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  <front>
    <journal-meta>
      <journal-id journal-id-type="nlm-ta">Luz Elida Vera Hernández</journal-id>
      <journal-id journal-id-type="publisher-id">714</journal-id>
      <journal-title>Luz Elida Vera Hernández</journal-title><issn pub-type="ppub">0120-4327</issn><issn pub-type="epub">2216-0116</issn><publisher>
      	<publisher-name>Luz Elida Vera Hernández</publisher-name>
      </publisher>
    </journal-meta>
    <article-meta>
      <article-id pub-id-type="doi">10.31948/ru.v43i1.4215</article-id>
      <article-categories>
        <subj-group subj-group-type="heading">
          <subject>Research Article</subject>
        </subj-group>
        <subj-group><subject> educación/aprendizaje/competencias para la vida/lectura/comprensión</subject></subj-group>
      </article-categories>
      <title-group>
        <article-title>Implementación de estrategias pedagógicas lúdicas y didácticas para fortalecer la compresión lectora en niños de grado primero</article-title><subtitle>no aplica</subtitle></title-group>
      <contrib-group><contrib contrib-type="author">
	<name name-style="western">
	<surname> Pérez Prada</surname>
		<given-names>Diana Carolina</given-names>
	</name>
	<aff> Corporación Universitaria Iberoamericana</aff>
	</contrib><contrib contrib-type="author">
	<name name-style="western">
	<surname>Tapiero Monroy</surname>
		<given-names>Elcy</given-names>
	</name>
	<aff> Corporación Universitaria Iberoamericana</aff>
	</contrib></contrib-group>		
      <pub-date pub-type="ppub">
        <month>01</month>
        <year>2025</year>
      </pub-date>
      <pub-date pub-type="epub">
        <day>2025</day>
        <month>01</month>
        <year>2025</year>
      </pub-date>
      <volume>43</volume>
      <issue>1</issue>
      <permissions>
        <copyright-statement>© 2025 https://creativecommons.org/licenses/by/4.0/</copyright-statement>
        <copyright-year>2025</copyright-year>
        <license license-type="open-access" xlink:href="http://creativecommons.org/licenses/by/2.5/"><p>This is an open-access article distributed under the terms of the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.</p></license>
      </permissions>
      <related-article related-article-type="companion" vol="2" page="e235" id="RA1" ext-link-type="pmc">
			<article-title>Implementación de estrategias pedagógicas lúdicas y didácticas para fortalecer la compresión lectora en niños de grado primero</article-title>
      </related-article>
	  <abstract abstract-type="toc">
		<p>
			El propósito de la investigación desarrollada fue fortalecer el proceso de comprensión lectora en estudiantes de primer grado de la Escuela Rural Chápala, ubicada en el municipio de Cucunubá, Cundinamarca. La metodología adoptada se enmarcó dentro de un enfoque cualitativo de tipo descriptivo. Entre los hallazgos se evidenció que los estudiantes presentan dificultades en el reconocimiento del abecedario y los fonemas, carecen de un hábito lector y no cuentan con una estimulación adecuada para el desarrollo de habilidades cognitivas; por ende, no se generan aprendizajes significativos. Igualmente, se identificó un bajo nivel de lectura en los educandos, lo que resaltó la necesidad de implementar estrategias pedagógicas acordes con sus necesidades, con el fin de fortalecer la comprensión lectora y, a su vez, el logro de las competencias propias de esta etapa del proceso educativo. Entre las estrategias aplicadas se incluyeron la lectura de cuentos y fábulas, la realización de talleres, el uso del juego como herramienta didáctica, el empleo de material educativo, actividades interactivas mediadas por las TIC y el trabajo cooperativo. Estas estrategias favorecieron el desarrollo de habilidades lectoras, permitiendo así la mejora en los aprendizajes de los niños de primer grado.
		</p>
		</abstract>
    </article-meta>
  </front>
  <body><sec>
			<title>Introducción </title>
				<p>La lectura permite construir hábitos y
estrategias de aprendizaje para mejorar los
procesos cognitivos, factores que inciden en
el desarrollo de las habilidades mentales. Esta
investigación sugiere que el desarrollo apropiado
de habilidades viabiliza a los educandos a
alcanzar competencias en la comprensión e
interpretación de textos desde los primeros años,
lo que conduce a un aprendizaje significativo y
a un adecuado rendimiento académico. Por lo
tanto, es esencial desarrollar adecuadamente
estas habilidades en los estudiantes (Náñez et
al., 2002).</p><p>El proceso de enseñanza-aprendizaje de la
lectura desde una perspectiva crítica permite
a los estudiantes ser autónomos y a construir
conocimiento a partir de sus propias experiencias;
por lo tanto, es necesario implementar
estrategias encaminadas a mejorar el nivel
de lectura. En este sentido, esta investigación
tuvo como propósito implementar estrategias
pedagógicas lúdicas y didácticas para fortalecer
el proceso de aprendizaje y alcanzar niveles
de comprensión lectora significativos en los
estudiantes de primer grado de la Institución
Educativa Rural Chápala, municipio de Cucunubá.</p><p>La investigación surge a partir de la dificultad
que presentan los niños en comprensión lectora.
A partir de esta problemática, surgió el siguiente
interrogante: ¿cómo la implementación de
estrategias pedagógicas basadas en la didáctica
y la lúdica fortalece el aprendizaje en la
comprensión lectora en niños de grado primero?
Para dar respuesta a esta pregunta, se llevó
a cabo un proceso investigativo de carácter
cualitativo con un enfoque de investigaciónacción participativa. La recolección de datos
se llevó a cabo mediante diarios de campo,
observación participativa, con el apoyo del
docente y la flexibilidad del investigador, lo que
permitió diseñar estrategias acordes con las
necesidades identificadas.</p><p>El objetivo principal de esta investigación fue
mejorar los procesos de comprensión lectora
mediante la aplicación de estrategias pedagógicas
como el trabajo en equipo, la gamificación, la
experimentación, la lúdica y la didáctica. Estas
estrategias fueron diseñadas con el propósito
de abordar las dificultades en el área de Lengua
Castellana y ofrecer alternativas de solución
que permitan a los estudiantes alcanzar las
competencias comunicativas esperadas.</p><p>A lo largo del estudio, se establecieron objetivos
específicos que orientaron la investigación
dentro de un tiempo determinado, garantizando
la implementación de estrategias acordes con las
necesidades de los estudiantes y favoreciendo
la mejora en su proceso de aprendizaje.</p><p>El análisis de dicha dificultad permitió identificar
diversas causas que afectan su rendimiento
académico. Entre ellas, se destacan la falta
de actividades creativas en el aula, la escasa
participación y apoyo familiar en el proceso
de aprendizaje, la ausencia de un proceso
adecuado de aprestamiento, dificultades
para acatar normas establecidas en el aula,
problemas de concentración y facilidad para
distraerse; estos factores influyen de manera
negativa en el desarrollo de la comprensión
lectora, generando consecuencias como bajo
rendimiento académico, poco interés en las
actividades escolares y escasa participación en
clase. Por ello, resulta fundamental implementar
estrategias que estimulen el aprendizaje de
manera dinámica y significativa, promoviendo
el interés y la motivación de los estudiantes.</p><p>De acuerdo con Bastida (2015, como se citó en
Toala et al., 2018):</p><p >Los alumnos deben reconocer el trabajo de
los docentes, debido al aporte significativo
que tienen las estrategias pedagógicas en
las actividades curriculares, para estimular
el aprendizaje cognoscitivo del estudiante,
debido a esto ellos pueden interactuar de
manera libre, así mismo adquirir experiencia
en la investigación y trabajo grupal y aprender
a sociabilizar con sus demás compañeros,
estas estrategias tienen como finalidad
potenciar el rendimiento académico de los
alumnos. (p. 693)</p><p >En el aspecto práctico, se proponen estrategias
pedagógicas basadas en la lúdica y la didáctica,
con el propósito de que los estudiantes alcancen
una mejor comprensión lectora. Para ello, se
utilizó el método de estudio de caso, el cualpermitió identificar los intereses y necesidades
de los estudiantes.</p><p >Los instrumentos de recolección de información
incluyeron diarios de campo, observaciones y
aportes del docente, a partir de los cuales se
evidenció que el uso de estrategias didácticas y
lúdicas favorece un aprendizaje significativo en
los estudiantes.</p><p >En este sentido, Ouro (2021) destaca el impacto
de los cuentos pop-up en la comprensión lectora
y la autoestima de los niños de entre 7 a 9 años,
resaltando que la creación y utilización de estos
libros facilita la identificación del mensaje y
mejora la comprensión del contenido. Por otro
lado, Ayala y Díaz (2023) refuerzan la importancia
de la narración de cuentos con láminas como
estrategia para mejorar la comprensión
lectora. Estos autores señalan que el uso de la
creatividad y la lúdica en la narración permite a
los estudiantes comprender la información con
mayor facilidad, lo que favorece su desarrollo
cognitivo y comunicativo.</p><p >Palacios (2023) señalan que, en el ámbito
educativo, se exhibe una correlación
trascendente entre los niveles de estrés y la
comprensión lectora; es decir, a mayor nivel
de estrés menor el desarrollo de habilidades
cognitivas. Por tal razón, es necesario
implementar estrategias que posibiliten que
los niños adquieran la habilidades y destrezas
que fortalezca la comprensión lectora. Roque
y Chura (2023) hablan de la relevancia de la
lectura de cuentos por parte de los padres a sus
hijos, pero con el apoyo de imágenes grandes,
ya que crea un vínculo afectivo y, también,
desarrolla el lenguaje y estilos de aprendizaje.</p><p >Por su parte, Calizaya (2023) realizó un estudio
con el fin de determinar el nivel de comprensión
lectora en estudiantes de quinto grado, en el cual
se evidenció que las estrategias motivadoras son
clave para el aprendizaje. El estudio realizado
por Aquino y Pérez (2023) es significativo
para esta investigación, ya que se enfocó en
identificar la incidencia del rincón de lectura
en la comprensión lectora en los estudiantes
de cuarto de primaria, de lo cual concluyeron
que es fundamental evaluar continuamente las
actividades desarrolladas tanto del docente
como del estudiante.</p><p >La presente investigación tuvo como finalidad
implementar estrategias pedagógicas mediante
la didáctica y la lúdica para el fortalecimiento del
aprendizaje en la compresión lectora en niños
de grado primero de la Institución Educativa
Chápala, municipio de Cucunubá.</p>
			</sec><sec>
			<title>Metodología</title>
				<p>Para la realización y ejecución del proyecto,
se utilizaron herramientas tecnológicas
como Office, plataformas en Internet —para
desarrollar estrategias de aprendizaje— y
buscadores —para soportar con teorías la
importancia de la investigación y el proceso
lector—. De igual manera, se sistematizó el
proceso de la propuesta de investigación a
partir de la teoría y la experiencia práctica.
Para ello, se utilizaron plataformas digitales
como Microsoft Teams, permitiendo la
conexión sincrónica y asincrónica. Esto facilitó
la estructuración del proyecto y, además,
fomentó el uso de tecnologías en el ámbito
educativo como estrategia de aprendizaje.
Asimismo, la planificación y ejecución de las
actividades se organizaron con base en el
diagrama de Gantt, donde se plasmaron los
tiempos y las fases del proyecto.</p><p>El estudio se enmarcó dentro del enfoque
descriptivo en el área educativa, con el propósito
de recolectar datos que permitieran analizar la
problemática. La población objeto de estudio
estuvo conformada por cinco estudiantes de
primer grado de la Institución Educativa Rural
Chapala, integrada por dos niños y tres niñas,
con edades entre 6 y 8 años. La mayoría de ellos
son nativos del municipio, mientras que algunos
pertenecen a la población flotante. En cuanto a
su contexto socioeconómico, las familias de los
estudiantes pertenecen a los estratos 1 y 2 de
la zona rural. Además, la institución cuenta con
una única docente de planta, encargada de su
formación académica.</p><p>Se observó que los estudiantes de primer grado
disfrutan de actividades lúdicas y creativas,
como el uso de imágenes, la manipulación de
materiales, el baile, el coloreado, las actividades
artísticas y el juego. Sin embargo, en la lectura
de textos cortos, cuatro de los cinco niñosmanifestaron desinterés y dificultad para leer, lo que genera estrés, desmotivación y distracción
en su proceso de aprendizaje.</p><p>Con el propósito de integrar a la comunidad educativa en el desarrollo del proyecto y recolectar
información relevante, se aplicaron técnica e instrumentos de recolección de datos, entre ellos:
1) observación participante, ya que, a través de la interacción directa en el aula durante el
desarrollo de las actividades, se registraron situaciones significativas en los diarios de campo.
Cada actividad fue documentada detalladamente, permitiendo evidenciar aspectos clave del
proceso de enseñanza-aprendizaje; 2) diario de campo, este recurso se utilizó para registrar
acciones, sucesos y reacciones observadas en el escenario educativo, lo que permitió analizar el
impacto de las estrategias implementadas, y 3) encuestas de caracterización familiar, las cuales
se aplicaron a las familias de los cinco estudiantes. Estas encuestas contenían ocho preguntas
cerradas con opciones de respuesta múltiple, permitiendo obtener información relevante sobre el
entorno familiar y socioeconómico de los niños.</p>
			</sec><sec>
			<title>Resultados</title>
				<p>El análisis de los resultados permitió identificar los intereses y necesidades de los estudiantes de
grado primero, a saber: en cuanto al uso de imágenes, a los cinco niños les gusta realizar actividades
con imágenes; en la lectura de textos cortos, cuatro niños manifestaron que no les gusta leer,
mientras que un niño sí mostró interés en la lectura de este tipo de textos; sobre las explicaciones
de los docentes, los cinco estudiantes prefieren que la profesora les explique todas las actividades
antes de realizarlas; en la manipulación de material, tres niños disfrutan manipular materiales,
mientras que dos no mostraron interés en esta actividad; en cuanto a actividades artísticas, tres
niños disfrutan bailar, colorear y realizar actividades artísticas, mientras que dos evitan el baile;
en los juegos educativos, los cinco estudiantes manifestaron su preferencia por actividades que
incluyeran el juego como estrategia de aprendizaje; en la interacción y participación, los niños son
activos, les gusta preguntar y expresar sus opiniones sobre lo que les agrada y lo que no.</p><p>Con base en estos hallazgos, se infiere que los niños presentan diferentes estilos de aprendizaje,
mostrando una clara preferencia por el uso de imágenes grandes y actividades lúdicas como
estrategias efectivas para fortalecer su proceso de aprendizaje.</p><p>De acuerdo con la Figura 1, se deduce que la mayoría de los estudiantes se les facilita el aprendizaje
de manera lúdica y visual.</p><p>Figura 1</p><p>
Variables</p><fig><label>Figure</label><graphic 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"/></fig><p>La encuesta, realizada a cada uno de los cinco niños, contó con el apoyo de los padres de familia
(ver Figura 2).</p><p>Figura 2
</p><p>Género</p><fig><label>Figure</label><graphic 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ecrC5duty/f3/ChAkKMDI2Ng4PD+fxeN98801+fv6bb77ZpUuX27dvf/rppwoxCWz90u2TiV98PrvPN44aw1b8XDto3qIQMuRnRQ+2kmIyVLRPiNasAtRjS1dXNzAwcNWqVePGjZNja+HChTdu3CDoo6Ojc/78+dWrVyvAyMTE5Nq1azwer3fv3gUFBW+99ZaDg8OOHTsUohGH7+rqUoCtqN9NYfot8llCYYo0YAsh5LsttFlrhEAVFaAYW2+88Yajo6OXl5euru6vv/4qx9amTZvOnz8vB1BAQMDOnTvlh8TO119/nZGRMXbs2JUrV167du2jjz6Kjo7u3bv35MmTPT09nZ2dP/jgA/kl1GArkm9U+iCZQiuDrEhWgAZsYRiChi0V8dRSNIqxZWBgEBoa2qVLFx6Pp4Cts2fPyqETEBDg4eEhP5Tv8Pn84OBgHx+f3r17L1q0yN3dvU+fPk+fPjUzM/P09PTx8ZHHpAxb2YHHSbYkSI5CBWjAVkVpTUvWCOEqKkAxtubNm1dUVJTa8MvJyRGLxampqUOGDFm6dCnRbkVwJzg4eN26dXIGNd3p2LFjQkKCnp6eQCA4deoUj8cbOHBgZmamrq4uEZkybCU7bYTmLQo5Q3JWNGDreUahisYJ0VpSgGJs6erqdvz3Z2BgkJWV1bFjxw4dOowePTo7O7tr1648Hq9Tp0537941NDRsSit5iIODg7u7O4/Hs7OzO3HiBI/HGzBgQHZ29ptvvkkxtuIEszGxmGRjguSoUoAGbEWcu9eSNUK4igpQjC05dxQqiW+99VZMTIybm9ugQYM2bdoUExPTuXPnxpEb73fq1OnWrVuff/45Qav09PTRo0dv3ryZ4BfF2Ioy40sqKqiyMsiHZAVowJbX5isqGidEa0kBGrHVv3//w4cPy3nUs2fPbdu2Xbx40d3d/csvv5SHN90ZOnToihUr5OFWVlZBQUEHDx7s0aOHPJCySmIk36jk3j2SjQmSo0oBqrGFENq84HhL1gjhKipAI7bkiNHEDpXYyr8aSpWVUZdPfn7+48ePpf9OzoNhWHp6Omr4ZWZm1tTUELdy//59fX39w4cPS6XSDRs2YBhG3S2SkRPV2BLViGEEtYpsUhINsNX+uQOTHTcwtlUeyWR1JSUtbeLS0pZWIbKzs+vcufO+ffsIONTW1vbp0wfDMISQmZnZ3bt3cRxHCNnZ2dXV1W3fvn3IkCFXr14lgySUpkE1tsqKqxzt2ra4lhLr5ewpwFb7sZU43wEhhnoZNS/ylRQwytykpe6ydnZ2zs7OvXv3JhwrObZwHBeLxYRXJZPJRCIRQkjU8GvMbplMVltbS5yVc4gIrK2tlclk8kB6d6jG1qPbzzjLGhILDthSYtUqnoq2MG/JZ6HXJnEcbw+2kpKSFixY4O3tjeN4Y2wtXLjwzp07OI6Hh4f369dv6dKlK1euHDly5JYtWwhy5efnGxoa/vnnn9bW1osWLaqrq8NxPDc3d+LEiX/99df06dMnTpwor37SKxHV2Iq6mEyi9XI2KcCWimxSHk1cVkqv+bWUe3uwlZKS8vz5cz09PbFY3BK2evXqVVVVhRAqKyv75JNPKisrEUKjRo0KCQkhGsIWLly4d+9ehJC5ufmxY8eIwNzcXIa0glGNrQt+cZxlDYkFpwZbX3bq9H8dOrzVoYOujs4bOjoddHQ68Hga3d5rGJM4ScNDqeUsq3qW3RI46A1vJ7YQQnPmzPH29m4JWyNGjJAXsFevXiUlJeXl5d26dZO32ScmJg4ZMgTDMDs7Oysrq5SUFKKBTH4VvTuUYgshdHRnGInWy9mkKMBWmLHh4bGj3IcP/WvQQOs+X0/64vOfP/m4/wdd+3XV4Nb/ww9GdO9m0PMLm4aJa3w0M3GNHFuMnXirndjCcTwnJ+err77Kzs4mmuRxHG9cSWyMLT09veLi4pKSkh49ekgkEoJHqamp/fv3xzBMJBJt3759woQJ3bt3nzt3LhcriTIZ5rHyDGdZQ2LBKcBWxNQpoVMMTk8af3D0yNWDfpj1zdcGPb8Y0+PTkZ92H6GxbVSPT3/7/DOTL3vN6dfXdehP/pqZJlCOrRfXw+j1GlrKvf3YQggtX75cIBCoiK3q6uru3buXl5cTt3Tjxo0xY8bIW+sRQiUlJb17905OZsQQdEq9LYlYCstekAIvarB11WhykP6Ew2NHOf3047zv+03/ujf/y15Gvf6nuc34y/+ZfaVn3eebZT/0dx8+NEATkzI3Wk6RsfMFth9bOI6XlpZ27Njxs88+IxqklHtbOI5bWVmtW7eO+MI4fPjwK1euIIS8vb0LCwsRQhUVFcTUQy2hlspwSrFVVyt2/eMYKXbL8USowVaY0eQLkycFjP9194hhG4YMXv5D/wXf95unyW3+9/0W9/9+1cAfXH/+yXPMqNOTxodMMQgne1Jmubd1f/1aKo1N9bzUxtbGjRszMzOJjBBCrq6uY8eOJbC1efPmx48f4ziemJg4a9Ys+c3o6+uXltZ/mpBIJG5ubsOGDfv111+vXr1KNMOfO3fOwMBgyJAh+vr68fHxcv9LfjktO5Riq7a6zsnuCMeJQ0rxqcFWuLFh6BSDc/oTA8b/+veYkXtGDt85Ypj7iF80t+0YMWzXiGH7Rg33/nX0yYm/XZo8KYzcdRIbuVqRfKNbixbQYnWtZqo2tlpNmR0RKMVWfV9TW+hrSoICFGDrBt8oYuqUMGPDEEP98wYTz0waHzhh3PEJ445pcjs+YdyJCeNOTvztrP6ESw0LU5O7SKLczyJ2bgpmM9OMAVvKnwul2Mp8nA/YIkUByrAVPnXKdWPDa0aTQ6cYXDHUv0zJdmWKQegUgzCjySQvSf26qxXJN4qe/rty86DrrKy2tijuZktbcXwc9u8nP7rukN58KcVWyt0cUowWEqEAW5F8oxsNW8TUKRFTp4RTvhH5krvUmIK3FWVuIoNZt+glkFq5U4qth4lZQBxSFKAGW4SRE/Ci668CaMg9rMdWnUgtw4GL6FSAUmzdi4UFe0ho2HK09acSW+SSglGp1U8WWFlJp/1B3mopQCm2EsNTSfE1IBHAFjn4M50q/reDpVrmAxfRowBgixz3h2KSArYAW/QAgxm5ArYAW0bkIKDJdzotSBa8LWZgqK13AdgCbAG22mo1EJ9mBQBbWomtY7NWaYEvw3z/C7wtmvmjZvaALa3ElpPQ57LFbCBXexUAbKnJDZovA2xpJbYcbf13CTzCTM3aa7fMd4g0eoeALZr5o2b2gC1txZaj0M/Has0NE2Mgl/oKALbU5AbNl1GKrbvRaRR3FGB3ds5C72ALe40Of1GfCBr1kkhKPMqML674Z2I8mg0Rsm+LApRiCwb3kI7RbYL9103N2Q0XzZUOBve0hRUMikspth7fzibdbiHBv2c5QVVRPbQBthiEorbcCqXYegoT12hgujEnoc8Zy/nq2S3Hr4qyMGfIdJ1tsVkS4spkspycnNraWhzHi4qKtE4ESrFVmFcGzpEmFNhqcyDUzILjDFKj+LGzZpDAAA0kUVNVFx6U1NJ24/x9iVjabLbOzs4//vjjkydPiLMikYjP5xPTK8+cOfPevXtE+PLly11dXQcPHuzn52dhYQHYalbMfwJrquoc7bT2y50GHCUSEbZv9pYIU74apsvlSxIXzFP2vtJ3ruRlhZJ3Y9PcozVV9UtGN/3Z2dmNHDnS1NSUIJF8nUSEUFpaWnV1NY7jCKGnT5/iOF5VVZWcnCxfZKxpaowNodTbEsESGJpkX+CMJVxmkBplv7dmNTMtsz3YunLlysCBA9PS0nAcl2MLx/GwsLCCggIcx589e3b06NHMzMw9Db+XL18SIty/f3/Pnj1btmzZu3dvXl4eAT4Mw6Kjo93c3Hbs2BEXF8cQv4xSbInrpNsWBSr5NwKn2qOAi8Dzyu9WalgvZy95tH0r+7D16NGj4OBgExMThFBjbDVecOyDDz7Yv39/cXHx6dOnBwwYQCzampCQkJycXF1dHRMT8+WXXxYVFeE47u3tbWVlVVZWlpGRYW9vL2bGZLCUYksqle3483R7LLNN12609avfhHRvDbfRpjtXM7LQb/dst+umppzFUFsLnnMuiH3YSklJEYvFffv2ffbsWUvYGjp0qNyZ6tatW1lZGaED0QqGEDIwMCDWHBs/fvyZM2eIyMRZJihGKbbqV4vcckVNm2xj9WqjrZ/lhCU/fftb/dZ33BBqt3mmrutsvNfbeG8Q+G4Q+taj09aPmoIfmbkSOqCqyK/S5PtMMMKm99CeSmJKSgqO46dOnZowYUJVVZWKq1LjOF5YWDh//vwxY8aMHDnyvffeCwkJIaqW3bp1++WXX4KCgvLz87lYScRxPNg7lhrr3WjrN2qgEY+mn8Vvi1bM3L961t9rrQ+vt/GpJxdV2Nok8LpoYaOi3XI8WmVmfcs0A3/tx5ZEIunXr19QUJCK2Kqrq+vVq9fZs2erq6sRQubm5gS25C33Li4u3bt3J1rHaFeMUm8Lx/HwoCQKsEXUDUf9QBu2jEYK55luXmKxc5XV/rXWhzcIKHW4dtjsug6jrFUYACQqLKTdApu9gfZjC8fxiIiInj176unpEatSN27bGjFihDxfPT294oZf9+7diaYrhNCkSZNCQkIQQjU1NURMDMMGDx4s70Ihv5yWHaqxdSeKimGJG239Ngh9R/0whSZnizdmEH/mxOX2xhuXWOxYbXWwvrZIocPVMMp6HVQVlfuSUeYmmExGi9W1mikp2MIwTE9Pr3v37qpgC8Ow4cOHL1y4MC4uzt7evlevXgS2pkyZIhAIwsPD3dzcRo0axZDeElRjq6SwkoKuWwS2RtKHrcHfjDYcbmM5YekfJi5/Wu5da+1FKbZs/Z2F3mct5wK5lJAr3t4WYVirBKElgtrYysvLE4n+W0KttLQ0NTWVaJDKz88nusVXVVVlZmbKy5WWlkZ8SZRKpU+ePElNTa2rq8vJyalsWNNIKpVmZWU9fPgwMzOTwJ/8Qhp3qMZWTaXIec4RTdcTG7DlQyO2+vYcPHawicmYuXZGG5dN37XW+hDF2HK09d9us/8qdJ1vuap4b81qhjQwN7V/tbHVNClWhlCNLQxDLg5HKcDWeoHPyAGKlcSff/75yJEjSUlJwcHB8vqjpaXljRs3kpKS1q5d27FjR3m4fIdo2kxMTFy8eLGuri6Px9PR0XFzcxs2bJg8jsKOXo/vhn9vMGWEQGi4bqmFx5rZNGDL0dbfc/YmJe4Gx0/lnD3DWJNGCEnEUiUbY4FLjaRUYwvH8QMbztOCLVNT0/T0dFNT0w8//HD06NEEaPT19bOysn755ZeePXuGhoZu3rxZAUC6urrnzp1bunRpnz59Hjx4MHz4cB6P179//4iIiHfeeUchsvyw16d9f/luouFwa4HhmiUWO+nClqPQ98yM+VBVbBbQxYkJ1NgY5EK6AjRg64JfHPXY6tq1a3JysqGhoZwsxM6JEye2bNlC7A8ZMuTp06cfffRR4zhdu3ZNTU3t3bs3j8c7fvy4nZ1dhw4dDhw4YGVl1Tiawv7/uvcZ2m/C5OGzacaWrf9mwcEQ8xnN2i2nA02MRUUM/YxIupGzL0EasJX9pIB6bI0fPz4lJaVv377jxo0bMWLE+++/z+PxOnTo8ODBg5kzZxLQ+fjjj1+9etWvX7/GDOrcufODBw8GDBigo6MTFBRkZWX1zTffREREECk0jtl4nznYcrT1P2C9JdwERlm/tq5arJWlrK750cjsM3L2lYgGbBUXlFOPrblz55aVlZ08edLX1/fatWu3bt3q2bPnO++8k5GRYWxsTBCna9euZWVlP/74Y2MA6ejo7Nu3LzAwcNGiRampqV999dXBgwft7e2HDBkSEhISHx8/Z86cDh06NL6Ex+MxCluOQr8TM5dx2rdq0jB/d8Vyxn5GZB9lSC8RDdjCZJjrH8c0Sq6Ntn4KTfJLly4NCwsjWqPefPPN06dPe3p6vv322+np6VOnTpVjq6SkZOk3V4YAABBoSURBVNCgQQoM6tSpk62t7fr16wcNGtSnT5/4+PiuXbvGxMRYWVn98MMP6enpffv2VbiEWdiq7w/hBaOsG4P7qZ8P6bYECVKmAA3YQggd2nSJYmwJBILIyMi33nqL4MvixYvDw8N5PF5CQoKtrS0R2KNHj+Li4q+//lqBQfJDHR0dLy+v6dOn9+jRIzc3t0uXLjweLywsjM/ny+MQO0zDlqOt/26bnTDKWk6uwtgYymwMMiJdARqwheN4zKUHFGPru+++y8rK0tPTI7oveHt7e3p68ng8Dw8Pf39/gjUmJia3b99+7733FBgkP/zuu++io6P/7//+7+OPP3727FmPHj06dOgQHR2tr68vj0PsMBBbjkI/v5mr4KtiJN8oytxE/O+cB6RbFCRIgQL0YCsr5QXF2HrjjTfc3Nzi4uLmzJnj7u6enJz81Vdf8Xi8Pn36pKenu7q6LliwICUlZcaMGQoAkh/q6Ojs2bNHIBAQbfmBgYHe3t6rVq1KSUlR+PjIuLatfyfP2CTwOj9NKPc4OLtz09oKGrYogIvmsqAHW3UiyeZ5Gmzeatq2xePxdHV1f/vtNycnJwcHh8ag6dWr17Jly5ycnAYPHqyjoyPnlMLOO++8Y2tr27lzZyL8/fffd3BwWL169bfffqsQk7HYcrT13yHcG875Cbkeum7SnEVByhQoQA+2MAz97XRBcw5Xs9hqChfNhTCxkvivz3XYagPHq4pFcbEUmBZkoTkF6MEWjuM3zt8DbGlOASUpOwm8z1o6cLaGGMk3qisu1pxFQcoUKEAbtopflDvZaWpMNXhbSrDVMMp631Vzji5QFm8ngIYtCsii0Sxow5ZEItNc8xZgSzm2HIV+B2dtijAx5qDPlXnEn+PjkDUKFGoSpw1bOI4f2x3einX92xzT1miALVUUO225kIPYqshIp8a0IBfNKUAnttIf5KliXWrEAWypIpqr4GDo79waZX3T2gqTiDVnTpAyNQrQia26WomGpgwEbKmCLUeh395Z3Bpl/eTgfqghUkMWjeZCJ7bq1x/bGqKSgbWxtkhga8aEZb98N2ng16N6fz7gs4/1Puny2Yfvd/+gczdNbx++371Pz4HDv9enfZrA1rUV+h2fuZwr/SFMjMsbFuPSqEVB4hQoQCe2cBxPS85t3bTayCxHW39iUua/ZnsusdgpMFw7ZYTNyAGGg78Z0/+rYd99+bOGt6H9vxr2Y5+xYwbxTUbPsTPaQNekzCoKu0l4+NI0ay40csVYzYDJaihgCgVZ0IwtUa14y4LjKhqY6tGIJTDWzD60bPquOVOdzMfNn/Sz5ZiBU0f0nzzse31NbyP6Tx47iD952Ozp45c4mLgst9xD/RIYqmvlaOvvYbOTC13nH7tvo8CiIAsKFKAZWwihkwdutMnGVIlMYGuttdfKmfsXmW8XGK6x+G2RyZi5xiNtjUYKNL0Zj7Q1GTPXcvxSW6MNi6e5r7I6uI7iBcfa6p8K/Y7M/Iv1DldlRgYFFgVZUKAAzdjCcTz3aRHp/U6J5V3X2/issT60YubeRb+7OfA32RlvtDVabztlncY3o/V2xhv/MHFZPM19JR3Lu6pCdoU4zgKvc9PtWNzIFTtrBmNXRaTAzlmWBf3YkkpkbktPKlhR+w/rHS6B73ob7zWzD62yOrDccs8yy11Lp3tQsy2z3PXnjL2rrA6usT5M9dqubXW1/o3vZrP3mtnvbPW5coLOwDdE1sCLfmzhOB55/n77OaWQAuFwbRD6bhD4rrPxWmt9eM3sQ1Rua6291tl4bRD41q+QKPTbaOuncIcMPPSa7chKbEWZm9QWvmSN0UJBGIGtitJqTdhwPbls/TYK/erhRdNGAEsrmFX/CIQ+rBxl/cDZEVwtNsGOEdhCCPlu00gHLqIzxD/8IihG+V9NEFlzaW4VHLxqNp1VPpeJ8atbiWwyWigLI7CF43heVrHmTBFSbpMCf892iTCZyhpyxdsJMIkETJ1NCjAFWzIZtnv12TZZF0TWlAJC35OWi1mDrdyLF9hksVAWHMeZgi0cxxPDUzVlh/9+LIP0VVTARXgo1JwNVcUocxOZSASmzjIFGIQtiViqiZ4QKhoqRFNQYK+NW7ipibb7XNnHj0FjPMuYxSxvC8fx6MuaXYhMwTLhUJkCQt8jM1dodQfU6GlmoqIi9hktlIhB3haO43UiiYtDgDJbguoehQq4CA9dnGajvQ5XiscOcLVYyThmYQshFB6UBNhijgIeAo8IU742kit6mllNfh4rjRYKxSxs4TguqhVvXXSCOXbL9TsR+vnMXKuNVcXUvbvB1WIr4BiHLYRQ9KVkrsOCwppgq1I7C7yCp9trl8MVZcaXVFay1WihXIzDVr3DVSOGT4qt0oTKCO42u6+ZatMo6/RDf4Nts1gBJmILx/Hk+EwqzRLyakUBod8hK0dtqSrGzLCQVFWx2GihaAzFFoYh92WnWrElJtWk2H+rQr+g6X9oRVUx98J5aNViN9oYii0cx7PTCkifPpD9cNEkyrfaHLhqbslwciXOmwsjENnNLMZ1N20sN0IocF8EgIZBCgj9Dli5RJgwuD+EifGr27cav0Wwz0oFmOtt4TheWlTpOu8Yg+xWk76MdhRT6HtyxhLGNnLdXfknVA9ZySmFQjEaWziOx1x5qB32zBmiuQgPXfndioFVxfqhPK+KFd5vOGSlAkzHllQi27niDJCLUQp4zHYLZ15VMffCOXC1WAmppoViOrb+WdrH/gij7JbrNyP0OzpzJaMcrrsrl0NLfFPzZmuIFmALIRRyPJHrpGBYJdRFwKBR1lFm/KqsLLaaKJSrqQJagC1iZog9a4KAXIxSwF2wO8zMnAk+V6afb9M3G0JYrIB2YAvH8Ze5pZvmHmWU3cLN+MxaTzu27q5eAeu2sphQzRZNa7CFEIq6AEOs/RnFSieBd7AFnaOsYyyn1b540eybDYEsVkBrsIXjuFQqO7DhPKPsFm5mu80+2tayNjHOC7kCXw9ZjKeWiqZN2MJxvLpC5L70JMCCUQp4Wm+iZYGyFHc3YFZLhs3ucC3DFo7j6Q9ynedAfwgm1RaFvqct51PcyAWrH7IbTMpLp33Yqm/kugiNXEzClq2/q/Dvq2YWlJErZvq06uc5yt9sOMtiBbQPWziOy2SYp/NFRlWU4GYOWG+JMKVkLWvTqSX3kqB6yGIqtVo0rcQW9ORiIiWFvscsl1EwyjrDxxuY1aphszuCtmKrfn6I4qqtC2GxDAbVFl0Fnpd+t9ZoVfHBZheEYey2SShdqwpoMbYQQmnJuTCVIKM8r902OzS3QFnifAdZXV2r7zREYL0CWowtHMcRQrduPGGU3XL9ZoR+R2as1ERV8aa1VV0xzEvDeiKpVEDtxhZBrtjQh+BzMQeXzgKvCxZCcquK0dPMagsKVHqjIRIHFNB6bBHkCjt9hzl2C3eyw8YjzJS0UdbR03+veJLKAWOEIqqqABuwRZDrgn8c8IIpCgj9vGauJ6WqGD3NrPzxY/h0qKpBcyMeS7CF4ziGofO+sUyxW4ZNj0W9LE5CXxLWsjadWpJ0F5jFDRa1oZTswVa9z1VPrpvUmyjk2KwCW20OhJmr33U+6nfTovi4NrzLEJUzCrAKW4TPdfpgZLNWBIFUKyD0+3uWs3qjrKN+N311+xb4WZwBUdsKyjZs1ZNLhp3xjKLaRDlfK2xWcCehz2nLhW1t5IoyNylOiAdmtc2UuRSbhdhq8LmwIK+YZg0JAilWYLPgYGhb1rKOMjd5dec2MItLFGpzWdmJLeLb4qWj8dCfi2JINZvd7llbVawqxs6aUfbwYZvfYriAYwqwFlsEueKuPnaeAzPQ0z1uUeh3fObyVquK8fa2osKXHDNAKK46CrAZWwS50u4/h7UzmnWCqAx0FXpemqZslHXifAdJRYU6rzBcwz0FWI4tglzPMwq3Lw6k0kohr6YKeNjsuG5i0sygHxPjlJ3uMpGIe9YHJVZTAfZjixCmtrru0KZLTW0JQqhU4MisNQrYijLjZx0LgLlo1DRfrl7GFWzhOC6uk14OSKDSSiEvBQWcBN7nG42yjplhUZp8Hz4achU+6pebQ9giKoyJ11NdHAIUzAkOKVPAXbD7WsNa1rcXLawtKABmqW+7HL6SW9giyFX8otxj5RnKDBUyek0BoZ+P9caHW7dgUimH7Q6K3i4FOIctQi2JWHrqYKSTPSxcRnXfCPdlJ1NuZ4GT1S6r5fzFHMUW4XalJuVsWwRfGKkj1yGXS5XltZw3OhCgvQpwF1sEuWqq6ny2XHmtFgOjCzWggItDQPSlB5gMVq9or8XC9TiOcxpbxBuAELp/8yl07NIUu+38vTZfriqvhYohEIcsBQBb/yhZVys5ezjaeQ60dpFZZ9y+5GRyfCaGIbLeV0gHFABv67V3ACGUl1XsuQnWuyaBXE72Ry4HJNRUQd/3194xOCBFAfC2FGWUSmSJ4amu845pqtKkgZYjpt3qwY0XivLLoFao+G7BMUkKALaaERIhVCeSXD112+UP6JjaFs/Lzt9jxZm05FyoFTbzVkEQeQoAtpRpWV0puuAf5/oHeF6tw2vX6rMPEjJlUvhWqOyNgnOkKADYakVGhFBlac2lgARorW+pKuq+7NSdyDSpRNaKlHAaFCBJAcCWSkIihCpKq8/5xAK8GsNr2+LApOh0iVgKzVgqvUYQiSQFAFttEBIhVFNVdzkgYfuSk42tl2v7TvZHDm68kJnyQgbdR9vw+kBU0hQAbKkjpUQsvR/3dP+6c1wb1bh5/vFg79j8rGJwr9R5b+AakhQAbKkvpEyGFTwvCQ28tWXBcZY7XHb+e/4KuhuVXlUBnd3Vf2HgSrIUAGy1V0mit0Rq0vNDLpfYt1DQ5vnHg7xiigvKMQw+Ebb3VYHryVIAsEWWkjhCqLa67v7Np4ddr2h1nwkn+yNuS08GecXkZhbJpBjUB0l7RSAhkhQAbJEkZKNkEEKiGnHGw7xg75gdy0852rXe6YkJdUwXh4C9a4JvnLtXlF8Obe2NnifsMk4BwJYGHwlCSCqRvSooT4pJP7rj2taFJ5iAp8b34GR/ZNeqs5eOxqfee15dKYKJZTT4NkDS5CkA2CJPS6UpIYRkUqzoRXl6ct7JfRE7V9A2K7TznKN/O128fvbus7SXVeW1GAbVQKVPDk4yTwHAFg3PBDX8JGJpaVFl9pOC0MBbx3Zf37cueMuC4y5/BJDVo9V5zlHXece2Lwk85HLp9N+RsVcevswtrSyrAU7R8MghS1IVAGyRKmc7EkMIScTSmqq6itKal7ml92IzYq88DA9KCg28FewVc/ZQdMCu63vWBCtse9cGn/GMOnso+tKR+KuBt6IuJideT3mYmFVWXFVVXiuqEUMrVTueCVzKUAUAWwx9ME1vCyGEybCmW9OYEAIKsFsBwBa7ny+UDhRgoQKALRY+VCgSKMBuBQBb7H6+UDpQgIUKALZY+FChSKAAuxUAbLH7+ULpQAEWKgDYYuFDhSKBAuxWALDF7ucLpQMFWKgAYIuFDxWKBAqwWwHAFrufL5QOFGChAoAtFj5UKBIowG4FAFvsfr5QOlCAhQoAtlj4UKFIoAC7FSgoKPh/CG4CRXYLDNwAAAAASUVORK5CYII="/></fig><p>En cuanto al vínculo familiar, dos estudiantes tienen un solo hermano; un estudiante, dos hermanos;
un estudiante, cuatro hermanos, y un estudiante no tiene hermanos (ver Figura 3). Este hallazgo
sugiere que la presencia de hermanos mayores en el hogar puede representar un factor de apoyo
en el proceso de aprendizaje de la lectura.</p><p>Figura 3
</p><p>Vínculo familiar</p><fig><label>Figure</label><graphic 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"/></fig><p>En lo referente al apoyo en actividades escolares por parte de los padres de familia, tres
estudiantes cuentan con el apoyo de su madre; un estudiante, de su papa, y otro, de sus
hermanos (ver Figura 4).</p><p>Figura 4
</p><p>Apoyo en el desarrollo de actividades escolares en casa</p><fig><label>Figure</label><graphic 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"/></fig><p>En cuanto a los servicios públicos, cuatro estudiantes disponen de agua potable, mientras que uno
carece de este servicio. En contraste, los cinco estudiantes cuentan con el suministro de energía
eléctrica (ver Figura 5).</p><p>Figura 5</p><p>Servicios públicos</p><fig><label>Figure</label><graphic xlink:href="data:image/png;base64,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"/></fig><p>En respuesta a la pregunta: ¿quién asiste a las reuniones en la escuela?, un estudiante indicó que
ambos padres asisten; otro estudiante respondió que solo el padre, mientras que los demás niños
señalaron que únicamente asiste la madre (ver Figura 6).</p><p>Figura 6
