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<title>Estado del arte de los biopreparados por digestión anaerobia como biofertilizantes y bioestimulantes</title>
<meta content="recolección, organización, análisis, interpretación, información, Collection, Organization, Analysis, Interpretation, Information" name="keywords">
<meta content="Iván Luis Sánchez-Llevat" name="author">
<meta content="Lianna Fuerte-Góngora" name="author">
<meta content="Reinaldo Ravelo-Ortega" name="author">
<meta content="Oscar Ávila-García" name="author">
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<header>
  <div class="toctitle"> Ingeniería Agrícola Vol. 12, No. 4, octubre-diciembre, 2022, ISSN:&nbsp;2227-8761</div>
  <div class="toctitle2"><img src="data:image/png;base64,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" id="codigo" alt="Código QR" height="85" width="85"><script>
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  <div class="toctitle2"> CU-ID:&nbsp;<a target="_blank" href="https://cu-id.com/2284/v12n4e07">https://cu-id.com/2284/v12n4e07</a></div>
  <div class="toctitle2">REVISIÓN</div>
  <h1>Estado del arte de los biopreparados por digestión anaerobia como biofertilizantes y bioestimulantes</h1>
  <h2>State of the art of biopreparations by anaerobic digestion as biofertilizers and biostimulants</h2>
  <div>
    <p><sup><a href="https://orcid.org/0000-0003-3243-4455" rel="license"><span class="orcid">iD</span></a></sup>Iván Luis Sánchez-Llevat<span class="tooltip"><a href="#c1">*</a><span class="tooltip-content">✉:<a href="mailto:ilsanchez@uij.edu.cu">ilsanchez@uij.edu.cu</a></span></span><a href="#aff1"></a></p>
    <p><sup><a href="https://orcid.org/0000-0001-5640-9129" rel="license"><span class="orcid">iD</span></a></sup>Lianna Fuerte-Góngora<a href="#aff1"></a></p>
    <p><sup><a href="https://orcid.org/0000-0002-6651-5555" rel="license"><span class="orcid">iD</span></a></sup>Reinaldo Ravelo-Ortega<a href="#aff1"></a></p>
    <p><sup><a href="https://orcid.org/0000-0002-7904-0675" rel="license"><span class="orcid">iD</span></a></sup>Oscar Ávila-García<a href="#aff1"></a></p>
    <br>
    <p id="aff1"><span class="aff"><sup></sup>Universidad Isla de la Juventud "Jesús Montané Oropesa”, Nueva Gerona, Isla de la Juventud, Cuba.</span></p>
  </div>
  <div>&nbsp;</div>
  <p id="c1"> <sup>*</sup>Autor para correspondencia: Iván Luis Sánchez-Llevat, e-mail: <a href="mailto:ilsanchez@uij.edu.cu">ilsanchez@uij.edu.cu</a> </p>
  <div class="titleabstract | box">RESUMEN</div>
  <div class="box1">
    <p>La
      investigación se desarrolló en la Universidad Jesús Montané Oropesa de 
      la Isla de la Juventud, durante el año 2021-2022. Se realizó una 
      búsqueda bibliográfica exhaustiva sobre los bioles y su utilización con 
      el objetivo de confeccionar una monografía sobre los biopreparados por 
      digestión anaerobia, (bioles)como productos orgánicos de fácil 
      elaboración, a partir de recursos locales destinado a la fertilización 
      de los cultivos. Para el estudio se realizó una investigación 
      documental: procedimiento científico sistemático de indagación, 
      recolección, organización, análisis e interpretación de información o 
      datos en torno al tema del biol como biofertilizante, bioestimulante y 
      como protector ante plagas y enfermedades en los cultivos. Se 
      consultaron fuentes impresas como: libros, enciclopedias, revistas, 
      periódicos, diccionarios, monografías, tesis y otros documentos; fuentes
      electrónicas como: bases de datos, revistas y periódicos en línea y 
      páginas web y documentos audiovisuales como: fotografías, ilustraciones.
      Tras la búsqueda inicial se localizaron 945 estudios, aunque se 
      excluyeron 457 que no fueron relevantes para el objetivo de esta 
      revisión. Del resto se seleccionaron finalmente 47 artículos. El trabajo
      muestra la definición del biol, sus funciones, algunos protocolos para 
      confeccionarlos. Biodigestores donde se fabrica, las etapas de la 
      fermentación anaerobia y los tipos de éstas que existen. Microorganismos
      que realizan este proceso. Las propiedades y calidad de los 
      biopreparados obtenidos por digestión anaerobia. Las dosis más 
      recomendadas, aplicaciones foliares, momentos de aplicación y algunos 
      cultivos donde se ha utilizado con sus resultados. </p>
    <div class="titlekwd"><b> <i>Palabras clave</i>:</b>&nbsp; </div>
    <div class="kwd">recolección, organización, análisis, interpretación, información</div>
  </div>
  <div class="titleabstract | box">ABSTRACT</div>
  <div class="box1">
    <p>The
      research was carried out at the Jesús Montané Oropesa University on the
      Isle of Youth, during the year 2021-2022. An exhaustive bibliographic 
      search on biols and their use was carried out with the aim of preparing a
      monograph on biopreparations by anaerobic digestion, biols as organic 
      products of easy elaboration, from local resources destined to the 
      fertilization of crops. For the study, a documentary research was 
      carried out: a systematic scientific procedure of investigation, 
      collection, organization, analysis and interpretation of information or 
      data on the subject of Biol as a biofertilizer, biostimulant and as a 
      protector against pests and diseases in crops. Printed sources such as: 
      books, encyclopedias, magazines, newspapers, dictionaries, monographs, 
      theses and other documents were consulted; electronic sources such as: 
      databases, online magazines and newspapers and web pages and audiovisual
      documents such as: illustrations, photographs. After the initial 
      search, 945 studies were located, although 457 that were not relevant to
      the objective of this review were excluded. Of the rest, 46 articles 
      were finally selected. The work shows the definition of biol, its 
      functions, some protocols to make them. Biodigesters where it is 
      manufactured, the stages of anaerobic fermentation and the types of 
      these that exist. Microorganisms that carry out this process. The 
      properties and quality of biopreparations obtained by anaerobic 
      digestion. The most recommended doses, foliar applications, times of 
      application and some crops where it has been used with their results. </p>
    <div class="titlekwd"><b> <i>Keywords</i>:</b>&nbsp; </div>
    <div class="kwd">Collection, Organization, Analysis, Interpretation, Information</div>
  </div>
  <div class="box2">
    <p class="history">Received: 12/1/2022; Accepted: 09/9/2022</p>
    <p><i>Iván Luis Sánchez-Llevat,</i> Profesor asistente, Universidad Isla de la Juventud "Jesús Montané 
      Oropesa", carretera aeropuerto km 3½, Nueva Gerona, Isla de la Juventud,
      Cuba.</p>
    <p><i>Lianna Fuerte-Góngora,</i> Estudiante Agronomía, 
      Universidad Isla de la Juventud "Jesús Montané Oropesa", carretera 
      aeropuerto km 3 ½ Nueva Gerona Isla de la Juventud. e-mail: <a href="mailto:lianna.fuentes@nauta.cu">lianna.fuentes@nauta.cu</a> </p>
    <p><i>Reinaldo Ravelo-Ortega,</i> Profesor Auxiliar, 
      Universidad Isla de la Juventud "Jesús Montané Oropesa", carretera 
      aeropuerto km 3½, Nueva Gerona, Isla de la Juventud, Cuba, e-mail: <a href="mailto:rravelo@uij.edu.cu">rravelo@uij.edu.cu</a> </p>
    <p><i>Oscar Ávila-García,</i> Profesor Auxiliar, Universidad 
      Isla de la Juventud "Jesús Montané Oropesa", carretera aeropuerto km 3½,
      Nueva Gerona, Isla de la Juventud, Cuba, e-mail: <a href="mailto:oavila@uij.edu.cu">oavila@uij.edu.cu</a> </p>
    <p>Los autores de este trabajo declaran no presentar conflicto de intereses.</p>
    <p><b>CONTRIBUCIONES DE AUTOR: Conceptualización:</b> I. L. Sánchez. <b>Curación de datos:</b> I. L. Sánchez, L. Fuerte, R. Ravelo. <b>Análisis formal:</b> I. L. Sánchez, L. Fuerte, R. Ravelo. <b>Captación de fondos:</b> I. L. Sánchez, L. Fuerte. <b>Investigación:</b> I. L. Sánchez L. Fuerte R. Ravelo, O. Ávila. <b>Metodología:</b> I. L. Sánchez, L. Fuerte, R. Ravelo. <b>Administración de proyectos:</b> I. L. Sánchez. <b>Recursos: Software: Supervisión:</b> I. L. Sánchez, L. Fuerte, R. Ravelo. <b>Validación:</b> I. L. Sánchez L. Fuerte R. Ravelo, O. Ávila. <b>Visualización:</b> I. L. Sánchez, L. Fuerte. <b>Redacción-borrador original:</b> I. L. Sánchez, L. Fuerte, R. Ravelo. <b>Redacción-revisión y edición:</b> L. Fuerte R. Ravelo, O. Ávila.</p>
    <p>La
      mención de marcas comerciales de equipos, instrumentos o materiales 
      específicos obedece a propósitos de identificación, no existiendo ningún
      compromiso promocional con relación a los mismos, ni por los autores ni
      por el editor.</p>
    <p class="copyright">Este artículo se encuentra bajo licencia <a target="_blank" href="https://creativecommons.org/licenses/by-nc/4.0/deed.es_ES">Creative Commons Reconocimiento-NoComercial 4.0 Internacional (CC BY-NC 4.0)</a></p>
  </div>
  <div class="titleabstract | box"><a id="content"></a>CONTENIDO</div>
  <div class="box1">
    <nav>
      <ul class="nav">
        <li><a href="#id0xd2bcd00"><span class="menulevel1">INTRODUCCIÓN</span></a></li>
        <li><a href="#id0xd339080"><span class="menulevel1">DESARROLLO</span></a></li>
        <li><a href="#id0xd343800"><span class="menulevel2">Diseño</span></a></li>
        <li><a href="#id0xd344100"><span class="menulevel2">Búsqueda bibliográfica</span></a></li>
        <li><a href="#id0x10617780"><span class="menulevel2">Estrategia de búsqueda</span></a></li>
        <li><a href="#id0xffffffffffba8780"><span class="menulevel2">Los descriptores utilizados fueron:</span></a></li>
        <li><a href="#id0xffffffffffba8e00"><span class="menulevel2">Criterios de selección</span></a></li>
        <li><a href="#id0x14e200"><span class="menulevel2">Extracción de datos</span></a></li>
        <li><a href="#id0x14e680"><span class="menulevel2">Organización de la información</span></a></li>
        <li><a href="#id0x14eb00"><span class="menulevel2">Definición del biol, funciones</span></a></li>
        <li><a href="#id0x14f400"><span class="menulevel3">Funciones del biol</span></a></li>
        <li><a href="#id0x1d7c80"><span class="menulevel2">Protocolo de preparación de bioles Biol 1 (200 L) (Padilla, 2020)</span></a></li>
        <li><a href="#id0x47c180"><span class="menulevel2">Protocolo de Preparación de 200 L de Aerobiol: (Padilla, 2020)</span></a></li>
        <li><a href="#id0x800000"><span class="menulevel2">Biodigestores</span></a></li>
        <li><a href="#id0x800280"><span class="menulevel3">Biodigestor de tapa fija o de tipo chino</span></a></li>
        <li><a href="#id0x874b00"><span class="menulevel3">Biodigestor de campana flotante o de tipo hindú</span></a></li>
        <li><a href="#id0x875e80"><span class="menulevel3">Biodigestor tubular o de bolsa de polietileno</span></a></li>
        <li><a href="#id0xddeb00"><span class="menulevel3">Biodigestor híbrido cubano</span></a></li>
        <li><a href="#id0x1795d00"><span class="menulevel2">Etapas de la fermentación anaeróbica</span></a></li>
        <li><a href="#id0x1796380"><span class="menulevel2">Etapa hidrolítica</span></a></li>
        <li><a href="#id0x1796b00"><span class="menulevel2">Etapa acidogénica</span></a></li>
        <li><a href="#id0x27b3380"><span class="menulevel2">Etapa acetogénica</span></a></li>
        <li><a href="#id0x27b3f00"><span class="menulevel2">Etapa metanogénica</span></a></li>
        <li><a href="#id0x34df580"><span class="menulevel2">Tipos de fermentación anaerobia</span></a></li>
        <li><a href="#id0x34e0200"><span class="menulevel2">Microorganismos que participan en la fermentación anaerobia</span></a></li>
        <li><a href="#id0x34e0800"><span class="menulevel2">Anaerobios obligados</span></a></li>
        <li><a href="#id0x34e0e00"><span class="menulevel2">Anaerobios facultativos</span></a></li>
        <li><a href="#id0x352f480"><span class="menulevel2">Propiedades de los bioles</span></a></li>
        <li><a href="#id0x352f700"><span class="menulevel3">Como biofertilizante</span></a></li>
        <li><a href="#id0x6bcea80"><span class="menulevel3">Calidad de los bioles</span></a></li>
        <li><a href="#id0x8ca9100"><span class="menulevel3">Dosis más recomendadas</span></a></li>
        <li><a href="#id0x8caa800"><span class="menulevel3">Aplicación foliar</span></a></li>
        <li><a href="#id0x9679300"><span class="menulevel2">Algunos cultivos donde se ha aplicado. Resultados</span></a></li>
        <li><a href="#id0x9679580"><span class="menulevel3">Cultivo del maní (Arachis hipogeaL)</span></a></li>
        <li><a href="#id0x967c280"><span class="menulevel3">Cultivo de la col (Brassicaoleraciavar. capitata)</span></a></li>
        <li><a href="#id0xb5ca080"><span class="menulevel3">Cultivo de la lechuga (Lactuca sativa. L)</span></a></li>
        <li><a href="#id0x995cd80"><span class="menulevel3">Cultivo del frijol (Phaseolus vulgaris L.)</span></a></li>
        <li><a href="#id0x344d200"><span class="menulevel3">Cultivo de la cebolla (Alliumcepavar. Caribe 71)</span></a></li>
        <li><a href="#id0x344f380"><span class="menulevel1">RESULTADOS OBTENIDOS</span></a></li>
        <li><a href="#id0x344fe80"><span class="menulevel1">CONCLUSIONES</span></a></li>
        <li><a href="#ref"><span class="menulevel1">REFERENCIAS BIBLIOGRÁFICAS</span></a></li>
      </ul>
    </nav>
  </div>
</header>
<div id="article-front"></div>
<div class="box2" id="article-body">
  <section>
    <article class="section"><a id="id0xd2bcd00"><!-- named anchor --></a>
      <h3>INTRODUCCIÓN</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p>(<span class="tooltip"><a href="#B57">Verde, 2014</a><span class="tooltip-content">Verde, R. (2014). <i>Unas</i>. Unas. <a href="http://www.unas.edu.pe/web/sites/default/files/web/archivos/actividades_academicas/practica%20absoluta%20evolucion%20maxima.pdf" target="xrefwindow">http://www.unas.edu.pe/web/sites/default/files/web/archivos/actividades_academicas/practica%20absoluta%20evolucion%20maxima.pdf</a> </span></span>) definió que el Biol es un abono foliar orgánico que 
        se obtiene como producto del proceso de la fermentación anaeróbica de 
        materiales orgánicos provenientes de animales y vegetales, como 
        estiércol o restos vegetales, se define también como un componente que 
        mejora la germinación de las semillas, fortalece las raíces y la 
        floración de las plantas; su utilidad se traduce en los aumentos 
        significativos de las cosechas a bajo costo.</p>
      <p>El biol se prepara 
        mediante diferentes técnicas, usando varios tipos de residuos orgánicos 
        aprovechables dentro de la zona urbana y rural, como son los residuos de
        mercados, residuos de cultivos vegetales, residuos pecuarios, los que 
        pueden ser utilizados como fuentes de energía (<span class="tooltip"><a href="#B42">Pontón, 2011</a><span class="tooltip-content">Pontón, S. R. D. (2011). <i>Diseño de un sistema para la obtención de biol mediante los residuos sólidos orgánicos generados en el cantón Joya de los Sachas</i> [Tesis de Licenciatura]. Escuela Superior Politécnica de Chimborazo.</span></span>). </p>
      <p>Diversos
        autores han investigado sobre el biol hecho a partir de diferentes 
        materias primas y por lo tanto con diferente composición, se han 
        publicado muchos trabajos sobre la respuesta de diferentes cultivos al 
        aplicarse el biol en diferentes dosis y momentos, existen algunos 
        manuales para la confección del mismo, hay mucha bibliografía sobre este
        biofertilizante diseminada en la red en los últimos años; siendo este 
        un tema de gran interés y actualidad por todos los beneficios que 
        reporta la aplicación de este biofertilizante a los cultivos. La 
        bibliografía existente sobre el biol se encuentra muy diseminada y 
        dispersa en toda la red por lo que se hace muy dificultoso la búsqueda 
        de información al respecto. El presente estudio tiene como objetivo: 
        elaborar una monografía sobre los biopreparados por digestión anaerobia 
        como productos orgánicos de fácil elaboración, a partir de recursos 
        locales destinado a la fertilización de los cultivos. Objetivos 
        específicos<b>:</b> compilar información relacionada con las tecnologías
        de elaboración y uso de los biopreparados por digestión anaerobia 
        bioles como biofertilizantes en la agricultura y analizar los 
        principales resultados referidos a los biopreparados en diferentes 
        proporciones y calidad de los mismos a partir de recursos locales 
        destinado a la fertilización de los cultivos que constituyan referentes 
        para investigadores. </p>
    </article>
    <article class="section"><a id="id0xd339080"><!-- named anchor --></a>
      <h3>DESARROLLO</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p>Este
        estudio se realizó en la carrera de Agronomía de la Facultad de 
        Ciencias Técnicas en la Universidad Jesús Montané Oropesa de la Isla de 
        la Juventud en un período comprendido entre abril del 2021 y febrero de 
        2022.</p>
      <p>Para el estudio se realizó una investigación documental: 
        procedimiento científico sistemático de indagación, recolección, 
        organización, análisis e interpretación de información o datos en torno 
        al tema del biol como biofertilizante, bioestimulante y como protector 
        ante plagas y enfermedades en los cultivos. Se consultaron fuentes 
        impresas como: libros, enciclopedias, revistas, periódicos, 
        diccionarios, monografías, tesis y otros documentos; fuentes 
        electrónicas como: bases de datos, revistas y periódicos en línea y 
        páginas web y documentos audiovisuales como: fotografías, ilustraciones. </p>
      <article class="section"><a id="id0xd343800"><!-- named anchor --></a>
        <h4>Diseño</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>La
          revisión realizada es de tipo sistemática donde se utilizó un riguroso 
          proceso (para minimizar los sesgos) que identifica, evalúa y sintetiza 
          estudios para contestar a preguntas específicas y extraer conclusiones 
          sobre los datos recopilados. Este tipo de revisiones se clasifica como 
          investigación de la investigación, o investigación secundaria. </p>
        <p>En
          su elaboración se consultaron las investigaciones encontradas en los 
          servicios de información de Google Scholar o google académico en 
          español, ProQuest, SciELO, ScienceDirect y Scopus, entre otros; redes de
          revistas científicas, bibliotecas virtuales de algunas universidades, y
          repositorios digitales de diferentes entidades gubernamentales. 
          Adicionalmente, se utilizaron los motores de búsqueda de Google y Yahoo. </p>
        <p>Se seleccionaron tantos (número) documentos que abordaban la 
          temática y se completó la búsqueda con la lectura y rastreo de 
          bibliografía referenciada en esos artículos.</p>
      </article>
      <article class="section"><a id="id0xd344100"><!-- named anchor --></a>
        <h4>Búsqueda bibliográfica</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>Bases de datos y fuentes documentales. </p>
        <p>Se utilizaron documentos:</p>
        <div class="list"><a id="id0xfecb800"><!-- named anchor --></a>
          <ul style="list-style-type: none">
            <li>
              <p>Primarios: Originales, transmiten información directa (artículos originales, tesis).</p>
            </li>
            <li>
              <p>Secundarios: Ofrecen descripciones de los documentos primarios (catálogos, bases de datos, revisiones sistemáticas, resúmenes).</p>
            </li>
            <li>
              <p>Terciarios:
                Sintetizan los documentos primarios y los secundarios (directorios). 
                Las bases de datos automatizadas ponen al alcance la información 
                disponible y actualizada acerca de cualquier tema. Las bases de datos 
                son una fuente secundaria de datos homogéneos recuperables actualmente a
                través de internet que contienen registros o referencias bibliográficas
                completas, organizados en campos que cubren todos los aspectos de la 
                información (título, autor, resumen, etc.).</p>
            </li>
          </ul>
        </div>
      </article>
      <article class="section"><a id="id0x10617780"><!-- named anchor --></a>
        <h4>Estrategia de búsqueda</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>En
          primer lugar, se llevó a cabo una búsqueda en Google Scholar de 
          documentos y artículos científicos publicados por diferentes sociedades y
          asociaciones profesionales Esta búsqueda se hizo tanto en español como 
          en inglés. En las ecuaciones de búsquedas se utilizaron los siguientes 
          operadores:</p>
        <div class="list"><a id="id0xffffffffffba7100"><!-- named anchor --></a>
          <ul style="list-style-type: none">
            <li> Lógicos o boleanos:
              <div class="list"><a id="id0xffffffffffba7300"><!-- named anchor --></a>
                <ul style="list-style-type: none">
                  <li>
                    <p>De intersección: Y, AND, ET</p>
                  </li>
                  <li>
                    <p>De suma lógica O, OR, OU</p>
                  </li>
                  <li>
                    <p>De negación: NO, NOT, AND NOT, BUT NOT, NON, SAUF.</p>
                  </li>
                </ul>
              </div>
            </li>
          </ul>
        </div>
        <div class="list"><a id="id0xffffffffffba7f80"><!-- named anchor --></a>
          <ul style="list-style-type: none">
            <li> Sintácticos o de proximidad:
              <div class="list"><a id="id0xffffffffffba8180"><!-- named anchor --></a>
                <ul style="list-style-type: none">
                  <li>
                    <p>Adyacencia: ADJ, ADY.</p>
                  </li>
                </ul>
              </div>
            </li>
          </ul>
        </div>
      </article>
      <article class="section"><a id="id0xffffffffffba8780"><!-- named anchor --></a>
        <h4>Los descriptores utilizados fueron:</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>Español:
          Biol, definición, composición, propiedades, aplicación, fermentación 
          anaerobia, biofertilizantes, bioestimulantes, fitohormonas, 
          fertilizantes minerales, dosis, suero lácteo, biodigestor, estiércol, 
          producción.</p>
        <p>Inglés: Biol, definition, composition, properties, 
          application, anaerobic fermentation, biofertilizers, biostimulants, 
          phytohormones, mineral fertilizers, dosage, dairy serum, biodigester, 
          manure, production.</p>
      </article>
      <article class="section"><a id="id0xffffffffffba8e00"><!-- named anchor --></a>
        <h4>Criterios de selección</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>Para
          seleccionar los artículos o documentos que debían ser incluidos se 
          tuvieron en cuenta se ajustaban a los objetivos de la revisión y si 
          cumplían con los criterios de calidad científica buscada. Se tuvieron en
          cuenta el título, los autores, el resumen y los resultados. Respecto al
          título se observó si era útil y relevante para nuestro tema, de los 
          autores se identificó la credibilidad o experiencia en el tema, y del 
          resumen se analizó si los resultados son aplicables a nuestro tema de 
          estudio. En una segunda fase se procedió a la lectura crítica de los 
          documentos. </p>
      </article>
      <article class="section"><a id="id0x14e200"><!-- named anchor --></a>
        <h4>Extracción de datos</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>Tras
          la búsqueda inicial se localizaron 945 estudios, aunque se excluyeron 
          457 que no fueron relevantes para el objetivo de esta revisión. Del 
          resto se seleccionaron finalmente 47 artículos. De los artículos 
          originales se extrajo información sobre autoría, revista en la que 
          estaba publicado y año de publicación, país donde se realizó el estudio,
          tipo de estudio, medida de resultado y conclusiones.</p>
      </article>
      <article class="section"><a id="id0x14e680"><!-- named anchor --></a>
        <h4>Organización de la información</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>La
          información se organizó con una estructura lógica donde se introdujo la
          información en forma secuencial y razonable. Se ordenó, rotuló, integró
          y priorizó la misma. En primer lugar, se redujo la información 
          eliminando todo aquello que no es esencial y se ordenó dicha información
          por grupos, luego se procedió a asignar un nombre a cada grupo. Con los
          grupos ya formalizados y etiquetados se procede a integrar los grupos 
          que se parecen y se pasa a priorizarlos para identificar la información 
          que resulta más relevante</p>
      </article>
      <article class="section"><a id="id0x14eb00"><!-- named anchor --></a>
        <h4>Definición del biol, funciones</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>El
          biol es un fitoestimulante orgánico con contenido de fitorreguladores, 
          que resulta de la descomposición anaeróbica (sin oxígeno), de los 
          desechos orgánicos que se obtiene por medio de filtración o decantación 
          del bioabono. Pueden ser preparados a partir de estiércol fresco, 
          disuelto en agua y enriquecidos con leche, melaza y ceniza, el cual se 
          deja fermentar por varios días en túneles o tanques de plástico en 
          anaerobiosis (<span class="tooltip"><a href="#B29">Lagler, 2017</a><span class="tooltip-content">Lagler, J. C. (2017). Bioinsumos: Distintas percepciones haciendo foco en la fertilización biológica. <i>Agronomía &amp; Ambiente</i>, <i>37</i>(1). <a href="http://dx.doi.org/10.21704/rea.v19i2.1563" target="xrefwindow">http://dx.doi.org/10.21704/rea.v19i2.1563</a> </span></span>)</p>
        <p>El biol es una fuente de fitorreguladores 
          producto de la descomposición anaeróbica de los desechos orgánicos que 
          se puede obtener por dos métodos: a) Como lixiviado líquido resultante 
          de la descomposición anaeróbica o biodigestión de materia orgánica, que 
          aparece como residuo líquido resultante de la fermentación metanogénica 
          de los desechos orgánicos, generalmente en un biodigestor que tiene como
          objetivo principal la producción de biogás, b) Preparación artesanal 
          para la obtención del abono líquido, bioestimulante, rico en nutrientes y
          se le puede obtener mediante la filtración al separar la parte líquida 
          de la sólida (<span class="tooltip"><a href="#B58">Villegas et al., 2018</a><span class="tooltip-content">Villegas,
          E. J. A., Reyes, P. J. J., Nieto, G., Ruiz, E. F. H., Cruz, F. A., 
          &amp; Murillo, A. B. (2018). Bioestimulante Liplant®: Su efecto en 
          Solanum lycopersicum (L.) cultivado en suelos ligeramente salinos. <i>Revista mexicana de ciencias agrícolas</i>, <i>9</i>(SPE20), 4137-4147.</span></span>).</p>
        <article class="section"><a id="id0x14f400"><!-- named anchor --></a>
          <h4>Funciones del biol</h4>
          &nbsp;<a href="#content" class="boton_1">⌅</a>
          <p>Según (<span class="tooltip"><a href="#B17">Grageda et al., 2015</a><span class="tooltip-content">Grageda, C. O. A., González, F. S. S., &amp; Díaz, F. A. (2015). <i>Uso de compostas y biofertilizantes en la agricultura</i>. <a href="http://biblioteca.inifap.gob.mx:8080/jspui/bitstream/handle/123456789/4332/Uso%20de%20composta%20y%20biofertilizantes.pdf?sequence=1" target="xrefwindow">http://biblioteca.inifap.gob.mx:8080/jspui/bitstream/handle/123456789/4332/Uso%20de%20composta%20y%20biofertilizantes.pdf?sequence=1</a> </span></span>) entre sus diferentes funciones:</p>
          <div class="list"><a id="id0x14f980"><!-- named anchor --></a>
            <ul>
              <li>
                <p>Son capaces de incrementar la solubilidad de los nutrientes</p>
              </li>
              <li>
                <p>Aportan nutrientes esenciales que estimulan el crecimiento vegetal</p>
              </li>
              <li>
                <p>Ayudan a fijar el nitrógeno del aire al suelo</p>
              </li>
              <li>
                <p>Intervienen directamente en el crecimiento de las raíces</p>
              </li>
              <li>
                <p>Incrementan la tolerancia a las sequías, salinidad y patógenos.</p>
              </li>
            </ul>
          </div>
        </article>
      </article>
      <article class="section"><a id="id0x1d7c80"><!-- named anchor --></a>
        <h4>Protocolo de preparación de bioles Biol 1 (200 L) (<span class="tooltip"><a href="#B38">Padilla, 2020</a><span class="tooltip-content">Padilla, V. N. E. (2020). <i>Efecto
          de dos tipos de biol y tres momentos de aplicación sobre la producción 
          de legumbres del frijol común (Phaseolus vulgaris l.) tipo bayo</i> [Informe técnico]. Universidad Nacional de Piura, Valle del Medio Piura-Perú.</span></span>)</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>Ingredientes: </p>
        <div class="list"><a id="id0x1d8200"><!-- named anchor --></a>
          <ul style="list-style-type: none">
            <li>
              <p>40 kg. de guano de ovejo </p>
            </li>
            <li>
              <p>5 kg. de harina de pescado </p>
            </li>
            <li>
              <p>5 lts. de leche fresca </p>
            </li>
            <li>
              <p>5 kg de Sulfato Ferroso </p>
            </li>
            <li>
              <p>5 kg de Sulfato de Manganeso </p>
            </li>
            <li>
              <p>5 kg de Sulfato de Zinc </p>
            </li>
            <li>
              <p>20 kg de Melaza </p>
            </li>
            <li>
              <p>1 kg de Ácido Bórico </p>
            </li>
            <li>
              <p>40 L. de Microorganismos eficientes compost activado </p>
            </li>
          </ul>
        </div>
        <p>Preparación: </p>
        <div class="list"><a id="id0x1db100"><!-- named anchor --></a>
          <ul style="list-style-type: none">
            <li>
              <p>Agregar
                40 kg de guano fresco en el tanque de 200 L, luego agregar agua hasta 
                los 100 L y continuar agregando los productos en el siguiente orden. </p>
            </li>
            <li>
              <p>1. Agregar 20 kg de melaza. </p>
            </li>
            <li>
              <p>2. 40 L de Microorganismos eficientes activado </p>
            </li>
            <li>
              <p>3. 5 Kg de harina de pescado </p>
            </li>
            <li>
              <p>4.
                5 L de leche Una vez agregados estos productos se deberá tapar el 
                tanque herméticamente, colocando una manguera que esté dirigida hacia un
                balde con agua donde eliminará los gases producidos por la 
                descomposición de la materia orgánica. Después de 7 días se deberá 
                agregar los siguientes productos: </p>
            </li>
            <li>
              <p>1. 5 kg. de Sulfato Ferroso </p>
            </li>
            <li>
              <p>2. 5 kg. de Sulfato de Manganeso </p>
            </li>
            <li>
              <p>3. 5 kg. de Sulfato de Zinc </p>
            </li>
            <li>
              <p>4. 1 kg. de Ácido Bórico Cosechar al día 1</p>
            </li>
            <li>
              <p>5 y realizar aplicaciones a 10 L de Biol en un cilindro de 200 L</p>
            </li>
          </ul>
        </div>
      </article>
      <article class="section"><a id="id0x47c180"><!-- named anchor --></a>
        <h4>Protocolo de Preparación de 200 L de Aerobiol: (<span class="tooltip"><a href="#B38">Padilla, 2020</a><span class="tooltip-content">Padilla, V. N. E. (2020). <i>Efecto
          de dos tipos de biol y tres momentos de aplicación sobre la producción 
          de legumbres del frijol común (Phaseolus vulgaris l.) tipo bayo</i> [Informe técnico]. Universidad Nacional de Piura, Valle del Medio Piura-Perú.</span></span>)</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <div class="list"><a id="id0x47c580"><!-- named anchor --></a>
          <ul style="list-style-type: none">
            <li>
              <p>Agregar agua hasta los 100 L y agregar los productos en el siguiente orden. </p>
            </li>
            <li>
              <p>1. 60 kg de guano de vaca. </p>
            </li>
            <li>
              <p>2. 6 kg de maxil (silicio). </p>
            </li>
            <li>
              <p>3. 0,75 kg de polvillo </p>
            </li>
            <li>
              <p>4. Disolver con agua 3 kg de melaza en otro recipiente y agregar. </p>
            </li>
            <li>
              <p>5. 1,5 L de leche </p>
            </li>
            <li>
              <p>6. 1,5 kg de ceniza.</p>
            </li>
            <li>
              <p>Mezclar
                todos los ingredientes y completar con agua los 200 L. Inyectar oxígeno
                a través de un compresor durante los 15 días de preparación. Después de
                15 días realizar la cosecha.</p>
            </li>
          </ul>
        </div>
      </article>
      <article class="section"><a id="id0x800000"><!-- named anchor --></a>
        <h4>Biodigestores</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <article class="section"><a id="id0x800280"><!-- named anchor --></a>
          <h4>Biodigestor de tapa fija o de tipo chino</h4>
          &nbsp;<a href="#content" class="boton_1">⌅</a>
          <p>Los biodigestores de tipo chino (<span class="tooltip"><a href="#f1">Figura 1</a></span>) consisten en un sistema cerrado, construido usualmente de mampostería y bajo el nivel de la tierra (<span class="tooltip"><a href="#B50">Santerre &amp; Smith, 1982</a><span class="tooltip-content">Santerre,
            M. T., &amp; Smith, K. R. (1982). Measures of appropriateness: The 
            resource requirements of anaerobic digestion (biogas) systems. <i>World Development</i>, <i>10</i>(3), 239-261. <a href="http://dx.doi.org/10.1016/0305-750X%2882%2990013-4" target="xrefwindow">http://dx.doi.org/10.1016/0305-750X(82)90013-4</a> </span></span>). Estos biodigestores de pequeño formato 
            (minidigestores) poseen una tapa fija en forma de domo que contiene al 
            biogás en su interior, una entrada para alimentar el sustrato y una 
            salida del digestato que usualmente actúa como tanque de compensación. 
