnZHJGmkArEUIwAHIHxrKysffv27d69OysrKzk5mZ2dnp6+cePG2tra/Pz8+Pj4iIiISZMmeXt7r1y5csOGDdnZ2bR3CEVllgMklVSdHFzSc+7foF2CobhLgptAJyk8cQdbnygjMjISKlJoaGhISEhwcHBAQADuY7CRqH8Rpolbp3w+4KYgJmUQAcRhw4Yh+Tx48GB5GFAoyAi8yukl+vncELYT4wPiycpnLvrEnNwQOTi9xM7IU1kkKI6OjtDInZycrK2tTUxMDAwMmjVrRheB/i0nugqaaiREdAnrvlmzZubm5nPnzsUeZtmyZSTmEsdhfEC4l5SURDhJeSSt0SJ+BDd5MEErR9167crJySECzcrKAjHBU75ZqBRsvMTERIJHcDM5ORn6WlxcnNAtEhISEhMT+S9JSUkS6qakpKSkpKSnp8uzCXmDlwpK8sKYO8rLy8vKyvr3QVPz8kmhvwmaap6uljil/oKyAL2U119/HWnhTp06tdKalujo6JiYmFCyYQoIVqZI85L4QGUnJ6UFCVsbDCJDFwlFSUgBStXW1cvLi7iSLhB76xXdcwqaBlrP3kGDBnl5eUldn445IpgMRAOaMlAs8Yh0SyXRlqlqJB1lplAAVF0gpgQykobLnAzhp/QZqGnK7ITUzoRdUFhYuG/fvtraWnYwJ39OTk5hYeHmzZvz8vKweyQyysjIoExZVFRUXFyckZGBYToNdHH93LhxI+XL/Pz8nJwc3Oc3btxIEMqQXFlZWVlZGUm6iqc8SWFhIQ5OhDzQPyMjI6lwLV26lMIZtS1/f/+pU6cK94VOegNtdj4NgU7QUBBzyJAhApq013iMWhgRhXx2nXpQ2dnZ2draSrCJtyBIBzEQmTg6vHQnZs2aNWPGDCgccDxoEwtocsiJNLKjo6OVlVW7du00Gk3Tpk1lmLUBaKoxpuxkiphGRkavv/762LFjY2JiIM9GR0eT28bGxgI0uB6AMni7CtIJ2PGlwDBbu3Yt6Tau9PHx8SAXQSh+XLI4FHFM4kwluly3bh1PCG7KC1i7dm18fPzq1at5VYSKycnJvFRup6amUg2gbkDFgFfOH5LBTeykeG38yCv/C2hCeZVPkFiv+YuM1Rqn52q3B4gU6V8VUPQb6foIybaF1lVGX8tJarCEEsHYLOosbdq0EbVgPCHwaBQriAEDBrBxBTJkoErorypuko36+fmBmzNnzoSdMHXqVBsbGybJVNCnsv7CJYQkjUZjZGS0YMECHx8fLHPJ7GTmvU+fPjTEKcUKmZT8DnxUu+pcaUO0S1hEiAqPHj2aXjy/HTp0KDVccVWje04jCLKqQDm5OShMWQCnhClTprz11lujRo0KDAx855138vLyqFFmZmZu2LBh3bp169evr6ysFOOaBQsWTJo0KTg4GATE8ViqlkVFRSqRiLhSYBRYlMy9rKysvLwcz2scq0ntN27cSC4vVxSRSEpKigibr1y5Eo19ukB0/xvQNonaIPqp2h/URjiKqDkOGzZMeoki6iz8LTFPVu+UX8mxpxZPeDBd++HDh1OKATQJLSHBUEpGMY8mtZinU5YVB01PT082GClC79691bJYgyWqVHpaWmHLli07dOigo6PTq1cv5oN9fHzCw8PnzZsH7xVHQtJejAjXrVtHmClYRmhGUCbwJ3VMWLrUT/gvEHVxpafekpWVhSlsVlYWvwU9MzMzydypM6qa9jwbP8LVpY6Zol3gJlGk7BOQVG0tkhJRwWTH8pJ4DdnZ2RkZGS+INNUDR/+VIruvrmA2Fh5We+iaRhwxFTRVpQAVLolGkTJDaUKaP3CMpWlOGkWYRplPhQOVrgGtXShdrJkzZwrVZsqUKbAc+vfvL3x1eQuvAE05Wpo3bz5+/PhZs2bNnTsXQwV7e3s4QCz4pNIfl34CPSKCHbH0kTaFcIk4FQQKhbJHRKMOQoh7mhCtJCtXZzlkfNvZ2RmuLzSR8ePHJyYm7tq1q7CwsKamprKysri4uLKycsOGDeXl5bW1tcXFxWlpaVFRUfPmzfP19V24cCFXFHuO64EdSVghKgyAJkElaFhYWEiPSOJKHikFTZ6QTJwLICEhgUtFKv3SeJWy5oIFC0JDQ4ODg9E5R0VN5i+lXIjekoTk0k+TG7DZOJVVFifEWzmnpTYiuiHgpnyVdnZ2ZELiPo9/8uTJkyHowFgIDg6mEbxo0SLYgtB6ePGiPI9kMnX50aNHd+3aVU9hvzS+fjUaDVeWnp4eBzxBEqVMKyuroKCgVatWhYeHI07KXAPVwNjYWNw4SH4FkoTVoN6WJYl2ZmYmLF0wC6iVIjVQS1wJgApoAs3Z2dlqwVQW2Y+MPEhNgMUzg+Dy8qQBRZ2nQLuEv8GRzMvIzc1tOEbJRyl4p1GUJhos/ZePVzYOQgUiNUrur9FGsg1GXEUSTXwNqQ+IoACjzaLvYmJiAmgixkMsAKBQQ8Qhh3FJmfznVKfX4e3tLR1z6lyzZs1666234NnMmjULleyuXbtqNJomTZqQpEPaeMVJ3qRJEwhx/fr1W7VqFRM10ANdXFyGDRsmbQGCR1422bpMfFpbW0uNUqhItH0kkBFLXokfxdNcLnsqldKgV4UPJJ6SwTLhEowdO5ZAho8oODh427ZtVVVVxcXFO3furK+vLy8vr6ysrKysrKurq6urKykpSUxMDA0N5XMLDw8nOZJ8SkZ9iAsyMzM52IVUJDwk2aNcS7QC2NkkejQByO+4WmieQg1ZsWJFREQEthCklosXLwYrVYsIZImZkeVgIOqkBy1kAxU0JdJUU3W11SOIyfkkDhlSDyFVF9YXP9LGYTei3y48QUSIoc6A+PPnzw8ICMAUSLSHPT09J06cyKns7e09ePBgyBuv2J/kbQYGBiSFXKp4H5iammIpzJRqcHAw7B8oOLGxsXScOauoFVKalA44mAUq8W2ywM3169fLUAP/S+rUElryvUuhk3hQnjP1/7fkBbBtVNCUEQmen5cnGQ9YSY2IvEdqR0VFRX8BTRBNMmvR31ZT7xcGUy9spjeINKnxqem/vtbagYlJ0S8QCwo6PwhiypAsagJvvPGGaBeJpS1lQam4ozTh7OxM4Y+pflUpAHSggsnQpAi4zp07l7TIz88PY9WZM2dSRcW9nY/o1aBJ9b1t27bz589n882ePRs49vDwYBBFUjYhlsNlUbu0otYjory0ehu3dIRuyW9hBUjFE9UDdVKY8Ado4H9RVoMmTbGP+hq0/+jo6KNHj5aUlGzatGn//v179uwhq6qoqMCBZ/369REREUzdBAQErFy5MiEhgWspR1nSsUEQjHCDc54apWiCgaeArJSWJC7IyMhYu3YtT56ZmQmGxsbGRkVFwQcUvhGNIBnqUEnXMsVAyEZAzSCdHLESNnIYDx06FAtVNWyU5pvY1Uk2Q3UYfBT3Or4L+djp/9CWFAn32bNnBwQEzJ8/PygoSNwvgoKCAgMD/f39Z8+eDWgyx+Lt7S3mFt7e3j179oSz8bL9qdFoSOZwVNVoNBD+mjdv3qFDB19f37Vr165YsSIwMJBTJ0K7IB7RBZJDSxLzXO0iPQeM8vPzC5QlnFzASGbAqM80VoQTsgSAC/YJLArrSFBSxUQYabweCVrlqai58/IoBwkrDogsLS0tLS1VZej+Fmg2iBk1Svv7ZVQktf8j//FloEmWLaApQq0MzIraLlgpemgImolWNiPDVlZWEoJJl1x2JIewjLKKHhSVoxkzZhAfzZo1i5G7gICAgICAsLCw5cuXe3l5USAHChHTfDVoUm63t7dPSUlhZDswMDAoKGjWrFkYtmDIReqtCndyHcqdQill5lfGyxhoofOrKu+qNEyp2yLWS8bNsaEKH0iwKVQnBIa5gH19fd3c3Hx8fDIyMj7++OOtW7fu37//ww8/3LdvHzbx5eXlO3bsKCgoSE5ODg4OhooQEBCwYsWK1atXS+LDnuPCkBZQRUVFaWkpdxYVFVG7LNculWbE49nB5PJANpcrPVmSMnJ26CarVq3CshE/0SVLlmAaocZrs2fPRl1JJhooF2IZ5O7uLoUd+Y4ag6acW0J65YuTzpKKmCQ99vb2HFrMEQjXjSN8zpw5kpiz8AuCld0YNGkcETI7Ozt37tz51SLZ0rHgYhf+n0ajcXV1JahcunRpeHj48uXLMXdjSbDJUquKxIAEZdRhBC7lHtrQMj7L/bI3GqfDACtIpzaL+HNEteCmQKSacYOY+fn5VHvYPPwVlnQU6TfKHJrQNiisw5D7u+m5ipVqs1tt0ahUoZel52p3XqOdxUaKCv0rUnIU/RrrYokyNrJXnTp1YmiSRcdcHF1IpgQyGF8FNTw8PCZOnCgQ6efnR/FIhr3QVfX396eERJZnbW3drFkzOEbQ3OC7qayABqtFixb6+vrLly+Pj49fsWLFkiVLIiIiwsLCFi5cOG/evP/H2HuHdX2e7f/p0TZ9nqbN07S1STMas5sY08akSbpsszU1UaNGDaho3BMHioADxYFKHMgQEdlbliDIkL33RhzgAhegooKT3x+vg/O4/STp73v/4QEfP4v3OO/zuq7zOi9ra2sm1QwdOpRSj4WsEhrIrUieYfjw4WPHjqWhU53UGghDgy0YKic0qU/UaQfxgWVT9CAMNztM0E6PGjUKeb+VldWoUaMYTpuVlZWXl1dZWVlUVJSUlLRjx44NGzYEBwdHRES4ubk5Ojra2Ngg4bKxsZk/f76trS05r23btnl5efn2L9V2AgIC9u/fj4jd19fX398/JCQkODg4KCgoODg4NDQ0NDQ0ODiYUW78GhgYyK/IQtVMSXnB1dUV6Qm39OrVq5cvX05C09bW1s7OjiAXBRLdcjDNb4w1bdo0XRLEvBwuOR/jXaBhQUoZU88RXMosEqkZiMkpoO1d6je1VzOjQk6OwCXtz/PmzWNgr9nVB1Nm4gU5pbFjx/7lL39BHvdfwvOH+4cIyKeDu37IkCHLly9fs2bNrFmz7O3t165du2TJErpxHB0dyWlSQJduHNElUgqVU+iXBQdBRqAQFrlnz56AgAB/f3+aa2GUJqlUQQkI40FF7kgmeQ4VdvKk6nEQ01RS1QRNUgGAMsE435asOo9AOXkQ2QYKjf+nQpAg0sJiw/TgE3Sa+iSLOs8jxlLrJKVwmKZsBeTFz39ZuO3ipkXTJNYVxOZKM2E5oZIIQbpERSNGjBg3bhzQ880331gM8Jo5c6YasIjvVq5cOWvWLPWTsUWTAJIM+IdA85NPPtm2bRvXGd3ZOJ7Z2trOnTt36tSpUE4qnn97cAk6tQd88MEHn3/+OdkuhmpRoVKYyTYA3SA3Z2FbwABFCTABTfNxamKsL7/8EkQGmlesWJGSkpKZmckIgbS0tOjoaMrloaGhPj4+a9euXbBgwcSJE+FKckWi0rpx40Yqkr6+vn5+fkFBQZIQsYShwcHBgsWQkJDw8PDw8PCwsLDw8PDo6Ojo6Ojw8HDQk7YiikXe3t7bt29XZ4ijoyOaEsro1IIWLVoE6FBUmTt3LhUV9s45xlKbHdsbAqAxY8ZoGhqiSNPNTLG8ZvxqAZ2UengyMKqyGy4YkHorKytSmTNmzKBsBb4ToROew5EBTWUYrK2tP//88wkTJowePfr555+nNvBfCpU/6+9V++Uvf4kR1yOPPPLcc8/Z2tpu3bp13bp1dnZ26DEpAdE3SZIalETr8700k/YELSGRjNn37NlDSAFoKoo3FbjSWiBEM3OjlI/UXEu4vWPHDg8PD7P+I8ETuks+Yvfu3bwcPAV2QXN4pe/3LQmE/58kR+bAGXMcjTlL1tRXmiVvE2pNI1WtX//615qOArXEnfDpp58WVpqe1dgXYbGFrxrlZiQgZAPf7R+dSM7ovffeU58PoqKxY8daWVnhujhz5kysB0jcAG3UCuknWbFixcSJE2n+ofjzP/2TgZFq/tBF+cgjjyhUdHR0dHR0lPkj41jnz5//zTffTJgwgbHUkv4QlatPXJzxgw8++Oyzz7BExbzAxsaGv4JGF80sZKzr5MmTFWyOGzcOMkIlikMh6m2OpZXHwdixY62treG2NjY2mzZtKikpyc7OPn78eE1NTWRkpL+/P9drUFDQ5s2b7ezspk2bRhsV5pvM7yZM3rBhA6BJfRxMJPr29/cPCgoKDQ0VPoppApQxMTExMTGaVRAVFRUREREeHh4SErJ//37ICGpQbhK001u