</p><p>Participación de los padres en reuniones escolares</p><fig><label>Figure</label><graphic xlink:href="data:image/png;base64,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"/></fig><p>El análisis de las gráficas permitió concluir que
los estudiantes no poseen hábitos de lectura
constante en casa y que, en la mayoría de los
casos, es la madre quien supervisa las tareas y
demás actividades. Además, se evidencia que
los estudiantes presentan dificultad para leer
textos cortos, lo que genera desmotivación y
limita el desarrollo de ejercicios de escritura. Por
ello, se implementaron planeaciones basadas
en combinaciones de vocales y consonantes,
empleando material pedagógico y lúdico, así
como el uso de TIC en el aula y la aplicación
de unidades didácticas. Con estas estrategias
se buscó fomentar el gusto por la lectura y
fortalecer la comprensión lectora en los niños
de primer grado.</p><p>En la revisión de la teoría, varios estudios e
investigaciones han realizado una variación
en la clasificación de la comprensión lectora,
además de incluir la metacomprensión como
un tipo más de comprensión. Sin embargo,
según Vallés (1998, como se citó en Martínez,
2014), pueden identificarse algunos tipos de
comprensión, entre ellos:</p><p>Comprensión literal: implica la obtención
de un significado literal de la escritura, es
decir, reconocer y recordar los hechos tal
y como aparecen en el texto. Es propio de
los primeros años de escolaridad y está
compuesta por dos procesos:</p>Acceso al léxico: cuando el lector reconoce
los patrones de escritura, los significados
que están asociados a ellos se activan en
la memoria de largo plazo. Análisis: consiste en la combinación de
las palabras en una relación adecuada. El
lector comprende la frase como unidad
completa y comprende el párrafo como
una idea general comprensiva.<p>Comprensión inferencial, también
conocida como interpretativa: constituye
una comprensión más profunda que la
anterior mediante la relación entre las ideas
del texto y las experiencias personales o el
conocimiento previo del lector. Está formada
por tres procesos:</p>Integración: cuando el lector no comprende
la relación semántica del texto e interviene
para comprenderla mediante reglas o sus
conocimientos previos.Resumen: consiste en la producción de un
esquema mental por parte del sujeto lector
para representar las ideas principales del
texto.Elaboración: se refiere a la nueva
información que el lector añade a otras
que ya posee o le resultan familiares, lo
que permite aumentar la probabilidad de
transferencia.<p>Comprensión crítica o evaluación
apreciativa: es un tipo de comprensión que
exige haber superado la comprensión literal
y la inferencial. En este tipo de comprensión,
el lector es quien juzga y valora las ideas del
texto a modo personal, relacionándolas a su
vez con sus experiencias propias. Es propio
de los estudiantes de la educación secundaria
obligatoria. (p. 9)</p><p>De acuerdo con los documentos investigados,
se concluye que los problemas de aprendizaje
identificados en los niños de primer grado pueden
mejorar mediante el desarrollo de estrategias
que les permitan expresar sus emociones y
sentimientos, ya que de esta manera se favorece
la comprensión lectora. Además, el apoyo desde
el hogar es fundamental para motivar y reforzar
su aprendizaje en el aula.</p><p>Diversos factores influyen en la aparición de
estas dificultades, ya sean internos al aula
(problemas de memoria, falta de conocimientos
previos, escasa lectura), externos (discapacidad
intelectual, ruido, limitada promoción de la
lectura) o personales (motivación). Por lo tanto,
en el segundo objetivo específico: desarrollar
estrategias lúdicas y didácticas que contribuyan
al mejoramiento de la comprensión lectora en
los estudiantes grado primero, se diseñaron e
implementaron estrategias pedagógicas basadas
en el trabajo colaborativo, experimentación,
exploración, gamificación, las cuales se aplicaron
en las clases del área de lenguaje. En la Tabla 1,
se encuentran las estrategias desarrolladas y su
respectivo análisis.</p><p>Tabla 1
</p><p>Implementación de estrategias pedagógicas</p><fig><label>Figure</label><graphic 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T7QxmSZ/iDl3zDaLvyv3u2r3jSqH1oxvqdhzJLFDYNErYo35TAnRt1E3eX8bWZsmMfLlmy4Td2i0NHwSejDKEzE643ANBYWVl98dvVL7ySkNtanXj7dm08Be19IPNJewPyI/2NJ1b0pge9ld1aqXAbU1H530+Wb/ytWKHpewHEt16ifRtjc9qA0F6+O/OCL0nR5kCRiPLbU5Jn+K3rPAJe/9N8CyXcy5yt5ai6cSY1OSOvuMoqm8+ov5uXmZKSlV8ivMnBOOx2BwMArGhNyb5SxnXDjpqDswJ0E3aW2Gw2G1sEAK4wAI7apBe665/dfqcR/uz8uApx6OvvXsxMTTtzpbiWv+Jy1BZfzclKOZmckXtbtEWuWzBXW/Jf0rUhBUmqOU8VkAAA7BXXzlhT0nNu1wr6ag6IjA6nJKauKC8jJfVU/q1K8U1xRWE8X8rSUEagMSj5hAWm6Fo5F0j48qKd7xtcnoFyhZQFzjX28oJsa1rOHddtSabm5rm0lIz8EmFQKMt02O12vj04xYu/wkeSABCHxSUE1bQENfhDr3sJviZ7IGmMqLYE92JHtRexQAAAIoLlAhTagJgJYTflUoOwV1xP2V9uafJGrADFqdBjY2Q0+N8XJM/wP595g1ieZ1Sf3jYr0qyhTBaLyRDcs7uB4u+b1ObuWTysq5YyWQL1Wip09DvHXXMgtfuidfSo5etiB1qMgUEGrTpg6MqkuwyAnbKmC/+hRqy/YAd8/2LLfHMg3Nhc/HFnPdVnv1zwiEVLGQNNlEptCJvweQ4Atoy4wTqVSmu0WAJ1GrU5Ijb+fL3TYohCN23r8a0vjOobSKkt8350/cATwquG+06jBfHluQNFJIC5l7xxYl+DhjYHmShN4MPzdp6vZWug6IA/NuZ/s3iohaKMQUEGrUobFLk8qRJ+jxQGcNLQRiBrKfoEIF3LUeD6j4IvKdZ5T5F5BtoVUjKcrnn5vZiIIFNQoE5DhU3acuL45thBFn1AkIlSmwYtO3KXzVoRMpnib6Zb9CM/vsynGszN+PEBlunfFDcZSZIG4nOL8KGXkPAgVI0Of48DDhXBSgIU2oDtzhdjdQ8sSuKunpi78c/qui444jpH94pCMxD+AgDdiBWg2AGyOSoZI6HVP09JnuGffvMUtTTPqD6+oj8dNm1rdpkDAKam4OvZPWlXnlF1fEW4KWJBQk6lA4CGwqSVQ429XvyF3S0U9pzqriNeik+90wBA/eXtkx6ghr13zg7qSy9vn2KmR286XVBQUHD1VoUNuPMM0FBWsHtmV/rPG7Kv32A/Bd8v6a1zzq4w5Udf6E2HTd+Sdc8OmPqS8z9+sCb+FACOgqQd36bcqIH9sL0kOe5xU8DkPc55X4hCRelChsau3Ry/Y8umxLPcrArHhrBPwAjiijv/I5AwpT/Me1AX8fy+/BoG2Muy/jUpVBe5OgVemyLogGNAccLUoMBnNmaXO+Dkz7WTe+I++qWcARhhGGk4NtAYFHyCca2IC2X4oiKd/QSZZ3gcT06HBkct25VZYgNMVUbccFptHDBtfVJBDQNsN76KDqGHr8uBRCJl1vzyYhg1cG2Ga+bDnrtuhD7spV9rQJORJGkgPrUI4FsvIQkNgWpk+CsHnGDmkJOJimBlAQr9EoPLMzD2CrozjL9QjdgOFKAA74xRYINjxX/+kzzDf3zlC1JJnlG+f0aQYcw2flWY4E5k2d7ooJC5h9mLb6iJKdkx3hC27Djs6uCgpove57yaBwBeC9CGmQfgmCu/+SjoX0BD0qIHdGO/cK4JBaAx+ZV+zjyDKd41wWQa/+VtRCtiGspvXT6fdTJh0QA6cm0mm1BAFNQzn14TTjuLORGqdv2iJEhUCYEEfm0MmPo1u8wEVrBf3BhFhyxKqkPSAQvlrR9BWSbvuilegYIUBgUjyBWCVDACV0vqE5RrhSrYYwR8WblO/AUyz3DZrOAKKRsS1zSeWNGHfvT9866QYG5/MYY2zzokqKUg05b11iCq5wv/ZtP8+pOr+usGv33KBhNZdFiykSRpIL60COBjLyGwCB66VaNBexpwqAhuRAqQtgFcnoGxV2gGb5+CvyQ+F/aQsi7Se2N4zX57QPIMv3WdR8DFeYYtfU0kHbkmnZ8HcOcZ8CfK0CNiCP8Z3Mei0TuTC0krAnWJMXrdtL2wE5S2Z3HDROYZMOOgH46TL7djyjPjl46JsFAqlZoydw0OpLXhr6fxeYYg21Gw3921AYARJKqJQGKzrg539e2u4g1Hnw+mR24ucEgzA44OWM5+cdu4bhq1KWz4uNnL4j79LrsYQkcKg1UQ5LJa0Ubgakl8gnStyzDBP2X4ggKd/hCZZ6BdIeVE4hpb5tpI3SPvnOFSz4qvJut0MYmwFkam48qnowyWqQl3GVD+/dwQ0+jPr8G7KMhIKnDII0k02GO1iUzwtZcQCRH2A2jQiPYikQSQEVyLFCBpAwCTZ2Ds9ZhBic+5LsGZJoqXyvtgjJQP/zsneYb/+cwbxOI8ozHl1f70oLeylPIM6+pwum/sx/sShZ+DyTdg9yhtRfUHZjQ7z1illGcwpd/NDqFCx759IP1qWQMD7HkbovS+5BlYQSICG5MVkSj1jQsReYaLDpdYW8npw9veXT7nuajeZo02bPb+2wxSGKyCIBcOQxg20LVkuR/UruhaEQ/ciRw+98t98R+RZ+BcIeVF4hq4TEmYZ1QmuPIMvExukUb+9fhxAQ/EHrjHzvwhI6nJPAOvTWiDr72EUIZogEaDhlXkASeb40RGMJu7yQUoXP8484znjyqsz8DYKzIDx6DE50DQQ0ovxbw1RsaGhGe/OCV5hl+4yWeQ4jyDublltC5oZmIFJ889n8EU755oskTvVXr6FTUUsvMZP8616MbvEFQTTiog5zOYovhxBuM46X0Tdo5Z8FShz3kGVhBnPfsfgYQp3jXRaOaWhsCZigvrR9Ddle6bcJ0KFMcwgm6hMW9DFGWI2V+DFAarILoouKYUzrgj2EDXAqBe7BOsa0VcKMMXF+nkZ4g8A+cKKSMS1yDzjKZk1vz6YhgVPi16qP6h5X9wz6xgwlIWSaJRsiltbit87SXcEtgjdz+ADP865YCrkUgCmAhWbHDQcHEbAEzpzud0xhmJwnu/rnWgGHs9ZlDic65LcM5niKF4a4yMDSk7/nBO8gx/8JJvGJmq25fPb58WSD3y2q9510rhwxmOq1vHBJii1v5+1wYcVZd+Xje1n971vAlcDtmHDpu48dh1+AgnU3sr8+AH7zjfdYFpReyN5LB5h4rg4tGaWtE6UIBenwGYkkNzQqmw6VszS23w6dFLv34Wt+OU48rHI/WWsZ/k1DCAqb3xx5b5g82UL/MZWEFiOpWRAKb08PyedP+5CblVDLCVpm+e0EM3aE0qZBFBB8wMUt6dtuCjIzmlcA1JQ+HhJQPoiDVpNpwwjDScEWgMAEh9gnKtmAckfFmxzvwFzDOoAcsOX8h3fy5dL63DBaaED4lrkHkGzr2sSOhHbRcVNXwdt7gDznEhw1IWSaJRskltbit87CXcAtgjd56BBo1qLxJRABXBdmUBcJYELnAR9ks262sDqJ6z9xXaAFNX+N8vFg8L0rieN8HYK7z9g2NQ4nNRniGF4qUx/OSzlBR/Oid5hj95yzus1Xun6bhnSrWRbzjfwtmYv2dOhEmtNZgNum5RS1ZMDuOeNwGg5vzuFx/vTqspQ4BZp1HRIcMWfg3nY2UdmHBW0HE1YWYfnZoyBhgNUaLnWuFQi1oHyt6cTts8IyJADd8VSqu1geEx2y8AptL64fgwWk2bAo36bsPnvxobSfuSZ2AFSWlkyhWQAMCUpW6a0s+ooYwBBq3GMmTh7lznVSWiU4GTHpf3zB0cTKnUlCnQTGtN/aZ8mFLOznAghaHIhSAxbKAxsOmkxCfKrpXygIEvK9pZv4B5huBRbbb9aB+OO4VxhZQKiWuQeQbOvU6Z9nPvDaPM4+NvCibJ0GEpiyRRntG0NoEdPvUSgvrwUJBnINsSur1IhKE6J7QAWb/kuHloySCTWqsPMOm7Pvr8uqVRNP9cK8ZegRmYGJD4XJRnABkU5eboQBsjY8PfviB5hr95rAXw2soKTqVnXiiqE3ZfnFx7ZWFOZlrGuYK7NdzKNe4n5H/4xhlr+tkrJfVKEpHV4EhaV3Qx22rNunhXAKauOD87LetisfT1GDhBir95I0gRCXw4tfBcujUzT5ksRa22ihs5mVZrZu6tav4FCM6CPggDwBsjBHgUfOKZa9HwBdLvz0MfXYElCyPTceXTp4w95h/mb3O6BfkUScCrYGrxXgLVlrwIOOUIRgqQtQFoU1pGzi32sXk3m+wR1l53WYy/3IXkRzIoAHhpjFymH31D8gw/chaBShggDNw3DDRYV0fQ4a+lcksX7xvDiaGdjgGSZ3Q6lxKDCAOEAb9ngCn/YV6oaeRH+R7PKvq9ycSATssAyTM6rWuJYYQBwgBhgDBAGGh3Bkie0e4uIAAIA4QBwgBhgDDQaRkgeUandS0xjDDQ0RiwlRdeunSlqFO8EqCjcUvwEAY6LAN+mmcw1ddPWc/edL28psOyywFj7uWnWfNKJE8fcL/61f+Ow3wnIrUjR0ALOpy5s2eKRTdw1e/8Jjod2fBOi639G46HCJjSi1brRX6HIX92iIcW+7OJWOxe5RlM8fcrnnnyyaf/9l2Rt88vYkF4/6P7PZbe122HGsJnsIsPvvzUU0sTua3F2gFNs1QKmWeab4vjdsZPh1Ov+/IuGgGpzbKoicrNQAjfZOG7fQJcPNGC79rqkHN48/XZzrw7LPDRuDSPZjPa0+Tmm4qTwFvWXn1oGzUcDAceIpC+lAIjsaP/5KHFHd0Mn/F5k2cwt7Y/aw4K6aY3/GXrjfa9Nuc6Pz9Ziy2IMqbs2IdLlmz4zV+zdCHzLWCLdLsjLwJZQKoXtbwu2gyE8GVF4j2UvNburMAT7WP95lTjHN4cGWxdx5UDb67ec97Dl6K0p8nNNhUrgLeM5BlYnuSvB2yieEf+uY06qw5LgRd5huPaZ88Yeyz8avv0IN3IzVcEiQbjsNsdDAD28qunrNazhdWCFsT9JmUAvrckJSUrv0T4dDhX2FF144w1JftKmeQ6F36fmpyRV1xlfT1c9+j7OYI8w15x7Yw1JT3nNnxrNv5Tf/diZmramSvFtQIjgLKApiAJNHFF5TSIoowrBmtyx/bygmxrWs4dbheDmpvn0lIy8kvQW6AL9KIPvRav6BUoH8E8p8AJwVFbfDUnK+Vkckbu7RoBtVwpuVsdNQdnBegm7Cyx2Ww2NoY4Y5BIuALi9w0CgFLOlxcdIMQzdUV5GSmpp/JvVbqoV0LI2SOUqKxeqTZbC6EfvlK08trp1OT0C0X1DOPgKRGrVFYmhOM85mrJI9JVFg1D5nBXDaxqZezOmsrNC/6GqMWBdymGSZu83eLgOOx2u10Qhm5B+COcTHmAuGShzZPDFluGVCcu5sasqIorLG9j7oquI1FvhG04SGvdMjm9yiGGsM1DBPx8hq2sIDvVevam4PVanF43kuZawrEjDzIYo0qjC4ehrTkX2uwnx57nGY5Lm57QP7jkl5qy/TMtNPuGaZeNMByoPy1c9WwfszEwQK/RBD/x5jHX9TobKtO2Ht/6wqi+gZTaMu/HelCbu2fxsK5aymQJ1Gup0NHvHHftwgUL06OWr4sdaDEGBhm06oChK5PuutKG6tPbZkWaNZTJYjEZgnt2N7j25YCj9b3kjRP7GjS0OchEaQIfnrfzPLddjtQN1We/XPCIRUsZA02USm0Im/B5DlYAFpJYOIYGYbsSHjulv/xeTESQKShQp6HCJm05cXxz7CCLPiDIRKlNg5Yd4ewXK/PozCvxSK8ANPNCW2wZcYN1KpXWaLEE6jRqc0RsvOvaFcmh5B3P1Aj42nKAjg+x0Z4pF9eBZyhDG/O/WTzUQlHGoCCDVqUNilyeVKmIENqjE8U0wnbF2kj9ADAV6Zun9zepKXOQmaaDe/U0w2WZhl8AACAASURBVBiHmH2zFQJFNUwMDGWHQxgIO+FPytid1wHo9ompJTQZAHm7xcMBAL7uW8u/bh9C9OiDMVEpQKBMtHnKsIWWYdTJwwyjCtnGFIz2TD/KWrFAXIihbfMMAfsedepPL6yZ1C/AObA88ORbx50Di5wctDbPLAFKQQYvZJHubS/OxR7wjzOP8wx77rrHdGFL/1MHQMXBWcHUI++c4SYTIN/qbk+uTMgutQGm5kL89AepfitPsBOk8DcVpQsZGrt2c/yOLZsSz947viLcFLEgIacS7rxVmLRyqLHXi7+wG9uxgrqOeCk+9U4DAPWXt096gBr23jmop/r4iv502LSt2WUOAJiagq9n9+T25WBKf5j3oC7i+X35NQywl2X9a1KoLnJ1isIaUbiBTW86bPqWrHt2wNSXnP/xgzXxpwBOAAaS1MEYGoTtSnjMVgmOWrYrs8QGmKqMuOG02jhg2vqkghoG2G58FR1CD18nnLSR6sSfeyG+CukVDPOi4c9RkLTj25Qb7CWHvSQ57nFTgGu3UzSH9aWXt08x06M3nS4oKCi4eqvCBgAaicRYIZFo5ZJKSPFMccLUoMBnNmaXO+DszbWTe+I++qUcKCGE9ohjGqVeoTbaPKbs50W9dA/N3nUetgx7We6OmQ/CGIcW+GYrS7xyw0TDQDU1CANlJ0Bhh00X3bxwtYQmK7ZbHByI1cc8A22iYoAwOPOUuhvPnSkPMzST7JCsVu46pS1AyCzSo4jmIJOFCTGkbI/DmRUeMnLV16fgXou1+btm9OQGFjk5KMcpWyKf81YMslO2Dsi5zAl+8IWneYb99D+G0L1f/p1NHip/mNuN4jbmkt9Gs6W9HkH3eyUZzjzDeKCe+fQafwOgbG90UMjcw/yKc6Zkx3hD2LLjXGFd9D5uLoK5G/8sbZh5oA6A8v0zggxjthVys6DcTWOYbhbvmmAMmPo1v+DBfnFjFB3CbuAtdgAsaTKNl+5FjhUA8StDEstW2GxMQINwmBAeS6SzWzc/+j63OSNz+4sxtHnWIQ/vaMsASfdVwohHewXDvLi/cKlnGspvXT6fdTJh0QA6cm0mvPElsVLgVoX1C2gkUvuERKKVS2ohxdvz1o+gLJN33eSyZ66ifIWFLKa5ogq2S2uj9APA3N35nNE8aU8x1wVyMQ6l+2SrlHjgjkg0DGRT44yEmYPUx0jsuPaJtph1gdtkRLvlAcngOH9xNNRWV9c2cF0GX9yjA7lMRICgew8kbLdlPBS5OoWuE6mqiTbGa3EdeKIfYa1UFCbE+KIKtnmCQG4UsKWviaT7vZLSqEAOp06mzUNLEN7qiJxzpvrTfw/zDOhhKnTe3jx43VlQcO5/plq0/VaddK6tkIwjgCn+chytj9kP8wXpb6wgQ4+IIfxncB+LRu9MLqSF6xJj9Lppe6udARa5Jp1frsH1wXYAbNbV4brBb5/ifwMNR58PpkduLpD6oTH5lX70w3HZ7pJsCbQAhxw/D0kqXF5UQIOwXQmPJQbbMtdG6gQTRRVfTdbpYhJbKs9Ai0d7hW3aCObFwx9Tnhm/dEyEhVKp1JS5a3AgrXVttCqxEgg5lI7DaCQywoVEopWLq2HE2y9uG9dNozaFDR83e1ncp99lFzvjRIpQ7mgA0OoltZH6AbClvjaAHvRWFh+dXIxDC3yxVQ6Uj0gcDNiXKzkcwkDZicSOa59oiyV5BqLdouGIfe7dGcpEAJQDBN171Ct3Nx47U9ps0D2dQj8rbGNSAjwKJmVrpaJk/TsfYpho8ZkBVriBHVhk5CBjE+E3qSWIIEO6tx05l0L3h3PP8oyGk6v6STdL7qLptewYe3NC6nPmjvM6HP4o/Q36je4b+/G+ROHnYPIN2LdIC/PbjzemvNpfsQ9G9GMLEXnGKk/zDKcAhTyDhyR3rhS9gAZhyxYeS6ogdpBuuTzjzYHCNKYygUtj0F7BMS/sL5jS72aHUKFj3z6QfrWsgQH2vA1RekSeIeRQMg6zfSkyPsScu4nEKRfXQRsKy9lKTh/e9u7yOc9F9TZrtGGz99+GQ7zsiRGJ1wBOvaQ2Uj9w5tLhq9OayDNwysS2ytsTH5EYGEiHwxsgKB/DvIVWwo5rn2iLZXmGYrtFw5Hy4Pl5EzLlAcJAKqWXOc7eoz5ZEbanrUbWGyrmGawqXNepYLunDUdurVyYrC3wfT+OSg8RKAgfCyd46xRCGxmbELPcEm7SkLeoUdlbSPe2I+c8Zj868CjPqDu2rBc9OC6rHj4V4PzUnvh7Pyp0cRJ8Fl4aDjVJi0N1URsvKqUOTPHuiSZL9F7Xyk8xU1JB/IDE3NwyWhc0M7GCK89d6znnZScaza6lAPB3+4X1I+juSvdNiuLHGYzjFO6boAUgIXFI3P+lRQU0uNuVsJeRMddueQbaKzjmhbaw92QGvcXPFXmcZ/w416Ibv4MPBzQSN9GuIzepOOXiahjxDCPoexrzNkRRhpj9MM+QIJR5DeDUS2pj9IOyfTFBupEf8w9y1f+xvC98pgpa4IutcqB8RGJgIB0OcHaisOPaJ0BaLMkzGOV2i6Mdcuaoqywvr6xjhYmjAH2Gk6kYIDVM8S5E74GA7bEzpf0JvEOsrEqhD+a7TgVbPQomRWvlwqQg+RDDRYun4SwVXvfbSz11URvy7PLQxjhO0RLZO1wQ3uqInMu90PG/8STPgLFDD/snt2zAaRS810t1YxdawHCgnng3o7gBAKa24IeXh5qCJ+92rqWQhgqAy2360GETNx67Dh9AZWpvZR784J2EXKWkxN1YHFe3jgkwRa39/a4NOKou/bxuaj8997wJU3p4fk+6/9yE3CoG2ErTN0/ooRu0JlVhFoApOTQnlAqbvjUTriuyV1z69bO4HXAdKFqAFL8bksy3GBrcLVvYy8haS7vlGRiv4JgX9BeOKx+P1FvGfpJTwwCm9sYfW+YPNlMezGfYst4aRIXNO1QEFwXX1NowSKSEu0nFKZfUQoZfY8q70xZ8dCSnFC4Uaig8vGQAHbEmDV4LSRHK8mqcemltlH4Is/q/rz2sDxwS+/anWze/u3z6sFADJX/eBKdMYisLVLlhYmCgHA4ATjUCO2zVmOaFqSWILaDYbrFwfF0HijFROUBsGPOUYQt7AIw6WeeAZ9KLfkrALFq/srXSAHOCVA4xtGyvGKD+9I+0Inh/vu7qkVWPBQRP2sW+uklqL1qbsiX8rCFvkqK34DpQ5OAgxYAZG1qUcx6yHx14kGdUHp4XQrseORRYZst6cxBlmZlYxnZnmm59+gTqTYEmWkP3/Mvb/+GexpT6AgqoOb/7xce702rKEGDWaVR0yLCFXxfA5VrSwkLHNebvmRNhUmsNZoOuW9SSFZPDuOdNAGDKUjdN6WfUUMYAg1ZjGbJwd67C0yZQNVOetnlGRIBaqzebaLU2MDxm+wX4NVIADpKADHgIiyJocA+JwjYmM7j98gycVzDMC+xiKq0fjg+j1bQp0KjvNnz+q7GRtAd5BnBcTZjZR6emjAFGg+thaWR8iAn3TLm4DjxTFm+/vGfu4GBKpaZMgWZaa+o35cOUcnaGQ4ZQGhMAY7uCfYr6nTDtt3//18szxj4z+rlZr8af+GnVAP2fNl2CP/lmKyYiETSwMJQdDpsJ2scAKGJ3LsJENy9MLYHJiu22CTg+Pm+CNhEdIGjzFLobz50pCzNcRyUtLOw6nbHl/itgFmku2lq3HHiECTGkbI/DuXZftJ4KixxgYQcWNdXj6bd+gxckCkMFOjY9tUQxyOBz9kj3thfnYg/4x5kHeUaThrj4rq66cS7dmn2JvSJsspK9sjAnMy3jXMHdGo9nNm1lBafSMy8U1QlmuHlFjqrCc+nWzDzlX/lisLHWFV3MtlqzLt4VCfJcgFCY+9gnGtzVO8QRyitY5t3I64rzs9OyLhYrzCW5C8mP4NuirOlnr5TUux2LQiKvzX3jlXJl8baKGzmZVmtm7q1q8WMKSgg5va7/GPUKtZX1i0SW7YuxWP76vWyGFxbCKBPIaDoikTDQDvdItQJ2D5qXQi2BNcrt1iM4QikeHKNlIgMEoM1DdDduHGh17jLCI7QqYSnPj5H60dbywpsKMaRsXgI8wJdyVN88n2H1pFtByvHAEhcghLc6Euci6vzkpAXzDO5xVD+xvMVhuprc/U5Di/N6/wisSv5y3bZ9R45bszJ+T3x/Sl/9Q8v+U9UM89syIn3D7lutZlBCqrYsA20ZYi2LnEhrSwZaIs+oS5xhNM5IRNyqaEtr2lUXoaFd6e8Eyiv+/fqfI3taTDqdKbhv1PQ3vrvYvKS1LSPSN+y+1eoEru4sJrRliHUWzu5HO1oiz7gfeSM2EwYIA4QBwgBhgDDQNAMkz2iaI1KCMEAYIAwQBggDhAHfGCB5hm+8kVqEAcIAYYAwQBggDDTNAMkzmuaIlOiUDNjKCy9dulKk+DxHpzSYGNUmDNgrbrJx5X52qk3UEiWEgY7LQFvmGcy9/DRrXon4icFmUeObRN9qNQto+1T2G0Priy+dzsw6X1Dq3DCnLdhi7uyZYtENXPU7v6NfW2j1UEeLO67FBXpoyP1XjLn7TXRXOnLF/zpfvtIZCGCqr5+ynr3Zuuv826EL8Mo3pAV5RZe0cFvmGcL3wxQffPmpp5Ym3mle0i+QKDUMc+5hLcftjJ8Op16XvzkOI7pj/eShoW0MmhH5nqlIfv/p7hR8cZou9MWj6Z9Ej5r8YUZLks7rE9ppO/PusMBH49I65mxGizuuxQUKuexMx3yw+Ngx2c+veyzwkTdSqv2MFJzdgk0efLRK2pXy2lh5yl2Aj6paqxppQc1itr3yjLJjHy5ZsuE3fjN334zwzfke1pJsgeUbwnat5aGhbYyREfreUfDJKEPozITrDQA0VlZWX/x29QuvON9C31KweH0CgY4rB95cvee8l+8TEwho3cMWd1yLC2xd+9tPOh8svuUZjqsH417ddaZ1L/1bgx2c3c3PM6RdKa8NmoLoAlrDymbIJC2oGeQB0PJ5BuOw2x0MAPbyq6es1rOF1XyLFbmKKwbRc8f28oJsa1rOHVczZWpunktLycgvgVtOKH5EEgFw1BZfzclKOZmckXu7Bn17RlILSoZvbExJycovcU/cO2oOzgrQTdhZAjeOYy3icQqxeKgTVmHqivIyUlJP5d+qRFokFN3sY4mhXkAFwF557XRqcvqFonqGcTjNd+JBSfHCiVxR6LGkF7rrn91+p5HboI/j2m18/d2LmalpZ64U13IuRUFw1ZFVcOtzlbBXXDtjTUnPuQ232OE/XDFH1Y0z1pTsK2VNzaooRA0fI80SInEcj9B5gDSfM4Ar7z6XCkSK4Ko6/3MC5G0Z/o4SwtUSykKVFZbpGMdC9NyxRx0T3kRke1LufTyII6Xow/QyDrvdbudakALVnK38TzCCU5Mz8oqrrK+Hww39BO9tVtLNCZBHPrYr9a0L8Cr4oEnNbfKSFoR3Ns8h70aPIshdrdMdtXieAV8QR/1p4apn+5iNgQF6jSb4iTePOacthK4SHsMq9KiX34uJCDIFBeo0VNikLSeOb44dZNEHBJkotWnQsiPcfiliBwil2DLiButUKq3RYgnUadTmiNh4xPWqsBYAtbl7Fg/rqqVMlkC9lgod/c5xuHlo44kVvTVd+A8F93dh3303bevxrS+M6htIqS3zfqzyWGdj/jeLh1ooyhgUZNCqtEGRy5Naf2GA0FDP6QFMRfrm6f1NasocZKbp4F49zdyWdQAtxQsn8rDgfi5anmPugHLuyAg9XX32ywWPWLSUMdBEqdSGsAmfAwwExQo5duHmIAAw95I3Tuxr0NDmIBOlCXx43s7zrpdhOS1Yvi52oMUYGGTQqgOGrkxSjjtU1Dj3e6BHNVOIGLE45NEeYO58MVb3wKIkLlVm7sY/q+u64Ag85ymHwtAixKrYzSsQbRkjpDnNRAKgHU6FTHkR0zhOlduT0zbl3qepOELVQvcybFPTRr6BvCMptBuA6tPbZkWaNZTJYjEZgnt2N/A9AKK/xCBW6kp5beguwOV7eReQY/cq+FqoyfOIvWlAbAvybWhrh9BvTZWtkmeouz25MiG71AaYmgvx0x+k+q08AWeoha4SHsPmrA6OWrYrs8QGmKqMuOG02jhg2vqkghoG2G58FR1CD18nzKZ5QoRSHAVJO75NuVEDr1DtJclxj5sCBJvF81UkOKqOrwg3RSxIyKmEG4YWJq0cauz14i/VANSXXt4+xUyP3nS6oKCg4OqtChsbNCpKFzI0du3m+B1bNiWe/X8e6mSKE6YGBT6zMbvcAYCj6trJPXEf/dL6C8V8oocp+3lRL91Ds3edh5TYy3J3zHyQ37IOTbIXTnTDaigr2D2zK/3nDdnXb7Cfgu+X9Hbt/Mzu3NqbDpu+JeueHTD1Jed//GBNPJxmRfkZbkIqq3DKJow7pvSHeQ/qIp7fl1/DAHtZ1r8mheoiV6ewE2isBV1HvBSfeqcBgPrL2yc9QA1775wwcrhjZNSwMaJurhAhYk4l9x9jvqd5BloEp8T1n2VEuS1j3ABr+dZMJOrb5dQdnM6h08OOCc0pqj1B67yOI3ZKAVUL18t4lWdUH1/Rnw6btjW7zAEAU1Pw9eyeXA+A0u0iSzHyFbpSN8vILgDyg2rRaLblwddCTd6NGNcFSUOWbUE+DW1SSX5+3ip5hi56H//CZLh/PN3vleRGfJ4hqNJ4YkUf+tH3uW3omdtfjKHNsw4p3UsXOt/lCKah/Nbl81knExYNoCPXZipNfQtqle2NDgphN7d3VmdKdow3hC07Du9rSG8qOi/vnvn0muymR5M67XnrR1CWybtuCqYe2yBwBIZy2pqEytzd+ZzRPGlPMXdHQenurIIU2KI8dKIQVkPSogd0Y7/g1gM3Jr/Sz5VnMMW7JphM47+8zQHhTHB5SuZnZAW3PljEGDD1a35ZkP3ixig6ZFESlCmxAE4H0IaZB8Rq2TNM1LSIEFye4YKj4AGP5zPQIiS2SowBgrbMlVTAAWtRPjUTTmh7/ncHiywiPOiY5HQg2xMAABVH6GCECTGyFraXcTTUVlfXNiBvnAjsLt8/I8gwZlshV1bQA6B0N8rIEjUfWVcq0AYQXQBMM/BdAJCzLe+jW6jJKzVJBfXSyJW0IA8iSCqhk5y3ep7BFH85jtbH7K/1OM+wZa6N1D3yzhluTK74arJOF5PYVJ7BlGfGLx0TYaFUKjVl7hocSGtd+5JLXeUOclv6mkjK0CNiCP8Z3Mei0TvTJFnjkAQNm297qNN+cdu4bhq1KWz4uNnL4j79LrtYKQGSAm3uudtQeGngGVRb6msD6EFvZfH4BL0MToqEHJwThbAQnYwdAJhy0A/HZfNAXGwgDUFVEHQRNuvqcN3gt0+5ZTYcfT6YHrkZypZYAOoSY/S6aXvlTsBFTYsIESCWaUeaDzzOM9AiJNqkxgjaMiaepLVwUSNR2AFOhcEpsQQX00hOke0JAGQcoYOxGlurOb2M224Ii45ck843EncPgERci28+sq7UrQ1g8gxki0ayLWvEoGWavHjwQquXBrAXESSt2rnOWz/PuOOcjqgTu0oYaDJnvDlQmGdUJniQZzCl380OoULHvn0g/WpZAwPseRui9E3nGdbV4XTf2I/3JQo/B5NvwBxH1jgkOIE3OgGwlZw+vO3d5XOei+pt1mjDZu9HXKi3YHy5SfYcKtvLhK9OU+hlsAZLyIHztCgnumEhOxk2z1ilkGdgDGlMVqoguk+m1OksROUZ9QdmIPIMTNRIaAA+CUHnGRjzXXnG80ebWJ+BEyGJPakxDN+WcUJktbxomhIA7XAqDE6JJeiYxtCBbE+AHQIVex+FPMMVRzDPQEUfS5bPvYzb7saUV/sjrjSQuu3yPEMY+bKu1K0N2QUAeKmh2KIxbHuWZ3jf5IWDF069NGA9jiBpxc523up5Rk3S4lBd1MaLdqGrxMe+O8MdruyM1KC3+Ktfz/IMpnj3RJMlei9c+Sn71P8416Ibv8P9mwQnXCvah/ZMJ8MINDTmbYiiDDH7W/3dDT7RU7YvJkg38uMr3Kxp/R/L+7pWm+MMlpCD7pPFvkfPZzBF8eMMxnGS+yYYCMoVRHkGU7xrotEsWLZjv7B+BN1d8b4JOkXARY2EBt+EoPMMjPmAKd35nM44I5G7ZYlYB4oTIWkDUmPcbRknRFoLV1aisAOcutuMbOhExzTORFR7grcF0L2PlER3noGphe1lHA1V5WXlNbKbvi7O3XYzN7eM1gXNTKzgvOGez8Dolo3wojxD2pW6teHyDESLxrEt5Q3ee2mBJi/stHDqOcq4/xI46AjiKnTW/62SZ1BPvJtR3AAAU1vww8tDTcGTd7P3+oTBJTz23RluKY4rH4/UW8Z+klPDAKb2xh9b5g82U03OZ7ALjfrQYRM3HrsOH3Fkam9lHvzgHef7G2xZbw2iwuYdKoIrRGtqnetABUsQgOc6G1PenbbgoyM5pbCVNxQeXjKAjljjnjJoreDyjZ7q/772sD5wSOzbn27d/O7y6cNCDZRrtTnOYC+c6IaF7GTgfBJTcmhOKBU2fWtmqQ0+l3bp18/iduAgKFaQrgM9PL8n3X9uQm4VA2yl6Zsn9NANWpPK3pOTWIBOEXBR0yJC0HkGznxgs742gOo5e1+hDTB1hf/9YvGwII38eROsCHEkQmOU2zJOiJQCXFmxvo5wJgxOiSXoUQJrIqI9uZY5KvU+2PkMZPQBbC9T/+uSUI3u8Q/yuNvRErIFdjuubh0TYIpa+/tdG3BUXfp53dR+elcPABdmKiFuYj5D1pUKtGHumyh3Aaf+H6avl7gMklzaEk1e0CSxzpawKoGDjiBJvU532ip5hqZbnz6BelOgidbQPf/y9n9cDwcKg0t47LszBFKYSuuH48NoNW0KNOq7DZ//amwk3XSeAQCoOb/7xce702rKEGDWaVR0yLCFXxewF/OOqwkz++jUlDHAaIjinmsVLHEFHuu0X94zd3AwpVJTpkAzrTX1m/JhSus/biJoG55DhRFuv/37v16eMfaZ0c/NejX+xE+rBuj/tOkSpARjsBdOFHgN1ck4O0OmPG3zjIgANXxZKK3WBobHbMdBgAsBZBUuSJ9rLUvdNKWfUUMZAwxajWXIwt25rte1SCzA5BmYqGkRIULHSXocjAcAcNw8tGSQSa3VB5j0XR99ft3SKFqeZ+AZFKmDxiDaMgaHlAIvFIq0t8+JMDgllmBGCQwdqPbkNE+x98HnGajoA7heBt7xoCzTv0E9py0Oucb8PXMiTGqtwWzQdYtasmJyGPe8Cbq/lJAlbj7SrlTIMmJK08mPYovGsC1FAaUwLdHkBYgx6qUxK4GDiSBpzU523ip5hi56X3XVjXPp1uxL7BV8m3FWV5yfnZZ1sVhpzSgWhL2yMCczLeNcwd0acb4PX0hjTT97paRecONDJMpjnbaKGzmZVmtm7q1q7p6ESFDrn3gMVQilbF+MxfLX7903eXySIpTo3TFTV3Qx22rNuni3jncBFoJSBYlKR1XhuXRrZl6RW6SkhEenyKjxqLarkA9CcObbygpOpWXk3GKf70bjwInga7l6SWRb9kiIS5o3ZXkA/nXgmYmy9gTfiYfofbD2K9dS7mXsOeuG6/r87Rh3Tw0r2PkjDKT0zAvKTURZN15q010pqr5ii/aMbV5kCzV5Xp6X6vl69+lBa+UZXgT0fcp8xzW7KvnLddv2HTluzcr4PfH9KX31Dy37T1XHhUuQtRYDkqux1lLT2eW2f3tyFG4ZHTBifa74Gqqz807s6zgMtHieUZc4w2ickeiai+44hhIkHjNQ8e/X/xzZ02LS6UzBfaOmv/HdRZI1ekxeZypI2nKLeLP925M97+D6bX/wr8RpEauIEMKA5wy0eJ7huWpSkjBAGCAMEAYIA4SBTs4AyTM6uYOJeYQBwgBhgDBAGGhHBkie0Y7kE9WEAcIAYYAwQBjo5AyQPKOTO5iYd38wYCsvvHTpSpH7saD7w2w/tpKpvnP50qVbcLdC8hEwQHgRkNFZDkme0Vk8ibSjvuTy6YzMs5dLvH7aFylS+gNzLz/NmlfSDj1m+2mWctCu58ydPVMsuoGrfq/0AQbh0AfSml2l6t9LwqiwOQe5LQSbLVAgwJ892oq8+DMtAu/64yHJM/zRax5jrrJuGBNKaXQmI911/k9eJRqO2xk/HU69zu9zgtMpeIkNrlgr/NZ+mlvBGE9EMsUHX37qqaWJouHJdubdYYGPxqX5NpvRLA69CRNP7LtPyjiufzHW0m/JUX7n4Ba1u1kebUkkitGKU9CqvHQYWnAMdM7fSJ7ROf3KWuW4/vkzxh7RuwvqAbBVVXr3dKps7yMMUe3XgNtPM4aO1vyJKTv24ZIlG34TDlCOKwfeXL3nvFdppABjszj0JkwEOu/zQ6b41w0rP0up5N8817J8NMujLQlFKVpx8luXlw5DC46CzvkbyTM6p1+hVY7afy/poX92+51Gm83u4Ls0e8W1M9aU9JzbcEcX/sM47IIyADhqDs4K0E3YWWKzCWo7aouv5mSlnEzOyL1d475NotCA4dv/UlKy8ku47UN5TfV3L2ampp25UlzrFgB3O1OqIEXFC+EOJJoR+LjSkv/KSBT54YDYywuyrWk5d1zvh2Fqbp5LS8nILxFsT+UuevWU1Xq2sFpAM/ebBIiy8fCVyXVFeRkpqafyb1XyGmQysIAdVTfOWFOyr5ShJ6YkHEJsis5gQUs4Uw4TuB2NJ0EGJXrnMilxLX/O0euBp1HgHXa7XRTbAPBfceI54JJzJYc7i0qIB0BSU3gu8ahnFPMQOWgC1O6v2CNOtQcccUVhPe5YKSa53zhNkvMW4cUnWjhA5H9zGCB5RnPY68h14bv0tV24DxX1Qb4dMPeSN07sa9DQ5iATpQl8eN7O865JDvbVj9O2Ht/6EXd+WgAAIABJREFUwqi+gZQ6aMxzvTVc3S5dqBHrL9iBLSNusE6l0hotlkCdRm2OiI13XUOLG3Bt7p7Fw7pqKZMlUK+lQke/c5zb87b67JcLHrFoKWOgiVKpDWETPmcZRFaQoLLM+1HKuFAzGp+0FgDKSJD8QCD0qJffi4kIMgUF6jRU2KQtJ45vjh1k0QcEmSi1adCyI66tI2BR6k8LVz3bx2wMDNBrNMFPvHnMNfsgswfuZIFiqzH/m8VDLRRlDAoyaFXaoMjlSXD1hdBitEOdgJevix1oMQYGGbTqgKErkxCbW4gkovEocHb6xAp5mCBJdG7p6Q4yyzxMSMld1jbfeOFpRLwxxd9Mt+hHfnyZTzWYm/HjAyzTvykGzJ0vxuoeWJTEJd/CPXUBwuFKwZpjR0liWRJ6FIFSyiYGtSBPdtbygiMhEkxMoqxhefKGFyzDQjAe0iKliZz7xgDJM3zjzQ9qNZQV7J7ZlR65Lv1KQcHV2xU2pvSHeQ/qIp7fl1/DAHtZ1r8mheoiV6ewl+awD1BRupChsWs3x+/Ysinh98vbp5jp0ZtOFxQUFFy9VWEDwFGQtOPblBvszhn2kuS4x00Bri3WhQ246viKcFPEgoQcuJC+oTBp5VBjrxd/qYabnB19oTcdNn1L1j07YOpLzv/4wZp4AACygnNjbiGqxLNS3oWa0fgktRBIMPxAetTBUct2ZZbYAFOVETecVhsHTFufVFDDANuNr6JD6OHrctjXOrNFuz25MiG71AaYmgvx0x+k+q08wd7UkLKciDaeKU6YGhT4zMbscgcAjqprJ/fEffRLuTjPaApw1xEvxafeaQCg/vL2SQ9Qw947p/jiaSGHSGcocnaqvlQaJhhMbJ4hcicmpCQua7NTLzyNjLeaX14MowauzXBNQdlz143Qh730aw3AjYLKDmeUm80pG2pkZokSehSJUkopGrW0pGccyZCw1ZRjEmUN3PQb0RCUAxLHsChF95gWqfHk3BcGSJ7hC2t+Uke8EyJTvGuCMWDq1/ydffvFjVF0yKIkmGjAPoB65tNr/Ow8QN54ZxrKb10+n3UyYdEAOnJtJpyPF/RrZXujg0LmHuafe2BKdow3hC073gjVm0zjv7wtuTxCVlBEJWVeoJn7SQEf95PzPwIJjh9Ij869VW/jiRV96EffP+8atpnbX4yhzbMO8bmEoCiwpb0eQfd7JRkyK2MZZTwA9rz1IyjL5F03pamB22IvAMPrZtow84DidgBuiQCJB8EZkIYJEhOkXmY+55cmXcYVbP3/XnjaBUYBPLsPes8X/l0Ni9SfXNVfN/jtU7ChYMZThMNRxKMksaAEHuUYU0DJ/cT9R6LmCnD/PeOILS1EIqkmjEmUNQ3IhuAtL3BmRAjGZYsHtHBWk//NYIDkGc0gr6NXFecZcGtorr9zIm84+nwwPXJzgWsIEI6OsgEEdpLlmfFLx0RYKJVKTZm7BgfS2vDX08R5hi19TSRl6BExhP8M7mPR6KP31TYmv9KPfjguW7JOAF1BEZWUcmHXgcYnroVCguFH0kXaMtdG6h555wyXA1R8NVmni0lUzDOY4i/H0fqY/fAGlUQMQBoPNxO/uG1cN43aFDZ83OxlcZ9+l13sZM5tMc6hUk11iTF63bS97MAnZkPY/aLxIDiThQkSE1QqBYULKSnItjqXYMR5GhNvjiufjjJYpibcZUD593NDTKM/v8beRcGMpwiHo4hHSWJ5cseIVxSjUEu594wjGRJJNSCISZQ1MDtQbgje8iLNMzDOk5pLzpvPAMkzms9hh5XQdJ6x0PM8gyn9bnYIFTr27QPpV8saGGDP2xCll+cZ1tXhdN/Yj/clCj8Hk2/YG5NXKeYZyAqKA5OUa3ePisMnroVBIs3DOH4kXSRc+yLMMyoTMHnGHedkBzdrJMzm4KisyJYTsK3k9OFt7y6f81xUb7NGGzZ7/23RRZnSmI4ADOoPzPAkz0DiQXDmUZ7BYoIWSVgEnrtM7MDWPJNgRHsaD55b7pB/PX5cwAOxB+45Z/Gc4+nzR9l1BzB1vxv/rK7rgiOuc7nDGRTxKEksN760ClgRgVrKt2ccSZDI3S+ISZQ1SF6At7yI8wy886T2kvNmM0DyjGZT2HEFiPMMpnjXRKPZtaICgrZfWD+C7u6+byIcAQGo/3GuRTd+B7eEE7D3Cga9xc9HKOcZTPHuiSZL9F6+Gs8OUxQ/zmAcJ71vgq6gMDDxwvgDd4+Kw8cXZw+QSND8eNazKs5n1CQtDtVFbbwI5z4kYgDOeIYR3GBqzNsQRRli9ovyDJxDpZoEfbqYDIlEL70nCxMkJqhVCspzl8kwt9oXEozoPKMp8DW/vhhGhU+LHqp/aPkf3P0qpnTnczrjjETuEXNhnqHo8BpEsAKUJJYYX1qFk1FF1FKyPeNIgkTufkFMoqyB2YEiL8BbXsR5RlPOk1pMzpvJAMkzmklgR64uzjMAU3p4fk+6/9yE3CoG2ErTN0/ooRu0JlVxdASAvVsbNu9QEVzOWVNrc1z5eKTeMvaTnBoGMLU3/tgyf7CZks1nsMvW+tBhEzceuw6fm2Vqb2Ue/OCdhFw7YEoOzQmlwqZvzSy1wQcfL/36WdwO5/JQ5QrynklOtrtHxeGT1EMhQfPjWc/KM0k98W5GMVzDVlvww8tDTcGTdxey0+YSMWjjAWhMeXfago+O5JTCdR0NhYeXDKAj1qSJsgKcQ6WaBH26hAzhfROk94Cy907Jw8SbIPPCZTLQrfWFhDh0ntEkeNiAtF1U1PB13DoeAIDN+toAqufsfYU2wNQV/veLxcOCNM75DGWH2xDE21CSWF58ahVORhVRS8j2jCMJEnlrFsakt7xgAhLJsGB9RpPOk1hMTpvJAMkzmklgR64uyTMAYMpSN03pZ9RQxgCDVmMZsnB3rutKS9J1QKscVxNm9tGpKWOA0RC1/oKdqbR+OD6MVtOmQKO+2/D5r8ZG0vI8AwBQc373i493p9WUIcCs06jokGELvy6A4yxTnrZ5RkSAWqs3m2i1NjA8ZjtLH7KCAioJ3+4eFWDwSSohkSD5kQBBjz7O3lTTrU+fQL0p0ERr6J5/efs/3AOlEjFo4wGwX94zd3AwpVJTpkAzrTX1m/JhSjmc4RBYjHGoVJOwT5eyIZKo7D1YRcF7FxTCxJsg88ZlUtStdC4hDuPpJsHbz703jDKPj78pmJgCjpuHlgwyqbX6AJO+66PPr1saRTvzDKTDFYm3A4QklhaBR5tEKeVREbW4kGccSZHIprNEMdlCvMCARDEsbDpe0yJmgJx5yQDJM7wkzP+LO6oKz6VbM/OK6oT9n7Jd8H1N1vSzV0rqXWXrivOz07IuFrOX7sp1nN/aKwtzMtMyzhXcreFWSzp/YOqKLmZbrVkX74r1IyvgtMh+8xgfHDiVkXjDj0w/f9VWXXXjXLo1+xI7H6FQTPwVwnhbxY2cTKs1M/dWNf8yBnFFeNZMwHKBACDwoDiThYk3mLxxmRLWdv0OA95x5dOnjD3mH66QAbSVFZxKy8i5xT4hLvoV7XDlYEVLEonFoBSVg8GERC0t2fLnaGtahxcvaGl5Y+8viSTPuL/8TaxtbQYkF3utrY7I76AMNFhXR9Dhr6W6ljJ2UJRSWP6JWmoFOe9oDJA8o6N5hODxbwbqEmcYjTMSuZV//m0MQe8jA0z5D/NCTSM/yhdP5vkora2q+SfqtmKH6PGdAZJn+M4dqUkYIAwQBggDhAHCAJ6BLhvIp1MwsHHjxk5hBzGCMNB2DHz++edtp4xoIgzcfwz8n//zfwAAXdaRT6dgYMOGDZ3CDmIEYaDtGPjss8/aThnRRBi4/xi4c+cOzDPw0x3kV8IAYYAwQBggDBAGCAM+M0DyDJ+pIxUJA4QBwgBhgDBAGGiCAZJnNEEQ+ZkwQBggDBAGCAOEAZ8ZIHmGz9SRioQBwgBhgDBAGCAMNMEAyTOaIIj8TBggDBAGnAww9/LTrHklmJezdhymmOrrp6xnb3r5Ihd/slDMtY/2esFSu3HTcP3EN9t3/pxbwcDtIH7Z/mOeTWx7hz8jeUaHdxEBSBggDLQxA0zx9yueefLJp//2XZHw7fyCjUOkgJjigy8/9dTSRLi6HvfhywnliivwRcRfe3lmS3s9XPfo+zneVcNY6J0gfGnH7YyfDqdedw+XvM1oWuBWARiSfbPXm1ptxI3bSpYLpvzIoshHY1fMf7xX+NS3v/gwduCf1uf41evfyPMm+MZAfiUMEAbuRwaYW9ufNQeFdNMb/rL1hmD2AjPSMGXHPlyyZMNvpU3wxZdDD6h8kSZE4X/2ZgR1S8JY6C7U/KP6H/4aoJu4u4yXxNuMpgXmGRiSfbPXm1ptxI3bSpYL++X9b23+vQKAhuv/+Xztylc3Hbnc5O5SPK0d5YDMZ3QUTxAchAHCQMdgwHHts2eMPRZ+tX16kG7k5ivuRAM70jAOu93hGia5Y0fVjTPWlOwrZe4rd8D95ra1/u7FzNS0M1eKa12qZEXsFdfOWFPSc27XYsdhdle9G2dSkzPyiqussvkMuN9dSkpWfgl60xWJhY7a4qs5WSknkzNyb9e4eXBD54/wJSUWOmoOzgrQTdhZYrPZbC7S3DY77Ha7RBf/lbuUSzNkWMlePB5ULd4cpQMJNwAAlFuYuqK8jJTUU/m3KhuVJMHvOEuaChFcOSgHhQHuE9kkCBS4lv6e5BktzSiRRxggDPg1A45Lm57QP7jkl5qy/TMtdNT6C/wstXykcRsq/A1upkePWr4udqDFGBhk0KoDhq5MuutMEYTlAKg+++WCRyxayhhoolRqQ9iEz3Pswg3MAWDuJW+c2Negoc1BJkoT+PC8nedr3VpFR9Wnt82KNGsok8ViMgT37G6g+Psmtbl7Fg/rqqVMlkC9lgod/c7xEsWMRYjOlhE3WKdSaY0WS6BOozZHxMafV76UxpWUW3j6xIremi78hxoBGeYVM3cTpgYZnvrXVT7VYIp2TwoMmvLVXcZdirUbaS8OD0DWEnGpcMJDhL8h3dKY/83ioRaKMgYFGbQqbVDk8qRKBWGehgiuHBID8BCEAq7W+YrkGa3DK5FKGCAM+CcD9tx1j+nClv6nDoCKg7OCqUfeOcMlGqKRRmKd8Dc4OKi7jngpPvVOAwD1l7dPeoAa9t45toagHFN+9IXedNj0LVn37ICpLzn/4wdr4k/ZhKMpU/rDvAd1Ec/vy69hgL0s61+TQnWRq1OUVndWH1/Rnw6btjW7zAEAU1Pw9eyetCvPqDq+ItwUsSAhp9IBQENh0sqhxl4v/lItsQCeCtABR0HSjm9TbrDb19tLkuMeNwVM3lOslJ4gSypbWF96efsUMz160+mCgoKCq7cqbCLFlT8t6EE/+v55F+uOq589beyx4Cc4WgvhYexF4gEAU0uBDtFXAuVItzDFCVODAp/ZmF3uAMBRde3knriPfilX4AwRIqzNAkUAXQ6JAXgMQmRea56QPKM12SWyCQOEAT9jwH76H0Po3i//zl65V/4wtxsV+UaG67aHcACQmiX8DQ4Ouuh93LwDczf+Wdow8wBbxV2OKd41wWQa/+Vt6TAkLmIMmPp1KVfEfnFjFB2yKEmqHYDy/TOCDGO2FXLTAIKVB2V7o4NC5h7mL6uZkh3jDWHLjsuFiAZy189MQ/mty+ezTiYsGkBHrs0U3AGS1peVRFsoXZ8hUlx/clV/Onx1KnvPAaZ9+v6rTrL+cDODs5fDJcODZYmrhfzvVg7tUnRLnT1v/QjKMnnXTS41RUlDhAibQLoVATbPUAilOoDGADwGgQLX4t+TPKPFKSUCCQOEAb9lwJa+JpIKnbc3D15qFxSc+5+pFm2/VSedKxqEA4DUQuFvkkEE1CXG6HXT9rJV3OUak1/pRz8cly0bud1FbNbV4brBb59yF2k4+nwwPXKzVDuAuOnINel8SXeewZpk6BExhP8M7mPR6KP3yYSIJwyY8sz4pWMiLJRKpabMXYMDaW3462m8AkFtVEm0hdg8A9jP/XOYLuzFX2sBaMx4I1L/6D/POcdtATNoewFA4cGxJDAHcShQjnJLAbBf3Daum0ZtChs+bvayuE+/yy5WIkyWP3Ahws4xuRVhyiFDowB4DAJhaMt/TfKMlueUSCQMEAb8lIGGk6v6CdYOOBcRaHotOya70JQaiBsc6g/MUMwzVvmSZyxUzDMaU17tTw96K4sf1QR5hnV1ON039uN9icLPweQbUhNENyaY0u9mh1ChY98+kH61rIEB9rwNUXrFPANdsjEZZSE+zwCOa58/Y3xg9sGy2uN/62MeveWaa5bGTTLGXjQegKmlQIbkK7dypTGedUsBrGIrOX1427vL5zwX1dus0YbN3i+bsALy/MEVIk3mGXw5PAbPQEgMbL1Tkme0HrdEMmGAMOBfDNQdW9aLHhyXVQ8fhHB+ak/8vR8VujipRjQKy81yj0LIQYSt5C7HFMWPMxjHNXHfZKLRLFgVYb+wfgTdXeG+CXNzy2hd0MzECg6ZO89gindPNFmi9yqv/OTKO/+70TWeWNGHHvQWP9uCzjPQJdEW/jjXohu/Q4DIrZgFwhR/M90SOOHT+Lk9ugqQu0th7EXjAZhaTrWN1eVl5dXKz+MIlBfvUnZLHWAY7hYXAKAxb0MUZYjZD2NH8pFOefH5gyTMkOUYNAaPQUgwtd4pyTNaj1simTBAGPArBmqSFofSw/7JrUB0YrelvR5BdWOXN7hHGrlZwt8QgwNbSVCOKTk0J5QKm741s9QGH1C89OtncTuk60APz+9J95+bkFvFAFtp+uYJPXSD1qQqPPbhuLp1TIApau3vd23AUXXp53VT++ldz5vA1Zh96LCJG49dh8/FMrW3Mg9+8E5CrtwIwTIJx5WPR+otYz/JqWEAU3vjjy3zB5spxfkMTEllCwGwZb01iAqbd6gIrkutqRWvA3XCqvp5UShlMht7vpDkXrAqIA9tLwYPQNeCWm0Zb0RqtZFr0hSYEd1TYkoRbmlMeXfago+O5JTCtSUNhYeXDKAj1ijda0KEiOfzGQCJAXgMQtHM1viS5BmtwSqRSRggDPgfA5WH54XQ7FOWIuy2rDcHUZaZiWWMYJgTlYAnwt8QgwhbR1gOMOVpm2dEBKi1erOJVmsDw2O2C5/xhBWYstRNU/oZNZQxwKDVWIYs3J2r9LQJvHrO3zMnwqTWGswGXbeoJSsmh3HPmwBQc373i493p9WUIcCs06jokGELv2Yn+SV2CNAxldYPx4fRatoUaNR3Gz7/1dhIWjHPALiSShbC13xcTZjZR6emjAFGA/vksECxC1JDyqsDtNqI1VbBKyhEpZD24vDgWIKLbCnDM58VcGtpxeSIlCPcYr+8Z+7gYEqlpkyBZlpr6jflwxSlx02k6zuB1/MZmNDwGITYvlY8I3lGK5JLRBMGCAOEgaYYYOqKLmZbrVkX79YJ5txFtRxVhefSrZl5RcgSruK2soJT6ZkXlMvZKwtzMtMyzhXcrWnqcQhOe11xfnZa1sVihQkUrojrP66ksoXwtWHW9LNXSupRZktUKJyi7cXhUa7F3PpijKHb7INlHsNBuMVWcSMn02rNzL1VrZyxKBji81cIDKBNQTSFnuQZTTFEficMEAYIA4SBTs9A2bfRlojXUpQXZ3R661vVQJJntCq9RDhhgDBAGCAM+AEDjutHP96cJNzOxg9A+wlEkmf4iaMITMIAYYAwQBggDPghAyTP8EOnEciEAcIAYYAwQBjwEwZInuEnjiIwCQOEAcIAYYAw4IcMkDzDD51GIBMGCANtwgBTff2U9exNxIOkbQLBn5QQuvzJW22IleQZbUg2UUUYIAz4FQPcSzU9fQzUF+OY4oMvP/XU0sQ7Hj9O6YuWNqnTFnS1iSEtpKQTubZ5jJA8o3n8kdqEAcJA52WgLQZOpuzYh0uWbPiN35PVf+lsC7r8iZ1O5Nrm0U7yjObxR2oTBggDnY4BR9WNM6nJGXnFVdbXw3WPvp8jnM+Ar5dKScnKL0G/aIFx2O0OBgB7+dVTVuvZwmrBVAX3m4A04Vfcsb28INualnPHdcuGqbl5Li0lI79E8HJMVoIiGk6IQIfSob3y2unU5PQLRfUM42ABw1JKlR21xVdzslJOJmfk3q6RvXsKQ5e94toZa0p6zm34wnPUh9OoRJezjpKVXC2BVO4rT8hDmsQJgVZZU7KvlPFb03GalNBwOC9mpqaduVJc6yKJE8ZVBUCpsryUs7wye1xpNEC3tg5yRPKMDuIIAoMwQBjoCAxUn942K9KsoUwWi8kQ3LO7AW4S4sozanP3LB7WVUuZLIF6LRU6+p3jgp3A3ODha8epPy1c9WwfszEwQK/RBD/x5jHXdAX7SvJpW49vfWFU30BKbZknf2M5Perl92IigkxBgToNFTZpy4njm2MHWfQBQSZKbRq07Mhd15CNRCPT8aPsdZ5MRfrm6f1NasocZKbp4F49zZyZ8sq2jLjBOpVKa7RYAnUatTkiNv48LxBNF3MveePEvgYNbQ4yUZrAh+ftPF/r5khwhKMLAJSVcpzsu7w9Iw9jEpRLj1q+LnagxRgYZNCqA4auTOIoR6IBoPrslwsesWgpY6CJUqkNYRM+l7yM3htT6gGaPTxAAa8d6JDkGR3IGQQKYYAw0L4MVB9f0Z8Om7Y1u8wBAFNT8PXsnnCTEDbPqDq+ItwUsSAhpxLu/lWYtHKosdeLv7g3+eKRw5FA3e3JlQnZpTbA1FyIn/4g1W/lCXZshr+pKF3I0Ni1m+N3bNmUKM8z1MFRy3ZlltgAU5URN5xWGwdMW59UUMMA242vokPo4etYOBg0Mh1nJZfkTNnPi3rpHpq96zw0xV6Wu2Pmg5yZ8sqOgqQd36bcqIHpjb0kOe5xUwC3gyyaLqb0h3kP6iKe35dfwwB7Wda/JoXqIlenKK2oxdGFtlKOk80zmiYPugljEoum64iX4lPvNABQf3n7pAeoYe+dY52LRAN3qutNh03fknXPDpj6kvM/frAmXpJnICuzuEUxcbYBwx4CoHDKjY/EjnJA8oyO4gmCgzBAGGhvBsr3zwgyjNlWyN0aEC44KNsbHRTCbtvqRMmU7BhvCFt2XI4ZjgS66H381Tvc8ZXu90oyvOcBf6Oe+fSa4P6HcH8uSVV2i/NH3+c2kGVufzGGNs86VA8ACg1Chwgkc3fnc0bzpD3F3L0MoZkKAF32NpTfunw+62TCogF05NpMmLqg6WKKd00wBkz9ml90Avcoo0MWJSkkGhKbgYAulJXKREoEIcgTUMHITWIdJHAeczf+Wdow8wCshULTCK01mcZ/eZsjlNMhcC2yskJMYNmTWMkBVCCWQ9H+/0me0f4+IAgIA4SBDsGALX1NJB25Jp2//BcMwPA3ytAjYgj/GdzHotFH75Mjl4wEgCn+chytj9kPEw/pb5KLXsnPtsy1kbpH3jnDXaxWfDVZp4tJrAdINAgdIpC21NcG0IPeylIyUwEgU54Zv3RMhIVSqdSUuWtwIK117tuKoctmXR2uG/z2KV4FaDj6fDA9crPCJrESmwV0Ia1UJlIiCEEepAJpktxBdYkxet20vXDXeFQE1DYmv9KPfjgu222ti293noGuLFcJsOxJrAQugArzaiKnt+sJyTPalX6inDBAGOg4DDSmvNofNQDDvp/uG/vxvkTh52DyDTl86UjA3HFOQ8BLTulvTeUZbw4U5hmVCVyegUIDMxIFHSKQbH4QvjqNHxYF6ZSsMlP63ewQKnTs2wfSr5Y1MMCetyFK78wzMHQpjZQLPc0zeLpwnCsYKfnKlqlIHgAYk+TkuTZsh3kGkvPG5FVN5hnIynKVinkGz57EStGO8iI3d6ATkmd0IGcQKIQBwkB7MsDc3DJaFzQzsYIDIRiAmeLdE02W6L2KKz+58s7/0pGgJmlxqC5q40VEDuC+6JUNOYihsh5g0Uj1i9HBGwD7YoJ0Iz++wt0eqv9jeV/usRppZfbuw6C3+Gt1QZ6BoYsp3jXRaOaWccCFHRfWj6C7e3TfxE0XzkopTnl+hSAPAIxJMg9wwzicBEFGAFMUP85gHIe7b4KuLFcJsOxJDXclQmQ+QxbmrfpFR3wnHXMvP82aV8I161a1/74W7pdEt0/E+iVVrR3cjqtbxwSYotb+ftcGHFWXfl43tZ+eexADrvXrQ4dN3HjsOnxIk6m9lXnwg3cScuWY4EhAPfFuRnEDLFbww8tDTcGTdzsXfUhHCR/nMwAKDSKXkYCs/u9rD+sDh8S+/enWze8unz4s1EBxZkoBOq58PFJvGftJTg0DmNobf2yZP9hMOeczAIYupvTw/J50/7kJuVUMsJWmb57QQzdoTSr/nIoAEIYulJXypALKk0BH5hk4k6RCBHkGhnOm5NCcUCps+tbMUhsA9opLv34Wt0PsWpQpdhlumNJg2JNYyQG8P/IMpvj7Fc88+eTTf/uuSLoWRhBRbXEouARpC3Ue6RBesXhUoUUK2U5/Ej3yiSeeeOLJJ//89JgJM5f+85vs0s6d67QP0R54C/dmwPaJ2I5GlYghx+2Mnw6nXucn9j1guIWK/P/sfXl0FFXaviRd3Z3uLA2CIFEUIRE3cIwLo8LIgIgoq4zgjqPj8qEiKjg6I64jg4ryERQQdRDFcWdcPvHIQNLZAOGwhSU57BxIMCckOVl+SZ/uOvd3bnVX1a1773tT3ensN/90VfW97/u8z3u77puqW0817Vlxe4Y3wZGUnOTqnTXzkZvT9QcxEEK125fff+VZzgQlKSXZldjD2WfoXR8ACw4Sew8YkOr2pnqdic7+f3j2R/3JSHqWsE5G9CwHTJXh2ZqLBv++OT4YdoLHfn7jocmjRoy88bbHs9d/NWuQ+6rX9nI7q1X+V8ekOxOc3lSPu/fldzw+NdMZqTMQEtClVuS+Nn6gJ1HxpCQ5En2X3LV8J3+tIoYL0QWSDX3cAAAgAElEQVRzzgmSOgSQh6dxQUiUEX0ajxAIcq5W5i2YnJGS4HAne50JjtTBk5ZQqQVCCfHzBbMHAOwWdYZ6dMkfk9P69HYn/eHtQ+07lbXPWZv5HVsOtM85vWn9I+cq/cc9t/S9997934V/u//6/op7yP/8X2U7F4IWZuK80z5E2whCpAzYPiO2o1FlYajh8z+luG5aXmGD2VZoEqgo2ZxfuOtEPfeXEqw6vKMwr2BbyclafPGA8xeZCWqqD23L92/ae4p4toTTumWHmkdjw37Fqkk+35/+XQs3rS/bsymvqLiMdz1CRFeo+vC2fH/hboBLzaENuuISJRWdKCSqKbULolHrTxRv8vuLik/yhw62A3amnOBdO+xxunW8Q3FanxE68OYIT9+73l8yIc01fIFx2w9XjrAynv4Vw4pIMQ3UQMNfQBJ+fFk1xi8+0HCSEnTTWvEN6AGAmAwP1DkdlKIzOsRlA9cZTuLOav2GWYMcyZNWVZHWeWSHv48rFXwGNUd8P1Hp5hkBUUTjnzUkSKjWn9hdkJO7ec/RKsE8ALbi2hWNCP07A2ssIxaEo1sNBYNBqs7nHMKtKaqiG5PAqIHhMUlm6DDPFQiFatfcluIa+155IBAIhIUq6fbkPrltECFUsNRbtc4n/R9n63hpkdXqjUvnv7Pq63X+ooKfV78w/jz3+Q/+WN0ii7F37gR0xR6c7IkZiE+dEdr72tXus2d+V1vx8RSfM+vFXUadj4cQoIynjS5SGA+L1onE32CRNliTTiCrxgwArqCbwAAOAMZkMU+e0wVSdJY+Ld+h64zQoTevU5yjl+qPzUNkA9p2sVIBK9txNPR24LAhYMyQYTgiiRbgbdrz4b2X+RTFk5aW5OjhSMt8eK2l+ArbhVqBAYlGhAUZimXEQnAIEtSyDyf43MNf32eUGuqR7DEpvgkf6jk3G5OAohmTUHJAeOzvakcwfGmf/PUThQ8et4lnGH/KFS/uChxfPMp15j1rdalvLBrg6nnn11o4zLD4slqkYGlS0Fpb9asnezyTV/PvErSW0+jsnv7Pk7/P7O/zulzeXudlTXjq02JD7SM6Q3Fo3QnoikOU3dpEXOqM4M75v3OlP/BjPUKn19zWSyGe98anAEAZD39lFUELiBXTEliRNq2egTXpkH1ROrxKhyPoJjKgxQZgogYVeU4XSNFRvVq6S9UZwQNLxvhcV8yPiP6AZMeXCphBrp/NCIHAtMnJMmQYhgiiBY7LVt6Sljri5U2VIXxp8sCGFfP+8R1zN0nltsJLtEChQ9GIIJChWEYsHw5zYb/2u/vTlQufLohcognunH+FO/3P33OuiJOA7I9JKDkQPH6SA7xUmoAaTu1bMj7ZOfK1LSUlJSWlR08H1ObqDMuw2Pr/YAVLZsjIA5IByUArMxCPOiO45a+XOM996Gft1l3V59N7K5lPFURWcOEzLyGuRkq94a+swnjNKKYRdkgNNFiTDj8exBelY1gFBN1AA5wn4UlMtH3zFGp8w5OiM76MzwauM5Tev58599ln585+cMqVZ6cMGP/WlsiUA5IdXypABrXk8DT0QGDh9VLWIUMTZRINOq5Hwd0vXqH4bl52xLjsRpvB+0ArgV16/Z1lRJjIBCqKghELwGGQB4rmDlH63/cfbVlYw4ZZF1jVksz2BCD9YPNjEkqOiC1ekjWqqFSSgOj1Gc3WGZStcETNx6NHLj8lA5KB1mMgDnWGJnTWb8ZHu/H/HiUl2/73Fp9j4KwN4SucdJ1BKOPRXwnk1tgVuaYGmqY5A0n4QaJ0DKGAoBtPbcZQtaMDMDEx5slTqECKjunXsgO4znCkXTTmtmnTJl+TriiZ//OLcQsWlqeLLxUggwjyA4rusaOApcckGnRcEkLB4ndG905M8KZfPnrag/MWfrqpjPdgA78VbJfFR44IAplIdBIesXw4LAWh/QuvTfLdsvKkiir/Pb2Pd+RbB4y7KGRrE5BQHpHsAv9EEcApkGSWKmrBSNR1BvFPCF4VBilYWqKRO5IByUCbMNDyOqNxw6yBxM3U8F3VxHMe/Em7O0nPxYQyHv2VQG6NPS2Z2iQCTTpYVo3hFhB0400qseiymed0oRQdA6tlB8j7JvWbX7k2TTl32seRp4FwZFx1w2B8qQAZRAI/fGDsKGDpMYkGHZdos26gfMsX7zz/8O03Zp2bnOhIn/Yx82oCbJxtBY+pEhafOUqJ1Qco9hHLwmHum+BJNrJIY8/B7NEpZ0795DdeIxKQ/TEJjhotExx4QJJZqmzVGXd/C6/PIF4nYj8edgDJI5IByUDcGWhxnVH/04PnOC+eV9SAV4aH/+rW/89Apd+9a/EFerqYMKXemK8EcmusHfMMLtCkg2XVGB4BQbd46bKZ059Qio6B1bIDZJ2BUOjop9MHKClXPp+HL6nD8nTxpQJkEIF+YNlFejSx9JhEg47rEVJVYupt2v1SlpI06WNmCQO3FTym6kWj1DKtC0UnARlFu6A1Smq/vz9dGXzrxMvc5z/8C7Qa0aTK/piERw3AKZBkliq6zvhyus815l1De1M99d6NLs/k1fpiRXYdKFFn2I+HHUAd5Uj7aLd1lOi7JA71VLHfX2y8WK5LxggF1dI6A9cNzqF/198nGHaD37en9NbebIhnBkAZj5008JoxnuAeRzHNrDNEmnRCWTUrJYCgW5x02cxzulCKzgqpxXvWOgMhVJP/tytTlHNuW3UoFL22XYxUwN24lG8WAGNLU4Yik2hB7ptynr/1zn98vUPTNWg8/MXMQc6MOebLHiJG+a2EUn30kCZGKfkYqUBFEUbNh8O734OvwxTNHeI4o4dyub7olyGKLHyiGJPQTxRB8PhJDq8Dtd7rIBnSAlDSZ3x2Ar+BvbYugAL+JwYp/aetOhxAav3h/y6+d2haouV5E6LOiCIeDi9xPNQCtTFdUyWOaFpmqgWxWBzHy47FqM0dQwrOZvv4NqPPDvG13rGttbDOqPpiRh/nFcRzrOFoA0XPDFF8U1ZXqJhbQOqNSzskt0Y3Js/gIk06BMuq0YnhC7oJDAgxWa2T059Ais7aqcV7TJ2BUPDgR1PSHclZf/VXw/J0KL5UwCng+NmFo7Y7CliGCKIRmLrgvhXTL+6l9EhQvKnJTod34PhXc5jHTRDcCgxINCIsyAQqihBqGA7LAkLBbX8bqiSPyT5CXLih2hGARPKIVC8gOSK2WKHEXZHnWonagLqegUKlK6cMcCUonhRPkvagfOjIZzOHeBMc7hSvu+ewu+c/kOWE6gyh3CMTTyseoFeZROGqw9UZLYjFEna87FiM2twxpOBsto9vM/rsEF/rHdtaC+uMZoOLcBudMl40imk6ApEmXRSyaoCgW7x12WKXotPjjdsnSHZ8qYAZBPxEpZsnYANyHDh9aEeh31+482gNd5lk2CTcCrIrgGL9KpYRC8Ox2g7tX3idp+8dX5y2HhbuRTUm+aMGhgclWYgIi4H587fuL2+IVEuYsryCHUdr4erJNBhVPGY3fE8RVHDjyZPpImGsWh9HbQxrPIoExBjtNhMYVxgOfw3DjXTmCLVxDume+Pj4seA+8eAkBjk9HAGtSKeHEP7k8aInC7fQt9nEWe2Ye6JQg5Ulm/x5O45HblOqtUe25eUU7Ck3NQCNOiNQUbIp17/1iGUY82k3UZoowlvBqgNbcjfm7zrRoKqhsJSd0QQcKkaLtt5oozpDv63a1uFJf5KBbshAo392hnPwE7n6qsluSEGsIYNqY5A8GZ49uGp9+GoisUAeq40FkUgQjavdpsUBCsMhEK4Zv74smKPdZjbStwB83FjEenr2OYklOvzqEofD1E/Q8eufAC/ENTztJiwXpG7D8ilO/0N/m5SR5k1LdSUq6eMWrV+3YOoQnzslzaskeIc8+HXk1TZ4pChX3Tdn3MAUT2qKOzHxzGvmrgsv1wBo1xc4knp2XzYg9XT+ggkXeBOU5LRkp7PXOf2T9XfgIYE2oSWctt5p7TpDSr21dUalv+7OgFr5+Yx+3uH/2COUB+nuLHHjh9TGmtGO4ygI4n/0GbUxhGBBNEC7Df/fDQrD8eEykdnXbgPx8WKBJNvCi3ztchJbdOI6g8+LSq5JEoFkCGwu/b2yHlxWWB5AanXBvMudCZ5Bt764tqRWRYFD70/s47x8/g7tl4jrjIQ+w2d9sBm/07Vuz7LJ/ZWBj67HslPwsMCdrBp0jRXf3HOO6/xpy7ZXhRAKVux8d8rZ+qv+YDLZmNr0SGvXGW0ajHQmGZAMSAZiZwASQ4PkyZqYB2d0bTYNA7gWgRUQg9QG8ZNhoNggBJcmwLZ2m96RxYeYWOLDSazRhRrramrqGvm3PEFe6OsZxEpkS+J0HiKf9kPVHnUa9oL+XIR6bPENzuTbPtMkLHHJQDjUxGicAx/LMe+scGjXLoKMWHjAaKSefO9GT/K4FcaLBPSVPEHhUKEiautdWWe0NePSn2RAMtBRGeCLocGidkydgSLabFqAzNwMCoiBaoOIK9iiaQVizVpbgnMI2dVuA/Ehps6IEyc8mZtoo2MHE8SLoM6wJM5qMYpQA4VPZ7qI926cfv9ml2vSam6doWlWJk36uE6kK0cXJyiQ+8Qg55C5RcaTZkSdISLTGlJb73XrOiNQeXjv3v0nGOGEtk6C9CcZkAx0FAY4amOgPBn8xL0WDV1nwAJioHYbv87QtALDhLFweUTqizTE2m0wPk6dAQr9sbVX5OlAHie8qTHq6HgRs7xw7puQlxdIkFaDUaQf388h64yqlYI64/jiUfhiR72IdrbOwGrCg2ebj+E3U2cQZFqjatO9Nq8zOo5YiXp8xXif68JZP3Pe1BltDmJT1VF/25Pn313Ov/YXLYTm23cKkM2HIVtEz0BsqY/eT7M92njIN4uHbsDVZqsVyJMxmi7kdNVAqY3BAmKg2qB2MfwmT/LN5oXy4K4Xr3Cedc9avHSDJzhHxxTet6PdBuNDiI4lTpyAcnrNRRdqrK6sqKw17idYoubyUsuuz7BXZ0QRajR1Rv0Pf+7vynppd1BEO1NnoIpVk9Jcw1/fr08bDb88fJ5r2At4DYiITITUpprKisqaRjsPa1nYjMNOm9cZLG9GFIaKSryJMAwbrrCU0a/PD00dNi8vLlcziJqS9NHMNnkVr5mm8fi6U4CMR6BtaaM9ZYfsx0mk3vgxxP4ra0HMbTzk7TMUbgmqjUWtIKjZ09ZFEGpjAgExSLtNWwf6xR39nRdMX7mzWkWBU/kLxvZ1DZmT24AAcTQgaBvabQJ8rHIaJNnWzDUemhNYx4+fjEh0Dd/P7JfouvKV3bzFzvyegVjrjCikA5urM5Sr/pp3Aj8GVl/69azfpfQat+xQCIlo58yXNf994iJ36iVTn1349oLnH54wtF+Soj9vApOJUKDgqUyHI3NOXns8hdah6oyKn16dOfOlH+KuzMqTZwnt/+SZ2Su2azfOgB9mFIeJ83gUvdr4pNspQEZBX4doSl8a7xCgGBBE6o0fQ+x1RgtibuMhzxDRzAGBGJpd7TjyegajNiYSRONrt2mAIWE4AVxOoDa020T4GOU0QLItJL5vwnACCdMJpN/CN5MU34QPI4+MUtGCvJDDj57BLYmjDNoOtZk6w62kZw7yub2pXmeC0vf6uT9gvVsk0pWjUWrAgsd+fuOhyaNGjLzxtsez1381a5D7qtf2hq9vQEMFBYtfzlKSRrwZfr0TE18rHxDVGQ0niwtz837dX1anX6LBYLgaILrkSQvFSnQz2I++zVdRgVRNwnQxyHVjBpvcKJrxaXQ2NhhVHaK45mm6GB3DG+Sob0bAh6c5Q1mDdkUguSI7VkMUSJHMkG2QTH40lzHlBPTJtaaPgygHFdwNlC8C0g/CJUjXvTX/Ywp3AlzhEVV96NfcjQW7y6r9Tw6OXFs1f1nh3tAvSUfBUgXGHP1ogpwTbLT9Jqw2FpN2HE6PRW1MICAm0m6DhOEEcC3c2dZuE+BjYsETQtXhHYV5BdtKTtYSpz+La2aHtRNddMEd8y93DfjLTyJdJru8MODgA7GEylgL1RzZXuAvKi6j/scV0M7YIA9UrJrk8/3p3+R1eQ6Z6tHFNyT1nramIvZ/L0in0W4DdUbN1qV3XupzKJ5Ur9IjISl97Fva7Z/fNr5803lJic7kNK+SmHrRjPe2hxONiy7ntS0VK7G84CBs8uH5Uy/0eVLTkhwJKZc9ujZSvcKqJghxkVvmSlgWRuSTIZarqhP+oUGaLrQNEpYgJkBzhrbG2xeARDZRkiAFMkN2QbL5wbhjywnkE7QmSrAgAWA3vnwRRCwEl0pc2JutH5Moh2DqyYTCQUcZswgJGZ8952QPuR0fBrqSdlvo8KKRKVe8uNN2XRMfCjuKleqNS+e/s+rrdf6igp9XvzD+PPf5D/5Y3Qy4in9N9GU8kdMe90wwMl6dgW+8netMn7Co6LcgUhvKt3/5ypzszQGBBgg+KSW0WKyEqTM4Ui/ayAJVTQDkpGFBFNqSLo5PXgYBVR0MD5avoQ2RJ104prKVt6Sljnh5U2UI/4N6YMOKef/4jn0bB20b7wtA2kdJggT1ZEBhHCssbn5EQkThS7CcnGiLnnjECK1p47TnFX/Ozj3eiFDDviXjzlSG/m2beFCJMHDki6D026Qo4s3WjwlyJU49mVBw1Al+C5yYYxtNsHPrqJF7LWega2m3BXevefGdXwwFiZbT07ksnP7Pk7/P7O/zulzeXudlTXjq02LRdR0tttDBb19fsPYQeWOiTWPm1BlYOcXrHbP0mPUKi0BQhV5zHatYCXkGxFMCsRpYV1EhX3LNqJoAyMnlP6Io6DB0n5yEQKo6QYQEmi60ITLeyHdMTAjUnKGtMfsCkFGg5IBEDEp7IIH8gDnByYbHAeBTZA02ZpDHhCbEwD7uB6YfgGs4NjYokPCPCXSFkCj1nIRygqZQWH4LzPoMARIjrPCGPedUJ7krGZAMdGoGOHVG08bHBjovmrfJEAIJB8h70FkXVKFOSjGKlZCXHej5RVdRqcFg1MrC7AduyPApPXokKMk9e6U6HYOfzAsgADlZZ4iigHyyCQZVdYKayJuS1DfjEuPv4gG+RLf1zZQRi+RJF4rJvhYPDVMAMhqUJEiQeXuCQUB+wJyUsHM8OQ74Yjwia9Q4JY3BoTG1jqUbNecKJH34cOmsMd7AH5PAlSj1ll8ZPOoAqjS4VMyxjibYOUuKPCIZkAx0Xga4dcYsu3WGrgFCnZSaWXRLXqdAqi5WQr0YmjKJIquBa/B18U+n9VH6jXr2k/zSikYVBXe/lOWO1Blc5M3VGXoUTJ0BrkAGVXWCmnqf87ypr69aTf6t2XiIcy/RnMLhmLShxdWcaW7QCUBGg9IEKWAeY2keZNNGbn54lYGWE16dYY4Dvk+ufKJuLZZBxal1SAzUnItjgdPfPEWsN/DHJHAlSj1RZ4hGHUCVNuiomGMbTSLnzQ1t+b1kQDLQmRjg1BnqiezRSZ7RnPsmoFwMdVICT43sWRQZYiW26wxY1QRATtYZQiUTKgy9tmHzCarqBJFI04U2ZE7hcEyAFg+5upg2G9kXgIwGpQkSCVBCwjgWbEB+wJxw7pvoOcHXtbg+Ya2aeuZSAWFMEJqoGyNfJEg/Fy4nj9QoBH9MIldHFo10pU1ZfVqnn3iulagzREFTKHSqNIPRSDbpCCKf5mgSOac6yd0uwkDw9BFNgNl6R76LBCfDEDDAqTOQWv7Z7f2U9AlvF+L3ygVP7/3+zXnv4nWgkFwMfSEAPDVG6gyuWIntOkOgagIgJ06tSBAFHYbl3GrlEFLVwcsTYUkfqw2y/BHEBGrO0NaYfQHIKFCaM4NAT8YmSG5+8BUqcGRBOamBRYoE1oDJswa/AOL14W7fqH/uqFWRWnfol0V3XJysaBfJOLUxeT2DkR2C0m+TIqaqgX9MgpEmSr2ZUFHQAFXaIKNjjmk0iZwzQ7nzHugwSqztT6F68sOJPZ2Zj/yfvVXsIOAuSGlHl8kFc2H3C16dgefKvAWTM1ISHO5krzPBkTp40pJdeAqtyH1t/EBPouJJSXIk+i65a/nO8LpM6qQEnxq1syggVkLOu8zZVp/ztf9jq/yvjkl3Jji9qR5378vveHxqplOfEvjIzVMr/jcYigKa07hc8lV1wjdHIEkf2hABCxbIATVnaGucfRFIZBMlARLWk7ENkpMfjDvqnNQggYwPaI0ap3YHlaAbYmWHAGJtU0R5E/2YAFeYUTj1RELhUSf+LUQh2USNSnvOqU6deZe4kmRHibUFUqthlqq/feL6a+9eUdpuTxaAyQpun/+71EufytGW2IGtIl+IuCIobc5Ma37f4lQR4IifBXG0C23y6wwtQLX+RPEmv7+o+GQ9eZ2LowESAx+QWIltUyJVEwA5aTsuUYhUdWKRr4FjaoHmjBBkXFHaBgnkJ5acwD5jsQYngBw77DYrOwQQC8Nljdo+AqoHiVOv248xaE7MQNC6I95njM55pjrmMWJStKPESi99iTqouo0L77/vb18f7XB1Rqh0zbzHl/1KPjAoCE7EFUGpwEKrf9XiVBEIu3OdQdAgNyUDkgHJQDdhABZtxcVVTk7RnvLm9I7sKLEi1g9PalUXZiXJ5+uo4paBQCAQDJH/GHJVWnlGsQOuim40Oslcw3y4pjJtsLJ0s9+/9XANgZsxxKcUwQLFuoUW6erqRrB3f86m/RX6Y5i8VIVTZHuQmBll6wx+Iswe5lbw9IEtuTmFeEyqISP1Om69Hb2PuMNCbx33T8H1jLj7kgYlA5IByUCHZgAUbYVUXtlobCmx8vxw5WW122i3vr3u7fuuPS9VSfDNAEV5G7+9q1fCGWeccYZz1OLj4RkbAs0Y/bIhRk1eKnzGMH5/17yLXT16ODw+X6orMSE5Y2p25LVSuLFy1V2z/jgg2ZOa4k5M7HX1Mz9F3m5lnXlBSmHj2p0/myLVsJothui8lpWl5qYKwXYomuhdS7SgnDHdC6GazW9PyUhOULxpyU53n/PTUyIvVMNPcbrOvGetXg5j+RtXzzu/juxDw4J1EK8jss6IF5PSjmRAMtDJGQBFWwXSq1TIAhFeczYB/PCkVvFM10Nx9bls6tMLst9d9NpqUJQX1ZUfLC1ePqWnK1JnwKAZo1sbT30+42xXxt2r9tSqKFhR9Ma4fq7M2TnabQ7cmq/JS8UeXlZnRQvD1SqBhN7XPLpy06kAUmt3ZU84Wxn46HrtvR8mV0JdY4GmrIa6pbq6YOi8VMF8MzxRB4hoRYLVVK+adQ9f4Dp3cvbW0yH8mpniZVPOdkZeEC+qM2KHSfmPYlfWGVGQJZtKBiQDXZkBSLTVvuCpPSVWyA9ib/rjmU4ZsfBAE807R8QVIdS49p4zI3WGADRjVKSiS68J1rVheUstGMMGag5c3JjQfEaBvCcznAMf24hDJWZeEaUR8xzjNGrtOephL2yP6Bipxxbf4Ey+7bMGsYIzBZEMnUmVgG+DBWDDjFaYCGvvyn9NSvWM+t+j+s0mYt2K6HoGBNNqPM57ss6IM6HSnGRAMtBpGeCLtgqkV6lI7Sqx8v2wMvbsg3ewHLIGxawzRKCp6TP8nnXXxc9u1lcfINT4rab2zNPKq189ye269SPegyOMYRFcurFatnS00z3pY/y2DnPmFVIq0JSlrMeiq8uyT4RO1xkivqlRwuwS0fpnDwYTYekX5uWpAiNl9uoMEKbFeLx3ZJ0Rb0alPclAR2cgUHlY00vq6DjbBR9HtFUgvUpBtKnEintx/NipM5rRUSXqDIE0LTUH8+sMXUWXvjJAPg5Ohc80FWoI0yjU4+FrDPhCiTnzCigVckFZB58PFyaXMkKGztQZAr5pmuh9M1qMhq4zjERYumm8XPhMEVxn3P0tZ30GGK7FeLx32qnO6EC6JB0ISryT243tdRotn4ayvVsKi7aXnNJPCa2fNPX4ivE+14Wzfq5qfV+dzQNftFUgvUoFKBLhJeZOvpZtLSMvyxGJa0ZH1awzRKDp6VOoossUD6ROHRU/Y1gEl25cu/befq6sl4vxrQ1z5hVQKjJOowbrDBFPtBFLnfHldJ9rzLvl+m0LoR2E1KaayorKGv7PnIi2bBlfdpu5S6UeeXukK3XSqko9BeT1jFPv3ejyTF6tv8eVWAfaDEzdWJw/26nOMHkVxRNPJRTQjz0oYPfwF22CtBkM8fi6RXG0qLOB3lDoMY7EsqH/5mLp23p9jNi0c5N6euML15+lYDE8V7/7v83/58Rrb37VvAwaBxhWfxGDgV+fH5o6bF4eR/I8Di47twlItFUgvUoFbE+JFfKDGKlVZqZrRkfVrDNEKq30DB+rJi8VPHufQSi0i1EoVz9fUNaIkFpX8vlDl3l73bz8sCb9QZyWYUqFXFAxgnWGiCeGfaLEYlIlHCSBgqcyHY7MOXkMZfgAEa1AzpjqGjrwzqhU7xVz1p0IoFD13q9fGHeeK/K8CQr4nxik9J+26nAAqfWH/7v43qFpiZHnTSCYlPX47nboOoO+MhXf0CPWiBTHbr9NkMYOz3bPFsXRos4GREOhxzgSy0YHrTMqfnp15syXftCe3QuV/PPapH5TVh5sRKipqqqm+F+z73ts5c7IOrVYgmb6GFzq/3MhrLD+yTOzV0SeLGR6dPMDAtFWm/K59pRYYT+M1Co1XSJYlFfLHV5WoT9vgkC9WMZojJq8zHBhDTejOZvYe8CAVLc31etMdPb/w7M/nowMVctpGRS3FRinSwS4zkAwT7QR8noGRwkY5BsFi1/OUpJGvFnC10+zRAvKGTNsN+15f3qmN8GRlJzk7nPl/Y9NPNcVft4EodCRz2YO8SY43Cled89hd89/IMtpPtfKHcuM9Xge6Dh1BqtuwlNCYeVGBEItiKOEw5BnSbHl21AwGKSGBecQ7sJDajHVrjsss2E4tmSC7BMOkwABQMGqA1tyN5+3jSoAACAASURBVObvOtGgghIzkMYPl1JGy4dsBcIgG2GtIi4qnOa6stIdRTkbNhbsPFZLjAydIxuCQHpTbGztfWe5/7jkeBOWVgr/GSo7YUQNJ4sLc/N+3V9WZziDIERCYHqY/iItuPo/eitGjIhipnvsCkRbQelVihlbSqygHzxQ/flb95c3EPWh1QOoo1r78SSPa+yy34jmdkHjLrGo6BKuoE0+3EhRUlN9aFu+f9PeU8wjNaQ5mFK+cbKvve1oeNIt8lLFsaMeXXxDUu9payrAhOoG9U/bicAaZ/mFu0824Md1Bht1BraDKcsr2HG0luuVA1N3Hv/PDlFncGVDuEoo2sgkRWu+hIVaeEo4HAKhOkMt+3CCzz389X3GOV49kj0mxTfhwzIqbVykHE/tcIjLLMbBI4cXh23CeZ3x3eWdK+4d2tOheH2pbofSb+Rz6yL3M9XT+QsmXOBNUJLTkp3OXuf0T8aX/DA0MiFwdlkyuVo+kWYgDMoMjKoZuSGbgkBGbPi/KwfWVLL8KVkv7Q5fz6jZuvTOS30OxZPqVXokJKWPfWtHUAABIcT2oLiEhZhwknliRBQ5crcDM1Cz+7//l1uY+/mzI3q5hr2wLZ5XxVot6kidoS8iaDU/7W+44l8TfRlP5PAXZ8QLHlNnxMtwHOx0gDoDkg3hKaHgkWmRgdkKCbUASjgsZcapn/mq9rv705ULny6IlNnBnfOvcKf/+Xv2vjYPKWOtHQ5AzCKAHE4c9gnndEYwgIpv7jnHdf60ZdursMRMxc53wxIzmCQyIVB2WTIBeSStIQiDMqMKUDUnN9SsIJDmy4ytsaJk+ZSezt+/tOngIe2v5N8zz3WF6wx8B/VcZ/qERUW/BZHaUL79y1fmZG8OCCBwe1i5FOj/4CTb1GGiGJO7HYSB0JHlk9JT3K7Uc668e+mv7Cmqg8C0wqhfPdnjmbyaWeFobdUF9kIHv319wdpDxn+srRNSIP+pTM8V8+N65zVeSNu/zhDIhrA3/PEZ0Z5oDaiEQzNnnvrpb8KLsvrf9x/tQfGGDbMusD5wRLRnkRJfttcmxGwTAslh4rBPOOeZPBCAevK9Gz3J41YYV4b0UhxTxUkIT4bHyiqk5YNbgTCsJpAQld6WAwVzRMgNAYJAmgEyNmLFHv6uaeNjA8N1Bpbq8XrHLD1GXTeDIYA9TH8i/R8qAFKMSPcpPyUDkgHJQKwMtHudIZINYWY9ZlmOQAUGUsKhmTJPxfQ3eM3cwmuTfLesPKmiyn9P7+Md+dYBfk3KImWNtfURkNk6hCBymDioKQgvF6sszH7ghgyf0qNHgpLcs1eq0zH4yTz8EDfdGQYQyH1ikHPIXPbRb8wRmRDYmZVN7MqZOSefeZYc36XMn5OpJPXNuMT4u3iAL9E9cRV9vVaIShA3xREgCKQBJmMD6wxccTgvmrfJCEaPFWQD7GH64z2XrwsxUQEgQoxIdy0/JQOSAclArAy0f50BqZtwJi72sSmhUAtfCYdmyjwV09/gSTWySGPPwezRKWdO/eQ34F9MeorlmGrzQ6AgS/jerT2ZIHoKEhFOkwAD0MqCwbO16kTjhX89Q+TMSieo5YPrDGiE0fewRahEUCiOgIXtGmBysAnqjFm8OkMAoWkjtwdZs/HqDF3/hwrAsqjeyrPci5WBziGNVl9Wunfvwd9adx1BrBTKfp2XgXavM0SyIQ2UEgpbZwiEWviKO2ymyFM/+y2q/f7+dGXwrRMvc5//8C/gnUQWKcdUGx8SMQuRw8RBT0ECwhHdWQCgYtWkNNfw1/frV4cafnn4PLxUGlNkJkTkzEomqOWj1YrLb/L6Jn5kCOpYuxJ7AlQiKBRHLa4z1BPZo5M8o+n7JgIIQA+SS1Wg/0MF0K3rDFK2j9wmhkkMm3GURosfKCaOwJbnLnP6/vDGbuZKGtM0csCuHJ7ddpAf7bg9I63IjxCd8Et70IUm8Jms5uBm/9Yj4CzE798hCGn3OgNUScH/iRbNHaKkz/jsRAihxtq6AFtnwEItoBIOnQxzWqO/Ce9jEI4zeiiXz9dfwcNpxyLlNGrrQ5AgSxCB5DBx0FMQTDgnXTAAVPPfJy5yp14y9dmFby94/uEJQ/slKezzJiJnFJmQlg9uJoBBWYFRiaBQHLW4zkBq+We391PSJ7xdeCqAUPD03u/fnPfu5v+3//Xhbt+of+6oVZFad+iXRXdcnKxEbllxe1hqNiTQ/6EC6NZ1Bnk6ILepkRLdbjyl0eIGig5Brfh8xtl9bnq3hL7ORzck9vXrkEF86XfNQ9dd98DqyBvpiUb4TE4/cmn92t6ePSOtxg8NkpYlNAigGxLxc76K4pA9AmiDbUYI7Zjcb/86A1JJwShbIFoDK+GQ4VtPxdQ3kd3gtr8NVZLHZB8B7plozRikfFttfZQryBJCMDl0HPQUJFQJojtDqdWuYgSP/fzGQ5NHjRh5422PZ6//atYg91Wv7cX8EL8LkQwPTSVfyyfSCuCBtoEQiEoAheKo5XUGLo3yFkzOSEnAWqHOBEfq4ElLdgUFELg9rFwiBOr/UAHIOmP8B9XUSGRHShRH4iqNRvw8ooBgo2lt3tuPvPDNUf0So40elvqBpwln2IhthjS6hzfsGWk1fig0zHI0gwC6oawzEGqnOoOTCkg2hKeEQnUHhVpAJRzKgGg3tH/hdZ6+d3xxWtRI+84G0mZttEYDgFmQnObjAAlHiNcZAEDEWrFqks/3p39zn8cTOCMsaJuwlg/+unkYlD0GVRRQKFOx7Kr1J4o3+f1FxSfrzRJXCIHbw+ratv6PtVu32SOnKXI7QgAe3jk5RXvKzSUMHO0+6yGuNBpLaDMSbHoHCpTNXkiXYsOyTn7/1sM15pAKW+ZEZnTSfeufjByedglEd6G3wqpfh37N3Viwu6zab5GQsgtaswQZwV9yQFP8mGAiW6w6od6EY8xgAIPw52zaX2HcUuLIEjIEMNB1V/hsdPrAr/6c/B3H6uhMEI20TcYKccGJh5nqTxESFfeUqdh3O06dEXsMrdqz0T87wzn4iVzzvNKq7rqN8eqNS+e/s+rrdf6igp9XvzD+PPf5D/6o/RPZrgx0TFTtSkk3c06elcltSHJOPbnylrSk694oNa4DqCeWj0tNG//+SXzL7reNL990XlKiMznNqySmXjTjve30U05hfu0L0pGg7PfCl6yUq+6a9ccByZ7UFHdiYq+rn/lJk78XiOlp17lIVUSMlSuHh2c+EpionX3QAmdQOhgYluHLUyfUGkA6fpgBroIdT5bQSgCXpzAa26MiJgIsEVN5iYZ72k6L9mWdIaRPrfx8Rj/v8H/sIUpIYQf5pU0GTv/nyd9n9vd5XS5vr/OyJjz1aTH/BGzTXJyadUxUcQpOmrHBADlZkNuw1lvVV3f2dQ57QV+9FSp983pP3zu/qsLvJvt8xtmujLtX7alVUbCi6I1x/VyZs3N46/jsC9KRoOz3whNmQu9rHl256VQAqbW7siecrQx8dH0DQrCYnqYiYFFFRAiQw2PqDEE7+6AFRuB0kPxY8w2oEzbHAEfBDs/ep/YtGZ/sHPnalpKSkpLSo6cDlkILgI4BRTEqACuYbZgAa9DWwss+97SVFu7LOqOFBMrukgHJQNdhgJymiG2R1htW8HMOnp2r6QYHd87/nfuCWRsa8MrIZWM9Kbd8oF820F6m5exzz1peoRFmkKMCR1NLgNK/stFLuzRBSMYE8p7McA58bGOTSMUOd7KqIkJyeHSdIWoXQd08aIERQTo4/EQ8QuqEAmMUbbqCnWaQfoyfrDMg6LjMsD8qICtB+9qD1PUM29xHGsbtQ9YZcaNSGpIMSAY6OwPkNGVui7Xegtv+PtSVfv/3dQg1FTyV6R72d+39IjzJkrA0mnGPxWALlGAzWugbJiiRZp7eWv+kJkykli0d7XRP+rhOFBndSZO848rhUXWGpkTDk83D7eyGKjAiAk3yo0cf+eSrE4qM0QxEFOw0e4I6A4SOl4T6Zw+26krjV+w6hy9gXuUKWgna1x6k6gy73FPEtXxX1hkt51BakAxIBroIA+Q0ZW7jycF53tTXV60m/9ZsPIQnToRCB94a4Tlz2pqKunV/GZA8clFYNZg3o4Sl0eg6QyDBxtBqgoqmFz1hqscX3+BMvu2zelFkdCcEyuFRdYagnX3QAiMi0CY/DHV4li/f8sU7zz98+41Z5yYnOtKnfXxMFRmjGWj4ZLLbdetHmmVBnQFCB+oM/qgArQTtaw9a6gz73POoa9ExWWe0iD7ZWTIgGehKDJDTlLktkJzTgtd0g1PHLsye3renoQgnkkazUiaQYLM2tEwb0fSiJ8zatff2c2W9XBwURUZ3QqAcHlVnCNrZBy0wIgJtJo2hjq9OKDJGM2CpM2gVSdMzCD183+QmT/LN5rudgrtevMJ5FuduGmgliESY6bBNWPa5p220eF/WGS2mUBqQDEgGugoD5lnZsoKuWa236m/u6ad4kz3971urvXYR8yGQRrPSJVKBs7YkQUXTC0+YytXPF5Q1IqTWlXz+0GXeXjcvPxzCtzG+vW+AM/2ml386iJ+wVOuOFq555bmV+K2f9CyLBY3eviHFm/X0zycDKFS995v5twx0Y309qs4QtIsCtMCZADSZQCt3kDqhwBjNAFlnMJqGhGcIelSjQsCiKGvWoGMdMLSVFu7LOqOFBMrukgHJQNdhgJgsyIV9Qsk5LfrGnMcHORwZs/3actAIIaA0GkWYUILN2pYAGEUvPGEm9h4wINXtTfU6E539//Dsjyd14QZIxY6eZTEQvhweXWcI2kUBWuAMIQg0wY+VOIE6IWiMZoCsMxgVSYtnPk9hRHZHhYDF5sejETwBKxrujf5x2ZB1RlxolEYkA5KBbsBA1FpvePVG9eFt+f7C3ScIuTUeVUIJNl4H7Zi9XpEJs6b60LZ8/6a9p8hiKGw6isjEcngmUridPdCaJdhILNJ7CFQnjEHHD9/FOrm70J+/dX95g160meEjIXS7o0JsJYqs6cCi4F7v0vJPWWe0nENpQTIgGZAMdGQG6H/MOzJWia3rMSDrjK6XUxmRZEAyIBkgGahfPdnjmbwaVu4gG8ttyUCcGZB1RpwJleYkA5IByYBkQDIgGTAYkHWGQYXckAxIBiQDkgHJgGQgzgzIOiPOhEpzkgHJgGRAMiAZkAwYDMg6w6BCbkgGJAOSAcmAZEAyEGcGZJ0RZ0KlOcmAZEAy0BIG1JqDm/1bj0S5aDO2Xi3BKftKBmwyIOsMm0TJZpIByYBkgGUgdKzgqy9yDwb0b9SyNQ9dd90Dq4/rB7ifRiue7kLek4NdEZVNbmfuwUBMvbim5EHJQHwZkHVGfPmU1iQDkoFuxQD9Pi214qdXZ8586YdTQhaMVrLOEPIkv+wSDMg6o0ukUQYhGZAMxImBUF1Z6Y6inA0bC3Yeq6VfrYolIIsLc/N+3V9Wp30Xql1zW4pr7HvlgUAgEAzhskENBcMbKBQMBikLxiGzVQR3qPrQr7kbC3aXVfst1zPEeKBecSJDmpEMxIEBWWfEgURpQjIgGegaDAQK5l3s6tHD4fH5Ul2JCckZU7O3N+ih1WxdeuelPofiSfUqPRKS0se+tWX9I+cmnmH8KVe8uCtovFBCPbnylrSk694oNUoN9cTycalp49+3vHcVW6/Z8s5tmcmJitfn8yb16n9Wkv52MjEeqJcOWH5KBjoEA7LO6BBpkCAkA5KBjsBAqGTtu//KOVSLr0sEyzfOu9KbEnmHN36t57nO9AmLin4LIrWhfPuXr8zJ3txwat+S8cnOka9tKSkpKSk9ejpAvn6t6qs7+zqHvbAdv2cMv+mk9M3rPX3v/KqKqjNq1j1ygTP91rc3VeAXqNaWfDCtvzOyPgPGgwS9OgKTEoNkwGBA1hkGFXJDMiAZkAxoDKiNlUf3bS/asPKeQc7MpwsDCKlly8Z6vWOWHqMXVNDrM8g6AzVsmHWBc/DsXO29ZcGd83/nvmDWBu36iHHVA6HKjyenJd3wDn5Lu/bHWdHJ4rHTK2JPfkgG2pkBWWe0cwKke8mAZKDjMKBWFmY/cEOGT+nRI0FJ7tkr1ekY/GReAKGmjY8NdF40b5PxXImOWVhnoOC2vw91pd//fR1CTQVPZbqH/X1b+OKGWWcE8udkOjPn5BuWyToDxCPspWOTn5KBDsGArDM6RBokCMmAZKD9GVBPfTqtj9Jv1LOf5JdWNKoouPulLLdeZ8yKpc5AoQNvjfCcOW1NRd26vwxIHrnoQOSqhVlnNOU8foFzyNwiTp0hwgP3an8eJQLJgIUBWWdY6JA7kgHJQPdloGn9IwOcQ+YaFy2IOkM9kT06yTOac9/ky+k+15h3y437KWYFoRGpln04wZc6dmH29L49J35kNDNbqUcWjXSlTVl9WufdvJ4hwgP3wnaC9VWVlVX1+q0Y3bT8lAy0BwOyzmgP1qVPyYBkoAMyENr/+nC3b9Q/d9SqSK079MuiOy5OVsLXM5Ba/tnt/ZT0CW8XngogFDy99/s35727GaFA0dwhSvqMz06EEGqsrbOsAw2HWP3NPf0Ub7Kn/31ra4ygzToDhUrfviHFm/X0zycDKFS995v5twx0h583EeGBeyGEAgVPZTocFz6DV5bIP8lAezMg64z2zoD0LxmQDHQUBtQq/6tj0p0JTm+qx9378jsen5rpjNQZCKmVeQsmZ6QkONzJXmeCI3XwpCW7tKdIVk4Z4EpQPCmepCzyuVYjqMacxwc5HBmz/dpy0PBhos5AqGnPitszvAmOpOQkV++smY/cnB553kSIB+wl6wyDernRIRiQdUaHSIMEIRmQDHQUBurL9mzKKyouM3QzSGBq/YniTX5/UfHJeuNOCRbv2l3oz9+6v7yBOEh2a347UFGyOb9w1wnSbLiXCA/cq3mPsoVkoI0YkHVGGxEt3UgGJAOSAcmAZKAbMiDrjG6YdBmyZEAyIBmQDEgG2ogBWWe0EdHSjWRAMiAZkAxIBrohA2d8If+6BANffvlll4hDBiEZaDsG1q5d23bOpCfJQPdjoLKyEiF0xp/kX5dgYPr06V0iDhmEZKDtGJg1a1bbOZOeJAPdj4HS0lJcZ3TDazgyZMmAZEAyIBmQDEgG2oYBWWe0Dc/Si2RAMiAZkAxIBrojA7LO6I5ZlzFLBiQDkgHJgGSgbRiQdUbb8Cy9SAYkA5IByYBkoDsyIOuM7ph1I2a15uBm/9Yj9caBVtloKNu7pbBoe8mpxlYx31Kj6m978vy7y5t55ZR6qtjvLz4Vs9xjS1G2bn+SA3K7db1K65IByUB3YEDWGV03y/XfP3X91ZG/309bvCvIhmq+GZL9zt6R0LGCr77IPWi+rkktW/PQddc9sPq4NiOrpze+cP1ZCn4jhKvf/d/m/3PitTe/WmC2tuekdVtZ3jQBuqpbNdHlmriqDmzQ2b6wJIrkgNzubEFJvJIByUDHY0DWGR0vJ/FCFNj/fyuWPHKNx3H+5Bff+6zQeCM1Yb/ldUbD539Kcd20vMIwqlb89OrMmS/9oP3nHyr557VJ/aasPNiIUFNVVU3xv2bf99jKnZyKx+jf9hv25tWuV2eQiSI5ILfbPhvSo2RAMtDVGJB1RlfLqDWehq/u8ClZL+22zuyh6kO/5m4s2F1W7X9ysGvYCzuIr/EboXJyivaUkzc51FAwGFIRwh39OZv2V+hXJEK1a25LcY19rzwQCAS0JgjpjREK1a297yz3H5ccb8Jfh/8ijXSYDSeLC3Pzft1fVmfctwjVlZXuKMrZsLFg57Fa4ygiDeu96U/ddbCydLPfv/VwDXmbA7JLzatAM6POCFSUbMr1bz1SS9jW/ZJ4ADu4iVp/YndBTu7mPUeriDd4kp3FrXg50iEwKTLMMlTrXRBCJAfkNn4dKZQO24EYCOSGZEAy0B0ZkHVG1846W2fUbHnntszkRMXr83mTevU/K0kx6oy6nSvuHdrToXh9qW6H0m/kc+si10DwHOu89uH5Uy/0eVLTkhwJKZc9uvakiprWP3Ju4hnGn3LFi7uC5pQVKHzmQofxpb5hVj01W5feeanPoXhSvUqPhKT0sW/twC+0nnexq0cPh8fnS3UlJiRnTM3eHnlvpjbT3/r2urfvu/a8VCXBN+NL+oWauIVy1V2z/jgg2ZOa4k5M7HX1Mz+Fl1QI7JLzKtwsbPu+OeMGpoRtn3nN3HWR5RosMthO054P773MpyietLQkRw9HWubDa6vYMQi2gnKEIfBSFDbNpZqMG9qG40AgRDYaeUQyIBnozgzIOqNrZ5+uM2rWPXKBM/3WtzdVhBBSa0s+mNbfGakzqtc9MtibcefKHVUhhBoPr330Ms85939Xg/nBk1hCzyv+nJ17vBGhhn1Lxp2pDP3btiBqOLVvyfhk58jXtpSUlJSUHj0dIP81bqwoWT6lp/P3L206eEj7K/n3zHNd4asrauW3953rTJ+wqOi3IFIbyrd/+cqc7M0IhUrWvvuvnEPaxYJg+cZ5V3pTbl5Rpl06wCh6KK4+l019ekH2u4teW71Vv6qi51DD2fuaR1duOhVAau2u7AlnKwMfXY/LEYFdco6Fm2m2+wyf9cHmUwGE6vYsm9xft63xY0UG2VHLVt6Sljri5U2VIXx16MCGFfP+8V0lcWVEC4XfCiEE5whMEUIQ1WTc0DYUB+JDpAPREyM/JQOSgW7MgKwzunbyqTqj8uPJaUk3vHNYvxtBrM+o+GhiWp/pXxj/W6vl745JSn9wHb6wjycxYg2kejL7j86kKZ/gx1SY9Rnm9QyEUOPae850jVocXhOKUNPGxwaG6wy1bNlYr3fM0mPAzKQ2Vh7dt71ow8p7Bjkzny7UCgqMQhmx8AB8q4HCiQJ5T2Y4Bz620ezBs0vOsZHRwGnG2M6fk+kc+FiOzg8XGWMnuPvFKxTfzcuOEHeq2BEItRLkiIJHpAikmowb2gb5gCCywcgjkgHJQDdnQNYZXXsAWOuMAJ4bM+fkG9cBzDoDf6Uk9c24xPi7eIAv0R1+wIKaxFD96klu160f4WsdMdYZuOJwXjRvk4FET4NaWZj9wA0ZPqVHjwQluWevVKdj8JN5Rp1BVDt6D+KTxqmWLR3tdE/6uA7/Uw/aJedYuBnXdpJmm67D8MIFyF2w+J3RvRMTvOmXj5724LyFn24qYyhACPFbiXJEwzNTBFJNxg1tg3EAEIlkyE3JgGRAMqAxIOuMrj0QrHVGU87jFziHzC0ypjaizvDPHuw8b+rrq1aTf2s2HsL/eNOTWMMnk1tcZ8zi1RnqqU+n9VH6jXr2k/zSikYVBXe/lOVuQZ1xfPENzuTbPqsX2jXnWFEzmgP1+OJRmm0OPyI7CAXKt3zxzvMP335j1rnJiY70aR9zL+qwrVBAkCManpmipo1cqskbXNC2OA6bgXTtH1gniK72xP69ew9XmBf1OgFmCbFrMSDrjK6VTzoaa52hHlk00pU2ZfVpvZlZZ6hly2/y+iZ+xHv6VVhnfDnd5xrzLtHNnLZF901OZI9O8oym75s0rX9kgHPIXOMyRwvrjNq19/ZzZb1cHBTaNQGLmtETef0Pf+4fWWvC8COwo6rEnaKm3S9lKUmTPq7V86F/clshUY5oeGadofKphmoL8rggDsSFyASiByQ/24uBhpzHBytnjs0uEd6pE6KLTc2v3eTeGg+u/3DJe9/sPI0fkCv9bsmXu43/q4Rhyi9bjwFZZ7Qet+1tWa0+tm/7kltTlUuf+H73gVPaasjSt29I8WY9/fPJAApV7/1m/i0D3ZHnTfBqwQHO9Jte/ulgnYqQWne0cM0rz4W1LuBJDAWK5g5R0md8dgIvHq2ts6wDFdQZSC3/7PZ+SvqEtwvxssrg6b3fvznv3c2h/a8Pd/tG/XNHrYrUukO/LLrj4mQluusZytXPF5Q14gBKPn/oMm+vm5cfDiGhXbPOEDXDHChX/TXvBH7et77061m/S+k1btkhbaULzQ9spynn+Vvv/MfXO07h/y4bD38xc5AzY074thAxXPitwis6gRzREMw6A6CarCegbTgOxIfY+U/ogS3/nHjd7UuKY5+ViTy2/6Z68qNJZ5496UNjRVYskMz/RqLpbf6soukVfVuL3hxSK7++J3PY1EfuuPKcwbc8u/jVqRde9SL52H709mWPODAg64w4kNhBTdR8dKtLf5rUkflUWIWzac+K2zO8CY6k5CRX76yZj9ycrj9vglDt9uX3X3mWM0FJSkl2JfZw9hl61wcleCIVTGIoVLpyygBXguJJ8SRlWZ5rFa0D1ZYw5C2YnJGSgLVCnQmO1MGTluxCapX/1THpzgSnN9Xj7n35HY9PzXRGV2ck9h4wINXtTfU6E539//Dsjye16wciu8QJUdCsbtVEt5KeOcin2U5Q+l4/9wdcXOE/mh84jOC+FdMv7qX0SFC8qclOh3fg+FdzmMdNkKAVlCMaAlFn4PqEQ7VlwS7BAXkc5kMAsYP+HOzBwo9qk1fU7PXqsK2q/vvPh1/+Ify8VswgO3idQerNoeC+j+cu+Pk0Qo0Hf3zr6Ucff+3rffTT7zHzIDvGzICsM2KmrvN2DFSUbM4v3HWinriEb0QTrDq8ozCvYFvJyVrb/9Nh3Sh//tb95Q08i4ZpzoZaf6J4k99fVHySAFNftmdTXlFxWdQniMhkW1N9aFu+f9Ne7aIB4dSmXWGzUM2R7QV+W+BAO4HTh3YU+v2FO4/W6A/+ECj1TUGrWHKExcFYqnVnok8wDiSAKDLYkb8T1RkixTIyJl3/LFhZssmft+N45PVBau2RbXk5BXvKyZUSfJuhYDBIDQ3roeDpA7/6c/J3HMPXHo0/3bFxgNa243sjmpObWPEtKjU/srP1Eln4Gz5oe7J1emg8GTr9O+xF3+a101DEA4Q1UIR4unmRNow4HgwiZujYJN+PCBkdRKvuyzqjVemVxtuUAfqflE6xxwAAIABJREFU+jZ1Lp11BQbAOkOgWEbFjUeh89qH/jYpI82blupKVNLHLVq/bsHUIT53SppXSfAOefDr8FU2wKZa9uEEn3v46/uMUkM9kj0mxTfhwzI8k/628eWbzktKdCaneZXE1ItmvLc98tIdbfhbhezI61SANwp9eDcWNT/KEOkaBm1T7S3MKasUiH2SjkTt4gLCZeEXIUg3DyHEFceDQcQGne8H/4coQEZlqg12ZZ3RBiRLF23EQP3qyR7P5NWt/PrZNgpGumkPBsA6A1QsY1DiCSOhV9aDywrLA0itLph3uTPBM+jWF9eW1KoocOj9iX2cl8/fgbuBNmu/uz9dufDpgsiVj+DO+Ve40//8fS1C6qnPZ5ztyrh71Z5aFQUrit4Y18+VOTtHG/LYsVUuLkDOwaA3JoLY1PwoM4RrELRttTeNU55SIKfO4CoKCpiLCoSVX1g3DxDHA5kI33zlQMesCnrx/QQEin5UmtpmV9YZbcOz9CIZkAx0AgbAOiOCnVFeY2PCcyKh86I9tDPshe2Ru5DqsfCz1kQ/jk1teXX/+/6jyfE2bJh1geviZzcHEMKia56UWz6ICN5jpZWXs5x97lmLCw3smJKLIyZ73SHHm/5V5DNGNT/KiukaBm1b7Y3ilJChY69nENwT7UAQKCoQFn5h3TxAHA8EUc8s8tKh4zIDTjrgB0HIqBy12a6sM9qMaulIMiAZ6OgMgHUGrFhGh0TNiYHCpzNdlz73q77a6fT7N7tck1bjXgKbof0Lr03y3bLypIoq/z29j3fkWwfwXRQsoRIpOSJuG7+9u5dz+AK8XptyjBuYk73QmyWEWNX8LEZI1zBo22pvdGimDB3piKXAbAeCgFTxqHA4y70FunmAOB4IoiTEZC8CXZx0yA+kusgG1TZHZJ3RNjxLL5IByUAnYACoM5pRLLMERs2J+HWCZJ1RtTJSZ4ht6os09hzMHp1y5tRPftMWfPImqrts1Rlib2QAsar5kTYsJQ4MGndhBenIpa0RoxSniHyciqyl4HYgCM1DTCCwSUDbEBDHA0Fw6oxIiECdEUm6wA8XGZWjNtvtgnVGbKoyrct4u2nWtF5Y6qliv7/YuH7beo6asRxjuuOakbgaayZe+XWrMgDUGSLFMhoPNdeBdUZzNmu/vz9dGXzrxMvc5z/8i/7MStmymzzJ+psFsUL9rhevcJ5l3jchbhpgXOYc3Jw3M4pY1fxMC9qW6VqFQdtVe6M4jaHOAEEg25JzNAiBbh4gjgeCYO+b6CGG75tASQf9CFQXqTy1yW7c6gy17N+PjLjmmuv/8ukJTjnaJrFEnMT2tHfrIjR/c63rpw2t0z8607VVOMc83jpbMaY7rhmxZyx0rOCrL3IPdn4tq9ZJZMewiusMZdCDX+zaY/7tPXiqXiQgRyGnfhlgnSFQQQtbxIs0HGf0UC6fry/uwEsCv7ijv/OC6St3VqsocCp/wdi+riFzcrVHwCnH2Ig5Mpv1ZkYRik3NzzSgbZmuYdC21d7o0KK/ntEKILQ3IQO6eXwdQhgEe8vHvJ4h6sX3E4BUF6kctdluvOoM9eiSPyan9entTvrD22GNxDYLgXYU48RDm4nrPvGbi6vddjRG//JNKKpFOMc83jpbMaY7rhmxZ4x95VzrMCKttoABXGck6up2kU/HRfM2w4pljDPqlwHWGbCam24yuO1vQ5XkMdlHyH/d1Irc18YP9CQqnpQkR6LvkruW74xc7KAcYyvEyIwiAhSTmp+OOvJJuEYIAG1b7Y0OLYY6I/4gcKCQbh4kjgcxIawzQOgYAU+ED68F4iKjctRmu3GqM0IH3hzh6XvX+0smpLmGL9hvPPdt6qYEK0s3+/1bD9eYPxldl4QJlid7ojcG9VdEqjKQNgvjGdI74RpoFpJp3vKbQygquRzTSoxbfAkXbkiGzE3zEkPGLz9QUbIp17/1SC0/s2KWQCbE3RBqabrtZ0StP7G7ICd3856jVaTAEpkMyhj+ih3Dodo1t6W4xr5XHggEAsEQZksPkrQFMoLbNw+FNBXZjqWXjqz5cWB1aFWT0r7jHNKOmy6YM4PVZsfZgxXLYscosBnav/A6T987vjjNWg9VH96W7y/czdfaY9vrRwTe9Cb6Z9zV/BAAum3V3loDBKybB4jjASB06oFPQS/AD4KRAT5a6XB86ozQ3teudp8987vaio+n+Jya+nQEL56NlKvumvXHAcme1BR3YmKvq5/5KXxTX5uoLKonDbC4CG7svJav04KQQFUGVrVhGGV1VXAT0IAYktU6ORFFI5djtRL9HhsS1voHQ9LWPNuTGAo/RHfVfXPGDUwJZ/bMa+auC2eWjFbEkoAJUbe4pJvECOOwqSJEGgPGMPV/snLFi7uCOEiL7g+CkSCbUKgxEluvaMYB6VBfu8gXmCJbhv99A84M1obddq/RPzvDOfiJXPxCHfknGejMDMSlzgjunP87V/oDP9YjdHrNbb0U4iEufCpN6H3Noys3nQogtXZX9oSzlYGPrse3E/FXVtWTACx7otkBdFoEqjICgRMqa1y9E6FCiggSZZy8fAmL89CdWrrPDWlzQMSJFpMtiSEtfQl9hs/6YDN+EVrdnmWT++uZJaddEUsC4SBBt7ik21ZGbAv4kAFDY7jh1L4l45OdI1/bUlJSUlJ69HSA/QXAY4MPpbkREluvyG+zeakp/UlNAgYsMEU00ja1DPPPDHTTbrmvVn4+o593+D/2cFjuloTIoDsxA/GoM4Jb/nqJ89yHftbWIlV9Pr23or+0i73pFMh7MsM58LGNTZF/aEYsPGBejIbERSKNiaXUuogJvjEpUJUBBU6YjAF6J6ABdn0wCYkxT05EkS+bl8thrER3INqQsHV88idoFkkMUU2R9tT9wMdymiw3hWmLPJZ4TFDWiW5xSbcVI5QR2wI+RHoFY5hZn4GDtOj+6AlmGbENRTehfcbWy/Y44L1/BhKYsuDCO1SGEXFmYNrKA5IByUBnZiAOdYamVtJvxke78f9pJSXb/vcWn2PgrA3hq3302UQtWzra6Z70cR17otFmKiWpb8Ylxt/FA3yJ7omrOI0J/ZX8OZnOzDn5xjJ+YmEg73FlTdWGSRmkdwLK4rD4TUiMdct/zwJxHrZjC45EGxJ2RaVLIDFEN0VaZpO0zBLTLtOMZEnABAUEGd0EIkKwiBGHRRIjiCNY/M7o3okJ3vTLR097cN7CTzeVGaPMYtI0JpDuQdw6g6jqtDVdhdkP3JDhU3r0SFCSe/ZKdToib6u1C8WCy7YMkrWX3XHAqzMQIDBFe2AGBnFmYNrKA5IByUBnZqDldUbjhlkD6QXaZySe8+BP2iJoer5Qj4dVd9nrAWGtO664SJA58ekPF9cgJFCV4U48msAJkzKB3gktvxdWSBFBYqwTdYZ9uRzWSnRHog0JW6fSBS+VZ5oi9fjiUc7k2z6rt14roCwSiRMyAXaLT7pJjEIc9lSEiDoDlu5pvs4QI+FAsTMgWAUiG70o+oFxwK0zkL5IwyowxTilXODxc0Nk/DBt5QHJgGSgMzPQ4jqj/qcHz3FePK+oAa+iD//Vrf+fgUq/e9fWshMXql17bz9X1svFnNIBCWRP6AmQnK6