            El espacio que contiene al gas debe ser hermético, por lo cual se 
            aplican pinturas sintéticas u otras que garanticen la hermeticidad 
            requerida (<span class="tooltip"><a href="#B37">Nzila et al., 2012</a><span class="tooltip-content">Nzila,
            C., Dewulf, J., Spanjers, H., Tuigong, D., Kiriamiti, H., &amp; 
            Langenhove, H. (2012). Multi criteria sustainability assessment of 
            biogas production in Kenya. <i>Applied Energy</i>, <i>93</i>, 496-506. <a href="http://dx.doi.org/10.1016/j.apenergy.2011.12.020" target="xrefwindow">http://dx.doi.org/10.1016/j.apenergy.2011.12.020</a> </span></span>). La construcción de este tipo de biodigestores 
            requiere de excesivo trabajo y de una rigurosa supervisión de 
            especialistas. Su estructura de mampostería es propensa a la porosidad y
            agrietamiento (a veces irreparables) dificultando la necesaria 
            hermeticidad y requiriendo el uso de materiales para el sellado. Existen
            varios diseños de biodigestores de tapa fija como son el modelo de la 
            India Deebandhu, el Akut y el CAMARTEC cada uno de los cuales tiene un 
            domo de forma esférica como característica central (<span class="tooltip"><a href="#B37">Nzila et al., 2012</a><span class="tooltip-content">Nzila,
            C., Dewulf, J., Spanjers, H., Tuigong, D., Kiriamiti, H., &amp; 
            Langenhove, H. (2012). Multi criteria sustainability assessment of 
            biogas production in Kenya. <i>Applied Energy</i>, <i>93</i>, 496-506. <a href="http://dx.doi.org/10.1016/j.apenergy.2011.12.020" target="xrefwindow">http://dx.doi.org/10.1016/j.apenergy.2011.12.020</a> </span></span>). En Cuba se han desarrollado varios modelos adaptados a los recursos existentes, entre los que se destaca el modelo GBV (<span class="tooltip"><a href="#B19">Guardado, 2007</a><span class="tooltip-content">Guardado, J. (2007). <i>Diseño y construcción de plantas de biogás sencillas</i>. Cubasolar, La Habana, Cuba.</span></span>).
            Según el último censo realizado por el Grupo Nacional de Biogás (GNB) 
            en el 2015, en Cuba existen aproximadamente 400 plantas de este tipo (<span class="tooltip"><a href="#B40">Pérez et al., 2016</a><span class="tooltip-content">Pérez-Pérez,
            T., Pereda-Reyes, I., Oliva-Merencio, D., &amp; Zaiat, M. (2016). 
            Anaerobic digestion technologies for the treatment of pig wastes. <i>Revista Cubana de Ciencia Agrícola</i>, <i>50</i>(3), 343-354.</span></span>). </p>
          <div id="f1" class="fig">
            <div class="zoom">
              <svg xml:space="preserve" enable-background="new 0 0 500 418.79" viewBox="0 0 500 418.79" height="418.79px" width="500px" y="0px" x="0px"  version="1.1">
                <image transform="matrix(1.5924 0 0 1.5924 0 0)" 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3r17/z//%20+c8hQ4ZMmzYNWS+HpBbZ6qbkP53R6ugIo2nNqJpVE2VRECRWYSeiOdZ7cequY8muUVePnj0nTpyY%20mxseP378k08+PGXK30eOHInSxBwqryi3t/xbc7929eo///nP69evz8/Pl5MJLuUzYns79u3dC1FA%20KJXBytTU1FNPPXWrvbQlRlUYmjF0667/hF2dwNhcjLO2pDkLo3Jl08qsNVFBdXLz+3l9d1RToCwQ%20n+otKytLTXXNnz/f50sbOHB4p87tduZ8fdXV47duzhk5YvSG1dsnT37sX//615w5XyRnvpaWVf/C%20c8/v0rVjNBhq3bplQrx/6tSpUMx111131dXXPv7kEy++8GqDJo2btWoFuUyZMuXVV17Cpu3Tp88D%20DzxQUFCQmZlZezKOuuu7ZazWz2z0K/aTXjULquJqp//JbHyJ2TFbd/03adf45Pjy4mI7xYaruLg4%20JycnLy+PaW3auCl8Bb917979iy++2Lx584ABA7KzU26++eYRw4dkZ2dv2rTp0ksvHTt27MCBA6++%20+mp+O3fu3BUrVgCn77vvPvTwjq+/hoCGDRt28sknQzFvvfVWYWGhglfqeLXuqruO0HbVfvwGDeLG%20jBkzadKk4cN7FxRUoaZ69eqde+65yg3ZpEmTPXtKYNT9eYXwW8uWLU8//XR4FfaGURX1BrejORs3%20boy6btGmDQht27Zt6enpHTt23L9/f2JiotYSatoOUnfVXXXs+h0XbLZw4cK9eys3bNgAlCopcc2Y%20MSMQtGIewK4oTDhQ2fSysuI//fRTbvgTxktMjF+2bBn6tkePHs2aNVNm16ysLLi3tLR02+bNubm5%20Dz300EcffUQ9aFqMXsGwWgJE6666q852re1C7y1atKh9++wlS5bceOON0Wh8Xv6etidlowzRpXPm%20zOnSpYtSRZ5//vnYt/0HDW7atKmdhmc/jNqrVy+AbkpKCtzYtm1b9DP2apcN3fsPGgSXolfDIYuN%20O3fuvG7dOjSttizXrdTXXXVXzPXdIf72rptQfu7WzPr1XK60inJ3JOJORPm5gyXluamJPPS7qoL6%20y13ucNiVUhIIpcT7ysorUhMVLG69oqy0NMlKw+EpqyhPTEgMWyu0rji/C6YsLCiAmeH2+vXrmyi5%20uus/uZwh/mAfIA+y8swzz0xNTXW6kQBNSNJx48adfPLJyn4Ys7Wl7vpvA8Mha00m044WjkYiCQnu%20xESXomKSE60oQqxWa+NOpStoLcO6S0rLEuN9rmrfo7WcU14eDoXg1eKiIlFSYWGpqyrE2FVaWp6R%20kYFGxaCFVwOBQIkd/FQ3N3VX3XX4YNhvr+X4vaHKQEWgNDk5PRxyeS0V6A7bGQus1FUelzfB5XWn%20oouTEvywYUUZ+DauvDyA+SqFWVJUnJqWgbFar169qg2xXlco7EpOTuTPygDMXpqVlRFvX9Wbab8t%20U6I/gN2x1Z2KeuzNhtUgJ+bb6j3D3/72AOBzIkYjBoy5ay/qPmovrYtKPTTt6o7EJyeXFFb44tKC%20lWG32+Xzu0JBhs/nCseVlld6fT5oryIYCIaj4Qg8GPVGXUnxvsK8fMU87Nq1m+FOSUuFe+FVK+le%20JApADpaUxlu7e0MUiov3p2dkRK0NeKFwOFhWXhKoLBfTVgbKv+HeSBW1KEyqptyzJ+oqKSlTq0AH%20amE0Gq6s5CYSClVan8GAKxyMVmOHiBXIaX1WBIJ0M1hR6oryACxSycOSYLgsHOWGL9VtC3QwAlFX%20oLzCCiWLVnGPdQ6VXSwUCR9rXjVt1r+oy7SiuoTzUfTIJNo3wjpa/dLYF327WB27VvFqxF5JT0nL%20gg3T0zNDwXBJSYWlL6Muv8+flJhUVFxUXhnwx/k9Xp/H4wsHKlzhAFydkZUeCYVzcvY0btII0tqV%20sy8h0Ypui4uLq6yoKCsuTEigloiQszXwbito0eu1bCeqjY+LKyoudNmczLsqy8oFpIsLi6BOLcya%208HQluTsx6jLiKioqUbilHaRlZf1MTExUCzEF6W8wGOQhzOazBs7jtqMRCvJLyioiwUiVqRlnY4oo%20silqJRApKS3B6Pd5LbvfZ2+cgHMT4uKtILDKyngq93hKi4owNAoKCqw0JZEwxdyeY+6fczKP61DY%20JXqYvGpVHXHWHXFwZ1V9VbIgUlW+jl2/KeH3F+TmFublbd28eebMmVddddUTTzzhsk40KFYBaCXe%202q/j2rNvj4WdMW2rHRWpaSmNGzdEf0LNjRtnY/EWFlq/iktISEpNpVhJYeHKlevKyiyd4HFbekmZ%20PizXVHlZWmpaxLaSl3z5pXWcYW4umjw1LU2ZY12O5dnjkxf34OPjsTJW6oyjpKSEgoI82JKOIFPo%20i61vPVFrq74nzsqk4ZF0gcszMlISEzyBQFg/zMvN9SckaJtEKBxKSU6J93l27t5bVFJSJTntVNkw%20vJFNyWlpCYmJOp1px44d/Op4OCcPfddl3XUCwHA4nFGvXnpWVss2bbp167Zs2bJFixZBZJn2Th34%20KxAIlJaVuqoXSysgLzvMrbioCHTmqjp5xW8j2EDVyXxud76dmGL27NlvvPGG5ayycS52rNfjTU1N%20RbegYKkWLs3Py3v88cfDdjOos6y0dNu2bSU2EZuk7yfUk2kBXbg0Pz+X+/r166NaER86WVSshYLF%20ELCWpqIeSZfyakGTkOC19w+Hs+rVs+qqqKgsK+OHjAB/Nm3UIM0eMe2D0E8SNYZ25xkQ9b1li5Y+%2073GVWXXG5PfR1WS59b3eFUuXvvbaaw0bN1+/fv2AgYPi47179uT++te/Tk1PGX/F5X379acgCoHy%20a9asefbZZ8vLAjf/8ueVgcjfnnn6uusnfvjhh7t27Xr00UdRAhMnXt/75B4dO57UpcNJf/jDH3bv%20K+ozYGBJSdEHH04dNvjUHTu/HnnaiH9OeQN6bN++/TVXXXPTTTe99vLrzZo1u/HG/9u1e/fLL7/c%20pFnTrl27nnnmmTo0zUpnccKWf2w85kZVpgEHduzclp6WCYsmJ6dq1xowwvLMeV0AkN05+xs1qo/F%20jgkhltu0eUfrNs28fstVV1FempDoA8sU7t2bnZzKYMKdxWUVGUkJxSXFKUlJcGOoMmjtoYlGd+7c%20qRzz8tiDR4DHkah1VGl6csrxYVRPDN/WbQr4PmhXa6NGWdkLL7yAXm3VqlVmZia6Yt++/BtvvLF7%209+7nn3/+Aw88sGr1qtLyUrfLXVBYcN5558HhF198MZwJGf3zn//kJi8v75mnn0Y/PPjgg3v37j3n%20nHP4CkW0efPmbvaFAYaaRW2CJOE9lOf27dvvuecePjECU1NTeBHMecMNNzRsCLqueOaZZ77++msl%20QKglKe5xuPLyc7Ew53/+6a9+dcvNN//flROumDhx4tatW2gYrUpKTABqFBSU7t9f+Mtf/vq5Z/8B%20B/904sQ+PXuedda5jEZxCYZ8NByOJtiJ6nds3Xrrrbc++9yze/ftteBukmUAA0m81UYpeBju58mE%20CRMuuOCCjRs27N+/nyEKVAY8bk/KMeZVd3XmS8+h69g6LXw82dVrHz792Wefod/Gjh1rH5gHIC39%204IMPlixZMmXKlPfff986VT4xOeqKZqRnwMZvvfXW3Llzhw4d2rp1a0i2Xbt2/fr1a9ykCbw3btw4%20sPQvf/lLqsrKyoJRUaHNmzdu2rQp3MvDW265hYc9e/ZEdfAWlAnvbdSoUYcOHaZPn7548WLItG/f%20vh9//DF6XlbuiQ2BysrMWLz0y2HDTysqKkDzI3QQZ4MHD96wYRN937+/AP7Cam2Qnd6+XYcxo896%204e9/pxfXXHMNQ3HqqaempmDIu1GZwNpIMJient6pU6cxY8Y0yG6wL68AjZVXUOC2SR4G1maa8pIS%20LVN/9dVXdLy+rWARhShhmPY4qFbnvwM9tnXXiWRXyw8ZH5+bm2uddOSvOp4MPkHA8/xnP/vZxo0b%20lawVcyscCf/kJz/54osvdMwBLFevXr0NtgZAwXIPLVIVP4SZUaR79uzBcN27N09noli5mbMboJBf%20fPHFCy+8sKwsAK/yLmu77L59mfaFaNAh9vCwfE4ndD9ApCJQ8e67b2N//vwXP8Xe9vt8jACdff31%201xFMo0eP+c1vbr/2muvvv/+xuXPnLV++fNq0GVu3bgUjYLfDt/v2F33++ZJzzz0fbP/www8zdLNm%20zVq1ahXM+eSTT15xxZUw9rqv1iEKkW5en2/7tm2TJk268sorc3JyioqKdAzkz3/+88svv/yuu+4y%20aQCO+VXHpd9T7er3J6WmQhDTpk374x/ugkQgphYtWvz4xz+GhTBH33333ZYtWxaXWsf1YVNhjqJd%20mzdvDkPC4W3btn3++eenTp0aqKhAuz711FNQG/x2xhlnwLTDhg1DRWPufvnll5DanDlzoH7A86ZN%20m957772WLZvBt5ipqI7nnnuuf//+V1xxBVLgL3/5C6QpGYHhemKjixPiE+bPn5+REe+09lGDiCEd%20YUq/AP+9evVCbHFPx3k+YsQIOrVy5UoQBAifAtgUCCywxooVK5BuYJbXXnuN4WWU7r77buqRamWI%20GBMKY5hkZ2eDLDAZFixYgHzElGB4j27vEI68Wve7du2y+DQcsYPYLBdasFo6VFZlAwpX2hvcy+w0%20I7rXCeiu6l21+20XIxJWTjgTAwstOf0lUUeWgvKKoK0MKuzawpXBSmOnBY6bePpvcTXZbt4oGgOC%20y6zXEJhXP7thUlLcHXfcsXr1akYvPsHKNmw5Ql2uFs1boG8hyv79BnbteXJmZn0IaOu2HVAh2gDY%20Btt/9tmnnkh08NDBlSXFf/zjHxcuWjlixKk9enQfftqwXid3h/pBiWecOTIuzs8U9urRC/jdpmUb%20mBOp8bvf/W7t2rWVoaAQslT9CVzFscKpw4EePXp9+umC3P35tn87CoiAY0HvINuKivLRo0dbBzck%20JAeDAQzauDgfLJqakcG33n37kU2rli+HJ8H/pwzqt3vrNrnNltsP62emYyZM/fd7Vk893nAwtG7d%20uiZNmrRq27Zz584PPfwQIhJeRUpiX8AJRzElnRLhIxoQprt37162bNnAgQNLiorPtQ99SkxOCZSV%20xdtrAW+8+irCYvz48T+55pqyoqK4+Hg7ONxlryS7FFiqvCJ0GRpAdgM9ELh0jblDIjBcSrRvncVa%20Pxvz5um/Pf3Kq6/+6EcXX3f99YkJcRWBUEpygqtqw7133569Xp87KyvTWn+O1rHrt8GwN86XkJw8%20YNCg/fvyO3Q8yRa65ampiX379qyoDEZdVbIzbC1phNt17FhaWNj15MyQlSXc1bHjSRlwecN6rVs3%20Lymp8Pk8ffr0SU5McrmtUyEaNG589tlN+X1WVtqI04Z6rBWLSizeNm1amdM++J9XR0MhTLuMzEyI%20pvp0gCrVemKj0r1e/xXjr5w7Z94TT0zu339geXnFnXfeierDDkcdQakYmVlZyRs2bCsozPNgoxYX%20l5RV5OzYgc6BzQAag4YM+fDDD88ZO6qkKBeugKDB/MATUG5BcSn2ApyvtN3Krs6vdmzdiq5u3qw5%20OpyvoPXf//736ZmZRzF1joTgySef3K9fP+AD0B0u7d2zV/6+/cWFRYlJKfGJSXt37mrQpMlpw4bf%208otfgvApzwRZhjSSKRDw2ZfX71M2TLnx4V6kwC9+8QuGiDLMHe03CWjoSHlxSWJKEtj+3vvuW7p0%20KXxeVFpWv15GxD4UAgMqOTkxu0GDYLDCosz4uDrtGutqQmeUFRej3BSpA9clJSXymZKSYIcH+MOu%20qNftBSRZUTvBUHJ6OlrGSssUCEbdzEG90tIA7ET5qjPho67CvNz0zIzyEuYmrbTUCjxMTUt0VR+d%20ErVyLHqBPXH+eIEutJLb4wNlUcBnHWXi16KrSY174pZe3d269Xj66efQMNdee11KclpGRsZ7773f%20uHHDjz/+OC7e9/77/27VquWWLRu7dOk4c+aMBFeoT68e06dPt5ZhMjMh2Wuvvfahv953yy23nH3W%20GenJKYBP7Is/3v3nksrwddddFw0G0Jxx/rg9e/c0ym74p7vv3rRhw69+9auSkhJ+DmZBU11//fXg%20jnA0ettttzVt2OgoiSHrwKtTTz1VSi8/Px9B07hJE1r4yIMPoeR/+tOfoiFPHTpk4sSJzDWy6dKL%20LoIXX3jhBcgAJA/UBzvcdfef4E9MGFoLswEiZsyYge0NPrrpppvgVap94403EE2MGyC5sKDgwgt/%201LBJU3UwIyNt45Zt2AvQ3oQJE04/bWg4EnaFItaJEOGQ63/tin7HFY5G+BesLCu1b6L8Kyos47My%20ELE+g2Ge5RYWhKLhUDQY4V+Ab4MVRUX2b6OVlSEKVATCJaWBiKk1GLJqCwf5rAxEQ9Gqf3b1Vgpr%20SkSjlaFwuX0TLC8u0tvLS61XI3FNjr+q+uykYSfogk3CpaXF/CsqKtiyZQvNU1ZHXSUl1uHCRUUl%20BQVFhfkF+Tu3R0OVZUXFeblFZcFowO74nr379+zeFQ2XVRbnRiMVfMnDimh0zdfb7LGI7N2/jw4H%20A5Xg4dw9e0MVgUhlsGB/bu6+/bwLsLpn316KhapfqsMT1AyYBOkglnA2jAsgDeej0vUTjarK6ORI%20ZAos9Oabb8JXH330kTX+oeiff//HFLd//fJVQ/sNPPeM0Xt37OrVtfttv/nttKkfpKemzZ456+23%20/tW6ZauFCxc++eSTMCrNAyzA+X/4wx/AEb179wY5b9++fdKkScgj+JCHNFKDefGPzh926sCtX2/O%20ysq44YYbd+7a3bVH7+dfevWjj2f3GTBoztx5NDFUGSwsyAtDadbYRP93ru/WrhYKjYT8tl6tKA/Y%20x1EnVlZG4uKqcnN5fXHCYIFgIMEf5/H7y4uL4/z20VURTBdv1Arr8VihwpWR+DiPtbKKovT6rVi8%20+G9yMoXt02zRqFBkUlJCMBT0+/zhUAh1ChSPWPgqqOgCNGpMpvkTGNVUVlZhn9adQr9SU1O4ge7V%20nqKiIqjc6kswqCMLiosKMho2dNmRSWCJEOiu0sUAAUDcVsRF0G/be6kpqSUV5RURd5uWzffs29co%20O7t+vfqCHuiirOxsRsPt86VnZekck4YNG5ZVlLtd7uKS4oyUo3N6d5x92RFpiahHdB2fFpaJujC7%200YTtO3epl5lVGQpmpKZZZ4rXzx48eDCWDsiZ/lor7c88s3btWmwB6gHlYh385je/oebnnnuOhxiu%20OmFZ51nCtHv37s3J2fnll1/+7Gc3o3sBz/Xq1ePhqhUrLJxih163bNlSVJcGgotGSktKkpMz6jzD%20DqiH+VF9LjWCFuvL5ThIl6mESpTpG8CmFUKG3hsfH7altf2rymoK8Ozfn2fF6MXHB8rKrLMArDgH%20K0oehaQqqUTBjJ6qE3eqctLzaWJl5XpVdPEJDJDQRWt37dotI7aiolKuL60tQWEgBXt3fgTFi9RL%20TbPETbHtHeXKLyjD+IJD+SE9xDTAZAyWl4fCocSERFl0DW0fDAiwHIZ0u2EU/bYwL6+yvDwuPl75%20DfUw9SjxqlhC9qfL3vEDo2IzW8azbXAmJiQsnj8frGvtW7C3NKSlpVF+yZIl3bt3b9++fVFx0SWX%20XAKb3XPPPfA2il0eZm6AzQgdMPN9992nY+8QNzq7sWvXrswy5vr+/fvVgCZNmvjtPZUUnjx5MmVy%20duckJCZGGc1AIDkl5X8KC3vvvPPO2rk1ELD2kTA0Hl9cYlKi7VIvS0y0M1xiYlp7Xi3XcTAc9Lqt%2020BZhS8+MRJC68bD24Bhe+cNQtRiM9RPldHs91m+JOsAO1dZRTA50cdv0VTWGfWuaElpcUJ8QjgS%208fn8Ho8vEgl7/f6ExCQmydK69jn2XM5jXU6Mgo1a6CMtPe1vTz6JjTpyxEi3x+2xA/FLS8sZLq/H%20W1ZaYh39FgekiFaUlvrc/vg0i+Ww6uMT/NbYWU4Ut9fj8tsnm3j9cZWBSupJSUyqDAb9Xm9Bfl5y%20UvL+vftu+dWvWrZooQ3Df3/uuY+mTx8+bFhefj4iwxpLjwdl67cZTFn5laZU+esQbe3atYu3jyky%20zYcDUYAwWKNGjcz55SbLqXY+wXJTpkzZsGEDo92wQYOWrVshiN955519ufvzCwpg1GEjTqOe3Xv3%20YK+eNXYs+Bb+RHC/+c83AdutW7WHRae89VpGZtqwYadhETz/9xd5ddeunT6aNpU6rS1GgcgFF5xf%20GawIR4Jt2rZ59LEnNm3ahGQPBCouu+zyRg0bzJw1c8vGzYHyMgQBf6IUNm5Yn92wEUjY7XF9e9ve%20DzmKyn2oCaAPGIfoNxuZXCI+O8dLxO2qxqjubx0DGctOjq3ZBxvjiFIN26TjRYRDFlhu/u+bJxC4%20Hw0it5598qnyQODq628E5TIUxaUhv+URtU6oDlWUx1kCK1y4Oye9UdNQ2O/2u8oD4YR4a6CKSorS%20URFRRs0TKK2It6MOXe5QWVFhUnpSsKLSn5BaXFwKqIbob7vttmuvvbZz585YlV8u/KJDp45t2rSR%20uxWBJUhpAIjJJAwmX7FiBTrt7LPPtoCPfakYVit26eWXX06d+rmzHrQceo/3KkkleLh169Z++4jQ%20spKSopIS5ogC1unJWEBlZXB+rz69hX24Vq5cmZiY3Lxpm0BlWWHJtoyM9NTkhoUFlaUlCKNQcmrY%204w3v2Z3XILtl3n7qqZeQFKK92Do7d+5Br9avXx95oXxAlmUesPyRgGHbHVDCgNhUER+JhjzuKtLC%20kvL7LHmkI6cPET/+sNZdXWY95UAOdvJ9Nbp2H3aFB/sFJnA8xiqkw8RUnZr1fVxii4SLCndu31Zc%20sL9V2w4omQcfeaJl2/Z5+YVjxozp26dXzvatH/z77RWLFnbq2O6m66+77Ze3uFIbFVdUZtfPHDf+%204kYNMvIL9v3ypzelp2f+3w0/bduuTd7uvLv+9IdAeeEpg/qOv+Ly/P17nnzm/nVfbcLq27JlC4SY%20kpIC+b7xxhvwRs6e3QpFfOutt1Cw+/btO/XUU0ePHg2z6WR069wwf5UXnU+trBi5KUkKYyhLk1jU%20fAvFN7TNbGqGS8Xh2KjoYeYrKS01JSPdCAWLc5KTOnXpbH6bnp4OsnXrfO6EpNT0ppUha+kVSz45%20McFnbfstrwyXtm3T1uWK97mTebnFbH7wWohOieFhOe1DSk9Ni68fb1bstKwlqvC4fSWlRfQFQyDO%20nyANUc2r/3u263/ic3ZauUdgO+2yLzMx38+TILypqS06d/rnW2//7ZlnkpOTX3rppVdeemHvnpxh%20gwclxrvuvvtujLQxY8fCkHGJiU8++eT06dOHDh36+9/+Ft7OyckZN25c//7927Zt+8gjj6Cqx48f%20z4h169YNI3DFsmWXXXaZtU8gKWn27NkoMdgSG++xxx57+eWXzz333H/84x/wLS+99957Z8yYgUF4%20zTXXYDYbDCzfAYwqoue5OdYELrVPSwlrwSZipSEImvJ8QvE8z8/PN2cIUrNCUxQWKt7WASvoXjQh%20n+J8eFWv25+bV1xSEQqDuTB24u0zZq1sJLaE9sV5k8vKrbCkRNtCgvGsqfbGUQMMj1Y3U48oUXwl%20b6GdOqjFyqERdQeD4ZTkjNSUzJycfSBtsFhRUYm9rdrzw9uZ6zmmvFqlPI/oAEgm4+uvv8bospLF%20OM6J+L5dAXuzLnQMTmvcpAmG5VVXXXX66adjbH/11eYbbrhh+/btf//738eMPcuVmHDyyScPGjRo%207FnDeg/s/9TfnsQCXLt6zfr16z///HNA6dy587Zu39alS5cfT7jqwcefhCjnzVv2//7f/+PnGITN%20mjWDdoHB8+bNg1t4RWZm5vPPPw8zDxw4EL165plnMlYwrVJY2Kf7RTVuEDdfablLw8gnbMlvqQQ2%20Uw5EObfEnABObjLtsAdlujMbbqk80d4/tHr1auTRJ598wg+RRMuXL9f2jy+++OLmm29+9dVX69fP%20Sk0DfrstIeBNAjHBqOGIK1AZzMnZu2Hj17/59aQXX3yxtCxQUlrh88VVlAfDYWvlid8+8MADyqGj%20t+uN6FW/vUGftiFQbMKynNX79uY3btQ4Iz0jNzc/3b7qtOthLOR+C/YeEbsiiZHcUKep7ft56Gu8%205X7zpKanBa015IB2pefm7svOrqeYu3Xr1nnj/L17987fmRMMh/L27Q9WuooLC3ud3KNd27ZF+cXw%208KRJkxYsWNC0adOtW7d9uWhRQqrl8Ny9d4/b64KNXXbKDgxIWIgKO3ToAKUW2Nle27Vrl5GRYWia%20V/NcfCXoaNxOYkiNobV9p5gmFPIJg6HKYABqoH5xLJ/aPgEEEKvwLS/lJzou0MwRev7DDz8Ehy9e%20vBgoBDvxQ8AzkghYUWTlvozw26LCSlfUx9srKsq8vlB8vLdx46bRcPw777xPDeFoaUqqz26zXwB+%201apV1AABwJZiVC6QheS41g5orUijrDSanW2JlXAYkZhSGYgesP0g8sPI7eQ7RnrVsNYR85iOLURF%20mPMLv5cpcD0ur7+ioOCrDet3782dNWtWfkHuO++83aJV6907d65f/9XyZUvKS0tgiVFjRmc2Rvs2%203bJl069+PamgIA9I3LN75yt/csXDDz88atSYxtlNr79+4s9//vMXX3zh/268sVPnk64Yd9H1109A%20+VQEwj169AA5Q/cbN25EjSMIJk+evHXrVvgce3LRokXaBix+Q/cK0BpJp2EU7qUxcD7IhRvs3hUr%20VqBCYQwqZ4Q7deoEMqe8PFhIEIo9+uijMHavXr0uuOCCKVOmgBd41/nnn491CqygJE8A8P369aOS%20P/3pT7TWWoJq2BC9Ovmpx9GZ7mgKsD+7YUqgsiwhwZ2ze98Tjz2flpqFBdyoUYO01MRtOzb9/dk3%20/L6Ec88b27Vr5yZNmujMB3WEV3zwwQcrV66kF7zioosuQkAsXLiwvCx49VU3NGmSuXTJ+hdf/Aff%20/uiC83r2PPmH6hk+VsHxZlXgyH3WVmYij85Ek4n1fTzI0G1tWSooKv7bU8944+OTUtPuueeefv0H%20on9+++tfQWotWzTbuGFt/z49ho0YESot3rJta4OmJ105/oqf3XRds+YNI+HQ5CeemDH940aNmnRq%203yUu3nvXPX8YMGhgempim7bNk9NS773v/suvWJ+ze/+YMWN27NgxZMgQaoZthg8fDrE+9NBDffv2%20RedMmzYNlbtmzRqLJbKzoVrnCcuaCxMHxmBaZ9jbyIXfwodwLzyP1qJ8ixYtFIbNyFMAzYZh/PTT%20T991112UXLt2LXpv7ty5n332Gb998MEH4UnUKSUpRmO2bNmCVoTZrO2WPl95RennCz7dt7dg41f7%20W7Vsf94FpwHS4b5XXn3hg6nTf/Pr22ma1YD8nMcff6Sk0Dd61DkPP/TonX+43RwSLZOYl/7+978f%20OXIk8mXp0qUjRozgCeb9p3M/nz1r/nvvvg+oTk1LvvjiixcvWt6v78mFhRXp6Qeeihb5b7dmfd/b%20lqEiIE2p1pAd2wQxfR9Pf3W7GrVs0ahV64rSsoSU1DZt21cELBPR6/XDLD6vu3699JSUZFckvHHT%20lvy8woh3d6uWzbPqAXfDPk+0tKzk7LFnB6z4CqunhQWlZ40dZW92iXO5g/5owAqy72+FTIEw7WBG%20K7V6G/vS+6HsM844gxvFDzlT4cgKlYeJGvgKfSUPMLoLDUl5eBWNClbXE9iVoWbw+YksQGxpOHzD%20hg2oU0qOHj0aEI7sgEXhebA3dfKr5s2b5+bmvvfee0iTiRMnvv7666h6puyyyy6Z+fGn0z98cePG%20zS7XaYkJ8ZXh4vfee6dFi46XXDL693fcSvtLS4uffe7pkcMu+eqrDe++++6VE8bB6rSNr4xHGmH0%202muvoWMxmE855RR6QYE1q9cXFBSmprp69ux5/1/v79+//7hxlwOJD8arPwSOrWJXxQYZByA34hPu%205bTQBMuu0L3OdPBb8QClDCuY6vPPP8eOYvL4CqzClIOd6iljmL0Wd1gtUyifTCktP/BSQ4iGKLXP%20SxFOVrSArUnUJOjpKLocaI/ZqffN+RTWjdtKcO6yIiWrYXxVI0PhUDAYTYGaohQMJaWmvPr6a4GQ%20t6y4qF5mis/njrrCaalp7qoDMj2YW+kZydbKB7aZG/vQ44tP9Ln8xtFiRTUd0COTF1JIRCej0zxG%20hmol6UT91v4Ye4qZJqSAsnAsX768T58+HTt2VP2iBEqacLHzzjvvpJNOuuWWW2bPnv3SSy/99re/%20HTt2rNaTsrKytKuGkWe0MW55NUyrlU94WDv7bvnlpOSkZLXcCqexzy5r2jBRJk/1orGVPA4+5BVo%206fnz5yNHrHyudqfgxmuvvfaBBx6gDCYx9YNikF9gilUrN1KAt5x55pnjxl+2ZMniZ599NiX1hxks%204YMHjKdeFFmV0LCiQp5Dw8zmrF5YQvf6lZKbYQshaKkNCcev+DncixXEnylHFCkGgUoi0Cq9KC4u%20zgmVpTf0FcRBeTTAnj17GjRowD1ELPo4XIVsxEoM8DZB8FrGRJDZwVVRj9UAZ6jHN/LbqsodsSWI%20yxsX36J1m0bNWjDGiclV/ByJRuy9gAokOtALGD0C14h2xsOQ0qJSrVp3OTyj3AbSjCeYE+BNbfAG%20ChM8DD2AhNFyr776KlAWADxz5kxeumnTplGjRmHowtJQAiQBZt65M+eDDz5kHFatWrFv32k+fzAz%20I+m662649Vd/mTz5lZzdOz/7LLdZswd/8+tfv/Li1LVrV/v8UWzyXbt2MX0Yq8gR6EfAGIzNQ9rA%20i2gYDciu35guTp++YPPmzbl5+1q1aoXZzLTQ3fj4471yeTzYVeQuHSVyNGzJiEuoK1hX95Km/Mq4%201+Fw+2zIRISitZW8TRvYlYfz5s1jcMWrR2B2ap1NcTbOpVcF9xt21XOUOUhJgJmfILwxbyQ4jtg1%205YQDepExyKWmoFr77ZEqI/YbdFzFY1ZcpRVBiWq124wpHm9t/BJvB0OMZMQTk23U/Z+SF3QM0kEf%20NmvWTJNLI4/AiaCBxTRF5iKIu3Xr1r17d/D2K6+8ooAzut+oUSNMSl7EOMO6qFOUNmWYd+2869On%20V+PGjeL8iZdfcp29L7eeHbcUGj9uQttWPffszn355RcTkzwlxYGJE/+vX5+Re/fkdu3WqX379qhK%20QDU1Q1FQWl5eHvY5lImYoC8PP/zwY489hjjweuLz80o6dmrv87tLSrI7dmw/YGC/+ITjvWx5/NgV%206cjoIxoBNgxEpX3BukwAnKlEhLAiXwFyoFf+1L1+r6yF/AQRyyjzQ6ZKnkkEfHZ2NsQqaHq4FGNv%20/UlV4kVxLzfylJgt6QamMp1M3umnnw5tbdy4cfHixdCNoEFNYuJQ2mN2FzgVjvCIViMVXlOLs02/%20kuyzxZwfRUt9kWjQ7XHbmYEtbRyOBH3KdfiNlvZUp8s/vCsnJ2fp0qUMuPa7qAFH5vMTW8L5TZs2%20pRLJa+SgJlSyG+1nDGaogq8uvvhil501RoNz7jk/sk428PpKS6XhvcUlJRnp9UaPGWk6G4lWetye%20M89sVlxc6vdbPsWRI0caMMX8Ii+YWUQA1LVt2zaB+a5du1pIJ2LV0aJlvZKSIAjd9YO+rF3F0hiY%20CrIGtaFJzgbu4UbBUR4q9kXL7oYKdRazzpUQroZpVYw5UwDqEWhXKmGSqBx1zSRRsyoxNpXhB7k6%20eS92cvPmzfkTJpdyoFNKFHjECta8xVA8L5LVoMghb5VBG3HqVZsEw0BhhbNSxi5mWaeqxYtF6rZB%20DP/CoZixibodTTh8I4LRME51cd2RHSYkDCWXjwItxJn8iS2ANDRrbFAOz3UAkmZEX5Va6QTouifq%20C8YnRsXnkRAN8+Tl7c/KsqIaPB6ftaMragUhpqYmMiKKoJQ4oA2wfbt27W666SbFOQ0fPhwJIhlU%20Wloe57fCMMAxkJ7gSV5eATX/wPRqFbvOnTsXYw/UsW7dOgVbyjyAA5mPli1boriUcQ+Rpqg0JcvU%20crwcdNrQvHv3bmaRr5g2QBRsRj0R64zJhCNoGZbJlClTIDXeOHr0aBpmn0ATci5OGEjMDcCMFsKo%20NBsbBryAsC+wr4O7CA/TppVTrXPnzmJXl53+11Wz+lNm4GDIjhPyVW0ttD6qctpYbw/DqeGgzxvH%20v6MVEC05ZbxitPaIs88p3ljh8tqmZwN7axcUglhSmBsxsEwDzREPmQjb+ZfsrkL45T6vK2jb42mp%20yajErKz04tK8evUyeU9JUTglxRsX5wtHKr2euIqKoAInteFWmPycc84psS8mmnepVUlJCcazaDnn%203HFOV98PULuCMYCsoB3GhXGHBEHFcB03zAfKCtkmdmUCGCYF3DN8jBGzghClJCzBc8x9mJwhRv4h%204zH6Qchr1qwBtyjR6WG1DBy+bNkypHvv3r0V4Cqfp8S2cTLpoqnUj5iQLxReBTWABgUQagG6NbGx%2023HpOcxPdyCaLl26aKBk8B9scSDqdNioDRZ6d3ncEbfX7YVHXe5KWz1HLIvWYV1H/2OPJkMtx8w3%20zTsiiWkQr2wKiQB5LrhHpqvZzLsBIGX2cSG8S6GLXjv4kMFAu7t9ZX4r662fUbdOonK7wq6K+ASP%20vZ/GHwqCYihWmphgWQdCeTJ5BGGk5FPsS18piB8atHzUcW7gNPCroqKMtyM0DnLa6A+DXdGBCmFp%203bq14r8ZceYJlasEdtwLW0qyMjra2KEbvoXbmVH4c+vWrWhCgVVGGcSy2r5Q0ZQ5XDDcokULlKTL%20Ss7WEcYzh83E6EYtEfFcr4bIkB1WDsH69ZFEyrJ3WLarab8cV4Zpd+7cqWie6hNoD4q0RChWzYyd%20z8bAXo8/ar71WluX3HAx6tTaxMQrrAQ6YGZLHUYPdI1EjkAlKv+D6TiTewS2KzOrfYtWzq3KSqaP%20Ok3UisQiNQt7aw8QZKDRo7y9+SbJ2vqXnGzFTmYjL6xU0oEKcAecb53DR/dz8/LrZSWmpmHmuBIT%20EguK9mWkNUSQiRRFadY26dRUPZHfpH71USM290ZkiNloJWhlkq3BKeyUpoc0HIdaLmKf1ns8BIQP%20XtqwYYN0IKy7aNEi6L59+/aKn4ZAGRr07d69e3fs2NGkSRPuAb0gZCajU6dOO+wLRQpjeO3DIPbs%202cP08C2ylsrXrl2LouNXTKpEo8we6Strp3UNbMxXNIMJ7tatmxHqcKMqqdpSZwsXCFQ5DWS5UW3Q%20ToevvOGHm27CrD1KMconDAXA/MAHOYSFh0UW7homKT4hycyf+9u+X4/PCoYyWjnOX/1zdwx5qE6P%20yb2klVJjAmhl1ex3lW2vkmIksZZymulbFXPaEVrclpXuqs6opmVb1SBudDoLlBdesVNiSzmlzNqe%20EsfYutdaRq6fjSUpjOOx3LZVbEC3vfWykmxjoaq/GWnZwWBYEyoikcaW58JpgziHKDkpVc3jBrMs%20BvnLjaKHVYcJVa2SRTXebqd3MBoTReuOxm7NNnQSDVZW2o7+iBWsTEFGGBhlne7pMeQtN4czeNYs%202juHNGAn8dEY6icaUjOwAEaI2YdKVFQKJeA0UDGMykzwCQaGPxWfgHq0ky1ZKo4yVAEelh3Ln0oO%20cvrppzPKn3zyySuvvPLjH/+YYZVfd8WKFcgCM8qa5oOu+DsvtP0VV1xBM9DSRp3WjqgVyE79idaR%20Udal0MXDXW+UKW7oWyacgte1vbv2Cg79VYdSRlrlwDO7rBRW9kRqZOTSE3S0UzSE9JW5anpB2L50%20oyU6A1hMOIpRzkbp6dUyYhkZ55L4AfLvWwE5jieODW6OJz5f1AhNZdIxlccklGaijei0Z97r7KbT%20M2+mzKQ3kM/dI/aLulyOjSiHjkTsIwUjNoNV+izZHXU7WijyFi1pIUPtlxdAgUYSjkIuGm2jBjTC%20mh2KqTYf9iGmJmpw5cqV6Fj0JPfoT3iMH/fr1w/liYZEU8HS27Zt27hxI4yKtkR4oHvhVYiYH1Jj%20nz59gNCw2bRp06iW36KRaBb31ICqFAPI+aHVS0mag44F8qZr167VqVJLKK840lpArBSLSe+koT/c%20CAGndnVuEK3Kmls98XrFcdhyIPbTTKNqhGKkY2mDQgik0IwG1uVybDmsJXO6s7Bu5PTWMEreWWeC%202htNkezG96tTFKT0zHL9f36Z1DOiDckpFIP0jLOpclZD3DTPzm5XtcYuUWW6XDv7WVZ+JGrGyjZQ%203DGIOAIgquJrt1PH2mEwznF2l5eURD3esvKAGqP9wMplpWBBuiP656LlkDS2Gw8laimjvccMJv2l%20DIzGDdiWCi3tah2mWlIiwMMEaFYkuRWhKvcST6iXikQfqGYlhuWVDBk3/Apm5k8qOeecc+BP4Vh0%20I+176aWXRo8e3bdvX42+v/pM4VrYVe6cKgCjHHyHYkbYfh3tSlHSzSNwiprlVidQ155sk97tP9x8%20f1jrz2ZBde7cuVgumnUd+szUNG/e/KyzzrLm0uc7aJNq32tx4Lcxu4uhgbfffhvxzdgqbhlJzduH%2025cJgTyK4knLgaZh0CRvnz17tpYhuBgKkCAKR+FrNKlDhw5nnHEGBZQ046DuQ6Xh9fiqY85svrRe%20YfOiwIXHVaVhv5tIwlZQmlfiw0oQGd2Tk7N2/VdvvP4WOlzONrn9MCeVEl32i1ny5IaucQ9mrkrj%203Lgx7VdaOYhfyUPobMQ6vDvD4v4RI0bAZpMnT6Yc6pHv/v3vf/NLNBuc9t5773399ddAWbh83rx5%20aN2OHTvy7i+//JLyTB5G7KZNmyhMmfXr11N+3759/fv3pwWo3J07d9IaNDAtgM5kgThpohYmNLjX%20iNhDWXUQfIrZ3nkEvOokZeOflKJzIq7jwK68UQBBW8+hyE6dOg0YMGDw4MHMLlTLsDMLJseCpIxA%20gVpbOxhWYfGJ9JLABRJZN1rBYjxBWEx07969wV8MsnMDBg07Wv2VeHUGmdM1IB6vpuN8du/eHQqE%20FAP27mLIDPjGIBhhGtNZJ3zw+/xWdmzXQfZjf7MQcLA5RcFG3Ebfui2r1+uxYsVFLbC5xzoPicZo%20GYVBk1aEjBkuRGrnzp27dOnSpk0bhpE/ueEr+IJJtDJg2fJXSQ5oJ/egURiQgYUBech0g2p9H3zw%20AT+4+uqrqZo+w5Y/+tGPYFqe8/WQIUMYrPnz5zOpvXr1Yii5ZxYBuryJxslAnTNnDgVAy7SJVr7+%20+uu8GMkHWlbenVtvvfWrr76aPn06YJtqFXchwqoF3DpDhb9zR55my/gPpYKODKFpvs12FgXHS67r%20OFnX8U1tIWklJIJYPO2000ykvkQ1ApEnOlFejTSBX2bfXC1g2ESbGL6V20MBM8wj9UNqfLZr105u%20hc8++0xLOCL3WqK7joBdzVwrMAMtCmSDdiFOeafpKRKEJxTgE4UhJaYRkH6OMVVk33oPULzhSDgS%20CmuWrXGIOsSYJfzcrjiv8RCLYy1lbHup1NRgZdDeFejyxQNI3UOGDZV3RlG6CFa0l/znilAAlgJP%20INdWrVoxlcwgf44ZM4YxRL3RzgsuuICWoPaUigCsighA/cI7HvAVfeaXmzdvhkVpQZMmTRBdsC5M%20a29uKl2yZInCg3gTJi5yFxaFJsAnwiRLly7VsXTUQw2wMS2AY/l2+fLlsLSWZGbNmoXpa5x1Auu1%20TJtzi6ZxoNVC09KrMu2qTBE7oclhXcLSIcelJEZGux7npTbjClZqJbGuxs3sXGWcFUwKj5XZF7NW%20Un1Zp/LYdFzT+qopWeS4dJYnVVEts6/6jS3AczuZwzfO5GNhq8vzLOEOFcmnJWbGlmNSICcrD2O1%20O0qubLPSbmLpZBZZqTPKyzxWBJTb8KoxnfQiAAlgIypBZcf2HbCUbtRDUARmp0r3GFymBXllQTH+%20DgkdmicMjMKELyiDjgXbLliwgL7APjyHdyiJOoX74C80ttb5wbyU9E2YMIGvqbpnz55Ibu7pGPIA%20BlP0Gdw7duxYDV+zZs3OPPNM6XrU5uWXXy49hkLmV0ww1AMMPvXUU8EtNA4ZzJuoVvFStEbnBZqY%20W+MpqUnwOwGSqzrFRI0+g2r3jxP+1WS7yisjh40UslhdYljSXfLCfOXUqDGO+GN6yfsFscJaissT%20XTKMa9eupQ133XWXnH/IciQ0U75u3TqkMoOP2WJl/XW7mUftlzDYnnsgFTMybdq0J598EgKAMrZs%202cJP0J9YRohsqtJiGHMtapO0FbeYbQ9H8czOqhVUG1sJyyj5O33XZkxrwcY21HmenZ0NU0FF6BId%20QqktnPI7mqTKCxcufPrppxnAtIz0kSNHDj9tBHgYkZSZlh71Ric/8eQDDzyATnrjjTfe+dfb//jH%20P5o3beqLj7/r9ttfff3N3/7ujismjANA2zEfrmAoGudzl5SWpSUniXDhbzve2xOfkJSekQWiVPwf%20Y8ukONPZS3DQIwFdGeHAe/CmEtOiP6UbmEqeKwATNQuv/fjHP4Y3rfgkeaWYTvVQMQ8aKcZFy+7a%20WKcVIYk6SmpNjHtegELGwIAhYcuhQ4dS8osvvlAoGYIEkIzAOPfcc2kHxWB7fkK1ciMdRcqO8RLV%20YrYZVjTsaiSxYVHjhT+BZ1KaBVVXdQyzOqj8TFpkxtBgRgFUSElQ0qJFiwBUAMh//etfdAHegwmV%20slBrgKZHSrCyYsUKxQlRIQiIT+xD5DqgCY6F/jCclEPUbG84/pckuxQvLaHjDIviltETir4So8po%20h6rpAgwDud9///1t27aFJ997/99bt24tryhPTEhMT0svLbMcq2iXP//5zwgp6LZTh44t7HM9QJ9X%20XXXVH++51wq8LSjzuCKZGSk7du5p1rQhrJuSnORYlvI63Zw61Bdtxw/Rn8ZfowB7hUNrnVxwBgaE%20NbbZF7YGTMENQEB2pdJ9wP+q0GcCFeBjA2mci6KMjjzDutdipsAnZRRep3UhubOUE4h3oNxpCrYu%207IrkRhyMGjXq/fff/+STT4YNG6b9IkeRV537VGMcLTXZxkaxG2PVHOhk2Fj1nMCjPQ6aWU7CTkEp%20TDmysm/fvueddx4GyLJly5j1Sy65ZNeuXZDmL37xCzTPpEmTfvKTn6gqkZQJG+Dn8PMNN9wAlz71%201FNM8YMPPghzXnvttcr6DVTTAnvtrsHjMA7mEBD0BMYXdC/1tXr1ahNXINCkdgoCoIEhv3vvvRc9%208YtbfglULCkrA4bQtZSkpBdffBFaFau/9NJLSxYtZjQ2bdhwxx139OvXD5HHIMN1l112GSNwyoB+%20ABl7A0Oc32fNh8f2IkerYTwsMHPmTCocPXo0mpN5AagKbItpBYyFHM2WGHhQOfEUGI+lSb+0HY1P%20mF88aNl6oktjhAjqOOPXxJAiEWNzOnN2qZjLjsMGTUEcn3/+OYSCPOOJYJv2NKOrUfdI68WLF1MP%20g34skKTzxK6Yg+q+8zKOREFfc53YA9pd1ZmrnFvhGD2hIab2rLPOgp5gvEceeQQKQFdAYa+88goM%20jL7F7NGqnZlHI7C4R6tgQUEZoKGVK1cixZG88DyqAJpmQiF93iXoewKTUQpSGqgsf5iO84LczTqW%20MVigfrhXxufEiRMB82+99RagY8aMGZs2bbr99tvp2scff/zee+/BkxSWS5a+86Kf//zn48aNQ7ta%20RntpCeDlpptuatq06aOPPooQtJYVfe4DbTi1ijcKp+g0MOrUeqcOtuVPUD1CVpvYtO4KGkLW0AzA%20KXAGAcE90Eb2LbWhh+fNmwcI8pmAUmOESMMYYeC0LY1PXI4vkxdGJh+V8m6aIjED09L03r17I2Me%20e+wxxgsjtlu3bjSIMmA24yI+IdNvDFRn6l1xhTFrY3p9otrpOiCzpMGB0BbERINBUMw6CuSee+7B%204Pzggw/QsZSZPHkyM3XbbbfJFNTuHI25UqvA6phSf/nLX2DIv/71r0wipMw96ogCcL4oxCC6EzUU%20JopLRjtyn2ZD1lqlbN68udyKJnOiDEgYBin26aefPvPMM/Tu/At+9Mc//vHlV1+FApUvBVanNsVR%20wrHvv/dvKJNvQSsoNHRPdnbDXn36/v722yxomZbh8linO5VXhBLifVXRUdVoOBJ18w+9iqICq8vG%20NF5SI3RgV+V/FaPBBXRBCUD4SsG/FJM1Tgu5kWPZyokrMyZGYRpjyalYnPdyzckQMtTDvRYAsXx4%20N2zJWzt27KjtO7RJrn++5ScIuWO0bulcQ3PG6Mdcnhqu71yMPf5k6kT4xohVWjPoVVt8AYegL6wM%20LXHDyX369GEuID7MEIhPIUHORWydxEExtM3ChQvRHieddJJyuEA0vXr1YtZ4rng6ZZA5gWLLOGnl%20QIHNgBXaJCQCLrYvJ+jTn9D67NmzMeOh/vHjx9NNsN5vf/vbrl27FhYUYBxqmYRqGUA+69vX9OnT%20ZXyi8e68805kIuWLc3OtULyIKzHB54g0rl58tYmK0daplgy4YpB4r8mrrkA0bJZs+2BB+IViDDXs%20s3PnTjoFutFmVYpp84wyRvDEcjU5nShGdso1b2SqWSCVtHAqHznNtSZJJ6ld7aMqdCmzrpgMhkkn%20mkFAypo3a9YslPspp5xytDjBaeM5AW1N9R+4kGvY2LiaTJkTntxYgEW2iZ4AX7VphofwLbp06NCh%20AwcORB9CwWeffTZtZpCFaLDEBg8e7HQUmQNyAEHQwEUXXYTNhv5hjq677jrmkXqU5lsLAbUv3h6H%20y7gPqjeml2Jw0X7IKcO+oG+zLihQmmEfrklh+k5fbr31VjQh/cqxE3phkY0bPx7AGQxUMkrTpk1j%20JJs1a0bNt9xyy/vvv4/g69y5M+9F5UydOnVnzu4uPXsCSs8444x6WSme6vxcEXvHgKdanzEXoBv5%208LT/QYpNLTdxzlp3pIVWlrmmTeXxhYNkfrvsQ0/4ofQo5ZFNFuB3VR+danI1OQORnU5UswlGv2do%20FBRmHirhCwJp/vz5Oi0bbMagNG7cGEr67LPPEFHIb34FksFkwnIwKVqOri4yfFgLu9bkPTLL9AaF%20HsE+gaPuapJdZBZ+TQsZbXkvmF3G/+mnn16wYAG6FFKeO3cuxeBqzLN33nkHQjQr9ZLLfDKJoMQx%20Y8ZceumlS5YsATljx5577rkgo/vvvx8GhlLRRTqLWaugJ8pJbjzDIj9tk9LGSS75QeTMF9qnvFaA%20oPIRI0ZoQ6jFUX5fy9atv960mTp37NwBn8T5/BdeeCEswH00bHl3R4wcefn48Ynx8RGPF9UU9bj+%203/hx6WkJoaDVAFRrcUlFWorZQhyhhJWWy2ZXuH379u0oSZqHjDDZPKXzlSwJ81BRYsBmoNDq1asp%20z6w5F8O1fqbdHeaErqooU5My/6C+Vqd5aaCUk82c1KzNK1SFNWXSeSOoeAXAjOdyQWH0I6hmzpwJ%20AKChctBLivNeunS429kP3FGh2TUnUMRgb2c4pAGcGiDnQo4o22x6ismTeATrrk7Y4nT50HfluBIj%20OVc1oSQA6pYtWxhGxSpISvInOIoODhkyhCdQJFV16tQJSaydUgo6ReVCDcOHDzcC10RfMPIPPvgg%20CkpHM2KvKpcIMGzSpEnIVnTFgAEDaBKYkAJaRJEGUAZwGsDPK+zNvVqpNtrDGU4UM3TGX3BYC1rK%20XKtNBZiXSgoDmSmLmNlLZDwvxtbVboRvUtXoTHGXq3nTZgaqVLU2EtauHT4xGzzVXt/6adqB5Hb5%20rTHMSNFON+bIE+f1RKzoJ7fP6w4FAyBwRpsGALORI9TsFPe0Tdwrn5OWdigDINcCp0ZMgdACiU59%20c/QlJayItc3sItR5ff/+/WnWU089pUA5RDjyWxAfpAFao6FwLFJcGywUJpJyjE/Fdtrqh75EdBRj%20Yl2O3M66lBwrZnOM3CcfffTRxo0bASkMFCJZOxkpABViJkG1yD6t5sGTB22tfVhbVOH4pgFQM+Qu%20vBMT+OlyZJBjgkBGrurtTbxFbljZjYsWLaIAdp2JPDGMqjAsc8KNcXMcWSy3FvxViQwumYLQOoyB%20jtIpPvIz1e6/dNcgDpxi1BKaUeu/WqryuKuSf8CDjKuioGBRoCWt0jYmxAqfEgdy0CpwkO7An+BN%20LabQ/qVLl3bv3h3LRQL6oGtmRx/jMXnCk+AxZgsiU1AEn4h5vgIqKPVWhw4daCKoeNWqVSIjhekf%20QVLcQ9e6Tl1a01rOgb89ujaYCWw2RqmMEbOhXIc+uuw4e1Qo90qBrY0dZtWOn0jZKprFLCYLtWoL%20kRaNtWBuEjKaw+Z0CI3W9yUvzKkc8Kp4QzwgPKy36KXokEGDBqHJd+7cqbMFFEchk0q7wOiRFIgk%20kUmF4wz0OfR5NPs3kC90WScSyG8SY7AcwTq58do4Ha61s/1Bd4PIEEWwMm4KmTRg2EAPtVzxw/Js%20Kc2AIIDZ3H8QmXXU2VWChM+zzjqLdsCQtHLUqFEoAQls2JUnEB/KAasd8QOUd6YsPBY20qFzXQxX%20H3UFeyAFxIgJOSTsw9oqEMDLli1j+hkr5fsGFSMB5SgGju7bt49iiDy+bd++vTO4xTmAZkXd6Wp2%20ZoQX/5vCEhwoClASVMVLld5ZknSvfclRSQ2wK/q/T58+NMwkozYAIYbyjnhVzISvuKpPrIVs6IIO%20DUAZaH1YAuiIs8m5qrI3ug/FpWJmTTv4mTW4DkoGCtEwxVRrTVioRJnGEIWMngQ0CgxJl5eXR2t7%209+6NDaKtrDUtmB0TtwGvROgOGzYMVnzhhRegtiuvvHL9+vUzZsygQQq2VhjKpZdeSk/eeustzFrY%20VftLjixz4ncy6hEciheTXe0oXhK00hh6BdMmMMmAcA8VIulAoQhgQU0kIL+CY6dPn+6qDnmTgcoA%208vymm26qOtiieve/q/p4IS2MV206qV66lOBXpi7ncSrO+9mzZ8vdSg0rVqxgmqRymbs1a9YsWLAA%20oqQGOOf5558fO3bsaaedppVDtYTfmqOZFd0ZI0eOYMTk2sBkBUkqfZy2Ijj12BFEXxl/ARKQPxX0%20d1iLAir88ccf6yQuuFSnVysO0bjB+Ba+UGDGySef/Omnn/JGjEEUGHwLa1gZraoz7xxzMCxYJa+D%20Gi21yUDAwwqP1L4cWs8TRLIODlXHjnXcTEzww4HXQVn0KLZKFp1sPJOsWKEwSsXOnKFUYQw+uacA%20zICOZTDhW+wiaUUKZ2RkaBcozEN5nSjpqt6c5DT5nHghxv0mFnKegqV7iQy0K69r06YNqpt5lKeH%20pupsaNS7XoqCXb16NQYYFpCsNdWpICHRvZSP1uqPIO+xc+FNrgfJNRoDidNUBcTHhNQfFhhWMu1N%209iUcUbuDw1CFsLeCDaXYTRALhK1EWSqpTeoaRm1gVoZHhWRTWIN/UF49JtpVq0myu2hTv379aPe8%20efMUiSIxjzhhUtG6KgbBQRYrV66UnX24Uu1wFex3ZgM5Ym18KJdz5ZPZZS61lQSAxFBoOvmEskFH%20J510knZcMFzdu3cHEsOZbdu2ZXZFT8qfQAF0L8iFG6e7yJnyIsbFZbzfZulOmNwU4xWIWqR+3759%20mzRpwnslfwUU5eHs3LmztCuaAc6Bh5VueteuXQhlLRppJxCMpFOwjhgPO53JNKxFixYK/ICKeIvR%204c401EegYBGRUo/N7asmtqnFgGK4mCa5A7X3wIgPE0LHTCnoilFinBkZyADZZ6o6fmDYgAod5guo%20gBxnzZrVwr6YyAEDBsCcU6ZMGTx4sALlevbsOX/+fLANg84YuY7q5u+apq2m5wf6D476EAGEMODR%20SMIUyjMq9wMUz1xKxWmVXEMh1Gfy4jklGjMNQaxatUp7LJ1p0JCM5lxmJwx2OU4bcq6umzLyHdBO%20GoPAlbIVS8S0RMvvpiWKleVbfqtQO7SuyT8EjTayL6o63IF1zosOs4S0dG4AMgWhoC24YpUjOPFQ%20VismG7YGPz/llFNobe3sappk8igwFABGyJ7fynsvISVPhEl4QuN1Zh9kgKRz2Zl9GCUEMZLI7FU4%20HuxqZKfWqZEZNBGrBhP83XffBbwxEMz3rbfeio698847NfrY3G+//TZsrOOAD9yoZTZq1m7bmP1u%20GiNDjjF61XnEzoGuILPEolWvWkLbTSpQA3WMO9Fk5VbOOxOKDP5ZvHgxFgv4DdNAhzUyx86Egwde%20ilKQO9GZGBH2EOiShtH+LI2D/ECCnQf6XWLOQFB6F1GnU98KOTOP2n1lDrNXromY5Xd+rkBZa0mz%20eXPVTA1AeuxeJDIIonXr1v379wdaoxWFG2UOGLFiNKTZf2MMPxn2dEp5p9FdvXr1Qi5gASoRsVaq%20DndR1zAGjYfthwwZQrVQqamtJnFvnOqaO60wIzWYWchY7nSDhE1iVy4KgLcRhaeeeipyFh2GxuJP%20buggEsdkTj4eriazXKFttEgR2kTT4VWeMHPM8YQJExjx5cuXM/QAOYqdfvrpiPAPP/xw9OjRtazH%201OJxdebgNXlMTJrvmM9apsEk8nRVB2yZ0AVnPKaTDfQ6w0UiNT2U3GEmkFxatqHmQYMGIYDptTLC%20HpSG1ELmW9Rgos1UrdZaxGDC1QrZN5mEjW0ilqvJ+yKvxkEzpGnhxMg1M2KiS+PK0p+q3ykQzaZL%206A8ewABGQGulh3nXJmr0Cd8qs5GRyMoOq7FVTLzy+JgEn0BW5QrfuHEj46C4aIbUeNqcju5DxF/S%20/3KmiCYPRT+buHRX9QnXtIHfKlXD2rVrEU/iZJmszIUOZwMXMPJAD1pbv359Rgbip+MG1R8n29UE%20zWi4Gd8NGza8+uqrSKzzzz8frTJjxoyhQ4fCkwsWLJgzZw7I4bTTThMInDx5Mh0YPny45sbwxqGc%20oeZMtSxNa3jj0A3XmAV959ZC8aqhXSO/nSdrOWnUGW8Aoy5cuBA9QDehWkU7GH0iTjMu4piVYcNI%205jQQ440wjRGJG7KLoVQzF9+5sOQUbWJ7Zdk0+StNl517tpwu6JgNCZoIpaEwJ76Ds3Q6K+YAIwMn%20MywxywHmpZpHASWTFB7K5gbKoR4QCghWQYhGhtbS35rMWnnOlUxUp7abvAW16GSnk0XryTRM5jpP%20sO9c1VlTjA4AXskXqCNpRo4cifm6ZMkSoCV2othVYOp4eIZd395RqU9mSCe1yFemI4/QsaACWiwT%20TqCOcVfeA8Olhxh+5Cx2YMzDofNqjH44MMoi5nUmKTFfyYwUxchyc1VnVJIlozBupsTQouhSjkRF%20JonVxQZOlehcqHCKjAr7kv53OSJJDzGzlAHMyk1n4g0M+x2Y8UM2mIEeThe02Vyh7Z3aQy+eNx4X%20pUoTvlVGBUMnJkZfyZOMYa8OGibU0ghldDwibdCGXqccqZ1UDgyJMSeSB+wrRigf1rKfcgZo04t8%20xS5Hpj7588yh3so1Jco3US41+nGPhe1q3kcLQCydO3ceN26cRrNdu3YXXngh4odvUaeYbcwEtg3z%20x4gPGzaMhyAcs4MxJmbS6fasyXY1YNVQz0E5thbWde71FYZROIEqdCofpwFsNKqC0XTsiA4C5yfd%20u3dval8KyheXHqgHFBLkVFOGf3TUhaJtGDG9CERtTuXkpTpiU7/SXhCnV6kWy8UYpdzTZu7l3ue3%201CkNrxfRbLn0Fc1i0m4p34o5GiMG4cvMM8MLE0IG6BMULK/DkIMAWrVqhZ5RwIwC3DWVCnTjxjh+%20uMEMlln48ccfM8IKk9ArZE8eSqISJ2k5l7sORbg7cYQzUwQNQwNp4YonEL/CwkwSn1T7UlSf7hn8%20Hj16dOrUiRFQTsnjB4ZjJLckn7I3yaF30kknab2BWcHCZtAZbsi3f//+/fr1w0Z///33eaJlCde3%20D1mtRfDEGJYxWSAOnVedmEoVig8PajyLMcyJTyrAhEF/ixcvpndMgHb/mgDDA48aMUdgy+A3oXaG%208pSEHWS1bt06HREIAIHKeajd1VSutbEpU6Z07dqVxkD9Xbp00cbL73STOpXwihUr3nzzTepEsFIh%20L125cqUOWNEGA8Qo3ZFCoC/t27cH2Gsx1gAimSG6cW4tNowhcEhVTDdCjY7wiaVHBwHMkIFeYQ6Y%20kZI3TaV5kA3PKQypoMokpIz3tRat6CSkmE/5FE0gx6HDOkN1XDk5OeJbJkgOXu3sEzxWyJryOogq%20GDdGkvnS6oAh5uO0kONMEKFz0ESCEn7yicGxihTDGqG8ALCWvBXCDpWY9MpqvRF+tXukD0SwJoN7%20DNvXUpUzP5szj0zMcR4GSjjrpNnSGOA07ZKRo8iZMVBMaDaCmRjRGG8Q4wP9KfEVRICxhwhgfBQX%20wZ+MHhTPoMFa3DCGGzZsUK5Z1K+itQ8lK7K+lYdm8+bNn332GbXBoopGZHYkgJg7RbbQQV6ho5W0%202qRVRPGhgcoxS6zOXusSIIJIdGSrGHL37t2KNje7xmSNG0ipjfLKxanVV50xa6b4UKweU9LMqWgs%20XH25HHswajeDnXu/dTKVNkVh7jEdEjdmcUHR2spJyHgiiJk7XsQ9xUCd0q7Sc8cpTMJVneTJnJsu%20QctXEDFQAaFIg5CLS5culYBRbArf0mIlepZf4cjY1TmgB3qGa/czx6zxGNBr9tbFhNeYo76Vnk/x%20z5QcPHgw3ZRSFcnKrBLyNIufJmTf6SGTgYByU9SuiABG0qFmonVYiLHq1q2bBoeWiMH41OEJxgSt%20xYJwgiAlMYZcqGHAgAGwvZjQgHMBZmVI1fYXKkf3IkSoH9GgxAM8F8YT7tCkSOOZcZBMN/