3bkVljZWco6OjnDugbBodTleyxj0KNFWnRrT79ddfy2aCYpE2HtmGQzDhkt81iNRYSsgpZmVm8YeeKwZILFy4ELRavnw51X9bW9tly5bNnDlTiGnaykyaNOnTTz8dP378F198wWgK9dR970IKwsB6oqinn376008/dXNzQ0BOFAxn37FjBwIjNVxBKinTCeD27dtHXoXTai7GTrAAUDU4UHJRQy3Y5OnpSeRhgqZqgwTgnHqV4MmTgr/f5bl6EKMDxe+m3kgfGhAQQDxEJEREzzd8ADQ1kwt/NnNcgTnACz6oGSNydfve+TYq5mB2SZrSYto41v9gKJaCFmMbNLD7CkUtAAAgAElEQVQBT8mX+xceP8Dlu+++K0NJuWBQDka8/dFHH6HJoLlFlfGpU6fOnDlz/vz5ixYtwul2zZo1U6dORSILEJBT/9kPLPYYDAeBUcrrU6ZMcXJyImNNcg0LCc2YpUGFMHDKlCkgGj1zxMXYSUjAjHcGt8fkyZNnzJghjxloCL3VmnMLImjyrX6VzxXWFV9//fWXX34JgMr9n1GI8+bNGzdu3GeffbZhw4bU1NSioqLKysoTJ06kpaVxJ4SEhPj5+XFRrl692traeuTIkRMnTrSxsZk1axbA5OTk5OrqCrPg5iHQDupfhOHh4eERERGRkZFBQUGMcwFDY2Ji4uLiDhw4QL2eBYZGRESEhIQEBAT4+flRh6XTg3KQeunwd+DICysXLFiA1p04Y9GiRaJ1+DjwHEJ4ktH0rVMykgZLdF4pYzWD86tkbZ8ay9TSmwM/JkyYwH4zY8aMxYsXz5s3b+7cuba2tgwiZi7xnDlzZsyYQSp22rRpoCfd9AxG/vOf//zEE088+uijXJ+UUhEVkb582PCU+Z//+Z9f/epXDz/88EMPPfTOO+/AMemxUelZ9W4YGVBFJAuiCVBAHM6phvP4+fmxRxKP6zJQqAGVk8JMylwq13qhXgIuA7sgtV7i5+dHXZ7nmO25Pj4++/fvDwoKCgwMJDO+b9++gIAAMul8ClgfFhYWGxtLIoivwb8g+wOg+eSTT2o8HkOjqMlYDDtUCpJAGxt9TPyhn4/1L4uXaF7Vr43ZucxQk5214FJTwDQCTP9rMeqHkJzZL0i+5cqBuRkM7v3332efJxoaM2aMPN/ATRLtKHip2zg4OKxZs2bixImPPvrof3GFIcWJBeGPf/xjujyff/751atXc9k5OzuvXLmSIN3BwYFiLq3QXP3y1CLUmjp1KmNJIIz8MGPGDGUSCBthHMRxAk3+1/xVtVeWtgcQhIIsvi+8LSxm6tSp48eP52ugUT948GB8fHxaWhrCTC8vr6CgoOjo6NDQUG9v72+//dbW1vbLL78cMWIEvmGI+xYuXLhlyxZ3d3cuUC7l4ODgyMjIAwcOREdHQxvDwsJC+1dISAjsEhlTbGxsfHx8bGxsbGxsTP8CQCMiIkJDQ8PCwkJCQqAkSNw3btyoQhA2E5If6e8FNIl258yZY2trO2/ePOAJqGLXgZZyYVB/pwJjY2ND+UUWkPztsE5NcRBoqnvCHLGpNWrUqDFjxgCahOfTp09fuHAhp4wYCKueJUuWaLuVSRpa9zFjxkyePHnEiBF//OMff/vb30q0Z1Fv0PrZz36GGTuQ+sorrzg4OJATlOCBWBvcUVGbIp70syy8AsiuhIWFRUREBAUFccb9/f0DAwNBJYuRZ0K67y4983sRk9NN6YYlqZDp9gLNpAhuAZr6wvwbEhJC9pygJzIykoiHj+ZfFMQPgCYW+c8++yye0oAXVvvMctLQUQJnkiaPPfYYtWym1mhArtzXxSjN6ShYrDMkgI+TOTmD9L47NFGgicyIZm2cYwjSaTOXE5qS7mQGIZsQT1KctPTSl4a0iFtl0aJFmE2tXLly/fr1n3zyCRTyv+QueQKJoccff/yhhx4aNWoUeWvsdpycnNQNzZ3JTTh37tyZM2dCFrgNyBgAbTyBOoCJaMTdUs/MmDEDKR9BpR6R+RWgqQosJSlstUATmXSBLGDEsmXLILZz58718/PLzs728PCgcrplyxYfH5/Q0FB4X0BAAExz8uTJ0GFra+s5c+bY2dnZ2dmR9eeKh3eEhobGxMTEx8eDhgcOHIiMjCRTGRISEhYWBq8kgxkXF5eQkBAfHx8XFyfcFGiGhITw2sDAQF9fXzyWUDhj57Vq1SpU7vxpnF/K0CRh+GNJmOBdxs+kQUFSc4/RtEWlR0guT548efz48aNHjxY4skPLi0hgqt4z9AkCTfNq/Oabb8Du+fPn69P52tQSKaCz0SI1Rek1dOjQZ599ljSlwqCHDW+Hh/uLvZSJ5GM0Y8YMPz8/Nzc35f5E/Xx9fSmDgEHQTGX6iLgJIEJCQiIiItjz2MwUTJCqlrAX7sniOWAWzwGneKGJmAJTwI5Fuy2gSbFRhlj8Ib6+vnBGviF1RX1EYGCggF77N6khfgBJ+WK+vr4PgCZ9KTgDvfrqq/IGx/WW+VAAKFGz5OXMkmR6FLipBfARg5vZTOEpLycA1zwcZgRZROXP9i9m/uCzDWjSsm36I7CQg6gNRu6t5OO5alWvnDp16pw5cwjQli9f7uDg4OzsvGzZskGDBj300EOEMD+0JDAAPZ966ilHR0c6EyhHEO/gZAE8LV++nG7o+fPnE/dxD6gJhOjbxsYGKBRhFD+d0b+gn7P7lzBUwThYCVXhxmOwKt8BHMHx0FwzZ85cunRpdHQ0oJaUlOTm5ubk5OTm5ubn50dgvm/fvtDQ0IiIiMDAwO3bt9vZ2eEhBKY7Ojq6uLiQaZJZ0b59++CSkZGRUQ8uqGV4eHhUVBQBOJF4fHx8QkICiKkIPSoqKiwsLCgoiDuTxBMROl3GMpUgocmWoD/Tzs5OPoxgJXp4jgm96vyAPB7A1cZja2vLhsShZmND0iBNGBZKGp/Jnm06YKpAJ9BEbEShj2oVgI4rpbnXsjtSxbK2tgZqP/nkk9dff/3xxx8HHNWxZhEbiXJiWfujH/3o3Xff9fLyIlMJwQQZvwtM8DtFrOyCRLVkXYghYmNjAaCQkBA2QgsMhdlR3yMzQzqb55hgakrQhJiAoIinufjCgCYQv2/fPuEyHwd08sVC+pdwU6CpxdOA2gdAk45Dwls1+SGxHjJkyODBg82hfRoeCfvTED58LUlNQj8Vbot1MjNPEqKn+pcGUfG2GiLGVEVNWATWCcbNCQTf2/nLFDpqmpoCKtkNOg81YMyaNYvYbdasWQ4ODq6urhMmTKBBAuv17138LwphjOC++OKL3bt3qwFWPbDE6bTuyqJ10aJFdEOLS+KEioRwypQp0E8ya0Ah0br66rSARcXg4owghXATuSKIAOEiZQa7lC/s2LFjfXx8Ll++3NDQEBYWtn//fhcXFzs7Oy8vLy5ZV1dXFxcXT09PboAtW7bQjbN06VLSrBTNcS2Cs0BbiIaUzSSVaYImbAVwjI6Ojo2NTUhIADGj+5cSmlSTuEnkdSQfHUATb03sb+WGa6IkeASDYysiMCf7LHk8R4/6DEeP40z0wMVjFmo0wpBOAdPJjT2bhiuc32CaJmiyw0F71QxKAGFWz1kjR4589dVXEThTgGW+uQq8ZiceejiC9xdeeIGAwMHBQQ6SYA0BMhikHCW80qztAF6KzSMjIyVyEBhFRkYKGcHKiIiIqKgonWgwlEXKG5Airlc+VBTV/zuLp+kyI4FAkhTjAsE3X4zrVgxXlFNL1yE7NBT1AdCk1iwPMf2sZi/MBTQjhSlgTHyEJLI0To+JskzjAzc1vZ5g//e//z2zqDRwSmNUxTE1BxXEHDhw4OsPLs0SMKfOEo8j2MbsWlJEEkyESxpLi8CNZCJ15yVLlmzcuHHEiBFSqv4X0KQKRJjz85//3MnJac+ePdy6hIpQHokHIT4iMrNmzbKxsRFzIctmUcNV0K2GEG4n3gRzbH4VJkJP+BmtIrc9rj+ghp2dnZOTk52dHfAK/+JNZs+enZqa2trampKS4urqSg168eLFuH5t3rwZp243NzfqjLt376Z0NnfuXPRGpDiocpqgyV0HaFrcUSIdkZGRROIUhQ4ePAjTNEFTcZY8PiiMUkvlmFMRcnBwwLwDGRnsUtMuKf7gbK0hwBi1wPRVSePo2dnZsflxHu36l5gs2VJi+enTp0+ePBnxOWp5pTI1XEyxOX0W7JQISzWDE8REqcY+Cs2cNGnSlClTpk6dOnz48N///ve//OUvmaX8yCOPMLOXphLJMEkoMYDgueeee+ihhz7//HNPT08UtbSofvvtt56eniT7JHIAxYAnM0dpEkCIP+dUyjDBKPsibI5tEkjiRANhpoKC9wfgFCObJFTfbZ+xlFKwSJLqhWbEDVDqrfgT+Bqw5tjYWOqQ8NOgoCBL0JRrg6wcEFKYflnqZWYkADOhMOkBIlkDBw4UbWRa9BNPPCEuya/0QZo5Tb0Q3OT5Gs0IaL72nUVHENRYkiOCcboJJfWgNKSIiR5KrmZsjYh0gC0nJydra+sBAwb8UJe9FrUgZEZ///vf0fGqmAvZxOEcYTCqJhgERVKL5KNJHmXlL8ZBpIZ6CdCEKEEbeZpYFc+xs7PjOVKuiGfx/gpa7ezsKDvY2dmdO3eup6enqqrKw8Nj0aJF7u7uQUFB9vb2uLfiQevt7c2NFBoaunXrVpy93d3d0S2vXr0aPy4JROAsXKzQTO4c3VSUhqKiohAYkSBLSkpKSEgw05pRUVHUN0l4kaQ3QZNdas2aNaQ1NRph+fLl0HwNBwblraysyEhS+EaApQlcABN8H8XSd8c2cJpMgOZgcn7JP2rSxuj+xZ4NYtLLi04T0JSanRQnEEw6laI5xUwbG5thw4b95je/+eUvfzlw4MDHHnsMO1qin58ZFjP/0z/W8Cc/+clvfvObgQMHLl68mDoeOQ3q5qb+BqyxYGT8DIOzCLoBPoIGSKUiCQW8JnSCnmYsTDjMp4CzeiTIWAJNM91psTer6GR+SRZ/goBegYtSn5GRkaTUY2JiiGyCg4MfAE3opCwazckksDPCCnWSoNeFgf75z39+7bXXnn/++WeeeUYgCMGUbIh6EYCogaVE4sTsjz/++NNPPw1K8lbQTMZXaHqq5tYCl5rOKI9YrDo0ZodRy//5z3/QeRAZ8bfQ9DJmzBikSOpDt7e3nz59OrmkV199VR2T37uo//z4xz9+9NFHH3744VmzZmH24+bmRk4TDfCmTZtWr169YsUKfB5BNOgeZIfCrm3/UtwHbbEQD5nJNekNVRnnm4PIvIOZF5NWVAHmsmXLVq5cCbJw8zPcvL29/fz581euXGlpaeEaZQQQHogeHh5YdZCgDAkJ2b17d2BgYHV1NbPpGxsbvb297e3tnZycsMjetWsXrevh4eEqUyprSWmIFGp0dHRCQkJCQgIJsuTk5MTERCr4gCmbP9IWhefyQNy6davCc/YqeXfTOg2/5iDMmzePCJfmVHrPuebxdcdEHT6IWE1d4fPmzaOwhp5s6dKlAmjNsRH9x26DUEZdm6qbIwVFgTt9+nSgGbMYyoPQYU0oA4LB2SlTpvzzn/+ky+7FF198/PHHf/GLX/zqV79SS953LRlRcc6cORNjKg8PDzlR0o2KERGiH7oMVF8GdEg4CubMuJvMplBSiRczBrcAUFBVSUap0EyJhYmbpoCJbwjDVQZWgTlhu0VmQFw4MDAQOTByN8AXMI2MjIyPjyfK+X7QVFcyZT4t+WWBlUrKMF+FOTb0Pr/77rtDhgxheiLBOzOdWUjWKfUAmlIdqdrD88mEAq+UgJhgQW1K/eYm09Q8aAbvaLbie++9pwEA6OPINuAXyR5A2I6ue9iwYeShbGxs5syZM3Xq1FGjRlELIrpBu0pU/qMf/YhRHD/96U8fe+wxspnR0dEbN2708fFRZwKNfWo1W9W/MOPhXhIOypdB+X6hock0oUi8inCbR/SDYk9+VdZSJQ7oJyUveJOsazZs2ODg4ODp6dnZ2dnb29vT03P+/PlLly4dPXq0tLQ0KSmJKWn4dG3fvt3b2xu9W05Ozvnz569fv97b23vv3r1bt251dnaGhobu2LGDGQko5lRAR0508ODBRGOBlQf7l1k65/6JiYmBdVKAohykFnX6PRAYkkeWuwReHjh7M9dIzsSzZs3Cq4VmKtSyoCQJR2o76rPCyuSrr76ytrYGxSRc+y+jxFRc4nRo