OLBrpSpuy2liUTVzPAGVRmJSBeiewLA59oiQftaLtmxORfbkc2ka0+9GGhO1TMQHzi4aEaorqf/hzf1fWS7uD5BzOWCQSJ2SCtm6QKxARwu8B4OvZcKizlRG7KkKmMdEYbvhyus815t1y47kcOkgRI1wo4bjUpprKisqaRsOuGW5svZisAeOAX2cgxBOYMjFFtujgiTMDvrADx8RYkgckA5KBjs1AS+sMfHZwDv27qSODw8W3WpXe07+oCp+wlKufLyhrREitK/n8ocu8vW5efhg/+EqfaPCTwN/eB8ie0I2NeQchgaqMSOCEygtX70QoiyOARNkmZ94o5HIYK1Ee4IaE14HaVvoB5hcNBw5fueqveSfwDbL60q9n/S6l17hlmnaKOe2yWTYTJ2QCJjc+6SauMME4bKsIEQELxrC2dCF9xmcnQgg11taF14GS901gJIgPRUtEoOCpTIcjc04e+1xCbL3Y3yYwDqA6A/EEpujBq40f/pkBIUFMtJ0473dCaddOCJlJWkdQ9WVAmQc6ivixiaiTbbWwzqj6YkYfJ35Ezxp2oOiZIYpvyuoKFZ9NEnsPGJDq9qZ6nYnO/n949seT4X+86KlEM8EVF+G8IsicrhASqsoAAjFWvNoeR+8EHwcN0PgtkCj75ERU5X91TLozwelN9bh7X37H41MznZF78FSnlu9yQsKpAkOiaz9gftGA1a2a6FbSMwf5tMwmKH2vn/sDnkGt4kC0ReJ6hlCmSESuSEQIDo1i005GbKsIEcYggRzMTKh05ZQBrgTFk+JJwg9/00EKGIGh4Bd2Kkkj3sQv0qL/YuvV8joDcQWmrOhw8MCZQXsJKRST1Urc96ypjLv51jDYCSEzNBAXoZnvBAfaKnTmlyrAJL/iMNDCOoNj0XookqCa6kPb8v2b9p4yHy6xtrPsxSIuIlSVEQicWBxrSkjFm/z+ouKT9eRlaPsGKHvAbhRyOYAF+4cBCZc4hRSqObK9wF9UXAb+cytGGiMTcUq3iQ3EEaOKEDSGsX6XP3/r/vIGcnyZOBACkSAeFPXo4huSek9bUwGZi7EXiSjqbYHAlGFLcGZoPibDStw32mrmiiPwTgiZiV7WGQwlXepAG9UZdV2KNBmMZKCjMFDxr4m+jCdy2HsmQoCx9RKaJL60JTAl+BexddERQDmb1KTdInVWjhKq9RBfk1dDxRHxhbBQkHF3Vo1WM2pbGZbxrou36oxZ9yFkhuAtVu/152zaX0E9r4WP524s2F1W7X9ysGvYC1hFUP8TkKM3Ie5+aodAHPi6tE0tXa5bY7ByxI+FtnmJsHKHr3MGg0HqaqR5CIpJtwJRa3BkbIiw2LdimItqo7XrjPrVkz2eyasjAvxRQZONJQOSgWYYCB389vUFa6N9o1BsvZqBon9tU2AKPjO0KjodJfRJTtotU2dVT668JS3pujdKjSlEPbF8XGra+PfxjWNYkxdxRHzxipV5F7t69HB4fL5UV2JCcsbU7O2RS4gkZECNVru5/OG9l/kUxZOWluTo4UjLfHhtFY8Ennf8LJnrzHvW6tUslrNx9bzza21fgAxPz6CKczxEnMnQBThsquLCOcGBKHzxY9B23c4V9w7t6VC8vlS3Q+k38rl14RXgWs1C6GBPF4wTOCYhtUxeRVjABDFWWnCgteuMFkCTXSUDkgHJQNsyQM5coF4tX2eVuXNV9dWdfZ3DXtAXyYdK37ze0/fOr6pEMsN8EV8EK8WSi8wRgtRo+YgZagHvwjoDZCm8CDyBr+Lcdqq+yG7spz6fcbYr4+5Ve2pVFKwoemNcP1fm7BxDnoErfsy3rcKJCJNi0cFG8DiBucV1BkAtk1VoUAgTxFhp0QFZZ7SIPtlZMiAZ6EoMkHVGJK7Y1VkbNsy6wDl4dq62Kg2/ncF9wawNDQg/gD3Wk3LLB+HXASGkLXx19rlnrfaN1ztm6TGmaAmDYbFY6gxQjdaeMiwgIaxp44DXM0CWmIfN2kfVF9mPnZsTXGho1yA0wchwtIb4MWQbTETYFqUCDI2TCLWIk3UKEUGt3sn4hLCwcYmsGOZi2pB1Rky0yU6SAclAV2SArDNAnVjbOqvBbX8f6kq///s6hJoKnsp0D/v7NrwCAdYpBkR88TP/kFIssUhBoEZrS08W8i68niFARk2G7aTqay9bYE5K2PmYED/m8ypIBFOz4F8RME4EWQepZX6UIBZOXIbsMmOlhQe6dZ0RqDy8d+/+E1hPTP5JBro7A8HTR7SfA/CvdPegx6wzolZn5fEWOvDWCM+Z09ZU1K37y4DkkYsOaIs1eHNaWKcYEPEVYjEhY7uQojKyoScLeI9cz7j7W876DCEyejI0Hv1va1VfG7GDOeHWGab4MY9XVZQImhTtd8UdJyJuaSsGtczPFMTCqTNgK4zZ6A60eZ3RcRRP1OMrxvtcF876mbscKjoaY5OZ6YwCO7FFGh2bsnVsDNjMDb+ZevLDiT2dmY/8XyVvvowNUCfsZU7aUauzcv9f0VTYU8cuzJ7et+fEjyJasLBwLSDiK8JCXM8QqNEKlGHNLAHekXrqvRtdnsmr9ccGiXWgQmTgZNimqr7IXuyQmDDvvokpfsy1XStIBPd6Br6V9uEEHzVORNyC1JrZjGxFg6Xr1Bk0PwQtatmah6677oHVx+N9ojMME85Q4Nfnh6YOm5fHPTuQDe1sx/b4t3lOs+OjY7QhIzV4jT1hoWMFX32Re5B63K11Qm2Zr5b11iMyKNMPxPOTyI3hh5MaopnpPbh9/u9SL30qp8Y8xN+ieTA88Zt3tqPmbzJqdVZgEFd/c08/xZvs6X/fWoNcWJOXL+IrwGJZnwGq0QqUYckM8b3jGz1PDFL6T1t1OIDU+sP/XXzv0LTE8PMmQmT0yd6cxtpQ1VekpWuJvRmdZK74MZ/XQDTS1joGdpyIuIWp1e0Zn9Cg6NLXM2h+DDawTOVPr86c+dIPxuoo4rsWbRqGCSuh/Z88M3uF/mgY8UVMm9xTd7OWzHNas007TAMyUoNXzmRmEzDzDlOb/WJp1jJfLeut4zUo0w/E85PIjeGHkxqimeE9VLpm3uPLfrXx/DnNg+HJsNWpN4jfpAoq98I6q7zYG3MeH+RwZMz2kyKFsHAtT8RXoBRrqTNANVrbiLneEQod+WzmEG+Cw53idfccdvf8B7KckedaYZbY5ZNmnREnEef4ZgvOCSh+LODVrrS1MWTYcSLglp5HSWoNi8YGF0tHqTMYsRYNNlfHRBcNCVaWbPLn7TgeOV+ptUe25eUU7Ck3f2EGPzzFE90MdqRvcxVEIPGSCLEMct2YQTw3CrFPo6+5IZKZ4amimD21LeJXgvdFQdlVmbF60MNuPi2RfiBoIFLdQbg7FIDeik1lqHbNbSmuse+V4zfwBUPmpAgCsQYYjSQRz5eOjLTKj4LXW+sFIw1WHdiSuzF/14kGVQ0ZwVld8p1phm2nnJ8bqx88vCBNJAEGjd/iwty8X/eX1WlLCzg8MJ4Q8/trjcFN5qz1tqNTZ40SB6zJyxXxhbHQfvlqtDw9Wbqnts/1jrAGb17BjqO15s9U720fmd5D+2w7VV+uKq4Fi74D5wQhQPxYwCs/EbovW58xcsvajgMW1qjNI8D6DI5YC34vxm8bX77pvKREZ3KaV0lMvWjGe9vDd+xw8eC89qG/TcpI86aluhKV9HGL1q9bMHWIz52S5lUSvEMe/Jp4qwmgeELcaAyXwoCCCCxeghBP5CZoMQxHod05A3yydApkZiBVFNoIWWcIggKVYGh79H4UaYH1fRCCI7UXQBjGw/OnXujzpKYlORJSLnt0LR4OTesfOTfxDONPCb8oxy57MGQeYVxfWtFLSObM+BJIA7c3gpGqp/MXTLjAm6AkpyU7nb3O6Z+sDHthB86PPcp4EdDZ1fbB3JB+RCkEAg4b37r0zkt9DsWT6lV6JCSlj31rCydjlCemD36+AhaZsh0pN3x5UDIgGegEDPDqDL5YS0CFdUzw+TqhV9aDywrLA0itLph3uTPBM+jWF9eW1KoocOj9iX2cl88Pa8pqTfsMn/XB5lMBhOr2LJvcXxn46HpN2o48Y2nt+BIvsHgJgJw8uQui0OoMjvYJL40CmRlYFYU2RMYLBgUqwdDW2P0o0gKDFkRK8ioQEoJT2XBq35Lxyc6Rr20pKSkpKT16OgAKDbHRQZD5hCGOLy3hFsmcrVAaOL0h//gG4Df3nOM6f9qy7VUhhIIVO9+dcraTU2dAzvgRsP9FIkFuyLElaAanjf9b4vBAeOL2wZdSSta++6+cQ9o/wsHyjfOu9KbcvKIMq2KWrbwlLXXEy5sqQ/iCy4ENK+b947vuvRCVHejyiGSgszPAqTMAsRZYW4a5D6etkzV18NRji29wJt/2mVZL4EmHfBe2oXhC/a9HteMoiLDiJQBy8p9IURT0SmDdJyfHlR9PTku64R3t/fb4a+KWN6SKYt46MuwRZ2j9GBsUpASj9xB8UhwK0gKDFkRK8mqgYAOAaNXurdF3+2EghofIBtgSJIz2xZXMCVvnREH3hvwjpJ5870ZP8jhtItXM6aMD79jJORhBJHT9Q5Qbwo+omW6KCRj+LX3+pxTXTcsr9J5ERGCfSFvGiU0JJcOV3JAMSAY6IwOcOgMQa+E9X3x3L+fwBexykkDh05muS5/7VX8pzun3b3a5Jq3m1hlq2dLRzqRJH+MbMMS5kZ6cTIkXgWQNgJw0LIoC8snmVSuOMufkGyvM9ZkkiEBVFP2ZMMIaGS+sdsNXgiHMgJtUnQGnBQYtiJRKGBwABYNMJaJmbxgIHaSgJUQY5Ysdt3hVECiHRPUG/SMUyH1ikHPI3CJmdOAYbOUcisBKgjA3ph9hMzBg+LcE1xlgH5hVe5Fa45Z7kgHJQOdigFtnzBrovGjeJuM0GY6IN0OHtWWY6xmBwmcuJOuMqpWCOoNQPDHPjYxJZKynFYiXQDIzxMldFAVTZ0R8shkVyMxgB7BUjtWUGa8gKNwlUL7li3eef/j2G7POTU50pE/7GJIlttqnJng4LTBoQaSWSVMUAAXDTCW2YJ21YCDWyMKSijDPLGGsL06dIYrCLlKklZrOwbPzjB+QXoXiGOzmnI2AuW8izI3pR9QMDhj+LVkzRkYE9IGdaEm1ESmdfLkvGZAMdCYGOHUGINYCa8swRQE8oTFNkal4Qp6x2HZGnSEQLwGQk4ZFUdivMwQyMyJVFHpgEHPB+kcGOIfMNWq74O6XstyDn9SmKr4SDG2Lt09N8HBaYNCCSC2TpiArEK2amEDDl9N9rjHvRvSLEAyEjk/QkksYRmv1xakzRFFQvQX+UcWqSWmu4a/v11/U2fDLw+fhl17jGGzlnBsBI/QizI3pR9QMDhj+LdEsEp5OZI9O8oymX84BO0F8CSUmUjr5HW2fr3zW0VC2GZ6Oo8UYXcidUTcRirDx4PoPl7z3zc7TKkKh0u+WfLnb+LcH6tKaxzl1BuKLtQRgbRl6JoEntHD9wFU8sZyDBXWGSLwEQE6c3JEgCjoM/R9vDv8CmRm8Fm6AM/2ml386WIdXutUdLVzzynMrd+o3kQhr5hlaEBSkBEPYgTZt1xkCWRlBpOSkKQgAolWrMwJFc4co6TM+OxFCqLG2LmCfPbAlnzB8VYjyxQ4yURR0b8g/TkbNf5+4yJ16ydRnF7694PmHJwztl6Swz5vAzvgRsOcJUW7MsYUEzWAMwFmAwyLhifv7QwIndiOFRngbHjf0yJjrSpblWW2ISORKhFbULy7fUeeduNhsCyPESG4Ld/H0Yc23Wvn1PZnDpj5yx5XnDL7l2cWvTr3wqhfDj2HE02c0tnh1Br5LnbdgckZKgsOd7HUmOFIHT1qyCz/XWpH72viBnkTFk5LkSPRdctfynWGhDGpgNVNnuJX0zEE+tzfV60xQ+l4/9wc8yeA/Ms+USX3Or0FCyRoAOWkYjgKaELl8Nu1ZcXuGN8GRlJzk6p0185Gb0/ETBeFigquKov9zS1gjYMGKLAIlGMIUd5PiUJQWhEDQgkhtBQDRGhZHDJWunDLAlaB4UjxJWS/iUQYCYWLkt4QJY3xRBInHFtObjzSMMnjs5zcemjxqxMgbb3s8e/1Xswa5r3ptL/7KDmVwBDQFcG4IPyJNJHjc8c8C+OERKmMWT5wzh4hV+5HSkbf5vqFH1jnqjNbSPLTDO/OzstOpA7SxjOQOgCcKCNbRGdz38dwFP59GqPHgj289/ejjr329T1scGYXBODfl1xmaE75YCxLpmNgHByie2DYgFC8BkJPG4xKFUGYmBlUUOCiBEgwZVYu3IdDCSE2vcABmG84Wlrry52/dX95gnMMhIGxvfkuQMI4v2qYgCk5vvn+LzYpVk3y+P/2bezsAdAZGYDGNL9NUlGzOL9x1ot4gj26h7QuagRjwwtj6E8Wb/P6i4pOkfQ4PhFNuH9iJ7UgJF621GQoGg9R/BMYhRo8MVD7D6DBFOTlFe8r1l4/pkPkSgWGqdxfk5G7ec7TK8nAaBkCD0o2FP3mSbiRafZsVyrPaMfa44HUrzar+GXUGT4sRlmzT7RsoIht8vTvtS5BL2oZ1H1CmY+sMwDWNlNzXtyGuQci8JFphC3Ukdb+4i74NYUAtAUFhsrcrqDPsGZCtJAOSAZqB6o1L57+z6ut1/qKCn1e/MP489/kP/lhNN5L7HY0B9eTKW9KSrnuj1Cg11BPLx6WmjX//pOVKFL41tuWd2zKTExWvz+dN6tX/rCR8YyxybxTUbwOFDhEsV4avQjocmU8VsPfNNPqAnuScied92/qDIPiwFTtijLglpMUIS7Zp1YlFNA8hWO9OILfYzKiCEZCcCVyrxxePcp15z1q9gCTeKhe+FQtxHUv6yWBEeSSxi9oJeANGEokg5m1ZZ8RMnewoGYAYOP2fJ3+f2d/ndbm8vc7LmvDUp8Wcx5qhzvJ4+zFQ9dWdfZ2m9E+o9M3rPX3v/Aq/0pk8k4uUz0D9NlgiUCRXJq4zwJ4kWjzvcPQHOSvGRDJ5mhVbYoxaS0CLEZRs026vWkXzBHp3MJfNjh0YAcGZwDVqts7gcw1DBpNIxSLKI4FdY5KPAUULgkIQ866sM2KmTnaUDEgGuhoDDRtmXeAcPDtXu3MR3Dn/d+4LZm2g1YpFymeQflsTKBFYL5YrCzXW1dTUNRqXWCyMg5Ju9LxDaCPq+oOcl+aB4NmHs7SniMyKjBRjxPMh4S/8oPfAx3KIu0GsZJs2OyojFh4wWgn07kAuLeQIdzgITM4ErlHzdQYRu8k1CLmZ9BNBULyatqkqGG4HgkDiMUiAiG1T1hmx8SZ7SQYkA12RgeC2vw/Mvwj1AAAgAElEQVR1pd//fR1CTQVPZbqH/X1b+B9/cxYSKZ+B+m11WBvGdfGzm837H43fakKHJSEUu1wZ1NNEyz5WVb96ktt160fGW+qNNMLg2ToDVv1jFn6TWoywZBs1Owr17kAujVDgDRiByZlQaq/Z6xlEnWGKEoKQS5Dd9NMMkXk0sYvyDYJAtkHAxIq+kXWGiB35nWRAMtDNGAgdeGuE58xpayrq1v1lQPLIRQciVxLMM7lI+Qyfyfn6cbxzvCZ0WKI5iF2ujNvTRMvOO4YWEZ1ZGDyvzgDFGOn5EE/M+MUT9Ugk2Ub3EundgVzSETH7IgQmZ1olCUntheuMu78F12eQdYbBNQi5RMPITSKFnmbIsC2+nkE8qwmCCHtiQVAIYt6VdUbM1MmOkgHJQBdkQC37cIIvdezC7Ol9e078SJeQI9ZniJTPYP02UCKwvhm5slBjdWVFZa1xP8FCOSTpZs6ZUdQZMPgW1RmmFqNIso2eRZFA7w7kMsyN2lRTWVFZ08h5AkuEgOBMJLWnnnrvRpdn8mp9yRWzDpRbZ4CQm0u/mW6aoejrDBAEfkhFJehq2v1SlpI06WPTecu24lVndCUptZYxKntHx0BD+b4tBYVb95W38xPeQtRddHh30bCEqbTzZfU39/RTvMme/vetNW8uELOQQPlMIHkHSwQK5coavp/ZL9F15Su7ees2wZ4EWuY+Bjk/WemAxOewa2qWE6jx4JZ8LUaBZBttHwOD9e5gLvGT3gVPZTocmXPy9CsORJAiBCRnsGv8zoMnBin9p606HEBq/eH/Lr53aFpizzu/1rxRLBHXEmDIYBIJ3HgTtm1dpSxoFy0ICkHMu/GqM8gUwWBCxwq++iL3oHmHEm4qv+kGDFT7X7qhn5Lo8nqcPe/4qgMXGvaGd6fLWIvC6so/5sacxwc5HBmz/cRFBAtZsEAaEijNQUKHIrkyfKlb8U348CTx36Y50MCeJFrBvGNa0rf44nfsLCeuMyAtRoEuHI1SAwTq3QnkFoPFL2cpSSPeDN+P0uPSPwUISM4Qgl2j0JHPZg7xJjjcKV53z2F3z38gy9l8nQHrXIJJ1DFHPmmGyHqRxC5qB/JmFwSFyeZu29YZ1LuobGKUzbomA6GDb43w9J24vKQBoUB1lX4ZsiMGS/6KOyK+GDG1KKxu/2MWKJ/hZXVVh3cU5hVsKzlZa70QAUkE8uXKgjvmX+4a8JefRL8Ofs8Yx4TWDQQfjVFQixGWbBObZ/XueFyqRxffkNR72poKbmEW9hA1AtY1zn5ewY6jtQI3vHB4kHG7+CeR5z1yrM1BtGKdwWrKhWrX3JbiGvteeSAQCARDOEG6chnJCaDWpjWxIZomUNYjvVDbOpBmxe6ofsiQCzS/4BzSvjR9lG72+7cerolyiJoebG6JHUI8671IJ1Bbsg3e5vXV2nBGQ91/ZvZ1/3HJ8SZ9MGgNuVJ1rNlQMIhHkfkXHk9YF7uurHRHUc6GjQU7j9WSTwOyRmj04X0WKnFvntNFtxusZNKqf0X34gYZadRwsrgwN+/X/WV1JHgOKK09+IMQudDhcOoMyA8WuLTg4vyYNbN8vxAROhLOT4ZzSG/dfT5DhxeNTLniRd7bkboDCbHo3VX8a6Iv44kczj2TqBiLxXVUDrpV49apM7iack3rHzk38QzjT7nixV1B7QqPRQMOVmsTaOaRKYtN1QwDcV5rR+yO9IWQtmbMPfz1fcacoB7JHpPim/ChtR3ewz6Uq+6a9ccByZ7UFHdiYq+rn/npVCvWGiKHMM9sTqoL5l3s6tHD4fH5Ul2JCckZU7O3829ysH0bEOKOBk1+yBwMWa/sCcJSdYzZNf956BxiLJ1xxhk93JNX4+siMFTGyJdsDFyo1GpuOrHYLpBW1iWCg8T3o7cuvfNSn0PxpHqVHglJ6WPf0sbNzhX3Du3pULy+VLdD6TfyuXWRtYnQUId1Byns1joDCp6HawvnxywIjSHCCgT+FZW14s/DiqFj7gV3r3nxnV+6LQsx6N2FDn77+oK1h4zzcax5jcF1rK66Qb/WqDMgQbyGU/uWjE92jnxtS0lJSUnp0dMBbeq1asCBam32RNPstWITi0+ECbbE7ui+td/dn65c+HRB5E5ucOf8K9zpf/6e8zILzUfvax5duelUAKm1u7InnK0MfHQ9O9vRLmLdFzkEeebk5P+VrH33XzmHtCuEwfKN8670pty8gnvuwx6t+QxAo6GxomT5lJ7O4fPz95eUlB47HYCl6jiQqk8dLsWjqKSkZH/uP8f09lz65HrtFcgwVA42ilgIqnWVFdVJA5fATyvrUhAkXoN3rjN9wqKi34JIbSjf/uUrc7IRrNAIDXWBCxo6WWeAwXNxbWZ/zCK/DBE0Evu/Irqn3JcMSAY6OgOtUGcINOWYW7r4/GPRgNP5YtXaQOU7vYv2aa+VpYu2g4EQjyMJxO6YvtoLw/vf9x9tZTqWE7SK8ZjtKR8okPdkhnPgYxuJtWZm43hs2XDI8qzNmzZzwoBk8ykYDY1r7znTNWrx8fC/rKBUXX3kShApFWg6btr11qgzzxz11i4Li5yw4Lh0YwKo5ISsN9c/BSwzdIBB4itjy8Z6vWOWHrP+Bw+DAoa6wIWO2PgkwoL8QLgQon7MQr8MEQYEfcP2r0jvID8lA5KBzsJA/OsMkaYcdWpin9TBL6MuzH7ghgyf0qNHgpLcs1eq0zH4yTz8hAqkfGel2l4rax/eYuqnM12XPvervoLr9Ps3u1yT8IV5zl9o/8Jrk3y3rDyposp/T+/jHfmWLu1jbUxPSJpMnnvSx6IlXlYLUe6JHMI8071EOaEBMX1Fo8FaZ/AkZMJyibxhEnFc9d85l6Wcf9fnkVpFCJXBRoEXQSUmZKoXC45IK+MSDBKhpo2PDXReNG+T9WEsESj+UBe4YKCbYYF+AFz4XtLnf0px3bS8ImJV6JchgoGC7P6K2J7yiGRAMtCxGWiFOgMUxGNOTZxz9KlPp/VR+o169pP80opGFQV3v5TljtQZeE1u+ZYv3nn+4dtvzDo3+f+z9+7RURRp/7gk6ZnJTC7DTZAoiEBEXFGJ7rK6uqIoqNxlBVQUL6/oDwXRFV51RVFXZL3xJSq4qAsoLirCennF44VkcuEiHO6XcOR+IMSchOTkssmcmT71O9Uz3V1dVU9Nz2QmmYTiD9KXquf5PJ+qrnqmu/rTqWk5E1dQP/5CXNsrZW0XaiAUvLRlraft6Y+X9x7Kvymz64SPf7P+JNVrUD6wTv4NIZk8vUSc/8IORap4TC1xm1gw03URnn348ogIRc4zQnKJbDcJ+Qwe/2RS76whc32GxoEoLO1+BnHLyoIb74igmhMyU42xSzQrlw7r7a6mtVqQOM+YwcszBPzxLwjefB92wWA3wwKDB3DZyzMMvwwRDBRzqVOEq4hTUx6SDEgGkpqB+OcZIk25xs8neZ3D3zUk9pgxWqTWxtUrY5ZBCErpKnG8BqEGwujyDITqvr4/R+k/asxlrgun/8D5PpHmkvKB6tbd29OZN3+PftOEh6tFx2CHIp7pWqKyNDy6LhL1BmueAUrVhZ+b0ClC046Ff+5y7oj8/cQNACFUBhsFXgTVnJCpSuytMLJZGZdgkAipJ/NvSnffRD03EYHid3WBCwa7GRbsh48L5xnWi1nolyGCgYIP2LqKuDWT6GAitc/U2kObfVuPAgNMY/m+LaUbt5dVtPBVi0RGEGqoxHuI1CHUij0+355ELsKPhODsOh//PEMgiIe0h7A5kz89GUSoqa4+tA6UnEAEam32RNMEpQyVOF4LUwNhtHmGFlnaOZ2UK+ZtB9MG7EP5/bMl5U0IqfVlqx++zNPl1qVHWrwymhePdgx2KOCZyf1EZWnXFI34Rdeqtff1duSMmP/doXoVx32sdNVLzyzDL+pZ8wwES9UxkJBa/cPMS93njny9YM/e8L99RyqbhVBZbBR6AVRzQqbq6K8R8ZuVdSkIUj396Z09lZzRb5VW+BEKVO/7+vU57wr4g7q6wAUNnggLCh4hLq7NiLmYRX5ZImgo2j4eHyJdRdyKSXSQ4DTuqPxFT/R3Xv78Dnxdla96+NprH1x5QnOiVm94/k/nKmmuDI+z5/1ri18bc82tL5fE6J+MIDFibKSHGEFGX83CmKBDGuX4d6WjdyxrIJSAPEMkiBc8uGx8b2eK4s50p+fp77WOWW6uUIDV2uzplcGlxCpxVL+LOs9AgW3PDVYyhucfhXsn9pHarXfvLJcny+NIdfT689xv+Sp/ceqZAocwz5xJ/Yzv5eE5jhSHJ8vt6nbFlMcn5DrMZ1kWrBSNoXOQwiCVZ8B6eSykxo/Hp3cy3orVNpS8l/YiQVisEQtyMVTRwChgmUcHpAmp5WRFC8YNyEzB04UjJS2r/9jFGBbAH9zVBS6sMVvD4vrBFdQqBtcuLFRCXcyg1CD04MsKBu/ZuIrYSsl1xMppfLGReUbldy9Pm/biNxXYQ7DstWvSe45fdqgJoeYzZ2r3/GvWfY8t2xmjczICahFOjBbpaqQH+lzC9lWSMd6VGfZslINH8oRh7LCG45VncAiCNOWwEpCveOuB041QQ8JqbfZE03il7KjEcYKweyh4YOG17h5TPqsWVAj37dqaw9uKfZv2VVjekBDUi/lUJIcwz6zLaMqytQXyiHRhSKqOLgfvtxrUEIRILPOACoJUG07u2eTzbdxzqoG8PoCridfVQw4FLniI9GOAH4T4uNiLOUa/mn87V5EONIF/Qe0zBKuYGXA4cyhQC3ZjGAttBGsO/1K4oWR3eY3PuJ9BSuIF69fdd25Y8U4XrjNk60ImKJE1snaoACGkRkTAF2MDlfAo3KBmHuGBqaLj3V1aULBx72nqGRDMWcQILTEbeYa/smxToW/rUVLWk+ACFh4EgMvDXAYSmGdw/bXZwTipxAH4m3yzBjj6zyykrgpraaNvWw8nbq/VHSYulCS2LFmOV+PYuori5QywA2mf8dXmOEascyikfQa6oS3Wbnn7jtyMVMXj9XrSu/Q6N10JPTcxJWrxvdc06729c845R8l7cXfIFk/8LfRp86nr9PHK8slRIwKesqJICY/CDmvmGR6oGtouRBms08hGuCMQun1JSkCajOkPO6++b/bIvpkhzcSuf3h6fXi5BolOu7hJKxxxP14Q8piVgbMlz4iXSpyVvfCeWrV6ck/P0L/vBZdmaAUbVo5zu8etBFZxcS237GCrO2wZ3HZaW7Icn4azeRXFxxlgBdI+g9XSGEPkLAVpn/HdMKYQql3/yEWOnFFvbaoMIqTWlX0wsZeDzjNQWPHujy9uOnRY+1f272kXOEN5BldkDeFX3YY5u0bKMxArxoaf0dgV7YNLkhxRUUOUIT5nqraAiZG328yRgGTyjJTuQ2d8sBkvhqrfu2RcL0MzkUSH8wxKeJACLHftMHC25Bl2uJBlJAOSgbOaAUD7DEEqZpxHn8QsBdaC3NDcV60Yl51+w9vGUnFifYZl1qRWOmEpllCeAYi/2c0zOEoEOkSeEp5+zvqXU5LgyFpWQDTAGRShdj/DKjdIeqVvQmL9GEffxwpwg9LlrFYowHLXFgMyz7BFkywkGZAMnAUMANpnxbNzlfQeAy41/g3q7U11kQvYDW7MWQrUPqu3qTmoTX65s4uNN7ejzjP44m+272fw8gxY4M+gILwBlzQ5ouoIKAM4gyLkLPsmvdJ5hiaulx7STBSVo/DKXZsMyDzDJlGymGRAMnA2MMCR+QNVzDgPSs1ZSlyLdcOQ21zw+EWOgU9vbEmewRN/0/OMe9aK12ewYmxIqIRnCUBU0uTIUkWslceXpePL23Fkbdj7FKSgAn6QpGsmkujofITCK3dtMiDzDJtEyWJtwEDb6/m0QdDSZRsyAGmfLR3h8Y75yBQYhCGasxSsfYa4bhib6tE3r3dmj19pvMQW9f0MSGRNrXjvZqd73EpdUIC/DpQVY0NCJTxLAKKSJkeWKlgVBCaay1kdFGGU9zMavnmgF37UhBNHEp3MM6gWinFX5hkxEnd2V7No2SRGywcTTF7xZzfhMvpWYQDUPoPV5mhcRJ+FtM8CfDe0JaxQ8tYNmZ68p74/5UfBmn1fzru9r4t53wQxinfm+gy+yJomsj+zn9Jr4vIjfqQ2HPlp0b2Ds1M737VGu79BRMCIsQmV8CwBiEqSHiyVYpGl48nbhdeBkncsrKMJzh+Uq/+36CSOuOHgmhlXZnYZuST0NXkSncwzrO0T657MM2Jl7qyuZ9GySYyWD+aXvOLPar5l8K3DAKx9BqmlMbisfZarfRYUuKHsNe99/84BnpS09Ix0Z7e8aY/cmsO+byLKM7gia9hH8Oin0wZ6UtJcmR5X58vvmfdgnoOXZzBibCIlPCt2QUkrR9ZqENEwZzwZufB7rZYVNKTX+uVjXEpObj+vppmYovT409PfYJVq/I8qR37Hm4Iqd+0yIPMMu0y133KATBBWXtpdUlC4ee+xM9S6eVrzhhSuCfNgHuJp+ZhnQ8WJfWLToBQS/iGveKOw3JAMJJQBWPsMgSpmQkD8WgI3Vmv+yrLNxaW7Tlp026xFIu3xRdaw4aKSHcdIjSqeJUaMzb4Snv2SVsd8yhDMGT9Cq1F2L1h7dHuJb+Oecv6XuNkK8khsDMg8Izbe2kmteGjehFWjrWI1RgbA0/IRvZ2v3Yi02ILlfCy/LNoJ4xKmZEAyIBmQDFgYkHmGhY6OtRMfzZtQnkGJ1Rh5Bk/LJ1KeYbUFy/nIPKNj9UcZjWRAMnBWMiDzjI7b7KBMEIpS80ZbNHXdwl+JpytmnsF5xz5SnsEVvuHI+cg8o+N2ThmZZEAycNYwIPOMDtvU8dO84Sy6blGeYV0GDsv5yDyjw3ZOGZhkQDJw9jAg84wO29ZimSDE6gSpkOZNbHkGXwWItiWS85F5RoftnDIwyYBk4OxhQOYZHbat46d5Q+cG1LtfjZ9P8jqHv2uKGIlUgGhbIjkfmWd02M4pA5MMSAbOHgZkntFx2xqUCUJ8nSA/pOpD5wZUnuHf+PRAJWfyp/j986a6ej+WDwZVgGhbIjkfmWd03M4pI5MMSAbOGgZkntGhm5ovE4Si0rwJv9dqkbyxZgDBg8vG93amKO5Md3reC7sCIhUgOs9AAjkfq5cO3VAyOMmAZEAy0FEZkHlGR21ZM65W0bxhtHyQXRUgDDRWOR8zSLklGZAMSAYkA0nJgMwzkrJZJCjJgGRAMiAZkAx0CAZkntEhmlEGIRmQDEgGJAOSgaRkQOYZSdksEpRkQDIgGZAMSAY6BAMyz+gQzSiDkAxIBiQDkgHJQFIycM4g+a9DMDB48OAOEYcMQjLQegyMGjWq9ZxJT5KBs4+BHTt2IITO2Sv/dQgG9u3b1yHikEFIBlqPgf3797eeM+lJMnD2MfDf//4X5xlJeZdFgpIMSAYkA5IByYBkoCMwIPOMjtCKMgbJgGRAMiAZkAwkJwMyz0jOdpGoJAOSAcmAZEAy0BEYaAd5hlp7aLNv69GGKOlWf9tb5Nt9OhhltZiL2/OnVuzx+fZUqDG7kRUlA5IByYBkQDLQjhgA8wy1/N+PXPeHP/zpfz452caTor/oif7Oy5/fEYiO1sZPxrudt31QE12tqEqr5asevvbaB1eewAzZ88d83iMqh7KwZEAyIBmQDEgG2hcDUJ6hHlt8Y0Z2926u9D+/dbjV7glwuUviPKPyu5enTXvxG+32hMwzuK0nD0oGJAOSAcnAWc0AkGcEf339OnePu/+5eHS2c+iCA0SioQYDgaCKUKDq4Gafb+uRWuJuh36OZhR/Y6ugYOPe003EGb1wsObwL76CTQcq/cRJhBA+XrihZHd5jY+5nxGo/vUXX0HxjuP1hHdrdfr+QrC+/OCOjQU/byjZebyOiAchpDac3F1SULh577EzzZQRcpdXTA+CvZ8B+DPuZ/gryzYV+rYerbNEANTCMHjuSXhyWzIgGZAMSAYkA8nHAD/PCO575feu86Z9VVe5YrzXEfrUdwg7nieVq++ecWPvDHdWpis1tcvv//pdeLmBNoeOemv9W/dd0ydLSfFO/hyh+p3v3zu4c5ri8Wa50pSe1z+z/nRoYsWFHddMnzfhYq87Kzs9LSXzskfXnQpPurVb3r4jNyNV8Xi9nvQuvc5NV4znJupvG+aP6JOe6sjI9iipWZdMfm97PZdW8v6Cv2TOIGenTmlurzfLmZqSMWBC/vZGrVbz3g/vvcyrKO7s7PS0TmnZudPXneGYA4qRPsht2F+Iv/tmj+ybGeKv6x+eXh/mD64FuOcAlYckA5IByYBkQDKQTAxw84zAznlXOnMe/LYBoepVd3RRfvfML/riCDxPpnT7w6PLNlX4kVq3K3/0eUrfR3/UJm18rpPi7H7ZhKcW5L/75isrt9asf6S/Z8Bdy3acCSLUdGTdo5e5z7//q1pMgGao85AH8gtPNCHUuH/xyK7K4Oe2YT+16x+5yJEz6q1NlUGE1LqyDyb2coTzDLVi9eTznAPuWb63TkWByo3/GNnTmTurgLdGlJz3g2Xr3v1XwWHt3kHg9IY5V3kyb32/XEVq+bLbs7Oum7+pKohvoPz68/tz/v5VleUOA8YKFiN9kNuQv3DY3YfO+GBzhR+h+r1LxvUy+INq8d0nUy+SWCQDkgHJgGRAMsBngJdnBLb876WOCx7+Xksezqye1E3JfbIk/FQDpwfOMcuNWwj+oicGOPo+tgE/cMDnlOsW/mo8fKj8aEx290mfGTcI1NPvDk/PeWi9XpgwpJ7Kv9GRPv7jBoSqVozLTr/h7SP6ww1ifYZavuQWd+btHxjvawT2zM9zdJ+6jhMcOe+HT6tNVcf2b9/487Kp/Ry5T5X6UWD3C0MU761LjuppFMcOQnAx0ge5DfkLcUSEjfzFs3MdfR8rMDhDKFaUfOzyqGRAMiAZkAxIBtqQAU6egac+pefkj3aXaf+2/b/bvWl9Z/wcWltB5xlq+Ts3OVxjV+DEgz6nGUrvMeBS49+g3t5UVyhLoQs3rBzrco76qDY08+bOLjaWaxB5ht83q79z0NzNxjnUtPaeLo6hCzgMkvO+WlWa/+ANA7xKp04pSkbnLlmOtP5PFPkRCux5+6ZuqSmenCtumvjQnIWfbCo3TRM2oWKkD3Ib9MdwpPGXHuIPrAW5JxDKTcmAZEAyIBmQDCQjA2ye0fTzjL6p51D/Us9/6Dvt4QSdHqgnFt3gyLjjU3ySPoezAkefCa8uX0n+W7XhML57QBdu/HhcKM9oLnj8IsfApzcaE36EPOPuiHmGWvHJxO5Kz2FzPy4+WNmkosDuF/NcoTwDIeQ/veWzt5+dfufNeRdkpKblTFxxnHlughuOW4zMLcxtkT86bPXEomEh/kS1eO6TsTdJTJIByYBkQDIgGbAywOQZDd89dL5j0JyNjX7jX/2P/19fpee96+o46UHdunt7OvPm7+GlDmr50hEe75iPwis/rY7pCdfIM9Sjb17vzB6/slovT+QZavmSEe4MbWlF6Gxg1wtDHOdGeG7S/OMjvR0Dn96kZy5EnqGqRFLRvPvFPCV97Aocp/UfVMzMLUj9DIE/Jr1q+OaBXs68F3cHkKAW170VodyTDEgGJAOSAclAMjJA5xk4b3AM/tt2y4IFvAhD6aYttMDpgfL7Z0vKmxBS68tWP3yZp8utS0NrKejUAalVa+/r7cgZMf+7Q/gFVLX+WOmql55ZtpOXlBh5BgoefOuGTE/eU9+f8qNgzb4v593e16W/b6JWfDall+OiSct21qjIX1G84JYezoGzC0Pvjlj5NXOA4IFXh7q8w17bUacitf7wD29OGZShaPczmgueHXXX39fsqMDLI5qOfDatn2PAbPw8xfoPLGb6IPMM2F/oNo5y9f8WncSPoRoOrplxZWaXkUuwQglci+/eClHuJT0DMeraJn1cEqBkQDIgGRAyQOUZZz6b3N0x5IVdljQDIf/Gvw5UvONXVqo4l0jt1rt3lsuT5XGkOnr9ee63+tuoTJ6BEKrbvvT+q851pCjpmRnO1E6O7oPv/qAMr/CkC5t5BkLNe9+/c4AnJS09I93ZLW/aI7fm6O+bIKRWFr5yW193quLOTE9L9V5699KdvLdNyHkfqWd8Lw/PcaQ4PFluV7crpjw+Ideh5RmB/e9PGtRF6ZSieLIyHGmevre9XMC+boLAYvw8A/anhe1ScnL7eTX+UpQef3r6m5OhFa8tRcm2s3/La2OG/p76d839HxlLbNkqcTxiUUuNo12+qeDxki8+KzzE5Ij80m1xVL8vp73AFBaSjR1HC+JtQdXY8cqakgHJwFnLAJVnROQhnB7U1hzeVuzbtE+7ERCxUuDMkR2lRSXbyk7VUQkMXNVfWba5uHTXyQbiwYZROlhzZFuxr3Q3/6xRzLLRUL53U9HGPeXMvQ9/9eEdpT5f6c5jtforLpaK4R2bxYyqoD9cIlh7dHuJj4MGrBWte+yl+cdHLlB6jXzmnfeIf0vXbDvD4xRXiOs/lVRLjatlnrHG1X/JdI5YWsk7lxzHyDxDpyZ2ZC2ItwVVY8cra0oGJANnLQMx5hnGe61nLXHtIXCcZ5ALUwjMwUBI1tU8hKVNA1qipYuc8iRfQ+V5Aq96LdMiIg/p24Gqsk2+oh0nwjeh1Lqj24oKSvaeJl7s1SzwXBgGWQ3ZYN2qOzKdt7x3Gq8q0gRrcTYHaMDqWAio9KZepEVwNaOMrq12VLcf8hsJqM14NWNc4kJuws44VFnh4HL0EXofocZTe0oLi345UF5PpuegVK/UsyUbQW5LBs4mBqLNMxpWjnO7x63kP6o4m4hrD7HCeUZ96d+uynBdOuunsLZJ4MA7I7pnXDmnsEZfQsKXfIUFXrUbXRYx2EbyqRI+7bjm4efGDsj2ZGc5U5WckW/+uH7BhIFeV2a2R0nxDHxojfH8LWoNWRwo8Y6Ugp/8wabCuw8AACAASURBVOqqHKh0a8YFLkJcXVvsi6RGDJSrmcuLFz+LhIgjwuNWZRhZfWLRMGfXqev0DwVgeRtn57vWhPdrt75z1++8aYo7y6N0SknPueUN7AGW6pV6tkQLyE3JwFnHQLR5xllHUHsOGM8padmXDL9jIvFv8jNf4i/wBva/M6K7cuHUL8pV1PjL/KHZ5458Z7+2ugFPOpDkKyzwimtZxWD95GSqGe2S99CS0tN+pNaUzLnCkeLuN+qFdWV1KvIf/ueY7o4r5mmf5IVdaGt6Urgaso0V+xffluG4/pUtWPPl4LFqP4LUVUOJFAWVbmV7cHEtAVxA1xbXIqkRA7UdrwgJGR6HKo1YCyNbBHkGXt19gSNn9JsbfwsgtfH09s9fmp2PECzVy9ezbZVnd2TgclsyIBloIwZkntFGxLeGW5xnKN3+OO3pucS/Z/M3/KaN8eqpNff2dfQY9cYHMwZl5j74H/31YzzHWiRLTclXgcArrmURg7VOppRR7SXey5/XX2tSj4dUWBoRErig1w4TGrIIQYsOGHXV8A0bUreWbQt7cBEMF8G6ttgbmWeEvQNAiZYQxwsRxwbHUsU0HpZ1Ae5nYE1ej2f4O5TMDCjV2wDL6bLQ5BHJgGSgAzIg84wO2Kh6SDjPANZnhIrU+uZc6e6UkjX0xS3mkzBqjkWm5KtI4JWuRU2m1Gl/6VO5TuKzOdX/vNXpHLuyUVODVaLWkMXO6HWgoLoqna7obJF/7cFFMNzQKQdP1xb7IfMM+0ANzVxOvGDbkGGFthmqWEYEeUbzhsf6Oi6ZY6jRhO2DUr1ltlV3WaTyiGRAMtARGJB5RkdoRSCGyHlG4ZwrPCkprkGP/1Bt3Mem5lhkSr6KBF7pWtRkSp32l/71YjLPOLNMzzNi0pBl512RuiqFhUceVQSAixDICEKgri32Z+YZ0QAl3/2mkwUBEjpAumroDg9x4wThNh/m7HrPWs76jOYNM+zmGZpUb5nmniunSwOT+5IByUCHZCCBeUZidIkSYjVORuNkJm4dTZxnqCdX331hxuDZqz+YcoHj/L98fCz82gA1xyJT8lUk8ErXskymzEwGTNyNSOSC+dltmXc/n+R1Dn9Xf/gjUFdlzHD4pqIB4OIv+YKSt6CuLXZn5hnRABXEK0JCx9dopYojZoPUivdudrrHrdTfKyPWgaon829Kd9/EeW7Cl+ptQIirZ8uq7tI4z+L9pkM/frj4vS934uw/ePCrxZ/vjqswTOPp/VtKSrfuP8285H8Wc94qobdoilBPfTimsyP3kf/jaDy1CvrYnSQwz9D1AmxLZtiKIiFWCaMtUZcizNiKJdGFtPUZ/R76bNde4t++I1V4zGre/dZNXb3XvLKtCanV6/+/i52db/jHTu3nK55jAclXgcArNTPj0MzJ1H6eEaOGLJaSe3qgkjP5Uyx61lRX/19QA5bBwmsFKhowzwDh4rdqAV1bKzWwDCwLlMwzqHj9IiRUhExVTubl983sp/SauPyIH6kNR35adO/g7NTw+ybq6U/v7KnkjH6rtAJ/ibB639evz3kXrwOFpHr5erZxnTipCFuwi7Xtrr1zsfYhhRaYia6qMeho1dSqNVNzL5/wyJSrzu9/+9xFL0+4+OoXtCXS0RkFStf4Xryhp5Lq9Lgdnad80c4TDUZyzsokQEEbHtaniFjE+gLb512Z9bsnC2pjwG/wYty2jsFIC6rIPAOTp7d+AOuNfvfytGkvfmN8ej4KcgkzUdRKXFGcZxCve4a+jadc9fK+YM2Gpy73nHvrewfDSWB96XN5nvTLZv98JjS7QZKvsMArNTPjoGLKM2LVkEXBg8vG93amKO5Md3reC7v8kAYsO31zGoCKBs4zILiaTb6uLUUNKAPLAiXzDDpe3JBc8V1OdBRVAU6egYJHP5020JOS5sr0uDpffs+8B/McxnutalXRgnEDMlPSXBkeR0paVv+xi7EXSKoXlNPlQGvzQ+J7gAmCZww6mv3A/hVPL/i+GqGmQ9++8dSjj7+yZn/c0oHgoTeuc/cYs7SsESF/zRn9flWC4kq4WeYRoJXJhPuP2oE+RWiXS3imsWkkeHDVnMeX/GIupLNZTytm8NJh8gxGl0i/nwGJEdmiC7SK57NTu0sLCjbuPa0/TbZlEf/irDn8S+GGkt3lNb4n+jsvfz70o4FVJIpgj29GqwSqFkUw2Zanw3OsSPI1FoHXKEOKyQXuCb7irQdON4YuJ1BdNUowkYuDcIW6tobdGIHS8WJ7IBLDmbbBq2otgRDGXlSy41gdb3BSG07u2eTzbdxzyiLZC0n1xqJnS+Npjf0IeQZ0QdtRIdMHFjxe+Ao2Hagkbuno53CI+javnEZB7CCC9f+Z1sN14+ITzWE1O92XTi29zx9d2VKh+nxgemkwHt05/iueJShtOJ46n+4NIUN40LRvOcRHixug4eTukoLCzXuPnaHlA0OmLGbAQ6ZbdqbRzplQIzU6yIpuIrKeoF7SREWRGT4RNSuYjJDAo2ma2Yrv/QyuLpGWZ8BiRAwk5gBs1ZYyEWNPOwAaJX+F86uSR0EzAtUisn4SblO/5ZMQoYQkGUgUA3CeAcqQ2VQhw9cVV3WNc+sPKgePKnZA4NtyaaG7muecc46S99LuI/zXl8PkQrpv2ghBavLhufm3DfNH9ElPdWRke5TUrEsmv7c9fLNEFDfViqJZgtWG2/K95Xatps5n3kRVTy27PTv92n8cNNRq1ZNLR2Zl3/ZPIVobPKrlH472uoa+ut+0fDR/eKZ39IdUOKFd7hSBT5EzjYgkASuhanbkD0lnCLFk4t/YcBvCrGh9Ki33yRIiaebQEM88A9Al0vIMWIyIA8pySGBVoJFkMcHuCIxaG4StSh6BzcCqRWT9pNyWkq9J2SwSVKswAOUZ4AVtW4UMzwl81TV2yuGUw9FHCYIhrKmybOn4zo6h84oPlJUdPF7dBMikaBXh0RVHYpF1g4GFFxlz4tFvc5MgwVmCqw23uYZV5yMn7zNf3NXDYYr0BA++/id3j7u+OCNAa7Mx6766P0e5+KmS8N2OwM55Q1w5D3zNW9oMTBE4anKmATqHRg7ISujJaoot+UPCGZ9MP9i5EJ+VUMO1fp5RtWJcdvoNbxsfA9UfRZEdiiNGRPYzzrbAKqRMxL/XRdoWGLW0PlmHsw2bEagWcezIQ5IByUByMADkGeAFbV+FDE8lxMvDVtW1T8a7nbd9UIM5AMrhNKN8yS3uzNs/MNaOBfbMz3N0n7quIbD7hSGK99YlR8nBlkdo07qpXZ3DFp0IPQmDZFJwTcHoihFaNPlgYHA8gnUGzCyB7XO04TiqOZbhu/HnGRc5+s8q1CaEwM55V7oumvEzfqcNotF2Y2pLqXvd9x9tSSZ24xw0dzPvFz00RWCGialf0OhGKzKssNzC8oeEM4BMkBUkZiXYVF9bW99k3Nsx8Fo24nc/AwsFcXWJtK4PixFZ4DA7AqugMlHExU0Co9bWZ+BYDgjMwKpFEdrD4kDuSAYkA63LAJBngBe0fRUyKn9AFtU1OM/Qy+Hl6r5Z/a0TWtPae7o4hi4oCwb2vH1Tt9QUT84VN018aM7CTzaV82Y9hGznGaLRlY5EBIzJm/R4eG9NQLMEoA0XKc9AgW1/G+zMuf/reoSaS57MdV3+t20BIY3ILo/BAwuvSffevuyUiqr+Pam75/o3fuWN7OAUgTu1IM/QSdL6PsQKm2eA8oekM4BMsHPhNV82exd8qcYvzwB1ifCDn4pPJnZXeg6b+3HxwcomFQV2v5jn6v9EEf9aINEKrGJiHH0mvLp8Jflv1YbDkXJ6WEIJ1yRbn0TCbkfARo8IIdUiXm9kTcsjkgHJQFswEEWeoV3QGkZbKmT07Ey+PUQOOkA5IM8wRxUWBIc/Xp7ByrGFfUGjK42Qm2cYwOjSZNwWhPAsAWjDRcwzUPDXN65zd524qrJ+/f/0zrj+TS0Z4M2oBlqEWB65y6DDizT2Hsq/KbPrhI9D33KwxIPVAwoev8gx8OmNxkSn3+THBe01OswKL88A5A9JZwCZICuhmFhW6FiF+/HLM0BdogBCIjEifD+wubaqsqq2idOeAqsCjSQcsm6UE77AKNkgWk3dTLTYloCqRWJsHLjxOtQijZh4gWivdtTf9hb5dp/W0kRyu73G0zq4E6w3lYAggDxDLQcuaPsqZKL51uaUA4Fo4Euhceih8gxAjk17RgMq0NE3+bUHOvBwJ4rbghCeJQBtOIRYyTmSSS2MD0d7s25ZmD+pR+cxH4VU/MC2jE5Sru7r+3OU/qPGXOa6cPoPwFMgcKbBgZNQAZJwqvLjI73Jj0dYfqNT1YD37/Fb0aYzgEyQFcyiSkx/zbtfzFPSx67Q2y7YVFNVWVUnXq0QvzwD1CUKICQSI0LIX/Jkblpa7uwi3nupkNoRvktStfa+3o6cEfO/O1SvIqTWHytd9dIzy3Zq9zMMozod5F+BUaJBcA3DTLTYQNUi0iiJKfHbei4d8X5P4qEQHtpaQYaAQm0ayPBx8zq1blN15K7JQGL1pkw/cd3CeYZCadvtO1TRBMqQ2VYho+YERP6uJ3sXUA5HGSUIDjHWPAMBcmyaL3h0pREKgLG/uS1xWxAKZgmuNtxmP63O5+dcmzVfTu2peDLcve5bpz+qAWlEthsTA8eLNNLO6aRcMU//HqQlHG0HmmnwSXuNLmCFeSZlK89AAJnRshIOtvHraT1TnVe9tFs4rcQxz0CIr0uE/QvEiBBezKSkX/d6GfBIAbYKKBNhO7EbJVu/BWZA1aLI2NjeGp8jSZpntEAYLT68QFYMbRtcgOwW5DZUWR5HidSbShi9OM+gte3SLpmzGZQhs61CRs/OMeQZLQdB5RmAHFuYXa7uW5CZ3bTSkEgbW5qM29qMolmCow23C/+CtarzBSzXach6U8Hj/dLSBszyEb+4IbS2G1MzHdj23GAlY3j+UeLXvjUifD9i7/t3DvCkpKVnpDu75U175NYcx+XP78DFyGEE6By4mIgVqpq9PAP/QmeE9jCZsbCCH7co3tEfnhJxgFBc8wzMikCXiC9GpB5bdEN6t4mrKkVABVa5ykQtN6r1lxab4akW2TKquY/PfwIZMb4KD+VWF3iJLAUTUWYncObXLYUbinedbFTVYCAYbnHdQcgvKElDwcJXIKinw5Nu093AckGMcI1ehRoUyAEihCpqcRsiGN1JoOrgZp9v65Fay4UA0aHXIgxF0DgiS+LtGDiKJ+HRBEZDb7t93gWNR73qwztKfb7SncdqgV9L8YQcZxBCOTa7um9afACwqGLnzxIhE3xtODuSczwIEFq7jRk8sPBad48pn1XzjFuOCacvS0loR8QKVCfCcT6ZKDpWAjvmXeHs/T/fRXr3Iu55RoTg2NOV/xrjHTCzgPdcgi1s90icjMbJjBV1QoxaXRh7XI2Y8A0uSIXHqBzawCmz4xo7UjBIICiD1OriBaMv8qQoGdkZDkeX83tlKGEBVnLWFlmw4gKVY6CwQnFMnzfhYq87Kzs9LSXzskfXGVk4V7iGRAZtxyRuQ4aCcSlX3z3jxt4Z7qxMV2pql9//9bvwm4swHdoPGVIq6XO4LOkt3KY73793cOc0xePNcqUpPa9/Zn3oybWIo7gSDoNlAmPRyyOSgSRgoMk3a4Cj/8zC+M5cSRBYFBCCR968PnPIC6GlCqJ6bZ5nBA+tfXXBusPx/RUQJ6NxMmPlPyFGrS70PUAjRsszYBUevXb4Lx747UnBIFhQRq38cur5zgsnLtl+JohQoHLnu+PPw7cPMRRyBoctWFHxlWNUhOCwtDg6D3kgv/BEE0KN+xeP7KoMfm4btgsI11iQkSiJ7djEbchgNFzd/vDosk0VfqTW7coffZ7S99EftS9awHTgWhappK1wWdIb3o6aI3xLtXzZ7dlZ183fVBXEev2//vz+nL9/hT8bGbUxDQ0MlgmMRi/3JQNJwIBatXpyT8/Qv+8N/2pLAkhtACGwe9ULb/9QbrkDy4XR5nkGF5U8GA8GII0YfGUIVHgo13jgJ+SFBFIwekVWUEY99d7N7oyR7xsdklwqQszasAX9TPgvpEskCIuKQ5dJwmkGqAJEqBqQKM3tWMVtiHAoXPibfgMcfR/bQD5Nbqo6tn/7xp+XTe3nyH2qFL8kh2tZpJJ0iyz5+hn9b/QcNcBSPdEb02HgvxywYGBkPbktGZAMtCcGZJ7RnlorKqygRgyWqimenauk9xhwqfFvUG9vqmvMcvY5GzUPCqRgECgo4y+c2Y/7Gjl9PwO0QEfOV44RhUXFQSjhAMI11jstZm5BHue9dK4pJ9kXt6FxqeXv3ORwjV2BWwKmg64lKmvlLgaO8Dr9eBIuAssGZoUv9yQDkoF2x4DMM9pdk9kFDGrEhCXxIBUeyj418MNLmgWCMlrK03+WqcvGv58hsECBwruscoyKp30oLCoO/fU6vCJ8w4y+jkvmbDLEdHRn/NwiUp5hyjdxIOqmzb80LvXEohscGXd82iBUt2Nq2VbCi4Gj8PuAcSNc1M50YCZRcksyIBlopwzIPKOdNlxk2KBGjPa4HVbhoSxTAz+cZ4gEZSqXj812Dn31gL4Mp/GH6X2czPoMkQUKFVc5pk4k3UbFQeQZgHANmU9A2zGL25jh0Ljq1t3b05k3f09AqNBD17JPXQwc4TwjnoSLwNKBmUTJLcmAZKCdMhDXPEMKTiZVL4A0YvDDCqHGmSUKauCH8wyhoEztTzMvcWVdOmHuwrcWPDt99OCe6Qr7vonQggUUpKcjCIuKg8gzIOEae+tAP5vSy3HRpGU7a1TkryhecEsP58DZhY1YcvjZUXf9fc2OCrzQounIZ9P6OQbMLrJEoe1gXMrvny0pb8JSc2WrH77M0+XWpfhrhCI66GhEZSmf0XNUC0XjF/UjGmJYNwG//Hzg1aEu77DXdtSpSK0//MObUwZlKOHPENC1KPDtf1et2OPz7TE+hdb+A5IRSAYiMhDXPEO/Gx7R69ldwNCZjLxMt4VE8TViwiukIRUeyic18MN5hlBQBqHA8e//8fC4Ydddf/Mdj+f/+MWMfq6rX9mH728QTydEkjQWWAI9HSgsKg4yz8BpF0+4hkBGorRsxyRuQ8aCcaV26907y+XJ8jhSHb3+PPfb8Ou2AjroaCKQTzpEsLwdbdWUVIov4dEERkFv97s0x5EDCh4v+eKzwkPMY73INa0l4mXHarWj77XeaC1gkm46A5SgTlKdknlG6zeHoTOZ8DwDxybWiAmcObKjtKhkW9mpunD60UI+7AnKVC4f6/X+5d91PGf2LIjFkWIKCxCu4WGkj0UnbmOpHZ53amsObyv2bdqn3f4gC9imAyEUTdmoBJhCgAQCRjEQHhVYkpH2vR19ntG4+i+ZzhFLK1sad7zstBRH+6rfuqM1wA3ddAYooHzSHY5HnsEITmpR0oKF9L5JRTAQCOgP7sNHOYcsRvmajpDEoOmKv6VD41vFdXjaiXxbxlGRUf2cUbjjb9RseGfe28vXrPdtLPl+5fO39XFd+NC3NR0/7MgRRj/vRLYpS8TOgH5tgoMBqP3K+OSWNNrbX1m2qdC39Wid5ecGK7karFt1R6bzlvdO+/1+vyGiC411MHy+ndgGt3CowLDIxsBQg2CcYtv4LKPbG6oSFZpI/BGIdajGIW67GmctG3yofAO6H7bncZpOL4y96dtsRfOcjkovG9qPggXdQGx/W5pncAUncegnFg1zdp26ThdLw3IFzs53rWFRquEP7O43Ug31aP7wTO/oD8uZwvgadVzD13SEJQYZM9QBkVWEIH1Jygi9KzJK3o+n63XU/er/PPHH3F5ej9Pp6dInb/STn+xhX6HtqLEL42pYOc7tHrcS+OCjsKo8GX8GRNetQPuVBqL+tmH+iD7pqY6MbI+SmnXJ5Pe2h/s7dqBcfd/skX0zQ/qvXf/w9PrQcg2e5Cr1vRVlyAu7AgLhXRA+106sgxsWcAEkZXkx0OSE9V+gkRy0jRDi6vZGjQaeKzB/TlJn1/JcF0XRAwCo4o7BpYTXdOQUArY5PA1r03IULHyuyQZy2tHuoZblGYDgZFR5BkJ1X92fo1z8VElYmSiwc94QV84DX3NuqmNGU1hNR+2OPywxGIkLwKpWDZY7jGAVMKpBJTtJBDPytGRAMtCKDAiuW1j7lcYnKqk56D50xgebK/wI1e9dMq5XSP+VL7mKGiv2L74tw3H9K1vKysrKDh6r9iOB8C4Mn2Mn5sENVIHlx2C5YRPiCsYJ2g4tXr/AkTP6zY2/BZDaeHr75y/Nzt/sB2uAaOC5AuOy6Oxa8gxRu1r7ACAxLDIAUILv37BdgJxC4Irgz30tz4iCha0tXRzUojwDEpyMMs8Ifd23133/0d7Tb/x5xkXOQXM38yLDjBLalLqmI/lbkCMxaO0B7B5gFRcUyB2ydixHAKMaVLKTWCrJHcmAZKBNGYCvW4H2K4VYWJJyoEnmOfo+VtAMadwi+uG84Y0z1lHWLSMkbSf2wQ2sCcZgYA5vwDhB26BuL1QDRUID8Efp7JqjNdiu5ASkBYhLejzD3zluTbFAA7gSQIlmj246y1J0QUXosYL+mAEbt8eCBiP2/1qSZ2jqS7mzi42MgHjfBAqQjzR4YOE16d7bl51SUdW/J3X3XP/Gr8ZTFLIGxaiu6ajlJ7B2ImmBtw1YxSsN7ctm0oYBo6FUitCzpuvJfcmAZKDtGICvW5H2qxWvsCTtQNN/Tcf6r3zJVcTJM+CxjrbesHKsyznqo9CwY11PGvvgJqgJxWAliJlUzZFcYBvQ7QVrQCK2UcrRmnkG2K5l9GwFQfXN6m/9Dd20VpcPpvMMnRKNuWjyDLIiNA1reYb9XkS3XvT7LckzQMFJ437GPWv1xAlen6Fh1hdp7D2Uf1Nm1wkf/2bNA/W46KvIfO9OJDGo14b+AlZxniHQl4SshY8DRmWeEYE3eVoy0JYMwNctb5YhtF8J0MKStAM8FYT0X/GAc3rLZ28/O/3Om/MuyEhNy5m44ji+bW7ND6LSiTVHSMZO7IObuCYbA2cwp1kwcApsA7q9YA2tRThoRHMFjQvTb/wqxJ7oNEHrAZw8gysxDBrAUGnXYUq0KOguQIASVgzlGew0jLV6BArCNBSib8e42ZI8AxScxHlGxXs3O93jVuqL/SLkGQjVfX1/jtJ/1JjLXBdO/4G5DxWOjo7f6J1C7UQMp7m2qrKqtonT40XtJNJOJKzyuIehkj1XqykEx7Nt95j6294i3+7TdLJtt3rU5Wz66yhKRVKWLuoekvwV4OtWpP1qjUtYknbQ8M0DvZx5L+4O8CVX8UT3+SSvc/i7p/XBKxo5VXOEZOzEPrgJavJlY6304D2aBQOnyPbJ/JvS3TexDyNAbWM+mmj4s+QZYLsy8xUgMQwaEFCicUd3Adt5BjANNyHhjEm3Dtt+0R5pSZ6BIMFJDMLvm9lP6TVx+RE/UhuO/LTo3sHZqdz3TXTE/o1PD0w7p5NyxbztoJIDHb/RO4USgwj5S57MTUvLnV2k317RnWp/Aav4nEA7kbBqsRbeAYxy7meIwfFs2z1mZuJ2a0RdzhCMwYOgTX80NVE7TZIK+mNCsLsmCc5YYYDiQPqEF6vhZK5Hd05ziEFqBaT9SgckKokdKFf/b9FJPBY1HFwz48rMLiOXHA7CArJ4ZFRyJn96MohQU129Pxo5VQJ+aBkcYSf2wQ2syRfBNR6smzzBNIO2EaTbC9UAGI2KP+uoJmpXMza8pZ7+9M6eSs7ot0rxat9A9b6vX5/z7ma/yABAiWaX7gKWoVZYkT8NN7W2KG+L8gyE+IKTGjXBo59OG+hJSXNlelydL79n3oN5DmGegQLbnhusZAzPPwoPYwCjePIWSAyiwJ75eUr6da8zt7dCfQOwGjqJIH3JCFYBo2yeEQFcGEVMf2zO+zHZDlcyBGNkntESGpOyLn2z1tLWSYk4DqBE1y2o/cr6VSsLX7mtrztVcWemp6V6L7176c7wj9765WNcSk5uP6+m/5qi9PjT09/gDALBkqvBg8vG93amKO5Md3reC7sCgrFOCJ+2AwvDRhjcQElZOAaKIiFOcMgFdHuBOEBGo+DPmmegaHoAV2JYYACgJEQc3XTk0C6uyJ2GcY4bHQtU+0W728I8A7sTCE7iU0UlO45ZpWj4GIMHFl7r7jHls2r+aVtH+RKD6rFFN6R3m7iqEk5gIlnnyB3GwSr2Gicz3ADIzog/K1FffnDHxoKfN5TsPF5HPUyxI62DEK8UIfxi059xXXCVilqOEo8Np/aUFhb9cqC8nowzWnkcLqkIq+EUbijZXV7je6K//jE4qihHZ45zSKuk88cT2bFa5VjgHLIYDVSVbfIV7TgRnuPUuqPbigpK9p4Ov0Ju2OcxIxQH4jg2D0FNqIdquG2XG5D2KxuMqGSw9uj2Et/GPeVWZQJQchWLUPmKtx443RgexfhjHQuCOsLYQTxhWJujEmdYxBNC9eEdpT5f6c5jteTVRwGJtMu3jWtBur38GhCaGPnDAETtag0LgGrfAGmO03TkaXhbMA23gAXYH+dMHPIMjtUYDjX5Zg1w9J9ZyH2yEYM9okrlv8Z4B8wsiLPlOFmNkxkiXHOTnPdhURZkT1oHKEX6ILcF/nCeASgVCWoB/s1ow1t8JZ8Y5HEYy1gmaMvbd+RmpCoer9eT3qXXuen6x+AshfVVzS2VnrNp1FJM28EMO655+LmxA7I92VnOVCVn5Js/rl8wYaDXlZntUVI8Ax9aE/6GCqQ8JBQHUk8tuz07/dp/HDTmEfXk0pFZ2bf981QEDSmLBtLnLHJ5JCkYSOSolBQBShCty0CS5Blq1erJPT1D/743Ac+6g4fWvrpg3WFjSIwPwXGyGicz/JjIeR8UZQHFbCw2+aWou4q2/IXWgKXwlIoEAkR8/8wNKvyolqPkE5s8joUA5xfXzAAAIABJREFUvAPI0nH6bHyk5ygAURrtkvfQktLTfqTWlMy5wpHi7jfqhXVldSryH/7nmO6OK+btwLhhZsTiQGe+uKuH4/Ln9aVUwYOv/8nd464vzgiaUFv7Z9FA2koFKHeThIGEjkpJEqOE0ZoMJEme0Zohnz2+yHk/HDUryhJJzCZUESxF+iC3QX/sWnP8ArymVGS0TKwo4y2PYwDSNiBZOk6eEVfpOQOFthosBj07bYG9mRSoxxfdgN+kbESa9JE78/YPjM+U49VCju5T12Gf9PoMy+IzLKfn6D+rUHsCE9g570rXRTN+Jp4BsE2o5RmUBpIRmtyQDEgGOi4DMs/ouG1rmRdgURZ70jpQKTK3ILdhf8w7baZSEYJrQf4tzRdveRyLcS0d4snS8fIMFA/pOYt7vBOjUX/pU7nO3z3ziw60+p+3Op1jVzaGBGJoRQBDOEiYZ6DAtr8Ndubc/3U9Qs0lT+a6Lv/bNs0+3ITGuhwmLnlAMiAZ6MgMyDyjA7euOe+LRFm48kDMEwluKfC5idAfPd8YSkXCWjwRIxqlQMmHnk0NhSUaTfhNQLZbgLJ0+vRtraIv0ohZes5qLrQXm1F/6V8vJvOMM8tEeYbBjDjPQMFf37jO3XXiqsr69f/TO+P6NzUJX1ET0kzzApTHJAOSgY7HgMwzbLdp+5NlMvMMkTQNX8yGpoVbCswzRP6Y+xmGUpGoFtc//am9eMvjWEgAZen4eUaLpecszo2dWPTs4DxDKBwkFAfCazvwl5azblmYP6lH5zEfhWSkRE14luYZNtXrjBZuXxvtb1RsX/x2ELQyz7DdkLoskzbCrnr42msfXHnCdmW2IK2CxJZo8REzzxBI+9iT1uGXAvMMgb/Q+gyuUpGgFt8/IwAUZ3kcawtAsnRQnqEt0ohdes7q3NiLQc8OzjOE2lNCcSANT82XU3sqngx3r/vWacIwra3+Y5AStw2L7lx8rJpXYXzsxWolMQMOMSrGCsxWvcSgt+VaL9QyCC2rrWNIQP/UTSf0r8wzbNNLXFGGYpHtymxB5q40W6SlR4gRDhZlsSetA5YifJDrQWB/Wp7BVyoSSMeA/mmO1LjK41DW+bJ0YJ7RQuk5yrm+G72enSDPECoPicSBQmiaCh7vl5Y2YJbPEOQQNHx7uJ9hXNn0Izmd/ej/kldI9LXjVyMxAw4xKsYPKsdSYtBzHMGHWgahZbV1VAnon7rphP6NIs/QVXZAQSGe2E9E8LpVvSCxr2+CDvU6nL96XbtCRQiLoBQUbNx7mpbZYGSZNG+6/ZBrSJgI6cXYEDgqSCFbIBBOlFEegkVZIDEbqwN7pcw6sD9cBlAqQnAt2/7jKo9jxqNtCWTpqJJ42WaLpedomwkyWnNkW7GvdPfJBnp+jUkcCG5CJpykO6BfshiYvm1jFDGLHtzs8209UmsQycszeBe5acGethp3yNKN2BxwoIELNhNuL/6oGDoZxTzA4wHz3nByd0lB4ea9x86EE1jucAmh15qOMRFGTv9pEQSdJ8IoAIobAK4G+Mfyab9uKdxQvOtko6oGA0G9P1ldAt6wYZZEAmVrb9rPM/CvEcc10+dNuNjrzspOT0vJvOzRdRHEfiJGA323FlcUOoxgOVTXnlARqt/5/r2DO6cpHm+WK03pef0z6/VPFnFlmbBrcuwQaEuBIfBUkJAASIRw5elkZCAh0nMJMZqM7LURJvLKjmIUwUWVq++ecWPvDHdWpis1tcvv//pd6G1h0iIe1oDRJgpnkYxwBmnegAMPXOC4pTUKOCoiSPSN15YQDzw9vujQ2xQehFm0CyG00mzUW+vfuu+aPllKinfypz/NGeTs1CnN7fVmOVNTMgZMyN+OX/bmBQD7R2p18YLRF3lSlIzsDIejy/m9Mgw9QLI3wQ3Ii4DXCK12LLo8I6XzkAfyC080IdS4f/HIrsrg57R32WCxn0hxRMozOA4jmdTO4wslJaJQkVa0Zv0j/T0D7lq24wz+TNGRdY9e5j7//q/w42ZAlgnXIlsbVMAKpUr8EDgqSDAQWyHLQsnFQEKk5xJiNLl4a2M05JVtbxTRHptpRbv94dFlmyr8SK3blT/6PKXvoz/iOYa0iOCL3J4zjZ0IRthBGqOo2L/4tgzH9a9sKSsrKzt4rNqP4IFLw8Ka0SIVjIpRzANQCHw9vqjQ803otwPM7hUdBJVDoJZnWJTnNu9e9+6/Cg5r39kInN4w5ypP5q3vl6tc+iH/SK38cur5zgsnLtmOp6RA5c53x5/nuPx5TVfP0pugBrTLgMlFwreiyzOcY5aTH3p3pI//uEEg9sN8LpcJJ1KewXHI2OAdwBcKUVdbBc8KFeGalR+Nye4+6bMzuhX19LvD03MeWt+MIFkmXNIydoSqcoSJ6Dcr1FP5N2LOtAr08zoIiA5M/pUMSAYSzgB5ZdsbRTRxMqoo8hc9McDR97ENzdaxArrIm0O/SVo6ZEU14OhUcgYuKhp93MLjuWBUxCp5XNE3dh4AeYD1AFf/JdM5Ymmljlr/y6IHTehVQn8hCAisT4/YoTbjKc+xoFjVO8h/s3rqvZvdGSO19ESDqi+B0dI8sn+GA2K8gRFYGWjNvZjzDNSwcqzLOeqjWoHYT1nESKLIM3SHEW3iAtSFAggVYU2I4tm5SnqPAZca/wb19qa6xiyvB2WZsH2ytWFhIhqGJQSq14JAbMUrC0kGJAPxYIC8su2NItw8Q9Oec41dUW8ZK8CLvD4uQxZjRDTgIIEoHhW4bgaP9Vi7lydWh8dS36z+tEyNJvrGfCdbwAOkx0cNlyL0kAlL9wAhIATVZyAw47uAUlpdF/Rf7y+c2c8x8OmNxst0YJ4BzjxQBBYGWnUn9jwjrGcE5Bma2I/dPOOetfriS5w5O8Ofj6c7OyigxCGMqgssuA9fG44+E15dvpL8t2rD4QAoy4TdmaORSJiI6YdkCFSvxRcpFwgnOnlIMiAZSAwD5pXNzNrAKMLPM06EtN0byLFCm4m5F3nArjPhkMUYQYIBRzRwUcOnbqYWIdGoyMszQvMA/W0pcLDTfrL7T2/57O1np995c94FGalpORNXHMcjrvV+hgg95ogxQT83ASFo3Ypbn4LA/pwVgqJqg/4DWirXf1ZRpDxD6M0GA4m5fgCr8cgzQLGf0P0ytbm2qrKqtoluaYxIrXjvZqd73EryaYzNPENklp7ggRECAyhfOsLj1VWGSJJAWSZcyByNRMJENAz9etXcUCpIMBASlNyWDEgGEsmAeWUzszYwinDzjLp19/Z05s3fEyDHCsFoY9eZcMhijIgGHNHABecZolExwjxAtJpgsOPq8eER9/NJXufwd/UV+iL0XBOMpB848COoPgWBzTNEoOgABBRULh+b7Rz66gE9O2v8YXofJ7s+Q+ANigD3nvBsTLRGa2zGI88Qiv0gf8mTuWlpubOL9HsWlrD8vpn9lF4Tlx/xI7XhyE+L7h2cnWrrfobYLHWhACMERoK/8NnbkTNi/neH6lWE1PpjpateembZzgCCZJlwLXM0EmhLiS97WgUJAmKhK2477UakMPn1BpMfYdx6zVlgyLyymcsXGEWMPEP5/bMl5U14DClb/fBlni63Lj2CpwrSInSRR3M/QzBkCX/YUAPOfw+8OtTlHfbajjoVqfWHf3hzyqAMpf8T2s9oavjU0xW8OF40KqoVn03p5bho0rKdNSryVxQvuKWHc+DsQo0ga9cBeeDr8eE7FBufHqjkTP70JF6tX1cvQM83Ydwd0IFAEBBYn4LgZzqIcC6ga0P+AwjV/jTzElfWpRPmLnxrwbPTRw/uma5w3jeBvYERIHM21mlopb9xyTNEYj/4A5BK+nWvM8/owgEGj346baAnJc2V6XF1vvyeeQ/mOezkGRHMUhcKMEKEIdRtX3r/Vec6UpT0zAxnaidH98F3f6DB5csy4VrE2CEQJhJe9ohWQUKICyQxHYEIIDEO4mWVeDjZci28mrUz/3TNPe8f1H8pxAUkgTAu9mIzEh+5wdh8d6Ra5IVhbxQx8ozUbr17Z7k8WR5HqqPXn+d+G37pn7SIgIs8yMxZsQ1ZFGI9QQg1EDXg+M/4Xh6e40hxeLLcrm5XTHl8Qq4jcp6BEDwqiuYBpo9wB7sgrMdnGz1sgsbAhYDg+hSEADO+i+YCu+O9NjYFjn//j4fHDbvu+pvveDz/xy9m9HNd/co+7QzRm0BvcAQRpk2aoPjt288zIvsMcsR+1GOLbkjvNnFVJe+piW4SSx8Vlew4pr0OpB8U/rVlVmiBPhk4c2RHaVHJtrJTddpDQv28PVmmWIWJsEiLr3jrgdONBj8QEB1QfP4S3TU+BhNlhZjFW66FV79h4f33PbfmWAfMM6jHv4lqDmmXz0B4gq+tObyt2LdpX4Whj8ovHpeLPBYj9IAT48AlHBV58wCfBsQPAdTjs48eNMEAaSEExp5AZzAkyhX1eF+5fKzX+5d/009+Qp7BBuQxEP9pkw2ffySeeQbPQ+W/xngHzCzgPjPhlbd5LEFmbXpvZ8V4inPiPANUmdPF6AJVtOqhoZ3IkMNzr9thZQvD1Rm9QS3506vh+7eBgN/yz1DMA8DjuriCUS7kiYeOCYF3gI9QaJSn0KeHxGE07JWHUK9lAOPKDQJMwE1lmJMbUTJA30iIsrosLhkgGKjZ8M68t5evWe/bWPL9yudv6+O68KFva4jzsW623bSZ4DwjeGjtqwvWHY7r70c8ySTGbKzNl7z1INE98sEPjR5WmdPuEwKqh9pAS0rjfd4IC97hwqC2LOLqDeI8w0yOmr9/+PzUc8h/nVzjVjbi5498QT7UtPbuLim4gmPYohOhm0cgOTQjzD6IEA4ZUOjDTACMRtCOdBJk/+XHRy4g6FCGvLArADIRuttL1J78OROgPBAlAw0rx7nd41ayShFR2pHFJQMIVf/niT/m9vJ6nE5Plz55o5/8ZI/+okSL2GnDaTPBeUaLaJGVW8gAqDhHTtmMD0hlLry+OoWveognTIs03lY/7B4X5uikavcsAL1Ba56BGiuOHMTChmVlZQcKXxvezf27J36sVpFI4/D0oYN7lo7v7AznGTA6hhHqgAAhZBRU6NOY4DMaQTvSQjZHrBBuRrapqADlrmRAMiAZiCMDMs+II5lJZgpUnLPcGoBAMypz7HtcpOohnrys0ngC97gwoX1oR2+QyjMM1M273hjWteuwN3ZZnojzwCOEmtZN7RrOMwToDNv8DUgRMSAQlwUV+igmSEYFCFmyaX0BAzqHCU5to7jckAxIBiQD8WZA5hnxZjRp7MGKc+I8A1SZY9bEI0L1kJ4wBUqrrB1CWxbSG+TnGWd+mn1Z5oV3rw4/CRGpBOJ2MfMMITnCJtRkdHiKiAFRyJBCH02byagIIV0LN6hVx0jEBKe2MGJ5UjIgGZAMtIQBmWe0hL2krgsrzonyDKHKHD1DqabqIX0qGu1D/fU7kd4gJ88IHv9kUu+sIXN9+L1+7Z8QvDXPgORXsR/hP1ARMSAMGdAopGkzGRU1H12LzTNETHBqCyOWJyUDkgHJQEsYSGye0W7UoFpCYbLWFSjOCdZnCFTm2PsQhOohM3mJ3NOFTQ17UG+QyTOadiz8c5dzR+TvJxR4hOAteYYInVg1T4BQYBRS6KOZMBkVGGPe28d5hn29RNpnsnbgdoJLrdjj8+0JfQM+SSBL6TiyISyzkGWHLJXo7aZDP364+L0vd2qryA5+tfjz3cTAlWjnbW4/sXmG+YJAYgNtkUhRiyobcbVcRMowFa8NgeIc8eoG5Q1WmQuvzwBUD9nJS+CeLmzmGaDeoDXPUKt/mHmp+9yRrxfs2Rv+t+9IZbMQvCXPEIkqRlDNgxQRAwJxWVChDzMBMBoFf1HpJfKyFKoTyN0oGKA7cxRVhUVbMC4RojNCF2fHScssZNlJYPzW+UCtWjM19/IJj0y56vz+t89d9PKEi69+IfSd9wRCSCbTHSPPYB5OR0NxiyobjlouImWYiuMGV/EOv2UMX26gylw4zwBUD7mjLeSeLkzkGZDeoDXPaPx4fHon8rXWc85R8l7ai0TgcZ6x9p4u+vsmsDIjiqSax1dEDD1x4YcMKvRhJgBG7WtHah2GEiuMQu0xjv3tbDRFd+Z4cdCCcUnmGWQjWMY6yw5ZKs7b1vkgsH/F0wu+r0ao6dC3bzz16OOvrNnPUWOPM4RkMte6eQYkHMRlhKdPhAuyakcckSJGyAirbtSXH9yxseDnDSU7j9cZkh6cymE4EAAUOPPrlsINxbtONqpq0NB9srrkO+MGmuiDfMU7oVdAZS48pNpVPQy5iME9EuoNCpEjJBDkq1sx1u28ZclvhAUOOluqeUKEHKP4lkP14R2lPl/pzmO1Ru+zwSjfGBGCuYl7LCk3CDSjWUFu8RhgR5hwqUD1r7/4Cop3HMefQtL/GXmGv7JsU6Fv61FC1tg6Jug1cJ5/andpQcHGvadBBUNoXOJiCFkWSMcJahGouJuNp/aUFhb9cqC83ui1CCGuQT1cUH7P4kA4RAaqf91SWFCKCQLHWMRRnOMQa0ktLDsaHG4k3HnGgl7bEQWsn8MF9W2IGAgDZ7JjQYSO0M2ku9TLm/vBQCBANmVI9ZA4BKLRbUX/txXzDFg4iIENKijx1I6aOSJF2rVPShFBAk68yviH+8737x3cOU3xeLNcaUrP659ZH/5QoFpdvGD0RZ4UJSM7w+Hocn6vDP0LN2QHjiJUJvZkPmAMqckMkoOtdvdP/1dYWrh67nVdnJc/vy1054FTLnSoNVXz2iujIHnt/QRvhMExqb9tmD+iT3qqIyPbo6RmXTL5ve1h7STchMrV980e2TfTnZXpSk3t+oen14eWazDDkEi8zsIcd1yCMSBY3E6A3OKRt1O79Z27fudNU9xZHqVTSnrOLW/sEFGBw4Xl96wORENk7ea3xg/ISFE82RkOV/cLczLDY6x6YtEwZ9ep6/TcDL8Pj7/uHd6HBm1yZLbeyAUJhXqBNQbtCSQUMOlVRAyIAdkEgRCnmSCq8BfKPxztdQ19db+RaqhH84dnekd/WI6/Iwp2cyr0KHdbMc+AhYMozJDYEQLUjjgiRbhhLUJGoIATpzIskKRWfjn1fOeFE5dsPxNEKFC5893x5znCX+wl+5XtUKnIk323naoeBo8uHZuT6XJmnX/VPe/8wv9OgEl9q6rmtVNGTbY61hYwwiC1YvXk85wD7lm+t05FgcqN/xjZ05k7q0CT/8RjTUr3oTM+2FyBP+G5d8m4XkrfR3/E98WZYUgkXmdlkh2XRBhg6ThRLatHeg+vD7rAkTP6zY2/BZDaeHr75y/Nzt8sokJjovOQB/ILTzQh1Lh/8ciuyuDnttGGtX14iKxdP/0i5wXj8rdW4zH2zJ4lxhgLTZ5angHOGtbUghimQWqgXsAEAgSs/Y4hHGn9gK9LCGKAJjsGA7+ZIKpw9bqv7s9RLn6qJKw4FNg5b4gr54Gv65CobRm/0R1oxTwjDIwjHGSFDOsTgWpHzKNM3AGsqlGwd6YyCEA99d7N7oyR7+PET/tHPgcl+xXsLHxG/pEMSAaSjwFghFHLl9zizrz9A+OlEryCx9F96jqcaOCxhhCd01RUHH0fK2gOnbIOQ+DYwnJBjUsiDLB0nKgW65I8gmt6PMPfOa4PdqGTIoMUE7r8HmmV3mZng6p/jc1yD/t/x3S3xBgLTZ44zxAQaxmZzR04EqAX0NiZptcD1tJP05GgHIwB2QQBNRNw60eLQftEfa/7/qPpATT+POMi56C5m/34VgfQzdnIoz3SinmGQP+JRC3SJ4LUjqhLkmlYfLOvqjT/wRsGeJVOnVKUjM5dshxp4Y8g05VhAP7Cmf0cA5/eaLyQRFwDlqwZdkZGKrclA5KB5GKAP8JgLZPwWByGi1cUO4YuKGM/6B4Sr0sfu6KeMwzBYwtLAzUuCTBgqw5AOk6EnPVJHGne8FhfxyVzNhmDXeicAAaTcYXl9wij5iY0RIZiebLEcEuMsYI8Q0QsOeMTwzQcCeL3AhO8vkUlVsjUG7SutAfLCTDYBAE0E0RVCHnwwMJr0r23Lzuloqp/T+ruuf6NX/FTFBCNHm/sf1stzxAJB1ng42AdfSa8unwl+W/VhsOhp+r+01s+e/vZ6XfenHdBRmpazsQVON+mLkn2Ahd5pyvDALRroP+sIt41QHRgkTNLqHJHMiAZSDYGOCMMbwC+G8wzTiwa5si449MGdhiKoORmZYIalwQYIkjH0RmSgdzqj9pr3jDDbp6hG6Sn0/BrZJRhvAsPkVosF/+V+1suNHnes5azPgMetK0zPjFMw4RihJxewMYBBBy6T/DJeLfztg+0z6yC5cQY7IAAmgmiKhyDvkhj76H8mzK7Tvj4N+3uEYiGjTzaI62WZ0SSUDKAi/SJILUjSqSIvcBF3unKAgCVy8dmO4e+ekBfQtP4w/Q+TmZ9hsiZEWZrbLSZJk0ig4tJgyimSkAUjaf3bykp3br/dOLeTGuzhmszxwDXrX6YP8Ko5UtGuDNuNR+YBna9MMRxLv+5ScM3D/Ry5r24O8AOQ0gwtjChUuOSAINQOk6AHCG1ubaqsqpWn7hJDOrJ/JvS3TdxnpuAVADTKWk1vA0PkerRt653Zo1dXqXXIu9nVLx3s9M9bqX+8VJiHaiIWOB+hohQVX9qgxBq3v1inpI+dgVnXRcQsP08Q4AB8buiTov+F2omgCq9Gqr7+v4cpf+oMZe5Lpz+Q/gzwyAao1bMG62WZ0SSUDIjgPWJQLUj7YFTzuRPTwYRaqqr9zN38ETemcowAFT708xLXFmXTpi78K0Fz04fPbhnusK+byJyZobZCluWC6wV/BEurDI1xAlbm6LaxLhjy5ZWSK9kvwa/ZI3vxRt6KqlOj9vRecoXUSUa0cgutVnDtZljPt2tfhQaYdSKz6b0clw0adnOGhX5K4oX3NLDOXB2odYB8GSjXP2/RSfxbN1wcM2MKzO7jFxyGP8WoechgZIbGyo9LgkwiKTjBMiRv+TJ3LS03NlFrHeE1NOf3tlTyRn9Vile3xqo3vf163PexetAQSrocOH7GYIhMvjr28OyPENmrz/pR8GafWueH9nHqY+xft/MfkqvicuP+JHacOSnRfcOzk4Nv28iGLQtnZrYASOBegHDEhCw/TxDwKZdEEAzAVSZIeDulXZOJ+WKeduN9+9ARsxqMW61Wp4RSULJgp8vdoRAtSNEiRQF6A4g9E5XFggkIRQ4/v0/Hh437Lrrb77j8fwfv5jRz3X1K/vwmEJ24DO+l4fnOFIcniy3q9sVUx6fkOsILwaxhJnoHQJSol3R9q0yNfTZSPui2nrKYFwckYzh83olO2XhMsFDb1zn7jFmaVkjQv6aM/rPKrgCeYa6DU6eYrbbrOHazDFDQdscgEcYtbLwldv6ulMVd2Z6Wqr30ruX7gz/CqxfPsal5OT287o8WR5HitLjT09/g3/wcPMM4dhCxcyMSzAGJJCOg2tF0qNTq4oWjBuQmZLmyvA4UtKy+o9dvAs/9ICooEddOM8QjsfNe/85KdeTkpaeke7qftX9j425QL9njIJHP5020JOS5sr0uDpffs+8B/Mc5nutwKxBjsyWYRqMBO4FVAsBAUeRZ4AYBJMdBQLxm4lPFVE3sO25wUrG8PyjxL0buG2JirFsJjbPYBBFIxwE6BPx1I40P7RIEeNcIOCk6eaQCke4MgCAsFu5fKzX+5d/c+6oidSiCAOJ3aRmDaEuDoOE1n0xtGb0kqbwi6lDo5/Do1EwYEiYaYdB9ReeLBJTG9IgEgbFVCLw6ZsRVWv0gihY/59pPVw3Lj7R7PebofHDYvHXrboj03nLe6f9frM2BJ5qOIyAoz8UBsY0VOg4rwKDyohNt0U8VAaV7ehKHW0fHGFQsObItmJf6e6TDeTYHIo/WHt0e4lv455yW3e5Io8tIavsoAZjEEnH8WrZ0qPDSlF7Nvl8G/ecsgTNMxhtRxDMBoGqg5uLS3efajR+Ihi/K3CYRSU7jhFyaIRju8SaVYBI4F5gVo3bFoCBK+3Hd8ptJhFVwQMLr3X3mPJZNWsPQsOWtH2klfMM27iStWDNhnfmvb18zXrfxpLvVz5/Wx/XhQ99qy31SUbA5HQl0sWhsXN0XwLCBcxaXk/Kon3eSPoWqL8AWjSW2rAGkSio2i1v35Gbkap4vF5Pepde56bjm690pBFUa8ji/tK/XpxmSJ1jlfMALGpDE/KXvz14QapR+RxlyAu7AgLw1vAh/SGeQI+GGKpAo5qMZaMs/0jHAnyWOnKnnTLQmnp0sVOk34o08ozYTcmaJgNNvlkDHP1nFvKW5pil4rYl84zoqKz+zxN/zO3l9Tidni598kY/+cme6O6eR+ethaXJWQPWxaGc8HVf/BHzDIss2lY/4TsGLRqiNoI1iEDxNQRVomLFu7BqDVW4qbJs6fjOjqHzig+UlR08Xt0UQbvJQkjxif2Lb8twXP/KlrKysrKDx6r9AvCWO72g/hC3oRCCVea05QIWVFuNN6fCsZK82+4xFE9yt30w0Kp6dLFT4i9+Mtc9ZN5OmWfEziFTU61aPbmnZ+jf97YWqzLPYNqg4xwgZ41wVKwuDhUuoPuCIuYZVj0iYqoE1V8aYC0aAjmsQWQgZ4OCKhlViA1tvR1HtYYoEt5sWje1q/EZNkFYoQWANCGr/5LpHLG0kjbLgrc8RAb1h6CGAitwUVFoCN71Mzx8+jn5VzIgGZAMRGZA5hmROWq3JchZA9LFoYMDdF8i5xmkJKJlWSzvreyQyBECtWhM5AINIlh8DaxER6vtA6o1bFlLngGHxdFuwoTQeYagRazhK+k9Blxq/BvU25vqGrO8HmgokWARvWyNjdB0DJPL1pJHJAOSAcmAgAGZZwjIae+nzFkD1sWhYwR0X8J5BquRo9XnTGCmb96EHFL20epyBXHM2gINIjiYS8/KAAAgAElEQVQosBIdbWifr1rDlo2YZ+iCRZwXGuk8AwbPJGl81TqgoTDb/Aq81yzpGE3ehfjoanJfMiAZkAzADJzNeYa/6si+fQdOct8WgRlrR2fMWQPWxaHDAXRfkCoSfhHmGaD6SwMCtWhM5AINIjgosBIdrb7PU63Rz5l/LXmGKCxunvH5JK9z+Lvh7/4iGLwlz4D1h4CGgitEl2cI8ZmUyC3JgGQg/gwEqo9qcxP7XlP8fbWGxXaWZ8RR11E98f5tXufFM74/0xo8t4kPc7YW6OLQyPi6L34kEn4R5hmxaNGYyBGsQSQICqpEB2vs81RrjJP6hiXPEITFndEp2aX/Hnh1qMs77LUddSpS6w//8OaUQRmKLrJChA/rD3EbSqgExWkmPbTwX9OxgFyqjtxNTgbiOFa2WYAdIYYYyFNPfTimsyP3kf+rii7PSF4533aWZ8TvJSf/L88Ozrp8TpGtuxkifcoYulFrVTFnDaEuDg2Hp/sSQIBGjlaZM4ERvmPQorHUBjWIVIEeGr8SHaq5z1WtMU9rW9Y8Aw6Lm2fQWnJ+AXhL+AjSH+IJ9Gg4oQqcZqIiJByLyKVqyd1kZEAfK5MRm11Megz4tYgWD8I1a2f+6Zp73j9o13mblQtsn3dl1u+eLND0vqJBQVy+0VQjykajWkxUi7h5tuYZwQMf/3XW+9tp/QCAL5E+JVAlGQ8LdHEYuFzdFyQSfmFMUAcg9RdbgjiwBpEgKLgSBQ0hgWoNU9Z6AArLWiq8R8suCcBT9UH9IX5D2VGZozzwdu3j49WWx9qSAX2ObksMLfWtx6DlGZXfvTxt2ovfVET3G9+EUL9h4f33PbfmmHkkObeCB1fNeXzJL2G52WgwtjzPYFarR+NeULYV8wxdjBBLvfl8W4/UMv2FJ2GoYWd0HcOv/UJ6iqGAA2d+3VK4oXjXyUZVDZoCjvgkX8RRq8avpYMPWcb/c2QYxXDMqnIr2RhoZdWaZAtf4jEZ0K903jClnzNLa1uC0YQ3TOA6wFDHk8aN6MKKhhkrydOAW7IIQuAwpofPoUY/ZbUEBKoXxlB9BZsOVNIyLkwMofFer4eVagMBLKxr/jPGdz56XBUXNoqFgNriQysKlAQbjCBChx2oKtvkK9pxQv9qWd3RbUUFJXtPNxNl+ehDBSL74uQZPNw6IJb/IE+1GHsXdXECPrjZenkGvmmrXH33jBt7Z7izMl2pqV1+/9fvjNwUkjBEsYlBqtXFC0Zf5ElRMrIzHI4u5/fK0D/FI9CmRHAtawNy9DIRkvKJYCdL9hOtrlqT7IScxfhEw5T23ImUvUWi0QSxw4TGKzTUAdK4QhdUQ4k0cCG3lAnBMCaghsMMQpBHXNhxzfR5Ey72urOy09NSMi97dN0p/VcnNwYtzzAH4ebvHz6fkNc955xzOrnGrcRfHSqZM8jZqVOa2+vNcqamZAyYkK/ds25ae3eXFKzH6xi26EQoYggdxQf+Ss3O9+8d3DlN8XizXGlKz+ufWR9azA01GGUhFO7Dz40dkO3JznKmKjkj3/xx/YIJA72uzGyPkuIZ+NCaUPQQevzR2L0f3nuZV1Hc2dnpaZ3SsnOnr+OsKzQZwhgg3CD/zT8+wqgWi7s4FSq827p5Rkq3Pzy6bFOFH6l1u/JHn6f0ffRH7ckFqHkI6TrifgfrFaqVX04933nhxCXbzwQRClTufHf8eY7Q59thbUokqEWoTiGuDONmERyYfXlGMiAZSCoG8CAMDVP4nEVPVTSaVK297wJHzug3N/4WQGrj6e2fvzQ7X6DWqpYvuz0767r5m6qCCAVrfv35/Tl//6pKRQIXNG+AcK5WDB5hKSvwqKq9RAVQwzATSZY2pfOQB/ILTzQh1Lh/8ciuyuDntmlAgBioPAM1Vhw5iIV1y8rKDhS+Nryb+3dP/FitCgbh+tOHDu5ZOr4zltnDjmzzAZaEGoziM7RWK6VL3kNLSk/7kVpTMucKR4q736gX1pXVqch/+J9jujuumLdDOKPZ9UXmGXCEWhfn8t9YwagWR9H/mMiJA62bZ5BaTv6iJwY4+j62oRkhSMIQIUjXUet3oTBYvUL11Hs3uzNGvl+up8jmUz6BiKOgFinQCMkw6pyycPQz8q9kQDKQ7AzgQRgYprSJllR5BUcTvGhxyS0ez/B3jutjUDhuaKhrDux+YYjivXXJUWJo0xY/LrnFnXn7B8aNX/yNVUf3qetYHqGxEpcE3bJmQkd4w5iAGnyKZEbokbKjnsq/0ZE+/mPsGIqBzjMM2M273hjWteuwN3aRDx8QDz1C+jJuAR+GXWMDYg7WMjaqhjeocLUXxi9/Xv8Yu3p80Q2OjDs+JVYKsuiBzkF7In8OQ7ibmUXqJP+0yo/Wj7n9L8rVI22XZ6jl79zkcI1dUY9ACUPtjCN3drHx/M7MGAR6hf7Cmf0cA5/eyKnF04wKa1MKapF5BiDDKIDD9AZ5QDIgGUhSBqhZAZnDFDNAI3A0QQgYJsChrh6QxhW4oAgUaeAK3FJWkEClVkANfQoe0+tZGhtWjnU5R32EkHi8J2fRMOozP82+LPPCu1ef0LM5AXoyzwD5oNmA44C1jGkbFDf+0qdynb975hc9n6z+561O51j80EfAfWDP2zd1S03x5Fxx08SH5iz8ZFO5MbmR7sz7GWCEQv5Z1WKw/5UFSccRt9swzzgRSuQatMuVK2GIQF3HABLoFWpXXP9ZRUZTmNkJj7awNqWgljXPmNHXccmcTYbxEMUCOBHbQBY4mxioO3lg374jzGdOziYKkjlWalbAOrja7038+40+B44mOM/gDhO4Bneo02YdjjSuwAXFIjhW4vlb6JYwJBzG6PAJauhTQo904caPx4XzDDAG3v2M4PFPJvXOGjLXZ7z+KURvyTMgPggqQpsgc9ppToMxFuheg7/7TOYZZ5aF84wI6O34IvIMKMIA241N/u3lGYbqMRsreKTt8oy6dff2dObN3xNAsIQhqOsYEOopVi4fm+0c+uoBPeVq/GF6H6e2PkMk4gjXIvMMQIZRyieCXUyeIBhoLHi8v9L1lvyy8LHG8n1bSjduL6tope8zE1AibraZ6k/ToR8/XPzelzu1J+4Hv1r8+W4qq48IPfYC9CRoDlPsAA2OJggBwwQ81AHSuAIXVIzgWKk9fVk6wuMd85EuRktVNXeFw5iAGvqUYExnaTTnOTAGNs9o2rHwz13OHZG/n+gaQvRkniFoBpMLbUtQUlX1uyh4nebuF/OU9LErOHJMFDdgniFCb9OXmWcIcNOJDzL5R6jRqlqMn5uMcGfcaq5BCOx6YYjj3Knrkvq5ifL7Z0vKmxBS68tWP3yZp8utS4/gXADSPESxiUEiVPvTzEtcWZdOmLvwrQXPTh89uGe6En7fRK34bEovx0WTlu2sUZG/onjBLT2cA2cXak/H4FrkLTuuDONmKZ9IXaD83UTJwIS8tVjJhwQdB2NMtOqpj8Z2PW/sh6FeX73h+T+dq6S5MjzOnvevLX5tzDW3vlxCQmjjbXPUSiwQg2nNjVq1Zmru5RMemXLV+f1vn7vo5QkXX/2CtkousSB063hWAIYpZoAWScJyhwl4qAs0Fzw76q6/r9lRgRcaNB35bFo/x4DZRX6RCx1y+K9IAxcaYfWb97op4TAmoIaaSwVjuvj3NBQDlWeo1T/MvNR97sjXC/bsDf/bd6SyWYiezDMEM47OhP4XYg5BDaZXNP5S3IB5hgC9XV/EFQvhFvOPKNXiaPqfETBvo3XvZ6R26907y+XJ8jhSHb3+PPdb42UmvuYhBszXdQygCAqXgePf/+PhccOuu/7mOx7P//GLGf1cV7+yT7u/oVYWvnJbX3eq4s5MT0v1Xnr30p1GbgbWIhoQjxVFC8YNyEzBM4QjJS2r/9jFuyLA4VF/Nh5LlAxMiMu4yqnFwRgT7ZmfXps+/5vQ+uRg2WvXpPccv+xQE0LNZ87U7vnXrPseW7YziXqFpdMnEJfBtOYjsH/F0wu+r0ao6dC3bzz16OOvrNlPrJFLIIyQaTwrQMMUNWPgCoLRhDNMaC74aq2B/e9PGtRF6ZSieLIyHGmevre9XBBSnRa4oNjgj5XhQny3lAXhMCaghsMM4o/pnI8Zk7+n4fGevKnc+PH49E74NVXzn5L30l4heoSa1t7TRX/fBEBH06Htc5lDcINRRihuwDxDgN6uL+sVy8Udif/gwWXjeztTFHemOz3vhV14ohVMmFSo8G7r5hnOMctraw5vK/Zt2qfl7RQuSPMQ1nW0p1dYuXys1/uXfxP3tOyIOLK1SLhcGUZ7cEgzrbHNURQDlVd0CRcbmjJmUUB3jZWIAWVguLpFugNWTkZnjYlMrxIqIBK90U2YfyMYwwXZiBDSXbIoOdHqhbEY0rr7znXduPhEM0drKAyKQSTQUDLjMLd4cAV4zYqhLeuohY+Baj2RJYSEfk1aRHyG8bUEBB0iux+eFUTDFFNJMJpwhwnM5JkjO0qLSraVnaoj7inA0rgCF1Y48FiJy/HdWi0gBAxjsVBj06MVgTgGa1l2D0CPUN2KsW7nLUt+I6rY4wNX4JeEG4xwEtUmiB7F5ouPWwwJjxu+4q0HTjcaT4Zs9z/AcqvnGfUAkPgertnwzry3l69Z79tY8v3K52/r47rwoW9rIrqIrVZEs21YgJUKwreg1d82zB/RJz3VkZHtUVKzLpn83vZws+ChxHGNHU0Z7SYyqLvGlYjhy8BELyej8clGhvOAT8a7nbd9oLW0QPSGaRDW2A6rsTiJ3hj48I+aNPPHWHhLyXtxdxgbB1EAVCFi4oHhas0GiyRZLBlo8VG4z9iTEAr1LL44E+lIVK7FICzh8XfCk2nrDFN8CMl6tL1SU7v7p/8rLC1cPfe6Ls7Ln99G5HXJynTHw9V6eUbDynFu97iVxjOKhHJZ/Z8n/pjby+txOj1d+uSNfvKTPXYGjthqJTSQlhjHj+gYqaDNfpHyCh5KImvKaKC0onzdNUgihiMDA8rghJaLceR88DDBjYzKMwSCQ1ZSucY2W/MMKCIQJQbDit6YE2pTZdnS8Z0df3xx06HD2r+yf0+7wBnOM/iI/AJlOmtEAlK1PANglTJCZm1wn+FLCNGmQJ6oB+9gOWwwWhDGjzEWDXykVYcpGEYynmmn1ASPLh2bk+lyZp1/1T3v/ELc1E5GjjsqptbLMzoqg0kbFyAVJBAXCo3yhEqRtgSa1ZTRQqZ/3Zi6awKJGGbFAlSWfYtQl5NpgEWQyJlRbxZW9EY/E/4L0GTJMyCUUYreWPDpqkHh2RALLoTzDBCRjrip6tj+7Rt/Xja1nyP3qVJiwX24gAAuvZaRYJXihSRA0GfsSghR3cXi10y/mB6ol8NpRjkgWdVgXzOJiVEekAxIBhLPgMwzEs9xG3mApIJ8s/o7B83dbE5PeH2UY+gCDJOaDQBNGS0gqqgpaCSSiKHzDLAsiwWF5XxqQREkcmbE9zxK8x+8YYBX6dQpRcno3CXLkdb/CVNTxWgUgCbSGIgyStEbm3kGiMhmSCK4dAsTrBqM6Bvm9M9TcdD7jE0JIbq7mK1JMs30QB1fWASC23HLgoDIlR6I/CsZkAy0KQMyz2hT+hPpXCAVRA/XmvIKxkLNBsDaaA01VdQUNAKlbQJ8GRiubhGLRX/NW8szuCJI5IQVQfSG4B2giTQmioimgVw8T2dVtvMMbni2QxLBpVuYYJXgJLQpzjOMPoMQKyHE2BL6NR0xPVDHB+QZhGQQCyKm5yYscnlEMiAZaCEDMs9oIYHJWx2UCgKUV3Ak1KwZTZ5hCBqJJGJYGRhYQIjCos84taAIEpkaiERvrE0G0EQaE0UEoNR80NHazDMARLZDEsGlW5hg1UqLZbULqNaDH2fw5IoYW0K/9vIMEAR+ksYDIR/Fs80gj0gG2oKBDpZnGJI/rfJbhtFhaosWhH1ypYLwOlBYqoyaNSPlGXxBI7yMsbcjZ8T87w7Vq1iU7VjpqpeeWbYzgDgyMEBZNuchZ0RuZJaZUSB6QxPGNWZdByqIiGJMR6k5YURvyAkVXp+B+Ij+e+DVoS7vsNd21KlIrT/8w5tTBmUo3EdBArjC+Z5ihkAL9xm+hBBlSdyalvRLwGe0IMwngywceUQyIBloPQY6Wp5R+d3L06a9+I3xecOEMsncF0+otxiMc6SCxMor1CgfKc+ABI1AiR7EysDwy0aYmXhaaZY8QyB6w/LIo4m8n4FrxEX0hpi5ja9HsutAtRdqWCm4gHrG9/LwHEeKw5PldnW7YsrjE3Id3DxDADfGPANW67ErIUT1LD0f075NQdIClAs1GiQZZBcE2/TyiGRAMpB4BhKYZ7AqQcFAIBC03GnAAj2BkExnMHQuUGVb9cnU9CF44kn+2BCdCllgIZs+bOkwCYSUSGAE3sRvAlJBLVVeCU8IAkEjSCKGIwMDyOBEIAeIzKwFi96YZfStiMZAsR7dAv8vL1p+SfooF1E0IUENQDuyvQ/1mdgkhGy7tRZMChBWSHJPMiAZEDGQmDyDK9OE6kv/dlWG69JZP50JIQoceGdE94wr5xSGf7xGp/qk/+Id9db6t+67pk+WkuKd/Hkj/dPIpugULGyEp1OurhFPdUqgDaVNyxasomZpB+foH57tALKEKBmQDEgGJAOtzkAi8gxY1Ciw/50R3ZULp35RrqLGX+YPzT535DuhD+7hWSslOtWn0KrFToqz+2UTnlqQ/+6br6zc6qfzjMiiU5pSEAxZA9Z5yAP5hSeaEGrcv3hkV2Xwc1hUjqPDJNCGwnasWFu9rePrsJ2q9sSXBGlNMiAZkAxIBiIwkIA8Q6QShNRTa+7t6+gx6o0PZgzKzH3wP/qXiulfx7ZUn3Al5bqFv+JPHIb/0XlGZNEp/JEmCLJ+z2TMcl1OVNcN0mRNofUZPG0oDlYds/wrGZAMSAYkA5KBjspA/PMMoUoQprHWN+dKd6eUrKEvbjFFyP9/9r48Oopi+18m0z1rJkNYTRRkScQF8BEXHgoPBNkhbE92AeUr+kNFVOArPlncEBXwS1iN+iCKDxThqe8rHpckk5XtsCQBksPOgSTkZDtZvsmcmT71O9Uz3V1dXVWZmSyE2PNH0t1TdZfPvXX7TnX1LTzPEAq3DOfN8burWeTwTuqVgPiSN0rRqVoAqDy0eYZUN8i3fm3v38NNo3aUyM7BKKREkFXuph/oCOgI6AjoCOgItFEEmiHPcC3pTSy9JO1fU5m6/CGbwWC+/+Vfy+RFofhtWLj26VDePvWbGlbRIbxTQ3nGG/eaHnzzqCRHeeIYkyk+CeYZNJEJeYa/DhMpz2AWUiLI2kZdSldLR0BHQEdAR0BHQEag6fMMZpUgIFzfO/see7+lez+feTd/19+/uiK+bKIpEAUCqvpEuHcznptQXtKshTsnhFItCgCsDhOzkBJBVtkI+oGOgI6AjoCOgI5AG0Wg6fMMcTNNSpmm+pyNwzs4B713vA4IZYf+372m9kM/OlUHoYW34aCrPhHu3SHlGVSRG5jPwOowMQspEWRtoy6lq6UjoCOgI6AjoCMgI9AMeQa1SlBF8uv9bZ3HbCvwP7moznwrzmbpu/QP/+086KpPhHt3aHkGTeQG8gy86pSbUUiJIKtsBP1AR0BHQEdAR0BHoI0i0Dx5hghWUFWC/LfhEKo+NaVhghLZzxivwxRMIaWmlF2npSOgI6AjoCOgI9D6EGjGPCMoZfWf+0HBpTfWEdAR0BHQEdARuC0QaC15hl716bZwF11IHQEdAR0BHQEdgaAQaC15RlBC6411BHQEdAR0BHQEdARuCwTu8OqfNoGAIAhtQg9dCR2BlkNAHzUth7XO6U+JgC8NusOgf9oEAiaTqU3ooSuhI9ByCAwYMKDlmOmcdAT+fAhkZWUBAPTnJrfFtJMupI6AjoCOgI6AjsBtiYCeZ9yWZtOF1hHQEdAR0BHQEbgtENDzjNvCTLqQOgI6AjoCOgI6ArclAnqecVuaTRdaR0BHQEdARyBIBNyll86cOXe9KshuevNGIqDnGY0EUO/euhAQbualuXKK/NvzNVK2JiXWSFnaXneh8sJh17HLNW1HM6E41+XKLZZ3oQ5Ns6ahEhrvwHvdjtYTru0c6zTdu/iX8sD11Fs2BQJ6ntEUKLZSGu4jH04c+Oijjz762GN/fWLoyMnP/eOL7OKmuQO3Uo0BQDe4abSQgRHzXs34bl/qBXej2bVBAkLhnucff/y5pGsE3dxpr/Y29X/7JOGrW3cJjpnHn96c69+DSRTEe3bbzMfHv5/VoIWbpqpx01Bpbggl63ngftd+IzcywQpUZJkfvYPcBBXJfXRlP0f/5Wn6bAYduGb6Rs8zmgnY1kC2/rcX7uaiRr+5Zdu2rf+z/q0FT0Rx5j7/739L0bHXGuRsShkCSw0C5BgYsdq9fw83jdpREiDRP1UzoeTnd+fPX/NTMUFr6U5F+OrWXYJjhu+zLBvNKTxH33yQj174c31DYjVNhtA0VBqStbHfS9aDeYZk5BYKLDI/ug5yE0Qk77mv3liy80QtvZf+TXMhoOcZzYVsK6CLx8yaPxb3Mtrjd6lmDeE+cCkpWXlFdbjEtTdyM1PTjp4rrEbnQDxl54+6UtJPXq1GhjAQvB6PVwDAW3HxqCsl+1wJGqchYXI3kSWZDyAJJrHBRVXOsdTAW11YcDIr5Y/kjFNXq1A1ABBqrudkpKQezrtSTruBYMQgF61U3qo9U8NNI7cVud1utwiCjIYiFgCNksTr8XjU0gPCJYkdSTMcOfxc6uv/TyIhfkW0o0SMZH3pO5kBbJSanJFTWOHSzGcQqcs9W+IAHzOQpzrPwBVCzuUMwV2Sn53qOna5Ch0j7FGgKMeigjATO+DnJAcFsj+S7MP0TEUo6UhjPXHiBxOD5D1SE09pwWGX69ilSgwaaoRgEZOkgmpjwUriJzch+5bUjAyN3BkeSE3JGtDGt9QLJUVri7ZpW8d6ntG27KnSBo+Z3osfP87xw7cU+od49amdz/Rrb+RsTofZyHUd8uahIv83lce2zHrQaeSsDhvXzmCJHvkJJCzcTF47qrsljLdH2Lgwx30ztp2o9jGEoZEftGjVlHudVkeExWgI7/viwRt+YvRuQMtHnEWnCSZG4PEbD22cN6i7gzM4Z6jUFU/Q1MCdsfx+U7t2RqvT6TCFGewxUxL8v2bq8754pq+T46wRERZjO2NE7KKDquTLTxclBgBRKohx2B3yhxuw+rRHI+a3jZNEKPxigtM88IOzcqohXE4YEe6c8IVkSQUHsmbCtU+HmTrMPSjlksKNhCdN7Wftl86V/gAAMgmG+VnWV0NYeWTT1Fh7GGdzOm2WyKjOFk5+bsLwEpV0zXyCjxnIDs0zmEhCILhH5i0d3SPc6gg3h4V1eGzZIf9yjcD1o1NhMqc4KACAZR+6Z2qBJloP5hmokSne41Nq9uInu9l90EQ++sbP0koWKjYUYig/QAgimEihBi41AiwN6CjCXiZVyKK3VfNrU2d6ntGmzKlWBouZnvObRzhNA1ad8D17rjj0Qm9bzKzEk+VeAOouHXyxr/WuBT9UAiCUHph3Nx89YUPWTQ8QaotOfPvO0gQAhOK9M+40xczZlVclAE9J1keju5pil6SIy/jgaDK0H/BsQuq1OgBqz24e3YHr99ZxyIjejcjnMABUwcSA2Y4zdeo75fV1CVs3vJek1heeoSHIm39w6z9TLoo/Kj1FycsftoWP2VkoAKEwcVyEY/Da7FIvnIE5/8fO5e//QHqahBKjSVVbfHbzWDs/5L0j+fn5+QVXytxaMY81VpKqHxZEc/e+nuGfePGcWjXAHP3sj5oHzWTNAGjgBoXCSCYhMOwo6kuxvsoelYde6MlHj9+YXeIFQKjK/3xaFO/PM+hegsrWAsdwzBgj7hsxdZrymfrUA06j/7kJE0lxGHQauPjzw8VuAKrztk+K4nq8+FstaxRodWJQYaWLNAf15Rk0+9A8UysWxXrqPIPmPT4f6fjYi4nZxW4gVJ1OmHCnHxq6Z1GJIeOSGETUcYDlW4zAhSMgNiVrAOgowl7qkEVvi3NsQ+d6ntGGjImrAmMm1/Gv85etWLFsycLJD98Z3m3sJ0f8N6eSLydGdJq+T/4ZLxRtHWGJXnioXijcPtJmG7HlqnpiE162ho/7XPoNAjy5a+P4TnMPwkQDjibTxF3+2Q0Afy7zlslf1cA1YpRu4jcEPoAqmI8NN3j9edpzDnV8keAQ6kqvnD2R9Ufi3F587OuZbuDJWT2Ac47ZftmXcEnttP+ReMaQSrM+A6JBFDN0SdxZy/pwUfP+XQmFrP1jcU/T/SsO48+mAFUz5t1RrTcFHLodWdZX5X2luydFWIZuuiTNykhP+GEySvOSFn8ZBRkzK6TP8mef6MwFmmcgwwC405fG8j1eShHHFHHwqLH3nWGDSaHCTBcZDooRREanzF7jmfI30gHNeuo8g+I9Gh8B7rRXY/geLyXXM2xPJaaMS+g4pCCC5LdM3woAGgkArCmigdQCEFCEvQKLBTKVtnig5xlt0ap+nZDfZpMei+a42P/3a4WkLgyBnKVLzAPy5/5uzjDzxF3V9ckv9eDvW65aCQcAcLuW9Fbf3OoOzInkB67L1+YZoCYp3mwa/2Uloxug8aEKpg1WkjLIfyUEwYmZzITnhsY4uXbtDJy9faSDN/Z+Nc0NgCd30/COYQZb9EPDpy1cvv7r7ELtLRvSVIjR4QKAmGegt5smkAR4z60fZHGOS7whgNJ/Te9kG/LJeel+jWhP0yyIPINCgmp+pvVxCPnYpeky1EieQaWeT1ISVbipj+GYYa0DZSKJ34qEwi3DeUv87mqqfiTxqVRYeQbLQXGCyuhkeCYmmZgykaynzjMo3qMduiI05vjd1azAQhunyrikBBGV34UWuDD9WRqwUMSxZ7XVsGw7F/Q8o+3YUqMJGjNrDr8zKAMdMFIAACAASURBVIK7e9rui77IDSMf333KB7uS0M+e5Iue+uTFgeYZs2l5Ru1Xkxh5htgNMPiQBdMOdY3GaHwRir+e1onrOmzFV+kFJXUC8OSsiTP78gyYNhUd2bdp5aKnn4q72x5mjJ62G5u+EUkr8YwOVwB5RhNIAn/y+xZp5F1IGB7eYcpXN9XTTQoUWs2k5yZzDkjrMZjrM4jgkO6UPjtqzaJYH7VHfcrLPfk+y5S3QxvIM3zO1TrzDAqS+E0FJiW8feo3NSz0FMv5j6hU/HkGkTnLQXGCin3YnolKRrUelmfQhhYug3Dt06EiNMQ8Qw4s5HGqjEtKEEH9joo96QeSAg2qvHhM14CFoqYXMyppmLaVC3qe0VYsSdADzTMA8F75eno3LvzhlWlw8l0o3DHK5pz4pbTyU+kuXE8YbrEOJzw3GWW1i+sbfG09p1cP4DsTn5sAZbgKhdvJ3QCVD00w7Q1NEVo+QkLQby90Q3+ZInmGICA36fqcNXGcJX63ZrEDGqzocAFQ++10p2nEVgVJPLbUN14SqF/Vjwuiud7jJ/Y137PoV8oDBaJmcHnAtqdM1klJ6IMt2jpQIokquh21ZlGsr4Lw8oYhpojJSWWSrZA8g0qdoqZEoun/q8eMj75qHSgLSdzwNT89G2WKW5PjoepHUoBKhWVGloPiBBX7MDwTk0ygWQ/LM8jeo/WRqoPPdDXFrc31wOcm5AhRA2jElEFOCSIqv6PT14qlQIPpr22qaMBCEcee1VbDsu1c0POMtmNLjSaamFmZ/tbD4dxdU3dd9IqrPbvx0aPW/nwBvqEqVF/J3PPOm4mnPEAo+ubprlz0hI2ZcDWbp+zMjx8v3wrvVftmRvE9pyeeqhCAuzh93cgupj5LU8XX0fHRhAxXejcin8MMwfBlIBqFVY86vOc+GGh2DvvwZJUAhOqLv26Yeb+dE+cz6lNWjp/1/v6TxXCdR92lffN78TFL4fMU/KPEM5ZU4tqJ6BnfXIfraauqfetA0ecmTSCJKBlkZLyjHfeQtJQXlxeQNROfer3Si4uatuuSGwg1l37/9Jl+EWHk903IJNws8zOsjzx6At6CjUPDbXGv/3LDDbwVZ75fNa6HWXrfhO4lGh2b94JmzGDvmwC3i44kBIJ75L/TrsN5o5qC/Yv/Eh45ejucQQxGPzoVFnO4IJI8njXDRhmddM/UoEyznjrPoHmPKAP36MqMwjoYa/L3Pt/XFjlmh7hWh4oNlRg6LsnBCvU7Kn3CIz8FGg0AolmIGrBQxMcGq62GZdu5oOcZbceWGk0IMdNz4cvJ0UZ73H+7KgCoOrFjwcOdeQNnCbebwtrxnfrN/lx8IC6Upq2bFBNuMJrtNt5gdPSO3wyJCyWp743tYQ3jrOEWY5jzgdk7Tvl/b+KjSTVc6d0IfE5DRjTBcDYajdHfMUAod707Ipo38DaH1dzxoZkvT4nlxTzDc3bn9PsjuXYGzuaw80Zbj7HvppBeN0GDFUMq4C1InNzNZOCs4VZLnPReq7IqFjSBJD5NPcff6sfZRyRcRqZjVBjQNfNe/mZ+H5vBaA63mdv3n7PquTienGfQSVDtiJsFtT5yS4BvzO58OsZmMFrsFlPHuPkvjImW3jdhOZdKw+Y+IYwZ1XutADCQrN410cxFx/Zymm0OG2/gujyx7CeYfcIPFT2NRiwqDOaBDxvEPtQxopGKZj11nkH1HugjYR27dXOI0ITxUX9b8R/pxXcaNlRiKqciBBHV7w0m9izXxSBgaMBAEWdAjwUYu7Z1qucZbcuewWvjKb90MjMt43j+jSoYMpSPUHM9N9vlysq9UYPe1rwVl46nuzJzrquuKt0oR/RuFD6AKhiFA/lyTWFedlpWbqGmCqC77OLJTJcr89SVymDWANCkgvW7XOnHzhXVomChMjVeEu+59Y9bu8zcJz95QMkrx1TN3CX5h9MyTl7Bq0cpXaUjKglAt6PUt4H/UIj0zNNk92k09QaYN9XXbCS9lZdPZLhITheMflQqbOY0B2WoTvVMbR+m9aTmJO/x328rKy4eT3dlnxGnEqX2vv8UbEjE1B3hGS2IIC0p9JEW7MOGNAgCRRBMW7ZUt8m3ep5xmxhKF/NPj0Cda0kM3/uVVGkx558eEB2A2wcBze/620d0v6S3vwa3EHI9z7iF4OusdQQCRkAo3Tujq23g+3nqWaeA++sNdQRuIQI1SZOs1klJLb6ut+lUvv01aDosgqak5xlBQ6Z30BHQEdAR0BHQEdARCBABPc8IECi9mY6AjoCOgI6AjoCOQNAI6HlG0JDpHXQEdAR0BHQEdAR0BAJEQM8zAgRKb9ZYBGoKC86cuXBTX8XYWCD1/joCOgI6ArcTAnqecTtZ6zaW1X3kzb68828f5RDKYQWsllB54bDr2OXbcDFZaJKH1itgOFtZQ+FmXporpyiYt4xbUoPmE08oznW5cuUNCltSKZ1XEyHQfN7RRALeWjJ6nnFr8W8l3L1XM77bl3qhMTkAUxOhZO+MOzuN2prfuJclkErVTHaN/RKHQyjc8/zjjz+XdI1WG0NkKLcisA9N8tB6EdjfFpdU1Zdan8Qs8XCHCU76kN+YrDjwyhOD5uwsaK2pWTAwyKOHOcaCodiibVne0aKCtE5mep7ROu3SwlJpthxtYv5VaRtfePv7K42Nhy1138XhEEp+fnf+/DU/sX9yyq0I4IUmeWi9COxvi0utPFSzxMMdJji8Q84zqpPXL5j31v5Gj6vgxG2e1vLo0fOM5gH4llLV84xbCn+zM/dWFxaczEr5Iznj1NUq6m3eW7Vnarhp5LYit9vt9njFkS54Pf4jRUgyNa/H48FIY5dgscyUlKy8IvXiDKHmek5GSurhvCvlcKcR6sdbcfFoanJGTmGF69Xepv5vn0RbUmijTQAgCy63qb2Rm5madvRcYbWoBwEOBQ1MNUhDvqS08pOmSs4UiNoL1lMmQwkLIgaEJcB09QvqKTt/1JWSfvIq3OtG/kj6eErzs11pJ6/5H1gJVZePp6Vk5BVhViMTkampDgh6sG7kqr4tcBKceEyHUaSlGV3OM9wl+dmprmOXVQVbKb2gbZDh6ucShAkIKgLJ4NADXSnZ50oamuEkEfGJ4ik7fyQ1JROOecErRxKJgQQKek469pQWHHa5jl2qRN0SbjlD9FeJKvN/EANAkigAODDnpRiNKVhb/lLPM9qwdd0Zy+83tWtntDqdDlOYwR4zJeGEpv42AHBLh7A75A83YPVpj2/vpfEbD22cN6i7gzM4Z3xbQaYm3EgcF2F5/CNl8la4vmO0I2LsZyKy1ad2PtOvvZGzOR1mI9d1yJuHfPua1ud98UxfJ8dZIyIsxnbGiNhFB8tJpqg8smlqrD2MszmdNktkVGeLtPMW3ASJQhujw4Sh8tiWWQ86jZzVYePaGSzRIz8hwSFHEbq2NwRsOxS65CyB6L3o6gaMpUZXmLEJN5PXjupuCePtETYuzHHfjG0n/Nu6wvsfP+j5t+JjImwRDlMYFz16w2+H1k3p4zSHR9g4g63Pwv3+PSroRDBjMMwmg6zt0pJXaF5FFY/kMGLqEMjwgZrBxtwj85aO7hFudYSbw8I6PLbskG/ujOoqdQdmRxrgmOWHfep7nBeECWgq+gy+aNWUe51WR4TFaAjv++JBeRcSzAg0IgCAysMbJ8fYDZwtws6bO90THQ4HrQf497Wfe1D6uSHcSHhS3jYYxdeHyOzFT3az+xCJfPSNn/2ziUHoiUkMtIMdtqASDAYOVHqq0XB5/jznep7Rhm3tzT+49Z8pF8VfR56i5OUP28KRfd0VxWuLz24ea+eHvHckPz8/v+BKmdsX+9pxpk59p7y+LmHrhveSjv0fjVr5d7O68P3fPuFfe+Et+PgJa5dZ38G0oeLQC71tMbMST5bDvUwvHXyxr/WuBT9UAqEwcVyEY/Da7FIvAN6K83/sXP7+D4StzCoPvdCTjx6/MbsE7nlZlf/5tCh55y0abUUv/xEdBrjH5d189IQNWTc9QKgtOvHtO0sTAAEOJIowtEVaAZbkdIEYvajqkrHUoEDU9TAQivfOuNMUM2dXXpUAPCVZH43uaopdkiLOXMA4a4iMW7g9s8gNhIqM5Q/xBmuv8asP5lcJwH3xs4md+IdWifcPBhFcEKoeWJqG92uh81DEIzgMhC7A4eMba4ZOAxd/fhhukFydt31SFNfjxd/gTwK6q1QXXSjI3TG5vcmXZ7DsiEFHV1E0ePsBzyakXqsDoPbs5tEduH5vHcf6i6d0IqDy0KKeprsnJRwr8wLgKc/dPvlOOGiDzTMMHR97MTG72A2EqtMJE+70IxKEnpjYxAEAd9KlDgAKHMQ1ZujYpxsNE+nPc6rnGW3f1kJd6ZWzJ7L+SJzbi499PZM0Fap9vgzHGDd4/XlsahwAArXaPxb35HsvSRXbek6t+ou55+I/YJQs+XJiRKfp++SJCqFo6whL9MJD9Z6c1QM455jtl4ljVjZJ6e5JEZahm8Tdo+FFdL0ClbbcGzvQCi4Ubh9ps43YchWblAUaONAoQtUWvVGyJJfk0grE6EVTF4DAsKToCi9bw8d9Lq888eSujeM7zT0IEw3oA8j+9vW/vdANySeFq58O5e1Tv6kFTCKStv7/ND3qVVvtYp1a7jRE8TQOE8zwwXEG7vSlsXyPl1KUsad1FRGSuoNzO/jyjCBMwFARMzicbuAtk78iwM8gUvrPeId12P9ckQaVNGiDzTMQz4MDP4bv8VJyfRB6YlLDnoTBziJIgYP4uhsaIfycKUbD5PpznOp5Rhu2s1CamfDc0Bgn166dgbO3j3TwRnFfdK3KmjipiX0AMKh5jv+jnyl6wY/VANRnvBZr7v+P4zCBgPGSs3SJeUD+3N/NGWaGO6Z7cjcN7xhmsEU/NHzawuXrv84uJKQ/YryNXZoufyWFLDZtXD2q4PXJL/Xg71ueLdOXemrgUEURirbojZIlOR1JRi8qlPBZdSBYUnR1u5b0Nt2/4rACQd2BOZH8wHX5Xk2e4c58Pdb04JtHpdyw7LMxJlN8Ui1gEpEw9f2n6lGNwqfu04JnoYqncRjsFgVn5+mDEW8sFG4Zzlvid1czewEAlDwjcBOwVMQFqUmKN5vGf6k1AIMI/IqPfS1D9ihp0DYmzxARMcfvrqbrqRVSfSXoAaDxf+CHo1JN2HeGRgiGqUld/wzX9DyjzVpZKP56Wieu67AVX6UXlNQJwJOzJs4ccp7BpuY9/8lga4dpe0qqD/1XN/uQDefF9ZQwKPDdp3ywKwn97Em+KN6p3EVH9m1auejpp+LutocZo6ft1kwr1Ke83JPvsyxLE7JgnsGkjRiVIXh98uJQ8gxA1ha9UbIkpwvE6EVV16epFksEAfGQoispbs+m5hlv3IvmGeWJjDxDJqIWhKqHB4VP3acFz0IVr8E8g2507byRuIwBzhTVMHs1mGeQTcBSEc8zar+aRMkz6KNPdOJ739AOWjnPmHMgoPUZ6HyGcM03d1ZD99eGvCToAaDNM/xwNJBnNGS0hgRtk9/fujwjtMIm2l61RWePZGQeO1tEWOEomexPWQhHnObus0z+tc7MM76d7jSN2OpboimihoecBqgJhV9McDpGrk+Y3qX9xC/9dITCHaNsTvlUsgb8LwjStCoAoD5nTRxnid9dhbaAjS5vGGKKmJxUJl2XfhrB7+i0pda+/wzBhesJwy3W4YTnJjgc6K8VkTlBW/RGyZKcLhCjF0tdIpZqEACg6CoUbh9ltSOrdjynVw/gOxOfm7gzKXkGk4haEJYeGMjqji1zFqp4tbjDBDV88MY1Pz0bZYpbk+Ohu4oPDmU+I3ATsFTEBaHmGQwiwuWNQ0yO+F2lksWkQQvzjOJtT5msk5L864wBcx0ommdUHXymqyluba6nAT2F+srSktLKOiS4SGKEMAAocDSQZzRkNEmgP9X/5s0z3Ec+nDjwUewzaMGX8IF7aFFF3avCtWZoVy7MZLPy7Wd+R080cIcJzMSNK74TGI9mbOU998FAs3PYhyerBCBUX/x1w8z77RxlPsOdtawPFz3jm+twuWZVtX8dKDrSG6RW8f3crpzNbo2ad1AeiHDpVTc+etTany/A9yWF6iuZe955M/GUpz5l5fhZ7+8/WQwfQddd2je/Fx+zNE2et5BQ8RZsHBpui3v9lxtu4K048/2qcT3M0vsmVNpSZ/9/luBC0TdPd+WiJ2zMhAvwPGVnfvx4+VY4WYLDoXY7uMCVoC3q0gzJGQIxetHUBYCMJYYCAERd4TrQfTOj+J7TE09VCMBdnL5uZBdTn6Wp4ljChg01z2ASwQSh6dE65jNAiOJpHAaDDjCM7vvdzD3y32nX4e/8moL9i/8SHjl6+0Uvu5dqPiMIEzBUxKWm5hksnLznNw1z2AYsPXRdHLT73x7d3eR/3wS4Xa/04qKm7brkBkLNpd8/faZfRFj7WfvF+Q10jEFBuEdXZhTWwaiRv/f5vrbIMTvgbYPlr8Cd8Vqs0Ri7NE2aMEGdjzgAmAQpcMjhDaWuSM80Ndrlz3TcvHkGfOOLixr95pZtyGfH/uPlQlPkGd4Lnwy2dpm4I78WAHdFuZQkE8yHOwyhCeGSZjKU0KY1XxLKXe+OiOYNvM1hNXd8aObLU2J5Sp4BvAWJk7uZDJw13GqJk99rhSsppE+D1OpSXu5lNMYscSnL1wAAVSd2LHi4M2/gLOF2U1g7vlO/2Z/nez1nd06/P5JrZ+BsDjtvtPUY+24K4XUTAOrzdj4dYzMYLXaLqWPc/BfGRMvvm9BoSwJL/5mCC6Vp6ybFhBuMZruNNxgdveM3w344HEoUkaiStFW1okvOEojei6IuAAFjSdD1NJycKUl9b2wPaxhnDbcYw5wPzN5xyr/SDRs29DyDRUQCTPlPdolQI4JCt4mOQhIPdxgMOgBYRq/eNdHMRcf2cpptDhtv4Lo8sewnmPGze8E848CcSP/7JkGZgKYiLjU9z6CObCh1fd5n02N9g9bc6eEFL028Gxa9ER+Wei9/M7+PzWA0h9vM7fvPWfVcHE/LM8I6duvmEBEJ46P+tuI/0vu1dH+Fa5g5y+CP4doi0ocwAGAzKkEKHA3kGUxTk8T6M1xr/jyDR6buUURVQRn9Qjym1TlBenmr/z2/i/nJzdfq5dpStF6ywxAL4UCGhHozhOI7omgBlIiRCzcpehEuKV8241FNYV52WlZuIX2yR2YOMXClHztXVEuYdvS1CoKaTBauVCy/dDIzLeN4/o0qaREhnDUou3gy0+XKPHWlkhIYfDTcJfmH0zNPX68hikWmjXKHx0zBhZrrudkuV1buDZRFAHDgXPBzhuQMgRi9aFAGjCWs50XQFXgrLh1Pd2XmUEDGFSOfB0MkMLOR+bTA1VDEa9hhGEaHyW3l5RMZLu1Ypfeq2h1vNY3cflMBJAgThKKiwsh/RCUCC2ylZ+bcqJVfEpNHPvTvtIyTV1TVyNSU/QG7suLi8XRX9hlx2lPVgqSncOXToZaO0/aUEOOE1L05B4DEo6GAg7T7kxy2yjyDUedEzjPgjyujUlsq7p28WnIdKWhI6LaUQji0ak+k4jv0ii4qbxHXKpgHfnBWvnsKlxNGhDsnfFGoaqef6AjoCOgIBI9AZc7v/5uambp3xeBIU/+3xXe7gifSUj2Q9RkBs5R/GAbcA75F/8+JzphXUkjPTIIho7dtBgSaP88wRtw3Yuo05DPjze+vs5+bMOqcyHkGqCvJ3zG5PT9wVfq5/PyCq2VuRi/otpRCONR6M9riO4yKLphlqn5YEM3d+3qG/wmC59SqAeboZ3/E1zlivfRTHQEdAR2BBhHwXt4RHx1uNjnuenjOlqOtPaq401+LtQ5YdUqez2hQPwBqkiZZrZOSiJUqaN29Fw58sO7gRfnHHa2dfv0WIND8eQbX8a/zl61APisTkm+y8ww/DqQ6J0qegb49jgJH6oWnx+I73mIhHFq9GUgRW5/BquiCCgCPxXVhUfP+LT7Kg4Wd1DUK8Ob6uY6AjoCOgI6AjkDbRKD584wQ1mcw6pww8gxGLzzPkAvhUOvNQGtjeQbp1W1fSSOCa3jPrR9kcY5LvCGA0n9N72Qb8omvpAShqX5JR0BHQEdAR0BHoM0i0ArzDGadE2qeweylyTOufTpMLIRDLVoDDR5AnuErhUPyDmmRRt6FhOHhHaZ8Badw9I+OgI6AjoCOgI7AnwyBVphnMOucUPMMZi88z5AL4TDqzQCAFd9poESMxnGqflwQzfUeP7Gv+Z5Fvwb1pFFDSr+gI6AjoCPQ1Ai4Sy+dOXPuemtf4dHUauv0WhyB5s8zuF4L953OQz5nLpXCgkxoxqBSm1nnBO2lVMODL4WxqlLBPINYCIdabwZKhBffYZaIUangO4H9jXe04x5aJW1lSmjUgpeEyguHXccuN5TyaEuutqCMDbIKTInQdND2arPFZrWqNoi83qCNISBc2znWabp38S/yPodtScHAAkUTatykDNva+Gz+PCNMfvnUf8A9/O4ZZj1QVkkbap7BrI5CL4RDqzcj+h9efIde0YXsrp7jb/Xj7CMSLreOZyYBvmCGQkzWC169VcVSJSXoksFvAtMBp6Hu1aaLzapVxYEAFQdeeWLQnJ0F+uJ9DTSBXsAHiFC45/nHH38u6Ro9GATQJFDu6nYyYfSy++jKfo7+y9NaaDYDxwPIQtEBQcUN9jiwQIFT1UiJN6CfSwyDea+GSq2B8Unt11q/aN48oxFa04vTsIiye9EK4VArScE7lqZ4FalEDFEm77n1j1u7zNwnb89BbNVyFwMcCIG5OLZ4pcW0kJRgMwxMB5wG2quNF5tFVcVhgAVnktcvmPfW/it6nkEAJ7BL+AARSn5+d/78NT8V02+rATQJjDfeSiaMfOE999UbS3aeCKB+H9KpEYc4HkAWig5II9jJ5cGCo6GRMvDuUmTS8wwCZq02zyDIeptdqnMtieF7v5J6q+vGeCsuHk1NzsgprHC92lsuAOwHE6ZRKSlZeUWKlIRbkLYVqViq4PV4vISgoe0tWTKA0qr+pholJBL+VLBhHZAOgFI3FtGcUGyW1kte/EMtNkuoNkvCD0oYACKEyrKES6i6BAMgqqIt4TE0o9st19j1XUDtqrUzgYGPqqf8/JHU5PTT12sFwat2jgA0xSVrkXNJO1jQ0uU6dqlS5dEUzxFBQzECBANLlBU1am/kZqamHT1XWO1P6NAm0nFwgviIMwmLTcjwSzzhcHOlZJ8r0Ww5pAhPGw/+FpgIBDwQ0AgOrFyiYY6IohwGGSiUjuIRSUr4BRktXxd6eKX2Emqu52SkpB7Ou1Ku2qRBkUY7PhtBTCF7y470PKOZoBdK987oahv4fl6TpLehCll5ZNPUWHsYZ3M6bZbIqM4WaUMj+Jv11M5n+rU3cjanw2zkug5585Bvm1W1ixNbEYulivfb8RsPbZw3qLuDMzhnMHiAAEurinoTlfAhQpSugecm9GqzsubaYrMeei/f4p95S0f3CLc6ws1hYR0eW3ZI/tVKlJCIn3Azee2o7pYw3h5h48Ic983YdkLZXUZ2AOk9JkKxWdUN0d+ByJ4JUN2B2ZEG+IiTH/YpnOMXrn06zNRh7kEpEVXtsUn3IiCUpa+b0NNm4OwRdp6PvCvKLvteYJrKKrfogc+asxc/2c3us2bko2/87Lcm2wdMiO///R8v3I08MOYGrD7tkb1L1Kfy2JZZDzqNnNVh49oZLNEjPzmpftwXmiAAEAh71M8R6fBDnvygRaum3Ou0OiIsRkN43xcPSvuKqM1Ax4IkAtHhZUCEG4njIiyPf6Q8phOu7xjtiBj72Q3A4qOWCIAQAoWKBFFKOloUhmLAp/eqz/vimb5OjrNGRFiM7YwRsYsOEtbHyNhAARtLTKXkrTnR84xbg3uLcK089EJPPnr8xuwSuNFhVf7n06LgLmTiQKDWQVXFJForbbFUX3H3dpypU98pr69L2LrhvSRA6w03Sdw7405TzJxdeVUC8JRkfTS6qyl2SQppiSpFCQggnb5qmGJY0+vGKr00xWYBvRcMzpRis1QJtfgFjkgQxWZDAqi66EJB7o7J7f0bdDHzDCoDoeT7uXeZ7pm2/US5FwBPyamtk+/0+17gmmKGa5FT0ZodH3sxMbvYDYSq0wkT7uR6vPib+HiB7QMq308vPrt5rJ0f8t6R/Pz8/IIrZW50XMEtU+/moydsyLrpAUJt0Ylv31macFibZxiCFYRMWM2bMfRE5dsPeDYh9VodALVnN4/uwPV76zgJeCoWRBGA1uFV2pZ/N6sL3/9tab28t+DjJ6xdZn1XDhjjDpcqpEChJqKVkuWsFIYeVngTChPHRTgGr80u9QLgrTj/x87l7/9A2EFSCUWMWBkoMbWSt+RMzzNuCewtwrR096QIy9BNcDdl8YM+QKTVQa1XDX9Wq71/DzeN2lGiaAKDFDd4/Xl5JpDWGwBqaVWFmnREUwLuZ/DlxIhO0/fJvwaEoq0jLNELDzF/rkt0AaFuLDK4geplJrkTqRfU24TsbKsUm2VKqMaPiggh9Qq42CwNILWRFeWUI0R7Vp5BZSDc2PaU1T56Z6E0x6L4XjCaKgK12JHGmmmvxvA9XkqWvRrQfEDl+5rqO+i4ghDYbCO2XJXQkbRDHTAUQQIgTIUfyoDxhFNXvGXyV5J4hP+aUUQXQe3w2CCFNZP53ktSRZg9p1b9xdxz8R/I2hENH40soQUKnAy2PoOKVg0ANIYeenirAZ6c1QM455jtlxuY5lY8gSFCoMRwJW/BuZ5n3ALQW4aleL+LXZouP2JVYj2g1kGtRuMhs5UmbGBBis4DAGppVQ0yVCUAiz7621FDkl43Vhnc2qL29F643nKxWbaEavyoiJD2uA6w2CzTfF9PtprGfl6hQcd3IbA8g87AnfpKL77PsiyC7wWlKUW8ZrxMtKY5fjd8C990ZwAAIABJREFUhBW4D8C7qNrA6LiqT36pB3/f8mwZHUkf1AFDESQAwlT4oQw4z5qkeLNp/JeSeOh/GhZ0EXA81IPUc/wf/UzRC36sBqA+47VYc/9/+LaHo/FBZYHHIQYKnAxmNSpa+XSGHnp4ywfAk7tpeMcwgy36oeHTFi5f/3V2ocYLoEyKJ9BF8AZKDFfyFpzrecYtAL1lWNanvNyTEuvFkcB3n/LBriT0syf5ogd3cWorTdjAgxQcIMTe5DxDLK2qQYaqhI8IhT4yTHGKrLqxyuDG8wxWL1xvOAEgFpulo6y9DZGiia/YrDQbhSoiLdJgF5ulGkBlZJSufKzJM+YcIKzPoDMQo37vJWlyDFVy3OA0lSVqqQOCNYf6rBmMD2gNjI6r+uTFIeQZ1z5tUJAACFPhhwDjytd+NYmcZ9CxoIugCRjocAPAe/6TwdYO0/aUVB/6r272IRvEfRrofHB/CDFQ4GQCyDP8NaCpDMl5BlI52l10ZN+mlYuefirubnuYMXrabs28FuosVIP5foEEQgxX8hact0SeEUixo1ugeltnKVzeMMQUMTmpTFJUifWAVQdVGf7MVt9Od5pGbPUtHRU54EGK0ZtaWlUSVf5PVQI+fNkxyuac+CUigtxN0UG+5D9g1Y1FeyF3WgAAqxeut1xsli2hGj8qIoTnJlCTQIrNhgaQiBOivVC87SmTdVKStCYVWQfKYFCyKz7CNPCDc1KWVPvrou6+d52C1RQ3YDOf49asOvhMV1Pc2lxPUD4A8wy1gdFbh3A9YbjFOjy45yaBCBIAYSr8EFdceWqeQR8PdBFwPPAfA2Ly7Bi5PmF6l/bSqKbzwd0gxECBk8GsRkWrBlAZis9NRlntY5Snhp7TqwfwnecerAFAEJCHZfU5a+I4S/xubQkTJRQxRAiUGK7kLThv7jwj0GJHt0D1JmDpPvLhxMef3pzbwMO2JuAUCglvwcah4ba413+54QbeijPfrxrXwyyt+Yertbrx0aPW/nyhGr5UUH0lc887bybCzZsVF6dWS/Voi6VqgxS1N5yBLt43M4rvOT3xVIUA3MXp60Z2MfVZmoo8kJUUpikhTmOTdVBNO0p0pP+surGI5tj6DFYvGJzJxWZZCLREsdnAjCwhg/5H8gzgdr3Si4uatuuSGwg1l37/9Jl+EWHtZ+2H8xsMBpW/v3Kf2fHAlBXrN65buWhCv64Wzu97gdselailjkVrProyo7AOjor8vc/3tUWO2QHXODXkA+gaHUI1YdW4Kvrm6a5c9ISNmcVu+NLkmR8/Xr6VsA6UC1YQgUgYWwdKH3oB5xkMLIgikPBAAfFZt+L7uV05m90aNe+guNE1G3PMI0ILFBiRYGpA0xiK60BpGNenrBw/6/39J4vhQpS6S/vm9+JjlirTfrI4SCiij5dAiclUb91B8+YZgRc7unUINIYzfBGKth9tY+g2Vd/6vJ1Px9gMRovdYuoYN/+FMdHy+yYAVJ3YseDhzryBs4TbTWHt+E79Zn8O5+IQF6dVS4W/UjXFUvEgBZUg8hC1E0pS3xvbwxrGWcMtxjDnA7N3nKL8dCcr4YOIRl+tgwpORrVZtBd6p4V31HLXuyOieQNvc1jNHR+a+fKUWL73q2KAYBabpSOgwS9wRER9Ais2SwRIY2QVQPCk7sCcSP/7JgB4L38zv4/NYDSH28zt+89Z9Vwc788zaBYWZzE8V3/56PlJwwYPeWrqywm/fbe4l/mR92AhYBBsWV2NdM15AXpxWMdu3Rxmm8PGh/FRf1vxH/+bnWwfUK0FhhLiBka9CwilaesmxYQbjGa7jTcYHb3jN59WD73QBCESxt9rpQ49fAhT5zNY44EkAgkPLNDAJnUpL/cyGmOWuORVtwzMNV4QSqDQEMGtxnJWMkPxRydtMHvO7px+fyTXzsDZHHbeaOsx9t0UwusmamwaS0yjZMtfaNY8g1TsiFb0pOEKMaRiQFIvT2l+tivt5DX/rUqounw8LSUjr0j2V4gsq94LrXIKrBbjkSZ/NeZh5RksbhpCzXjBXZJ/OD3z9PUaZL5OYecpv3QyMy3jeP6NKsakDK0VNIkr/di5oloicT8bWm/4Ytel4+muzByKcIqYTCXo9BUC2BG7bizWWD5l9mIUmwU0CbX4BYxIMMVmaexlxTQHVbvjraaR22/KX0ADpGWcvFJFNHTDDEp2xTudf/8XMkEcsKayDC1y4L/VVlZcPJ7uyj4j/u5EGTN9AG0oHmsNjDYRaq7nZrtcWbk3CIOzMYIwCfskaAr4WViQRWDjgWKDHrP4oO3grAkr2jXspj5qWinpaLEY0nq5yy6ezHS5Mk9dqaTeWjC96LEyJGIa6s19oRnzDEKxI3rFETiq6BViaNWGfL2efys+JsIW4TCFcdGjN/x2aN2UPk5zeISNM9j6LNzv/zHCqPdCr5wiqmCMfS2DYgZqnsHgRiGlX9YRCAKBZio2W5nz+/+mZqbuXTE40tT/bd+K/yCkQptWJG9ZtWnX/kOurIxfkt4e2918z8L/0F5vQfvd4mP/7V1ajXLrpGk1gtw6CHTObQaBZswzgKbYEaPoCRxVBm2FGPE3NrUYkLhuyRAZt3B7ZpEbCBUZyx/iDdZe41cfzK8SgPviZxM78Q+t8tWloteVIVZO8Rk45DyDyq3NOI6uyC1EoLmKzXov74iPDjebHHc9PGfLUWTyIQRdy/796l9jo5w2k8kW2T1uwmtf5976e3cAatQkTbJaJyVRnuEFQKCpmrQaQZpKIZ3OnxiB5swzNC8HFm4faQ0f97lck9mTuzaO7zT3oHals1QhBg53WjEgbS9xdbJSVU646nsTDF1dqK33wix24q2rrqysrqPNblHnM/wepeX2J3Y1XXUdAR0BHQEdgT8hAi2ZZ5DeBJ4TyQ9cp80YgL9CTCW7HBM2t+jOfD3W9OCbR6WVBmWfjTGZ4pPEPINe7yXAyikk56DmGXRuJDL6NR0BHQEdAR0BHYE2isCtzjOk6kxYxgD8K51hnkEv94S/7w0fc6B5RnmilGc0UO9FW+wkMHNT8owGuAVGW2+lI6AjoCOgI6Ag4C69dObMueuNe6CnkNOPWgyBlswzqBVHCPMZSp7BKAYUeJ7BqvdCrJziN4C3pry0tLxGmiDBzULJM1jccBIteC5UXjjsOna5RR49Czfz0lw5RbQHTpLWQnGuy5UrP0iTLrft/w1jU1t45khm1on8YqkIZ+MAaZThm6bKXsM6N07FW9K77sJvX2ze9v2pMgG+xfrD5m9z5Pqnt0SelmbaKL8KXljh2s6xTtO9i3+RdzQKmAbD/RhfBUy+eRq2peDYknkGqzoTfT6DWgxIm53Q5zMYdWXIxU58nhPIOlCu18J9p/OUz5kLxTXnPhhodg778GSVAITqi79umHm/nfNXW2gelwyIKlIPNKD2jWmkKhZAJ4Sbnd6yDX3DxEYoS377ic4crKtg6rrgQPqHEweNeTejcfevkA3fqCp7QuGe5x9//LkkuLm8qh6A6gvv1Yzv9qVeaJyCLeMcstwiO6F0/9zY/lNemPnwXb3Hrfj03Sn3PrLat+S8WaSpPJW0bPIjPTpYOI63d+je929TF3/4Qz669KxZ2AJZacILzSH7VQOiknm6j67s5+i/PC2U2QzGkGN81YCYzf11A8Gx4sArTwyas7OALQY+vsjYsmk0wbctmmcwKvTgmCrzGVBJYrWhYPIMRl0ZVuWUQPKMsDvUH+N9yw/X0as6NYHNQiXRXGGBJE+Aoxc3O4lUm7vGwsab/+EgS9fJiRfqAKgvL6/M/eeSeS+JZVobAUOIhm9klT2h5Od3589f85M4W4XqrP5Cs+1FIxRt3q6y3CIbz9ndy9b9UgZA3YX/fPL6iy+/t/9ss9313ac/GRbJ3zX8jZ0/pR89kv7L3oSVc/4aHT74E3kv5mbTXFa6JfMM1HMkzbznvnpjyc4ToWGMup9E0P+f8RXWsqVPGwiO1cnrF8x7a/8VtljYhi2AZU82pUZ927x5Blk0WvkScmv5aqBVVuQOmgN6vZfmKHZC56YRrFkveCsuHk1NzsgprHC92tu3x4TCD5akSUnJyiuiz9ArtdAKDrtcxy5VqiIOpRwZNnoprZQHX+6S/OxU17HLSB0oia8ibGil1tD+xOPaG7mZqWlHzxVWo495PGXnj7pS0k9ehXXZ5Y8kFATVlZJ9rqShH+IEgDFsZNpiKbmD8zqbn9x8rd4tfzxevwDB8m6k4QlV9mhm9KmgwVESGJvPAED5wlu1Z2q4aeS2IqiupCmNjdINxayJjyUmJAtL30GW0jGpnSgS2YFgz5rrORkpqYfzrpSr6ghSFYFbdnFdnzngL8btayeUHUs9Xo74JsHTKBS1LWE5QtT5oStKlyRFZWJB+5VEgQoVwF1H6iHzBFQ0lSbSkVY91XSa1Mz/nzAa6bw85eePpCann75eKwheyV0VX8BI0+lgDWHteW20kfMMbXCE+KAjRtJFE80J40vBVjaxIo76EkkqsW3QLnwr8gxFK/2omRGoPLJpaqw9jLM5nTZLZFRni7S/CZwMOrXzmX7tjZzN6TAbua5D3jxE2pFMTAW4R2YvfrKb3eoIN4eFRT76xs/+FRX0cmTo6KW38hOft3R0j3Af8Q6PLTvkIy6OsvEbD22cN6i7gzM4Z3xbkbH8flO7dkar0+kwhRnsMVMSpJ839FJrbIArj22Z9aDTyFkdNq6dwRI98hM49S3cTF47qrsljLdH2Lgwx30ztp3w136AQtHLyWG8aACj2Ki6iNNn6tmxO+64g4tbkwMXCAXFu9GGV8vCxb2TV0uHHxBwVD8rUeksn8D1Tch8IDdg9WkP3Vs0HqECr4lOWCjLcjdkDboDheSodT/O72y8c/4P1AIkNE/TYkJsKdxIHBdhefyjAjnVEK7vGO2IGPuZJkMMxa9YkAKC66g9hzUcNfoR1dMooeqGGpXFSyhLXzehp83A2SPsPB95V5RdjqUax/yWEUJUzOEJ1VkgWe4RUnCsOzA70gADBT/s02s+gkTNSeNL1pdudVjakioVCMmF9TxDY/e2c6Hy0As9+ejxG7NLvAAIVfmfT4uS9zehFz/D9Ifebuj42IuJ2cVuIFSdTphwJ9fjxd/E+Ut6OTLZm+Evo/yDW/+ZclGcqvAUJS9/2BYu7WUoEu80cPHnh+GGUtV52ydFScThV+04U6e+U15fl7B1w3tJx/6PRkcgllpDfuphKvlP4S5gd/PREzZk3fQAobboxLfvLE047GZUkxPv9YRyciT6dIBRbNQ9/ZXt/rom+8JF8ZP/r/l3m5A8g8CbtEa5KQyvqbJHNSMZR/XdQqWzclJbfHbzWDs/5L0j+fn5+QVXytwMb9F4hBq8pjkTPZJSMFCR25f1EawBhaA7UKiOWrJv5p1hXPTg59bu2J988kql2uZ0T8MhobYs/25WF16pPOQt+PgJa5dZ38EFl6jSofkVA1Ki66h50tHEtQNU9VRKYN1Q/ei8hJLv595lumfa9hPlXgA8Jae2Tr5TjqUaxzxSvHfGnaaYObvyqgTgKcn6aHRXU+ySFNIKfDpLX7ChBMeiCwW5Oya3h3sQQX1omhPGF6Iv3ep0qcgujGGqPdXzDC0mbeVK6e5JEZahm+RnuOhjelrxM+1ELhxE6FaU7rRXY/geLyUjLQnlyBBvluAktBKHkop4+tJYvsdLKfW+QM4NXn8e4eOjpKXDLLUmsdf8Fwq3j7TZRuC7c8PLtGpyuLxSOTkNbXp1uXp1FMV7Ytu31Se/1APNMxCsJN6E4BWK4XFB4K5WB+d2kDdTk7/XwE/BUa2nyh/QE/z5scRHw4bhEVKfpviPubsKZVRuSjuYZtAcqAaE5qiQZll2wvy/RlsN7e644452YdauD45c9D8u3+tcgQ9lRsvaPxb35HsvSRVHm+fUqr+Yey7+Q/wtgSgdol9RoIKbpJOHIJoWMNDEzc1S7+vJVtPYz0l17xH96LyEG9uestpHKzu9o7FUjApoqKLTwUWmO4t29SFwK8ER0pGGJ7uUpWZ8IfoCmtWpCoBQXVjPMzSmbysXRLeMXZouryBAxgb8jrN0iXlA/tzfzRlmnrhLOzWLRQkgFG4Zzpvjd8OW9HJkqDfTW+H3bR9xi0gc58viFlKpNXgP5+9bni3j4zM8q5qcRl5/OTmty7AARrHBe0rBwz8Zw8gzkFJ2GJGQDI/RgKeYLDQzUnAMNc+gsfHlGUiiRZC4CS7hbqcUDFQrRGkHt/JyLeltun/FYcWv4O63/MB1+V4QkqPKWgm1RWcy/7Nn2/uvzfxrtMlge2Ttcbd49wlsKLN8EniO/6OfKXrBj9UA1Ge8Fmvu/w//7jaKt4bqVxSoKgGguY7Ck4GmDIv/gKUeQhDvhnxFt5w79ZVefJ9lWbJNkViqdUw6HZw5XT1CniFGXl9whHSk4ckuZcnMM2hWpyoAd0HN3TS8Y5jBFv3Q8GkLl6//OrtQBkWjnXJBzzMULNrYEVw9Rhsb0JH47lM+2JWEfvYkX1TPyEJE8CghXPNVc68BrHJkyuhltSIRH8bbp35TQ+Bb/PW0TlzXYSu+Si8oqROAJ2dNnFl5WVhbaq2h5yb1yYsDzTOkanIaeakbZ7MAVrDRepwUPALIM9SvZCGkQjI80l86VMlCNyMFR/VtWaUzeoLFQTobrUdIcjbpf9zdUZRRuSntKHmG6ED54vKH4B2VpJ+34MNBPBe3NtfD8jR1T3ZL7/lPBls7TNtTUn3ov7rZh2w471+soSgdql9RoBLzDOIQROczoNB41uZDU60co6CjR+2KWD9FP+JN38dLTLF6L0mTb6lB5xlkmeksyZFXCo5QB2l4MjSHj73w97kQfeEzbaLVqaD7sNO6MIap9rS58wxP2WWxgltDQV8rmX6lkQgIlzcMMUVMTiqT6CBjg1X8TGru/49HiaqDz3Q1wQAHWOXIFG9mtdLct2t+ejbK/5wA58uiQyy1Jr5nL9RXlpaUVtYR/E+4njDcYh1OeG4yymqXFpDABP706gF8Z3EXHo281DyDBbCCDQY1Ejwak2c0keHlQCbKQoefgqM6uKt0Rk9qv53uNI3YKi1BprO5bfIMajlC+KBAQByxPmdNHGeJ3y06qsdXEVBeiYm6hrvwWhH+A6DkszEW/olPLnpZnoYSgU8pdoyyOSd+KWGt/hYIhV9McDpGrk+Y3qU90kgxVqh+hY9kJXWjuY7CEz5YIA9HzfNClnoIQUxrNKdh8CrZFR9hGvjBOck+tb8u6i6/u4cryKCDc6c2JeQZSHCEZJQ8g6m5enypR6X4lI9gdZZURBfG1dKcN5hnBFrzjdhOuPHFxPZ87Av/W4oML40Mt/2FJi8p1zQEvQUbh4bb4l7/5YYbeCvOfL9qXA+ztEYaLsDqxkePWvvzBfjeplB9JXPPO2+SCjXAQcQ9ujKjsA42y9/7fF9b5JgdcNEHo/gZMnpZrcT7NvfIf6ddh6/V1hTsX/yX8MjR2y/C0YwPXgYdcqk1+NvDnfFarNEYuzSN9NquUPTN01256AkbM+EiVE/ZmR8/Xr4VrgPdNzOK7zk98VSFANzF6etGdjH1WZoqPqzGhaLmGdTqcuwfV3LwaEyeAUIxPGEQSoFMlIUBPxlHdURTBXr0xJ21rA8XPeOb614A6qqq/49R4g4HnyBy4y/hTJSbolohSjsoAN2BGnLUe9/IlH8xK6oIxdtGRz88952v086Xw3RDqL3q+p+/9zZ3mvD5ZbjAO+Ch3FDLiu/nduVsdmvUvIPKK7SIsUL0KwpUkAXRddRA09FUEPIdMdRDlMB7oV8xeFX+/sp9ZscDU1as37hu5aIJ/bpaOCmWakIVwwNw7qymEDdKcIRkpOEJYaS4AIyA6vHlRiKzXxaS1elAkF1YoxZ+ocE8A/kRHHRtOM+JVX9xPPhaiuK0OHvpnFq1TGrQqv+jrtokgjYVwfq8nU/H2AxGi91i6hg3/4Ux0fIaaUrxMylfV9SA3h7WsVs3h9nmsPFhfNTfVvwHvvgE3ZtejgzRgNEKjlAzFx3byykSN3Bdnlj2E7zjEPIMBjdqqTW4ITBnGfyxb8ZaJKv6I5SmrZsUE26A1Td5g9HRO37zafhea0nqe2N7WMM4a7jFGOZ8YPaOU/5fT5SQqSIqnxCry3nVUVRu7D+Qgkej8gwAgjc8LggSyBo0NiDhqNYT8Qf1F8BbkDi5m8nAWcOtlrjVp910n8LBJ4jc+Es4kxDyDLoDUR3VnxCT8wxQc2TbcyMf7GRq187AWcIdFs5g6vrI/C2HYb1z8UPzNC0c7JZ1KS/3MhpjlriQxdcqy4XkVyxISa6DOQhjOGr0o6mnUkLdS/0VfegDz9VfPnp+0rDBQ56a+nLCb98t7mV+5L0zYqzCFYShkRpC1NxZTRnBERKBq36k900o0Rw2w8aXR62vSIhgdaoCdBfWKIZeCC7PINVp81ND8xH/JW/BnuUvbz+qmeBC+fuP8adIctUyQtvWd0lrukbK2JQE3SX5h9MzT1+vkYKSSraGi5/5B1FlxcXj6a7sM8VICBIpBVaOjN3KW3n5RIYrK7ewwWp/dDqEUmvClU+HWjpO21NCVF3CQai5npvtcmXl3lBBFGI1OYmq9L9hgKWWTf2/sYYnyUOHXyw/RcKRRAa/BisrudKPnSuq9VmKxQbv22rPaQ5EcNSAdPBW3Th7LCM1xZV1+kql9vcACNzTAm9JEqwZ/IoyBFHuNDTRNv7jxqkHb80Vl46nuzJzKDETsinZFe90/v1f7BroAdCRxGc0pQXHqt3xVtPI7TclEvARb/mlk5lpGcfzb1SpnrPh4wvpwjykSRW8C9PyDErNN6WWmF8+SjtAK+nn74bVf2NWLZOQwPrAyw1wkXrKTLW1LyWF6KXqAiDCTguoQkq8JQ7KOUaQSkHq2Zz/Ccl6c7JrStol/5zojHklhfTMpCnZ6LR0BHQE2joCFclbVm3atf+QKyvjl6S3x3Y337PwP6T3ZJsdh8qc3/83NTN174rBkab+b/vfCmp2ro1kQMoz6DXf1Pc/ajt6ST9Aqv92hFAVEOOkKdsoPnunlofUgEKsluafnG90fUftIy+FPx0K4dqnw0wd5h6U7oLwTX1T+1n74TmqPZ2CwqU5j2qSJlmtk5ICmZVqTjFCoO29cOCDdQfFxR4h9Na76AjoCOgISAiU/fvVv8ZGOW0mky2ye9yE177O1dYAkNo253/v5R3x0eFmk+Ouh+dsOcqeUGlOOYKjrc0zWDXf0Psfox21cqC4YEVbgpFdtQwuctH0gZMZtPKQGgRo1dJ8iw0JVf1Uk05+cnQiqrQAY04XMtA8g04BY6Wf6gjoCOgI6AjoCLQ6BDR5BqvmG3pDZbbzqakt6QfrjBFKMDLf8qX28WOp5YKDzKgThz0UUFX/U5NhEEFhUXeSzwhCBppn+GkQKMjU9QMdAR0BHQEdAR2BVooAnmewar6h8/nMdtSSfrT6b6xqItQ+VC4Y1Kw6cViewa6xSK26h07zYMzpQgaaZ9ApYKz0Ux0BHQEdAR0BHYFWhwCeZ7BqvqF5BqMdo6QfvXQgvWoZpQ+DCwYyqwwenmegb7GpyLCI0OczWEL68ow5B9jrM1gUVALqJzoCOgI6AjoCOgKtEAE8z2DVfEPzDEY7Rkk/Wv03gFUFVHEil21kcMFgZlVLCzjPYBGh5xksIYXibU+ZrJOSpNVE5HWgLAqYnkGdBl4JjFiALShezdMY1QA9Dp1baJoKxbkuV65vL/vAeQfYK1DFQhI9pE6Bq6i3bAiB2sIzRzKzTuQXS781Gupwu34fqBvfrvrpcjeEAJ5nMGsJojdUem04RuVAcv23w+yqZeSacSwumNK0amkebdFJ6nwGteQaXDJKfW7CFNLteqUXFzVt1yU3EGou/f7pM/0iwjTvmzApYHoGc0oVWUOEUBhF0+ZWXEA1QI9DlyU0TfFUNTD+9F5C4Z7nH3/8uaRrsJQEopjqOs4kJNFD6oRz/nOcM8EPDAI1CaEs+e0nOnOwQJyp64ID6R9OHDTm3QxCMdAAiONFDpn1FAOg1/RNEDdueuINUqw48MoTg+bsLCDUHGmwr96gaRDQ5BnMWoIqf6HWhmMVgCTVfzvdUNUyQrlBZjFKLTS0OnF4uKfnGYBScg06rwoWFXMmFN7L38zvYzMYzeE2c/v+c1Y9F8dr8gxGFUwVo2BP6CLjlFrr3QjVAD3G5Q/8PDRNcRcKjB+9l1yiDs8zGEXyQEiih9QpMPXaWiuVUUJTTkXCm//hIEvXyYkX6gCoLy+vzP3nknkvkar+B8ILL3IIVKwCodDcbZpmfIYqZXXy+gXz3tp/Rc8zQkWw8f0IeQYkyq75prClt2OW9CPXf2NXLSP2YXJRxPQd0aql4e2Y5yEQYQkJAUzLOHmlilmykkWBKa34JcQ1JSUrrwiZnm1w5NMKsEGKJILwulBzPScjJfVw3pVypGoorcqYUpZMVoFwSfzOU3b+qCsl/eRVuBeL/4NqgB77vib1kHpi/0PRFCEhZwzkUm8U7eVe7pL87FTXscuIAyAoqBRDrvv500SnMPX1onUSv6WYlmxZBAX/oafs/JHUlEzoaoLX45WshUuOn9NdSsuiBa6QtNWI7Ck/fyQ1Of309VqBpCrBGxQS3uqD8zqbn9x8rd4tfxS0fBoGXJaQUOQQgu+n5/V4PNgNVnWJOlBIIKiwV5HxfUO4JH6hcuPAyytKWnhK87NdaSev+Wv4CFWXj6elZOQVIUFGwgyPdJAEhFiNLllpiR2qJXMkoQ19ehIirUSV4BCa/uQQKlGQmuPn0vXW/J+SZ7RmkXXZAkeAVp+MMQUDS6kd2TQ11h7G2ZxOmyUyqrNF3jEIUAnW533xTF8nx1kjIizGdsaI2EUHy5nF1MQ77fiNhzbOG9TdwRmcM7717UeEXoK5y83ktaO6W8J4e4Tv5TfBAAAgAElEQVSNC3PcN2PbCd+KFjR2ocf0HgTYQtEUIwP1oJV6o9dYg724R+YtHd0j3OoIN4eFdXhs2SHfIg9UGdoxy0h0pkzLUk1LsSwGAwCVhzdOjrEbOFuEnTd3uic6HHoNbMV6swrWyju185l+7Y2czekwG7muQ948RNlQVMOxOS5QtEUNAYSy9HUTetoMnD3CzvORd0XZ5QHC8AaZhDvzjXuNd+AfLm5Njr9uT2UQZQnrCUUOldEt3EgcF2F5/CPlmYFwfcdoR8TYz24IjIFCAQHFW9zd1Tzwg7NyEiNcThgR7pzwRaGUXSrNZdWZEUFp7zvyYfn8W/ExEbYIhymMix694bdD66b0cZrDI2ycwdZn4X7/Tks0L6o7MDvSAJHmh30qPohkKA3ZmdDo821FRotWgiSjThs9OFqt+1zPM1q3fRolXWilxRgF2KgEhcLEcRGOwWuzS+E+rhXn/9i5/P0f4Ca99CpjcFi340yd+k55fV3C1g3vJR0T8wzVJSAU751xpylmzq68KgF4SrI+Gt3VFLskBf6wQWMXcszoocEyFE01RKAetFJvbO0NnQYu/vww3Cu2Om/7pCiux4u/wf1dEGWox4AhOp0poxOgmZZqWQyIykOLeprunpRwrMwL91nI3T75TrhnH2xFi5Ti9BqNL0a+hU6p2iJGEUq+n3uX6Z5p20+UQ1VLTm31qSomCQxvUEjUleTvmNye/+ua7AsXxU/+v+bfbfLnGcGWJSQUOUTdpvy7WV34/m+f8Kcw3oKPn7B2mfVdOWNoUUFQG6HqhwXR3L2vZ/hnFTynVg0wRz/7I6lCpaI6KyKoyfuLKEbGLdyeWeQGQkXG8od4g7XX+NUH86sE4L742cRO/EOrToqKUb2ouuhCQe6Oye3hhmNwX2p6PNFGn2P/13yVIHFdAaChThs9Wgqt+YqeZ7Rm6zROttBKizEKsNEJenJWD+CcY7Zf9oczXHBClTEYkbnB688jk5+aS7BGmzV83Ofy2xxwA1a+09yDNbTbMbUHLhEAICRNNXSg0KaJu9DXhnjL5K/QOu0U7ZFeQKxH0+OllHqaYurrDNElAbVMWZ2opm3Isn52pf+Md1iH/c8V6bestPYDfk2LlDDPoPKV1GjZ/1RtlTulcGPbU1b76J3yz3ZJVTnPQOyKFv5TSCh7evvhgjWC/HlGCGUJNesz0DwD1P6xuCffe0mqOM48p1b9xdxz8R+1gDpQagAVBMwW4pbjUfP+LW7HDdmY7l9xmLiUFVXdT0Trnhh1zSJ98dU7JWMSrn46lLdP/Qam5mwvUvZAZijtY4cFJJ9IDYvK4E8JDxplqajTRo+WQmu+oucZrdk6jZKNVZ9MFYlUXBgF2FgEPbmbhncMM9iiHxo+beHy9V9nF/oCDr3KGDYAoRCaS7BqiTp4wc2Q+YHr8r0qDZQ4Ru2hUlI8CVFTnBAudE1SvNk0/ksx+AauvVC4ZThvid9drc4nFMVU1xmiA0BjyurEMC3NsiocfLRfU16YkG6+sBUtUtYBMb2ilr9TcWihE5q2iiHcqa/04vssy5JvqJKqpDwDLfynkGDlGSGUJWTnGcBz/B/9TNELfqwGoD7jtVhz/3/AvbeoAyUfABoIuA2859YPsjjHJd4QQOm/pneyDfnkvPwURdUWVZ3mnqoO4gk2styZr8eaHnzzqPRTpuyzMSZTfFJtg16k5Bl0pb2E6EMdSbiojNGjiWn+8ICTgJutkkMobfQQKLTiS3qe0YqN0zjR4KDiu0/5YFcS+tmTfBEOVHTkq9gwCrAxCQLgLjqyb9PKRU8/FXe3PcwYPW33VYFVZQyLIlAIzSVSXJgddJ4h9lApKZ6ErqmKFi608spSMNrDaAJ/nVEnalQmY4hOZ8roJN51qL5CsqwKAgBE2ve+ob35wna+SEmsSNeAS2FcWuaU4Mco+GJK1XtJWmB5huINqiGn3PpEnZD5jBDKEjaQZwDv+U8GWztM21NSfei/utmHbBCTAfrQEiUigqDBX1qkkXchYXh4hylf3ZSms7CWSrShuyfWRRsO4LIWNM8oT5TzDFakQ5M6utKEPCNwUVleTAkPWm3hFRLqtNFDptBar+p5Rmu1TKPlCq20GKMAG4ugICAhpj5nTRxnid9dxaoyhg9AbWCBzyy3j7Laxyhz1J7TqwfwndnPTcg9tHCGqClOCNdDubMEo33NT89G+WfOlaCM3t5UxwzR6UwZnQDDtGTLYigIlzcOMTnid5VK16Uf+fCcUZGOwVei1LL/adoiRinZFR9hGvjBOemne+2vi7qb+r/tWyhA94YA8wxKKUO6WYG2yKGKFTRA4RcTnI6R6xOmd2k/8UvfKlvW0KKBQDBF1Y8Lorne4yf2Nd+z6Ff0WaGqrYIeSw9VF204oOcZDXiRktSxlNb8yglcVBZ/ikPgukIrEUModfQQKLTiS3qe0YqN00jRGPXJ8EiEcKIXYGPUKqtPWTl+1vv7TxbDp8B1l/bN78XHLE1zs6qM4QNQG1jEW9S+mVF8z+mJpyoE4C5OXzeyi6nP0lTGckmhmNoDUVI8DElTnIgmPCl5RkPac4/8d9p1uEihpmD/4r+ER47eLu5hrwRlVW6hMhlddAZTeif4sOXAvG589Ki1P1+A7w4L1Vcy97zzZuIpD8WyOAze85uGOWwDlh667gbeijP73x7d3SS9bwIYFemofHEGLXNO1RY1SuXvr9xndjwwZcX6jetWLprQr6uFU71vgqzPAIo3qOyn3PpEvZD5DHIpQ8AwKxDXSUTP+Oa6F4C6qmq32m1EBhXfz+3K2ezWqHkHxQd6zKFFBYFkA8jceEc77qFV0lJTQisFPZYeeEcsQtDzDLr3iiQRsFnRAWPHhBwTleHFOFW/Q2AEAJwSJIZQ+ISLWM9RS6E1X9HzjNZsnUbLRqtPpgp6OBdqATZ6rTLP2Z3T74/k2hk4m8POG209xr6bAl83YdQpwwcgMc8AQChJfW9sD2sYZw23GMOcD8zeccr3s0mJXVhcpfbA9WSWpANU6DAyuB7InYWtvZmLju3lNNscNt7AdXli2U/wPoE90qIqCahGYjCld4J8yQrTLIuhALH8bHqszWC02C3mTg8veGni3fBHvq8ZvSIdla+GfotcoGqLGgIAz9VfPnp+0rDBQ56a+nLCb98t7mV+5L0zovUY3oCSQG59UC80z4A5X9q6STHhBlgslDcYHb3jNzNHEvAWJE7uZjJw1nCrJW71aQ9hdNelvNzLaIxZ4kKWXdMGChUEogk8x9/qx9lHJFxGJjTxhojqLPfEumFYMvIMthfBNV3+900Y8UTzg4EVvDBJGfwxJaTEU0uAjjp59GgptOYrep7Rmq3TNLKFUFqMXaiNQtBddvFkpsuVeepKpTSnLCrQuCpjkIS34tLxdFdmzvUaRjBTgRV4D3qpObg2q/zSycy0jOP5N6qk5WcqNgGcMLX3Vl4+keHKyi2EMzRBf+iiM5jSO0H+ZIVplsUl9pQWHE7PzLlRKxcoVVqwK9KR+Sq9W/IoUG39MpXsinc6//4v0vucjZA62LKE7CKHdEFoAyVQELzn1j9u7TJzXxmdhfYbhntqGwdxhexFVbvjraaR228qhGhKKy3ko6BEJfOXaTV8QEWdPXoaJnyrW+h5xq22gM5fR6DtIYCuz2hz2lUkb1m1adf+Q66sjF+S3h7b3XzPwv9UtDktA1KozrUkhu/9SipSajigfi3RqDLn9/9NzUzdu2JwpKn/2/AlG/1zqxDQ84xbhbzOV0eg7SLgTn8t1jpg1ak2qWHZv1/9a2yU02Yy2SK7x0147etcqXpKm1SXrpRQundGV9vA9/Na4z3ce3lHfHS42eS46+E5W4428XQTHRP9GxICep5BQkW/piOgI6AjoCOgI6Aj0BQI6HlGU6Co09AR0BHQEdAR0BHQESAhoOcZJFT0azoCOgI6AjoCOgI6Ak2BgJ5nNAWKOg0dgdsXAXfppTNnzl3Xn2DfvibUJdcRaNUI6HlGqzZPUwhXW3T2SEbmsbNFIb07GZAEws28NFdOkept1oA6Nnuj1itZs6seIAPh2s6xTtO9i38pD7AD2kyHF0WjdR0LlRcOu45dphbpbF3SkqVpCzqQNfuTXdXzjDZt8ArXmqFduTCTzcq3n/ldUImG92rGd/tSL8jbOLBwQurwsJrdgu9ar2QtD4ZQuOf5xx9/LglukC1/3EdX9nP0X54W2mxG4+ANxsVkgfWDABFoC68WSzp4YPF0gvcGCIWvWcWBV54YNGdnQVCd9MZNgoCeZzQJjK2TiPfCJ4OtXSbuyId7GlaUB/fynXZ3JrqSjbvd0Ok2/pvWK1njdQuWglDy87vz56/5qRjJM7znvnpjyc4TQWWgCN/GwRuMiyFM9cOAEJDu0QE1bqWNJB1gnkHw3uCkrk5ev2DeW/uvBNdLb90UCOh5RlOg2DppeKv/Pb+L+cnN1+rdbo9Xvrl4ys4fdaWkn7wKN7KQP4LXg7QBwFu1Z2q4aeS2Ircb6e2tLiw4mZXyR3LGqatVymMSwu0G1idMScnKK1Iq+Hg9HkhM+agY1t7IzUxNO3qusFqmS+EGgCSst+LiUVdK9rkS6qwLJhmVoowDekAQCZbMJOEnSeQpzc92pZ285p+tFqouH09LycgrQss9+5GGxTNdrmOXKhEzSGRQKeAxAc2GUBBqrudkpKQezrtSLjPXkCfqEjq8othEWf3fqExMdjEKwLJQKDTBmRPtST+WMArCPGQUfSzIPkQ2KAAko4l0WCzUusAxkZqckVNY4Xq1t1L6XZJGMyrVveEZFVUGNNJXGmokb5AaU4evRgexPofUTZSRGkvI0sO+MPCoQg5lXGl00C80GgE9z2g0hK2UANwOwHiH9OHi3snzAOFm8tpR3S1hvD3CxoU57pux7YR/kkMswz9+46GN8wZ1d3CGiKFP3R0m9b3jDm4A3DXBnbH8flO7dkar0+kwhRnsMVMS/D+E1Xfz6lM7n+nX3sjZnA6zkes65M1DcIvI+l+evwsheccdd7QzT0oSwas8tmXWg04jZ3XYuHYGS/TIT04CBjdxJwJ+0KJVU+51Wh0RFqMhvO+LB28gt2vFJKhkdPmV9tIRUSQ6fhA+ftDzb8XHRNgiHKYwLnr0ht8OrZvSx2kOj7BxBlufhfv9AsKm3COzFz/ZzW51hJvDwiIffeNn/xQDZgXnjG8BIKPp3w2GgkJ93hfP9HVynDUiwmJsZ4yIXXQQrr5AwaDrEiq8UCSi5SGmWjyP/PaC1sUCdlDnDJaDSFYM4X9Q5gEMFEk6i/LQQKIYjckCU7DyyKapsfYwzuZ02iyRUZ0t8lZ2LNuoiDAGCQMajeNCmjRFYWOK40JPIekA8wzEe8mxBM7aUkJU3YHZkQYYz/hhn17z6UuTToWGftJECOh5RhMB2frI1JXk75jcnh+4Kv1cfn7B1TK3ULx3xp2mmDm78qoE4CnJ+mh0V1PskhTxpzcc++04U6e+U15fl7B1w3uJv5zdPNbOD3nvSH5+fn7BlTI3AN78g1v/mXKxCt7QPUXJyx+2hfu3bEdCAKg49EJvW8ysxJPlcPvISwdf7Gu9a8EPlQDUFl8qgMTy8/PPpX44oqP1wVd/K/PtFHo3Hz1hQ9ZNDxBqi058+87ShMMsbuKN0NB+wLMJqdfqAKg9u3l0B67fW8TCwqhkdPkx48HtFwkiMfCD8Bki4xZuzyxyA6EiY/lDvMHaa/zqg/lVAnBf/GxiJ/6hVb5NxcSmHR97MTG72A2EqtMJE+7kerz4m/jkArdC0jEqmoCOglCYOC7CMXhtdqkXbg1z/o+dy9//Ae5qh4DB0IVOGINJHfsB3fJkPGuLcRdrSCjUQZMY7qiVM/ArQZmHITBRZ0AHiWY0BgtcqcpDL/Tko8dvzC7xAiBU5X8+LYqXtrJj+JGaDGOQMKDROC5dUarjinJQdMDyDHIsERhBo7roQkHujsnt4X5qkFHAeKjR0c9CREDPM0IE7nbopt4VUijcPtIaPu5z+fG8J3dtHN9p7kGYaMBAwQ1ef16eYgfUh+dCXemVsyey/kic24uPfT0TPrJAbmAlX06M6DR9n/zyglC0dYQleuEhhTCoP/3JsA4dhn1yGl6DUtlsI7ZcJU5HAEDgJgqLbL4t3Eh4krdM/oq0sh6RTLIYiaL0nfifIhILPwgfIlH9by904/u/Le2ULVz9dChvn/qNSB1rCncci+F7vJQMwdBYgYUmRkhBwZOzegDnHLP9Ml4NWgGDpUuo8NJkpZsYczGqUBA3DTSSyRo0p9QwsP8YqkzzMASGX5HcmgZSPcVoDBa4PqW7J0VYhm66JD12lNY2wHZUtjgR6ZyEKgMarXUYHDE6kuNC1jQd8DxDElMdS+SrJOkBkMIhAw+Zgn7QtAjoeUbT4tmqqEkDy3cLd7uW9Dbdv+KwspYBbpjMD1yX7w/jyI0S5g57/x5uGrWjRNFIKM1MeG5ojJNr187A2dtHOnhj71fT1HmGO31pLGfpEvOA/Lm/mzPMPHGXvAi1/PelfcPvmb3X/9YD3BKbv295tiKVnyGdG34jBDVJ8WbT+C8rFVHlI+XWCmdOaPLLzcUDikh0/Ly4RO7M12NND755VLrRl302xmSK9z0kwqIsEAq3DOfN8bshQPh3TDTxxgoKntxNwzuGGWzRDw2ftnD5+q+zC33oKmCwdNFIoRBW46ROMKmyirueE02MuRhVKMgW1zZwc2qEZl7A+TDNQxtRvp3eCTpTQaoGZKMxMVEpAknzsUvT5YGE5BkMtioaMO+nDxIGNPhXgMURb+z3LwDEXkQdKHkGFkuY0qN5BlU6HA39vIkQ0POMJgKyNZJpOM+YHXieIRR/Pa0T13XYiq/SC0rqBODJWRNn1uYZriW9+e5TPtiVhH72JF/03XK9V7+e3s0xYIVLzgnqkxeT8gwWN809p/arSQ3nGUyKKutRRCKFfB9+hDzjjXvRPKM8kZFnXPNNdkizSmi2B1lS0cTDtQoFd9GRfZtWLnr6qbi77WHG6Gm74XwRO8+QdAkNXkCVFVDw1KSyVIChdXBtAzenyrYNnmj4NGAePHMXUYR5BtGtqSCJw4NgNCYmKmXqU17uyfdZlkXMM1h+hFJhosqABv+K7g0erSn9jgsAoOpAyjO0sYQpvSrPoOGBYqEfNyECep7RhGC2NlLqPEMo3D7KavevqICiek6vHsB3Vp6boHc4AGq/ne40jdgKl3CKH/FZQJ9l8sQDOc8QCneMsjknfil38/cW/9WdXP+3yM6jEs7KsRAA4XrCcIt1OP7chMVNc89R3WFRhuitlUlR1YkiEgs/LM7CNbiB5hlVB5/paopbmwtDKUYGMNHEGysoCIJkNBi7c9bEcZb43VUoGCxdNFIohFUwwRMlc2HISsFT42JUoSAnXNvAzakRmnkB58M2D2VEUd2aYVCy0ZiYqBQRLm8YYoqYnFQmXUXmMxhspda+/0xUGdDgXzG8QWtKJc+g6qDNM0ixhCk9mmcEjIcaHf0sZAT0PCNk6Fp/R3WeAYTifTOj+J7TE09VCMBdnL5uZBdTn6Wp8gpEdZ7hzlrWh4ue8c11uJyzqtrtPffBQLNz2IcnqwQgVF/8dcPM++2cZj4DwPVv3fjoUWt/vgDfmxWqr2TueefNxFMeoezXVx6wdh79cUpunv9z5lIJAELRN0935aInbMwsdsN3Gs/8+PHyrYdZ3DT3nIBuhEyKaluSRWLhh8XZhvIM7tGVGYV1EJ38vc/3tUWO2eF7qo6RgfPAFDQJd14ZhfqUleNnvb//ZDFc8lF3ad/8XnzMUvh8C80KgvAFmbAaJXiGUKTKSjMxALiLBeOgQZhTKzbjCjRB4Oaho0j0IYZBaUZjYaJWw1uwcWi4Le71X264gbfizPerxvUwS++bsPwIpcJElQGNxnGp3sCczwA0HbA8gxxL6pnSo3kGVToUC/24CRHQ84wmBLO1kcLyDFjrJvW9sT2sYZw13GIMcz4we8cp/+JJbaAA3oLEyd1MBs4abrXErT7tEcpd746I5g28zWE1d3xo5v9n78ujoyrS9iVJ3+50Z2kQBImiLIm4gUPUYVQYGZFNWUVRBAV1FA8q4oKfG7iNjI6gn1EBcUEUxwVhRmfEMypJZ2E/7EsYdg4kMV8gOQn5JX2676nfqdt9761bVW/1vU0nJKH6j+QuVe/7vE9VV719b93nPjouR2HzDIRQ7eaFU68+T0lypaanuZPbKZ363P1Rabj+87Gp7cxHZfGWK/cVTJlaVTh3THZ6UoonzackpWT0Gv3uNiTwFl+eIbRItxwXkoA/ir5YeUZyx27dMjy+DJ+SrHT94zP/0p/JpcxoqPhsivKM0O5FEy7r4GqX5PJlpCkpvu4jXs3Hj5tYsgIHfcFmngG1PNjEiOliDkA5ak66eQX7uAkcNA/8jeJ1a0GDgo0m4IQOo3HnojuyfUkpqWmp7o65U6YNzzKeN4G+lbSJWF87gBpexwXGAdH1DHz5jRsDlWfwx5KdMfoEXo6mP28C8EHTIfcTxIDMMxJEZOsxE64+uKkoULL92Cni6joAH6vsBIo27imvj5Y9VbZzbeGaHWUxBSRDJw9uKSks3lR6vBYPEjE/6qljO9YGAmt2HCdg2fYW07xewIlFLiT8pKh9/nS3xP/okFxTfWBTUWDtLu2iA3Gav+mUTYSCJw5sKQkESrYertEfQOCYPs1YOBYRArHy+WS6mBOCnTQnFyxzMJ7mEbDIjxkiCW40gQtrCMHK0nVFJduALzfYNhYjAKvxUAP3BotH6444BmtZdg9Aj1DtZ6O97iELfiOq2OODqCA342NA5hnx8SZrSQbiY4D70y8+U7JW4hmQzQNy2lqpqdn+y78LSgq+emZAB3ffF7kyO2DM8kRiGJB5RmJ4lFYkA/YYOLV0jNc7ZilP7MOeAVmqKRmQzQOy20qpCR9aODor3ePOuODqSe9tiO99gSAn8oQ9BmSeYY8nWUoyIBmQDEgGJAOSAecMnJMtP22Cgcsuu6xNxCGDkAw0HwPDhw9vPmfSk2Tg7GNg8+bNCKFz9spPm2Dgv//9b5uIQwYhGWg+BuS3pvm4lp7OSgYaGvAbu+V9E+fXgGQNyYBkQDIgGZAMSAbsMSDzDHs8yVKSAcmAZEAyIBmQDDhnQOYZzjmTNSQDkgHJgGRAMiAZsMeAzDPs8SRLkQyov+0sDGwvFwhAkaXltm0G1Jr96wIbDzl86DW+WrZByYKSAcmAZOB0GJB5xumw17Lrnvr+iRuujX7+MP6dbbZ0OW2FRL7WwlaFpikUPlL87dcF+4m3sjWNH8gq7V8tW/bg9dffvzT6ynugmlGKc5549xXnLHQovlqQNXlcMiAZkAwklAGZZySUzhZlLLjn34venfZ7b8rFY+Z88GUJ9xWq8QFuIXlG/Ve3p7uHLqyML4jTr0X7Vyt/fHXKlJd+qBAKuhulOADiyxjiq8VxLw9JBiQDkoHEMyDzjMRz2pIs1n97l9+V+9J241qGGg6FwipCoarStYHCLUejl+jV2kObCvOLd5bjd3xGP2bRvesCgY0Ha4zpk5Nn4NdU5Oev2VmOn2JiDMT0FakhMhKuPrAhkL92T6Vx+SJcu+y2dPeQD8qDwWBQCwpbCdeV7d2yJv/X1cVbj9QSd3b0aHRwvP9Q3WjZ+uM7SgoKN+wpq9PscvybTsKhUIjwriHTD5mlooZxbAWri7eXVQce7+Xu++IW/TgQS+Q0VAuf5TGJX1l36tj24vyCdTsPnyQaOuqN/Bc6sW99QX4Jbk41bHBLA6f3Qb+kabktGZAMnGUMyDyjbTc4nWfgdxQo1z34/OjsTF9mhjvZlTVs3s+r5o7r7fekZ/pcSb7eDyyPvj0UF3Vdc/f0P3VL82ake5KTO1z71I+Rn+rWPKNu66J7+rRPcfn8GZ4UV5eBz66KXDpx4AshsZGHZo+7xO/NyExNSUq/8uGVGGHjz9MuTDbf/+rqN2dbCAWLZ13mbtcuxev3Z7iTk9Kyx+VtjrzyTXs5w63zV82/97qLMlxJ/ju/oRserosQqtn43sQr/Ckub4bP1S4pNWvIWzz/Bi/q8cW3ZKZe/+ZeI9VQjy0clpE54sPjqvW1qahm/du35aQlu3x+vy+1Q9fzUvV3eYvxQLVgJht3fnzPlX6Xy5uZmZrSLiUz56GVJ2kOtP2adfPHZqcluXyZaYqn08VZ6RhRCCH16DuD3OdOXqlnkurxvD+5209cHt2HWpDrQx6UDEgGzh4GZJ7Rttual2ckdch9YEFJeRCp1cWzrlKSvD1vnbOytFZFwQMfjuqkXDUbTyqR1zcndfz9w4vXVgSRWrstb+T5ru4P/4ynbWM+RQhVr5rWy5c9cfGWk2GEGg6ufPhK7wVT/1mjG7DnK4aR9v3uyys42oBQ/e53h53r6vM8fhlSfcXud0ekKQNfW19aWlq69/CJIELh0pXvf5p/oBZfeQmVr551tS99+KIyvIfzjHYud6crxz05N+/9ea8t3Ug3PFxXrVpx74VK1sh5a34LIbW+fPM3r8zM4/kneDn57cTOSt8XN0cvJIX3/u0Gb+eJ3+KZnSiFalZN66Fk3Tp/bWUYIbW29KPxXfV3ecN4RLUgJtWyxbdkZgx4eW1VGL9ydt+vi2b95Z/a2+IpHmpWPdTDfeGYvI0nwvi1ojsWjD0fI4qVZ0B+KetyVzIgGTj7GJB5Rttuc16e4R61pC4adePP07oRs6F65J0blbTbvtQuAWhXAMyiKFj4eLbS/ZHVjZaZsvKTUZmdJnxt/DJWy98fnJr1wKro1G7Pl30j+De0kjr2c+12D70+wmhKtaHq8O7Na35dPLmnkvNkCb7TgqNxDXhjn/h2Ab61wNRVyxYM8fkGv3fEuG8UdcT4JzOI+l+n91B6zSjQHIa2zv6dp8f0XzViiVJVn43JTL3x7YP6ZcadZ3IAACAASURBVA/OSgsWDxLUApkMbZ/Tz+UfvuCQcQfNYMuyUfXp6AzvoP89rMeqI4qRZ4B+LcbljmRAMnA2MiDzjLbd6jHyjGDJkznuK57doE8+Jz4c7naPXsrNM9Sy925SPKM/qyPzjGDRzBxXaufsy43PZd38yZ5RS9g8A/blwAg6tXS0x33rJ/h6CWLmeaRWleTdf2O239WuXZIrrX2HDCWl1+OFep5BJD2cVgfrNq5+pLty6ay1xsIQvTLjn8ggEApteqGPO2vq93UINRY/kePp+0L0ldRmKRy4kjOzyLCsz+rYA4hHUEvAZGjH2zd1TE7yZV110/gHZr3xxdoyw6seD0IoYvuJYuOcjkicZwj8EsblpmRAMnBWMiDzjLbd7DHzjKcuIfOMk4sFecbRyMWOU5Y8IzCjl3LRuNeXLCU/y1Yf4OUZkK+gfSOo/vMxYJ6hVnwxvpOry6BnPi/aW9mgotD2l3I9NvMMQd3G1dPjyTNQeN9bA7znjl9WWbfqz93SBs7bF71qYeYZjfmP9lB6P72GmdUREuGBa4mYRChYvv7rt5976I6bcy9MS07JGv8Zc4UGaYgueYpFZOQZk1Zw1meI/bbtr5iMTjIgGYjBgMwzYhDUyk8nMM+oXXlPF3fuyzvw0ogvxnrdIz6qRkgtWzjU5x/1Ce+hWerGS7AEyjMcGLHmGd9M8LsHv2/41u4C9X7auPDgJM8Q1FWP5d2U6r2Jc9+E8k/wonUbtezjkf6MIW/kTejcnqCIYO/QvIHuzLFLT+i9TL96oC1z7abwY1HhWgImVVW/FYIQatz+Uq4rdfRntbpj/b96aP5Ad8boJVX6AR0RzjMqPrjZ7R2zVL/pRqwDFfjVDcn/koEzwUCw6uCuXXuOMT39TGA5e33KPKPttr1afWT35ndvzXBd8dj32/dV8G6GwHN/dEXDtc8VlzUgpNaVfvXglb4OwxdqSwnMmRLhNZLdlKyhL/+4v07FBQ+XLHvl2cVbnVzPcGDEkmcE1zzd25V155fH8ArU2rpgeM/r/T3+QX/dUqsite7Af+bddVmay+b1DFFdtfzLO7q4skbOL6kIIhQ6sev7v816H99koPzTeQZC1d9N7uLypXm73rtSu9OjdTaCvfDe+Tem+3Kf/Ol4EIWrd303+5bunsjzJiI8cC2Yycb8526d+JflWyrwepGGg19P6alkz9TuKFm/AOF9bw/K8PWbueqYhmj5i8MuckefN0HBwGM9XV3HLzkYROqpg7+8c0+fzOTo8yaCbmC136b31IodgcAOsXxKmyagxQWnHl00wu++ZPpPxgKyFgex2QGdCTVnmWc0ezM3m8OaT2516w9+puRE7rnbvsYQyTOSO3brluHxZfiUZKXrH5/5V/SRV2KmRAjVbl449erzlCRXanqaO7md0qnP3R+VOsoz7Bux5BkovHfx2G7uJJc33ZuaO2dbSD0ZeHVwlpKk+DK8no5X3fXouBzFZp6BBHXxWonCuWOy05NSPGk+JSklo9fod3Ez0v6tvOASDfmP9kxJyZ4RINafWko17lx0R7YvKSU1LdXdMXfKtOFZ0edNhHjAWiCTod2LJlzWwdUuyeXLSFNSfN1HvJrPe9wEocadH07IiSDydLp66iOjLsSKHtoKnvChL6f09iWleNJ9nvZ9J82+P1cxn2uFukGz9feEOAqu/+uo6+94F1+1Mz7h3R/cdf2tfzFvJhlnqA3q20WdbXu7cQjiGmq4xNW1hBBjGCatBTc81yej76zCZrqaQfOBDFCJjpYM0um2ZfxxWjnO8jLPiJO4tl8tOmjWVB/YVBRYu0v7IQxHHTp5cEtJYfGm0uO15BANV+CdiccIVqQKFG3cU14f/S6fKtu5tnDNjjLt+g3Pi+CYsK566tiOtYHAmh3HTxHDBuNfYB44FawsXVdUsu0YaTZSVIQHroUf6uU2R/DEgS0lgUDJ1sM1+hMufEihqr3rikq2H6/HTxlpymFGo2K3hcVbDmvPDjO1+X6ZYi33AJZFIe9XYaShDc9eoWQ98CORK/IDONvyDHohtCF1S3w/KKZsFKFq2Nw1DBPlw3s+f2rGoqiCDnG8qTZpPpABCiakqbDAdmWeAXMjzzQ7A2fboNnsBLcKh0ye0SpQxw8ydp5Bi6AS+8ZXJlhZurYgsPEQnYyFTuzbEMgv2nIE32MEP4RFrQyxr29iLVirOi4uGUPP1nCoW8HppFXpV2RFr2WYEQri6qUoEV2E9WUZgVlnQCKmhYa1Iny2df98CnXY0f9iRikIHD6IaEUKwbZbTg8dFl+OHRaVZ4hCtK0fTNHG7MrrGQwl8kCEgVNLx3i9Y5Y6fHeoZK9tMRAseiLH22/2VuN6RtsKj4kmVp4hFEXFeYbrmntnDuueHpHQPff3T6+KLtdQf1v98tCLUpOVtEyfKznj0js/2KwvqLWCEHnADpTrOOq4eLUQqIVrtR9decVX+hVY0ZIoQlH39hdYQV7rFMaK6G4h15DHC4SnzrslZF0cBbMtopAiSsQoGxtPINgEJVAIFnBOAcI3o4Xiy/yeQVkhG0kQom39YMo8d1fmGVxa5EHJgGTgbGQAzxYpmZcOvm28+bnt5sv9KdH7JqIsQBODS+rUf/pH6/CC4bqdC8Z0jUroqhVf3Xm+O3vSkp21KgpVrnlzWBd3zox8XhIv8oAnySSuOq5IC5duR80KX+nXiaJuESvIS0xhXBHddWyeAUgOw0D4hoPmlI6fjILZBiikOcL7oCIvFwJPIJgEBSsEg34YULDqLhAW7+cB0UiCELn6wQwguwdknmGXKVlOMiAZaPMM4DzD1fEPU55+xvzMuu+G81x28wxSDE5TPev+SH4jlpT1pt/ykfEoSmjHy7lKp8krOXzGyjMIBxZ13Kgpjn4s7QTPSYQVUulXL8qxgmtRirrMegRzCoNFdI1n4iPXM5wCsWFYyDYVvE6hHjjnP8MFDIF5gbRJCEKwQnDEKeOHwSJQ3QXC4iWyJKaoC9a1Xf1gBiP/gMwz+LzIo5IBycBZyMBp3zch501NQjd19Gd1WMfMfdkz6wxBNtSwYlIHpf9cDsMO8gyLOi6oH8v4oOYkRCj9wiq02sUaMjieIK85hcEiuoI8ww4QG4aFbNPBRwWGGZIEirwwBGGeASoE2205keouEJb5NL0ZoNlIAtFhZE8/2LQq3pJ5hpgfeVYyIBk4ixiwl2dwRVHZ3+c4ZcDvCzrFm/nuFuYZfA/0bGKq4wr0Y5nWo62ohtKvyApdK1aeAYnoivIMG0BgdV7DsJBtOowohQxJAkVeGII4z+ArBIs4t6LCcdkUX7Y+/281Y+YZMVyz+sFWQw72ZJ7hgCxZtOUycCbEZxLEhlqzf11g4yHeJc4EeTjLzJxOX4iZZ8CiqGyeceqH+7q6c1/aHlLLFgz1pkVfHYxbI7RtTj/lPP59E4EHYJKsEerHMq1PWzGVfgWquNzrGbAgLiyia6QDLF92gNgwLGSbDh7MM2AuYAg0H+T6DNwMPIVg2A/dcCLVXSAs8fUMkWuufjCNyPa+zDNsU3W2FqTFZ1qk9gz9hW7uxqJJcuKfeHQ0EdyeDhQnsFtuWfMHm3OMsfIMkShq5KXA1/xP4TH8CphTe5dP/116h2ELDoTxysSv7+qq9JiweGu1ioIVRXOHdHb3nlnA1XgRyK7Cs4lIP5ZmAVtxcZV+RVZo3zEEcbkiupx1oI6B8A1T60BhtukwwDxDwAUXAo8PdlhiFYIFfuiGE6juAmGJ8wyBa75+MA3I9r7MM2xTdbYWpBd7tUjtGfYL3bzNRZPkxDuZZ1T++OqUKS/9YKwXdGInWvZ0oMThrgVWadI8AwlEUeuWjPK4snJ6+jUJ3SRX5xue/gGL4uOPWlnw2oju3mSXNz01Jdl/+d0Lt0JXsGAPgtlEqB9rbSRsBVD6FVihfWObQkFcjojuNvZ5E+dAeOq82+jnWkG26TDAPEOoEMyJjccHZ1hiFYIFnFvbDe9BqrtAWOI8QxCiff1gFiPniMwzOKS0mUO6JE2oqnRtoHDL0ejAptYe2lSYX7yznBY45AnbcMRndLMICbVnNBqxXGZ+/pqd5fpbPvGQG1XqiS0pY197iJ1beMFokGyLz/CwYwusASFJke6kBx3Zw4FVH9hQsLp4e1l1gJDctBYDNXT0YiyFHCgRl0A0bDAGQvEGJVIULcxnXYd7Oh0RQMMJi+0LQN24D4tFUcM1hzYXB3iStOHqg5uKAiXbOdKvFBaxB6qwsSvSjzUK6XdAQKVfe1Z0e7gBLIK8+gntP19EN1okOjnGBURoOGLfPtsWyJYdERd8CGI+LMaJHZEfolhkM7Gqu7Br2/rBDEL6gMwzaEba0D7+GivXPfj86OxMX2aGO9mVNWzez6vmjuvt96Rn+lxJvt4PLI++sQQBwjb4MnKy/pKUc85x9ZuzLWQM4wLtGSx3mABJGYGMDNVOBih8HAgGv6h058f3XOl3ubyZmakp7VIycx5ayX3DEoSda4BDUvDoO4Pc505eqWdX+rtNo6hr1r99W05assvn9/tSO3Q9L1V/VRkZhiD4SMtyVHk4UEJwS9hlg+IasSJFYtYT0BFpCHgfaiSSRF69s/1YdHrny4Q1JzktBkhzBn1W+pJ5Rhtudvw1TuqQ+8CCkvIgUquLZ12lJHl73jpnZWmtioIHPhzVSblqtvaGLFjYpl4oxgNrz6CESMrYV7Ah5hY4GNWm+AyInW9AZUmCHk7UelvNqmk9lKxb56+txHfua0s/Gt8VvzwNa+oQYcAaOpEFdHy9JhYK2BL8YGJ+H/giRbG1kU6zIzK4wEaykMhUkwdQi1H6bTFAZKdoYgZkntHEBJ9J89TPBW11cd8XN0c14tQj79yIH7qrx8ugARkhfKOFud9PzoWg9kxiJGWi7LEyMgytJigwGIRsis9A2BthAzRJojyj6rMxmak3vn1Qf5UZsT6DN0XygqdaVhcb0u6L0VDAaGyyQVENiBSBrGNMFNw4OiIFAiEEhUUla2xFeUQyIBloZgZkntHMhDenO2p4D5Y8meO+4tkNuhbtiQ+Hu92jl9YjxHvgXJMRwq93p+ct61wY2vRCH3fW1O/rEGosfiLH0/eFTdh+giRl7CrYkBcCwGDw44Q73r6pY3KSL+uqm8Y/MOuNL9aWmcpJRsuA2OtgAzRJgjxDE4nMmVlkeIbyDEHwVMta9JooKIJobLFh0BLdAESKQNZxF6LgxtERaRTCDmbmnEw1eUAyIBlofgZkntH8nDebR2Z4f+oSMs84uViUZ2gyQrHzDL72jJa5nLakTAwZGQuP5tzCm/EITaTY4jPYABd7JEFjDahsMhbJM1ixJbxEJP/RHkrvp9fEyDOEwVMta1HlofMMYTRsMBZWOTuASBHIOjfPcNwRGSBgI8nrGQxX8kATMRCsOrhr155jtU1kvg2ZbSF5hlqxIxDYcTpP8zluk9MR83Hs7MxUoGajYAk0vIPCNtp9E1p8xpzStbB42jMoIZIyIhkZmlETFBgMXiCqEu/jbtz+Uq4rdfRntCkRdq6BWoTqKZJUQGwJYzg0b6A7c+zSE7pf/vUMYfBUy1rzDCsUQTTcYCKo1MaaqsqqmgaCrihcQKQIZJ1z3ySOjqhzZfwXhGW94GbUaD0b8Qm3xVer9bDS4pCqRxeN8Lsvmf4TdyV5i4N7RgHFyDOC6/86qv+11Oe6qZ8Y95bjB2+RJKLHTcKspRxx/HQ3zYnpdC05qh9h9A/j5m02fs/i2wwb3hzzh2v7D3+1mDzqyDCnMMUqPLwLZYSCa57u7cq680ssBNBQW2cRxIk4ZbVnsHD+inu7KVlDX/5xf52KkFp3uGTZK88u3speRbdMkpYoBDIylnJ4h2hOWBPJpvgMhD2E+AaCCDEkAWJLGGp47/wb0325T/50PIjC1bu+m31Ldw/7vIkweKplLRTSUMBo+MFozAaLn8hJScmZWag/L0PwDYgUwaxz7ptACa+wIxIYcLoGdzCiL1jrNMkerYtmDFhCb0YpNpPD7zXr5Y4uDBYasZyMr5bFBLwTx0RA8wIbbwFnLM3BILec1dEGNzzXJ6PvrEJ5NUNnRPA/Rp6BH5NzdR327HsfEJ+Fyzed5Hw7BF54pyxyT/S4SVSwlCOOn+5m8w5GBlrtwUOXSzl/4jdVxsGqb+7qorhcyV3u+xdnYDeKOd2gWBXkGUIZIaEYj4aJ1Z7Bh09fUsaBgo2lOSFNJPviM1zsYQQboEkC5JwiTdi4c9Ed2b6klNS0VHfH3CnThmdxnjcRBU+1rCXPYMSTgJYIw8Hgt4m6Ugf8rVRfqmrteYBIEcS6kzxD2BGtKICwrDknXaUJ9qn7VMgYsIS+jFKckTS+jCG+WkKQ5sk4JgKaF9NYC9yyNAeD3HI2ij685/OnZizazFV0bYEBnmFINvIMpffTa6Ff2aDIDyPioyv1EPESh4xxM1hZurYgsPFQLfH1I8oZEk+EGctmbOEovbhlYooc5Ej+GKUFclN6meh/DCHEH6Dx3fmfp13ouWb82O5pf5i7K1IqXPrmAH/f28Ze4qLyDAEeymeCdmFhm/jEZ/DKy5MHt5QUFm8qPV6rrz91CBaWkREbgoKxLz4DYAcNMCSJxJbwuaKSbTEUm+INnoECtQQvGPXwOzemdhy/rJL4EjJc80WKEMQ6U194wIEVoJGE5sUnQXG0SDVqaOPoopkDlmg4MktF4fCF2xAS44FqYaPAAAKO2jAveNhyNhFweNHM84XcKM86N6GqvesCgY0Ha5ieyAtNr0UY0w/FFojTSyLEQ26ejRq3FQbUdqJuATe3joHV5otionqmTgOPKnxB8NSx7cX5Bet2Hj5J6zXqNRP3/zTyDEjkhxXx2RKKrDi/df6q+fded1GGK8l/p+VKt3badc29M4d1T/dmpHuSk8/9/dOross1yIRAy0dIM99YqNCWCnj6v77bmObVQ3mD0/0jP7YU03ZIs7Dkj0ANiMWCc1t80SAlJeeJYtajdkTLMwa8+cubA9Mv+vOP+Jpb/epHss8b+/G/Zl1O5BmQBBFgVR6WDCSOgcpPR/mzH8tP5KW1xIFrYksCcTTE0SdbH5+OHXPRBRRuE+OB5N7gAQ0atWPQKsozeCZxeVrfTyCfR3nHQ6vrmrun/6lbWmQ66HDtUz8aq/egsZEzIOND9pQKjemAi9w4i4HCKoBUGEDbieQNgSrYcCQWjjYfPsmZdLU6Wxfd06d9isvnz/CkuLoMfHZVuZax8ZqMAp/YXRt5RkrmpYNvG0987nz2u2MqIPKD75peqGSNnLfmtxBS68s3f/PKzLx1QY2kdi53pyvHPTk37/15ry1l84ykTv2nf7SuIohQ3c4FY7q6uj/8s3ZRimxjzLXFzEaKjtp/Ts1yXfJkcTRDC22d3c+Tdd/3nHtopFlY8gcUOYq0uxULvupjL89460DVd5Oz/IPzDobKPh3d6ZKZhbXr/8fMMwR4qHjlrmQg0QyE9694fe5K/Pavs/ADK8PxhzaOLhoxsgh07IhSSCDcBuMR1YIGEP6ozVwsYNsdz76OJgKWF1g+j3GHh/mkjr9/ePHaiiBSa7fljTzfmA6g0LgDsmbIlkCc2Rwscstc5SAMsO3gbgFWiYTH1+bj90wEzl38XsC0QiIP2MgzXB3/MOXpZ4jPc3mrf1P5Ij+AiE+EJNeAN/YRV2jMlo2cdo9aYijhahoD3R/Jx8XpcpQZig1tFVzXe/+hvUAGq0i5L3tmHe+2D2EWkvxphNWAGrkhYSzhhrqamroGaJTGX1jPgLcOhkObXrwqNefRhc/mdvjT/x4IB4k8Q4CHilbuSgYkA03AACuOBg5tzN18YmRBoI4dOayJhNuisbF4kKAWOIDwR20b/OFhy8lEgMftr25Pdw9dWKlHINICpBDg9MAyHRQ+nq10f2S14wGZMgQLxJHNQSO3zEFCPToqDD3yhqrDuzev+XXx5J5KzpMleDKCu0WkDqe5I7cEzDnS1OaDembiewE/PjtHbeQZwG05rsgPIOLDJhKWtmNPq2Xv3aSkjv4MJx7k15bqN7wIw3veuC7Vf8vi4yqq+vuETr6Bb+3jzvmmWYGSkeAU3e48LJxjRp6B1OOfjO6guNwX3vdDDUJEniFyyrEoD0kGJAOJYgAURwOHNmo+tQ5YCNCxI0tpP6og4TYQj6CWYADhjto2uMPDlpOJAI/b1jyDJ7AS0QJkh2d6mNemAw+eDgSh8QZkyhAsEGeZZSjkljkIDoNlEWw7BHYLQRUqFlObD+iZAqri7QVsiHaPxJ9n4HsE5eu/fvu5h+64OffCtOSUrPGfHQFEfNhEwtJ27Gksc4Q1sTX9hi/Get0jPqrGIdFc88LUF2ns3J93U/q54z7/jX9ZkMgzYCUjUA0Iv5yKSrp5WNhjZp6BUH3+Y9m+q1/ZrglomtczRE5Zg/KIZEAykCAGBOJo4NDGzErmyIJRhfe9NcB77vhllXWr/twtbeA8/VePWUog3CbCA8u9iQcQdtTmD5AWSgV5BncisJdnRLQAbeQZRyOvSDgF6//xB2RqjBY8cWc2B5MhWeYqXp5hSBpaKBO0HdQthFWoWMxnzICe6bQXWMAneif+PIMr8gOI+HAnZbJlaQ5P/XBfV3fuS9oMLCrHp6P2+6lZrl63jrrSc/FD/8GpCu9jmhVI/ghOQXlG+NTJqqqTp6CHK8g8A78hPRz9khPXM0ROeZHIY5IByUBCGBCIo4FDGy3RZvlpjJcNln080p8x5I28CZ3bj/oksg7PMnUJhNtEeGC5N8EAwh21tdVroci4xU76GrGCPINrEgdI68UtGOpNG76oTM9qQtvm9FPOm7ySM0DT00Htynu6uHNf3hFypP/H/i61m2dYkVsbq8xuGIK2w5TyuoWwCk1K/edjPO5bP6lBQM902gsS8gWCjNjIM1w9H/h6207is+tgVRBQLEJcEZ/oOlDyjpul7SJpiOua/yk8hte4n9q7fPrv0jsMWxBZimYmBNx0hRcZXqSRck4711Wz9ZeGsaUIs5DkTwhWA+Knz/bXgTJCZ0SeAUoQQbkLG1xLP5J47UJ78q5nQHf2zDVFMwdrrwXOHB12PIvE0fhDG0eijRhZIj55OnZkNgILt4nwwLXgAYQvzaatX9eU2S55Sls+wFKF8wxHEwHLi0jIjXKIp1TXtc8VlzVghb/Srx680tdh+EJtzBSM1fREHHeeQSvdkTe57CvJidpOi5ftFsIqdHhGngFMuk57AdUGid21kWcQjyedo31cV7+6Cxb54Yj4bIs+12ouYsFBkF/HuiWjPK6snJ5+jy/DpyS5Ot/w9A9Yf5JTzrJAKFKC/Rva9HwfV9rgvEN68swWId0Dkj8RAIBkE3A9w+bzJsI8A9K4An5rsLGZR6pXPHbDdZMW7Y2jqmkk8VuJ1xSyNieEmP6uQuVa63GLcGEzB2uvBVo4syJxNMQb2jR918Vju7mTXN50b2runG0hlgiejp2lFCjcJsQD1gIHEFiaLaIAK8wzHE4ErF4cLORG9Qrcc5M7duuWoU0HyUrXPz7zr+PGUO5gQKa+AjavZ7DILY1lNwxh2+GI2W4hqkLFYt43wRdHqgrnjslOT0rxpPmUpJSMXqPf3YY98KmCewHVDonbjZFnxHDEE/nRqgAiPjHMoXDNoc3FgTU7yk5TZS28543rvZ3v+tp4hUQsx5HzAskfwSl7tuMplQCndavfmHrv88sPyzxDawD6uxpPq7TkOhbhwmYO1jIWt2SSYmITiqPxhzaOLlpMN1QBWLhNhAeuBYrkgaM2BcjBLmiS5cWOBFu059ZUH9hUFFi7q4J4SlEHlYCxUTfF/88it5SzEwauIGo7i0FzJ44qWmV+z3Qi0GdiSPTW6eUZiUaTIHsNgRnZSq/HCs5KoSGTQ6wfFwwGgyF9DYguKKcXofdBAUFtyNq3vmB10bZj9aoaNixqlmxK4+FfftUHNhSsLt5eVh1g3+AAyNbpYI3/oZM8JOwsx4NlTL083VlhMLHV84QifwZ6YgMKGHZFC/6xDUgK5sYfLAHSflRsC0B6lLg7ndi3IZBftOUIfvmN+EMHHSnNNaDzASomij3Jsy2EAaPnthA8EsbpMtAG8wy16qs7u/j6/2Vn21nOEFcrN6y4u0MSvtGlDHrnKH6V2dF3BrnPnbxSz77wA9ju9hOXR/chlT2E1BNFc0f28CW50jLTFKXDBV3T9Ld+2ZfGQwhUPMS3UQHZOjpuARLLLAcq9uEBDNKdhYOxo56nP+XEStGW0VGIAgZdsYJ/0dVKFnXcepKG+IK1oIWjshTTdkjXoiYFG4c1yQa9RaTHiANWrgMUE1nr8khLZeDU0jFe75ilnBWiLRWxxCVmoA3mGeKAz6KzdeX79+5YOLa920aeAavsqZXfTb7AffH4BZtPhhEKVW59f+z50bd+OZDGEygegrJ1dFMJkFhW+whg4ZkI0J0Fa/HV89if4falaEGyIVdcwb9InkEp0pKTfTzB0pwj+1GRrsEIEUgz45kb9DqRAS3g9v3uyys42oBQ/e53h53r6vP8JsayPCAZkAw0KwMyz2hWupvdWcPKyefayDNA6TikHv/gZm/aMPNxNHMJpwNpPIF2IYJ801wJkFhWFYOw2PXnmuyPounOwrVsayjalaKFAm5EgCtI8A/Pq5Q6LjnZ49PkM16aslOMYGnSo48NJExgF6SZ+e0KBC0yQAWsKyayMckjkgHJQHMyIPOM5mS7+X3ZyzME0nHBgsd6Kr2fXmNIt5t5Bk+yJqLwR8epzXCA4iHomzECI7HkGSAsTp5h6s4KatlWz7MnRQsGXIcQ3xUg+Md74kmUZ9gKlmYdIXtRkVeUBBGCNJfSjoGgYQNhho9TS0djhQHastyXDEgGmpcBmWc0L9/N7Y3JMyat4KzPwIO3ctG415csJT/LVh8IRX7x95pRaDPP4EvjCRQPYYU/uaaYAgAAIABJREFUmiotWeEjiZlnaLB4eYahO8ubv/RaPOVb9r6Jrr3j6f+6UIpWQDYOmSPXCAj+MfOqhQZWbMYU2RUHSxOvL9IQRmXJMwTdKTCjl/WNQ3gZkdJ/LifPmN5duXTWWqPjRWCB0EvZPCOqMEDHI/clA5KB5mXASZ6ReHGl5o21hXtrEnrJPKPig5vd3jFL9ZfVEetABdJxqHLJ6Ex3/9f36E/G1v/noYvcfV/cgrX57ErjCRQPhQp/1haDkVgmWBAWJ88wdWcFtbiCh5w3AGO0NqRoRWTzXQGCf07zDFvBWimP7tmIiswzBBGCNLP3TY7l3ZTqvem9I9aMTmSAum+iKwxwQ5IHWxgDsWXe6st3ry8u2bi7/DRVD+DAY2OA67aJMzbnIOc8Ockz9CvmmFGLIBBIsVEKLAGdCB8p/vbrgv3UjxmodJs4TtKbsICIPAMFA4/1dHUdv+RgEKmnDv7yzj19MpOjz5sIVPZQzS+PXerJuHzcM2/Mn/vcQyP7dEl1RZ83sa/wJ9AuBGXrWA5gJOQsJ1Ls01Y08HVnwWBgDUUWYWQ5QwwpWphsyBVXipK9YGFJtyKnAZFdMFheSPgiS+IEdiu+vqur0mPC4q3VKgpWFM0d0tnde2YBZ+rgBo3XgYIGEpBnGCOWNbsBaGmCw4ka+BJlpwlC5Jsk7/ixJaoDL93YxZXs9nmV9nd9y+ktbBX9iAMmxBh0g8B/o+sA54HDRrX4e5yDCAEQ+mGbc5BznuLOMyp/fHXKlJd+qBCyY8gG6XHY/s+8nMh2zVZb0GYbO4uvYcWkDtF1oAiFD305pbcvKcWT7vO07ztp9v25ivlcK186TvMWOvLTmw+OGTRg4M23PZr387fTe3queW2Xdn3DrjQeQiLtQr5sHS9QGIml64OwRLqzCKjlUD3PhhQtpNOHYFccwT87eQYosgsFyyMdH7MRlaUF+E3qsM9wgsYqh0A7sXzEcd/EGLGE4xrEUgKOJ2rgS5SdBIRkz4S1+1jrhPe/NcDbedTC0nqEgtUn9Suy1kLQngMmRBgg88Zxo+sYR2xtGNXi73EOIowByeYc5JwnG3kGI64Uwapr4iAkkvIxS+kR8tSJmFLh2mW3pbuHfFBu0ZmyJe8jQqNjMP+H68r2blmT/+vq4q1HavVbA3gsC4c0MapQ1d51gcDGgzVEL9DPmVaiW6LQQOkggF5skqtFxHgVHqj9bLTXPWTBb0YhrB9YWLzlcC0RkHES2VDZq1wy2u+//e/EfQO70nhIqF1ox7cJFG+xSCznBbAEurNALVDw0OISS5HZl6IFyIZdQYJ/NAbrvvNgrfXxnoOoyMpAhJpi28FNRYGS7cdOcfshYQQIGmgnomKcm+S3W98OVZWuDRRuORq9uaPWHtpUmF+8s5zQqTSLsgMGRsL/Luu1DKzcgQ8apIxRih1cuHawF94Yhce7U8e2F+cXrNt5+CQRlAHL3ODW18NgcZgVLVscK4K5K1z3jymdPX9692gjITrYFIzyMHCgRkNhBOR0GvB5fdtB1zEZ4vnUDbIcQ23N73KmF3NLMAdxewyPJ9MabytGnsEVV9LsGK7U44tvyUy9/k3zFRrqsYXDMjJHfHhctbzDBNbu0a53EnpDt78w7UJCTN/Vb862EKyiZAlLX7NmSy4pWDzrMne7dilevz/DnZyUlj0ub3Pkklzk+vrd0//ULc2bke5JTu5w7VM/Rq/d0Gjv/Abf+AeUpnBhWDoIpteBmJElfn2nZvsv/y4oKfjqmQEd3H1f3HRakmXVq9+b/faS5asCa4p/WvriiIs8Fz/wr2rdUbP+bzlIoLDbphRt24yK24bGuBZdzaNc9+Dzo7MzfZkZ7mRX1rB5P6+aO66335Oe6XMl+Xo/sDz62g3RgAF/l+mh5Paf2YEPHqS09TncwQW/9YwZQMExCtSGowiCxjgYB2VA24WskMRb6mlvjIq8Weucc85x5b6yM+SAUc5UAjNKYYCgIsQRkAtZJrvIuG+r61idQj7BiYTb1jBBFmrxDjwHwbOaFTJjknNAmGcA4kqaGcLVyW8ndlb6vqi/GjW89283eDtP/PYkdbsY1u7BHFr0hooqdr87Ik0Z+Nr60tLS0r2HTwTty/vYFxZC4dKV73+af0D7aR8qXz3ral969L3FGFFSx98/vHhtRRCptdvyRp7v6v7wz1oSwqDdKFCa0gyx0kHavA/Taz9aTpPiQ+FDC0dnpXvcGRdcPem9DcS1B6C88PCJfzz+h5yufp/b7etwUe7IJ77Y4ezCpdC4o5MtBwkfdtuUom2bUfFbkJkskjrkPrCgpDyI1OriWVcpSd6et85ZWVqrouCBD0d1Uq6avUX7LsMDhui7zAwl9czAJxiktPk9iR1c8LjL2oGGX0gbjuYHqh/Nxzg4eD9uYCvEhEK5bqgsXTi2vdJ/dtGe0tK9R040VHx15/nu7ElLdtaqKFS55s1hXdw5M/K1i00Mo+xUImDUggGEyheQC8bRdbRASaegT0dtLepyFLfwHIQEsxoJmTII7IryDEhciWGn/tfpPZReMwq0K26hrbN/5+kx/VdtTiYAQepE0X5K6w19dXu6e+jCyihskToPHZlduSSjntpQdXj35jW/Lp7cU8l5UnsxMu6uFomjwsezle6PrMYR4nNWtDFCIwzp0kH4OwHTC0ZrQJYbkgHJQFMwQIxY2jed+PI2/jytG/F7Sj3yzo1K2m1fGj8+iKIoqA8Ywu8yO5Qg6F47Z5Ci8emDi0YLbQccowBtOJpbqL4+IhLB6ziYR4gQqMnXaFnITftG5Gp2/JjbEG/6LR8ZSwNDO17OVTpNXon9nR6jZOODAWP/Pt9g+kEoawTUBAJ0nUhLfTHW6x7xEb5CDPpk1h7pHPPaGiSI4VUwBwnBkDyxRnlHBHmGplfAE1eKxGayg1eJvdDHnTX1+zqEGoufyPH0fSF6pd4EBGr3RDsH0U+xfeprwntqni8JFbmZfF2q/5bFx1VU9fcJnXwD39pHrLwgWFCrSvLuvzHb72rXLsmV1r5DhpLS63FNKYLqJkiTOPKM/gz/kKfPaRITrtTO2Zcbn8u6+ZM9o5ZwCkelg2pQRJiCTy8YLYFdbkoGJAOJZ8AcsZhverDkyRz3Fc9u0H+nn/hwuNs9eik3zzAGDOF3mRlKmIEPv/IbGqSYkYjUJaMH0KKZOcAYxdeGo5gFh2/eiGgOcg6skMRT1ax5BsgolmA5PUYJDHDAgICcMM8Auo4Wp+kU9skGJmprjkaNNlnStIrmIHhWq7NGyhjlHhDkGaC4EsUO3g3ve2uA99zxyyrrVv25W9rAefrETnAIaffY6hy8vsWX98Fo9EUaYmEhteKL8Z1cXQY983nR3soGFYW2v5TrgfKMo5HfLnrKbMmKMDiuyhUntOgS+BqEBPSC0XKbUB50wkDoxKFdu/Yc4y+DdWJIlm2TDJgjFjO244UCZJ5xcrEgz9AHDOF3OfasKBqkmEmVfL6GzjMEYxRXG45qXHCMw0kXHYY5yDmwQhJPVYudZxhzAQ2F/ckqYpTAAAcMqeYx902ISQLoOlqcplPYJ8hxxIL14r+wy1moFcxBsH5iKMF5BiiuRLGj7WpTe8aQN/ImdG4/6pNyfRG5yaFAu4fpp7hzfDPB7x78vm5IpM5jYS66Y0dYSLuW1ftpQ3BQlGfUrrynizv35R28b5VQaYru9+ZXUEAvGC0v1DZxzIHwi10pmZr96wIbD1HXbtXjH49qr+RM+3eV3kPbBH2tNQibbUmH56C30FVj7psjFjO2A5MF93qGMWAIv8v06MAOfKJBihk3LXkGPYAuHOrzEyOzSQRfG848r22Jhm8IRw1lA/8ABFFYZmm6In3fZKg3LbqQDpcMbZvTTznPvG9CzO/4NDWViBglGh+GCqnmWSKgWhboOlqcplPYJ9MXLRp0VITCLmehVjAHxd1WFgfGjuB6BoLElSh2oraqv5vcxeVL83a9d6XZwUwORXJMVKNgg9oii6w7vzwWRqihti4oUOcxYiE3bAgLhfe83t/jH/TXLbUqUusO/GfeXZeluYjrGa5rnysua0BIrSv96sErfR2GLzyo3X5h0ULCS+JUX0Cv02jJyBO+fVoqMDZVaIh+Egu//oh3SCwWRxQzLYY2z/5dxhVP5Jsd1Dxn2aJjthmGxUab20k8CdxGis2bg94S2xhVgrRNfdOBycLIM/gDhui7TDnAUKiB7/8JBiloftciouwEwTEK0oajeIHq8355mT+mKCPgJBDjN7IlzxAptTGUOGOUbHw4YL6AHLsOlMh3gK6j0UM4hX0ygZE5JdPWsJQd1SCCOSjetqI8RHdFeQYkrkSzEzXVkP9oz5SU7BkB4gFsgkMsyrx54dSrz1OSXKnpae7kdkqnPnd/BNxUQ+G9i8d2cye5vOne1FztudbKgtdGdPcmu7zpqSnJ/svvXriV+rFqidCGsJB6MvDq4CwlSfFleD0dr7rr0XE5CpFnJHfs1i3D48vwKclK1z8+86/oE2xMi2tu7YZm+Qrytas0e6AWkSXIZtmhrsA682lThcbaT4QuiLlJZJwoZpgL710269EFG0TdJlqWjlnkyTDf1jcSTwKvkWyw6KC32LBmLULaptIAYLIw8gxowIC/y5QDDQk18AXhQYoZici5hx1AgeEX1oazEgMM3/inFx2GZZCza4Uknq5jzTMESm0MFGzJPqMUBu6gjgPmCcixz7U6zzOgOTIMchxhioowBEvZ0cwC+onRYhABFE+MUfaAOM/A5cXiSqzFWEdg7R6mJpYrCRRt3FNer1/ltq3OY1tY6FTZzrWFa3aUaaOFgSD6zampPrCpKLB2VwWROhll2A0HoRmVRfTajtawRm3o2i42xGIQAtSAIBUYruKP7pDAYT0EOIndcRkpGW01ntU4HlOqD2woWF28vaw68HivyGtYIlgAx1GglOQOJ2bGExaw2VFSULhhT1kdsczYvjgOhyOOKhzHr1aR70cvbavB+epRIp073bwJ3ZmiULQe2EiQnJXpT9uieou4aam6TbQbc8Bw9F2mBz7+IBU7FNoObvGTB7eUFBZvKj1eq32DIkZgbTjaCb8+XSrWfiKsNBOjIFRAQC5W6HbOgz4Fldm2tk2QaA6CeowACe9U7DyDV6vFHztdYSE6Q2/xAXMB4ihs6gxB2jVcFRhQ8UejjRBcu9O6ZAhyYi3FhsKVksGjpHXCAYsh2DFPcmf9T6zKkdUTR6cH/8r5bfXLQy9KTVbSMn2u5IxL7/xgsz2hEUyb6xquKhzD6DciPw4aHEALq+4xdDtWFNIaFm4k+/SRjSFqWrYnNdkRrZ1GLbHX3k2GQhqWDLRMBtpknnH6wkKnlo7xescstXGFvWU2awQVHvxs6gyBkmUOFH8iF/csgmvWVAB0QiUMVk4BKRk6zxAUg5V58A3RC5WskfPW/BZCan355m9emZm3rppVOSKnNm4l5EAcxxpfhDZAFQ43oYXRjSI/9hocu4etJER1D1JtghsJBkSzZbdPsfWa8EjbGDCakCBp+qxmoE3mGWd1ixLBUz+yALEY8o4RTw2IXqsQQ0zGKmHGyyA4TshpnAgAb0JyZlSeISqmW2Qcw5I71ifFLFMbvxIojmMjV6XayRR5iqQgFkZBPzhIyhDQ4NqT37DW0Wmp7jUyIHRFIcwD3EhgWDz6OL2FaVq9zeV/yYBk4IwzIPOMM94ETQeAmnYAsRgtzxCoAVF5hhMxGepaO+yEM3NEacHuFJ6cmTXPEBYDtY5gyR1BnsGvxHtoPaIkRyzeAJqaaidSFY4+pT3W7r7smXVBwxZ+Ja/Sfy7ep0oDDY4XXUFSPqXh01Pdq2NAIFO1SdBIMCAjTnOD7C1wnzLLyy3JgGTgjDIg84wzSn/TOmemHUhnSKRdw5Nm5aqShdgpxpJniJyQM4eVE1BKxppniIrBjmHJHWGeMb27cuksQ3clgpc3UUbUg+LIM3SRJw6joB8Mw16DA3mGifY0VPc4ncB8+kDQSGBY+Hk0+mP2Frhp6TpyXzIgGThjDMg844xR3/SO7U079QiJtGtonRsnYjKWPEPkxJw5aFZAKRlrniEqBjuGJXesKkfW+ybH8m5K9d5Evd8AFMeJXPhXG2uqKqtqGujwtH2qnZAh8sRkDlgzZAFfpQhbogwBD2JG7pvwrUTRln080p8o1T0zzxA0EhiW+L4J3LRcouVByYBk4EwwIPOMM8F6M/m0N+3UIySSLKOVg0DFH85PWUueIXIC5xmgWpw1zxAVEziGJHdo5RvLMhNuJaF6EAoWP5GTkpIzs5Db8rid+CJPdOagreD8+q6uSo8Ji7dWqyhYUTR3SGd375kFhoqDvaf2RepRGGO8qnucTmDmGaJGigWIJM7sLYKmJSu02u04BVObMN74EMWn4BpfrSYMXpqOlwGZZ8TLXCuoZzvPQALJMkbnJgQr9lAOMUXmnCByQpRieeXLmVF5BiQqh4uJouNL7tDaPiErQE4l7AZUksNvlHSlDvgbXv3A+WDaAJEnDqMCP1Rp+HqGEK2GME7VPVhRKKLBCrelICyaMqIxRE1LV2uF+7qQGW6vsmUPXn/9/UuPxh1G9YrHbrhu0qK9/E5o06yOCH+v7H+IFrNfiRw7HNSKFqUlfZ1bkDUSx4DMMxLHZWu3JFIDYlVgAMWfWCSInAjqiqVkjIqCYiLHfMkdTsyGIzzwnzq2Y20gsGbH8VO6jJwmFHZwU1GgZPsx4qB6+J0bUzuOX1ZJlCMtRdMDR6pwtkV4SEfM9mlbiUdRSNBIKC5AoqZlQm5VB/RZXcsLf3x1ypSXfqiIO4C61W9Mvff55YfPjjyDWr4eN2uyYiIYkHlGIliUNiQDAgYqPx3lz34sn784g11WIbAkTzUDA6C+qC6H6kC2Vaiai3VRA/lr91SaDw9FwmMEU7XDunuczYZCQcsnFI7msAB4XBdXMMpFHOFUOj9/zc5ysG9G+WYQEdczbBihrmcAIKO+jH9ULXwc9kWp89qQ9CX4ROS27t8mSr24/C9gQOYZAnLkKclAAhgI71/x+tyVB+CfkVLkKQEsJ8iEQF8UX3ZyINsqVM1Vrnto9rhL/N6MzNSUpPQrH16pvz0JcQVTcXDmrNv404MXJJ9Dftp5xizFjxEVz7rM3a5ditfvz3AnJ6Vlj8vbrC3caVhxd4ckXEEZ9M7RSEYCybmyPHIRRfIMu0ZM7AKQjGeyFgLptCnpGzz6ziD3uZNX6hkV1nVxt5+4XNvXrihahIxBKhmU8oANBmSeYYMkWUQyIBk4OxiANWu1Nbm2ZVtR9appvXzZExdvOYlfOX1w5cNXei+Y+k+8SgVPag4FUzH3xKxbX3Fwb2nks6fgr4M7eq94/OcT+DJH6cr3P80/UIsziVD56llX+9Kj70+vK9+/d8fCse3d0TwDRkc3MyzhKgiRNkJgF4AU1QIBc9V5OZK+aqw8wyK76wAljVrucxiQeQaHFHlIMiAZOKsZ4OmLRpfRGO8wCRY+nq10f2R1VAPVItuKINVc9jaZHcFU3BbkXK23TeO2twade+6gt7ZZXvTIA48QIt56CqGzmNGcwBKuYIisER52AKQeGRUxCJivzovpoiRwYuYZ1vaL4rCBkkQstwEGZJ4BECMPSwYkA2cfAwJ9UTrPUMveu0nxjP6Mo4GKQNVcNs+wI5iK24HNM07+MvPK9Ivv/ip6JwS/r7wk7/4bs/2udu2SXGntO2QoKb0eL9RXf5h5BojOyKH0hhdJuBbNzHGlds6+3Phc1s2f7OG+TI7ELgapO7ZGDAPmq/PGk2cQD4TjZbdCKkmUctsGAzLPsEGSLCIZkAycDQwI9UWZPCOGbCtXNZeTZ5gCI6BgKuaenKvxPZIjX0zoltHvmUDkgWE8NVZ8Mb6Tq8ugZz4v2lvZoKLQ9pdyPfw8IzCjFxcdsboz0twgopCmXW/PCIk9Fkiyl5kRY7lYvi/bkr6R6xmTVsDrM4gMyQlKErHcBhiQeQZATFs43Dp1buJTAmoL7dUMMbQkclsSlij1Qn1ROs8Qy7YuHOrzj/qknPMoM23HzDNAwVQMz5x18T2QLW/8scN5Q/N26xcrUAxVX8t9E5Gmr7UTgohCyL4REruQYatvImLYl21JX7Xig5vd3jFL9Us27DpQIs9wgpICLXd5DMg8g8dKGzlmGZkcx3SmhG4IzQDHmGWFGAzo5OIfrobyE2cujGEGOs30GcMHp4aOhXPqTB0S6ovi/MC+bGvVinu7KVlDX/5xf52KkFp3uGTZK88u3iq8ngEKpmI+zG+zeuI/j13uPW/Y3/J37Ix+dh2sFKv6WvIMhBdP8tAx1zNARCF8a8GuEQK7kGGq2c2IBb646rzrgoyMMQoGHuvp6jp+ycEgUk8d/OWde/pkJlueNyHyDCcoKdByl8eAzDN4rLSRY8T3NI6I6IVUcZiIq0oLnH7iiqNFVtLJ1fKMyqjyU+LyDKbPqLoPDhs6Fs6pM3ZIpC+K8wwHsq2odvPCqVefpyS5UtPT3MntlE597v4IvxYOvp6BL0rsXHRHti8pJTUt1d0xd8q04VlK3xe3YD7Mb3P952NT25GPtZ5zjiv3FbHuLc4zVkzqoD9vAmv6MtTzEUUyEm6InAe4TexCcV7KN1ELCQBz1Hm3hTgyxuFDX07p7UtK8aT7PO37Tpp9f64C5RlOUFKg5S6PAZln8FhpI8es31MtKFjnBp1hoRtGCYhoBAFqoxSttEPu69vYByOMZFeORzcSqipdGyjccjT6hi+19tCmwvzineWWZfagUd0KFwoOhhurXsuIFiHQA1HG2GTIjUwTptlwKBSi5gfrIVuwOOJIrAISgyWK0lFARmRNsQHoi0bzA0eyrXGp5ooEU2PGC4DHE/Vno73uIQt+I0zYlXMVIrJrhPALgyQK8TZBX3x1XtxrA0Ub95TXR3NpHEhh8ZbD2qO/PAfksbhRkkbkNmZA5hltuB9Y8wyBpk7NxvcmXuFPcXkzfK52SalZQ95a/9O0CwkpIFe/OduaUOiGqwQUaRgBarLloKfWtDJ4ggCEkezL8USMPPj86OxMX2aGO9mVNWzez6vmjuvt96Rn+lxJvt4PLI+KLQmMCqAIlIi0GY6UEfoSEmQiOYluc8nV8gyjf6jHF9+SmXr9m+arL9RjC4dlZI748Dj+/b110T192qe4fP4MT4qry8BnV0VXHVCwMm9k+kyI+BWO4XCx4BMCyjghnZlDWrjExfUzg8K515rtv/y7oKTgq2cGdHD3fXFTJMV0bkbWkAzEzYDMM+KmruVXNOYR/AJOUDbojAvdAEpAmF8YNcV+zDwDEEaClY0oBxF1pQ65DywoKQ8itbp41lVKkrfnrXNWltaqKHjgw1GdlKtmb9EGcYFRPFcBUASx4loWGaF1oCATDRsg15pnIHTy24mdlb4vbo5OQuG9f7vB23nityeFTUDDWlyx+90RacrA19ZjDam9h08Eyav9CAFYMGQBZXREZ2y/lcq2hg8tHJ2V7nFnXHD1pPc21J4x+qTjs5gBmWe04cYn8gxQ5wadcaEbSAkIIVAJiG2zmHkG8XQ8KYwUtWRDjof6NautSDcnZvXIOzcqabd9qak8C4xSVggocAtF7ujzZIRiw4bIpfMMVP/r9B5KrxkF2t2f0NbZv/P0mP5rvbgJcDBWWMz6DPJ6BoSFaM3YARGF5aZkQDLQOhiQeUbraKe4UJp5Bqxzg8600A2oBISEYkcUIU7yDEIYyYEcD5UhBEuezHFf8eyG6AUAdOLD4W736KVaniHQ+KGsmFAELcSuHLQNGySXyTNQaNMLfdxZU7+vQ6ix+IkcT98X8BV2EBbmnw6GFWEkr2eAWLApAWVUS8tdyYBkoLUxIPOM1tZiDvASeQaoc4POtNANqASEYCUgloNInsGq8Ggl6fnQECxwIsdDGQmWPHUJmWecXKznGUKjlBVkQIGViNgJXejBwg1ILptnoPC+twZ4zx2/rLJu1Z+7pQ2ctw+vCwVhYTd0MOI8A8QSW2HKEpPckQxIBloZAzLPaGUN5gSumWfAOjfoTAvdgEpAWOABFjuieIBUeLRi9HxoTO5O5HgoI3CeITRKWTHzDGGsVC2hBwsxILmcPAOpZR+P9GcMeSNvQuf2usKUE1j4YZlvJvjdg98n1KmIPnho3kB35tilJ3SE5nOt9gPS68r/kgHJQOthQOYZraetHCM1x3iBzg0600I34b3zb0z35T750/EgClfv+m72Ld09rohmAKQExGECUOHRSlLTtDm5O5HjoYzAeYbQKGXFhCJqIfrCgdCDlRuIXF6egVD1d5O7uHxp3q73rtTVrEVNQAeDWHEkcn0GhAXFVJiyxiT3JAOSgdbFgMwzWld7OUJL5BkinRt0poVu+EpAkVC5SkA8FvgqPFpJej40rmc4keOhjMB5htAoZYXIM0QtRNcSqUnR3PDJ5ecZqCH/0Z4pKdkzAqQYCNgENCz83MjexWO7uZNc3nRvau6cbdRzrXwseHnGycCrg7OUJMWX4fV0vOquR8flKMSbOeiY5L5kQDLQmhiQeUZraq3Txwrq3KAzLHSTECUgRyo8BplNIscTt1G4hQzAkQ0HHoTkUmaBXduwIkpjFnEki0kYi4OALBbljmRAMtCyGZB5RstuH4lOMiAZkAxIBiQDrZkBmWe05taT2CUDkgHJgGRAMtCyGZB5RstuH4lOMiAZkAxIBiQDrZmBc76UnzbBwN///vc2EYcMQjLQfAwsX768+ZxJT5KBs4+B//u//8PvUbtTftoEAxMnTmwTccggJAPNx8Cjjz7afM6kJ8nA2cfAf//7X/m+1tZ8KUpilwxIBiQDkgHJQItnQK7PaPFNJAFKBiQDkgHJgGSg1TIg84xW23QSuGRAMiAZkAxIBlo8AzLPaPFNJAFKBiQDkgHJgGSg1TIg84xW23RnA3C1Zv+6wMbApI0nAAAgAElEQVRDp86GWGWMkgHJgGSgTTIg84w22ayRoILr/zrq+jve3aG9zOK04gwfKf7264L9wdMyEkdl85WecVRu+ipnipYYkbVQWDFQy9OSAclAG2VA5hlttGFxWI0/T7tQ6f302tNPD+q/uj3dPXRhZXOT1cLzjDNFS4xmaKGwYqCWpyUDkoE2yoDMM9pow+KwYuUZ9ce3l+Tnr9lZ3kCTUH98R0lB4YY9ZXVhfCpcu+y2dPeQD8qDwWAwFFbxGzbDochGtCq5T27rlsN1ZXu3rMn/dXXx1iO1mlH9DOd/uPrAhoLVxdvLqgOP93JH3hGvF4NB6yX0/1QQYsyRSjzjejQYVCB/7Z5KI23j0KKZCZ3YtyGQX7TlSB1miviop45tL84vWLfz8EnyhahEiegmA107zrer4zOsNB0sw4XckAxIBiQDthmQeYZtqlpfQUGeUbd10T192qe4fP4MT4qry8BnV5VH58Saje9NvMKf4vJm+FztklKzhry1/qdpFyafY3xc/eZsCx59Z5D73Mkr9QRFPZ73J3f7icu1fe114bfOXzX/3usuynAl+e9EweJZl7nbtUvx+v0Z7uSktOxxeZvrAT5r1r99W05assvn9/tSO3Q9L9Vl5BkwaNoWGwRCqggzQpBxHI1y3UOzx13i92ZkpqYkpV/58MrjaiSLo2gJIfW31S8PvSg1WUnL9LmSMy6984PNdRFwjTs/vudKv8vlzcxMTWmXkpnz0MqTNGy8z0LfEkICuzTbt//MtFYiYPGgymOSAcmAZMAGAzLPsEFSay0C5hnVq6b18mVPXLzlZBihhoMrH77Se8HUf9YgpFatuPdCJWvkvDW/hZBaX775m1dm5q2rrtj97og0ZeBr60tLS0v3Hj4RFM7ZeOZr53J3unLck3Pz3p/32lIULl35/qf5B2pxKhMqXz3ral/68EVl1I99jeWaVdN6KFm3zl9bGUZIrS39aHxXJZpngKDp5uEGESPPgI3jaJLa97svr+BoA0L1u98ddq6rz/ObQgjVs7RUfHXn+e7sSUt21qooVLnmzWFd3Dkz8k8hpJYtviUzY8DLa6vCCIWr9/26aNZf/lnFMMCFvi6ognYRYtg+fVg0oXJfMiAZkAycBgMyzzgN8lp6VSjPqPxkVGanCV8bP6fV8vcHp2Y9sKpRLVswxOcb/N4RegKk7/jHzDNcA97Yx9waUBuqDu/evObXxZN7KjlPlhj3H0weqz4bk5l649sH9RsrxPoMCLRZOboFBSHCLDCuXS8YtSR6VQLhKzdK6tjPtUdgKFqwZ2/6LR9V6PSFdrycq3SavPIUCm2f08/lH77gkHBNLgAdtIsjxvgotu3CQjZhMRTLA5IByYBkwD4DMs+wz1WrKwnkGcGimTmu1M7Zlxufy7r5kz2jltQ1rn6ku3LpLHbhKDVzie9BUDMzXsxRVZJ3/43Zfle7dkmutPYdMpSUXo8XsnkGRqbkzCwyzph5BgiaaRUoCEGeITJOR3Nq6WiP+9ZParBfipZgYEYv92XPrDPgo4YVkzoo/eeWIhTa8fZNHZOTfFlX3TT+gVlvfLG2zCxlhABAB+3iijQ+B7Dw1SU7sAx8ckMyIBmQDDhnQOYZzjlrNTWgPCMwo5dy0bjXlywlP8tWHwg1rp7uJM+YtAJen2FeAUBqxRfjO7m6DHrm86K9lQ0qCm1/KdfDzTMa8x/tofR+eo0xBRN5BgSaaQ0oiEiewcWMJ3IuI5x5vP7zMU7yjLujeQZCKFi+/uu3n3vojptzL0xLTska/xlz2QiAzsszNLs49vjyDKM6DxZDqTwgGZAMSAbiZ0DmGfFz1+JrAnmGWrZwqM8/6hN95acZh3os76ZU702c+ybfTPC7B79v1FArPrjZ7R2zlLybYF0HSuQZjT9P60Y+XgvnGeqheQPdmWOXntAhmXkGDFovq/+HghBgFhmn53FLnmGlRS1bMNSbRqw8CW2b0085D983Qaqq30zBDwJtfynXlTr6s1odc/Q/AB20i6vR+PD1DJuw8JUmHiwKldxtMgbapg6d+tvOwsD2cv3mZ5OxJw23GgZkntFqmso5UJxnuHo+8PW2neZn1/6KBrzasJuSNfTlH/fjJy/VusMly155dvHWEFLLv7yjiytr5PySiiBCoRO7vv/brPfXBVFwzdO9XVl3fnkMrxutrQuiYOCxnq6u45ccDCL11MFf3rmnT2ay5XkTIs8I73m9v8c/6K9balWk1h34z7y7Lktzca9noPDe+Tem+3Kf/Ol4EIWrd303+5bunujzJhBolhZuEPh6AoxZYJyex8k8g6ZFrfj6rq5KjwmLt1arKFhRNHdIZ3fvmQX1CDXmP3frxL8s31KBF600HPx6Sk8leyZ754gLHa8Dhexy84zThcVSevYcwdp2/a+1fvqPnLuuaRjQ82jhqp2mcd2EVuu/GOt1j/iougld2Datli178Prr7196lEjzbVeWBRPFgMwzEsVkC7SD8wziyUvtydSUS2fh9QO1mxdOvfo8JcmVmp7mTm6ndOpz90el+AeIWlU4d0x2elKKJ82nJKVk9Br97rYQQuG9i8d2cye5vOne1Nw520IofOjLKb19SSmedJ+nfd9Js+/PVaA8A6knA68OzlKSFF+G19PxqrseHZej8PMMhBp3Lroj25eUkpqW6u6YO2Xa8Cz9eRMANI93ThC4mAAzbFyUZ7C0qJUFr43o7k12edNTU5L9l9+9cKu2YjS0e9GEyzq42iW5fBlpSoqv+4hX89nHTWD+IbvcPKMJYPFYbpPHtNy867Bn3/vA/CxYGjjaNMHKPKNpeDWtqpU/vjplyks/GGuzzVNyq/kYkHlG83Hd4jyFTh7cUlJYvKn0eK31B5V66tiOtYHAmh3HTxE/A7CIVaBo457y+ujBYGXpusLiLYe151VjRXeqbOfawjU7yiDdDKI+tltUsu0Y6dw4DYI2SkQ3+EGIMds2TjhjaEHh6oObigIl2+kAgicObCkJBEq2Hq4RX1PmQwftEmDMzSaAZRpvu1vAvUacAQqU6SJ88FTeuEwxOnTE18+2kdDJfesLVhdtO1avqmFTM4+GifNrSCNPL8tK0DGw9aLMCQ5ezvUMtlQ4FApR3wLiEARZhwEjZiTu9CoR5JBhJi7LAQKZftw85Mhk6MS+9QX5JVgbkWg1K0a2ryHEEqgDsfyHlQBtGrBYS9yOzDMSx6W0JBmQDLRyBqA8A3paKRoupPLGssHVoYvkGbaNqCeK5o7s4UtypWWmKUqHC7qm4ZuLmhHt8hspkvclrJGHy3Il6FjUjNlv8NIgQOzPmmdwS6nHF9+SmXr9m3uNVEM9tnBYRuaID4+rAlk/MWJW4g4vViJu4jjRCyQ4UMs+Hun39H99twn2UN7gdP/Ij5EAK2Egulmzbv7Y7LQkly8zTfF0ujgrPdpqUN+KrrLnEshaR6ASoF0DHJuJOiTzjEQxKe1IBiQDrZ4B7b7J+YOffGu+/nnn85LfVPBJbi1gWOWN5gPQocMpgm0jauV3ky9wXzx+wWYssxeq3Pr+2PPxzUUjz7CI5K2DNfLwrM2XoKNha6uNLWY3CvCSUzsY1clvJ3ZW+r64OZJiofDev93g7TzxWyzqA8v6CRBzJe6oPAM2zARsPVD7z6lZrkueLI5KAoW2zu7nybrv+1oRVqsFhGpWPdTDfeGYvI0ncKud3LHAaDVhngESSNkHlQDtGqDsJXZX5hmJ5VNakwxIBloxAzjPSPF1yx0wUP8MmvrR3rAwz4BU3hihOgTp0IUQsm1EPf7Bzd60YaaermWRB56JKdk2rTV4Gnm4rNtcsG2RoKOakDUL4bVO7VCpRoTqf53eQ+k1o0BjKbR19u88Pab/St5V5UCGEQMSd9brGdGgOIapcJldbWl113v/EZHN+XV6D6tODoptsurT0RneQf97WL8RTbSaKM8QEGgFCSkB2jZgNZfgPZlnJJhQaU4yIBlovQzEcd8EVHnTn/o22AB16ELIgZGCx3pyRWaM6xlE7iDUyKNmbURK0BmYIxt0URivJc8QRhXa9EIfd9bU7+sQaix+IsfT9wWs5q+thYZk/WgYJmJA4s6aZ9jVC6SCx7vhPW9cl+q/ZfFxFVX9fUIn38C39ml3UeyajDT9E8WMNBB+eRH85iUhgVaYfMk9Bwas5hK7J/OMxPIprUkGJAOtmAFxnsGqvGnPSwMqb9FbAiYboA5dCIFScYwRbcbqNcN8KJr4Zcw8fiTUyKNnbfKRbRO0tkUXhfFa8wxIAE+LKrzvrQHec8cvq6xb9eduaQPnRWdugawfDcNEDEjckXmGkAsqXnZXX6Sxc3/eTennjvv8N3xhwr5JrekveYqVIDTyDLZvNeBn8e32LYyYowTozAAbdoKOyDwjQURKM5IByUDrZwDMMwBlOjzZgLp3NB2gDl3IgRFUuWR0prv/63v0VYn1/3noIje5PoO4niHUyINnbRo4qwYnCtpcnyEqpTH38Uh/xpA38iZ0bm/oBoogw4gBiTsyzxAZxmAaa6oqq2oa9BsbDAe130/NcvW6ddSVnosf+o/2tDqKYZIwoR6aP9CdMXpJlX6MyA7jVBDULUX/cyX3amO0AGWjyXZlnhEHta1Rxa8lafS1Rv7i6CaySitkAMozIJU3HCKk8sZcigB16PCPWlA8j2Gx5pfHLvVkXD7umTfmz33uoZF9uqS6rM+bmGsuhBp58KzNuKSLwngt1zNiRlX93eQuLl+at+u9K7WlD9odCljWj4ZhXs/gSwxawAi5QMHiJ3JSUnJmFurvUmA40NQKU85p57pqtrF61YEE4b63B2X4+s1cdUyTIFz+4rCL3HqrxaEgyPQtSAnQQb9iI07YkTOQZ2DFvevveHcHw5TjoMJHir/9umC/ccvLsYE4KxCpaJwWmqWaRQrP/I0Rl++EUq3zFxeSs7GS0ZI4+IQ2xdnIpjBmMM8AVN6ixkDdO9oZX4cuMhbaNoJCR35688ExgwYMvPm2R/N+/nZ6T881r+3Srm/QM7FII48uS8zaNGy6qHaei9cyteNi3FL6tRjUkP9oz5SU7BkBc9GsADINw4KYr85HDHwCwwi/WtmVOuBvmlghHb2+H9r0fB9X2uC8Q8Y1D5FJvZb+v3HnhxNyIhKEnk5XT31k1IXGVSjnCoIGgbp1gRKguAV0A036/wzkGfA32Wmk1OsynVaPu7w+T55+phQ3BDsVLVJ4xNfNTl26TEKp1vmjnch9gAGjJfH5hDYF4FAe5jOQGJW3xOjQGQgrl4z2+2//O/2yHOM8Qg408oha9jbtSdvZK0V4jBcyIHFnWuYbVg+/c2Nqx/HLKo0MwqxhbIX3vHG9t/NdX58wjkQ2+CapQpHdUNXedUUl24/XI30QNCaRRPQtgRKg4xbg4o/3YAvMM2DhMkrqLVy77LZ095APyoPBYDAiiCfSVaPPYcocSbklRMUv3oaKqx4RsiXPII5rdql9VlSOQzWjjxiTT4Y/M6bQiX0bAvlFW47g962QHxYKeVaw3YS6ezpbeMwIBDYerKEw88X79FoEZv1QqKp0baBwy9HIPV+k1h7aVJhfvLPc/IlHkM1rCrAf6x5g+UQCjtxsLQxUr35v9ttLlq8KrCn+aemLIy7yXPzAv1rE20RaC4EMzspPR/mzH8uH75ng1xIFZmQrvR4rEBZiLEMHmDwDKtgmjresPAMWLmOl3tZbX97h6jdnWxB4PkhrKe2SGymU9001rJTHtG0iVPwYo019gMwtiG3BY1T4/SIf33Ol3+XyZmamprRLycx5aOVJfAWKeE8KpjoUWRlmm08uf1r86m+rXx56UWqykpbpcyVnXHrnB5ujzwPyoNiirGl193BHcl1z9/Q/dUvzZqR7kpM7XPvUj8brE6AuzHa/enxIue7B50dnZ/oyM9zJrqxh835eNXdcb78nPdPnSvL1fmD58UgOY7QerylglcOIh4dmj7vE783ITE1JSr/y4ZVRk7aYlIVaJAMn/vH4H3K6+n1ut6/DRbkjn/hiB/MIbYvE3WJBhfeveH3uygPMzQgCsFr11Z1dfP3/stO4AEGcjGMzWPREjrff7K0JMhcHguas0pLyDFC4jCv1tq6+Yve7I9KUga+tLy0tLd17+EQQmkA1QvGYa1W0+3+wUh7VBIlQ8aNMNseuMTtZ75lCNDXgpfOLb8nMGPDy2qowQuHqfb8umvWXf1apLNWRB+js8gnwh5fQVXx15/nu7ElLdtaqKFS55s1hXdw5M/Lxi9S5UGzQ1sS6e1qCldTx9w8vXlsRRGrttryR57u6P/yzpjAEdmGOoGIQ98ikDrkPLCgpDyK1unjWVUqSt+etc1aW1qooeODDUZ2Uq2ZHVB7NluQ0BaxyqHlo3+++vIKjDQjV73532LmuPs9HVQpsUCmLSAYkA5KB02egBeUZkHAZgqXevro93T10YaVOAzSBaufxmMsTyrMj5fbZmMzUG98+qKe7xCUvCDRxyVtH1/z/zdmJfLxLJAsDicpxFgU44BNSQcTJxIIh3vRbPjIuB+DlWEqnySsRAqHE4LGpdfeYR/yChY9nK90fWd0o1HTk0IUP0Y8gmkLM6pF3blTSbvtSy18sLUn1ep0PjiQh5UEk+Khbkf8lA5IByUCCGWg5eQYoXIZgqTdqxI2ZZxCjuvY4GiQ7ZyVZE8bJmVlkPNdi5hkg6BZxHdMyO5mvE4Jowvcd+aJyvMWH1Bwm4BPkLyJDY1XwbVgxqYPSf64AirVx6L2Is6bU3aMDV8veu0nxjP6sDtZIrGP0kzBsylCw5Mkc9xXPbtAvpJ74cLjbPXpp7DwDliSkPIgEH2ke5b5kQDIgGUgQAy0oz4CUzxAs9cbNM1hdNY0resx1KOXW+2melFsLUVsDOoMwz2Bpiq5v4ojK2ckzYD5BFUR+nnF3NM/g6tsBkZqHm153j+lIRyMXHk4JxfvoWrw846lLyDzj5GJbeQbMO5PJIMtjgCZncqv5GAhWHdy1a88xwcMhzYdFepIMNBMDLSfPgIXLYKm3byb43YPfL9fX+0O6ahqX9EDvRMpt3kB35tilxuNM5vUMGHQztZ/QDZRnANKGOM/gi8ohVE9Rzc5hMJ+gCqJ232SoN224+U6o0LY5/ZTz8H0TPpRIvALpvqbX3aM7Uu3Ke7q4c1/eIdZ0pGudRp5hbQqYd7aNZJ4h/L7gk02rZ6ceXTTC775k+k/4taRn08cBrS1VxY8MgdyOuxnjCzQhruPGHG/FM5RnuHo+8PW2neZn1/6KBki4DPGl3tYhTZ/NlXXnl8fCCDXU1gVFmn30VWokVoez8BneO//GdF/ukz8d16Tcvpt9S3dPVMoNAq1f/LbYae4dIM+AaGpACBKVY6l2wifEHx7WK76+q6vSY8LirdUqClYUzR3S2d17ZkE9BEWjUCjdF25i3T0tcNe1zxWX4XWzdaVfPXilr8PwhdriHUFvSFyeob060uz1/08gSUg7lXlGzK8g+Z2JWdhpgeCG5/pk9J1V2PRXM6pXPHbDdZMW7XWKsKnKO6DV/BXXVGDis0uGQG7HZw1frS18vBdW6nJmICGunblMQOkzlGcQT0megz8pl85aB0nH4Sg5Um/bsPzF3sVju7mTXN50b2ouftiSr6um8USPuciZlNuiO7IjUm7ujrlTpg3PUvQXCsTQu0tAG8VtguyS5DZAUwNCsKgcQ7UjPvkqiFpgamXBayO6e5Nd3vTUlGT/5Xcv3KrpSMBQYkn3Na3unpZnJHfs1i3D48vwKclK1z8+8y/zWVFIe4+hi7naECyxd9+E7vXBk4FXB2cpSYovw+vpeNVdj47LUXo9rr1mi3Yq84yY3yXL9yRmaWcFwns+f2rGos3ku8+dGbBfum71G1PvfX75Yfs1mrakA1r16bdF/FQjWCFDILeJIs429UCd1UqIa2cuE1D6DOQZCUAtTZw+A7D8HCgqhxXUAkUb95TX63eqGBgCaTyRCmK4+uCmokDJ9mOnrJZ5UGxJ9zWh7l508q6pPrCpKLB2VwXn0aKm196jm0LAO9NG8oCAAXYYBzXkEAqd3Le+YHXRtmP1qhqOKAXiH0XhkLFNehIYMovplW1ot0UqsbKG2IQpXaib5nvX3eml8H9QvJBXmKyob7OQEEurXlj/z6j4EXkGxyCuxhfxcwAfCojLFRkCuR0JgFtFj83ynwmUOAsESpSgmQSjBfkhjTXbtswzmo1q6SgxDNiR7iM86b8aiGGLOBvHJn2RIA4TskqLZcAyg8Aackg9UTR3ZA9fkistM01ROlzQNU1/KZbWPywCdnjVByRGRxGBK9vUbkOIrwnXsOLuDkn4IrEy6J2jmnnYO4MVwaJvkTulZGAUdrzLh2R5rJ5Ti6viF/nCQgYBET8n8L9hov9G1FJkzyC37TcuQtxAI4RAgdJ0ka4F0QL80Naaa1/mGc3FtPSTGAZsSPdZHCVcd+/U0jFe75ilUZFwiy+50+oZIIZxWEMOqZXfTb7AffH4BZtPhhEKVW59f+z5+p1UPHtZBewEhmi+cOXY2m1aLVATrq58/94dC8e2d0fyDJF3BiuCRd+0PMMSGA0egZDoX+GWmoCKH84zIIOgiJ8T+BuZ6DeKuCJ6BhmOqIolTISAQHEpKFDKglVwEW4skB/WXvMckXlG8/AsvUgGJAOtgAFzNgE15E4h9fgHN3vThpmPSZEXzfDsZREEBA1x6MCVCZUf7WEiVrsNVxQrBDasnHxuJM8Qemew6pA4om+RBdAD3tjHuVEYqSaAZNKqezD+Qyp+IUGMsUT87MFnohdyRYZgbgurGDFqG1Cggsa0GtD2TNfGSTbaWPwYVZtrQ+YZzcW09CMZkAy0eAbMYRxr43A15EpRsOCxngpfUYdZ3ssXidHF6Gg+qDwD0G7DDysUzcxxpXbOvtz4XNbNn+wZtSSiEGjmGWAY2DXlTltxD4oXsoWt6EWQTFqtdSKBKI5VECE9QVizjhMrE5CQKzIEc1tYxRKrSK4QakyLgciO6Ro/HgE1FsQPx2CzHJJ5RrPQLJ1IBloWA1Ivit8e5jDOm0E0DblSbZJXes3QnunRzNDXM4hLEvw8gxCjs+Cgpj7gGSScZ0CyhpFlDeI8w/BOuUMi0TfORG2BLoRk0mqtg59ff7QHkLOJY2T1BJ3Cp6PXIqBTS4MrMgRzG+wldJxwoILGZIyQK12EjYUQhx+OuWY6JPOMeImuL9u1vmTN5tKKxLwmOF4YDurFpwvjwEG8RUnpGXI7XnuyXiwGzlq9qFjEEHfe1bIFfA25UwhVLhmd6e7/+h79jUf1/3noIiyFgCd5ZvYCDXHAUJXhPCOGQqCZZwi9U+6QSPSNDYzCL4JkTsxUJQSq+Al177h6gk7h09Hj1y3xmxyDJkMwt4VVLLGCgWK5woVDff5RnxiKk5aK1h3Ttaix+PxYLTXnXgvKM8JHir/9umC/8RaRJqIhuP