sr5Vvm%20vToTmDFk9oEGQt0qY3xROnhG51BQLShMrC6MrQYblH6IRqzxORtft9ngXct+6ZjUBfIM02aGTrtn%20mTslDIWSjfNMYZ7ayE4BHcgK3yp6TMDh+NmuMd4IwyR0nlFG22C00FUMVAZi0KBBDDHtnj59Oqw7%20duxYl32g66JFi1555ZUJEybQGcVtmxONnDjBubRgUmYrNk0WlNDRQfGwseljFmbNn1rRMdtfNT1m%20ddQ0w2wiRZQuX74codO6deszzjhD9nlM7L4JPTc8L/1JBxFeTCodpwZ4gKrQOevXr6daKPKCCy7o%203bs340PXmFoGrVevXownZZT9XZklmG8e0gCAJROv7DBmF3Ht2lWOQAFsmqQ/tV1TOX51ihI8qdRh%20iqaiDOw6a9asESNGzJgxA1HFnPbt25ce0RhKMm400lhu5pBLDabGR2MIffM6XoGcgo63b9/OGOqI%20DSlVs/GDxmjpVXoV/A9v69wzcXVN2snlONvOeNGQDh999NHFF1/Mr3SQh85wEqdpbUb6xnk4QIxP%20ROSHfcfI2MfGJ+lMNp2Zoo0HUmM625FpojC9QPbxFkZSFrsqrGmLy/HLDCAXtvLZwquQY9OmTSFr%20nmOxyDsqC4QnqKYvv/xy5syZkKkCQdV6E0zjZFotsiliU6tnzkyrNbmaYkyXg7KrM+GTstpp2dAZ%20OKF9xpAXnaILqDs0jFmIMvpEgR/OiCKxkMAPKmXatGna/wCVQB8dOnSAyqFLuox9iO5ijiEFxQMw%20x2ZYFCOho7FpgLbLwHU6SEIKXAsMtUR6qJuUpw1MEA8xhuUsETikZp7DqzBkon3JrU2reC/aGMqD%20u7Zt26akJ8zpnDlzaDyzDAf26dOHG+ELvcgszptddXLpYe3rGOEdO3YgmJBiOuhJLhmtzNEqBdDT%20JAZf++lokjHEDjEIUafXoSfUZrmsldBMP0dkaO+hySJoSEWwSCkE5CUR7qUqytMkGiZqlJoxap83%20Mob0iyeMNg9lsQMqtcOxli0ux49d6Y/2lCgIC/oDzMgu4vmoUaNg4E8++YTOa6cC7DplyhQoFWlt%20Tsg0qtIsQprKnT5k2cki/cONJndqXedljm83aN/k0UE8M+JMg44tMt+K0OUBFmVI/OusYeYMXap8%20dIALZRuStuQVMAa8yiftBwajwSB3KJIXKUcBlATTyr9FGWga+pC6UD4ULZnopNZakKHJXGuWhbCT%20aZvUMm3mCfXTZm2FoSoaKa8Ev0IE80M6TlOtNPlpaXLV8BNaCM/TYLiOSYQcIUqgEyOpfPxmT5Iz%20HkO4F2mFtgEjwLQyxalKuVd1bgUthNa5UXw/DZOpr10i5jTng6oN7TzRbntqRlYiTWQq80MsZ9CB%20RPMXX3xBg+VPMWrZLMYYc8N4hjVQOquJmrU8I0WtJQZapZOyqRORpHzR+tYs+dTmZThu7EprhOAh%20PuZj5MiRCFFUihAd9Ef3mGBJbuZAh2IxSRLJVUcSfdsGczrTZRBqOU5LWEIvxuA0cQ4HTUTsvIm5%20TGJ4p+PBnMRBU2k2/UKydOrUyeVIOC7dLnkhy8qs9FQfwmJF0iGwwIE0G7LTUZ+QDgMCCfIQEqfA%20woULtYqD2oTaoFTVzKv51thCq1atUgGdaMZlrPfaXU2SQeaUTThWKarhNObFHLnA3OkUDCSUnvMK%20ugDzaF+kDFcahvRB7NJOJl0L7LABGITCpj1aZzbjac4mVoQTLN22bVu5ZBQXIfvZgCmNoTS8MLbK%20xIRGHqg2aKSYTedOwDY628lVnfFUqEopoAzVGWVgjil2gi9X9SZBk7FFm/I1oWaRT4oEMSq/BpKC%20+549e/JwxYoVCt2tZUfR8dOu6psMei2CK42IBDlzDADGhJg6depll10GsSprDDOBCjJZp0z0sxPZ%20mmgE00+ddauhOWie3hjF4jog6YTJOWzuhVppkslFJM/26tWreS+EBa9KTAoCyeRWDjqBWFW+Zs0a%20HS6Mwam0DNzwCvE8oEPr5vAqVivl4QqBK55wjxJTrq3hw4drCVdp4KE57WJHvUtVainyUDChM9Sh%20Xbt2WCg8QVxKadNCKlcSMx0AoVZpTUJqhAnVKRCMAzc6CkTmA23r16+fPE+UnDdvHnJNPYVkBekV%20+Wy8idrOoog8dDLvha+MO8ek8xfI16KRIIC8dEITNWkq2QgS6Mq7jWrVWguftPacc85BsfMtvESr%20jGGls4IVLK0FKmOgCd7Lh2SAmAli1WK1SFGnM8t6lzoROUnTiDuMGj+R7Co8RufBOYCcjz/+WOcI%2083D+/Pk8gUqg7zfffHPGjBmAYZpOgXfffXfBggWMI5jEGRpi9kkJXQtRwPlULnJXtkilxqnFdj1o%20/g5najWD1kxMoiqEIjFWv/rqKx2jCBcJAZro2ZgcdDLRoY/HH3+cRmLianN569atdbr2559/TvuX%20LFmC/pEeRm1yg+i99NJLqcQc3yQr1LnO4XR0a5HD+eQ78yoY5xklETqwPXxiwJ4RebqBvpWlSVIM%20moaXTPu5kLCoLDlp+KSDZv+dEASTokACZnzEiBFwiBErZouZuAKagQaQ6ZDEX//6V/gcMmAoGHnU%20OxTPAAIEABSbNm3CklKAinMR6MALicNIyhML1SlhlXSgpgnupQ10BMLTAYt0UKFpIi3xqolMNkvB%20FEbyMmvcCBTwHLxjoJ82SDL7dAHYSMd79eq1xb5AIkqSKuupJgvu+LErjZZuNMfXKxEGMypzSLsQ%20EGxMgMSPRDJmGziBqTKhWzFn20iEazM+M2dCF50endqdw052NXEqTtgs4Sp3jvamovoYcYhDvGqg%20lFnUMU3VYfMQKFKJz23btinICZUlJEl/eR2VCBxqZUueVQirR48eULxxFZr1AOdRVxpbaTNnNI80%20jDxS3xlPZ3KCKp2AMcn0afKkCXCaSGa0n04T5l06nhQUQLFdu3ZB5XzLzEL68rQpLxHFtIV9zpw5%20VAWMgidN80xgsLw4Ekyw5ZQpUwAycLiMZAid9ihfH6/QNhfGUzJagZk1aVdtM2bYkSOABXNQrRZv%20dSMfgU4JEG9rB4VxvDkPttTqsZxVIlqe65AKOcP0c0aGmdL5Nwro135DeUllu5qzeU8wuyrTv8S/%20CJE5Uy5cSVDsWB2Mh5hE9wLqeD5kyJBly5bBGNrNSFcNUzljEhkmHeehww6EjmT0CqIcFruavOey%20XU2qWLnjobalS5cyi7zxzDPPlKtWLYFMTdiqiSWmm7Nnz4Y0aQlCFKMdHctDIS5tzuBdmE90X1vq%20+IrpV6pokR1TTh+NY1zOEgkR3SjG0yhYwXITElQLr4r+BMakYGUki1vkJhW8NOHQssqMI1T1jBo1%20ik9mSokdptkXGoPh4iG90z4b6kT3QqwwHvz86aefygdDZ2X1KQWclIzZgk9hxBzDLjufMWSgEM2y%20NWAqWEt7dxhMrejU5F3T+g0NQHkOGzZM6lFeIkXg8XYlx0AQX3TRRdQmAhDOkjsAY80cVCWXlWLL%20zDnjertW6SSvNSPyDnJRAw3mLYp7QbphJujwSOntE8yuMbY+N4wXliqj88ADDwBvuB87dqyoAWoe%20PXo0Jus//vEP5kPnlIKQzRKrrCaZTJpRhO7WrVtRxXARQlcHcDlFbIx1akLYYzaRCMcKvInCtELI%20PYP+73//m1dDH8B4IXCna0ELPCYAQFG106dPnzx58tChQ3XqGR3R4gEt1wLdrFmzIL7x48fDkEgx%20PhWiLMmtadbiitmowa9ibpxWqHPV0VgNtYeXOLPaSj+b+s19zDKpM4rIWFwoK0QqvYbQTznlFBiV%20aV1mXxS44oorAEE8gUbpMroXrIjwAsoyngBdRVNoTx+UTW0Sx/w5YcIErMrnnnvuxRdfpJhEPHNk%203Et8YjlrVzBdMHuPBVyNx0HBc7yUT2XSEc+bkdQuFNDTBRdcYBLfm0Fwpq2QD18/kVfJ5JQ3RrI5%20o1m7PqBMOFOk9cUXX9D9Cy+8kI5gVS1cuJDCWtoxQ30iwbAzNyRNZLaQVcyoUtTwp3L/ISBBgEwV%20mF6pDEC5sCKyR5jQ7FoWr4r3BCAZC0COEBRzzBOmp6achjG5f0wMsICNiXqVMkG4SLQ3a9ZMTh0x%20pwCY0+iV3GWGILjt27ejTOid9jDQGFAcKICp0rIqhek4ddJl8X9NO4S+/5fZsaDgKmUYF7iVRcen%20Qp1kNTBH2Dhw8ubNm7UfkEFwVe/k1mKPaEOhjpRH5FEnxpFS4cKfCr5FRsQE6ztllrHDJfhk3yrL%20uXNbkjyCWhxC6FNAnt6YsFPn0oATi5n9leZgmpjnDIjxvTPRSovHVyA1iAEgyROTCP6g+5Pdx+3g%20kwOjlmFO2f1gRQZu8ODBdAbQqFlB4oKUMGyUyelf//qXdsbSZ2c4kTkxRGeBw67w/8yZM9HM5557%20rmIYDtQ/NW19Evs55wAGg+UQAUwkw0q1jCyv1pHzMbxk1oqYe3gSVQBIo19yJinFJvKIXvN8zJgx%204AUoCdtP2kDkbg4TqH3f5vftckZomuAQOcklT+kyfWQwX3/9dTTJlVdeyZgwp2gYna0MH0KjDBez%20LDtZEEkmhvEvwsBMNBy+du1a5hqBzpPhw4ejKmUFGPP+oI2kJeDqlStX/n/2zgTMqurK97eKQcQB%20RQZBUGSGKopiHmWQQRxCosa0+WI6iZ1Od15PX/qlO91fp1/S6X6JPX3GbpO8dDqJktY4Gw2KIKLM%2080wxyzxKwCCiKEO9X92ftTxeqApDCXXhnBi+U+ees88+e63/GvZeey0e5O2R9CNmcWkZWw8z3vz1%20pxoLFNX9kpu05QptYyvWq0LpgLNTGB0AAf2EkELSVVWm/Kz6rjHo9r5B9mCslangE2+kpKQE8mDT%200nsMJD4Y6xGQ/OVf/uWTTz754IMP/vmf/zmfpCyUkBFlApBQYo8//jj4x9aCUWIv5fFRh8nd57Hb%20zgUbc2EiLLBjoR9ib/DgwcYVJaW4Pl4ESBu/wokLjLgipvnctWuXtAHztIDZg92LrWhWS4NytNBC%20diQD0M5hJehTVa0njB7n05zpteYaBOLDZ8+ejUjFaOrVqxcwxpEBNlgcZiFkqDG+rMUWC8K0YKk0%20qINSRS2Dash0//33Y10z1JjKvALQxl7imNCO+XxdbmW6eIh4D113OoMosRLc8VhNTj1Gg0l/6nhu%20zyQy2oRfEyXV+RehYISMJonS7ezlajqZgKFMojCMSYDMf1lR0PrSS502cNIPictPJsJ0Rs7phAgD%20jDHVgjXIyxDwCDQ5PlbpeDUbF3lW/Rb7gQxasIJ1zOX4q8yUXODlClZfRV2z7NovAohvMauggQR8%20kUEgylq/wtjaMNiSsco1WGD+Yz1cM0vGlkkjxVDMkHORb3cyWV0XMbeatYwPhgknYFK3MOL7Y202%20U1k0PKjAbRBOT5vhpTPwVSxjxhbCWCnlBl4UyLGEh5sW0L09evSIZbkkaHOmOZPljkPoxxRGlGsM%20KpupC5aAnfQUEA0oA1RLWVkZ1wcNGuQaoY7AuZ9qCl/R+Zhw8xgvNBKSxuTg0BUFCwEYTb4QBdui%20RYv27dsjj7mNcUSOxlpCTO3w/ZB5xIgR2FeQyk3PORWlf6cxTOMMIjoB2YE5zb8IWkNkBWoQQNZx%20loI/Uaq8FzuK4YYhnCYxFN69oHSGr/ujP/ojjUODb908ZdB8cuE37Oo80q5Jby0G1lynrgAphpwU%20GD16NCpRREFiU4pBZUMdIf2vfvUr8x517tw5Wf1QhyUW2//+7/9+6NCh0GvlypWYuDSFroY33G7q%20tG2mMoU1qAaNcBduCJSN6YZI5ojWdVuveVs0rU9YH1hpGzliwnWn88m0YbFubw0Uw7PM4WzCjTlz%205jjjyM2vvfYaEDDy9IR+0NnzXY8P1AglpsBzJlAQmhUe1r/33nsROU899dQjjzzy5S9/GfMYJ5ZB%20x+bp1q1bcjXctRb1IQ/i2OASILrchHX8nE1EHefkc5k4cSKkwta67bbbQiIcn5kxtLRkhr1mzZpl%20RnZLJCNWMOroCSIG68vQCNgC/uMePRkjziK8MadOdDXypRYeYf7lxHJqEMVmAyfb+WRUCq4aiDX/%20C6REliGREbIuZqxbtw5AFhcXg0aGVAWbo/E+qAGZ1Wnwz77sAS3cLp+p3PpvFnX3GyGLe/bs+alP%20fUqCunFXHoBMU6ZMQbdbzAnqJMs1HV8/KckD8aedScYqxYZBxQ1mIyIDbQRL4OVNmzaNL7355ptb%20tmz53HPPFRUV4Ye7MnSOZ4bD3HdVLeYkTC8Sqy9uYuQDsBD4PFAHtT7xiU/A7lyB3S2BBaKsu6OE%20jugLRhmq0xQjgh9vscCcqeDjN20Eh91yyy0aS7uzRXvNgu0mMjOSZCo3SUskbgaZy5Ytg/l4Naxm%20zAA6me+yngJU0TmxijzWIP30Ty0F49djA3emRjMtnzW4xubYZBCYQQu6Km5MdUsaIwY+reuzaNEi%20w6HQjWaugHcte4GSXLBgAQTt2rVrbB4IEzS5SZVHeBaXGOWJsc0j7rDjX/ffuiEMSYoYNUrRMNhA%209datW2nz9ttvpymXYZAm6DoZw/578CuqxcAGIxBd4ecKxHU+3H2RUtlZNHoFSyBQuB+nnT+5js0f%20ZeD79etnofqqUqsVnHPhXVUHhDdm8JNPPvnVr36Vb/v1r38N8W644QbkKN/Gh5WWlro6YsBqsvA5%20Nqq7RgcOHIiERp45ECaPrMrY4IAMgByqQwlEBo9YQkorwGUbGokaXBgzTz/9NARwXcoNk7wLDCOt%20ITzkh3VoDS60WtE5GWc3c4ZPZUy1cbAnjCGpZidTTqpEncMwC+PfzO8qzClgXETBnkLPvPTSS5ip%20KF5AAlT4FWHNCI8cOfL3f//3UbZR+BfsQXQnEZSb3Mn9KE9kHxfxPxGUs2fPRl0PGzYMJCPlsZu4%20E4kszkODuWnh2Wef5dWm1+nduzdChNZuuukmDFRsLnjvM5/5DO99/vnnefWoUaPUHLyC9uGxCRMm%20YEzdfffdyF8+hP7feeedMAnPco6YgJ0Y8MWLF9MZ54G3bdtWUlICgy1ZsoR+YkgqZaqKQqtba6V1%20rC8jciyUCCHhAzSeMZ/gASuCi5o9OXv/Ia3ZuiA2jzMihphbf96qQSd8L/KPBqEoD/7oRz+ikc9/%20/vOR3CSye3GFO1988UVuo02z1dBVxIo59VHOkByzCsSaWIhHjGI7V75lVOWJUXI2u6qY6pOnlJN8%20se8k5kJzss8dD9cILOVZFA43IyjdTuDGD5iYn3DqwB7jGSs0kcfLNyI9Z8yYwb8Q193q2LR4v+gu%205PvK7GG4Gyao45AMhOYnQ19Fi7EQvBHB7RtpMHaoxwKPNrYMaeXrLl26aM3BQvCeCR/pg7vSzfVp%202jo+DbbkQVpGBFx11VU8rqqvZm993dpsXzkJzHAjk8BDt+zBuam0+NUUeAi52Okfm+mc2uHf1atX%20Q3IsbbPjaVA5T3DCl7oQx2iaDoKbkQtQMdJN8SKDAWkWZwPS4gsBTjrj+iF95tX8C3vF9GakVjtX%20S6koBxMCyTSalCboyfHtQ3lWL0kDnGLVSX7rIyZ3+Vf/vaFD4HuTBiJSxZWzeq7o0HPEIlzufqOQ%20znbV9AAgHH2FuEQ4OgELz0A4YACMacFcQrwl1lGs+mN4GYrR/E/mUpo0aRJ6D4tJMw19iJVrVp3+%20/ftbVcS56L59+7paiyJFhaI8DbPlJ9wxI0/hYbpEf+g8fMV7YRitMNrE9AO3sCj9ZCRppKr9urUX%20rnwnlHOqHZsB6cgn4erwzXCevq52VGSvjznV0IQ8YrCU01oqN12OKqOosytGUBdB8Id/+IfcjGgH%20iqNHj3arp8SmBXrlWhl8gMyGePhjUDHWaQ1AjeQJ53bqyGIQLokZ/eusj0mej1ewVW1Ai3BoY+4i%209zoDZVHw2NYbqeursagzlTsfneaFU7/0pS9hXjJiDCbOpIE+cDw9jzW2pNCk/+bUBqitsoeLvXTG%200Gt+Qm9DLCzbESNGuOk6Ajn0EcAM/VFe8AjmNOiFsthueM4g8MYbb0Ty8iLrdzmdCR/iaoHMefPm%20YUvjmrnUh2Kn20DRpTvMctMg//KXvzR6CR4GrmhvOoOFyEdxs7FfJmqqar9u7YWr++6hBwNtNRE9%20Fi6iu/g8iMc3I3Ej7W3MrIb7BK9AP4jhahgXgRMXeaqqHRsmWOVZJwAgPP5SWVkZQhTy6ziFdEDb%20w1UwBEKBNiGbpTuhOr1Kho9GrPy5Gk+XDRRkTgU5nyFnnHxREpVz5A10o6mBvjCrIiCpV6vPERXz%20UiHXGDc3JwESF2bcuQVILBEU0dS2DFyBCozuHglwYg5X0GUuQs4BjNPCskpOXQJIwz00DjhhFcgN%20d2HWGjVhel31oZEt5gPgutIfDuFcIYVYpzW4gj+dUuIVsIdzV4gD6xiZTcJdzeb64SnuF7fVmGC1%20F658FR+DAJs+fTrWJnIX0+KFF15AOEEJBsLQcD0BbLBIg5hTLANsQ05uZsggp3GbRhpWxdZOY8CI%20GCe0PHLkSEQsxhgktFSRng9ilXtwU+EPKGRIDY4TPYR+sWlG187dbadXyLBGDsxC3SrFlpawpQZO%20qaBmRJ44aWf0r6G2cHwUxYr8jNWsFER9kGQUF9RB7ZjnEcoyYqAFkc05oxoLXaIdAsEDCEfAbDSy%20m91U7GDPipUgAR5wh1O8zulGGsQWBVEQGsmFTYv85Y3Qmscfe+wxCArMUPh4VcOGDeN+lCSNDxgw%20AE0AcwLjQYMG8Sz30NTdd98N3fGSgO69995Ls5xPmDCBzqPbne9AptAZdAAOM5qf1lDIcBEvRR9U%20Mw9ae+FqRKUlRhlfDDkreYJPaMm/roYj24Ai35wM4k0u2DBMDNnMmTOhmVJNszBClI5nR6WmMYa0%20CRTpzKxZs5Adt9xyC+R3uRhwQh7ICafyCgUHvaIz5npWycvH4Y2fsHjU2XEuIqZPD/Zg9kD/nBCr%201awkyU/uonZJA9LopWcq43KTq5FVGcOx6h73xNoMVLPoMyYuHhAkcyJDu8abkeaQFaMUAiHQTVtl%20JkeeAi1AF2IBJJBGl6Cdk/kRpWhIBhBFRvAJOFy8FEPJrLo0iAg2z4EJjc0lgDSH6/heF6K0n11J%20griAHK1uJSTVPjegt13e07D3WadIjNaA2ZwusXhCVUet9l2NSsMKnT9/PqbR7bffjpfP+aRJk/ja%20z33uc4ii//mf/8GjgK7uO80R1TINYz116lSkIIQxq517iE/4XoiBEnbPJENpdiJEBkP/5JNPOveb%20qdyJ7gKyatakQatWrXLRX7s3AuhkjqrSEZ6FIxnIriVPZ9xVe0JjuKrSprKd0AJCnJttNPLu5uw1%20rUbBJrebJW8zaYb1cqAsAgVMwuXGM+i+OrWBQnNzObhy6ZIr8AxkgnDuiUNrYVS7rTSyxkQVFec+%20jPXHdoPH4Dfg/cwzzwDvT3/60zQI8/Tp06ekpESPBh1rwhdaLioqQjq/8sorCO5bb72VcXj++eeR%207HfccQfSHIbhHs7NpPPf//3feFh33nmngVkwEga8H67ho4h3U9c53pFzqkdslVCY6U+6+mIaWONR%20+TBGSoPE2mHJICQ/3hBirFaEseEjjogxolF4xtkX7eRI/uJyOby7ZMkSTJpPfvKTkE2o0zEMJ/xV%20FDuC3OTGcJUZD/IlvMHJMzc2uaTMVzvtGesxsXdXN9UUxFwB6lFKp6aM/Ii+Bjz4ILZPZ1ChDKy+%20sb7u1q1bH330UeiuEMcwNmIUwQppAAB4AKjIlClTpowdOxYNnAywo4Vp06bxycDeeSm+mn9N48Tn%20IAJcyDH1X7JvygvZJnwr625inLtIY74Y/uVc3womcUswwkihU72/kE/aNZSkISmoO4AB/ZBhWCB8%206ssvv8y/AwcOhEgzZsyANiYijOXvqLDCWEesr+m2Hb4I+4409rFhKDllFeuHx+8KMKOHstbFWFpO%207tqp/UdUlIkTo3PQElGtJ1mvJEKvTKfsFMvJF1M9meioSBJgeiTDlSJaM1nixMwB5klCA4MHnFie%20Qowil10OwS1MrlclvVYLuxgTyoeUlpZiqT399NMoQLclw2Po2+O/LllfS2s5MkigqJ0zz1QmD1BP%20GuHkNpWYijtVGVd7I938tghmQCAptPTFTWxpkJA5MpFqJtdN2lSZRIIFRa+bJGlEJEdKu9hKUnjc%20kdS0OSsQSlmNN4vTwAEnkyu09hzho+akUMcjQK45Ge46tjO3XIThnFg2hr7GDTRx6GSpGcDRlk5B%205+xW41eAqnq05AeIpVdgBlrs3LnTCnpctyR5sJaLPdu2bcO3hK+cqnQQjFgwzSI8Ewn4Mx/NXZoj%208iI7XMyN21rSpjXtS1LWn7IOq+WcFDUwGYLi4mI8mU2bNo0bN45xvOmmmxjKyZMnM9wYqOheXA5u%20c1+lS2pBG/60jhYuDbeZDC0n8Xc13JM5LrFTjLjTV/SHfiKMuQj3VDWPVQuPmO9JchX9x2wJgRXF%20Zl2ztQqZqdKUqjUOV+HkPkp8lunTp2M6JV8UohP5a/oR6AvMuJNHxowZgxlsLkK+BffSSSaXav1e%20tDFY5VnMaed4MShwer/whS/AIY899hhtjho1KgnX42NFkrXnYmOtjJFTwUwvIynrT8N9qL3aVVHK%204CrL9Q0Q+QjLxYsXl5WViefNmzfjYEBRfsKJ5TxcIMPBY8WfsYOQw4YN4zYzelkvOLZKhD2csyE2%20kiTkzJ1EBiOsX/rpPhL9ujwyhmPdK8wH85vBwS0qD+MBTfDPgTljibpI8lSzU4wxsKqj6uOiIL1Z%20ASzYY3YBuuRSJ7QGkC6iBinlio0bNyLZcZTwrSyHs3DhQv7lfsw0eMz6VEltmeSKnJzgmUTWK+21%20eCriZJLpQZI3nA/aNfkxsYOZgW7Xrt3nP/95N7jwzQMGDHCaF+GKWrNAULhhLgzqZkgkxCdyd8mS%20JV27dnWhKGZKtXhzcvPEeXIzZ3K5iNcZ43Zl9nD5u5r8I7XTGI4EqMF/Mf5G6m3duhVfDuvRWAjc%20iqQTWIP9ib0y4JB/3bRsTMLxLOH6J2qQ21yV6d27t4nRioqKLN7nLBEXOYlQUADJ/X379vXz+Tr4%204bOf/SxeFdTE+Lrnnnu6deuG95t0ek+mDmVVQQ41Mkq1F65+eSRfFi0W+cJ6iZhyxlcv1DXPXbt2%20LVu2LEpWR8BdJruZxqx5ffr0WbRoEYiFA9xtY+VvdyqeMIt/9OF4DPOU6S8Q5C4quAqXL3BNfkuy%20vBViKD7QUlfOF4T4i0mUGvddjQM1nhGvVdtHIzanYKe59mO6S3i7Ex1OcAukYYlJE8CE4K5z8jmW%20om/UqBE2s7mU+FjYCRYye3PONFi8OulI56TpSzrYVW20Vk+cEp/UXmM4tkpECtxIhM34IgK5biEZ%2092FAA7BnEW4h6u4wh9v9virDHj16DB48GB27Y8eOKEDk/HCkRDjhbFNOElAvWveaA7OcoTcDRlWL%20lrXTd9UMDtMuyswYx2tqSDi4uLjYvGcu1Ua4Qs1uCRQGhpfgZWB1u008tGtyax7Hf/7nf95///30%20HDmOufTggw8irzlZsGDBhg0bOBGuBvrZW4iOpUALqFwMhz179oBb5IKRw5Y1weYPzXxCrzVnuJKz%20UMeXEU46VpmPRl+eJ75rjiqLykKMtRsFjThzo4l27NKlSzt16gSNX3rpJWgQcdLabE7KWXgTKoLY%20OXPmuKfcnVyCOaeMlScmfwgf2GbNY0xPICrMBCtjUxl8pwN2wqMWOh1JgzZn2Kux4mIcanaPkRlz%20xK1VFS2aakhGsLjTTgjZ0aNH/8Ef/AFSG60IxsaOHdu5c+f169evXr0aK8yYFnkA0oez42IeGhh/%201QQxEI7HsaLhE1fyreJVFVsmkZaT0qkaSzgnRfupDl2epSzgQIUCDGAJIKEiqhLszZs3D2pBHjxb%20MPPyyy/Pnz8/k11el6gR7Kb5YUkLuAGTmHMox7nT8cej64S5ZGMuxNLXWokm9T5VCyc9cqYYTWEF%20hJC8WFJowmRKkJwDuKL2uQdzCbBZ4eaVV16xUk6kBxKQ7vHAFQLPSNghQ4aMGTMGqI8bNw4i0pSy%20nhZoJ7kZuLbosLwjpy4orgVKFTPYeoSISUSjWk7IYdtwc44xk1xZNZE8utF8MVHyJMcATuZPSqbn%20iVU1nkJA8KuL8np9KerOxBjOVGYGdxszQrCaKDGn5SGNeV4Ql3pGSM/kGoyUVVJbBtLcGgiCyNVo%20pT+8X5Sqbu3vLLh6tk2hb3/723lHTtWaCzAm1zIjvmmB3Lrhze44DQskOUVhRVZUNPYwtOFxc/Zp%20GSbNG2EJJhHJFue1ERc2Nm3axCt4I5TWxULzV1MBLY+y8p/byWrzqkAjlCe2D1To2LGjyNQFBZ9l%20ZWUGvfCTbqqFrVxf7dmzpzvdI+6K67NmzQKZffv2hY7udkQomFEAToBhYAakPFLADYa1KmlW/mnX%20KByEW4Ioxc1Ax6InGV98V0xirg8bNuySSy6ZNGmSJTojUiJpcTlL1KdPH6Qp1pF8cDRxhAcbR46X%20YrCeRVAxqCD5W2+9RQeq2kmbHifpu0ZlVFfOLeVc1f3bt283oVmbNm2AKzYthnEmu2JnvHEknQLG%200Bq4wkKmgMF+NuFDaWkpv3IOHbt37w5BT7hdJIXr6RyMrwki8DkhCfhBRrpEZipQrkM5Q9VzshaE%2026nJBI3bt2+/Zs0aqG7WksNVHDkTRZG2woybGtJyRpykx+mtCDjbBIFAEeOMCq3Gh+zRowem8oIF%20C5YtW4ZCRmqDWADphr7kQnomu7PcegK0z23QzlQH7pc0XsLkeCa7rnV2Rz5SFEKax5lxN78zCpY/%20hw8fbmyTtaeA4oYNGzB4IgVxTnJgI8hRsJBn5cqVUWcxGdWUU149+WfE5eE58yxusNGqFhlIgXcm%20lrAL3Ywqtm7UZDjhgV4FdVZOsOIuBAJ4msFukI7inWAS2YqtixdD+yNHjhw8eDD3T5gwAaoNHTq0%20devWilqTPKRwrYGZwxzq4sM4ce8aN8BDqYLb3r17Q2Y0J1QUYMl9mKY+ld4oWB60bkqdKo5kvfbk%20zDBC/de//jW8MnHiRFS0y0upPXzah3u1GVvs0smTJ6NaQR00rep+7GTutOg7KMX9MYBJ10aK08LB%20gwdNuVZSUoJGhSto00gbJwu5AZYwJzDmt2zGea0anPxTApG7RPCgV8FSUVGRxYi4Dj0Y69mzZ0Mw%20dO+8efMAFZg0cXNsiYj0X+hqVCJuDICPCBhTaUah19CWyTwVZhXD/G7btq2TitZcQFcfv3qZHid5%20uKPDHT/mDMGste748TN2VgybNm0aStIENO6/iQlhQwIhDThEpHJulUPwzD0vv/yyqXCxyziZMmUK%207+rYsaMqOvVda0a7BuXcdgjezPhq/TI3qSNlsYrxZAwzBNWBVXdIxD4JrsATffv2hUg6P1E0wWgH%2069xV1R9a4PHrr78eR0s+g7fOYQq1fD/cF2qBc9wZU/xEtENy7sATU3jri6IkwR5/RlYqm9JrXbdu%20HWbzpk2buOLcJORGxENrlDN+E5LC7ZAxK1nb1l3zT7tGQv2grqus+/btGzJkiIVVgZA1QjGloIr5%20SoSQCz+RAi/CU81wlbPtJhIsVDN1hEI2FBmuss6vQTnpcYZCGXph9QAYFGZE6h5vOYNnzOAXX3zR%20xTmAZ07pWLwx5BhPBzDj9dx1113mAIExTH2GYTxu3LhBgwahco2vNCFusupSql1P84h9wEa6xg5g%204yUiJacWqfuhQJ1po8OcDqgLYCP7IZU1nS/OHuaI0HyqxrI1daWej9mP0pCmMzSGpaY5hDVVqrJW%20lJICFVSbWiWZ/MkYKWuIonJpB5sLSGP0msA9ky3QaPnJiJeQSapJkpzC9XTUrCcGi1ngjHOkJhRS%20xV2dPSD5/Pnzna4wXx4Ai9gjY18M9F+WPUzz524MzlHd1fgwmzdvBuECFZvN5J35teW1Vh3hejjZ%20DnV69uzJwFaV/Rhr1ioNoM4sTdpE/qogxtC1eiqmkAn4G2aP9evX8wpAO2DAAENQgbfxcJmajoW+%20QI3hZOmqSLZ02WWXITIXLlzowgyDPmPGDJDTv39/scQjWMs4tI0aNTJsLYrfuZguziHY3uyh4jVV%20fPXZEq7IHu6bd14qOR2VHqcxM+x+Vw7IBFEgn0upyd1qwQDYTQaBoj+5We3q3ATkMyW/klqNSuM8%20Are0bdv2tddeQ5TDMFFVNJPIoG8sTa0iZf5p1yhMmKyeBFVAo8rt1VdfRZfi0iA1Aa2bHvkJOnF9%209uzZhgq6idxFOQGJLTR48GBuXr16NRxgUsXIhVXVwf34PGAVuYAUjxxCKfDOxN/RDgJFEGvVqlXI%202RMaVhylpaWWzB04cOCwYcMgh4vhscBeVlaGwsRr3blzJ26qIRDYUKjW1q1bt2nTBg7BleUe8x/E%20RKYZqlJj+Eylb05BXi1PzCFIZeEga58z7tOnTzerkBnfoRCIsrp5JruqprmrYWyNYMsEQ1qrfUO/%20yGB8wgNGAaiwlJFVVu6pqrxdepyM9eS/lkiHaorOqqaaUJImjr3pppuKi4uhFI+IdhGLqQwpi4qK%20wC3iG9KXlJRAMniDZ3nEuiq6x257jpmRWqer8pGiSbiiTl2eMYABjWpxFGd9IRK+K0DiXwgDeSAG%203qYT9JGkW43tpD/PYlAtWLAAVqBl7CvEgSUqMh8N0DeSERsMm4oH0cmA3I0HebQ9vbYd1vXkX6iA%20d4Mdy3gCOVfX3PmUqSxX60QR9+CMgFi32jRp0gSSuXXZjNMtW7ZEhULKbt26YUPxIARCsEYCdH5S%20psfGyciunPquH8vhBEOnTp1atWqFPHaRbciQIdDJgghmCQNaKFh0L+cx7xfbAKyV3rlzZ1pbtGgR%20lhJcYkqXyNAZksLKghaD2LFjB+QHtNu3bwfANFi9CZ0eVR2gEaAy/kAUoiBSnRd095UEymSXZ5Sn%20c+fOxdBFYUZ9es1d619gT4FeywXir4JM7ufOG264gVc8/fTTtDNo0CDzsNX+wTl/4GpwNjSAThi0%20Zvo2shfVijrF4IEqN998Mx7sz3/+8z/7sz9zMd0ZhWiEf8E8wFuyZAl0dX5fBZuTUxcmgLe6d++O%20Pkc69OvX76WXXrJybIrVM9Gupg5ESjKkZoSN8nlJm9mE4CjVyLrkqlsUc8DinTp16h133AFBkafc%20xhV8XYwgk7OauMfUh9UXp0nhWsMHaNS4dUUHjJli3/leSG4oKX82bdoUIvGncJUJItGEoEVVLlu2%20DBpHcWH3wUZe/1CzvMgyCsgF05TUbO6iCxCumezqK4N54MABB9kqz7H66mYM7WEGH2KFpxoZnq1U%20FCTjX65Y7ZLWnEzu2rWrsWswRl5o18Lzhsyx1KYmNCMpcnTXrl3ITvxVlGpZWRm/Roln5yRiIjG2%20WXKCUMckRmdiUME0sfATG199kOsQftasWbQ2Y8YMmYzW0sCmM4GrM38gjbF1jdTULcIVc1daIJT3%207NkDCRhzaOF8gWun1kSH6M5EAFSehY4bN240awRynGfNHZdH+zHOH7haqxc6eQ7JsXyMZIIeCNSe%20PXta6xXK3X777VALJ9add5lEyYlIiYqr46ZHoGhVmJypJoMZnT3u0KFDpjI+huvpVNOZHMYwQErT%20GmPKCrZICaIRtG/fPsQinojhSmpUScn4g/Ply5cXFRW1bt0aKykKcLh/3byZZnsEzznlWlK4fuyH%20sxEoVeQlshM5yhVIBckXLFgAnaArV372s5+9+uqroAsRu3v3buS3wtV4xmTcGYJ54MCB3AnCTYaq%20SRxrqjHX73I8ZjY8gRRQZKTHaU81ab+AK84tw+namzO3UeEGUQvk+vTpk1OuymdnzpwJxfF+Ocev%20mTt3LtcHDBgwffr0lStXmorVGBgonheO63nlu5qW0oAYRh+RDDn1Xa+77jqAOnHiRCD6J3/yJzDB%20hAkTcHiskmLVQzObRpS/88woZBp89tlnly5d2qpVq8iHmKnc1mPhI1DqxKOFRs1okW7KOe0pQ9NK%20A0JsIsCGC8PwtmzZMorTcSBDIW7btm0hH/JR2wo3R08Vx2fFihV33XUXGnj16tWIXRdXUbOjRo1y%20U4dpvWLaolblZDr/tatxTmDV5TiMKGDjjnOOxYsXAzloDEq5jpnElTvuuANScWLNv5DN4jay9bjf%20EnVtdY8oDY4m53VbtmyZPHkyWnrSpElmPDbtfQq8M+LLLDKxWmfPng3wGF6d0iCxO12tmuFPjDmC%20OEoQIDddDcKwcgseUjXW8AAqLYSTHCkvjz9S7Xo2phb1YCGMJ6WlpUAXDQlFcVfat2+PXYSJ64o8%203AAVI/lAJrFtCoIh47kfIY3xbIlKlSdNAWZIDv6NcTWaIp0ZPkOgWvQxky14jdzEKzH4JIhiZCKq%20NQwipa0akqecQbj22mst22F5NIsYWTUb8jVq1MhaWJnatw39/IdrCEKDUdy5DsHmzJkDhTp27FhU%20VIR5/Oijj2K1jhw5kov4MNwDjJHieLmZylQGLv3FzL5lyGbMmIGodrusgFTY49z26NHDQuzYbG5x%20TlF3JodzAdgyEKVz587dunVj5B1tRx4XBvvoc5/7nHH/Oikm/VCjcgUPCJcVOTto0CBELdcNd1uw%20YEEmG+kdlnA+ybLzCa7JekcSDyvIxVW0aCT4tpY29i3YM48hJ5hMuEBudk8a2JlskJrl7nkWbEdY%20qUt5iHy4ikaQ1lw/Pk1JepzSYXkxJ/nxXBCyrrtkEqlncUAgGXiGNCYYyFSWw8BCRvhCd0COXkVA%20e4O5LH+bPZLZfJJzh6l2Pdvua+SaiE12iGeE8bRp0xYtWgSuPvWpTwG5xx57DOk7fPhwqPjqq69u%202rQJ3Hbv3r0au2jo0KFYv8BeS9g1d7e/G4bhWqv5FquqGpgev/NAmEaOHoiCYQwCGVsG1sBD95pj%201CSLwcWz27dvh0ZYVTTSr18/iI6OxRUC82vWrNm7dy9OLMIXz1ZKaT/ny9TgeQXX4yvzebjjGYCt%20X78ekawixXDFUnIBnZsNOUSW6yBFEvBMZeBESUkJrAO9wTZQt0QlhxWKrdnB/VjOqGgttxR7p3GI%20VUbPaV7gh7KFUi6MWzmBe4BrCFaR7AwTGlWLCTKZNwu6AGCIDshpkJ8Ma4s9sZmaLqKXwvVkZyly%20/hRCwBUHJpPN/LBixYoWLVrcfPPN6NipU6eC8FGjRkHOJ554AsQCV58NuRsGNn/iAGOGrVu3TtdI%20VYwTBfj5yTItmsqRbzE9TsMYds8jyFQyYhM5ewSG0bRlZWWoR1OuSSCn/SzDYYZ+F9Xdd1FcXIw3%20C4n1Wfgptt2EfM8XetU9n8gcG9ZdWLPgjfMTVojDnwF1wBXyQDxucFIXGt922208uHLlSkziZKqK%20TKJGIA9yJzYV/1pmG56Adbj/xhtvNOhid/Zo3LhxTX1XeNKVlsOxD/4tL6y8VHii23IbyZf0Fi6D%20QSCoBsaGDRsG1RCm5pQ1oWHXrl2tXeasnpnQ9EewnkAyFMHwadmypXstUMWAH3irV0MnZyqX7vJl%20Zvj8mWoK4zOm9eOi00vQHnNo4MCBzZo1W7p0KaDq3bs3CJwyZQruEOiF0gYkQfVwaVwDMCkeDAET%209OnTBx2LkWakIYBHV6sQjCA/YQ3f08YqbtnhLEbLP0Ap/x32v307t/Ln4fcPvXvofW6Ac989XJ7l%20v4qLsjJPHXznEL8eOVpxXp79KAH/zsED/Bvz2JHtMfbWM0Qf9qSyqN/ZOayWgk2Ec4HbIrSwipGn%20XEdnOvhmXYM6zglDOHwWuo0GhrKAExsK1cqDSFX67+5Z5zg8ophoCtdacUBFF0WdJTJPookLzTwM%20zSAwqIMJNm7cCIEjxakPJt0qLoJ25DdOrLuc+VfwwyJwkpUBanB5QKCWJyFcgdhjC2dO/bd/+edr%20W7b41Kc+9ZnPfObmWz/5+sYddesVwLK9S7tj5+PrHT6M2/bbBg0bvPf+0WMFFU298cZv6vF1x8rf%20f++9hg0vPnL4vfr16qOynCwdP348oxT6xwxG/Iow4tNCnJ0F9xWxyMgjEwGYtREQghYo69y5szP/%20mWyUvz3nMCOEU/cGk5qlncPiSedBrvbzH64qWMjcpk0bTmbNmrVo0SJkMGbSk08+uXDhQs4xk155%205RWuAz9uMNgFFkkGJGYqC3tjV8PHKFiTVIDbefPmrV+/HteXX+EYlw1qcgot92+oVthr4OCBg2/Y%20ues399xzDx+CWz7yxuGLFy2j87fffnuPHj2y4T51TMaJYqlTmAG0zZo12bFzBxYIlsDhQ4fq1qu3%20ds0aBBA333fffQ899BBmvBsVaAdGf+utt/jVgHva0V38WI/YH8PbEYJgFadDeTF37lxA27Nnz2QB%20e6NBsZAnTZo0ffr0iRMn0lWEJpRdsGABoIVYlkTBtopKoilcay9cnafFNEI/oAMR0jgzXAFmq1ev%20BsZQcdq0aXPmzMEjXbt2LVDMVO6cNI4fXtFo1BeCCeAJOAkpADdjSCO8nRPWEz4bqwLZ9Kv16law%20Ndz813/913QGofPyyy8vX758165dMPfo0WM+97nPdSvp8Y//+I/rX9+0c+fO//W//vRLX/rS9GnT%20jh09+sILL3zlD//wgQceuP/++xFS3/ve9zA7v/Od7yCPfvSjH33hC1/44z/+Y6MObr311m984xu/%2093u/9y//8i8f92cZz2TkPc4nlIIodAmqIZKQj4xzwNXNj/zLp2EX+C+DjyVMt4Er59dffz005QNh%20g2qqsKdwrRWHu+GAHJwHLIcPHw79MLGQtWPGjOnatSuil/MBAwaUlpYiqmGOHTt2YAFq08YyoAu5%204hAk0wi3AQwgin5GnHfp0gUmwxhDP9RgwcgTUwgFW1CIqjl8pGKa5MorG+GHb1q7lrd369YNHCKG%20Hn/8cZQqaETzcCdS6bbbbqPb3/zmN8E2ImnVqlWPPvooIMS279evn3sh/uZv/uaHP/whsHz44Yf5%20zLvvvts61zNnzrw1e5wdqhlFiBCk527954uQg0aVOlFv5SvLgiK5evXq1Td7QCa+Dsp26tQJQYaK%205mTYsGFI1XyP5T7/4RorqAKvffv2QAvDFQl98803w9yLFy8GrmPHjh0xYgR8ecMNN+COgmc4gGfF%20qpMZLscDewS8pUeR2dZW4QC33IauM8N4zRKp4COmcQXVDr31VtPmLco/mA87tn7d2voNGzRr2uTg%20228hldq1awc30yu+ju/lTwTQpk2bJk+e/OKLL/KZWO94vP379//a177mtgRGRtWELgIkfgIt8Jk0%20BQzuuusut/V+3EB1kt/ZQWQixrBb0jt27IhMiY3HkgPaLVu2DGIVFRUhs6ALD6JaET233HILN+Pj%20FBcXjxw5sgan61O4flxHCFQDDIGi+QfgyHezBwIbQqKIYE042wxdiGdIntOUqYldr8cnRF9ZYhCr%20WCP5muyBUqpBKV7F3EhheUFF1oWCD6qMFz777LNw8J133omq3L9/P2YhehKVAlx/8IMffPKTn6RX%20hw4ehIm/+tWvAloUDsoKpxf+/spXvrJ161aGwr1KYpsvxXR0IoenQA73n4UiFE4RmWUyzGM0PMoT%20hak6zTGb6TxGsnTkWYjIIDiPDZX5cI2d82CbVJ1vf/vbmQvjgGYoImgMCU28hpUIddu2bQtnrFix%20wpyGyHK3PltEww0i3GAcnCnFnTeGudFRXAc2MDQmGZwNr6B7a7BSTnnoU07KCwK+27du/b/f/d6u%20PW+8e+jQs88+X37s6P/78Y+7FXd59H9+UbZi+XVZg3/ChImbt2xZtnwF6hFY3nTzzT/9yU/WrF29%20acPGIUNuePqpJ3/y0//eunX7l+79EmqWz8eZx9wYOnQog4MxjGmNy8pwff/730c8gRZQ8XGTiYHV%20ecFJwXIxYBDa9ejRo3PnzrHTLVNZXhmpikhCr1pdBRdXxCpGr7jiCujrzp5kvuic2mX5chTk146E%2002H3Kj4QEI4bNw77Cg+W8/Hjx7ds2RKGwKMDrj179lywYEGrVq0gPFaicxvJghpO/3KFRuAYxDmg%20xXIDFQMHDkR3VfXeU+KP8sqoiEq48v/s0ivG8MGDFQLo6LGjFRt9L6p/0UX10X6FmQP736xfp/Cd%20995/4D/+Y9aseU2bNdu6oyJG8pFHHqnIaVRYcODt/XUzhVc2blRw7Ohv3tzX8OLL69avZ9Vcc9w4%20eWPqQOSU+0LN1HEWFFSkyHv66acnTZqEHcvYYtB++tOfRpS4D9mM0HSGjmHb0+EBAwZY9wTDGIsd%200tB/LALoCIwx72kT+rp9Mn+ZuW7mQj3ApFFp6BD8H0S1GQbgBtQjlEY8Y1JmKtdvJHMU+9DfMy5q%208+bNNMVTuMQg36wiNRLXVpBwVwrCMq5YyDnWoOGl5Znyi48dK89UKJzCysnSyxs1Kj/8/qHDR9CK%20cOo1rVoVdy/t0qULfzZseBE3FdZpVKe8Yq6G1tCZhQX169SrG1u0Y48EhgZ4MDLMTMtnJwparJqp%20g+7x0r179yI0ozxcVFj2T64z1BbIwSrmBMsIjQrtkDVcQbVG2ud8z6F1ARnDOQdmEkwMK/z85z/H%20SB47diyQQ8f269cPjkHHAuNdu3bBNGjgIHPMc8jHZqaePn06msfJJw6hWyUCT9H6Kqj876MXKmiX%20rT5Sx5oGH1ytWHPipLxBw4odZD169OrZq1f7Dh379OlTsY83G7ZYEZZZWCerqc3GWtHOBw5xwtRM%20VogRzGFfnJ0JQox5Y7D5F1vXAkjJLiETFy5cuHv3bjQwvsxLL720bdu24cOHI2ehqUnAQS8UBL1I%20HN2ZFK55ebiUCr+iRgAYbtKWLVuQ4hhUprF1w6Tp9gCwCYdjX140Ah9gLcMuOHsYciUlJVbmrim4%20VtUMVnAysNltQ8eOHq5TWHD4vffqZFNm82mNG1952eVXXIR9XJg5eqwCpFk8g+ujGMMo5vJjBQHX%20nMB3VVnsdtBa/rh1rLsyOHCksWyXL1/uDjgt4Q9kUzYsFAv5iSeeAJaMP8oTW/eaa65xxa5NmzZG%20sDnbZH2N5DbXdGY4/2aeUK2ADVcTl9UKNyNGjMCUAp8IbC4CYzwiYIwjFJG0yUQTMAEiH9mP/KY1%20s4pUX2DyNDRNpQP7oUNbXmHT1sl8NItq3bqF9bK+ZcX06ZEjWPvvvvte9s86x7L9RbvGnqUKTGb/%20i9IEEUZrSG2mMvo68Gly/bOgVz/QJNmsIBZohUxOy8dtrkWBZOQpBEIwAWlk5Zo1a9C60JTeQjLM%20HPdOZRJFrlLfNQ+/vG5doAhzbNy4EaLeeeed1nQeNWqUqcOhOnDt1asXtu7SpUvxAy18lKksMZqc%20zYI/0MCWtztrmyfhPcAV+/u8eOjgwQaXXIKBm3X2CiuAXZA5fKS8sG7B8Yo+6wh/sLMnJ5PYuUoO%20CF3U4fSf8UcOMuwIxBhqOwkUIVCzZs1a4ZwXF0MX5GyTJk1uueUWs0yjdffv38+vZml3o48Fu1Pt%20mn+HQbBwJE4RppRpDWEUThDVqk14BRAC1Ndffx0fyRQkmY/m8qcdbsa/5Tbgik4zgVuNa51QrZVG%20I2qwHPu2UiceEb4fJN3Nxja89dbbBw9mc1zULai4s6LnmSNH+d8RAVpehWQJNZv83rOjmlTpvhHN%20yTljayCxZrA7b3BKQWynTp0ii6WhHYasQEr+BMzJ1CKZfFu2SbXrhwewhN4uCWAm7dq1iysYXVu3%20bgVvhi7CLrivyOyhQ4fCH1lXsHHmo7kmrO7BeefsAXpBrE7Ux4DYD8VrnToFlSqy8INf9Tzr1OPk%204DsHL7nkcpBbXqmH0bPZGe1M+ZFKSzi7q1fVqjmcxGp2OiqTUN3HXEQqdDnppLT/6eyyNQ+L2e0Y%20fyygdu3aXXHFFTE1zQlwxYqBNBbC5kSD2agsp445R5e6zdUp7kwiwWU61VR7p5Sqyh8LUSHtxRdf%20jBf0zDPPYBU3atRoVvYoKip64403xo8fb3LDYcOG4SYtWrQIWY7Mlply3gK7wFhwD6oYhJdnFZ3v%20koF86akK+KNHj/CqI0cqopEvvfSy19dv2LN7b7269cuPZerXo82MaRZg4/0HftugQUMQcvRI+UUN%20Kqay0aIo3KxSymjzHjt6tG6dutnduRe5TvTeYSzPit+2bdvRqNHlwHfZ0qWY2Pt+8xv6X7duwZo1%20qy+77NL3j7xXt269o9lVo4o9fcc+dJzfqNh+2LDSp+aFBZmkJVBQlSVfXpUxrCafP38+jujdd9/d%20oUMHhl29qi89b968BQsWjBw5EnOXO3fu3AluuQEMT5w40YBTiDVhwgQkLFaPwrdyoFK45uHhDKRw%20yvJlXVSim+NMYmqGF0xlNCq/ulGuZcuWWMioUNc5DMEJ/PMIWhpcgYeSkhIzEkf1nRyP9yQ1asVO%20oAIgVydb73Dvt771rf/9v7/eo0ePbt268PM77x5q0MBEZEcvbtDg0Hvvrli2ctWqVZc0bIgZXwHH%20gg8ijjFtCzQLswl7j2U//73336t/Uf1j2TsuB6vlmYcfGvd/vvl3kyZOfOSRR0B76+ta4w02v7pp%20aWmPin3xR44WVsi4zMF33q9/UZ2Dbx+qX7+iIE12ISlEVwKxBdUhtnrxWlZWhm7ErolVMUs08NPC%20hQvRmVxHzvJvt27dGHAXzyGi0aZ8fps2bSy3E/v+YpY79V3z7NCg9V/gioMEpXWWODGy3HBFEwjD%20Dfiu1j6KcP+ciq8mhcFyc5dmzkJfzs0nedA32JSOZbJ7QT/96U9n4VFBuKVLy+jnihUrtMz37qvY%20p/qv//qvDz/8sDcsX74czQPq3tyHsvwNvZqd3c1bsWhct+7iRYuQQdu27SqvQEJFx7Zs3jplyhQk%201D/8wz/83d/9Xd++fTHs//mf/3ns2LH8umPXji1bthw4cAgVddll9R0HAI/Kqtn9vaF7cS5MzWHQ%20r9YQGpVemWyNEUZimu0FQcnHglJuMDQCE8kSO5nK3ED5rl0v6JnhTOVaIv8aCI4B3LRpUzjAKUQj%20/rkIByCh0at4ttOnT+/fvz84tIKojGXdOjP0ARXs4RdeeGH48OFwUia7r8WoGvNXnFI/gejFDS6+%20uMElX/nKV1avXt+lS5ddu3dl51Tef/7551/fsI6P+OIXv9irV4+rGl/10sSXsAZROHQScP7sZz+j%20n4MGDfrbv/3b0tJSRBLn995779SpU7HtweSRY0evuLLpAw/+Z4e219k9LIg6BRVZI3nkT//0T+tf%20XP9799037hcP/eq552bOmb1v71sjR9z8ne98t7z8KIitEFvHjmZqOrk2QgTJCLSKi4sNUNFI4Vv4%20Ca0LsdCcWDEMtX6H+MRPcXu9KaOtgpXva62pds2ED2neEPd/gD3QtXv3bog9cOBAgIHuQp9A8p49%20e8LrwAC2QGVt2LAhky3EnJj4qeMMjYoa2Y+w5/GczF2nId1p8K0Db82ZM+fpp5/++te//uUvf7nV%20Na3g0SeffBK9x5/IF078HPpMDz//+c/fceedQ4YMQUPC7g/8xwPNmjdHxNCNr33ta7D+d7/73U6d%20Ot133330E2AjngD/gQPvIo8QN7169Ro1ZoyRfWPGjEEtc8KraRbDYdy4cdm86vVRqHxWhGTWIGkQ%20dnit1iVzolsZxzeiP5cuXUo/nQc2jw/ylG4PGDAAN5VzQMvHIl45pxG3pKuZ817HZC7gI3SCthzq%20FFYGitAYIf3b3/6Wc2u0oGY3bdqE2O7Tpw9QWbdunRU9TAQlJ3FFhrAEHpYkLSxZsqRr166qVic8%20TqOfl192uasXo0eP5tVIAXh09erVeNqPP/44dq41RI6VH7nu2utAICZAJpsY7ZVXXmnVqtXgQYMP%20ZHMsY0jTMTjbVZAf/vCH17a5jmazuqi+XiftvPP2W+++/TZfwZeihJFKvAgh9etf/xo7ec1qxuei%20pNSrwb34mWxqqJUrV6IYGWonhANsFvvjde6U0sWl86hiZaVpKKEXnacFPRdjV4Lieb2WU3iBwzXW%203M18CaOgG5HZDz300Pjx45Hi6Cju+clPfoJTh/VVUlICG3EFJBvDmOTXWKjEhEbAW6Md0CaFwmlM%20iYkK3oVf+tprr+Fa0xTKBFj269fvBz/4wW233dayZUsU0e43dtNJfp00ceI3vvENFBFPAWxXg2fO%20nPnyyy/D8TfccAM4508ah7mRRAounob1+XyYnnY2btzIaLhA8s1vfpPPcf9gWdmGQ4fK6dd77x11%20mbQGDU5eytsBm4thEXFlFBoI7Natm3aNvitCkx7yOQ8++OCqVavoMKRBEgF7qICiRk6F75qmVstj%20rEZqPBjdNEvOD8EBwAyqc915FGwzON7VPMQ5VjG8AkNrCkbuTyupayejbGEjE8knveVTnrvHzM6U%20A7B///d/X7x4MVyIRwfAxo695YEHHkCm/NVf/RUcqfPcvFnzf/qnf8KAx4wErmhF9x4AbAwE7HPg%202rlzZ8xanFjwQJcAPN1mGBA1oLFdu3YA2x2k7obhKbpxzz33ACGnYS0zw6dXjGFBYXIEzvyoyAKX%20DWkygXOEK3Ps37+fHnbv3j0WUZGwUARz1xDihQsXWozbqnN8C8g385aysmYNgXPgwZ33+12rmRlO%20bl5lHCDz9u3b4QngCr/CDQaywaZwCegFw5ijaFeUMAjpmD3gAz0rDWOnf1WJsLXxjG4Ki6WIU+pm%205b+FH4rXJMUKkndmby7PTqFl12lcGz38/vv0/9Zbb0X6PPvssw0vueS9Q4cuatCgYmmnTmF5ovWC%20RMvvZ43kr3/j669Nnfq9+/7vXXd95nD50ToFFx0v7As+7Gf0pfB3LuQcX5bGHHEzZsxwQt7CC1xh%20MNXwTzzxBGKoZ8+eFiuDBM899xxXMDQw2ultixYtGGrI5KY/ixjh1+AgZLLxZ2chk2Pqu348dkW2%20JIc5/q3siv4x8R90hbn5d/r06chptBDKzSAnc5rCASbLhFfgCUFoSKoRFDTIdRqMzGyZRJ2Bs2A5%205EyqWXkECwK/F+X5gb9d7fwQ37t582Y6jIQaNWqUqqm8sE7dOjXDM5bVcCZJ6NL+3Llz+RMFHhJQ%20t1/liRyEFpLJ8XRNG5L17duXO5Gt8+fPhyiYFStWrIB2KNjWrVtnzYcCsHrq4jKFay0zicOD1T+s%20WCnZtct1TigtwIAu/GT9G+BtjRYkOgzdpk0bFwycDjFbYlhrwRyxcng2p9BCMPHelyZOfOfgwYZZ%209YLJrvo9euxYYRVdKqxXr7RXr/vuu69ORUaby95+5+D+tw9c3axVDfYzWTnOeT6MGmxdswFX7Aes%20nAvAOsD+B5D+ZHaY2N/nrgCNIEOIObeIs7BPkjjVrnmsYGOXuZjEVQOKHTp0QMxD9V69esEQOLT4%20rmvXrn3zzTet4cvRo0cPnKKZM2dyBbHtQo4RTiI2oqZiCuqcqNbMB3vr6h7OarB3sikFG8Ru+2NV%20ukLHDh8GsY2vusq/gEH9ixvUbE9j078q1Er2yczd7pFygw7AgzQRH6YMApZcxDwG53v27GnZsiUm%20NMDeuHEjsMenRfJiY7dt2zaTWP1Op5rOE00LxkAsPidOrMl+OIcPTBTIud6p007XXXcd2hXOUIXC%20Oka0utfHHS0eTp+eTdH+kXdlRRLGet2sxd7gpBOgHH3//UPvvgu7Hzl6pCBTUKegzjvvvlNTPQSE%20Yk8di0xkkHEy3Z5q9eQgytvZhSVc0yhjpRji4EHO8VchGQKUX3fv3s2fPugM3AmNjlS75tkRxpjM%20baQEDLF69ep+/fpBXeDKFa7jGnFx/fr17paWY0xfsGHDBgMPk4kdkvPAyYQpZ8N9df6svDzzUcQ6%20vWRWx4ow6SxoK6zKqgR5VgbVKaj4isNH3jv4zsGK2fOLG9YgXDViGVLU7M6dO8FkRB1aJ0HXlGPV%20qlXISrzWZPSv2d7QukhM7CAaQZeuW7cOFwaVC2IhHzTCbTEalJvDW07hmpfqNLknGyzh/OCRgkbI%20fODAAfAJmd34CmNVpOrNbrx0ppd/ASpmM0+VlpZ26tTJNnMsrnPjLxV8uC8uUxm/xb9XJUzNtw8c%20KC/IXJqtLXLC4+Bbb2XqZC659NJ6devVrVsPIXT02NGKjXU1NNUUc1qMKlIMmJmQyQkhN6k6Efj6%2066+7dyqopubkHncsOhWMpo0EFLQJ/vnXeabzozr2BQ3XZGlJyIz8xo5q1aoVhJ8wYQI/jRo1CuGN%20iTV58mSjHcxqr4R2mytSHNnPla5du5rNlHOnSTSSI9fmabmvhbmrOJnKdZET7CYtPLFI0h6uW/do%20tvglPt++vXtxSiv2IdWvV55cjyn4yCrRJZdfnin4YCN+QSG3FR4+drReYZ1j1TtRUXi22g10zp87%20/sjHxo0bowaVg5gA/Ck4GU8TRGPmmKmUL3KygI5ZJbC4uHjcuHHGY48ZM2b27NmmLNV3pYWSkhK9%20lbxWrenM8IeGmbkwTZDJvybjsmwhrGM6bDxVkBxl6ZxJMoMZt5kgV0C6GJtMm5hM71Qz8wtVYbUg%20R7N/+Hedeh+Qu3GTigkksHqCZuLvD8RBYWU8cAVIL6pbWJBbBOS4ThZU08lcTyTm0hlDs6JBCwZ8%20z549TZs2VVJs2rQJjwMw8yeWSzyoFaMS7tixo3tfGfZ27dqZ+B9sQw6sa32Q8yCL/wUNV6F1NHsg%205gEbLLJmzRqYZtiwYUj3qVOnQvJu3bqNHj166dKlGF1WhTXdAZjEEuvQoQPPoo0xntHGrt86pZnn%20tscJAHlq21erva8wkX4xOQ8kqBhAZ+mwbxctWrR9+3bsZLMZRhSxS9xQYeXKlV26dLFGETcjW43Q%20hKxXZw+tHkRqGjOc90eySq/LBsjpir3d2RlgY4nFZyaxvzlSGcFPzZs3hxXWrl0LYi0zSQvpwJ7E%20jFiBIRyuysR+VAY8EpHvyR6WS9dyDpvFuV/XzPjJiFF1NSeQANJg8iiOI5gx1a55eSi8XV+xZM6b%20b76JI+o66nPPPQeX9OrVC0ZZuHAhMhvo7t27N5hG1xTTi5uBdOvWrSdOnIhe/Yu/+At+5eSCje48%20c7qEQHRLExZNy5YtDVPJJPIKqDP51cF/9913IQQGzsaNG1977TXXzNGxtNO2bdsom5LXc04XrnbV%2050m6lBAekYyrg/MDyXfu3NmmTZtmzZoBSLxWN69qqkl1Dh4B3jyFx8ttGMywl4GK6XHacNWVAIq7%20du3CNwF1SNIjlUdSQ6qfmzRpArFWr16NOsX0BeQ86AQEN/OsEK2oXp3nqdUu9KgmZ/m1hzGAr7rq%20KrDHeXFxMfDbt2/f7t27ofrAgQO3bNmCB6VtXFHAImt3GQjFU4j/z372s3PnzsWJBcAwTb6XYzkL%20sMxUXQkOVQlpGH9LUVlE1x2LQTvjtHVoS0tLsXtbtGiBTYQhPXToUE4aZY/YX5GGSeS9+6SO1fmB%20zMBsxYoVILZz587gDW0JE3Tp0qVr165AFO5BnepoOefhWt8bb7yBFQ0zYXpZR9jsXikmT54QOTA2%20cH/8+PGoRM7Rls7VO12USQR7A2P3WhhIzHnTpk2xiTZt2qSt1Lx5c4kFdFO45uuhqI6ya14EZtde%20ey1mmKm9Qe9F2UPyg1WA7dqduIWHsH7nz58PbtG9+Etf/OIXzw9BftYgmqNX1Z/AcsGCBd///vfB%20GIMP8Pr16xcTfpnKrcUc2DIA1WyJmMRYOniq0K5Dhw6QDLiiXflTL8b0Wqnvmn9HeKEx2av1hXGL%2074q2RKI3btyYG7gT/wfflXss6QuXoHvhA+43LRtsdP3116tgAbxhw+lRPVxzynwk4WroNVBknC0b%20acaPuC3266BdoRfIhECMv9Vc+RVkduzYEQBjFdOIK7p5jdXMBT4zHEs4BsdwbjzttGnThgwZwsWF%20CxfCKFDatKYrV67ENnbhIZuOrOLAZYUnDJBCLbvEX03ByPQ4GbowvG3atPna177GqDLIFkPR3OXc%20nYnOFXPgv+C1KlXXr1+PMYx7QiMzZszo2bMnmI8FtnNV+CfVrmd6JGvAGEpuJCo2rVnCnZx0BRXm%20MOwp9pq7pcuwOK67XdNDhZwC77TpkqlMfeikLo7JVdl9fMlSPTHpgBZ19RVAojzfzh6IVwUrQIWI%20sTEgXXfN1yOZyVKJ6xa5Hj16QNQXXngBC6pr167mZ3rxxRf3Zg9DWGNDHHdu2bIFPdCkSRPsMSxh%20mKbGc2RfaHSxvq5j27JlSzQnY8sV6RXq0XVXlGfnzp3nzJkDmZCbRUVFeDGvvvoqHi/uCWoWUdu6%20dWtBntZ3zeePr1yOB4HQ/tChQ/hLCHI4ALnuOZaVc8JgNTk7pQmN7gXValpO3L7DDR9DBboL6LCU%20riVLGFXGdtu2bUYXJ+u4i8Arr7ySG/BH1q1bx7CDbaiJSdyoUSNcEs6dR0DZ5rtqzaQLOWGAWSkH%20Gpu3tl27djCKueE5ULPZehMHophVbOByopgHAXZZWRn6+bTzCadH0EJXxbVrxtMSng6+qHPBHPkI%20RBGaXbp0KSkp4U+3KPfu3dt4Y6we8GxNhnzP/JJJd+RkKqco4YOGDRsim5csWcL5oEGDoPGMGTPg%20Feyxnj17cueaNWtCbbqN7uqrr37qqaeAKM7SpZdeapJe9/GkazmnTQ6nhQDb5s2bX3vtNYiCdm3f%20vn2EbfuvRg2+KxDt3r07FzGDuRPTF8SuXbsWSxjcQo7YIJXvIf4XNFyNaIsyKkBx48aNCHKoDqM4%20h4Rs5vrKlSshv0mxg+T6sdxgpRzsZ5wlgMr1ZAaJ9DhVS9h5JuspQw7Vo9NIsfXfuT2voISRpIAT%20nHMd9AJapKfVemPfrKn983rL6wU9M8wBCSOL0qHsYZnWZ555ZurUqZ07dzZcZuLEiWAYYzhwGBle%20uB/x37hxY4xh/FtN5bxeLTi3R7LkFxBlVF19BZwxJ6zj6t6MBtlj8eLFiNRly5Zh/e7evRudzJ2c%2079mzB5+WNiG00jY1hvPYR4q6rE72Qvjly5f36dOnb9++SO4dO3agb7mBP/FdDScO5wpsW5kOx9Vl%20ng0bNsQUSHqcyWFqtYbZKrVukYtka7HrVd/VhRz0cPPmzQ8ePGgAU9euXS1CB00D/y6Yp3DNT7si%20kVVU3wbOgOqYTwjpG264AeN20aJF3ICAHzhwIAIe5WnCERdgsZZhDq6YP75x9tC6To3h0z7CPYm8%20arGXNSlbvRmgQgJTvSA0oQhqFm08YMCAmTNnInBbtmyJ0+u8YCRwT+Gar7MaOX/CE23btsULApkQ%20+OqrrzbbyG9/+1sUqeE1oTzRq+ATI41fW7VqBUthRSfrnaXH6YnRmP9j5EEXVHBeN8RrzDkx+Fbo%20cJ2GE1NS4rtapzeqBERtlFS75uXhmrtrA8YwIafRqJC5Y8eO8+fP5ydktoHEmzdvfv3117G7YIgo%20EJwtc9pANoJXsI2dDlEnpCbxmWhX55w4GFuTqplPOJPYPmFUEyS47rrrlixZUpEP+ciRIUOG4MJA%20LBQsZMVxxYu59tprTVCc+q55rFqTe9OFnAFJ/AtEhaVZhQWqoYiBdpjJYhwIeBhlz549qGXOuZ4a%20w2cyp5CprFHCgDOSWDq7d++O/cOKQkmm72pWEKOLDxw4AGnwazB5IA0iWAXLr2mYRH4bXc5YxKYc%206Ip9O3v2bEDYq1cvUDp+/HgnPLp27QoD7dy5E4ZwMQDuMagYjrnmmmtgDhgFoc6D3OO6fIq90zgU%20iKALpYplC122b9++dOnSvn37xlZYYyScGQaQ+Kuc45g0b9583rx5nF911VULFy6EZJAGP8VpqmQR%20rRSueWl0uRsuEgLDJZDZ6umQdvXq1Yh2EGhSAvSnqUlEKRrYdJtTpkzBEoNvKmpb1KtnoiaY5nD2%20oE23+/hedG8ykjFEfm3LIVSVMX+SVkPy8ZykrS6hJb/XgVJixpZUxN/+/ftXrVrFvypb6KJ57Oo3%20YpTrCErEKzYwsFyzZs2KFSuGDh3asmXL9evXYyHfdNNNpunRDkqN4bzXsRGehlaE9rfeeis6Fk9J%20R8iM1YCWK61bt3ZriKx22WWX4SYBaSDHdfOYJiMTkxXowtfKmfDIQWkyVUJIkLwYSRGVU+jthJta%20Q07FskpyoMCqTiYDtXLlyuuvv75z585gTwEXo+fedJ5q1qxZhw4dwLYxw7isPIsd1KJFi+LiYiiC%20vm3bti3SNi1pld++a44SAG8wSpcuXWARhPqWLVtKSkoGDhyItkTlItdRs+YH/0DU1a0Ll1x33XVw%20BtDVQtbXcjEwmuVZveKY0oxkCDnrtMlcnhHOni9GrFZD8nBGIJyO5OGnRaFH04u6i9gpX6vUWwCe%20QeaKP4Vcc9IYHLZp0wbndtGiRTzeu3dvrgNX/BdISQfwUJwUTHM15T1c5ZKYdkL6okXBJ3zgQp87%20dThv2rQp6I0yLSKQf00lYR0At1zCQIYlhurICVU9mZItJ8y0UPvHM2kmRBBSVTcYmhILqjm2BoOJ%20fQtFwO2bb74JdA059BEOBhnFCxrNouZ+KXM7KVURuEC9tLRUqOd76fTMBb6QE9HCgM30/PDNpk2b%20YJROnTrBJWvXrnUHFmYw7pDOkuwC+bXEJk2aBD6BMS1gS6OW+bNjx46WA1blRrkAtYqsbIq2ULbB%20qUkFUgt92t/prOYosaSo0prQanA2Lnx4TRur/m3fvp1BZjDB2zXZA6uYf7GEXXJzWBhY9CrOCLZP%203759GXNQjfvapEkT7CPsZyjCCdTcsGGDuWDy3XctuGCXB50ECpN4//79GLEYt8jsbdu2AU64B70K%20iyC8r7jiim7dusEieEfJkHErwQpId7cbV2wiGB7koqHqiP8rs4dxF671xxTU8UlJjtdOtXyqSRxW%20bxHE5n6+nSFizBkxzJmNGzcyjFzE9G2YPRhSJ3IZOoDKDQwdQjMZBOqggc/x48cPGTIExPKKsrIy%20Wraip2lfOEywxmhzktd7Gy9c7QrxkkmGlbvwEwKbc3Qs3FNcXGyGFznDIJtwXDPZba7WU08uwW/d%20uhUVAVZ37NhBO40bN4bPEPmwnfvX1SSZbDi7KYudRi447sivSbuqcJ4M9vQzTeVhCWZU6OLFi1GG%20DBEykfHH7cTuNedoJrtTCjckubnCd1nsj/vBNo3g39ICf4LtzZs3g14lL4Ro164dZMK/xSbK6+xq%20F3o5ZvWnOzaMBMYAhrpwj+6oizf6ovKHDORWnghzC8SaBIzDcq/gGR5CRTi3ZOEWHo/CkxYUhv8Q%20/xEr60xpcr0nLwbTOSS/1EkBvpHvjap8rkhryiLFMFCxVPE/+dP5gv79+zMgDKN7cTLZ5Rzu0XNx%200cvCkBE3ZmYm44EBKmYRtzHmvMt6zW5pfOONN8z/nBrD+XHklNgIs4o/scQeeeSRoqKinj17Llq0%20CBdo9OjR8NNjjz0GsceOHXsaa+thZsvBMUEK/8E6GIFqVPSw64qoCOdIzWthKhnOOZFZ5WDYmnNF%20iezrPCrn/IQxWYO+rt64kkUhImZ0IAEb+spyGJoeSjR3Pli7URRpAPMhqDi+ghPux6vUJI7ZptPz%201UXvE088QU9o1nLpaNpVq1ZZVZ2X4vqiZjGYBXOkBAkzPmcdONWutWj2MvSVnipogS+R8WaBQMth%20u5pDGADATPCBJXBO743JHbCwBZrWcqaa08ZXZLKZEGBrt7a774fuvZs9kqs76tuQBXK8hiJaiE+w%209PCZH7SMpfr6668brAsknCcHjTmGeuxrA4eMktPjYSkAHvdF8NX86tRuJlt7PibbTsZnrupwJZaW%20wST/Dhw4UG0MjK3FDn0Rc1pSjOrxCjaPArwLLvBIdOCBCgWfw4YNAzlz587t0KEDjKX/06JFC2CM%20ZWVFnNMQDVXNyqijcs5zlIZ7gPyVf/kTtWzRYZd8Y5ZVBW7IR01FxjrX7WxtrGkxXIyG/mdS21u1%20BLQYjp8DPw1jJcvvNH9O1fg3qHv16tUmr7znnnsQfJCvd+/evA6Jw6ANHjz44MGDXGT0MKAiR3F+%20uRsXhHatigOs2rpjx44NGzYood14NWLECPQJLit2YJs2bVACMtypztBWw3lRNyD0WPh+kexPd87N%202d4Aq8FnQMKdYgBDqPuse8Q4WbNmTY2MG8YFpiNuPC9CPVotnve6UUZ/Hm/TsF5DCMPI1AWIaTzV%20bI6jm7R0BKqff6r7UX01NgtddTaL3oJS3GAkGvTdu3cvtLaM3fr16zGPUbAhUwzGSq79ptq11sFV%205sBlhYQK2rKyMsy2K6+8EmEMmQ0Z5zDziDxXI9o1Kq9FQeHqsxwk+485ZzCAa0jJ+KFMZeRtTeVM%20pR2+3TJQ2B20bJ2RgITG7Qk/M8zjTCIoOkxoBVNVsDxVhlT2IV43bdoELKHgNddcw7lRZRjGBlfg%20aVti25KCOLeRZjGPskxcEL5rkuNDips1As7DDIa0S5cuhaL9+vXDBgaxkLN79+6GOpweG+XwX0x0%20JRdpfqcUCP3p/Vpx/gmQnPs5SZV+JkeO325AX6jQTGVCljAsA6hh3yZ7FVXSa3A+wpAJKIizjYne%20vn17bGP6061bN0ZYDxyvHkt+/vz5dIn7mzdvbpxGHkV6XnDaVT8KTkLoAkv4BtGLDMZMsnYGN2Me%20Q8KioiKsQSdIk4UbTkO7JiN+cqIRk9Ow8nFSsiTN5mjE/psbJen9mt+8BpnPKSInmaKTOQl7q4mO%20cDnHWJTjvzqH8ZJffRra1dfhoL7yyitoUVAKdPkTIxl7hG7gSsRyGqTEcIg5p0gNk2rXWgfdWBvU%20RkISz5kzB1K1aNFCexK+ad26tSslPsJFPdgz1AA5TJlURzmpSaK6RLiCSR0VgZORoNzFiSgFUlPD%20FTowNpq6MJOc0c2RDklT/3iXNWkp1FQ/rZngxJgv3bVrV48ePfS0cXZwbVq1aoWnzQkeBCKYO62f%20oqmfL45r5kLYkeO6vB5dxNN4jrNq4jyM3nbt2kFUA8GttaE6NVYxkKwDGWstrii6Z90pSi4KLVOu%20yaAWVvKEf7nOn9a2UwrQgrWzrBEedua+fft80OUTs0Y5b8wNXPTTQBEdyFRG3sZPtIMFEYqO1qIP%20ZquJgiNqGPvvrFWENFiXQP8wzJOYu/YeZF8muxaVqdw+znUHys5Hf/zJoC6wZLeViVajdzxj3ttx%20dvB5i3NUvs7xwco1ranxFaARNwfXBpkrShlnpC2mb+PGjRko3Bz+5Gbe5Ydwki/28IViDLs5S0PO%20+F44AAPYkFQIbNSb7IV706tXLzxD/Fg0MHe6DR3Wb5Q9kM2WTncpz7gZt7nCN+KHBy3S4UX1p4FQ%20BkIECC3fJOvQIJxkxURdRFqzPoBB7coFRQPv5YqbbGmK/qiieQt8zL88aL0Z86TwLPebyMblH6FF%20y/4Ec/NpNHj11Ve7CnJ59uBXYab6crbJLanOQpkpX90OCI379cQEomFNKM4YQ6QAMpGnuM30ok4L%20+4Fh3xr46YtMlMVPtGl1IkDIONACjXMP3X7ppZfwVMeMGdOhQwfEB1cUXjwCoRWL9KFLly4uzkW5%20o7wwhs9/uEYAkPaboYKwLCdTp06FzwYPHoyExiSG3TGiduzYsWzZMkOFYRSACmPB/fCc8b1uK1FL%200wicZyV1+VVMmuIgFjl8tao4k13Zd7NrmLUugTjdKp65B6BykT64r1qjV8TyXjq2P3vQAb1ulZXb%20u8G8yh/Emu5cPSOEYr1E40KlJxTVt/KxVYKUOCEmFBBGWcedlmxUCfNe15/QxnwFz+rBhrHKwfiH%209NGUVeTJjU6nqYHDtGEwLV/EKxRMbqxr0qQJw6L8BZwMCCgtLi4W5I4Sj0AR7qQzmhs8ws2W3uG2%20ZDBpagyfy0OsRhFHTkDj/fff/8wzz9x5553g81vf+tbkyZM579Onz4svvgiZ77nnHtgIzujXr1/7%207CFb33zzzW3atFmwYAF6ePTo0fA9TaEihgwZAoMuWrQISAwYMACRj47asmVL3759Bw0apH674YYb%20SktL3UzLS7HDdZ55Ke3DvuhzdEJJScmmTZsAyahRo7p3704jPDt06FCu7969m7517twZDoNTi4qK%20+vfvz9vVb3S1a9euzldxf7du3WBQOBJhRM/hYFqgDwBDk5hzXs17aZMH1bo8xXUQwnvRPyNHjqTB%20NWvW8Ozw4cMxJvmT3vJRRn117NiRb4TdgQ0ndMmJHDrPB27cuJFxY8ToA20yPi1atBg2bBjAmDVr%20FtqPR0AyqB44cCCPQCa+na/mnKZ0JbinZ8+efCAfPmLECJ7dtm0b57TJV3BOn+mn34W5NHbsWEaS%2063w1du+6desgLlCnP6tWrUJA0z26zYuWLFmimMijBE7nP1xdqDRNHsxhHBzkFMBORfCTaQ3519TB%20O3fuhH0jkzD2VWTTNLTIWVy4gcddjSwrK3PnF20CV9dFM9nSTHCS9/MT3OnCqX6XwXo0iMbgBP6G%20k/QS4SFuoKv0gT/hNhUU+p92TLPAnStWrOBPw4zXrl3rfjG+Zfny5e5boBH6rAaGNTds2AB6jb6g%20KafHd2UP9/TysTSI76c7SlO0bGQfCORL4X6eAtJ0jFdwkQGk8zzOh1j3gNvoDN+INGF8gLHjYw0b%20usT4aAhw3Uk1+6n3S295Nda4GV7cXcyzdB7xYfIAXBUecasjX81Q0LIZnhgTOswrGEza1IvmV67z%20Ur6OZ/lXae6Oi9R3rS1wjRAWCAYzWdhXt1BHEcqZEs0NOtASraV5pt/InZAf/QYSsKloBwLzk74x%204IS5ZSmYDKEOk/GILp+Wmwk1wVhMk5hlguswOgo5OJhmuZPrJvJTQHDdKi+RgdFc2LyC/mjNgiu9%20WfrJt5gl0J09vIJfndzCXee6Vq4RIPzJDYLZXUccSjcel7/Dt1foGG+IRKNLnHORG4y4ZnB4i3uY%20+Il2HB864LQt56Z34O3uTXVLgCtqfCwUsayrKWCcK1KY6jArajXjGSXa7NSpkzlKebvpTqWXE/7i%20mXPFipsB6CFjzp/YDvmyU+f8167hCEFaFNTjjz8+Y8YMKAfz/fSnP/3Vr36FKQhaHnrooccee4yT%20p556Cp2JSYYIf/nllx9++GG0DSYi7DhhwgSQ3LZtWzjjlVdegbGw01Ay//Vf/4WawkJDUYwbNw7u%20AS2Adv78+XPnzoVl4QnOebsRtgsXLkTzoKPo0uLFi9EYXKdXtLl69WqsTThp0qRJqAL6ANthonOO%20dUofOAHzXPzlL3/Js5iU+Glc//GPf4xlbnbP559/nj7zCWinF154ASa+/vrrseFpE3DSf9qfOXMm%20XUI1wf28lHuQUFOmTOE6+Gd8Xn31VUxWsM11voKh4BsRHwzOa6+9pi7F4acP9MeiUvQfmKFyeenK%20lSsxUzlnxBif7du3Mz50/he/+IXhjejAZ599FomA7YpdyjfSCCar282xnH01j3AOArlI+ww4rsQT%20Tzzxk5/8RLeCjtFnnkUKcIXHATPt0Gce1Knm2/kWhBFjzkvpKoMAIRi0f/u3f+PxvPHsvv3tb18I%20xjDsos0GeOADrmAmwcSmCAZ+MBZsajkWmEkjCvRy0UlOdRSPmzUCwnMOVi0AS5u0b8UHUxYgzlEI%20boZ2pgrmUx252c1M4lznWVWuatnlQZPTcwMqol27dvzqUqHLG/QHRNE4ncHo5QofAr/SH66YWdeg%20aIug6gfSJrfh4PE6emguG/rGdeda6QmCIKasnANjHBAr2py2gxDhJzpGCxYu0NYwCIx+WhjObJLc%20z4fzE0Nq+QyeskYG1+mGG2ItL+SE9hXZg9fxJ3hz24CrL+775wp403d1Co3xNGuMs+70mQY1E+iP%20GxJ4nBsgOlTQtuJ7ERaIGPrjVvgUruf4cP0AmsGmCGn0D2RDv8E0w4cPh5yIYRj6xhtvhHioDgQ2%20SEBIwyi9e/dGfcENyHg45hOf+AR3IoxhhQEDBsCjiG2zJXI+b968Nm3aDBs2TH0Fdw4ePBiVgoqD%2082gW5NMHmINm6RLvoh10O6yDqzxkyBBg6WYgWLZfv370kG7wL8/yFA3Cc+gN4ARr0gjsbh1avmj0%206NFAFL0BW48aNYp2zPqJTqYDsCl8STt8iKuXjAPwRuHTW+4xUz4XkRG0yZ98V1FREQMFPOgM8OBO%20+ub4gG3ECoYAjcD9QI7roJFGaH/o0KGcI0c45x70PAII0wOTlaaQBTRLg3wCeLPkX2lpKYOAAue9%20qGW+iHfRT67TFN+OXmV8+BCMF/rJOf3k8f79+9PO0qVL6Q8jSfu0wyt4im8x4yw3d+zYkRPap3H6%20AyFoHAbgJ7jCpFBO4Dt7/372qG31ry6IDXSxRROO0XjDuIWJARtSHN6C+bCpYHHoh9UEKqAumAEt%200B5Cwk9wycSJE7kOIGF6foIRwQPn2HIgkz+XZQ84BiaG0ti3QAhmYpB5F+wOJmkQSxV2BMkyMX2g%20fQxRS2PBoHAeDA1EEQpwPEagfXCCBC6kKW7gi5Am/ATXIizQD3wL/Zw8ebLzrnwsf8KdAIxG3NYr%20E/M4jXAPTIw1DniQVkguXgdgUIZ8F91AEnF92rRpgJZn+S4eBJPcAx4whmmTc6Qe9zOMfDtczv3c%20iYDgwxkoxocPZ3wWZg/Giu5xnfcCcu7EuuZd3M/IczPt8y2MG01h0NIIn4D04VsGDRqEnocQ6G3a%204RP4WIDH4GiwzJ49mxv4RhoH24CTfnIRHmBgkX20w+fTOMOL0U7/R4wYgRxxRTe5XO/G99R3PduH%20yxsmSTKREioIyqHfoBzsCJ2gLufcAx6sX2amH9CFBQj70o4bJt17jZyGnMCAX4Ef3ACHwS4m3eN+%20hAJNwWEuxv4mezi1g67gHhdsVQVICudazYdiPjdnnniXSYZAuLGTZkjlIg1qIhrFTk9Q1zQFEuB+%20OsAVmnVel6/jvYgGkzw4DXtZ9qBN7tFW56UmrEH/wNlOa1nRy1BqbnbGi/dGTAjfyxv5Xvem03k6%20DE5oh/u1LzjnS2mKR+gbVg8NZrJFk+kb7WsSM8LAjH/5NC1qmuV16E86jDjjWQjHn9yPqKJ97nc3%20H12y4q6rzfzEaNtPa/NCa1rzflMQM+b01oXlWKiPucBIFp1q17N6wIiALSJs4C04g3+N74Gupk3i%20BIYDz/Cu9DaBbTicAsbwGm8w6MdGnPg1P5DrQM67Gl3gvgI6QIMu9NEB+d68FibFtqqajqXzomDM%206hK0Y/8jf6rrHzxr+IGVuAy3MLmM+oFnnXDmq2HQS7OHcYLyJZ3kKT1ts72AIuOH4G/LYYI0Hqcp%200yxx4iSTMSeMGw8qE6PYFG/n65whBzDoPc95FqXqephQcU7IoAXjLgyTMAOO2wzpFQ/SvjOFgByh%20qcQ08ZXT19zPT67YmbyGftKO0R1OrfMWxoo2uYeb+ZW+8ZlRZL2qDJWpdv3Yp5qcp8FPY/SxiLCU%20sNygNKYm3ia+KJoKawqLiIvYbM7xwp04lvhvMDGy3MgEYDx//nzYi3PggdWnHwuBsST5FwsNjuFd%20WH28CGMMOLnSgOW8du1amBhLzCIucCE3cD9qnPdqYeL3cr9WK+2AFkxH3otuBFFKBJ6lQR6h5+hS%20OK+4uJh7dDX5FnpFP8Ekn8C3YxXzpVibKDrXXXmcZl1ida6bc0x9+kNr3AacuE7jmPcoJToMILFU%20+Qreywio62gH/DBunNBnnuUD6QCP86D6XF8di5Tx4RyEYEUDVCxnvgWXAYecMeRB2udd9JkrfCOS%205frsgT7k6zCJtXHoGP3hhE/jvfEsQw1duEcY0w7vtZ+MD+fmXuMb+UCQTAc4B8D0zWgTV2JDh9W2%20WOILYqpJtYa8RGNYYxtug2nAA6JU7QGXQHI1DKIX/gBFMAoo1fWVX22Hm/nV1UvYxchbDu5xD7T2%20G6aawXe8S83seimsTAfMIaRq5baLs4c7v+mDRSi5DRvb7SauDGtOw080zg28yNzF/Gm4EnimG3ab%20Z52GhQVhX/QP+OEineRb3ISgJnfZk/dyxQUPb+BZRkkNqYXJ4wYzcOJCrnkbjdakHRvXZnYhyi0v%20TgXzFs5ph07yFue9fAWvZkhp1vAJV8WN1uZ+hAv/Iu9oDXlBa4gqRt78AVpAwFhLgY/SPveGwJ7B%20jDzr1Dr84N4PaEGbyLjIhpWpTByfGsPn4EgWiYpt0xqKkRQzdo1qwRohbKSuwa66N2EpabBpfGpr%206V6a4z+TjQ1WVCfLvUb1B2W5PeFxG4meGObuZk59b6NnDfDIZINpY6OmsbumL4vAfXtiI8F5biHw%20QffBoYjAOczNdXSOQAIwKFvOEWTwNL4iUARUwAAMgBN0NUBC99IO1+ktWh2mb9euHd/Fs7C+sUd+%20QoSg+Pl22HgGw+vtHhKTV4QBnNxM63C5KEX79AcNjDydN2+epqy5Gp3GQ57q23MP+LTsGP2MHHS8%20xb0Kdo+PMsIkyTNmfk+nms7qEdvlMpUb6AxnM9LIvGFS0akFiAfboQS4Dk94v1U5jOPTF3VOQkdU%20ospP/OT1qLUhayq2jbmPEHlR584bt6RY+CNyeYrV2MqTqSzPo1ixnp1/Kkfsf6RZC7QY26S+srBl%203OwKp9h2rdjCitym6x5B/3A/6tHASXeZGr7nVgRj/dzABOzpFXh2Z19S6vGxdthR1ZmMCR6XWJ3f%20kiIOtS6uf9IOosEQLgUQJgN/JosAcjO9ivJZmexmBn41xFo/X1vAYTGdqrOSek+ZmtuRm2rX9Dgd%20++KE12Pzw0neX02+uBNer6oszamCoapJ2lOdvK1KYaap1dIjD+B6qvefKlyruv9U4VFVQtaaglle%20wLVuyscX+FFTcDpVGJ+rfua1fkrhmh75LVYuqCOFa2okl6f9zxuZlfqu6ZEe+XIUpkOQHumRwjU9%200iM9UrimR3qkcE2P9EiPFK7pkR7pkcI1PdIjhWt6pEd6pHBNj/RIjxSu6ZEeKVzTIz3SI4VreqRH%20eqRwTY/0SOGaHumRHilc0yM90uMUjv8vwAAhbQGgX39QmwAAAABJRU5ErkJggg==" height="263" width="314" overflow="visible"> </image>
              </svg>
            </div>
          </div>
          <div class="fig"><span class="labelfig">FIGURA 1.&nbsp; </span><span class="textfig">Esquema general de un biodigestor de tapa fija o de tipo Chino (<span class="tooltip"><a href="#B50">Santerre &amp; Smith, 1982</a><span class="tooltip-content">Santerre,
            M. T., &amp; Smith, K. R. (1982). Measures of appropriateness: The 
            resource requirements of anaerobic digestion (biogas) systems. <i>World Development</i>, <i>10</i>(3), 239-261. <a href="http://dx.doi.org/10.1016/0305-750X%2882%2990013-4" target="xrefwindow">http://dx.doi.org/10.1016/0305-750X(82)90013-4</a> </span></span>)</span></div>
        </article>
        <article class="section"><a id="id0x874b00"><!-- named anchor --></a>
          <h4>Biodigestor de campana flotante o de tipo hindú</h4>
          &nbsp;<a href="#content" class="boton_1">⌅</a>
          <p>Los biodigestores de campana flotante o de tipo hindú (<span class="tooltip"><a href="#f2">Figura 2</a></span>)
            están formados por un cilindro de mampostería en su parte inferior (con
            un tope para apoyar la campana) y una campana flotante que almacena el 
            gas en la parte superior (<span class="tooltip"><a href="#B18">Group, 2007</a><span class="tooltip-content">Group, E. (2007). <i>Promoting Biogas Systems in Kenya -A feasibility study-Kerea</i>. Yumpu. Dostupné z: <a href="https://www.yumpu.com/en/document/read/11658383/promoting-biogas-systems-in-kenya-a-feasibility-study-kerea" target="xrefwindow">https://www.yumpu.com/en/document/read/11658383/promoting-biogas-systems-in-kenya-a-feasibility-study-kerea</a> </span></span>). La campana de gas es usualmente construida de metal
            con planchas de acero, de entre 2 y 2,5 mm de espesor, siendo soldadas 
            algunas abrazaderas en su interior como un medio de ruptura de la espuma
            cuando se procede a su rotación. Luego de la eliminación de las 
            suciedades y la corrosión en la superficie del metal, la campana debe 
            ser cubierta con pintura de aceite o sintética para protegerla de la 
            corrosión (<span class="tooltip"><a href="#B37">Nzila et al., 2012</a><span class="tooltip-content">Nzila,
            C., Dewulf, J., Spanjers, H., Tuigong, D., Kiriamiti, H., &amp; 
            Langenhove, H. (2012). Multi criteria sustainability assessment of 
            biogas production in Kenya. <i>Applied Energy</i>, <i>93</i>, 496-506. <a href="http://dx.doi.org/10.1016/j.apenergy.2011.12.020" target="xrefwindow">http://dx.doi.org/10.1016/j.apenergy.2011.12.020</a> </span></span>). Por tanto, es recomendable aplicar mantenimiento a 
            la campana anualmente para lograr una vida útil de la misma de entre 8 y
            12 años. Algunos materiales recomendables son las planchas de acero 
            galvanizado, los plásticos (fibra de vidrio reforzada y planchas de 
            plástico) y el ferrocemento con recubrimiento para garantizar la 
            hermeticidad del gas.</p>
          <div id="f2" class="fig">
            <div class="zoom">