1hsFwMkPLlLbZpWPbKbacBcvXjxt2jQrK6slS5Z89tlnr7zyys9+9jNGGAwYMICeFDTRjzzyiLqWQUxI6DvvvLN27dotW7asXLmSs+/s7Ly+f2HIT0sCoKNIWXkV+D5IRK6QOl5sbKx6ENgCFUwIfNkyQSuLqgvvg3YiNjYWsskz+XSSjEAeSVWQlJZcYnMzjRAQEEBbBBkDYJ2XK0GkP1ApBbOWpT/zAdBklJ1UuJpzIHNWiyXnQfWQkQBlRBQuZ6+99tqLL7747LPPPv3005SJIJ6E3mCiiZj8aoIm/2umO0U/NTyarCgpTrWfg5jvvvsuTb5kNplqgGwTyTFm1+qzHDZsGOESHmKIz/HfffLJJx955BH8NJnvpslF1M2HDBni6uoaEBCAdQoVCdkZAJ3Yl4GYqgXBJUlimhk0QHP+DyzyoUpEcmfSIwzr0SPwIOBShgtr+hfwsWbNGmy+GEKwevXq1NTUe/fuwRm7u7s7OztPnDjR1NR08eLFY8eOlZaWZmdnHz58WMpzmoVu3rzZ951VXl6+ffv2tWvX7ty5k0s5ICCA/DocJCYmJjExMTU1NTMzE+hM6l+H+hd4SrjEz1ADiZDp1aN7hDYPWbhr+AHTtZh8QJ6Eks78+fPxWNOUSg2JopWe4d3UcyATKubIWEgJSnI++LEiSyJdbvaeaWKipBFEEpqhaD5CMYrTTQ1wzpw5tJmPHz9+3LhxkydP/u1vf4tomu7Jn/Q7tLO7A5qk5pl08PTTT1tZWdEWSecFRTML0MQWOjAwUNTMrDWrcGdmpand/VAhSPCkdi/QUNlqrgoQMzExkdAYLCagCQkJkeICX1ewj+1TKMnjoDMgSDZAjRKQR1FaMwkrhsurIoxlCZr4/quFlvqJRVuYesL4VU0OTBBFpkfM+/nnn3/44Yf06tAh/oc//IFInIqQSCVk09QV/eEPfyCJKbJJMhQY1SCgV155BVB+6qmnGBTB+AGatTFbU66W5CxpWewLMbDAMYHcPFR61KhRSH8oBVA8HTNmzBtvvAHHxCPu0UcfHTBggEa8TZkyJSAggO4XmmQRWsvQf/PmzciPqAXhgCCvXIvqtmJnsE8FAd08aPdsbW3BQWLDZcuWUfcgv0aW01RlYu1FZZ/WbGYPACvOzs6ITtzc3NLT069evdrR0XH//v3bt2/39vZ2dXX19PTcuHGjq6uro6Ojq6urq6vrwoULbW1tBPJdXV29vb137ty5detWb2/vrVu3bt++3dfXd//+/Y6OjqKiIi8vLycnp23btsEUoqKi4uPjDx06lJKSQgAeHx/Pz8LKlJSU1NTU9PT0w4cPA50g6cGDB6OiokJCQkhrUghCgw3T3LFjB8efPw2zbgJ2InemotOkOHv2bFpOMXKnFgRWmmVupJdc9iqFoxlSkcfUZgKskFP0bfJ8kyEILJVGWOnG1FZAJRApKIs28xkzZmCgSXtSUFDQ+PHjBw4cSNyNjaHkw/QxwzFJaP785z8fPHgwwjgyGMuXL9+wYQOJFIj5pk2b3NzcBJoW5W8zEicpCbWUTvOHQFNPkzhJ/V1CKN6ZxllIq1BVuyzPoa8BPQZJSemWZF/AVyLtfuDAAQIXrkDSDkqtmtTY/APNDeN7QJMq8wfG0tBXYEhTEzTlUYN3Pv744xEjRjCJjOk6o0ePHj58+Pvvv/+Pf/yD1Ce6JUrhICDadWCUhCYIq+LSc889J9NMkBTEJCpHQzpw4EBi9sGDB7/11lvIM/nOfHnK6PqjMP6hzPXRRx+RtKKh+Isvvhg3bhwNc5iW05VBd7Ozs/OMGTOGDh2KiJ3r8oknnnjxxRdXrly5Y8cOR0fHffv2kb+TrT/RonqiN2zYQKKN6aZUeGEfJCXNsI6xDRRtFOhp6M2yZcvUa0SGFD0TGEqECNNkQimJNrRQzs7OTk5OO3fuFAVzdnZmgsWOHTuKi4v7+vpgmvfu3evr6+vt7b1//35nZ+fly5evXLnS29t79+7dO3fu8Byedvfu3fv379+7d+/27ds8fv369fv37/O/zc3N8fHxAByKltDQ0OjoaDNIT01NTUlJAR8TExMPHTp0+PDhtLQ080GYJlc2ZVZ13alVmTZkRscw8IB9Agx1cXHB7mzp0qWUpKFsGhwk5kiym6y3GYeBnvSeEp3wZKgoNEJRmkI3U2xkJgEoN9FLTqaSsF0mTF/3r2nTpo0aNYo0KOYsTk5OZ8+ebW5utrGxQfqGjyIDLQiDWD/5yU+wjHj44YcHDx68ceNGTN62bt2Kxo60JkG6QJNykEUKUr/C3Yi+wRceUa0cDIJRWihzzaZYE6EALFIx8fHxvJZ8Tlz/4jkCTRCNK0piT9Kv4OD+/fvDw8O50sRegWbemeqi9gDgXnj6/dVzlfPoqBWAYjf95ptvDho0iEI5i6INdW3iZY0JUwlbQx8/++wzzcj9+9//rpnRr776qoWCHVUmScwXXniBYrpk9nLP5GfIJt+H5wwaNIgREYTkQ4cOlaW5SlsQASUWuO6RGQP6VlZWtGZDnMkuTZ06ddOmTUlJSUVFRWlpab6+vqtXr6YPb9q0aStXrvT09OQW9fT0xBzXNLI2PfddXV01D1qVCpim2qLN3KXYIkE9gAhzXLlypdgrLYMkTNVEqBQq1iEk+HCNdXV13bBhg7u7uxmYkwpctGhRVFTUrVu37ty5c+fOnWvXroF6d+7c6evru3PnTk9Pz82bN69evXrp0qWLFy92dHTcvXu3p6enp6fnzp07PBOo1fOBzu7u7oaGhqysrISEhLCwsD179mCNExAQcPDgwaysrMOHD8M6yWYSjEMtVSyCLEghb1YJ6BXBYQEBAx7vpJXXrVuHUZirqyvjXpctWzZ79uxJkyYRHn1XFaQ5KEpVEVHJx1oeengF8A6yu9cbWry5on71noObgkgymxp6ARUlkLe2tqZp8osvvpg8eXJiYuKZM2eOHz+ekZHh6OiIVQJmmoiINf6AchAzYz744INt27atXLly1apV27Ztc3BwoHtt7dq1gCbhOQ1d+/btk87RpISCSIDPBB3zV6ESuGlG4lqCRbUwkPKOi4sDzoShZIRMBaWCd9X3JS2SwCg8PJws0MGDBynWk3vlQxWwm0UquLDy6eDmA6ApBxccWEeOHDl8+PBPPvkEo6A333zz1VdffeGFF6QiUjQNYVSUTYMQDsHIJzWTD/kkoKmhDuKPvJUWiAmY0gUERDLEkbo5cElpSMD99ttvk7U0Z9ICoNR/EJRo/4dT0PomZ2LyUIjesUhwdHR0d3ePi4vLyckpLCzMyck5dOhQZGTk7t27FyxYsGHDBlyqfHx8oDmmUzQpNhynzUF6cEyCdMXjFHYQrFBVgD+atBRdCywSssCDMj0ka7nWWArE1q9f79o/Zhr7dOgwaLJt27bFixcPHz7cy8vrypUrt2/fvnXr1tWrV4mye3p6bt++ffPmzevXr9+4caO7u/vKlSvd3d3E77DLu3fv8uvNmzdv3Lgh6Lx37x5QC/J2dna2tLQUFRXFx8eTzqdqmZycnJSUBESyCMnjjcV1LHaj0IlSgI+Pj7RHcqjVGC+2sc2bN69du5YZv0w0wr7XHBbEMkET1km+kkayb775BnmWmgIo8iD4RclEZzo0VlcamvYxY8ZoWi8uRwJKqkAs0xNg3LhxM2bMGDt2LIHRpk2bWltbCwoKEhISamtrjx8/vn///mHDhj311FNUe1So/O1vfwvrfPrpp99///358+fv2rWLDdXFxcXe3p6Eu7wyGQGE35q3tzdqXFplFI+LMML+TLxTwG6iqpDRbJ9VjK9ondcq+SipfEREBP8bGhoqPivQlHSXVKapK6KQBeyS1QkKCgoLCzOFoqbroClul8SNjfkB0NSsWnNEH0odzL2x+5esnRBb7ToDBw6kbVyPvPDggiRCD+WDqZq4qfEkgwl5BEkJycFHpOxAp0rnRP387zvvvEPfJIiJ8pQ8w7///W8UJPwrKQkcgSQRwiMcNKCclDvXrl3r5eUVFxeXkZGRnp4eFxfn4+OzceNGOzu7qVOn0k3h7u5OB/TevXvNCc5yTtVwO6ynITvIU0huEmLjmy1pISoZGb5S/DXjcTQ0gksW06+4+hk1JdEovworKYJjurVr1y4HB4fRo0eHhYWBhn19ffDHrq6uixcvnj59+vTp021tbRcvXmxvbz916tSpU6fa2touXbrU29tLRK+A/c6dO/fv379161Z3d/eNGzcgm319fbwtQNzV1XXs2LH8/Pz4+PjQ0FDidBKXycnJKSkphw8fJqF56NChpKQkUp8SbIpmksZiiKC2K3PWoGbFkCEhp0n/EtGuLn6KOQRestjgBybukVVcuHCho6Pjpk2bNFPB3d2daIPUx4oVK9CBzpw5k1ykadbHBxGqq0aPvl3WhXJEZnzm2LFjhw8fbmVlNXLkyA8++GDu3Lnp6emnTp3Kzs6urKxMT0/Pz89vbm6urKwMCAiYPn36kCFDEHgQmwOgQ4cOxcqIFA1pGWIU1QbldWS6ZGJVBdbIr4+yD2dNwQEhsPggYTWnTNIIEosWqiMlLoWkvIoSUEREBHCM7zVAqTpPWFgYcbqcX8y2H+L0iH5TQX7lD4mLi7MgsIC1/ovrjS/2AGiSmdaoJi4gNkkcWEeNGjVs2LChQ4e+9dZbgwcPpoZDkI59+sCBA5988kkVuElESpT+0ksv0S8kWbuqOuKY5DQRZr7++ut//OMfeTmhN4xSIwCZQz148ODXXnsNLMbFg6G1IKYM4pguIM0mSXpQktwrj3M1T5w4kX1+ypQp8+bNA4k2b94cGhqak5OTn59/6NChkJAQd3f3jRs3fvPNN2vXrsVeRYbV9FRQUUHXrRQbs+ex5Nm4caNialWETL00veqIKOV1Rv2dxOiaNWsQToKn+oHA38XFBWE5dq0auYNZL7ipmWX4Ffr6+rq7uzMcJiIiIiUlpbm5+dy5c52dnZR62tvbz507d+rUqaampry8vMjISKahxcbGFhYWHj169NixY2fPnu3p6QEcSX3ev3+fBCjr9u3bN27cuHXrFjAKhwWUyTqRykxPT7iBJmoAACAASURBVD9y5EhmZmZmZmZaWlpaWhoZT+Emd6MqsGFhYYGBgdjbyK4Rpg+zVsKEDAl7z/z58825EVz5AjUZcJCOxJt5ypQpc+fOXbp0KaPA4WjkQzRumyOsRnhTcoRkHSo6ceJE8JpP1CLuQdVEyQjMBTq/+OKLYcOGeXh4HD16NC8vr6ioKCcnp6Ki4vjx4w0NDYWFheXl5Y2NjVVVVXv27Jk8efKgQYOeeOIJAvNPP/1027Zta9euhQps2bKFhK+Dg4OYJjkfpodrm/fw8EAuBlDKeio+Pj4pKYnynXY7acWUsCZ64Jk8QZp2FYUUj4uxgrDsjtHR0aAtJR3hqUkhoZ9mGUrCJsE330oyDPI/fPmkpCRqj6mpqWlpaenp6ZCktLS0w4cPp6SkPACaE35gcZ7I2hAUYPf/1ltvvfzyy4AgUspnnnlmwIABavghYCdaN8s44pJwUmnUsVlSBpOcppncfPHFFwcNGiQ1KNZw+MIxRlzWcMxuxKqDSro60JkXRKGc61KZJu6N4cOHz5kzx8bG5quvvkLjTbrH1dU1NTX1yJEjqampoaGhtAY6OTnNnTt38+bNyKrZjbHSEs3EsYJ5I3KO2b1796ZNm9jS16xZI205rBN8JDVpguaaNWugBohCoJzk7Lk5kUNq2pS5Nm/ezNUPfGjGGcY2eNjIedDb23vp0qVjxoxh2Aajzyn74g3+0UcfDRkyhFPz+uuv/+Uvf7GystqzZ8/x48d7enq6u7svX758+fJliuzd3d23bt26e/culSJA8/r169euXbt16xbYevny5a6uLshpSkqKn59fXFwcl3JycjL3Z3x8vCTu3BvwESiGBHpsWhTiSNc6OztT9lmyZAlUHXRYvXq1nZ3djBkzJk6ciHSECiHhM5urBleQ4WF60sSJE2fOnLlkyZI1a9Zo3gP7E6lAcqnbtm1j4+QJICn8jlMJcJNaJTkzf/78GTNm2NjYICQi3MFnExtpINva2nr+/Pm1tbXHjh0rKSmpr6+vq6traWk5d+5ca2vr8ePHjx8/fvTo0dra2nPnzp0+fbqioiIoKMjW1nbixIkLFizYtm0beyqSIzkkAKCQUFTG4P7WrVvZd/fu3