6vo66/490dkbw/LifqidUv3nCeK8WT5nN3mbqi6K+jrhv+anFcplAzRY3BkT+64gPbRLXMr47129xE7myaVcuWPXj99fcvPWp91NZmbWfFms4X13Lz6UU5o6EFlCb6Iqwhh1DNL49d6sm4fNwzb8yf+9xDI/t0SXVZnjfR719oEYkMUSFTUx+cZyCBJhxCyMwzBFJ4bE4kFC+ksFHItXsuK+7tpmQNffnH/XUqFrE7XLLslWcX41efE7TS9SAVvxC+LwAY5OsJirUXWfjsEVFLkSEQ26Iq1lChQAXMWQ1oe6ZrQWMB/HDMNdOhFpRn1FNvK2kiBhp/nnah0vvptfHnM+HSv16X2mXs4v1YQPPkyZodn86495HFW+PD20xRY3Ayz3DURGrlj69OmfLSD8a7ZB3Vdla46XzxLDejXpQzGlpAaXMYx8M/oCGHcYaO/PTmg2MGDRh4822P5v387fSenmte24Wvb7Czl9iQJWiqsiDPgGQNI5dY8OsIo8+biLxT7pBQvJApbEEe2YFk6iy00vX4Kn6RH4J8g5CIn0h7kYXPHhFxRYZAbgt7iTVUfqAC5qzVtT3CNRwtxA/HXvMcsp9n1B/fUVJQuGFPWV30YiEtckLvI67oiF4Kq5UE8tfuqdTn+3DtstvS3UM+KKclZiAFFL5KC0LhUCgU0i9osiwK8gyR5olpKFy38t7zPH9692gjRhr50Lo83NB5wjLcqO3hMBGJtxhdGPJKjm2g2AeES29TAgfnkHaW25jEV4f+4ePAJeE9usnrITQwep+0Qp7Tt+3oJ0GgI7ZjizvpvpjviGZAbB3F/J4ibhuIfZKs4O8X9fXiHCJrtO5tSEOOjKpyyWi///a/i/XE7Rgijdrb5mvC1X422usesuA304YD76cr+saHZELhbYlU/BDfIE/ED5s+XfgIOeBKj8V2lTgC1X1w/8PRQvxwzTTxQVt5Rs3G9yZe4U9xeTN8rnZJqVlD3kJI9HJxWK5FS/aV6x6aPe4SvzcjMzUlKf3Kh1ceV/GdtQsJMXJXP6wiDiugwCok+BdASkrOEyBvUJ4h0DwhbWn2Na108o8r96Xt0VKQ3goPMi9qmzhITPA2Vxcmmmc4AYqvhhTPuszdrl2K1+/PcCcnpWWPy4sqKGs/C0j9nm8iv+nIQ/jHIahVBOUZDlwyFPDohnstUx0fIGHhGO3pJ8GgkUDcifXFfkcwJpF1xPueWqKA2yASH9+nhRy17OORfk//13cbqYZ6KG9wun/kx5ZibX6nevV7s99esnxVYE3xT0tfHHGR5+IH/lV95qOu2f7LvwtKCr56ZkAHd98XN5E/Kc48OIngrGUgdp6B75FdqGSNnLfmtxBS68s3f/PKzDx4xMarIgWiI3g8S2rf7768gqMNCNXvfnfYua4+z28KofqK3e+OSFMGvra+tLS0dO/hE0EEKqDwVUgit9HjzjMECi+W3tFQWbpwbHvlDy+t3X9A+5T+fR0rxocAACAASURBVMqFbj3PgELnQ+ZFbReHBRR/B9CF0QYfZ0BVBGvCaEmFRb9nI3sIbkxqQicnXJgK3I0sLikC+HSrYHZMVY/sklC0ftsh94EFJeVBpFYXz7pKSfL2vHXOytJaFQUPfDiqk3LVbG0ZIAxaJO7E+OJ9R/AlpdKV73+af6AWd/ZQ+epZV/vSo2+7Bb6nZJ4BfqEiF/u530uWmdp/Ts1yXfJkcVRGIbR1dj9P1n3fi3/Ls2Za+ZET/3j8Dzld/T6329fhotyRT3yxI/JA6ZkNK3xo4eisdI8744KrJ7234SxrkjNLvfQuYiBmnoF1SHy+we8doVbDCa5nCORaIj90zUVS6vG8PympYz/H4or0SgVQAeWUUIUk3FBXU1MHPwQCXc+IssRqnjD06Wusoow0rn6ku55ngKGDkOmodW82cOhFof+QLgzOM5wDjXrh4MJzsEWYKDJtWQ79//bOPbqK6t7jmOQ8ck4SwkuQtLTIo6go1vThsrWWKwI+g8oSVHz0cbUuWpTeitdasdhekYq9LBGxpdcqVi6ghbv0Xu1SSnISAigsAwQkWUJ4rEBiFo+sPEzOOmfWvmvPnDmzZ+/9+52Z4TxCsvMHzMyZ/Xt8957ZvzOPz4E7E6kzXLm0qQDJDY1aW2NzhZ/7mZcVAX4S8wtZok4o3AnxxR4jZmgS68BxytQZWB/QPmTyk/k0fRu/3Tv6gf9pp1u6/zn/YvurgMn91IJSQCmgFKAKpKwz6Czqv2SR8NgkdMbuwQky3PmMdK2tCAZueY2esvgZV/Zmso63aSDnQiGB6gyYecKPFLjOQEg1UMh81gh7hY8jxTrIhYmhlB8oUFgfvk9lz8LBnRm336BgJ1xXLu1qAFlAo9beOLHGhsLlCPCTaJ0BBo3CnRBf7DECW4eOU6bOgPtAfHiROS5FbeIHl11TWHrzmhMaOfXfc0aEf7D88+RdFHFvtUUpoBQY4Ao4qDPmI3XGvE3mhQP6DSgw5J53elBcC389gzC/VM3PuLLTYoKTQ29Ut3y84T9//fBdN5R/tSi/oGz2G/wFF6hj5XVGCuaJzRhSZ6DwHDFksbpyE4ctKHEFAeDgfSTTFouLm4NpJMImuDPBOsOlS0EAUW7zvok4aoXGdAMy9wPvAXRjpCC97oPgTogv5hhBJOndKj9OmSzgPhA7jDkuJdqYD2nsP7Ty+uJhd7z5BXexU9JEbVIKKAUGrAIp6wyteeX1haHrxfsmra/cEAjNWmvelbTqDBQ6wk9AzPmse+Oc0sC0VUlWCUhA6SJSCknibmS868ypU2fgX7mS1xkY84QfHHCdgaQuDZlOZvas3cTBx8Wtg1wY+oAtDIaRBtqBxcX3qazOQDrTPqFbE65Ll/bs5VkQDRi19saJNSsUYR4G6wwsaAzuhPhi6gzEOnScMnUG1gd8HzLHpVSbjnd/VOYbf8ttlwe//vCH8MEmbas2KgWUApYCHc0HDxxoagN/Nsba8/xdSllnEK1l3V2jfGW3/rG2NUpI7PSBd19YtIpeUIgsGOcbPfv1pijRupq2rLj/isH5+vUMmK4imYCY81l0++OTfGVz1zXHCenp6KTPgW64e7T/4jlr9pzVSLS1Zun0kYFJC6u6iZxCYrwg6+g5UN+4n27Yu9/6O3DoxMHnrg6WTn2+rkMjWufhD1+8+9Ii3/jHLLIw08VwnQGnLg+ZymjP+ksXcTAhSRchLgx9PsMlASeKMGHEixfCtEwdQp3JXTiwJlyXLm0SyOWOgqPW1thcsUIREgLrDCxoDO6E+GLqDMw6dJwylpE+cFtn6OO2YNAFvisXf6o/V2yK1s/+77MM3WzorLXWRyL1rvkxDps5JP966wFvrbIhKu+ju/IX433Dpq9scHEYOZSOd5XD9dR1Bp2TqpfOmlCcR/mX/ryCkvEVL9GI40fWPTgpnFcQLA4Hh0yZt/gn5X6jzsAIMtj5LN645vYxgTxfqDhUWG681yrn5GAUEkd1BvMGrf52asEli2DmidA7SJ0Bpg6HzGUdPRP53bQyf54/XBIKDr/y7l/cMdEP1DtCYMIGORcmMaDTRsDh+1RSTtLIYOgRMxUyX78xZpDEpS15RG7pqLU1NlfYsDiHYJ2BBY3BnRBfTJ2BW5cfp6xluA+4/Fifphzc/7HdT13hK5q28ki/vmdybmy7LMJ+ud5Jyyo/KBwahZvZ4LTMwLRt57x46wFvrTjXWVjVTrxWMeyiiv9qcvWAEyNdFmJMhwsndYbuR+tqrt8RiWyvP9HFnFgodKR6W91R/T07Ph45XYXfy75OuVGRml0HW7qTXgACSiYoJDDzxB5lyjV56mDIfNZpi4NeMGlr2FlTu7eZ7TYrfneBnntcQGdaAfFL5+ASlBsdtXwAXtadBe0I7iRxj1qXH6c2K677wNY6sRI/uOx7oZF3bzgt+7D/bDu3+Yp/5Ow80wUuGNBE4GY2OC0zWdq2c7a99YC3VpzrLKye2fL8w0veO5mc7Jy5ZKRz1iDnezmuM3IeqQpAKXC+K9BH4U4eZO2JPDrBP35BlfkYuAcTfblJehi6EtiviV0VkpeAeeOxmMkb5qjDGBJWBsG1eZPAWyWbaJNkweAOTJtsFm1r2FEV2XWE+RbK5G+bLJntRrBgD2C5E7AVNSqRmG5Oo2DUHBKfzJOQuJF+4l/AmE06Y1cBAwxHYrqU9KqHIWdas8UtrKg6Q5BEbVAKZEiBvgl3cp+sdmr93FHhq/9jv4t7yu695KhFuhi69IFz5gatjjjWp2COk0vkYN7efzz0Fab5oEGDLgjOWksvUIJgXiKH4Np0NF8VEnmu4pdqGq0M3kwNIlHQZr5vP7Bw5tjiUElxMD9/2Hcf/8B4yoOdIKFlQuAeQLwirWA+9TkJZtPVWIHjAzyxIvD2YGP2ViIGuC6G9A/cq16GnDCiN/Jp6OuqzpDKojYqBZQCA1GBNDJ0JYhjelbmOLYQmJd0tzY1UjZyQ0PDwarnpw0PTX7so9MYEhaC4HLd6JznSqOVQGJ1ezCYVr8Mkjfi6vl/2UnfHOjcv3rWaN/YRz6icBl2goSWsR6AvWKtIInTLhiI6wU9sSJw/QQas8koxQDvjCKNgV6lXxlcDznjmpdtRO/i09DXVZ0hlUVtVAooBQagAl4YugSizwroQX0KtnFyYTCvJX7v3uVThw2bunyv7c1HEQkLhmGZ0pf0V9yc8Fz176oivJk1J0bB3G5J7KiDY8b+vLLXNkFCNQfWA6Zn0SvWyjP72HTnWDCzgRAf2DVYnZGwJhhjZYRw3WAkQvdI0b9Oh5xhzT6iTde2/1WdYZNDrSgFlAIDVwFPDF0C8omF50C5mRsF8yZ64cyWhZcXf/3e9cfNZwVB4CwYBt+fTnmufLQJSKxuDo7Ceqwj4Vc7+fL1/sKKNzrZCRJaxnoAhu1irehnvsKREy5L/l06pjQ/SOsngBrM60WcCgbjeiFPWJ0BS2y1AjHAcGOgV/VfETAydzHkhM4WtDM2qDoDEEZtVgqkW4Guk40HDhz6op8+O5lutXJhzxNDVw9URp+VX89gfkaG8lweHe//2h3Pvb6W/Xtr62HjyZf4sb/NGVNy1ROR5CyAIGFpHNIwBCXNhzRS8Fz5GSkBO9JpOH+bPcI3auoTb9Y0tvVoJLbvt+VB8/V7vhmF/fuL7lzXBdUW7HasB+DcsVa4xOkUDI4P7BqrYuA7CTNmtQIwwFhjvnsYhBWNweWQ463xaSTWs1tneKOneKOSeGsFyKQ2Z0UBj+Oj/dDOyK4jfZ1KGf34ycv9pdf9YZ8BlPMoqDOJXAx+yKBD2pLHNFw3g8J0bQhtkFaGrgD7Fa5Zo2BeQnrqll039MIZKz9jRgyChEUxyVzajniu/Bxi1RlYFMJX3K73fjya/tBkjK0noGWsB2CvWCvX7GNOKmPViWBwfGDXWBUD7xUxxtxyAjDAWGOgV41K1u2QEzqbTyOxnt06w3yrGQgG2Az3BdBA3+ytVcLieQ7YwXRJ32e8SBhtx/KK7WWOD3evMXhrZUVkLPHZ8J+f47rWtn7uRSNmrHKD/ZO5dJasi8HPGLR1DX86kgUDbDu7acH3r5n3p0bgY0+bzTA9NXbeyAtDF+YTc7DfqOSsDIJ5tdMfLrgsdOHMFyrrTXDxgaY2giBhQQiuLH0aWiqeKz8ErDoDiSJxy/7b/17dTC/cdTW+M/+bxUNnrj5MSVTsuASWkR5AvCKtXLOPZXIZ4OYUgsHxgV3DimD3CxuzySjFAO/EsNJAr7YT4n7ISSpnexbmmqozTCVs/ws3Vm2fqhVdAV4kjLZjSYbtZU4muagz+GysiNOy1FH9x589/fejrrB/MsfOJIJPX4JNxqCta/jTkdAQ3tC5ddmPHnjqnaPwHu4/McN039JlC/cMXYLQZznEsVRUOZi3+83bCy/QacXJf3zlzxIECQuHIZPAAc+Vj9aqM5Ao9Kkn6CubOK40GC4J+/N8I7//+Hv0xySc1RmEwD2AQZvhVh4gzR4FA+MDuwY5UEFjtjpDiuveG0MaA73aToj7Ide36gyBnsJ0IwBPYfawFcE4CAVpRT+CfXGUEweAHRZPwi6bIQCEFfPjbP7PJUeILF49ILlAQCqoSBLyT3KT4F4YH2adAXg2xANbcdqiRpL7otkk9wIoPMnUmB1jsRhTVMiVTc0IMg1iyUpsI6evhEW5QaZrkqcjCW1JGEFWO7pEqVKxuPncInUYO/35J5HKmrpjnexWMznkfyFMdl9J4uzH3pfTydDVzzoc4lgSmRzMK9lR3wQjYUEILmcqHTxXOArqLN5+5NNtke31J+kLrW7/kB5AvCKt6CA801RXW71td8OJDvMEQ59oOX24rjYSqd1ztJ05XsV4HQsGxufUE+sbNMbuZMDGRFy308acLfnquRnL+PUMKXPFyETOpxGzZE+aMLuEb8e2gkEthIiUk49FwE70+IqpgWH3bTYf4TN/nVZ3qp+RWfjOxrMwSocPM7PrYnJ1MePiLRsvjQHqDEhwGYUoKbl2Ys3Ngwu/94fG5JGrNb86s2TwTX8+wRXjCF0H8kyjlY4q5uSRVBUzktyJEFk2jrsVzlb3ACkLkHuYqBKLSLKQ7WRPiNYw9dhmNH2AtkQf7JMdDT2E9Gy6d2ge/QLun7riuO5c+2LrkhlfK8z3Fw0O+/JLLpn7yqfmbzxLg7M2SvNOfAwlbrVWS5gC/ZzniqXu7TMlmDfdEq0yXGcA9BTqHIKniOmwZz8Y1MK3Y1uBvuSUExGwA51Zdaf0jGxHlXzZsHnVXysP67zdWMvWRd8KF9/4J5G3x4ec5nV5csZNYlu8WGeAgosisReezrx9z0j/lKfN3/KMN77w/dDIe94+w107BcaHXjGAngnWitMQNmLfUZKNi25FsoWGHkjuscdFsGQh23wtZzeJqMceMzR9gLYEHQ20Cu9sOdRY/+rtQwJGnaG1rp97UWDCvNf3d2gk1rb9DzNHBSY+WungmV0gTD0XOHF7qmpNrkC/5rnKUz63rUqwc9OPZLbOgOgphIB8Gkk+7Nkv8bGEXcI3ZFpBoBYCUk74m/XQmVV3qn/zu3bZ5zaMDv3EQZR81GlcB5MT44UEsjKSpcKLxNYZpPuf8y/2j3+0SjcR27P4m8GL5/9Tv4LKdAw0PtgrE6JnJ604HUUj3A5E/g6ilEAjMQZmCyoLknu4wJBkQdtonYEYtHUgHSXsK5g6osCgLUFHg3m1z/xBY/o6xerpoeKb/5L8bfFY/ZJy/4j7NnNZiqtQmHRPJHHRkNqiFFAK5FqBjNYZID0F4dNIBGEmJhiEIrSzWoGgFgJSTvgpFDqz6l75MzKMkxGCzOQGMDkhXlCgTjQVXiTbNEViu39zRaDsR+92EtK77ZcTg1N+s9soH+wd45+4sCb52p75sJ++I0SaAUcVW52YwkJGzM+t/4VsBJmwwQdkiygLkXusiOgSkixi294TNouIQXt5wqfP0Jago0GsMyi7IHDpEzuTPUx6Ns0b6r96qS0myQoYZkITALwksaQ2KQWUArlWIKN1BkhPQfg0EkGsiQnDj/ANrVYgqIUAlBPxy61xZp23yTyTis9nWHhe4iZKPuo0roPJ8TMIAgtCUxFmZktymkb88+XXhobNfqut84N/HVP0gxc/TzysYe0Fjo8YQUTEWnHyoeFz+wrZ8DLhxuTZgkNPr4kcMIKQZDHblsZclgQxmKLOsGhL0NFgHh3W9QxZnXGvkzoDDJPWGTjbis9YrSsFlAI5ViCjdQZIT0nBp+E0sU6aGH6Ea8R8pYNBLQDlRATsaK2v3BAIzVprPsGG1hluouSjTuM6mBw/gRJYIDSV7o1zSgPTVrUkXyGwOkpPQ6cOlkxftnLOyCG3vZbczdoLHB8x/cnMMf5Jj+8wvwlbxEGsFScfGj63r5ANL1MKY9JsYWVBco89LCRZxDYz+O3mCEEM4nUGQ1uCjgaxztBOrp4RKmKeTYrtfeYq/4XmfROtt/1U26n2nuQISkYLhklvR558dUa4lBlRyVZqoc8pkB2+Wp9LWwVkVyCjdQaB6Cn0ZHFq0wNj/GUzlrx/iL7rpnUerX3r2SfX7LGHp69ZExPGLuEbWq0QX3LKiQFl8ZXNXUdf++7p6IySaGTBON/o2a83RYnW1bRlxf1XDM4fcs87ulN+QnITJR91OtflybmCBaGpCBQiRnIjj7N/v2+UL1wUGv3A5iQ4mZ0DofERIxiPCGnFyYeGz+0rZOO6W2XZQsM8BpJ7uLCQZEHb9oLBuUG2a/S3knxy2hJ0NIh1BtFaN9w92n/xnDV7zmok2lqzdPrIwKSFVcarjtFtv5xYUDBxYbXZkAkVypvugiTOWMjtoskqS75xldtwcuadvRWa5MB5jUaJ6lW5XLfLbJ0BMVeMrKV8GokgzPSF4Ef4hkwrCNRCm2inqpfOmlCcVxAsCvvzCkrGV7y0l1705wA7JH5k3YOTwnkFweJwcMiUeYt/Uu6H6gwUYsOHmdF1WXKJ91qZ+zx6CNLOiOOp8CLZJadmeyp/Ma6gYMKjEeuJUttklgkmD6uoi/EidDlfZ+BaQNkSIlcWJPew4evLGIBIbhutM6Bjkt7JYTuw8/XbINoSAY4Gs1ygz2Ak3jchRGur+v1NY0P5vlBxYUF+6WX3vron8bYJfSbUV3jtCw3yuVied0IeKHFBvVxtMFll8txyFVX2/drqjLb3f/fgg799r9VrGEpUr8rlul2m6wyaH0pPkcNTUFk8E0NAX1pXs0g5EQE7NJHqbXVH9fdV0RApcPfk/h3VHik1qWy7+lyenNQEIBCWCmUlpaYQSb2ZG5HxgXhGWpmGE/8jRrg9xS7nd/DarXJlHZN70GTltoXIbRtQg+yeMG2JmpAfDR1vVIQC01d/YdmJn23aXROp3dfcZd0i0Y6u+GHh8NlvtVmbrAaJJTxML4kLLvgNJnIsdqphR6S67niiKNI6juyurty2v4WpmI2mIi3MDavMdMeHAUEFta7mfdsqq3buP3pGiCRpA0TTmd5ipxp3RiK7mtot7c2PkkbMBTE/i/RHMWqRyh0H28zbm2Yjga9mPKTNOEnw3CjTzfhLkt3k0dOmdMfkboYrWXT066MTmcxg1f8ZVyAbdUbGk1AOlAJKgdwr0L5vy/9V1Vatf+LaoYEpTydeLwLDavvrbaUTFlSaF0HA/bL7Ab2K5b/moacqJgwODy4J5PvKZr740QdL75hUGiweHPblhSf99J0T5uwsp4XZWGX6rjCrTL9oxjLzNiLMPGdkNwRNR735vn3v/H8ZUxQqKQ7m5w/9zq/eN945FgPphuF9hkgPL77jG6WhksGFBXnFlz+yOamKlK+m1xnW9bLefzz0lfwkUJ0uXBCctZZ+KQUQh6KoIFrQmUzZHVYD3ZuqMwb6CFD5KwXSo0D8yKsVZcXBQMlXvjXv5U86UhiNH9r03NLN+q9rpdgzqx/TKTRvaPlPV9e2RIl2dtuiK/15oXG3PLO5oUMj0cN/vm2E/8rFdfqsCdLCWFYZffYMYZVRdzZm3i4QYOiU7Iag6fTkhn/3kTU7WqNE69i78taLfGMf+Yg+LSMGEgXz03fOG3LVj1dWHe8hpPuzl2YO813xlFFYAnw1rs4g3a1NjQ3G38Gq56cND01+7KPT9IY1hDjkRHUpU1bHkHImKKDqDEEStUEpoBQYqArQ+ZbBk+kvGVlcW+3Yih/6i+5cR2dmiBZmKGe+26vBrDJ6R4a6s8PgQLNOyW6JnpPQ5HRvTHIkWv3YBP/Yn2/tdRNIYmfGDn37zl94+5s0IYivxtcZyfHVu3f51GHDpi7fa7sNJIueEEtUUP1elzIl41ALmVRA1RmZVFfZVgooBc4rBbg6I1r7bxMDk5/8RJ8mCSGn/3xjIFCxtjsladCaEmUMEZ1V1pCoM5gZGzXrjOyG0eS45IjOXgtWvNEp+d1NDAPH2+laWxEM3PJaO8qV454zNkbFmS0LLy/++r3rj5u3olCwHiNqzcKJAKvNoUzn1ag874NVdcZ534UqAaWAUiBdCnBTaLT2V99g64wza5J1BkQLMyJhpkQJE1VnlcnrDNRsarIbSpPjkiPacePyTJeszoACiYk7J34wvp3gGDjb+0z0Hsmxv80ZU3LVE5HkS+9o9Oz1DJzVJsqUruGh7HhTQNUZ3nRTrZQCSoF+qAA3FcN1RgpamFVngKwy876J7XoGYlbTzC/9hJDefb8t9xVWvME/BoPS5LjkSMfm+0cFypfUS0oHlIbG27HqDJCvJt436albdt3QC2es/Ix5VwWNnq0z3MrUD0fqeZWSqjPOq+46X4Ptg1RA7Yv91ZF9LS75Bt5ana/dNgDj5qZQuM4AaWGGaFadgbLKOHcIhIw4I7uhaDrqzfedX2872UPJiA3rH7o8PPTGV5voMeA8EElRYtUZIJqRqzO00x8uuCx04cwXKuv3J/4ONLVhdD4qKysqwHkEAHgDcCT3qZRVndGnuqO/BsPSevpIjtY7dm4C8tYq4SF+bNvbG6oOMd/f3LhW+2ZDAW6+ReoMjP5H9N+Lo6wy471WkFXGuTMylELIiEOyG4amo97yh48ZUxIMl4T9+f7R1z3xv4nXUZ0HEheLEqbOwDBwzH2T7jdvL7zA9l7rIF/5syQFC88EwBnXdaQyxR3KlI2xpHwkFVB1RlIKtZA5BVSdQbUVfqotc4Iry1lTQE4Lc8YqQ4KUm3VIdgPQdIliov3s4d01kR0HWm2veECxyAOB9ja243w1vC2COBRFJfLoHMqUKhD1eboUUHVGupTsm3bkbL1krN0n6murqj85eLIzcf+AAfbpO/HrRMopFPcyPABUQPph7PTnn0Qqa+qO0V+3wf+EIPXd5QbMSEBQYdIVd2UihVBmM64V3QwQCfVPbOrGO966szgw/ZUWBmtoxmvaZ9aZRfNT4jDK5P5qIdsKuGOVZTk66UWLLMfgxV2fFtVLQgOujaoz+nGXQ2w9PeX2XS/fM7m0wBcqCfsuyCssm768Lmb84Pd9m01Go+1naXE8YICFGlIHMBUQpiMKfSELkhDYAD2R+q+BQIU282zFgAoFtoIFIUQMvPejn32VISD6rnpmL6g31V+fE1hRNzqP0hayWsmiAu5YZVkMTHfVtXZWKDRrbQKlnm3vnv31bVE9pzWQGqo6ox/3NsjW059h+6q/7NYXt38RI1p3y6cbn124cmcUrTNwPKANakgITAXE6Ij2vqA/yykLMgVeUQIqtNs11tg6AxaKb8m2AgWRBk66Wz976aYi/w9+/zHFIDYePR2l7xVODQwT6zqzzrCJust5lHzUal0poBRQCuROAVVn5E77bHkW2XraydXTw+FpLx/j7llA8x6NFOIUSlmCMBWQug4V3/wX41cV6A2U+iXl/hH3bRa+ZAFBggZokNyFYRNUKFOarRgSn4tCCQ2ZVqAgQOCS5zMgvc06w06KdB6lELbaoBRQCigFcqaAqjNyJn3mHYNsvd6tPx/rv2TRDv7NB2jeo79vBAP4+NkdpQLCdET+DVMgSNAA1ZOrM0gCVCiTmqkYMIQi19RqBQsCBO6hzrCRFVxEyQWtVpUCSgGlQA4VUHVGDsXPrGuErde7dT5SZ8zbJHk+AwPw8bM7RgWUlQkGHVGsM6RBggaomnwkiRfuZEJbFQMilNDQagULAqkrvm9i1HWi3ub1DLbOcBOlELbaoBRQCigFcqaAqjNyJn2mHSNsPa155fWFoevF+yatr9wQCM1a25mIjXkOFAHwCbM7QaiAKB3RJgkQJGiANvZUZyBC2QKiK1adAQsCBE5I98Y5pYFpq1qSd6s0QG9ZneEmSiFstUEpoBRQCuRMAVVn5Ez6TDvGyIBay7q7RvnKbv1jbWuUvmN64N0XFq3aGSXRyIJxvtGzX2+KEq2racuK+68YnD/knndoqPThxjH+shlL3j9EX0XVOo/WvvXsk2v2SPCABKMCaq0b7h7tv3jOmj1nNRJtrVk6fWRg0sIq+guY3B8QJGbAU52BCcWFxNQZiCDSwOm9p+2PT/KVzV3XHCekp6MzSiC9ZXWGmyj5qNW6UkApoBTInQKqzsid9pn2jJEBiXaqeumsCcV5BcGisD+voGR8xUt7Y4TEj6x7cFI4ryBYHA4OmTJv8U/K/Yk6A8IfSvCANLHe/X+6a0I4r6CwqDAwvPzBn91Y5p/ydJ1OH9ZAOiKvCBAkbMBTnZECQmgLyrqeQTfLiYR6USaoS/ePN665fUwgzxcqDhWWPwPrLasz3ERpC1mtKAWUAkqBnCqg6oycyp955wAZ0HCsdTXX74hEttef6EpeyyeEwvyqt9Ud7WC2WYHKAXzW58wSRgWMn23aXROp3dfMembaWovyIIlzA5YpbAkVCmsICiIPnGK9IjW7DrZ0m/Liettde47SbkatKQWUAkqBrCmg6oysSa0cKQWUAkoBpYBSYMApoOqMAdflNQN+SwAAAJhJREFUKmGlgFJAKaAUUApkTQFVZ2RNauVIKaAUUAooBZQCA06BQd9Qf/1CgcmTJ/eLPFQSSoHsKXDTTTdlz5nypBQYeArU1dURQgYdVH/9QoGGhoZ+kYdKQimQPQUaGxuz50x5UgoMPAW+/PJLWmcMuCs4KmGlgFJAKaAUUAooBbKlgKozsqW08qMUUAooBZQCSoGBp8D/A86o0HMdPTDFAAAAAElFTkSuQmCC"/></fig><p>Para el logro del objetivo 3, se aplicó una prueba evaluativa a los estudiantes, mediante un test
de 15 preguntas con respuesta múltiple, basado en la lectura La mariquita Catarina, con el fin de
conocer el avance después de la implementación de las estrategias pedagógicas, cuya finalidad
era mejorar la comprensión lectora en los niños de grado primero (ver Tabla 2).</p><p>Tabla 2
</p><p>Resultado general de la prueba o evaluación de comprensión lectora</p><fig><label>Figure</label><graphic 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"/></fig><p>De acuerdo con la Tabla 2, el Estudiante 1 alcanzó una valoración alta en los niveles literal e
inferencial; el Estudiante 2, valoración alta en los niveles literal e inferencial; el Estudiante 3,
valoración alta en el niveles literal y media en el nivel inferencial; el Estudiante 4, valoración alta
en el nivel literal y media en el nivel inferencial, y el Estudiante 5, valoración media en el nivel
literal y baja en el nivel inferencial. Estos resultados positivos demostraron la efectividad de las
estrategias aplicadas.</p><p>Cabe señalar que, en el nivel de escolaridad en el que se encuentran los niños, aún no alcanzan el
nivel de lectura crítica. Por ello, se busca fortalecer el desarrollo de habilidades que faciliten una
mejor comprensión y favorezcan aprendizajes significativos en su proceso educativo.</p>
			</sec><sec>
			<title>Discusión </title>
				<p>En el aspecto práctico, se propusieron estrategias pedagógicas basadas en la lúdica y la
didáctica, con el propósito de que los estudiantes alcancen una adecuada comprensión lectora
y puedan aplicarlas en otros contextos educativos. A través del método de estudio de caso, que
permitió identificar los intereses y necesidades de los estudiantes, y mediante instrumentos de
recolección de información como diarios de campo, observaciones y aportes del docente, se
estableció que la didáctica y la lúdica favorecen un aprendizaje significativo en los estudiantes.</p><p>Cabrales y Ramírez (2020) destacan la importancia de la lúdica y el texto literario como estrategias
pedagógicas en la enseñanza y el aprendizaje de la lectura, ya que facilitan el desarrollo de la
habilidad lectora a través del juego, una herramienta que estimula la motivación y la curiosidad en
los niños, además de proporcionarles estímulos mentales que favorecen una mejor comprensión
del aprendizaje.</p><p>Su propósito es plantear nuevas estrategias para la enseñanza y el aprendizaje de la comprensión
lectora desde una perspectiva lúdico-didáctica, ofreciendo a los estudiantes una manera diferente
de acercarse a la lectura y promoviendo un desarrollo positivo de su habilidad lectora. Esta
investigación, de enfoque cualitativo y basada en la metodología de indagación, obtuvo resultados
positivos.</p><p>Ruiz y Ruiz (2022) encontraron en sus estudios que una lectura adecuada es fundamental para
la comprensión de textos; por ende, es necesario fortalecer la comprensión lectora en los niños
desde los primeros años de escolaridad. Esto les permitirá alcanzar un buen nivel de desempeño
en su proceso educativo, ya que el desarrollo de esta habilidad cognitiva no se limita únicamente
al área de lenguaje, sino que también es esencial para la adquisición de conocimientos en diversos
campos sociales.</p><p>Atendiendo a las necesidades de los estudiantes
de primer grado, se plantearon estrategias
didácticas que fomentaron aprendizajes
significativos, como la iniciativa “Comprendo
lo que leo y me recreo”, basada en actividades
lúdicas y didácticas cuyo objetivo fue que
los estudiantes desarrollaran habilidades y
competencias comunicativas acordes con su
nivel escolar. Además, se buscó motivarlos para
que perciban la lectura como un hábito.</p><p>La investigación, de enfoque mixto y con una
metodología basada en la acción participativa,
arrojó resultados muy positivos, entre ellos,
la mejora en los niveles de aprendizaje de los
estudiantes. Cabe destacar la participación
activa de los padres de familia en el proceso.</p><p>Rivera (2018), en su estudio, implementó
estrategias didácticas a través del cuento;
su objetivo fue fortalecer el desarrollo de
las habilidades cognitivas en el proceso de
comprensión lectora en los niños de primer
grado. La autora considera que la lectura
implica una interacción entre el pensamiento
y el lenguaje, lo que facilita la construcción de
nuevos conocimientos. Los resultados de esta
investigación evidenciaron mejoras significativas
en el aprendizaje de los estudiantes.</p><p>Por su parte, Nicolini (2023) enfatiza la
importancia de implementar estrategias
didácticas basadas en el cuento infantil,
partiendo de la premisa de que la lectura es
un proceso de interacción entre pensamiento
y lenguaje que propicia la construcción de
nuevos conocimientos.</p><p>En cuanto a la importancia de la lectura en
el proceso de aprendizaje, es fundamental
identificar las causas de las dificultades en la
comprensión lectora en los niños, con la finalidad
de analizar y determinar su nivel de desempeño,
especialmente en el grado primero. Desde un
enfoque cualitativo y mediante el método de
acción participativa, se buscó comprender el
comportamiento de los estudiantes a nivel grupal
e individual. También, se logró sensibilizar a los
estudiantes y a sus padres sobre la relevancia
de la lectura, tanto en el ámbito escolar como
en el contexto social.</p><p>León et al. (2022) destacan que lectura en
voz alta de cuentos y fábulas contribuye a la
comprensión lectora. Este enfoque busca
desarrollar la conciencia fonológica, una
habilidad esencial en los primeros años de
escolaridad, facilitando la comprensión lectora
y fomentando el gusto por la lectura.</p><p>Por su parte, Salazar et al. (2021) señalaron
que el uso de la herramienta didáctica digital
Scratch, vinculada con la recreación de cuentos,
favoreció el interés por la lectura; igualmente,
se observó un aumento en la motivación de
los estudiantes, así como el fortalecimiento de
sus habilidades y estrategias de comprensión
lectora. Esta investigación resulta relevante
para el presente estudio, ya que la innovación
en el aula puede incentivar el aprendizaje de
manera dinámica y atractiva.</p><p>Palacios et al. (2022) resaltan la importancia
de la incorporación de las TIC en la enseñanza
de la comprensión lectora, gracias a que
permite diseñar estrategias motivadoras para
los estudiantes. De manera similar, Benavides
(2023) enfatiza que el uso de estrategias lúdicas
es clave para fortalecer la comprensión lectora
en estudiantes que presentan apatía, desinterés
o dificultades en el aprendizaje de la lectura.</p><p>El estudio de Báez et al. (2022), cuyo objetivo
de investigación fue verificar el impacto de
los recursos educativos digitales abiertos
(REDA) en los niveles de comprensión lectora
en estudiantes de cuarto grado, subraya la
importancia de integrar recursos digitales en la
enseñanza. Lo anterior resulta pertinente para el
presente estudio, ya que dichos recursos pueden
emplearse como estrategia para fortalecer la
comprensión lectora en los estudiantes.</p><p>Si bien, se evidenciaron avances en la mejora
de la comprensión lectora en los estudiantes de
primer grado de la Escuela Rural Chápala gracias
a la implementación de estrategias lúdicas y
didácticas, es necesario continuar desarrollando
investigaciones que permitan evaluar la
metodología empleada y los logros obtenidos
en el fortalecimiento de la comprensión lectora.</p>
			</sec><sec>
			<title>Conclusiones</title>
				<p>A partir de las pruebas y talleres desarrollados,
se evidenció una mejora en el nivel de lectura
de los niños. Las actividades didácticas y lúdicas
fomentaron el trabajo en equipo, fortalecieron
el hábito lector y contribuyeron al desarrollo de
habilidades acordes con su grado de escolaridad.</p><p>Asimismo, la lectura de cuentos y fábulas, la
realización de talleres, el uso de juegos como
estrategia de aprendizaje, el empleo de material
didáctico, las actividades interactivas mediadas
por las TIC y el trabajo cooperativo estimularon
la creatividad y la imaginación de los niños,
además de potenciar habilidades que facilitaron
aprendizajes significativos.</p><p>La aplicación de la propuesta, basada en
la lúdica y la didáctica, permitió mejorar la
comprensión lectora; los niños se mostraron
receptivos, participaron e interactuaron en cada
actividad, lo que favoreció el desarrollo de sus
competencias comunicativas.</p><p>Es fundamental destacar el rol del docente
como guía en el proceso de aprendizaje, quien
debe proporcionar herramientas e implementar
estrategias ajustadas a las necesidades y
diversidad de aprendizajes de los niños. Teniendo
en cuenta que son las estrategias didácticas
las que facilitan el desarrollo de habilidades
cognitivas, esenciales para que los estudiantes
alcancen las competencias correspondientes a
cada etapa de su proceso educativo.</p><p>Existe la necesidad de continuar implementando
estrategias pedagógicas como la cooperación,
la resolución de problemas, la gamificación,
entre otras. Cabe resaltar que la integración de
la lúdica y la didáctica motiva a los estudiantes
a aprender de manera más dinámica y
significativa.</p><p>La diversidad de estilos de aprendizaje entre
los niños plantea un desafío en los procesos de
enseñanza; en consecuencia, exige una mejora
continua en la práctica docente para adaptar las
metodologías de manera pertinente y efectiva.</p>
			</sec><sec>
			<title>Conflicto de interés </title>
				<p>Las autoras del artículo declaran no tener ningún
tipo de conflicto de intereses que pudieran
comprometer la confiabilidad de la publicación.</p>
			</sec><sec>
			<title>Responsabilidades éticas </title>
				<p>Para esta investigación se contó con el
consentimiento informado por parte de la
institución y de los padres de familia de los
niños objeto de estudio, de acuerdo con el
artículo 15 y 16 de la Resolución 08430 de 1993
del Ministerio de Salud.</p>
			</sec><sec>
			<title>Referencias</title>
				<p>Aquino Ramírez, I. L. y Pérez Yagual, V. N.
(2023). El rincón de lectura en la compresión
lectora de los estudiantes de cuarto año de
educación básica elemental de la unidad
educativa Juan Dagoberto Montenegro
Rodríguez, cantón La Libertad, provincia de
Santa Elena, período lectivo 2022–2023 [Tesis
de pregrado, Universidad Estatal Península
de Santa Elena]. Repositorio UPSE. https://repositorio.upse.edu.ec/handle/46000/9519</p><p>Ayala Gutiérrez, M. R. y Díaz Chumbe, Y. S.
(2023). Programa Kamishibai Mágico para
incrementar la compresión lectora en niños
de tercer grado de primaria de una institución
educativa de Pachacamac [Tesis de pregrado,
Universidad Marcelino Champagnat].
Repositorio Institucional. https://hdl.handle.net/20.500.14231/3640</p><p>Báez Deavila, E. J., Pineda Menjura, E. M.,
Rátiva Melo, L. y Valbuena García, A. P.
(2022). Impacto de los recursos educativos
digitales abiertos en los niveles de
compresión lectora en estudiantes de grado
cuarto de básica primaria de la Institución
Educativa Departamental San Patricio Puente
de Piedra [Tesis de maestría, Universidad de
Cartagena]. Repositorio Digital. https://hdl.handle.net/11227/15658</p><p>Benavides Reyes, L. (2023). Sembrando lectores
a través de estrategias lúdicas en estudiantes
de grado cuarto de la sede John F. Kennedy
de la Institución Educativa Miguel Samper del
municipio de Guaduas Cundinamarca [Trabajo
de especialización, Fundación Universitaria
Los Libertadores]. Repositorio Institucional.
http://hdl.handle.net/11371/5984</p><p>Cabrales Coronado, K. C. y Ramírez Mesa, E. E.
(2020). La lúdica como estrategia pedagógica
para potenciar el aprendizaje de la lectura
en los estudiantes del grado segundo de
primaria de la Institución Educativa San
Andrés de Palomo del municipio de Galeras
(Sucre) [Tesis de pregrado, Universidad
Santo Tomás]. CRAiusTA. http://hdl.handle.net/11634/31743</p><p>Calizaya Chata, V. N. (2023). Comprensión
lectora en estudiantes del 5.o de primaria
de la I.E. N.° 601051, Belén 2019 [Tesis
de pregrado, Universidad Científica del
Perú]. RI-UCP. http://repositorio.ucp.edu.pe/items/3eea79ca-6083-4b8a-b491-6a49dcea7160</p><p>León Granda, R. M., Hermann Acosta, E. A. y
Erazo-Álvarez, C. A. (2022). El cuento y la
fábula como estrategias didácticas para la
compresión lectora de estudiantes del quito de
básica. Revista de Estudios Contemporáneos
del Sur Global PACHA, 3(9), 1-13. https://doi.org/10.46652/pacha.v3i9.130</p><p>Martínez Oliveira, Z. (2014). Estudio de las
dificultades de comprensión lectora en
alumnado de educación primaria [Tesis
de maestría, Universidad de Santiago de
Compostela]. USC. https://minerva.usc.es/entities/publication/42335719-c731-494ca919-e0cf9fd479a1</p><p>Nicolini, D. (2023). El proceso de enseñanzaaprendizaje en los alumnos basados en el
enfoque constructivista. Interpretextos,
1(29), 51-67.</p><p>Ouro Agromartín, M. D. (2021). Los pop-up en
la lectura. Mi Biblioteca; La Revista del Mundo
Bibliotecario, (67), 44-47.</p><p>Palacios Hidalgo, A. M. (2023). Comprensión
lectora y estrés escolar en estudiantes nivel
primaria Huaura, 2022 [Tesis de maestría,
Universidad César Vallejo]. Repositorio de
la Universidad César Vallejo. https://hdl.handle.net/20.500.12692/114856</p><p>Palacios Palacios, J. A., Sarmiento Castañeda,
L. Á. y Echeverría Hurtado, S. C. (2022).
Fortalecimiento de la compresión lectora en
el nivel inferencial a través del blog desde
el enfoque de aprendizaje basado en juegos
con los estudiantes de tercer grado de la
Institución Educativa Departamental Rufino
Cuervo, Chocontá – Cundinamarca [Tesis
de maestría, Universidad de Cartagena].
Repositorio digital Universidad de Cartagena.
https://hdl.handle.net/11227/16436</p><p>Rivera, A. (2018). El cuento infantil como
estrategia didáctica para fortalecer la
compresión lectora en estudiantes del grado
primero de la Institución Educativa Libardo
Madrid Valderrama, sede Primero de Mayo
[Tesis de maestría, Universidad Autónoma
de Manizales]. Repositorio Institucional.
https://repositorio.autonoma.edu.co/handle/11182/880</p><p>Roque Cruz, N. y Chura Ramírez, R. (2023).
Los cuentos como estrategia para lograr
el desarrollo de comprensión de lectura
en los niños y niñas, de la I.E.I. No. 320,
Puno 2022 [Tesis de pregrado, Universidad
José Carlos Mariátegui]. Repositorio
UJCM. https://repositorio.ujcm.edu.pe/handle/20.500.12819/1939</p><p>Ruiz Velásquez, N. J. y Ruiz Pérez, D. M.
(2022). Fortalecimiento de la comprensión
lectora, a través de la implementación de
una propuesta pedagógica, aplicando la
estrategia de lectura de Solé, en grado
primero del Colegio la Floralia, ubicado en
la ciudad de Cali, Valle del Cauca, Colombia
[Tesis de pregrado, Institución Universitaria
Antonio José Camacho]. Biblioteca Digital
Uniajc. https://repositorio.uniajc.edu.co/entities/publication/7ef46e28-de93-4cd5-b192-255c01f2c943</p><p>Salazar Teheran, B. E., Aldana Soto, Y. S. y
Moreno Becerra, J. A. (2021). El uso del
Scratch para fortalecer la compresión lectora,
en los estudiantes de cuarto grado de la
Institución Departamental José María Vergara
y Vergara en Bituima, Cundinamarca [Tesis
de maestría, Universidad de Cartagena].
Repositorio Digital. https://hdl.handle.net/11227/14552</p><p>Toala Zambrano, J. D., Loor Mendoza, C. E.
y Pozo Camacho, M. J. (2018). Estrategias
pedagógicas en el desarrollo cognitivo. En M.
Tolozano y R. Arteaga (coord.), Memorias del
Cuarto Congreso Internacional de Ciencias
Pedagógicas de Ecuador: la formación y
superación del docente (pp. 691-700).
Instituto Superior Tecnológico Bolivariano de
Tecnología.</p>
			</sec><sec>
			<title>Contribución</title>
				<p>Diana Carolina Pérez Prada: investigador
principal. Procesamiento estadístico de datos,
escritura de materiales y métodos y obtención
de los resultados.
</p><p>Elcy Tapiero Monroy: investigador principal.
Análisis e interpretación de resultados,
escritura de la introducción, métodos, discusión
y conclusiones.
</p><p>Los autores elaboraron el manuscrito, lo leyeron
y aprobaron.</p>
			</sec></body>
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