RscHBwTE3Po0KG0tLSMjIwjR44Al+AL2WcSLImJicnJyampqRkZGRkZGWx4ubm5PE0ZavY8sJXAgrRjbGxsSkrKkSNHpJ0gzgCXDx8+DLSRBOcTUV+wp5pgzZUDXqekpKDQ4N2AQj43PT09KysrPz+/qKgoPT09Ozs7OzsbuKQUGR8f/4OgOdFY4p5WVlZWVla40qJm57ZRp+Mzzzzzu9/9jphavedIi5577jmi8ueff15ZUeo/ymZKV/T73/9+wIAB8qmDY7700kvqlcSkAz8Rc5qjppJR/KG1idEXFj4ddHrwAzks9QKPHj2aft4FCxaQBVu3bp2bm5uXlxesh0kPe/fu9fDwoGLDBJKdO3diPij7fo2ilcs/VA6jLYJErlF4CqApfORBM2KiXMOrKG5oMAu1JmZPf+/SRCooA8iIf6LGBnBX0GURGxsbEBCAZbejo6Otre306dOtra0pARNzkJLm9P30pz99++23x48fP3/+/JCQEBDw7NmzHR0d169fh2ySIVXw3tfXhzipp6eHJOmdO3daW1tjYmLEjkkaaBy2sJ7yDn/+xo0bgR6EBPb29rQ5IYDVUCB0r0jKFfZ+/fXXhFD/+te/3n77beV5Xn31Va5tJdMJp15//fW//vWvH374IZQTuylsVnBU4aOJEpycnDBbIuOMrp5wGMzatGmTBnzz51Csc3JyWrhwIcyU1vhvvvlm0qRJ1OhJGsTFxZ09e7aqqur48eNVVVVnz569fPlyZ2dne3t7a2vryZMnm5ub6+rqampqmpqaGhsbMzMzPT09kWRy0KAC/GwmbTR4mW8FmHKN7dq1y8fHR7gJjSB/kpWVlZOTA8ClpqaKZiYlJSEaS01NTU5OzsrKSktLoy+WJYdAgBJMBONSU1MRS8A3zbxNZmbmkSNHMjIyFH8AhVJZwBn59eDBg9DblP4lXswTAFCpNVJTU4kpgXjANCsrKz09/QHQBCKRNYCP1v1Lfvp0bn355ZcMU3zvvfcGDx5M8hE0pCKEZwckUUPJRSflkwSvfOaZZ7DzePrpp7len3vuuSeffJI6zx//+EdajIBOfh48eDBt5uaoW1p9NEMVoGR0qjn/lhIQ0RbJeGWvEI5g6bpw4UJPT88DBw4EBgZ6e3v7+flFRETk5eVxHNPT02NiYnx9fTG82L17N8UHvLNosqYbGgZnjtmjwcvDw2Pbtm1cndwn1NCVi4RFSmyshiIzKSkWoIHO3xpr+4MLM0Sa4umNw3RdFoRYwgQFBUHfjhw5Ultbe/r06ZaWlsbGxtra2pKSkqysLOIjCt+kZfnCkO5hw4YNGTJkxIgRu3btqq+v7+npuXr1qjKYt2/f7unpoTR09erVa9eumWL4mzdvtrS0eHt7M1hp1apV3KXkW/UXkaNEDCDFq52dnRpP582bh20a6SaatU2zZxYZQ41agg2gjXvrrbf+9Kc/vfzyywRPdAA/++yzL7/88ltvvfXRRx+NGjUKXR2lG80d4XP5LMJqPoKKEK6pkrIjYudfC6d9ujMVyFMFsra2Rpw0dOjQmTNnkl+uqqqqr69vbGzs7u6mQHfp0qUzZ86cPHmyqamptra2vr6+vr6+oqKC6aG84eLFixGfSWuhrZqiovCdS1FyVyjnvn37wsPDDx48CNdLSUlJS0sDZXJyco4cOXLkyBG4ZFxc3MGDBw8fPgzTBGeTk5NV6FPfF6F6REQEEQYoxg/Q1fT09MzMzOzs7JycnJycHGElnFHLfGcegXgSYsNMBZ0isLBRJWQTExP5LCJL2i5ycnKysrIeAE0GNGpGozxW6fFC98A1genAJ5988u9///u9997785//PGjQICSTL730EpnKP/zhD2zR/MsTwEFSlmzmFHPQWlIsAhZJUAof33jjDV4+aNAg9ExE33QfUZ03x6ia7FITrKTGBzSBSKUdlIbHlGHbtm1snvHx8ZQIExMTi4qKKioqysrKYO+BgYHgBQRNEx1kcyA3LRYYit/17t27lVukrk0iUhxE3kjrf2ABuLQJa+Tet99+q8HTu41FAZSPphKKttHLy4uSKMJgRMIImNPS0lpbW1ELdXV1Xbly5dKlSy0tLTU1NeXl5bm5uYcOHYqIiJDHAfvB/v37t2/fTnVl0aJF69ev9/Ly8vf3j46OTkpKolJRXV197NixK1eu3Lhx48qVK2fPnm1qasrMzNy2bZuVldW0adOo57q5ueHjGRcXp95zERMSWP7+/oyCoZWAzis0mGpnlFMJwETPFX0EJmbJAmPChAmjRo366KOP3n33XaV9pKL7z3/+8/XXX2OcAbeg5VHGVNjgY0vMraR0JDCqe4r/0mggQbyMqKkgyZwfg6vZs2d/+umn8fHxHR0dHMmsrKxLly7B4m/cuHH58mUUSA0NDTU1NUePHq2rq8vLywsKClq+fDn99RMmTGD/kJJpzpw5NNrKDQ9vBLRubE5r166FGu/duzc0NJRYGOjJyMjIzc0tKioqLCzMzc3Nzs7Oy8uDhKampmZlZeXm5sIxlRxkKXsIH4QSEmKDevSAKdUI8IG/UE4hLBiteNxEwKSkJJipPp0vxueKZlqUHxX+k2Egt/4AaKrlgL1Rxo5qi6Yzevbs2Vg90sU1YsSI999//5133gHXXn75ZbonKdoAmsgnhZg8AmIOHjzYnBz97rvvvvXWWwTggCYdPkOGDHnjjTfU7cMoC03uJlPJGFX0mOYyx7awUMnh+Uq19Msvv5TZzKxZsxwdHcPCwgoKCjIzM2UhnpqaWlhYWFtbW1xcnJGRERMTs23bNltb2zVr1uzcuZNkJbYrRLhyLaM3FiceLK/lx6Np3Zs3bzZBE2rJry7fWSbZVNwkdmkiJmkBz/6FnhxtucaZgpvqP0Pmtn///tzc3LNnz964ceP8+fMnTpwgU1ZeXl5bW9vQ0NDU1FRfX19eXp6dnX3o0CE8NaqqqioqKqiKFhQUVFdX5+Xl0ejm4+PD6EoQjdQt/JQUh729/axZs/7zn/84OTn5+/tTSM3Ozi4pKcnJySkoKCgtLS0uLi4sLCwoKMjPz8/OziZ24+aJj4+nmxj05+MI7amY6zgrCKUDiqyxpK+ExosXL5Y7hsCUMpG1tTXDdVXOpl1Sk0FxR0WmLv4xdepUgrZJ/YtMJXUeCYz4F6sOJRZkEMedOHPmTGdn546OjhMnTjQ2Nra0tFRWVpIaRtR15cqV8+fPEx/U1dVVVFRUVlYWFBSEh4c7ODiMHTuWcS/y8ZQlHTAKMeJvZN4GYzYWLly4fPlyZ2dnNaTLB4jCHXRM7AyIBOkATUhoeno62U8WKS8iX7hkVlZWamoq9Rm4JClFAa6AMjk5mbxqenq6UpmQR+IhnFghqmb208RHsVFzkT0AwfkIgfUDoDnzwSVjcG3IGt2FvSPb6cSJEykNvfnmmy+//PKzzz47aNAgAnYpilACmU5Fqq2//PLLb7zxxl//+tdPP/0U2RqOrUxJxdmThiIZJP/pT396++23cWOCS6qbE72xWn2kzTQHriI2om6OsoQOELRHFH+2bt0aGRmZlZWVkZFBr0J8fDwZ4pqamiNHjkRERHh5ec2fP/+rr75ydHQkZoFS7d27l7qKGlQ0G4BfKbIrNwfTVIef+jFU5yGpJIWQZpNq0LMpbNL0K37W6AIyqvgakFHFpQ2BFG7qKDPC+90Mi4qKzpw5c/Xq1QsXLpCa7OjoOH36dENDQ0NDQ11dXXV1dXl5eVFRUV5eXk5ODpPXKioqSktL6+rq2tvbOzs729raTp8+3dra2traeu7cOVqJOjs7L168ePLkydOnTx87dqysrKy4uLi6urqioiI7O/vgwYOFhYXFxcUERJCX/Pz84uLigoKCvLy83NxcaEtKSkpCQgK3JcUiNW8EBQWRc9A8LO0iZCEoGcmIk0odWlHOIDqbPXv2qPyt/AlLk9qkqyWLisZIKkulO8lxqWYg7ZG83ZQ0wDiVIJ03X7hwId4cVlZWtra2JSUl169fP3HiREdHR2Nj47Vr1zo7O+/cuXPjxo2rV69euXJFZJO0ZnV1dW5ubkBAwOLFiym7c6NxwSMVkNqJb0W5iW0A16U5c+YsWbIErz9K6lzz5hBKNORsk/LZRB70vVJNHqGiTQUcYkhDDvcduUgF0aqtS+sOtZSASdVzFJoIS3lQTUqmK53FrCrTSInX6utR6H8ANDVWwbQQJ1a1kNeyGG4zadKk8ePHjxo16uOPP6a38vXXX1dUThKTGg5wSUJTtSOVX//2t7+NGDHCysoK02/TQYtR2mjRmRIudglWApGkKeVcJ6dhykFqnxdoqv0JJbP8NPG8cHFxCQ4OPnLkCF2rIEJ+fn5tbW1GRkZkZOTevXvnzZs3YcKEZcuWEUtiaY5kB9DU5CluVBCTQc9M9UNYTqL9h6QqsupCMaMJ0VLPaVQ0/0UZSnBpzjLFipVRJ5rWAmKazRuoNwoKCk6cOEHTJK3l586dO3nyJHdjdXV1SUlJcXFxeXl5fX19c3Nza2vriRMnTp8+Ta6ttrYWd4+TJ0+2tLScOXPm/PnzHR0dnZ2dHR0dly5dIjzv7u6+ePHi2bNnT506dfToUbhqZWVlVVVVcXFxVlYWQJyXl1dcXEzKLCcnJy8vD7sQvA7VTYx4hZZk3clMOhRomgNgVfXiaGDOyPYG5vr5+ekwQs+RQPA+nEeONqyWvgbqVGxvqlZBq2mHRYeLCFc9sjxuTkNBfEZ3/Lx58xYvXrxq1aoDBw50dXWdO3fuzJkz7e3tjY2NnZ2dtbW1R48era+vb2pqQkV7+vRpjvzJkycbGhoATTs7u9GjR3/88cefffYZHJNKBgJteDRVDRsbG43nxGQEH1V4uipFuNKgwUC+xnFAt4Avp0IfEugoNLBV17Rejq2mUVIh8PT0NCemUVnd1b98Hlw8TbPVZN2iCXF63BzHZnq8qwLBB9FRRhepr68vd5mnp+f3gOZ38VGUEwwlctcQUdIi9D+QDMJJiFj7T3/60wsvvEChXLbEEhURoQOsr7zyyttvv40zG2+oIVaaLKbJfLhjET0BqdRzLbwSaO9R5UedbWywX/Yvttzx48czXm327NmoatatW5eSkhIaGurp6ZmRkVFRUVFYWNjY2Jifn0/44OzsjJ82gyf37NkDx2HuncYw6MRwVgBWzQ8A5qi5o8QmypYqGxgFNBkdwUXG5ajyDkyTR3R9CK/JCQhH8BBkNybIMpsu2HUTExMrKiouXLhw9erVrq6uy5cvX7x4sa2t7dixY0ePHm1sbGwwVn19fU1NTVtbW0dHx7lz5zCIu3LlCuWIlpaW9vZ2EJP06LVr1y5fvnzp0qXz58+DmC0tLahkampqioqKqqura2pq8vPzy8rKampqsrOzy8vLS0pKCgoKCgsLS0pKCgsLMzMzU1JSsG8wjePU9IaSOTg4mFnbHJP9+/cjG9i5cyfsku2NZDS8iUyFt7c3uxQ3D3sPtyJMnzOibYz73MPDg5MIl+cUMDSCzyWXosKdRoBxZrlXKdzhObJlyxZXV1d3d/fY2NjS0tKbN292dXW1tLScPn26vLy8paWlpKQEd6iEhIS0tDTUmidOnIDL19XVQTazs7N9fX0XLVo0cuTI999/XzeC/I9JuZLfXLp0qbOzs4IbUhz8scopgYkcBFDS1dWVA8vXRqfBBq8hl2oE4FAgUHFzc/P29uZBcQIOlDnoXAiILYtpJCZWQbcbX4NNi6QWX0+NeTr+Ct1UFUCTR9VBX4CeiB07dnxPIUi9rgJH8twa8QpaTZw4keSmKpKKRzTey9ra+vPPP6dY9M4777z11lsYFcubHenlk08++dJLL/3lL3/58MMPR40aNWnSJGTD7HIg5ty5c/H7wdLVwjFbE8osgiO2AcINInGh5KhRo77++usPP/yQcvnnn3++ZMkSHx+fmTNnjh079pNPPhk5cuSKFSuCgoJQsBcVFRUXF9fV1VVWVh4+fBit7L59+zZv3oxvkIuLy86dO7nfGPLFnBN+5tJh8ClTxigQmfqkdevWsTnj60EnD7MHuG242nTZ7dq1i3ue/B2CJzqRLGgmOzCIoFHRMmfFlxANsLTiUVFRycnJlZWV8MejR49CW5qbmykvlJeXl5WVlZeXV1VVVVdXU5GAaZ4/f76zs/PatWuoiDo6Os6fPw/4gqRdXV3Xr1/v7u6mslRfX19ZWVlWVlZSUoJIu6CgoLi4GGqJVi4nJ4dkWU5OTllZWUVFRX5+PlValV/p6FCQRXddYGAgB5njgE2yGKUFywDgtAjhwS9okZ7DHW4SKB3nffv2AazgoPI2GvTI9qaYg3eQCF/gggaDJ7MvXrp06Vz/oj5eW1ubn5+fkpKCYDs3N7ekpCQvL6+kpKS5ufn48eNw9oaGhqqqqtTU1KCgoO3bty9fvnzKlCn4S+BOP3nyZEpYc+fOlVUHFxLQQ3aIaw+h68aNG7lWTfhDqkzy2rwIeRCc4vnQAj4Chq6GVyBPij2qfMAlh3r37t3bt2+3CLw41CApYjXCOGoAfH/QWUYQwD1fCYIpde327duxj+AOQvTGd7DsCJIvgCY3MbuG9AoYBHqa8jTBJY+QU1+wYAGAi3QJW+wvvviCgszw4cNVw8EeePTo0Ti4QCdRuiltRDqczBGiHDVWo2ekik3IQBKQqOHbb7+VtpmJLjgSoisaN26clZUVQf2uXbuCgoLef/99vt5XX321ePFiDw+P7du3b9q0KTs7u7CwkNI5ierU1NSDBw+GhoYyY3LVqlXu7u7IZdzc3MwZfprLDInQ1aDGSi4XHOR4hEKwfuU9AUqz2gMKQ1WIekjSmdGlHP+FlRrvhxml2myZKkFtkQJidXX1mTNnWltbm5qa0PrV1NQgP6qsrKyoqKiqqpKopbGx8cSJE+3t7cTdPT09vb29vb29tBLRTYTBR1tbW1tbG6SyuLg4JydHmrv09PS8vDxymuRD8vLy8vLyKP7wNHKa5P5TUlLMkjqzg+RxC2gSqcG7qWCYy8fHhxsGoOTQcfQ4fWQ2xQdNaq9UsqgomxNvCIbyEl9fX+55bmYTxC2QhRsYTioGCrhcvHjxwoULV65cIftRVVVVV1dXW1uLloPuqezs7Pz8/IKCAkpnNTU11dXVtbW15eXlmZmZ8fHx4eHhNALs3r171apVU6dOHT169IQJE2xtbZnMvMNYErG5ublt2LBBdjO6v1Dvc4myr/NtAU2LlLqCa6BNtBHQ5EZQOCVej9pME9/YWlxdXc0vadqy0DIPMtI6DJoDnbyPEBNSz8eBxfyNwDQsBIEgN6y7u/sDoMk4JwS6hMOAJhmNRYsWUQjCAXfOnDk8GYdUHgE0UXWAuaREgdoFCxaYRoHozuixpWZHSI43mq2trUa70JctERkFZY6OOiug35wzaQ/NeZ4kO3bt2rVhw4YlS5ZMnz5dTrEff/zxyJEjY2Nj09PTJ0+eTMbnq6++mjZt2saNG3ft2rV582bCVVXclJlOSkoimPX09AS4OQGbN2/mKgHaQCtF60Qf2ifZZjnZXEyccp7A2TLPK7eTWI/wkaWfNe6KmjhGNaT8yJGHhYUxs0y+GKon0pJRWFh48uTJ1tZWQnIq5jU1NRBDaGZdXV1DQ0NjY2NbWxsG76zOzs4bN27Q+dPe3n7s2DGKueXl5QUFBQAfkhT5ZqKRpn6anZ2dlZWFyAP9ioBSrejUT/nyIsjhDw5opfAlqQBHnm4uzL39+8dqa0AbA8WI1rlsOMJsexx5oIFbnTPCCRIPZQNTWoCPZm8DOEBG4NVU8nr0DxanQMfZJKvT3d3d09Nz7dq1K1euXLhwobm5ubi4GBlNenp6QUEBNTFkBhxSimxFRUVFRUWoQdLT03Nzc8vLy+/du9fW1oa8Yffu3cS5mzZtUps528m3335L74CLiwtgBB8EeojBZYwC0BDYmooOVSllCCCmKQ6hANyigw6qwaewhYCbEj6D3VJHiE5qIikQr5YnWbeAm7rR9FcQycG12cyUJ9m6datleI4Wl6SGpiHid6vhCmquoKAGxjH+lMCcFxJQE0cDuLi/IKewtbVFsouaj4AaS2om2GiOGJP/YJFkWHDepm+BsVkEC9Bp7W+S77FfiSNs3bp15cqV1HDw9SKzEx0dXVBQEBYWRtMFXU8zZszYsWOHl5fXgQMHkHQdPnw4Pz9fNZCGhgYSedXV1T4+PqtWrdqyZQs8XwlsrgCJN6mws4UqjeXh4aHMuslf+C/KSvj38CD3EpyI8g4DW8whfCpfaswe7li069LJGxsba+ofZYRB+TIzM7OpqenkyZMUGWpqaqqqqgoLC4EwijPl5eXEgK2tre3t7V1dXdzV5C67u7svXLhAl7rZCXfw4EFuYBBQuuXs7GyUKOn9C/aUl5eXkZHBO5guHiSXTQMx+R7K5EZumwqxNdzNHLYVHBxM5pGCL5lQ4ExVdVWKQUNlogWaVDDYsznsfC73v1lBUlCvKj9bu4oVyrfyJsnJybifqFOgu7v76NGjubm5RAYoPRISEkpKSqqqqmhdQ3JQUFBAva6mpqasrKyhoaG9vV09Bffu3evs7Kyvrz98+DCzScwsrYihHE+U9WNrZ1Nnp6cORg+xmSvU9WyGWRwEYZ8Fc5fEWJUZbUscRhn1w1VF9vWeYCu00czy8yoRfLUO887SA7j3D39ns1TR7wHQVKxtoXQFyMyOtPnz5xOzM81GjuIsAJd5DPRNL1u2bOHChfRsYBapoHvRokX29vZYZ8NbeZWDgwMZFsAXLx95Vaxbt45dEfk3ga1SITqC7u7uJD7UbQ0bx6F6wYIFlM5xTIiIiCAyDQsL8/X1dXFxGTNmzIgRIxYuXLh+/Xo/P7+MjIyUlJTMzMyamhr418WLF/H16evru3///sWLF2NiYkgsUAEE2vb2z61XYpHToJoAyG4GJtw2IOCePXt8fX3xoPb39ydU5G6HvTJvOjg4mCeLWlrMOzWt/DUdMCIiAnwhmJVfLG6V/LENDQ3KIaIH5kDRQkctm3J2TU3N+fPne3p6cJNra2traWkpLi5Gy4lJOyJh1HnI3zIyMtDxSU4EzaQtLz8/n2g93Vh6OQX072Waps8N7U+E2xSIkFXBMf39/TEKIwctR1tKRirr8XKebzH/0ozQiQO0RwLZSgJYwAHjlThNQLbm2wgR+NyCgoLbt2/LCR/fqb6+vt7e3tbWVtWC4uPjjxw5UlpaivaruLi4pKSkpKSkpqaG6tCxY8cuXLhw7949sigy7uvr60PjWVdXV1xcnJycHBwcTDEKrAQ4zK4zKDYgC0Kp8sPjFro3kAvAMnPB0ixDP01cVqFGUbOOnni67neyVUJ8II8hwLRCcP1TbJDnpjniTYOPGClses7Lr/4B0KQQLB9cjc8W+xPMAZqgp8XYLz2NLCQ8UZZl5Cip4TC+hv9lKjeR/pIlSzBDs7e3p41s4cKFMuWF2K5YsUK25/TGwEBh4MpiuLm54W2lTY/zQSSyePHir776Ch/ZCRMmsGOHhIQUFhZWV1c3NzfHxMTQ4Lh58+agoCCQIjs7u76+nj5fjHyY7sAxbGtri42NpWYHvQfylCbz8/NTZw6YTus3hVqTsOj5ZNmIprmT/f395YTGnUm4jbbG//sWrT4UqWBSGpKld9DsF3nGHDp0iKqCStVYMKjFDZIIMczNzcVcp6amhoxbaWlpUVERCmFYISCbmZkpsTHgq3aLjIwMaj4Qz9zcXIgSFSHQObd/ZWRkkEn43kKQ0JNfQTqRbkmv/Pz8yFpo0pZYqnm4FOZzOtgRJZpR0EBwI5IIn7WILeA74rx6T0mdeBWXyu7dz6n6MgAAIABJREFUuwHouro6+vT7+k2dAU1+ZYtqbm4uKirKzMzMy8sj/56bm5ufn48DBY0JJ0+exFJaryX7rHfr6+u7e/fu1atX6dHMzMyMi4vjYJKuVVWHnOCufgMtiwjagjMqd+nVbw0DOfDy8uLdTA8qwm3NJVQ0rTQoC6SWu4IJsioTUcTz9fUFTL36l1kRZe9UDYBrQKga8uB6ADRNtmhOgsU5XPjFDFg4JqlP0cPly5cvXrxY9i2q9JMKWb9+PTo1LAMQoEmqplHRPOjk5MR4L42+AWepj1NGJ4dIhM5EVhmpMSYMKkrVTCkYqSiWLFkyfvx49PPW1tZIN5KSktzd3UNCQhobG1tbWysrK9m0z5w5c+LEiZaWlra2NkblaItmu75z587Nmzfv3r3b29tbUVGBAFByM6rqwJw01dxvbIl79uxh6+YSVIVHtV0/Pz+2SsgLvJJbWjwF7vO9oKk7n2fCp9Qx+d3BWBC3hIQEGh/BTfAOeggIQvoATXorEZwnJibSj4w1Q0ZGBrVvNXXQ7KEGNSUxRSGB0ZycHIgnPwOgICZ1ITPexy9HtmCQC0AzNDRUB0HhObcK9rSMPFRob07xxsYxLCwMJiimyXk0a0raFPmByhIfxJVAaoV34MzyfHBTFTzuW6ybOO++vr7Nzc03b968desWlxlh9c2bN+V5Cuu8cOHC8ePHGxsbGxsbiccrKirYxnDuaG9vv3nz5r179+7fv89gEpasTi9fvnz9+vU+Y/X29l67dq2mpqagoCA9PT05OTkuLo72Ab4zhwLqR6gLFHr0N+/CmkFGgSaLND2op9wUTJPbwSIlKt6qCqp0oywsSDb1L4ofVPylepYporKZSsKqpm9qQoX4ltVz2bRQ+dHAWJCI4HrhwoVQRUZ1z5o1iwHNGLpQm16+fDluj7QG0pfm5OS0efNmWUNrphVmMJgSakq1WmLkZw4nZcCD6SzN+9vb28NPeY6Dg4OzszO7E9JicoXob8kKb9++fc2aNVZWVkxYs7GxOXPmTENDw7Fjx3x8fLZt2xYbG1tWVtbU1ITqUFyS4Ej+5KbfBNDJ6LHu7u7q6uqUlBRfX19iFu4rLy8vjHJV71a/itiKKagkQmS3DAwMpC5MQAeHVQwIb9q7d2+YsUIfXPRCEJb6+/vTccHbEphjX5iWlkZ0TD6xuLiYWE90D+cCwmcRQ9xikpOTjxw5QkBNmxAkNC8vj37h9PR0oJB34A1RdFGs0JtDM+llhocCl5BQuoPM3uGEhAQV0DHKtQBN9FWyH4d+cqgZcq2wnR0O0s2/pt03h9Gcd6jQLywsjCwkJ04pSxU0vL29ybSQGGX/4+Ua1aABimxyoaGhHh4edXV1+EVpbp244b1793CKunHjBo/39vZeuXLlypUrN2/evHjx4vXr16kg3bhxQwSz78F19+5dMVk9x5xZ0tfXd/v27Y6OjrNnzzKwJD4+Xq07QDybMQwd6NefhvYOrqeUIpyU+1QVGMETmPtdrgqKEaVJx6ol9ES8yf/iBGYqNEVavfpNV01qLGG8EgWiXA+AJqExOsf58+eTRmQSw4oVK2xtbWk8p0+AFCciSmo7kEECZ0weMcWSW4/MzWj+l8OuyuI4oVHYIe0I4FJNooC+cuVKPBCXL19OOY/2YT4FtLVwJl+zZs2OHTsoR3LgOHNbtmyZM2fOZ599NnToUHt7ewTD7e3tDQ0NcXFxkZGRRUVFNLpcvHixu7vbvJ76+g17zEfYtwFTQPbOnTvnzp3Lysry8fHBN9PFxYVNGCbi6urq6ekZGhpqUksKuLr+oCGK9TT8BCzQnab0JU8GTCFN/BejxhkXjo8sdFKqALghFI/KNXpJ6VfAQYJlQaeK3eKhoFteXh4NxWoups7DczArBBaLiooorNExiQ6Jd0Z+RJ2dYJ9P5yuRSDW9FHEYY4Fu3MxwTCLuiIgI6Db3s/LC5nhujT0IDQ3VJC9p5kl9cs/v2bNHXJJtTPGB2lQUiasEIa2umS1V1Y7WA4o/pHFcXFzOnTvX3d19+vRpmZMK1IhvmDWioAer/N7+xWRQpuDBMQW4plkf78n76DlCVfOR27dvd3Z2njt3rqGhITs7m7ZITV2W+RDnReNJ2HvgDSqOS4og2FLkLmGm5MyiqKhcSRHs2LEDPmS6I/KIaWojh1N6lmCa6jpRphXury4GCT/5oAdAk+I1lXHKOJpoaEKkSuTkNHkJZBAcxDfQxM11/Ust1ZR0IMzyJNe0HIZ/Ab5kQsFiXktgroF5HJp169YxZJHjwoP0BjDpjEqoXMrh9itWrPj6668/+uijFStWIIIjwKmsrCQTBNWqqqpqbGwENHt7e83tGj9drl2Li6ynp4drsaen58yZMyUlJYmJieHh4d7e3owzCw0N9fLy2r59u5+fX1hYGEE6WTbJX0w5ugJqyjjfnYUCPlowTf0XpXPi0KioKIwOyQaaCUphHH3fKiZUVFSUl5cXFhYinwQBUVACXkTfJC4BO2gjpgwCVmmJpFoHYSGVNE0WFxfjwldcXFxaWkpyoLy8nJ9ZoLkKRxSFEhMT6UAHGRGfatxgVFQU6Uvgkq5nWobMA4urscijdPKQU2gUuWYCBTVrco78HlxS7HJOOaFmsxYFPcG6Wp737NmTkZGxf//+9evXz5kzp6GhwYIbQi3FGRnfZHERAovffbCvr6+7u9s0NrVYFgwAj3389q9fv06iQNja2dlZWVmJAox+Lbx70ULp7HPeExMTISXmLDx10CmxqFKb8MtsBwI9RUjd3d2561U+UmJU42BVMmIPU/cRGWqLaI+CnjRSEml6eHg8AJqzZs2S6FLaTCmESCZKWiQjDyGmembJWjLWTqa5ZBNkg0YNB04uEopXhcxZZedH3Zz2GFdX1yVLlqAxItLnQczPN2zYQEoCwo+IzMXFBdkQ8jE1AISEhDg4OAwbNuydd95Zv379nTt3uru7MXDF8rqwsBBdy8GDB8nEW1xkJIO0M//3i/Xu3buXL1+mmuzj47Nx40Z3d3duG+k3JUrXnebr62sRaJs5aU3UM0c+yBbBnPzHECvNVAFNqJyYLjWimYAmN0BJSUlZWVllZSUZ3rKysoKCAqEqiAZsUd7JyMgg4kacxBuCjGxFUizhfCPKWVxcXFZWVvoDq6ysjP9FIkpLJaAslRIZANgNETcHR4MNOBrIrXhQU4bQD5gTrsFKbVe6vQkCpOKUsQCJbFMkq2XR2642Zw8PDx4kacBHELMjeNi7d29UVNSmTZvCwsIyMjJaWlrMTJEuLW3kff21HfoImE3S3t5Os//169fhpGZoj6GcUqX/fVlc0mKpXV1dBQUFycnJbH50SaSlpSkxrf3SzI/Llf17aSnXKhkSggNyLGpylZiPOpuZ8QRJt/eP5FKPECBLIpX/UoODqYUip0lJlnKcBNcPgCbSSITlrAULFsAoqQstWbJED+L3R5Gd2dzmfER+Xb16NQgI39RgL3FPTQqj6q0+J7YUWZSr+RrWbW9vz7sR6fMchnozgZa8MlkM3gcfATIXHAsQat26dRMmTPjb3/62YsWKM2fOmBfHxYsXy8vL8/LyysvLk5OTN27caG9vf+jQIdSI3d3d/+WqYovmZyIj8zrr6+s7evRoeHg4uwhFnh07dnBDir/gSBQWFqa4xsKFBW0Qnv4WXTEsecBQoT548GBsbCxvAmpQMwE0k5OTTbEkHFDNOaWlpeXl5RRkgU6IpFTT5CjBTUJv4ndCdQJqnoxlkago9xgfQYsRH4Fzh5IDgm8QHM02YTvBoJwWNf5XBjZQSJg1VBSxKn6LqFYtQNMcRqgcKElGiu+hoaEIvOSNpHI5GCrGZFGZBSJ1l7q7u/Naf39/voDysHQ9+vr6ZmRk7N69e8mSJdjK2NraOjs7792799ChQzU1NaQsb9y4gS1AWVlZRkZGXFxccHCwDAp8fHzCwsIOHz5cUVFx+vTpa9eucR3evn0bHwCwj4wTwiYzSAcoeVxB+t27d5nhTHzW2dlZVFRE5ZBTzOXE7ogpHDVAQhN1Lgg3yaGz+cntDfN2fpCFO5u9TgQpZtVI1dChaEDeC1I9m90lEgVagKanYdEiOaevr+8DoIkeSBAp69ZF/UvN4GoNgpBSpRFoWsxQ1Fxv9fMAl3pc6Am7ZlugdUdFG4T7JHSR/pvTVzZs2EBHjVKZ4K/yyrsNKwSpardv3046f+LEif/85z8nTZrk7e1dXV194cIFs7zT19fX1tYWGho6Y8YMZ2fnnTt3BgYGVlRUkJK/efOmmSEyQRMeaoGn2uEvXLiQnJy8a9cuXF3V/qj6KReEbmBYj6mj1J4c8+AStaSqk5KSwuWbnp6elJRE7gmSxSWo2JwqNrxAUhXQqry8HNCsqqpSs3lZWRlxOvBKBpOCOODLbQDBLOhfSoYKCiWPZ1HtZU4Dfs9kCcQ3+TICTS1us4SEBGg1M4UgkviBs7WAqvwXkbvGe5kqAon/ZWKCJkm9RrJthu8DqUFBQabGVohJ0EBWWop3Yk9Ve2D9AvTAwEC+DH8RvqIRERE4UJC2sre3pwCwfv367du3r1+/nm43KysrxnkxlQSDRDrfrK2tZ8+evWjRop07d/r5+aWnp7e2tn6XvZoXs0gAfp1MxDOfdu3ataqqqvj4eHaF6OhotrHMzEwuIeyp2Iy1a5q5aVCViEFxCS9hLyTbzq7MznfgwAENdKNDDzzV/EikFLpl2B25iUhMq06lxhAz2lNAAN9UruwB0NSsUanZqaHLqAoeqmUyTRM0nZycKHNTtAEZqfzY29s7OTnR0oPvGV3hQCr8UUPBAEGsKnft2qVO0u3bt8M9kSOQJ6UdVeIDE3/NXIZJ6f39/ektcXZ2tra2ZsTmkCFDhg0bNmfOnN27dyuNtXXrVhsbG/b5ESNGjBs3ztHRMTo6uqWlpa+vDy23RZ2RK8zi+pPIg/+9du1aXV1dQEDAtm3bIJvoUYi7JX+R3585GxqfQTOi0YA982e8rzU4hS1alxpVck3dI4GrOBo2V1JSUllZWV1dzb/45WiCAmLJrKwsbLoherRCmjJ1vS1hmsC0sLCwtLSUd6ZLGkSmNbO+vp5Hampq9DPwSh8nUd4PheeYM0rIyQ8HDhxAHEqfKNUw0p0yWNT8WFBMMGqRI5YIQUV2aRgQFUlktr/fwJ8wX4lRKUZR1wPT3OSkFODLdDSkpaUhGzp79mxLS0tDQwMnCNaflZWVkJAQGRnp5+cHjZIEnZrqokWLpk6d+tVXX+Eeiw/3rFmzvv32W0Y8JiQkZGVl1dXViVF+N+PU15+S4jKGmZaVlQUGBtKZrmDW29ubI4OVukZWcN4RXSgE4TpRixf2AsJTiCdhPtlzJBPMRDMhlce5mLkYqEfxNLLeuhc4vElJSaofmgjLTRQVFUVOjGuD9PcDoLlo0aJZs2aRrERGTps5gko8VhFsEshjtIcICYhEa4kVNnE6FSGmSiE8op4DE6THXtG6zEjYSxmeo4ibnC4OVKbXk6nJUksswsyd/fYwvIMpOTZ13UFBQampqW5ubrNnz/7oo48Y7/7mm2++8sorAwYM+PWvf/273/3u//7v/x577LEBAwYMGDDgiSeeeOGFFz755BN/f/++vr6bN2/+EG6SO+cJStJT91QSqra21s/PT+Sfyql59+oca/gU1WFNGjCHB0Cj5D6tFknAlBQnET3DJ8hOKlaS0KeoqIgwvLS0FEQDrerr62tra/GJKC8vz8/PVwIU3scVDIyKVKpkVFhYqKhcUT+wWFdXV19fb3rN8Skyiod7klrV0BG6M3W/mSsuLo57laPBHqOJsubRABmj+hcZDPSq4KlYJKUhZR7BCBIppvQSEDTxkUiCkj0XHqwzNDSUnMxew+2fliTIZkhICKc7NTW1ubm5o6MDc9K2trYLFy7gDH3mzJnGxkZcnIuKirKysswhPFw5/BV8Jf4Kvieg4OHhQVnV29vbfI7YN3CsizMsLAztx6pVq2xsbL788stJkyZt3ryZ53OgIAHcbnxWSEiI2DqLzyKUljcwzaDmyF9z5BlXO2CnwRgaKql5luYsoNT+cZhSxQk0zUJ/Uv+QSxEI4jO9FS98ADSXLVtGNZy6+cKFC/E6wuJIM1UQHs2aNeuHCkF0+PAmlINgmkpoyoZE7fHUudADoaaEZhLLg7D8u2vXLh5B9Ym/wK5du0hrbt26lZQtfQI7+w0TSf3u7fc3peLJiYTQJScne3p6RkRE0O2nFu8tW7Y4OjouXLhwypQp77///pAhQ1544YWnnnrqF7/4xf/+7/+OGDHiwIEDEnOQBlJJXT8reFfxkV97e3vv379/9uzZxMREPz8/06FHVhrK5ohOqtjNzf9dK39zaB8bMulOrjMuFLSN6HgYFSfxEI09EEz82YBLQmMQE2s4MvqKvEpLS7GEEGOVKJ26kLKWivH1Q11dXVNT0/Hjx0+ePImrJpTWzAbQZaQauqrnfHOlwAQWHAHIGmSKW4jaghyLiYj1oCTu8At2KRSdJmRQq9m7d6+np6ek8rICADRV2FFfuaxAgFeypXipyDSAfKgix/DwcF9f35CQkIKCgubm5pKSktOnT586der48ePHjh1rbW1ta2s7c+YMjirNzc1NTU3V1dUFBQUQK2wMLbLbcDd6h3Jzc+vr60+cONHQ0MCJBnxLSkpwSOFKM73WSWiEhoaiP0Vk7eXlxR5P2oGDwwaAgN8UIJtNASqOW3jTqEtSpTNpSDi2bHhoRSnrkcfQvshln9A/aR1xBeEXGwks2LT1MjuDxXbhthqF9ABoLliwgJYbBpxCM7/55huBpsroME2sLRctWrR06VKCbrRE0EzQ08HBAeiEHloUfNT/b1qhqPmfp8kKCGnVli1b8ALgf8Ul8b9TxxU0lmgdxMR2gRPABsttQASRlZXF/UzmiFJDZmYme8uBAwe4oDdu3IgYa9KkSa+99hrGoL6+vhUVFdeuXbt9+zbZn/9f2Qd9HRcuXMjJyfHw8MASiVnehADs1WpnhCdGRETExsaSJzpy5AhPjoqKIlkOPoKbals0kZQ9mSdzATEHlRIQZJB4mdYRbp7y8vLq6mp8jGCXqmJLjk6KCjdMM2spjyJayEtLSwFBIkricRYBeGNjI15KGqeheBw2queT+kS5SZTKxU3OS6RDAzDwJeGuMBuQLTKJCopNUh/bv6jnShKP+hWeSMZcbBECpbI43YcW1nPKoElXqyWWCsP18fEJCAg4fPhwbW1ta2vrqVOnTp061dra2tLSQi85B622traxsfHYsWNNTU0cZIi82ThQUFBQUlLCCT169GhrayuAy3Fubm5ub2+Hw3Z2djIulPkZ6OR7enqwQD537lxLSwsvV10uKyuLpDk7NB1lXHtklkk6kXFWxiMwMBCOwmFE+mr2GiE9hhvJGorqFrYdapGUNZSqqcLovf1G4CoYcJcpJQ2dJ7YgxjfnwcE3+aMsmSbFcfgmekxm9cEu+RW4XLNmzYoVK+zs7IjWKaAjRwco7e3tzXGgRN/mTHrlHCWDkmKAqqIcAVhkLYnWievx7JMZl16o4hcHXe39+/sHPISEhLBNQSJCQ0OTkpLKysqam5vxuz516tSxY8dgVc3Nzbhes60FBwcfOHAgODjYxcUF9Bw8ePCwYcMmTpyIjR6On1u3bsU6obq6+tSpU21tba2treQBMzIyQkJCEN9Nnjx55syZDg4OUGk3NzcPDw883MhwHThwgC6aw4cPszeyKx44cEDBJtEH+JiamkpOXfuqmGmCMU8VuyBKluApnY7qHxcwET4TI+PWzoPcJ4iKJCWRQF26IlMMDyJTxiktLSUYb2pq4p6n7Y+xDcJNwvO6/sWvoKd8iyGeKuJLD8gmAdhREyM0I5pjEJvp+g4Xg4OzgUE81WtkWijBBPmZ8IVbHcrJPcnFxp25r39CMkUGniYpOy1AiluBy3379vFBADT2pq2tradPn4ZsApqwS3giuFlfX8+548SRIOY4c4UzJ+Py5cu48TPFpLm5WTbSZ8+exejv4sWLly9fxrCK1jjkzORVYbvaz0pLS4EYTjqzwrkGsFwiJDIbHMzaXUxMDDAKV4A/wm3p41K/APLB/fv3y4tPFBXPTXk5C2FAEiia3PgpCyOJp+ZhmqpgHCFSTEFvz549D4Dm8uXLcRUC8mg5X7t2rZ2dHRlMjaYjHpdJB5OU586du3jx4pUrV6JRZworBJMoW4vH1fgpMzd5k3x3GJmnMQ1iZ7+VNDJMns8ly19I65V69TkWe/fu5QpGxxMTE5Oenp6YmMheFxcXV1JS0traqgsCk/ampqZTp041NTUVFBQkJSXl5OTA46SloP6+Z88eZ2fnhQsXTp8+feTIkf/85z//9a9/vfHGG2+//fY//vGPjz/+mLFFH3/88QcffKBpmuPGjVu2bBkUe/369Sj25YCn+ZQgqYTQ7OTc8GFhYZGRkeCg0uGalQrHBBzT0tKoTkL9MjIyQAe6gGCv0mOSYazsX0BkRUUF0FlRUQFuQvSI7rOzs4uMBVByw/A0UpzgJlOAYJdHjx49fvz48ePH4Uocc9CZtOZ3F7gpTGcBoIC4ak1UWs1RrggzoZZk0NhIFMeR9mJDRbAJM1JTo5qy4E0oXaS0lbOcjJB1pkygNJ2oFG/KFkDJTWRPwOihQ4eqqqpOnTp19uzZM2fOMI+e48ZmIx0CmRNc+9hdsI4WLIK8GmFy6dKlrq6urq4uLv5z586dPXsW3IRy0n957dq1jo4Otn/mtaFhQJ4h9QJRDh0NpseKdGzsqVwb6sHlHTj4JBBAWKwPCJBVtEH2EBkZqYOp3WjXrl1SF8kPyb3fAd60pFJTJtlCYlaBJoiEXMmz3zsczaIlaCLPBDRJU65du5bKOEIiWakzWwIbNEZT4HW0bNkylcLhlVS3N2zYwOOUzjXQAx2ZnKNUDyFNrq5q9aVxXdJIIy8T2avQjLhnzx5ief6XF8oyA44QFRUFF4uOjiZCLygoOHr06KlTp5i+wKkio5efn0/wy6xEJrEUFRU1NjYWFhaeOnWqsbERhlVSUoKnVlhYmKenJ77xTk5OdElpHi9+yVQYvb29V69ePX36dLNvynSZdnFxAUZxxpbJK7uuzK+QxVBnp0ROMK5yELUapWnkZcllyqxNijOkL7nZADJIJfF1pbG4PxX6UeoBMdVVSSDPg9IYET9WVlaSzYRdki0VYtbW1ipCZ5lFdiXgWKqnU4+iw537UDl+lobHSYoEmIqNAprkLsE+daMSOJtmYqH9Q018+03/qJKDgOR/pL4M6p+TbC55L/n3W8OpZZZzSjUpNja2uLiYwXYM+AQx6+rqSPUixiICELXHFA5TfYX2cMn29nbeirmhV69evXz5Muawly5dEpjSjnnz5s3bt29fvny5qamJiRpKhmjOrbgkCKiKucrZ8mExJ+LyvwQ6CDl5OW8IIeVxxuqqjHno0CGNAkRvgDo1rN/0j/hddnZimuoX2rx5s3zRNA9DSIJvAJkB2dNZmhATX69cuZIgXSVy6uDc9vgJAaByx8D5beXKlXZ2dvi2ARC4cjg6OkKgQFLufBmH7OqfyyjLJiixf7+frhqqtIfDDenJVe89adAd/aPvtFFgvoLGSL0EgCbwx0UZFRWFT09DQ4MZ7lEJyc3NhY6VlJTk5+eTJj9y5P9r725e2kyjKID/0aULQbqSUmhBEKmDVsYKYghaaylqKR1QQ4L1oyVKibEOGGOatEKRdtPdLH7k8FRnMbPPs1ISP/K+z3uee88999y/BFAGQuhS7/V6Jycn3HntXZJvu0RuCK22t7cPDg5qtVq1WkXTxHogLizhZ9NIqwdUmcsFTGODkzD+V3NDn10Zn/aYly9fCjxTDYij5e7uLvewlKePjo5OTk7MUDOtF8aVER8tekAzYypKXFYxx6zJpkk+od7duvktWhMaQl4Br9J5YL3M1t2RFKAEm7dkBp7kra0tHaXJASPG8nCmTSAmpCmvZ+BlqSiaG1oIp3UiX4t9InQv7anA6L+m57l9ELlSqezu7p6dnYXKNH1EuIestG8Tx1Es8A0Ij/n582dD2dCXgsrMHbq4uDDtzvzRb9++iUZ57x8eHr579y5qBJFEXAugW0Cw9DQIOEZuCTQjBsKo5AgvPVuTIkROl5wAfyX89OfIWnEpaOVQmWUuK3h88uTJw4cP021ZirvRgyK5ycnJ1Fdu957fu3dPZq3gwzsDWakaTp6pLM7MjXhTqYezhkGjOoIwnshNle4MqIvUXswI4CL3TaMuUtzWdGiHV1KCLNt4WQdRvLPdF10KYGdnZ2MIhNMk0Iv24tWrV/V6vdlslhVkYVdqtQC02Wy+f/9+Y2Oj0WgcHx8bl9hsNk9PT02/ubq6urm50cF2dXUlx/n+/bu2NjMdv3792u/36/X69PS0M+aWXbY76pjhOxCpPwYnU39xHfGP4QoRPxipvcMjvXrszshrMH1v374lPM5HNhMJHSZTVmdgO/bp06cEoQgBiAnOnC6YLAyX3D8ieWWHgGNw059ot9vAOtM1tL2LUuX7SkAJsuBFo1j4+xRGg5gxq9eEblOFQZPIl9LXUnwTvRHUi0ZdNpPw5M+htXu4I70oMeJ1pIlb74Kmonls6Kxqtbqzs9Nut8uL7zo7JKK1igALTjkJhN6UZK1W6/z8fDAYCCfFlb69vr5Oyu/Wg+ajoyOSXokLxBSPYzburqQ4qUyi3aOrLQ0GhZ8IJUjqfilbQ+foItaHK11bOdWeP3+upBOgkIStrKxAEnfcfXSPYgIQ9UKq+dLzqakpzxpg+Q00Y6BZqoU4EokiI25X+UFrMj2Sy5unlplo9+/fN6ZxYmLiwYMHKZcnGvLvMoWWkshxfICgpFNdjOm6LAx9Qx3aWKHl5WXZrhJb9rEowC9MNpTwYWlpyS9ZW1ur1WofP34MKaOiLxcxAAADN0lEQVTmm4cTGVev10VYtVqt1Wp1u11MaKfTOTs763a7Nt/Nzc2vX79+/PhxfX09GAwGg0G/3zdBsNPptFqtvb29169fz8zM6LjnW0xTBd/jKV22OXPEwhTHlN5PqRu4Mt4fX4NQM2SqM8MBYb7Is41ES/vEmzdvIkHXY65XJ6infk3pmcsF1wR9Yj2Jf9ofI8xMRAmRA5pWmE05e64/9ahgCsRH9hTFqAhLnBuVXzw3pb3ValVaTVUuGa8Mx6ZLvUmO5otVmhiVF7lsGrEbFxYWbD/v/2M4NDizMWQ/sqgyoyo7UrJvbe/NzU18UWSq0cZubW2t31ki6KTJPAEODw/RUJeXl2o7CSf7/X6v1yP2dD1j4he5eFSxGxsbunKj0Ig6OAU3/0OOIqGi2BMUuiNJtxMzZgCXQy5USWmbsrq6GlmYl1ZXV6k+4zAboRjlQ9kgG3lf+OU0emmQnZ+f12bC0Ypbx9Nbc8/HxsZQk8CRlREAZetLap7m8bGxMWwmKjO8J6WRjP7Ro0fC4PHx8dJ3BHdgftPk5CS/8ZJQL0GzUql4ScJSViFjoZZEifRStqWnLYwSUXH6hZ89e2YvOtuxfvv7+xG4pTwiLT09PZWz8C7s9XpfvnxRvuz3+51Op91u93o9Qo2fP39yTOh2u+fn58fHx9vb2ysrK6pbwuTHjx/zanJVQSHllgBT0h0ZilKvAgWOYnFxUd4hrMbjxNQ2ZbRQ4E4pvLijpRyxYvRCpPXKylG9USbdmkJRAlZZUCpNGcxHLHNzIzRKvRHQhJWYyhTNUy4HtXordW3CTV9jP5IqIsVovCFIPE0iaNc/nmJ36jM5jz1ISbpjQ2WvOodAYazeoricG1q1p39XhSGEUtrV0PTzhS/102LOGqmcYGJxcfHFixfyntiMRm0W9bVv1bLI1OKYR2vRaDQ+fPjw93BRL7VaLU7vPIpwwVIQoFxqfgOCtBnEBnE8sGewHOkKTeNN2HavCvPDMju2wX3US3CT6J2SzLMQSwHyJpdCYuEf9hGc/fKecpMIeNN/ub6+njKUd+7s7DDcImG2538DzdEardEardH6L2sEmqM1WqM1Wv9j/QPt+VJFjUFx3gAAAABJRU5ErkJggg==" width="320" /><br />
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<div class="csc-header csc-header-n1">
<h1 class="csc-firstHeader">
»La intuición se basa íntegramente en el principio de improvisación.« (Carl Orff) </h1>
</div>
<div class="bodytext">
La idea de la difusión actual del concepto de
educación musical ›Orff-Schulwerk‹ en todo el mundo, se produjo durante
la década de 1920 en Munich.
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<div class="bodytext">
En la Escuela Günther, de gimnasia y danza, fundada
por Dorothee Günther y Carl Orff en 1924, se siguió una nueva dirección
que absorbió influencias de las formas de danza expresiva de <b>Mary Wigmans </b>y la investigación de músicas no europeas emprendida por <b>Curt Sachs</b>.
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En adición al piano, se utilizaron instrumentos de
percusión y la danza se desarrolló a partir de movimientos fluidos. La
improvisación juega un papel importante en estas dos formas de
expresión: música y danza.
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<br /></div>
<div class="csc-textpic csc-textpic-center csc-textpic-above">
<div class="csc-textpic-imagewrap" style="width: 440px;">
<dl class="csc-textpic-image csc-textpic-firstcol" style="width: 140px;">
<dt><a href="http://www.orff.de/typo3temp/pics/60df68eb96.jpg" rel="lightbox[presentlb1870]" title="(Die ›Güntherschule München‹ Kaulbachstraße 16)"><img alt="" border="0" height="140" src="http://www.orff.de/typo3temp/pics/3a226888aa.jpg" width="140" /></a>(Die ›Güntherschule München‹ Kaulbachstraße 16)<br />
</dt>
</dl>
<dl class="csc-textpic-image" style="width: 140px;">
<dt><a href="http://www.orff.de/typo3temp/pics/5a63d36332.jpg" rel="lightbox[presentlb1870]" title="(Gunild Keetman 1930)"><img alt="" border="0" height="140" src="http://www.orff.de/typo3temp/pics/5f4c787d1d.jpg" width="140" /></a></dt>
<dd class="csc-textpic-caption">(Gunild Keetman 1930)</dd></dl>
<dl class="csc-textpic-image csc-textpic-lastcol" style="width: 140px;">
<dt><a href="http://www.orff.de/typo3temp/pics/355c24ae28.jpg" rel="lightbox[presentlb1870]" title="(Gunild Keetman unterrichtet am Xylophon in der Güntherschule 1933)"><img alt="" border="0" height="140" src="http://www.orff.de/typo3temp/pics/e966898aeb.jpg" width="140" /></a>(Gunild Keetman unterrichtet am Xylophon in der Güntherschule 1933)</dt>
</dl>
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</div>
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______________________________________</div>
<div class="indent">
<div class="bodytext">
<sup>Abb: 1-3 OZM</sup></div>
</div>
<div class="bodytext">
<br /></div>
<div class="bodytext">
Así fue como la interconexión entre música y
movimiento, y el principio de la improvisación, se convirtieron desde el
inicio en el fundamento constitutivo de Carl Orff para el aprendizaje
›elemental de la música‹.
</div>
<div class="csc-header csc-header-n1">
<h1 class="csc-firstHeader">
»La
›Música Elemental‹ no es la música pura, sino que está interrelacionada
con el movimiento, la danza y lenguaje; se trata de música creada por
individuos que no están implicados solo como oyentes, sino como
participantes.« (Carl Orff)</h1>
</div>
<div class="bodytext">
Este enfoque intercultural necesitaba una
atención especial en cuanto a la formación de maestros, inicial o ya
capacitados que, como músicos y educadores se enfrentaban a numerosos
aspectos desconocidos: una nueva gama de instrumentos de percusión, la
flauta, el baile y, sobre todo, la improvisación.
</div>
<div class="bodytext">
Tras un amplio período de talleres en la Escuela de Günther y varios cursos de formación, Orff publicó el <b>›Orff-Schulwerk. Elementare Musikübung‹ </b>junto con Gunild Keetman -y Hans Bergese como responsable de la publicación en la <a class="internal-link" href="http://www.orff.de/es/publikationen/schott-verlag.html" target="_top" title="Opens internal link in current window">edición Schott en Mainz</a>
entre 1932 y 1935-. Este volumen incluye una introducción en la
práctica de la improvisación de grupo, apuntes sobre la técnica para
instrumentos de percusión y composiciones para ensembles.
</div>
<div class="bodytext">
La primera publicación del Orff-Schulwerk daba
respuesta a las grandes exigencias de los profesores de música
contrarios a la ideología educativa del estado nazi. Por esta razón, la
publicación no se continuó. Las composiciones para danza y ensemble de
la Escuela de Günther realizadas por Gunild Keetman, llamaron no
obstante la atención en aquel momento; el timbre sonoro mostraba
reminiscencias de músicas del Lejano Oriente y Keetman fue la primera en
utilizar estructuras minimalistas como técnica de composición. </div>
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<dt><a href="http://www.orff.de/typo3temp/pics/cc1246982a.jpg" rel="lightbox[presentlb1878]" title="(Marimba aus Kamerun)"><img alt="" border="0" height="140" src="http://www.orff.de/typo3temp/pics/e4adf6dc3a.jpg" width="140" /></a></dt>
<dd class="csc-textpic-caption">(Marimba aus Kamerun)</dd></dl>
<dl class="csc-textpic-image" style="width: 140px;">
<dt><a href="http://www.orff.de/typo3temp/pics/ef2e56784b.jpg" rel="lightbox[presentlb1878]" title="(Maja Lex um 1930)"><img alt="" border="0" height="140" src="http://www.orff.de/typo3temp/pics/3d664cfcf4.jpg" width="140" /></a></dt>
<dd class="csc-textpic-caption">(Maja Lex um 1930)</dd></dl>
<dl class="csc-textpic-image csc-textpic-lastcol" style="width: 140px;">
<dt><a href="http://www.orff.de/typo3temp/pics/720be7e319.jpg" rel="lightbox[presentlb1878]" title="(Gunild Keetman in der Sendereihe »Musik für Kinder«, 1957)"><img alt="" border="0" height="140" src="http://www.orff.de/typo3temp/pics/d7efbbe055.jpg" width="140" /></a></dt>
<dd class="csc-textpic-caption">(Gunild Keetman in der Sendereihe »Musik für Kinder«, 1957)</dd></dl>
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______________________________________
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<sup>Abb: 1-3 OZM</sup></div>
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En 1948, el avance constante del Orff-Schulwerk continuo no obstante con una <a class="internal-link" href="http://www.orff.de/es/vida/trabajos-pedagogicos/programas-para-la-radio-escolar.html" target="_top" title="Opens internal link in current window">serie de emisiones</a>
en Radio de Baviera para las escuelas y para las que Carl Orff, Gunild
Keetman y Gertrud Orff, crearon formas lingüísticas, canciones y piezas
instrumentales concebidas como el arquetipo y modelo inicial para el
trabajo de improvisación con niños y jóvenes.
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La recién establecida compañía Studio 49 comenzó con la fabricación de <b>›instrumentos Orff‹ </b>y Schott Music publicó la continuación y ampliación del repertorio de los programas de radio en cinco volúmenes titulados <b>›Orff-Schulwerk. Musik für Kinder‹.</b>
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La intención de este Schulwerk inicial era
proporcionar un conjunto de módulos educativos de música imaginativa con
la que los maestros fueran capaces de seleccionar y adaptar el
material, adecuándolo a los distintos niveles de desarrollo de los
alumnos así como la interrelación con elementos del teatro y de la
danza.<br />
<br />
En 1949, Gunild Keetman comenzó a dar cursos para niños en el <a class="internal-link" href="http://www.orff.de/es/institutionen/orff-institut.html" target="_top" title="Opens internal link in current window">Mozarteum</a>
de Salzburgo, en los que la danza -descuidada a causa de la radio- se
reactivó. En 1953, estos cursos se complementan con talleres de
formación para adultos a los que muy pronto asistieron también
estudiantes del extranjero.
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Este fue el comienzo de la recepción internacional
del OSW y la traducción de las ediciones Schulwerk que se adaptaron a la
lengua y la cultura de otros países. La primera edición extranjera se
publicó en Canadá, seguida por otras ediciones en Gran Bretaña, Francia,
Países Bajos, Italia, España, Portugal, Dinamarca, Suecia, Grecia,
Latinoamérica, EE.UU y Japón, entre otros países. El OSW se hizo
conocido en círculos más amplios a través de la producción de dos LPs de
Columbia / Electrola en 1956/57 y la emisión de una serie de programas
para la televisión de Baviera entre 1957 y 1959.
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<br /></div>
<h6>
<img alt="Unterschrift Carl Orff" src="http://www.orff.de/fileadmin/templates/img/orff_blau.gif" />
</h6>
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<h1 class="csc-firstHeader">
Cursos de formación</h1>
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Las demandas educativas y artísticas del OSW en
las áreas interrelacionadas de música, lenguaje y movimiento, así como
los principios sobre improvisación y música creativa en cuanto a las
formas no escritas, requerían una formación específica que se comenzó en
1961 en la Mozarteum de Salzburgo y continuó en 1963 en el marco del <a class="external-link-new-window" href="http://www.moz.ac.at/" target="_blank" title="Opens external link in new window">›››<b>Orff-Institut</b></a>, un edificio especialmente designado a ello.
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<dt><a href="http://www.orff.de/typo3temp/pics/0c305c4d4a.jpg" rel="lightbox[presentlb1884]" title="(Orff-Institut Salzburg)"><img alt="" border="0" height="140" src="http://www.orff.de/typo3temp/pics/0ff1078e14.jpg" width="140" /></a></dt>
<dd class="csc-textpic-caption">(Orff-Institut Salzburg)</dd></dl>
<br />
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<dt><a href="http://www.orff.de/typo3temp/pics/30260ad5aa.jpg" rel="lightbox[presentlb1884]" title="(Carl Orff und Herrmann Regner)"><img alt="" border="0" height="140" src="http://www.orff.de/typo3temp/pics/d22b48bdb1.jpg" width="140" /></a></dt>
</dl>
<dl class="csc-textpic-image csc-textpic-lastcol" style="width: 140px;"><dd class="csc-textpic-caption">(Carl Orff und Herrmann Regner)</dd>
<dt><a href="http://www.orff.de/typo3temp/pics/a466552129.jpg" rel="lightbox[presentlb1884]" title="»Über allem lag die schützende Hand […] meines Freundes Eberhard Preussner. Ohne ihn wären Auf- und Ausbau des Orff-Institutes nicht denkbar gewesen.« (Carl Orff)"><img alt="" border="0" height="140" src="http://www.orff.de/typo3temp/pics/0940fc4797.jpg" width="140" /></a></dt>
<dd class="csc-textpic-caption">Carl Orff</dd></dl>
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<br />
Desde entonces, el concepto OSW se ha
ramificado en una variedad de temas especializados, incluida la música y
movimiento para niños, actividades de integración en los ámbitos de la
teoría de la educación y la educación terapéutica, la combinación de la
danza con las artes visuales y la educación estética, la perspectiva
intercultural, la terapia de la música y el teatro musical elemental.
Gracias a esta compartimentación y su recepción en todo el mundo, la OSW
ha logrado una posición única como concepto de educación musical en el
siglo XX.
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La intención del OSW en utilizar los impulsos
antropológicos de todas las culturas musicales ha dado lugar en
numerosos países a la reactivación de las tradiciones culturales de
origen. Esta perspectiva intercultural era ya innata en el trabajo
realizado por Orff y Keetman, y sigue siendo desarrollada en las
actividades de formación del Instituto Orff hasta el día de hoy.
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<a class="internal-link" href="http://www.orff.de/es/orff-schulwerk/praxis.html" target="_top" title="Opens internal link in current window"> </a></div>
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<dt><a href="http://www.orff.de/typo3temp/pics/591816ad5b.jpg" rel="lightbox[lb1886]"><img alt="" border="0" height="345" src="http://www.orff.de/typo3temp/pics/9547bc5dca.jpg" width="440" /></a></dt>
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______________________________________
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Abb: 1, 2 OZM; 3 Foto: Ellinger, Salzburg; 4 Peter Keetman<br />
<div class="csc-header csc-header-n1">
<h1 class="csc-firstHeader">
El OSW
activa los patrones musicales del comportamiento intercultural y por lo
tanto no sólo proporciona oportunidades de educación musical, sino
también abre numerosas posibilidades, integradoras y terapéuticas, en
educación general.</h1>
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Es fundamental distinguir entre concepto y
edición, en la esencia del OSW. La idea conceptual involucra la
estimulación, el fomento de la expresividad y la creatividad dentro de
una estrecha relación entre música, lenguaje y movimiento.<br />
<br />
La <b>realización</b>
implica procesos de improvisación en grupo, en los que ›formas simples‹
en el sentido antropológico, determinan el ritmo, la melodía, los
elementos de la tonalidad, la estructura y la interacción musical. Las
ediciones OSW ›Elementare Musikübung‹ (1932-1935) y OSW ›Musik für
Kinder‹ (1950-1954), proporcionan modelos para la enseñanza musical
interactiva, pero en su forma escrita, refleja de manera natural los
componentes actuales en la actividad cultural.
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Actualmente se producen también interpretaciones
erróneas y falsificaciones del OSW, concretamente a través de la
reproducción de los materiales que aparecen en las publicaciones OSW
pero fuera de su contexto intelectual y educativo, es decir, obviando
principalmente los elementos relativos a improvisación y movimiento. <br />
La auténtica realización del OSW debe partir de estos principios educativos y tener en consideración los contenidos.
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Los profesores son aconsejados:</div>
<ul>
<li><b>A comenzar con situaciones que sean procesables</b>,
es decir, definir los contenidos específicos a través de la
experimentación, la repetición y variación, para ir desde la exploración
a la »aventura de la improvisación« (U. Jungmair), y sólo entonces,
utilizar cualquier forma de notación pero no de manera prioritaria</li>
<li><b>A asentar el aprendizaje como un proceso interactivo dentro del grupo</b>,
es decir, la realización de contenidos, sistemáticos e improvisados,
implícitos en juegos de pregunta y respuesta, ecos y elementos dentro de
la forma Rondó que al mismo tiempo permitan variedad de niveles de
interpretación.</li>
</ul>
<ul>
<li><b>A integrar el movimiento, el habla, el canto y la ejecución instrumental</b> en la medida de lo <b>posible</b>,
es decir, permitiendo que el elemento de una actividad pueda
desarrollarse y combinarse con otras y que todo concluya en proyectos
creativos.</li>
</ul>
<ul>
<li><b>A priorizar la piedra angular que son las estructuras y los patrones</b>
iniciales, es decir, por un lado favorecer la utilización de pequeños y
manejables elementos estructurales para reducir la complejidad excesiva
y la incertidumbre a la hora de crear ideas individuales y, por otra
parte, lograr actualizar el potencial compositivo que prevalece en
cualquier persona.</li>
</ul>
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El contenido de las directrices ha de entenderse en el sentido más didáctico de la palabra aprendizaje: </div>
<ul>
<li>A atender el <b>ritmo</b>
como elemento de interconexión entre música, lenguaje y movimiento,
parámetro fundamental y omnipresente en el aprendizaje y que tiene una <b>importancia primordial</b>
en el OSW, especialmente en el ámbito de la percusión corporal, el
movimiento y las formas de danza y la interpretación de instrumentos de
percusión.</li>
<li>Las<b> melodías</b> deben desarrollarse a partir de la <b>declamación vocal espontánea,</b>
de las llamadas, la recitación, el tarareo, el canto o el juego
“explorador” a partir de instrumentos melódicos (flautas o aquellos
tocados con baquetas). Aquí, el papel principal ha de ser tomado a
partir de un modelo de expresión desde una frase melódica que sea
adecuado. El establecimiento de un modo o una clave determinada, es un
proceso secundario.</li>
<li>A comenzar actividades sobre estructuras tonales y armónicas con una nota fundamental subyacente, es decir, con el <b>principio de Bordón.</b>
Ritmo y melodía proporcionan una estructura básica a partir de
ejercicios rítmico-melódicos apoyados sobre la base de una sola nota.
La experimentación y la improvisación no dependen aquí de una estructura
polifónica en el sentido de la música occidental. La extensión tonal se
construye con la ayuda de la armonía concebida en sustratos, el
paralelismo y la estratificación.</li>
</ul>
<div class="bodytext">
<br />
<b>El
OSW, como concepto elemental en la formación musical y de danza, activa tanto el potencial expresivo como antropológico y potencia la
actitud intercultural proporcionando, por lo tanto, no sólo
oportunidades en educación musical, sino también abriendo numerosas
posibilidades de la educación en general, de forma integradora y
terapéutica.</b>
</div>
<div class="bodytext">
<br /></div>
<h6>
Michael Kugler, julio de 2008</h6>
<br />
<br />Milagros L. Escalon R.http://www.blogger.com/profile/11613382396939398723noreply@blogger.com0