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xDzetGlT%20Qd/+jDYMgsZs27atb0EvpmbX7h0o2wxsbu4WrN+y0vLLL7/8iSeemDV71sRJ4+kmYvm000594cXn%20Ro0aNWTIENgTI0yntFwvlSQB46Ma1WZ1VCtDBhVaCgY5WLmAR84VHoI6CEUARmC2XmQyDmS3JwwS%20hOZ4hRdh/Gh9CHOQCbUhr8AGpAOkKRZ1LmoGOSbYC3qiGODniRzg1AAAuDlcC07GvxXnD+eL4hqy%20kyFoOdv0Fn2RqsLfa665xuNtfGvma7FoYPz4Med8+3jLV3XppVf06bEqKzvj//33r1LTrfz8Lhdf%20/P0TJjSiiwC/wcf0Ayff/e536QiDcP311/fv33/o0KHysY0ZM4YxoQFuhZbCubnZPPze976Xndeu%20f2Fh/8KiBx98cPbs2TSP6aCeq666itHWW0wfAp/x5NfFixfz4o7tuwYNGnTLLbfQAPqCZc5H+/Tp%20gx3ECFM/4l2a0Wf3ICbWjdvOphV1xi3VSNNzAxgaArT8E3aO2obwFJFBGRAxFLBfwW70rrh1ILcL%20Sg/1F5lDzVh06NtgEjpD7sEjsBV5DkkVFRWp2WAYnZPn0ChkRxlkNeQoZVuLWIcLxnHMSDd0nN6Z%20wExp2pJUYjRoK7ZLye4XnQXzsbrqpOSgry6ytV0uNm1mYwMjbO3as6dz51QnsCqtIWKFGyozMoKh%20EChNs1wrtGYFXmqRxpa/qO52rJXdrlhFWVl2Xp7l8daHw0nJzRYsPAUrhZtIox3l5fVY0cZYss/a%20tHnDrbf89NRTTx0wYDAqwMy33jnjjDO++c1Tbftl1+7OnTs6y+BRXiktKw0m26tN6jtf1LqaOw4n%20AeOjBc+GYgywdUk8giu4sgKJmT+QI/3WLXhFYZ9lUVFh1a2NK2Ag5zDEhzGmj/KQf/KhSZMmDRs2%20jGJAGsCvXr0asw2JTTP2a9gfietA4ZkK/JDXTWCG3KV5VleDzDRsap/X0UI9DdHGiN+XFg41BoM+%20QIWBXBcKpwaznF8VOOU1YVjiFGi/WjeGOygCxNWSJmDcGAlTMiklpaHBNsvT0jOFfJtT+3yUbXK1%20l8Kbt2z824t/d8Y8Ckcu7F909tlTMY/tqJXUgNUcIRcJpiR5LE9jo61GObEi2WJSJkYtAeOj+kIY%20yuyEbqBLySUoFQB369YNvc4NQgVmmRBLQ+ImjNFN7mb/QBw2zD4E85CvI/zRAGWB81G+zg2URD1o%20mBMmTADJhgXIlyYV4zDaxq0vkbKEsPwIIIcnxphPseH0sSMdPJSXV2JAOCZFE2wxJydPA+gwnSYn%20uDojFKpPSUmmMByVaoVYt17DOFM5WKKPvCI8h0K1KcEURU1G6+v9QSnbXsMW/YFAZWW1N5CkYEzL%20Ef1iFihW1dWhXr16ZWdlMq7BoL+8vDonN6OFWcRqaqvohccK0B5Yqpx81JmQxkfRJfXMjTTmD/oA%20Nlo9wliVFwcIYcTCtlEUDYChEunecd4OY1oLrnGLupZrq5C0X7OiI5xLeze2H3igGZC+DHLuKaP4%203mOOOSYvLw+CU7WfJZLkEGTvZ5HtksbAzO1gk7+arrXoLDEH4WlurcFxHGJF80oMyyUQSHaHrOle%204l3CMI6VOGrzPk9jLCs323KwnZaVzehXVtWg9jcvNzTRBcuYMSgDQb+nbF+Jx/I5i3x2axsiGCOe%20urqIvQ2rpbs2g0hJNu4qs5GLv262lYDxUbHmJEkLWYBb+YS1ZgjRQAqARItARn92b+5pDd24HYj7%20xYOI212s0bkERVNM+xMNl4GzKOhih3NB3H369NHiFnq1lmpby//DK43VEeCqWEiJJvdHhT2zdalF%20zYbovQ5WeQJgfM4ghBmH9PRMVOKa2jokoVMAIY82YfedATdI1s5HQcjgWWaq5iQcqk32J3sC/lBd%20nR1gk5VDq2gn3LAuVJ+aGqTaSGM0JSnZniMr2hIi7tF2SFoIY7QjqwMfG1lqp8Mvkhh8mcdq0kF2%20lSZgfNgut84jh+qBRIqimpF1CxcuXLZsGdRZUFCAliU3MhjWcr9Wmz515o4cr7Fc+5wgKUiZv1p5%20hsSRyQMHDqTl2ourqC/TbLNbw73RykD9IEr4kbOxD9RR986kz/1uk9c6aHsBVVv2JwHjQ7wMYuN2%20w5p1gjh6BRKoqYBh+/btW7duReXr3bv34MGDtbqANDj4TrQv0Raody4E8qZNm9atW4eIRkB17dpV%20C1Swof0i8EDer4NvkExcCRh/aaqye73HrbuiiUH05eXlSDPtGtV+Xe7Rmrp06dK5c+fW6I2TYG3f%20HfdGZfdPqNk7d+5Em6AX/GoMNnRaGQWgWtvceVEBDIa7Ges9AeMEjI9S31WcY0nbcQCwQvxRROvq%206hQyBXS1RUEAMGsJZhuw9cnV3ba/FAKpe3cYhvsSe1IYyYYNG6RFo2NrK5XwDLCNaq2NHFr3SsA4%20AeOjC72yAw39Kea5wrlkRkK4WLxyOyvI2b37LM6uPpp7av66dQRp2lqO2r17t+I0kcYZGRn0t3v3%207oFAwJ1P4+CrUwkYJ2D85Xu5oGOMXghae98RO/I/t3Muk8jKaokuBL1Sp49oBMWhSePWS81uh7bl%20Su5jUnAoPUiVcyGiBW/L2Wrfo0ePjh07xgWZJWCcgPHR5f6BgsHwli1bEEdomz179kTkdurUKS8v%20r3WKw4MYvW6h1zpso80usRh3YoDWRrK7zSAWqWtQqgQGgHnr1q2oJIwPGO7VqxcGBVI6bkASME7A%20+Eu+Qs6lWMVt27aVlJRIhZ48ebL2FRjhZtZg5Nw60JrwYc+Jc7jcXXFp67SwFLdkHZcYjDIgefHi%20xcuXL+cnmFrnzp21G14Z6hIwTsC4rRVm4+lR6lNukDM7duwAuhCrjF4t/KalpSGEE4NmOW4who7x%20UUBYTU0NkpmHhYWFctEbjvBlrZB/na7ECH7aAPn9RnKaFRTtFkhPT0fOaN9vmrOPPEGR7nHD+Jf7%20GjmssDAMkPXr14Nehk5biLU0ZeKlE1cCxkdWJmu/q+QMcriiogKpgmxp165dYnwOZOozYhnOxQDK%20h//RRx8BacZQxWSHH66EXgkYJ65PMRHdVhxPFGAsDBsr1xV5+3/9MrmBpMVwKceI1Ba3JbzfyPDE%209flGOzEEnypVjOdGQsOsFRmZY2TLYd/38xV2ujiXrF+jZsunrSzZ8oodruQhCWmcuD6FHI2FrAAG%20s+tN+W5EmglH634vd3CLYlF1yMOB8gomroQ0PlIadeuH2kFmdszpWDB35tfEZU5+cyc2MItqcavH%20CQwnYHxkL6SHs6shZmSyyV9p0vE4ymFzSq1DYBTOxjdz0B7/jCq/hPWxPR51/jt0XmR92qpik/XJ%20D7b+7eOGxfb3a/wz+a7kRxB6sUQwjMX+NHSHMVt9AsaJ62BXcnLQSZmlnQwfh1hJM3R2e8cikXBy%20ckCBT9qja7VEOBmRrqOVKisrTc3OaSaxaCPPY2WldS14aKxvqGmIhsOhxsaoDYhQqBbxH6qvsrNA%20Ra2qqhrL5XXT8qz5ivmibuyAE5u/xGIN9VYTVmisIRI2rMduQ2V1zE4vZdXbpw3ZAOVvZXVFkxWr%20C/GMXlhqRqwpWheutHNX1NdF7dqs+lBE+eVCdTV23gvnwIdQOMKzUKTBrqeqpryiqnnDUyTM+NRU%20292vra01BzUZnpigtASMj+TVtH9RpVxnymsZSHIcYBB6qIbn6enpOnkoOTlZSeF1pIjl7OnjrzLm%20OWklYn6fPQV5efb+gbKycp4kB/zRxnAwuVm02+mRrajSWYCEzIzmvBBVVVUScUoNyaUDNQUJbngC%20l4nW22BDn1AH5I1T7h7wk5WVgT5bE4oE/L76qF2guKyYT1TX1AZpgVf2rQ1mGFmqfSBwLIn2BexH%20tobijEmyfcQJTarXSd/hhlhyUgCOkJ6Znp2dSZHqyiq7VU0xG9EJwCZcXEcdF2zJNd0Ya/R5mz3Y%20JSUla9euBavt27fv168faHGOC8oS5q0Wny03e0v2dmift3PXzi4de/BPgF0XqkhNCaQkp9RWO3mY%20GsKBpGhqqifgCyiHUzgc9QfsAxMV1KmEbIr9VByFSfgsNpBk59mydQR/cvK+srIVK1Z4fYGVK1fS%201BEjRhQNHIyCkNsu14GrbaDm52V7rKZ9peWZaRk1NQ0Oa3AOA7X8oXDI7/cE/F6UhVBdNDMj24Gx%20nRbL12SVV1Tk53diPCKhSFIgWFtXb9LKwVMCyX5gbFz6iSsB46Pi0k4mQUUH86anpft9/kWLFt1+%20++0K8MrPz589ezai76677rKcnYxKXgfqlHSyQ/sOaNGgXXUCpNSU1NJ9u9PTs9LS7JIpqUHLE6uu%20Lc5Iy0SzdyAhOPmVg4qqdKPUBaDXHDgkRTsSCiWlJAcdLeBf//rX73//+8ysnHfffZeWP/jggwMH%20DWnXLhfJWVpW0S4vO9qAyl3z2J8eT/a3v/SSS9LTAqhr23ds7ta1m9Xkj0b8INzvhw15Yh5bdkfq%20YSjWfffd941vnjFy1KhwOAL/SE8LhuujwrASUAZs7obobkqsDydgfDTKYV0m6/qSpUsuvfT7/BMk%20jxkzhidvvfXWrFmzkHggbfXq1bt27crLyzvuuOPA3ksvvVQ4oCAcrsXEbp9bsHdvSV249JQpE5HJ%20zz33Yl5W37KyikCS9R/nnJaRlhGOhBcvWLVgweKxY0cdM3QgNf/v//4v7ANpv379+rFjx3bt2hX5%20vHz58gULFoDt0047LTU1NRZrlDRGA0YCv/DCC8uWLXvm2ed//vOfn3DCCUhRdPVly1a8OfNt7Pnv%20fOc73brkTZ/+9/+edm9Rv8k9uww48eRjFy6b98H8d8L1jZdfdnNKauq/X3tlwdJ3C/p12b1z36hh%20px0/cewdd9z9+4cfXL123Q033jho0NBX//WvtRs2Tp48eeLEcR5nZGLo0k2e+vowyrhJpJ64Erbx%20UXGhlMqpY2er8dnJtBCSIBOcXHHFFcIwIhfF9Yc//CGYv/nmm/n11VdfvfzyywE2wvPJJ5+88MIL%20ub/ooot+9rOfvffee5dccskDDzywY8cO5OR11123ceNGBN0dd9xBVTNmzOAhyvk555zzyiuvgLrn%20n3/+4osvfvrpp3/5y18+/PDDNOC55567//77UbN5F8RqXQcA20kZfT4dpIjE7tChA0wEJR+Gsnz5%20yssuu6yiogK83XjjjTt37fA0Rfbuqu7VtVfXzt2fefqv9/7i9tR0329++/8euP9hzNoFi5ZPu/e+%20pcsX/+3lv9368zuwjlNT0sorqseNGzdw4MDf/e53r7/+OrXddNNN06e/3hC1s8mip6CP2HLYydWa%20oJwEjI+iSzuf5OiyUR2w0+tt2rQJgZORkSHPljYGoOLycO/evSjPkyZNQrUuKyvjnuf8vf766/Oc%20A+eBN1DcuXMneEOcUuzOO28ePHgwoN2ybQu6OmCYOnUqrAF4U22vXr1469xzz6VyeAft4Tlt4BX4%20C+Wlxnv8fszlaCQChnv37t2nTx/whm6P7k1hFISPPvro1ltv/d73vjcd5P17ekGfHijv48dOKhrc%20xd7bkOIfMXJITm7mjDffTgpYw4aO6tar61nnfGvIsIGbNm+rqLRy27VHf0b80rw///nPq1atQi9g%20ZEpKSngitQUx7g8ELJfrPnElYHxUXGbVxGjXweQggNRWHpCshJKUgZqR2D/5yU+gbExlgKpXABLG%20M8ITSeUcUJClPAT8E30YaWm1HPPbvXt3JPapp546bdo0ALxu3TqEeY8ePUAFxZS7j+uqq65C+D/7%207LOo5du2bWtO4OzkKkBb8CUlwVzQ6uVpg1nQAPgOjeGGBvTt23fDhg1Jfoxb20tXXWqdNfVbEyaM%20f+apJ4uL9/TuXVAfpT2NJfvKtm7bTJ0pqek1dXZseW1dvTzz9AW+9u1vf/vFF1+cMmVKZkZqY2OT%20cew1NjS4s6AkrgSMv/wL8hV+THx1Xaju2muvBckotBiiiFYwiVQETps3b77tttuKi4tPP/10c/Y0%20FA942rVrBwacMwFtJdw5zicadK6aGmv79u3CMxr1P/7xD9R1XkGuAnXYgXxavAXsaQYKNto1Jq4O%20gqCF9jIPqnVLpDco1WkmPKcx/B0/fjyvAz9gTyNPPvlkKkQN559065lnnkFPnjBhQpcunQE21Wjb%20MBr4nj17eDElxcu7eblZKAJ0BM5CMQp06dLFPkulyXba2R71luCtxPrwEbp8d955Z2IUDnY5x3k0%206VAPO7rQpsWtW7fu27cP7bFjx3wHk83noXCNHTNuxYoVb731FmUAMyorGEOPffTRRyF97pcvX965%20c2duUGKjjZFYLPr22+/4vWmRSOPb77zRp6DHmDEjX3zxpXVrtofDkc1bNt5407UDB/Z74oknli9d%20ixa/c+f2Dh3a8Wle3717N2iBU4Cck046ie/Onz8fDCOuQTWKbkpK0NdkNdSHEZdbNm9+f/585xCG%20FLjDmjVrOnXqdOmll1H+5VdfnTt37hlnnPG9717g9zesWLYsK61n0cARS1Z+sHzVgrSsYEVFnc/K%20LugzctnKhevWL+td0GX79t0NobQhRcOPHTv4vblv19TVHXfccT169Fq4aNE7s2YD5lGjRgUCfq/H%202Vtiefg/dPv6hsj6dRvT0tPlkFPCkM94plziOsiVYJCfhuKYA+CYHXrhHMlnR02gGyN/jj322IED%20B1j2UT31Ab/Z2+RH0CHZ0GChVKhZhwYDLVBXWFiIHosu3a9fvzlz5lieaLt2Obt2Fedl905NTdtd%20vLFL19y+BT3PPf+Czesr/+d/HsvMSino26XJqi0tKysvjdXUhCKRUE5uRv/+/RcsWEC1GMbIZ26G%20DBnCF+EaaODIW5RnYGwr706gFf9D19+9t8Tm3P4kUITmT5khxxxTU1PHc+DUq2c3r9XgsfZVlVaX%20703rUdCpeM/ehqaKjFx/bW3jvr3+gQN77asOrd+8tGuPzKrqhrrK3GEDu/s8VunenVW1dZjdKHdV%201bVr1m9AEUAyB4NOjJvjqba8TbFIfWVN9b+nv9mhY/7YsWO1CVlnjiZgnIDxlwPjLVu2jBkzpqio%200PZI19chhxUk4ZwbFNBJmTqMx1nX8buXTPUrf70+BHw0KZBixfz19VZyitUYq1u3ftVZZ51TXuJ5%205ZX/HXvsIPtoT3+EmQqHkoNBP9NVH7GPC5PpW1ZWFpc2SHo+KIV92I7i+oh91q5zHFGOvUxtx4rx%20inZ3aO5BOfYt4M9I89XXF6el5DbVp8eiVqg+nJ6bVF9fHkhKtWIpdkCqfc5YfW2kNC0p12pK8cbs%20kfH5o/ZJv/X1CFcPCkNyAERGGmJJTnxqY6zRj+2G0G2IVFRXJWB8JK7EuvGhWiNOWLUSzZnteA1R%20sGGHbUgUa5m0rq4uJydHqNPRXgrhcsKwonJPRCKWYK4EN+edd15Z8ScOSayura6uqO3cuQP/ApM6%20PUzOcJNlVpdO/ZVFDUK9tlfJlsY5LVlK+El8xD5q3IZXU0OsSdEaHqsxLSXPZuw+wGmlp9geqfKK%20UMf8LKpojILJUFIyrMHyJvkdnmUlJdux5pZjA6M+h8L11Brwe76sUy8SME5cn+8yMDYaNfelpaXK%20TQ2WIGUEIxjW4S9WS9CI/jqyyH4r2hiNxfxJSUhpANXQrUu3H/3oR00NOTaYHJd4MDVmn5Oa2pxt%20UwtdagCsQacNU4xPIOKU3Uo+Yb4b9Nsh0A2RSMB5EqmvT0q2s8zK0+4PwBFioVBdMDkj2mihMzRZ%20/khDQ3LSx5HkHTt0dfS2mD8Qa4ygdSenJKV7LF8k0pSU5AnTvLRky3FTZ2Zmp6Qkx5qHokWdcQKy%20VV1C9Ut4qo8+fbsVUaJTmtRcdiCxc2wn98ogx42OFNUajJ1zoNH+z4lbthz5HBDa01PTMzJQs+sp%20yItJ/iR9KxxuatnO1HziqT4EdPWJuH1/PPQjtL1eYbjR2RStn0C+lAJ4QU52hipsiCJYYShBPlYX%20bqioDDvgs8r3VWPGW7bljBUQC6JjN2Hs2gvmQSdotN7xljuqR3hfeZXlOk8w7lCbxJWA8ZfiPWgh%20yU8SoXvve0NDI+q0M5j2E+09kgNWYlNbF3fu3NmsezswBn5+XxKSVbsgy8vt0IjUVPRwXyjcEGlo%20ateuebtSVU2t35vkvEKFqLt+GdgCoeXsWLJaQrvFLBqcvYS2Vm2DjTsvILVPWkpJMedaONaszTu8%20tuZcmZ6ShAkfjdh6ftm+kpSUQFZ20GE3Vk5Ohhrp8fga0cQ9zlYJf/PhoKFQ2Lba/VjR9um+7XIy%20G2NN3hba8rScERqza/A2JbD8lYaxbYm1MOa2Ua50iGFctie3vPps+TqaXBiOxdUDHPiDWu3zBmwa%20dYhUgleIlQUrI7lLly561xxrZFfgsV+k/pzcoPMdKgykBNOTkj3VNRiiHr5TH+ZbAX6rrqlt8jTv%20CkZeN9nwsw9b0Y4LR4f3RxvqQ3U12ghdW1Njb3ty+EsgKejArzkdB5zFPv3Qa4to/p2XndUUs5X4%20IJ+0vO1y24t9Uda2GDwiFeR3mj8QVIN9AcHYm2KzHq86q7cCXvsbscbG5rBqe6zgA37hP3F99WCs%203Evaau8+X68NNF5t1nO7iOO8Qe4YrE/lCUdsJL1CRQun8DoOC29lZWUwxc9A0Yv27TrV1zfaqe1T%20k0FEY8xCIu4p2Sd/FeaxJHNdXR3d9gcCKSlBu5AVS0tPTU5OjUQo3iSb2ZGifgx4OAujwVf4px2D%20ZWvsdZ4D6SOuhsX31HPgNxLX1wbGilh0H+Sth20git32mJIwHkgLOApdL+ATOQYTVHg2Ihch7/f5%20xXboXIf2udjOPl+zGKQLCPlm/mh7leznWzZvtlqSVMqWRj0pLi7GgAfz/FMObY0Sr+tbiSsB4/3x%20ZtcxRUpc3DYfjTseyZ2n1qTROmq9L8heZKx2FAM54e3lV16ePPnEe+/9pfZFVlRUYDRY9lJwmVv1%20wJaodezznr16WS1pd/krkzg/P3/fvn2Alk9oZOACu3btMh64xJWA8f5lnTslYtuIPqMtm3MMDVaF%2056PccaqzUSzXshbQ7d+/fygUev7550FgKNyQn9++pKQEfpSXl6csX3QsHAp5MWEzM7dv2fLWjBnv%20z5uHCr1s2TLV9u9//3vt2rW5ubn6xLZt28rLy2EHOlTJVssT11fwOuLrxnHn5cYdz9c2qvV+DWCR%209dG8HCLTg4FCSL788suPPPLIuAnjATMgRKMu21f5q3t+A0RjjQ233Xabk9nLvpxF4+TVK1b85je/%20qasP7yurWrt+3YMPPghQ33nnnTlz5ixZsmTixIl33XXX5s2br7zyygEDBoDnm266CWtZqcISV0Ia%20x1+Ca01NDWobulxbYkb5U823MA4RYjt37kT4GI1azuqj0DZWcnbE4969e/nns88+S0cuv/xyGo9l%20W1Ja/sc//vHvf//71KlTd+zY8aMf/QgoMryhuroMx08O5hG8v/jFLy677LKtW7f269cPITxt2rRT%20TjnlzDPPfOaZZ6gWPH/00UdI8hNPPJFpQrAn8JCA8QEvyLG4uHj9+vUbN27UmmrbXHEnButIcR2f%20raiMo9k2VkICLFjELIM2c+bMnj17du7UGb0aTpSbmzN9+nR69MEHH3Tr1u28884Lh8NI6ZTU1Gpn%20hEeOHIkwB6WzZ88+6aSTYAdjxowB7e+///6rr76qM0onTJhAsfvuu2/GjBm8Tv3yeCeuhFK9n0sr%20h2AYouFeQflS/xQgoS0EUFIwGJQPjCcBe+EkRWjUGSuCogKGFaKsbQDN++NbLtXm1gUMqhE4MBTF%20IRs7+eAYVm50hTeaEMg2gL3ZyUyX5WdWH+kd8hN7FnhvXLf2jjvu8Ps8jI/pKYjNSE+74IILdu/e%20/dJLL/Xo3gdJzoghtBcsWJCTkzNkyBDgbTmr2XfeeSdg/ulPf9qnTx8UbHOE+hH1WSgHvVm01z8T%202faOamkMxrTUYTJXKR4DDRBkQpTcCHXGFGSmURHBMO+GQiGmmZJIJCYbOoMieaiYYRm90De0q8US%207d1zMrlbbo1a3ER84RDsAjeRxZ0/dOQMY7mjMYy5P+2005YtW/bQww/BDTdt2lRWVjZlyhS6ecMN%20NyCo16xZw9gqViy/Y0eQ8bJzVVZWLlq06Prrr1+6dOmKFSueeOKJVatWMeAS1KjZ1Mk/J02aVFhY%20yNS0Qa4szb45U8JKnKj4lZDGkiHgBwQiQBThBKTRAIGZHfTrSGPmkpJ79uwBnxQDqHpFG9n4Jy8q%20SbokhiZeqeEsV1wUVWU7V1y0lnYpHLILx+2ZM473I32BK3WWwbn11luxhBmTX/3qV9169ujfr0/n%20zpc0hENbtmzBTKBrlORvXa19dHB2dlbnzp1hfEum/zsjPbu8soLRu+eee6iEGrCTi4qKMLCVx4e3%20pF2LXbaN09GN2zbzdyZg/EWvGicqUPIWYYJwUIoZUAr9QVXaNAthWS1nghvdVYfiihfIeFNGOPRD%20YRh5AlMA0rIk+Rbl3TzeHOF3CLmgxAJMWnmrZfW7DQZN3VcQ67Bhwxicdh3a79xR3K1Hl3B9NCM9%205cc/vrmioionuznXPCBMTUvjv1B11bp1644//vjHv3tRXm7+S//4O2intltuuUXBbePGjVPC+q5d%20u4J2RrLNvAPMgjkPVaOqiU5sbDyqYQy6lDJKnB7LdsOGDYsXL0Y5nDNnDnKAX88///wzzjjDaomg%20BKLKwC7zSRvxuKEGBLJsY1RNcXHlppLYR6/muYIT3Yg1wvMQaMUtePW6BHIbKJ/qAp+TTd6pUye+%202qNHl5idvs9+AoZlj8DIFLkRbWiwgzHT03v27Ik6PWPGjKrKusKiAZdeeimMUiwJm5mqNLzUrNFT%209r82ALMOnZG9ID4rBTsBxa+AUs1fpgoEMmeDBg3q0KEDxDR9+vQLL7xw/Pjx/CSFmdlNcy5t2WG+%20uUfGImCLi4v79OmDsC0tLYXEoT+e5Ofny9zF0hswYACkrH35cVI3Lpzr0NRpq+XI8k/1ih0uqWW1%207O5QNg+YV12oLjkpNRSJpKYkyZTQ2U5AUXoKw7Jn9+6OHdqfNGXK6NGja0J10QbLF7Ajt4xWAoZl%20s1AnXEC58hX0FucsPEKXsUriQtwT11dAqUZUQiVMW2fnmj9/vtKyQos8vP/+++fNm9elSxfkBobc%203XffDdShsylTppxyyil/+9vfACoUdvbZZ+/YseOJJ5444YQTZs2ahbGHUce7QLpbt25XX301GIYo%20edGd2sYdWX1o5hyap4S/zlVpA2ksxUSJMu180Q5jSk1J5ctguMnWaxrSgraCI+mKwmJ7ECPhjkja%20JvuYCJ5k5uZYTX7LY8kGMaJYtfHEKLcS+G3gqdbahFQzRpU283UmK7Eb+aj2VFstC0sADFVZphFP%20wKRWcRALzOXQoUPPOuus995777nnnqPAwoWLwfycOe/OnDlz/vwFDz300Lix41955ZXXX39z7969%20y5evRPDOnfse+vljjz322muvAeannnrqpZdeEqEIw8aC/SIsX2eaQnAggb/a+dgGtrHczuBK6gY3%20du54Z+dgdU0tkhoM19aG4EvAkgFE07F9eOjYTU21tXWNVlNyanpDJIoAp/0gVgc1U5iStF9xl4qN%20FXejgMDcNjDmuwzpnj17SkpK2jKa4OsMY6jTpKSQQmsEjlkikgXlpuC4Y6bdm3spaephzmTcmmME%20eNKuXTueGPOvR48eypWRnZOXmZWTkZk9YsSoAYUDrZhn8cIl6akZ3/zGNzPTs1KSUyHsnOy83Lz2%20gaRgz159EC/vvvvu9u3bCwoKVD+17TeMQZsl7ZM7HTo2vTNRXA3OZUxT9znA0BkfQqHQP9vAo2t2%20KRgeJG88SM5KT9O+xvS0FJ1dasS1s+fRl5ae6Q8ka48xb0nGUkbN1gJ4c23OJfS2wbYzqyVlglJ8%20w6qYOO3K0HGQB/Jsx1FX6z3kUtRtV4pznrM5Tl3H2kYbm3SMc8sHYu4yB3FPyJsjlmeYXRyFuBvw%20WZwsvHgg+pTeFzdW6rt5hQaoKnclfplJ5hATLfAo5ZpKaO7lkzBeEB19IivRzsnmeKF51/hydai8%206XzUSR+jJ05umoY33niDT7zzzjsnnXQS8Pjxj39se55zstev37hm/QbwNmfue6UlJR3z8zt1yM9M%20y0TSbt+yHSOwe7eeCOR///v1qtqaxcuWdu7ctW/fvujh119//fDhw+VRO4hyKO+XPOEmZ5ViLeK2%20IjcPkDMy9gHcoZBG8PPsUj4yAu0zMuijVUt1bziTx4tJackB+IkyigwxW8fdm1uk4pmVZ3MTs8nY%20zlLgYMDrb2G4bp3dOWy5yTla3eP1eQ/eTsOyhVuzni9qF/dRR7QT1u/KzUJhBU2IYEyEv/Kimnyp%20xuGniAn5cVFXeV1iRiuv5lRqMVy3BG2uSNASyerUAirSQSQpTtoXkKbtqdLNhEl3RI6d+S0Y9LYc%20t6UdsNL05G02y4M64gRTFujqNG3K9OzZs6ioaMjQYzxWgK+cccYZNLqgV2+eHzdxEnWigO1zrvPO%20P/+SSy7p0atnh04dCwsLT5g0MRqNLFu2jDJdu3ZFb1esiBao9+s6oqSCMTUHRj6byARFbol06JEM%20e0VTiT21zYLT1/KK2zTKwOr4m44dOzLCmg5RiO5FXegmOtrKOMYOpBB5W1YZHeQ05/LT0c2GA9qY%20t2Ht/SyMzixblpaWQjYVFRVSZERCLRnI6vgcjaTN2v5p7gUZgRlQ8Beqo3fp6ek8lHNRSznSiCHg%20srIywVj+DsFYb4k4ofMOHTp8wsXFSIGQbdu2KWkwJMvn8/Pznb2s9jcESDE/UGdnpXCkmZiovsHl%20nG0fEIsyEpu36CdP0EgRoTqJS7GQN910k2ZR2iPWr9Wi88BkivoX2kwr4I3UNyYl+S6/6vtvvjaj%20c+fOmzdvZihuuOEGj8/b5LWP0uW7V1xxheGXJvLpQLPCFxkmete9e3fazw1tViioUS6MV0wMj5+2%20bNki55xJapkA5BeEscQXfHnTpk060l3JPeULgIlTElKRMMAEQ9Xq379/XKCIITaXrHPDz3sA3+Hn%20c47wCu3ZunUrljxWgJi49m8bnmIWViUAjA7r3iTr3q5rpLTCEFQPNQDGvLw8uUJ0zo4KKz6KknCT%20wYMHT5kyRU4lSeZmlwbUvHPnTr0D9jBX9O2oc/GcAeWGtvIBo1IahYdLy0J8RrCXAqAYD34FOUyV%202ZAgHsb0CG/c8AkKtHOWixuiDASc2Aus4UHRejuvRVFR4Y03Xo9RDEfNyk6rqQ2lpNn6MByaT/Bp%20nY0kvnWQeEmxOmNmgGop4WbhVAaJfDAaRzrF+KiMO3o5cR2ai8ty5WZheJOci+kTQYvAJA9Eo3Dq%20kpISI6PEak0qKLO4KDoUhzWGj4ncbg6/a1nuMuA/yGTqRX2LT9MAMAK9wdN53qtXLypB/vGh3r17%20cw/I+dupUyf3/caNG4FldnY2rYWK+It8xn5Ef9SpmlJ1aTb3lCwuLpbep+0r4gLc8F1FSVAYhIsj%20GHeGne2J99FYkJY6s4OisBxJHtn3lNbpB3CCgoICBLKon4dUrTMEea6dQwKAXNA0VP5PamYy4kKa%20zQRo6ZLCksYBv8/rbx7dtPTUpoaY5fOgRVx59VXwDbfFzr8aGyJSuvarCLW+UDQwsI0rG7Vce/Ts%20bHEOichPJpWB7lCYLqj7anDbBC1+XS9jDTL48nRCXUCCG62uyew0AV6M/OrVq+1t1bGY9oeYrRS6%20cXtYhX/3cvTHicGbLI9LiRaW4RufUXGQHcsX0QgGDBigxlBAAJYERkhKJvGcYhIDFDbOOYlG6Yyn%20n366O52GeJNeRJ7F2cay+xSuc8wxx/Tp0wdm5w5ibXZKAYMuXbowZAKekqRLK5bVLikNIwFOOrZT%2053fyHJxnOhfFtAwotqqtCPpLebQF92Hz0uH5CxfgXTmloo1Rv69ZQQiFQ8m+gA9FJeDMhM+2bLyO%20kWNvjUhJiTlZ4DJSmqOpNXzyx9IkV/bJT1x0UAd2a1y4V9doJM2QJUw9DKIyzinISXuVBWO5NBKA%20/CLS2ICE+WLYwTDzJVWIyZUjXWyUiUCUSRgY0KoSAUkupSZz2czdE21o8tukEotFG50zeSxkt2Xr%20sIGP7WP7fDjfpzbVZDilSUoGjmkKeWML8DVMM8lkqA4E8WTHjh38Nff9+vUDlrLdQAF/ISoE+6BB%20g7SEyRPQB0VxTzEqhxRb28ZIaTmnuFcQntTyZqU6yTn2lirE52gcTYR2+bb87FrglecNOsY61dGB%20chQpRpKqN2zYoLUNMR6FBCHl6LY0BwUkuVPqyB9u/Hj2Qd6O4R5piAQDtifZl5wSqqtLwboG88nJ%20zgEFacY0bYw1pjoYpqS6bVnNcQ4HgZl9cm91NZQhZzUDajnBjIwmD2mJcVHwK7XphFGGXnunxOMS%20px8c8mV8h1KAYZrQCcJWVARJMNSiV42/iF7ixB0iAkIEeFiAdDFbRYIRxCyMymjE1ku9TRh9jcEk%20mylI4UoKpiYFUwJ++1Qp5Qn2HdjzH7dyoeVu/q5bt05bwS1ng4BxbqE1SE7waeDAX9q2ePFiSEg2%20KbaqFllRBlGqoSvzXLG3kO6SJUtAH/fQJMRmbGO+q4O7qJnhggu4dVuvUkxA2ZKrNMvesOqcsr18%20+XJ+7datG5xgxYoVfE9b2KmI5ww6Rj/8Q744CtAUbVpQxjZaAJcCnBLj4jcmCN6cgaQ5MONiUJqe%20lq5i8FGP319dUSEMo/CbVxpjzXmqdDyS5UQm8RXJdnkOpGLJ8ylX/KxZsxYsWCCx/NFHH61fvx6L%20AA7HiDND9JfxWrRoEYYQKjeNWbhw4dKlS3VskqYzEXL0RVxcZn2FYQSljDN0wpO1a9cyuah7sH7u%20MUGRadruJn5qBDKvPPnkk3/605/++te/3nfffYiWFsM45vNaa9asO+mkk//5z3++9tpr3//+9+2P%20NsYq9pVPmTLl3nvvhdSZPQQ52pvnoO00q7CSxqJ5LjBC26Rmwx1om8AG2Zs0ptjGWtyR5EPM0Cma%20TQepgYfUIA8xFyxp9+7dUDXQ40bRGYyMfOOKRNZufIicAlIY3WtOfm3fk8OAL2Gl6ChA/k6cOJGH%20fA87GYrnXlG4/FMb2VEY+B5fguuMGjVKophf9ZACwIPGyY9N49z5ouztOA5uwTmt79mzp7BXXVOd%204sDVPtbMyU4ObpDDGbzruNSAme2p2leWk5tXW1ebmZqmzOnyIvAVeqE+S9+gzXyIJ0Z7wf5HF5La%20hg6jjdD8k75LoaAGWq5MzjyhR2Jz4gXynSYA+UUEsiAhz6hcPtruIrcocyTXDM8Zc55DPw78PBI2%207777LhieOXMmBX7/+99LC2PWMK6T/cmZWTkxy7tx48arr7xixLBjUtNtpt+/qChcF6qurMzL5Vfo%203lNXHQ0G/Z+q/Bt5oJQVXDB3rTtC5OBCq7OoDEgCmiqxKZuZ51AR95KcRUVF0ilAI9iBPqkTcYK5%20S/sV44Hdq8J0TbVZzpY+ZdTgBiqF08UFpfvlvwEDcESGUsMHv0Gy85DvwRJkKnPPxwAA35PLIT8/%20n+pgQvAeageQIIqJoYBcuxQw2Ty0hmyCQyiwatWqp5566sorrxw2bJgkM1pLRnqaw2FioVCtPzUt%20KRjghWBaSk1lue1STk2pq6vhxpmMWDCleY1RVreWiwEzmsnrr79+2mmnjR492j4qLRBQdAHaC8Mx%20fPhwJYXUSgbtpDs0kinhHn5JhcgBXoQUmBvGjkkyGbYTu+q+yCXnRTPxOb5PZhAlE3BCQswdtMRz%20hh0qYvyZKWmhoisJRpg+1PKf//mfU6dOPfPMMyFOFNqnn366oO+A4048tWfP3s58Nc2b90FJ8c5O%20+R3+/rcXtLRpBx6Ulf/2dw8Vl5SNGz/5W986Iycz8BmVCF20UMIALNAGQEiPaDN4UUIL7TbjOTRP%20MyAwUACB8Rz40XfuIby+ffvSZeSwdFX5lfiVF6lZuY11wi4fBYkU5jl9Z5SMQ9cYj14ZwEHnkk+c%20b4gfoDzTUIhbrnZxIKgZQtfeI1pvh09mZ/MXua91Zq13UZu6yvAJt7KHKSk+x1s0/dlnn50/f76G%20yXYONzUrCYjizIxML4o3LKqurraqKj0rC6UaADGdDBzSOBKN+Dy2Zs4cKzcIN/IhM6l/+MMfUD/4%20lhwGCnExy5Wy0uUeVIiLmSQ94UbLYNonKFXQLAAmPNVf5DJbIxTnK1NZVpVijbQTTnFLJiBP/kXo%20h5/Gjh374IMPoidOmzbtL3/5CyXffPNNFCjuH3nkEY/fZ3l8YAZr6I+//8PSRYtBuO2mbbIK+/Uv%20KSmzdfWcvFt/+jNsq4OvNhm0BFouabZQu/YFaAeeMlXQeOm22s+njTSwITmGAXOGcwEoNErICVaF%20YOcvTxCfiCIpJrxCMSrkXjVLW1HqG3DOh+K8P34BXeoBxApc4Qp8UmokQ0zLaKhIny8hcuWBoEuK%20beKTsp/dGVK1ciMWKDVDK4SCAfOEUcoo03oeqiRG/+BjhqAE+PxMasO+faVrVq22ld5oI9z3nbfe%20HDx4cLuO+eH6MKNfWlY29Vtn7ti1Y9EHC4cMGQJnOf7447HVZ8yY8Y1vfAO1WcGh8BEmmw7yLqOj%20TGDoGlSIoKYlvMLXGUo6RRfoJtoO46D1wBEjRkg4M3Oy5bRWmXBxHfIFpQm6ckxyCcxQAmKKgQWN%20OlSdAWf8mTKkCD9BvhC9neHEMSDPPvtswAxoUapPPvnkO++8c/r06byybecuj72s2ClSH4V4IFT0%20stK9Jd/9zkUb1m9auXLl7YUF9mGR1TNh/aXlFZ/dpNcCsiSB8jqJpKX9Inu50T55d1wKXTMEZh7y%20RE5mcOGcX5eqTC/SGbXYqeUhsyJF5XJ9KQzR+OrF5vwKxqA0RAwItQlJspcB5SEwQI5TQBopXwIP%20ELcdLFlQQCOgeHgBwNB6smG03MAalOpBdoVzAqjNUwHb448/PnDgQEVToVrAR5mt19987eqrr+7R%20094m8cYbb/z8Jz898cQTt2zcBAhhH/TkkT/+4de//jXN69qt267iPePHj1+6dOnNN9986aWXorQ8%20//zz6siAAQOolhZS7dy5c8Ht+eef/+Mf/1gqnJ1Go107nTms6BHxLIaJpio2kG7KBtaxo1oMV9y1%20AtoSgDxkF5fchAp+El3qlFbFbIl2TZi0crlISssogxGsWLHidueCd0MAEPDpp58O6VIPk7hhwyao%20xU4IleQTuijw3nvvYVEX9C/84P0FV197w/DRx4arag4S7RdnGyPDIAYoCoqV0kf9Cj6TdqYdrKJ8%20Y+VpXcOssxrUKaWU0CgPkUS9vuXeZ+ZuhpGRRoqYkl5FOyjuBJ4nsQm3g+ep6ZA1f7nniUI4tE6D%20oNOLcjbKXueeflY6l3Arw13L5QpP4clbb71Fbddccw3/hDu88sorIBBr4cMPPwS95ZXlPq8PHgHG%204Lji1kVFRXPmzOGjsABaD/AeeOABADl58mRGcOTIkUwnz5988kl4M41Zt25dnz59zjnnHPgCY40d%20zitazIDj8Ap215o1a+RTKSkpgRmJpMA83VdMGAVkuUEcUmPMcCeuQ7tk8km4QdOQOHSsVQzppfB0%20yElzsXbtWgDJRCiyQOH6lIdU4Mv//Oc/Z82adccddwwbNuzYY4+Fks8999x+ffvvLS0bOXLUgAED%204cWjRo36zn/95yUXf+/tmW8df9wkOZn69u0Pl7/2Rzfv2rn74LEfrW1jYUFxBFpwtVriq2mqQh4V%20uSB0gCkDb4M60xcljdXreksxFwrZUDyMuRHIJbelGnwc/sHACZ9y9iBmqQ6lmtewjRVnA1lrWwZ9%20gNwVKQ0nW79+PS0DJBTGHJW80qoMZaiWGsAAn2C2TEgKvzJPAElbatE3kJ8wNlSgH1x5dd/+BZn2%20UpMdcRNrsqPA/cnBbj17VJRV9C3sv29fBXDt1LHL8SeccOKJJ+/ZuYdZRBQPHTr0scceow2MDtry%20Sy+9RAv5ypIlS0A+nZIHQjxeB6ZonYxGKvZDiTh14pmSaWghgZFRF2ikmZs2OBHy63pJHJlkL1pf%20ZGAVRcylaAeFK+vEDJCgdU2VB+Hocdi3Z5xxBpiXU/a6665j4uojscqa+uzclCkn/KWmsj4zPdnj%20aWqoqfn+tdeW7ynOye9g+ZIi9Y3PPffnUMTWRA8S/CFClTAUWkTb0BWN0SYk+wR5J4gAUrn11lt5%20ft55551yyilIqdmzZyMt+vQteO2NmYirPj27OREW1BOtraxKy8pMCtgGfGNT7H/+59HNmzdfdNFF%20gwYV+QMBey9HE1j9eBuTO9zIRBk7O8ZpQEsi59tuu01wxwpnpLRgg60LPhlTMNa7d2+pxIwX93JB%20Iyopr+0QqNwgmQEFcpRhlOG4yEk6rEBO+RWBNLqxju2DF7722mvIPexhBOkJJ5wAAuUDHFBYlJ2V%20jQCeN2/ee++97/F6163f6CB/d2V11TdO+ya264IFizp17AiYZ70zG+Gsjk2cOJFX5s+fTxsQxYsW%20LaJhr776KjyIHoHPSZMmwTuwjgAkrdJiGOxDfecefYRRw65WXA7dhDtwjwqnEFmt0dNrKlEST1k1%20OmGYRio+vun/0mW22sZdQqn4JlPA/KLaQK/Lly9XyAcPmX3GGWqByzM1gIG3FMaEZFNkIpVoZxs0%20BjXKNFUQhaJ0JCoFJx+6VWpAER3BoF8nq6OyIxRSKGnvSfT4nMOXkYsBr/PA2Vm739gPNV6Zj/gr%20Pl40oH9FRbnP5+3du1d+h/ZNMXRgX05uTmO04f77f/u3F184+eSTRgwftm9f2eTJk3zJKTWNnknH%20T7CBF633xiK0PSnJbzVGLJ8fVuALJL//4cK7f/XLCy+6qHOnjs6J7jFYj0PSdgA4TfV6fa11bFus%20gvMWjdtewmYQGQLoUuFmkK/kFTAAtIw+wlnJnykGxTNkCDrGF3zyFwArLFZbCPQl6Qm8SG3glsql%20G3PBLLBpMXGZA7gXbBXu8Lvf/Y4ZBVog3LGagOXkzMxstKAzzviWVnchAv4Jixk4cDDNQGZS/rjj%20joOVAFTgTYXcYxjz3UGDBo0ZM2bKlClm/yetZRr8zkXzaLZIjSZBUnLu80SOLiU5QPEWzm3fybZt%20DAtv0f6tW7dKWQLSDBot4XMQoiLhEiLXkBoXsw8JwVVlqWHXMNTwWf6CW+UzVrSDFjUUEQHUFduv%20PG2Ku/wsFo3xMH9SJzZ/Y3GYdZa+PJ8akml2AWmRyWwVZuqRNLHGRhSEa6+99tlnn7388sunT58+%20fPhwSLR2R/GIMccuXrV54btvnX7ipKwU39tvvn7+ud/2BFNefO6Zbr36jBo7sUOnjqAuKRhUu1sg%20q38dYF2zFdvxu1fzzHYqI8cFPLMlUvqn7Fuz5djErMubZTagmCzt6r/sAWM8jBgxgp/Ano4C5AYo%20KsGtjn0AFUqXiYmrRgJ4ywn/RvDK3mZAgT31S92FO2hfSC/n4gnokiNBPmrtx5RtLOMfwNMFYKm1%20SokO/vIt+mL70rp2xayAwniurM4yDZg/Ob35usJjqPPQcn19LS+T0JPZVJoeKIdBQyMTi9f59Uy0%20IhQYTJly8lFr3cTEGJs1P1GU285s/d3P1c4D7TkVGSvsX34fUa+dSqklX0oznTvCAAq5+OKLocAz%20zzzzBz/4wX/9138NGjz4dz/66ewFyy6/6soXnnpq46ql3znvLMmP2++8q0OXHu9+8OHmHcXRmAcy%20tsNawpHUJN9n2wTdCsYKZmQcsQDRnCWjIGh9DwqG6JGlcEQKKLCbLjG4AEOGtDbuQvG0RhFU8r9x%20w/wBb9iSNg/u2rVLSeQVWaX9jNq6rB1OZmjEJhSdo9TTqpNBVLyKXJ18lydyjTCOipUzWFJiE93I%20raJFAv7SF5Rn+qj1agWfSpZqDVkxXpIVtFZyg2HRpjPLOUacahVdZFqb2DLR+hLXY4S1HqMsUVoo%205qECiRl5eS54qKTZsgy51zYJIdkE3hxkd8rnXQv81PRj5jATbWiVIaZ8b9I17K1Iycn0C5iMGzcO%20K/XHP76V598+99yiosIZ8z688MILq0p2fjBrRrdu1/Xu3nVfacm777571rndy0rLV65YnensOIAo%2004NJno/l8OeEsUnpbhJrie1pWUWLXXKUmQxAJhG8kb1iliYriNmNJT+BKuQJwlDsTVHvTCE4V7oD%20bhCAgiUoBTmK/eRi1oU38KMdGtL/GVD4AoxDq1xouYobMwxCGJaioQUwvb5gwQI+h0FOA1atWsVb%20aES0GU2P1qKoy2NHU3kOq+JzOodRC0467EKkpgz4ylAnxe//WmKQAxkREpjyxJqdMOZQHhEMc6T1%20JDtYsn9/dCJukAoUWLt2LbSHIsbkIg+0zMFfLVgewrEBh3BpE57knM4tkqKqBVT5QYySr/Dp5GDw%20xhtvRHGj/Tu2b+et0r0lSX7fN6ac+ueHH5j55ozvXHjBqhUrK8or27fPP/6U0zp26TVr7tyS4r12%202Fmf3o0N9SnJSYcojRllMKAgOFG8CBpdkXHHIkUmQ68QtHZ4M+4UoJMKRsHy0cEuFKY18oYrrYni%20RsAMfUYm06stW7bs3btXSZK1Wkj9iuABKtqfzecEdcVR0TB554UQfuWJ9j/qpAhmWstgDC422LBh%20w9CoTeS92LxgLLGgkNT169dLveenpUuXSluWgm1OM9ruzIRcWdoUrSYpMkwxbRAiLEnNaJukmV8V%20pVq6D9PNkCrHk5Qd+aI1ViaQS3vx5Vw0YygHmJLvwbLhnloQPchKweddDjxQVdpXpHaCCwACZ7fX%20NSJhsz0GZWHAgAH28mdV1R//+Ef01rM8HlBz/fXXI28VCo4Gx4vjRw0/99xzbTGZnDxy5MgrrvrB%203Pfe86dk+JPtMHKkhb1fL9KQEkw6RGms/6dElnL0K6RbC+7yUYshKR4l2dEflAfDhIzLcWXSayrO%20WRxXO5Bl7TAKYsA6fk22NE/SnUsrhGBMMpOqlJZAy+5IXeljykwAbAAPc6xQbbMxdcmSJQhkxlcJ%201o1YlmrEmAI2NB+oQdGj2OQ0Y/ny5RTg3nJ2wNFgLTACYzlI6bWJdNXUypWgfL18QgvmosuENJYo%20k17GtDLUoiuGXSlipN8xhkwxWhgAgOK1jxc8a3VDMXaSHPImMjWySw+Sg+XzstEDKdXS3SSTKIMo%20go/Y2bC8zcEbEkJSYPnoPffcA1xRJVLQEzMzjw8EsrKzb7zu+kt/cH1SMIgl8Mt77/XHwlaTld6u%20/T3//d8bN271+lPbd+oy+thjR48YOaCwb6Q+lBLMOMT4VnEvAKDQc4iVRmM30laEHs8ZZViRdgso%20UJuZYJQlJ/nbt2/fGudShLfoWBIVdNFhY0ZyT82ywMEGhZknqgK6fFfR8IWFhRLvYB6dii8ygoAE%20ASsPOfXn5ubyCtiD4ckZvmzZMto/dOhQvsK3ADO18ZP0MR1DIV8aeoS81hAQhaUaGIeKTGWlNBH/%20kqhX5hP+qZwMKB2y1rTrnUtJIaR9/V9zRx/IRpUbgrlmrGDc5qQek+FR6gzjzCDznInmXooPoy2d%20VihSUl5FH8iiOdBRzJ9XGh8I9mY/vAn5xhhmcgcNGgTNyH+kxP3Y69k5OYi7SZMn82LY8at36tx5%20z+7d+Z26aE/fvn2VeZkp6N1WtB6l0Zec2qtXn/qGpkCyDzYwbNjQgM+KhusOTRQ3S2Oaq6Q2UCfg%20YdDhi6JpEAh6pS7KkchYM6Dc0wH6w7DSGfCA/gM16/wkqdPMlvQlBBpv0TeqUugsn6Mw95aTcJDa%20AJKiTZgkrFO+yFvyV2svsbahhpwLuDLfNJInMBo+AYS0e/uUU06ZNWvW/PnzqcE5G6WZrYiFw1ag%20Jxp83nnnUQka+Lx58yAgWsKEffjhh9R2zDHHaJ2TL3KPcJg7d64ynEBzWrJSUKe0AOqnQiS5jDo3%20WZtVChNgeJB4XcuVqNX9MO4n/TW5XUzOYIVVxL213zrVqiMdi2aCCrUpV55RZUTSgMjRIItJUQla%20mB0+fDh/mQtIAgnBu9rWzvPRo0cL/HLZmCPdjGNZaVu0imEyq5l8pvttpzwabs+O1sl4XRtgpUdQ%20rbIXIGa0ukGDdexG2MlFo84uXrTo6aefnjp16uTJk+WyFTW0z82K1YfL9uye9st7/+ui7xwzetzG%20DRvzu/ZqCNm2XpLfioQj3kZnMcxpZigcWrly5Ssv/+vOO++MRmOMzOOPP44ku/jiiyORqMfOY8Ig%20WAipYLAlpZ40H0ZKMVuyjQEwpAlmuNf2BgaURkPNsmN5C8KVAaPFNEafnouD0me6KvaJ5UmHMQD4%20CrUxlyqM1OUrsnUVPmUfvb1xoxJuMKbaHgi/oAwqDcW0+UNpFuTGlG6sZiOEtUdEHjLtPpFPQqay%20XNzUX+VcJgeK7F5pyIrdl33RfGJwfj6F+ZA881pqkrNUQpsmKYWQXJeq1p1QysSyu5m9+0kcVlWV%20G40Gn9RmEsebX802oNbVmnzOJsucWQU8ojA2R7pr442SycjHq71ilrMVnJFhPGUAC5Za0dE2dZ3p%20pY1BEshmuUHyxq0Sa6KhE2lkMuXMIuiB2knNSlBj3GZuhqtlFKWPNkfzQr1qp70vwsnxZC7k0+zZ%20s1FAjjv+eJ8dy9hYHWrIygw6x314oO3nnnsut137Tt16/enRx0+betbEiePscaiqzUxN9ifTgKZw%20KBx01nS15985+tfOZsOLkyZNOvPMs3NysrRujC0rDDfDWMqhNBw5HhQyKv+NvMTKfWtc2cp0o1Uc%208K+8pGYDoNWSKEgHkTNbioPnXrl2Re66511qkJTjn5paJcoyCXSlG8tBItPdHMynfW1CkfwlTAmW%20LZ/TFjBRg7yj2vsG39EpEPpVihwvInsFD9A+YsQI7T6hEugMhqJvKR2fjAWzdoLyb04hgiy0Vken%20pGC7z1V1ny3gTpXuToBqMrm5/2le5LuoCYpA+NRVLrNy8yU6umCsiBHGSnmntLFWwlO7YtHRpJ1i%206Sg3AG+hK2lhUiqeUqDLMBZ0zY3scCOf5Z5UcLL6Lg/OQWxp5W9yswMTg2mEvIjTnIwnOW8MKGDj%208/sRxXSH2ZGaWbJ379p1G/oXHeOxgohQf1MjdMKvkAq0N2nScZMmjisusVMUtcvO9Gek7diyoays%20tO+AAUuWLkGCYqblZOcxeowbZVBMlC6Oqv49/XUovF+/3tC1zuJr9qcjcJRkRLsCGFkIlHued+vW%20jeeQJvc6nIK28lBOZq0b8wRhpVPINUlQMzfMk7b7oTlv2rRJ6660idoowOwq8a9OfuEeC5nW85bC%20PE3ueGnCzCu8VtEdjKaaKlDxdWaa52L848aN41dep51m64mZHhqJXb1q1SpabrxoJtOicVyZjOfS%20u5gAVHd0KkYW8pJn2/hpmlMCOuYcvzIyMAttjpVzNS7MwK1It87GarVKPWdOqIHW6bV2a5tc/4oW%20dHMEt4RvvabalqFmNHXYsGFycygyX94vxnyrc+mJUqOZhU8tdpheS7RIE1FHjAIiDi7ZwJhoZ5s5%20X9LA+0AwplpF1Jshch8YYsBsYpkkdUTh8lHLCbdt69Zp06YBYMCC2OSfTzzxRCgcefwvz5xzzjmn%20TzlR62Rl5RWhuvon//LXitpIj979fzXtv+sjoYZQ7RWXfHf9Rysee/xPU8/59px3373mmmsWLly4%20Yf2m66677skn/6qjQukXeujzzz9fvq/y5ZdfvuSSS44dN6a5qYZK5KbSdjAt08nPLBNXLmVjlclT%20LTVGuwvECI01YrVsCte6kbzZqsRseFLN8vTqRoWlsmrmTCI+vaV7lZf4VXm9C2y0zox0lVQXLMVr%209U8mDCRIA2dQ0MaVWYLasBqUW5gRgLx4Al+AQYgdQjftncty0qbtlyB0o3hy+KUJVzD5xN3nqhrh%20bNKOu80zwd6dS90sWircxch5DYs7QaRbu5ZrwEQHxGndR/QyQQR81y3uDGCEB22VY8QYc4YCEaKT%20HykAfxflmIgg0ymDZ3Nqj8hSCVsVX2wcEwdxZcHTtVRpUkGawxJMzgmhQ/vzNIzys0hvt/mp1/vi%20iy9+9NFHd999N+IKCly8ePELL7xw+RVXLV6yYvnSJTaMI3bST6pC0m7cup1i06dPh9f/5re/vuXG%20GyDFfj17RsL1Y0ePfua557QdeNmyZRih4HnGjBmXXXYZtDpr1qx//OMfc2a/e/XVVz/00EOjRo9w%20tls4uglVb9myZf369bQJZkZ/eBmqZRAZTZ5DzTCSDRs2yEFH3zBroVoolb/Y4gwlUlSZShSkbueg%20dXKvAHKsBUWDaVlc4dConXxFQdQrVqxgYrinZhrNW3SDJ1rC5V56COMof7ViNmDwfF1xAgq95J7C%20Xbt2RWjLrpCOIBqSGqwtoHQNQ122rgwtJQ9UcK8CMxV/InkiKjG5Mo1vyVCVgKSEoQoCU7pco7kZ%20aRDn63J7xcymAjcG4gS4O9d/nNFruQ49OniikrZJe2DySLvzMCs0SC59KatyhYAW2Tgacx3CLJwr%20ZaL7nAMTfSRRCWEoK53CPM3assnxchAFRCUle+TO0ERTM6/TNlXCvEONMr6gMZR/pC6tGjx4MDi2%20HBYMr7c35Dn8lNlfs2YdnbrwwguNqOctW+loakrLyMSOLa+0s2JpQ5GdwTM5IBVDO+20TVob4DXF%202imovuhUp48VB7dvU559aS/IccBGdYp2pFcKdqUPil6kicp4pl3dZuyMH0ImNw+NF0HrxorL0yGj%20SlCiUy2UmFaVa6ugFq7lBpN1qkR5qlx2svixhlsp4xXXRT8Vi68wILP7X0JeVq6oREGjNAxewD36%20MA0YNGgQLYRfoEgri7KWtZXi1E0W4uKGyIwtaqLizOYyrdUxpFL59Fx2nXFMaIa0IU4FzIfchKhF%20exOgX+9cYlLSZUyGdO3mNdnSjVe2DeJGjUvZWPvu3QsaTAVaatcqcpjRQypQUmYd0gLuL3lgNjOZ%20dP8mPgxz7IMPPkAqaJOcpkDKl8luf6DT+aTWGbltFCWd56Jp1d41aKl3797mjBF3snvqv+CCC156%206aVbb71VNINMOuWUkxCnuXn5gwcOsleSAgHIjPbMnDmztMJ2DA0fPnzVyo/uuOOO2XPeOW7iGOUq%20+ctf/oIZDGUi2+RFxkK88cYbN27cyFCceebZaOw//OEPFcKdnNxy0ByEqwNTIFMxQuM7ETeSE0j4%20NMqeBkUbEoxZKPXGnC4lNZt3MaqVcJgbmY4yLOWfpBKFSUnNlskXd0SIIge0aVuLCm4lVuFcjItC%20Vri0CoUewbcYHeQ2bMxILUlOBuL999/n6/JyUwOko3NGFByuba72GY7du/MQ0c34MvQSvya9tiy6%20uIMm90sx0g4YZ7EwY26ZwwRUlXgifEQF3LW5ve4mbJbaFHyi0TbkK46jGdRmQKUxM3g+0pGMRhGI%200yxMVC+KJQqUnNXi8rzCENFOZk0n0YqnUwYkI64laUwAlj4Bct544w1qo6dK26oIJUkFfesgYR5m%20JM2hoorBlGopUaR8dyNGjBhYVCj5L0+1nSXbOSCuMRrVIU/y4U2YOLEhEnnt9TezMvPGjR8bqq7I%20zEiDvhctWty5a/equlBtuKGwaODW7TvWr11z+89uveDbZ992x21LP/ywOlIfiTb07lVAA6hwzJgx%20TCnqujYLjB07tri4ZO7cuccee2yXzp3C9S0LTlI1tdQEKQB65ht6ZRC1wIOqqfwesAq4EQWkc0Je%20WgdHSeYJjJNRVu4bsUllBtQyEjUoFzFfAdK8CLuC5vgEP/EJRlzpR0aOHIlKzIvMpXFrAaFRo0YB%20cqXk10IXz6lBLjGmkI6g5AMVxCk0oSzkCsQVQSvWUlSl2DLqx5qgQlQjvi45PHToUIEW6kE+cw9f%20BCr8UxswGB+3puoWawePszdLnXJymv1hRhrr3uQehHBFXqpWbXbjgaFjQJgRZkcyXE5dqazydIgc%20qYEBpztaLzQpBFvL+cOV9NM9RHGcyK3l6qgD2qyoPv4JgOmFUqAVFhbCW5cuXcos6GQC5anSuOkT%20DBSEoR3jCs7R7jRGhgKyrhHUVMVbPKS8gn+4hw6hGcs5hIBiVKIDj7R7HCuSwYfmRYQy4Gvrwoy2%20jhOBbr2+ALLGnhevv1fvgt59+hrOFUgKTp06NRKBOzRk5uRZnpjf6xs9caLP17xPuKY2NKSoYOfW%20jampwUiUWnz9Bg/xO/m9tN7cp09fZ5XUmjBhgpmj/Pz255xzdssgN9PeJ7iyMlwzUgBSnmpl8dTG%20DmiCJ3A7ZZ+jh4qeUz5+pRyQrBaxKhef0vTpmCkql6hUHAV0htzTKjQvMog6tE20SEktcenEDaUF%20BZzKMUTlOqcGGtVaLjUoHEXMW1oANzSPLzIZytCvOBABgzrBAF/hJ6ZTOT3lE1KoEAOiFWxJUYYF%20aUz3Fft5CBERfEJZYLQCRzPc+TqNUi29Rut5RtQbA1thiQqW0EFZ6r451sC9dmhO6tBeS16hF4yG%208XW3dmi3jfdLwXzIGaXRY8DFds3heGo/tKFInn79+mkhxzi6pMJQAJFun+Pn+F+YPp1qIPeK2ZpG%20AWGPqmDZfFSp18TvdIqIQptklCmZhKKpKUMBqdlULoFPYSWf4EPmsCF5y8RxNFPaocXnoB8FCCu2%20wugUWoiRA1VkCfSkq2rFxAR4GwebW/nXzSekh0n5LTpG6NFQPm9CDuwE0Xl5sle1EmtOe5LVqhMY%20xS+lkChdDqNAs5QlQ0fy6Ag5sU9tXZIVTR9kbEvt1K4JneSmG/mcVL/UcgWNWS2pYXiXf2r0TeQW%20hVGt1TVDslKn0b2hJ4hbx6Oak191uo1sS8UVxmn7h7CIqkiGOGwby9msb5tdteZcSxN3pdRIcB/u%20oScddav9Bq2dWOaII8s5NJNqmU1Gg8GBH8njbZbZWrvf2iwqW1xMCxD8VTyPopKAqPK/8qR1tAx9%20QaMGUYwDgleOHwWQyJqQmSafiFJeK95W06FVLgUFKeOXObFJa1rNjmhnk6wUTFmLyiIGtSClFfCj%205HNSbM3eW+lf8Asdka1gCm1MYDqogSkWl+Gf9FTsWGQgB745eNWEo+mQQxNe1kxat99+u/uEVZM4%20U84JBdPQVnPwFEQPDTGy/DR//nw+hmoBCLlXwk5IX6im3fBa/gl+kLEffPCBloJhnww9hRl6mo7K%20Sg20jMLMh3Ll6mgMxWPy9YULF/JFyI4XUX2pkE+ga0meM20rV66UssS8yjfA0EDuyB/JQCUrFITM%20OeNmRYFB1DKvnE+UVzI32CecG5VMbkkp+W5W+rnkj/veqNYmTtDtYhG/EKTdsZb0jp7SMP45YMCA%20IUOGwAqNZ9HjuszilnR1HTigyAQ+qkODxDeN3yvObX6kV6F0VC+0xKSLYTHO0AmEB+VI/ZHSB9Ux%20s9oBbl6XnsLr0AbVMhSMCSQBu5d+zoRK2aa/H374oVZemNbFixdzg2iB3mDfQBfJBFUrvJ9quWFU%20qZyhhuwVOMiIQUsMMho77aRhikfmXue2QCHQm7YfQ07Lly9XfnmeAw06BUSXLVsG9crwpHKKUTn4%20nz17NjiiAMS2aNEiHV1C2/i6HB80SZkJpLvFCRUjor3upLhu950yd/Ir1SnvGd/WGpqoUBJPRClD%20VEQjtVaLz9qcKZVbR+bJNyY/hNksJXeX2Jiqkr9Ku69UXnWqvKo1+z/NgrP8VeasFsCv09UZViNw%20zEG4dI0OMtyMIHSjg2SZCf2qrBSlziXPsJjlF/ffiq3GHftowgzMLm7rkxmPIQKMRq1zoGQqcMV4%20eg7katLnVAncE0YJ0dMjxeEY27UNMBwXgqLJUrSmjFLJRh1DC6Up6Eh2r5v5yolgjjRBUCsxkyEt%20pUnXvUJElOZRAtPQjBZy3VxVMQgaEwXwi1qU7s+sThvjyJCrp9UlpmycHYa3GoWOz0k70y49uIlI%20y0QQmGUFGUfCmjnI7hOUs1+PpdkwLTCYxR5p9joITwiRM0YJn7WGbtL6yCrQUVTa5QvL0fZDE0Mi%20xiN9Q/fMjdQhhToqi5180YqvlvdfSym0QRSgbYzaeKQEemqMbAQYm/bB6TQdc76pxgKEw1DnzZsH%20m8x1Lp1ipUAL/gJv2f+8jiKg5bHDtWAjmycuAMt4/q2WPErc00h4PO1HoiruTYJaip8oyRCKO/DT%206NXqsgwNnfSHjoN4ca/ftAGMzZED6FzIT2569eql1U0tQSkWGGphQgcOHEhnZVW6B03hA9rVKCNL%20WdDNcrQ8xlJkRBKSQ5RRwJJ0ZpGiWbA16V9EkKJ/sygoQaITw0UhCuCTU8Mo1XJqiF9Qg8L+dI6n%20gpo1ZTpXzK1M0Wst4qoek55RPI6HNEn7cN3J65s3YLhjAMUDzNKoppbJ1lCKhpSKRYOu/siGlGEj%20+clDjbWRyeqbNh5o56DQqH1CyrMjG0PLOSqszVXaL6Xy8jSY8tqJpWhHpkcA04FdDJ+2IokvUBI8%20m4Q7xrsj7wKUpKhvBXgzVcwQupPWMKB1jfvBQ4I+Ix3HXJdxOqjZ5ooLF6El2m2L4sdEGPFrrEE5%20xqRVCc+iFbFjI8fMgorOZ0dXNImU23J/sqFOGZlytRgqF66Ui0LpXFrvjmRAdMqElpRF+pSXRi17%20UBaTvDDidMpHL0Dq0BYhVtxfrZLBbHw60hMVj6AX1WCNs3QHvSiTVTJTMklapIhQJrHWRLmHoqA6%20bQeQ41ben0xn+UoQkBTU3mYjgd0p7j4hjSW13Ztm4hweJmxVxwgjFgROuY54oqF3u0mFFolcWABo%20RKYx4jpdUZBAPvNcVgEtlq4uZmxOOTfakY6b0dZ8yiu6WyPOKFA5FfIhCnPPE6VuMGe0KwMJz0eO%20HClyNwxLfcTKwljShljJf7nNlW1T+hXU0LdvXw30IUuhAwF7vzucZDQqqY1OhC0oKFDiQWkr8sC5%20LU9TldsFYn5yb1FcsmQJdaJiAGktyMUtUx/Ri8Zj8mEuKjhPIk7bbHREKPTADfq/2dvkdt+gTWjh%20g/lSAL8UE2MoGn1EXEzboVQ/+NEZ9CoPASu/omwoHScoTUdjIn+SGqCd8ArUEyLMvmij7po4MLnW%205GaTA1jN00KgluXkx9VEi9coRlD6s6lBioZW1OX/M0uVzZ7quGi+1okdjEdHzEbpZiFxufiUkU9B%20HYouMOHQJsqKG4ZbK0BydNN/pRmgvNJ2a1endkpJSzGHSCl7i8pQg3ih7D1Fg8ARtDSl413l9zIH%204dB5CiB5oJuFCxeOHz9eHnxjhSoVJgOHnkYNULZszuOOO45uYhSgvNEAHQ1lVKDDkiXDmMT73bMu%20FUYHLw8dOpQGmLnQCXKtXzzQ2rVYg9sMZh4VWw7hjh07tm3ObTYxZGIc8jjwsFOnTgw1HEoLk0yW%20Todwn6Ii8PN85cqVK1askKNeSFAxqalyYeheyTDg+Nq1qi1u3IswBG/elX6nVUatd8q3r52SCtuS%20aq1EEUaZkjYkqSD/k0IvZUjr61o6kaYpYlaUjgS4jHCBS3sKVKFZudABsWIrkszuKNePlepD8Lhq%20XQ6uoCUfxp1p4EYbCZTrQxa8knjxFzGidWnmiZ4oAT2vKxgbnFAhON+2bZv8TJLbUpx4juRXSAaT%20t2nTJqZZa84818own1i/fj3VAkJmBZrQRmXxcgVmK7fmnj17TPikkVE6U1JpWeRFp/Dq1avpixYk%20abPOCmjtYDhy+3W1n0ZboxWJZXDrRqw5McT8NevGxlxyS1q5i2RVaky0vtA2ctjEZirITDqqAhZy%20nDSRyjaj0wNN1geBX61V/ibmndnXeSCoYLzFTNEpflWOCp6jOTJ60J7ynENXRUVFFIDM+JZOrua5%20DCsFhHAvJzm/Km6fmmmkthnLxag97VxaNOWhFEa+TiU6D5VXoHA6ok1X3Mv5QpMUqYZoYXKhZFXC%20R7UxVj58RSXKGaS1Li3Fmd2pbr3JfwiLnyZMR0QvR5RsfeWC1bI1A6ecD/LylTuX3MjSUaVRK9JY%20+xDkcpASIoYqT6ZOOVe2F628ybUmZiETWro3PdcOZ8NKzKmo2mwIhnVckw6dM0tr0hcowAhCH+Kp%20lFQgpwwH8eO2UTuNd5ohUioyKfOtOcin7jp26/Pu/RX0S2ahssDT97bplztKXJqIzHuZtVC5IJ3r%207MiXeSU6lshFpdq5c6fZQih9WPvVFROmJ4wbU2/uFV0PbFRMAQKiJRGSTFnjkdHWKzliGCX3vTbP%20aMsd98Z3Lf1CMcLK3Cbi1KkX2lCgQ4W0fCMXkk4Ll4lObUg+oUYrLKJeuXilmZrToeOT+HzeIDuT%20xlWaiTYA8UQSDO4izVanMSi8m24ACe1qhldRA1OCiOOeWdESHJ2hrZhJ9E3HryqQhf7ruHC+olxc%202keieD0db6dsJLzLfGDiQgGoZ3J1ygmp0+j5okJEYYfNOVYcV5C6Q5NkXaMaMLiKttPhI8pPAoMX%20JZk4sCMtsrTuIgYUd6Cee80wDqvuTctxDvCPAwYc2GtbiHKqjRgxQk6mI41k02CzgqiDsnRqp06K%20QKVSenO3xqEBwb6Q11cqNzQGAJB+vAWN0UHlgUP68S4SlXs0cOaO2VSYLbQkfwpzSgEldaVmxfyL%20X3BBdSI2oKVj1iAJ/qkgMJ0uwBcZOmqGSrWvjgJ0ineVpk4ESQ3IAy2haXMRWKUeQQYtkskFJnyF%20eyXGgoA1R9qPJM1RTrLWZpr/iwgKIVl+YE2PzsWSE0upYbm0GiRPvUxfRkEhNYrB0nOFKCr4UR41%20GTOCjZaXdGaSLA39lZ0j+aylIMlkBcTIlJKfTJyMqUKJEoN0U60MD4iJAjqWndqAPVxGS/AG8O4N%20Ykc0bwY9hV6VXA6iMRvr3Zv+3O4r9x4ms2Wn9dqYcQfoZEwMh1mzZvGX6Rg2bNihOfAOjYrMhgSm%20DMqBxKFjZgri1sYmhcdoYVyJDYENcwEIYbhKVCzHqprNcBl6k3jUvXQZxkGzrJOu5RLTCY/iF7JZ%20pK3oFQkkLbjoXouRjLYI1eRms1rOPZXs0S4UBSCoKuNO14Y/uI/OIeafSpBMd5SKA44jm1/Gs6aP%20Xw3i9mOCHbLlZha13Ln86Ziy82lbHw0Sx2LcBw0aBDYUd6W1X7gXHAgRCn+FTXLPuwqsUaO1lCWz%20BPmprCP0ivJ0m4lUPCodVtZO8yHFcsh9L2+ZFtkRs9oyId5ppl8rH+oXBfgcJdesWSP/IfVoRUTO%20El5pA5FltZyUqyU6ec6FPXMQj24YAW0mMckuxCilrHLPQOlcG3fgp+5VgPFEUJx++ultc+aricCR%20L1eRMPKb6DgRrYuaXZ9m9Zs+0lPmAskGoUNORoQqtkfKlIm9VbAk95CEWDP0w/zSX9ESEo/nlId+%20IIBNmzbJn6J4dTQCJaXReaPcy2ZUUldaC0kojyJlwKRchvpi//79aRsyGWIrLCwEtGgHSgKpqDXp%20hoqwGDlypPgO7dER4jJXje9T/k7jrm+d+8H/xRmqqddkTtF2RYU9m3gvs3Av212rShIj7khsY8S7%20Y1n03OwTMMsqokK33mU6L2tHjmXRjcLxle5TJ9aLR8ZZa8qczJRrnRYKoAzv6ky21l7lI3ppm57i%20WFrv+FezIb7Zs+2TJc1eaMFYoQX05bTTTlM6JE2KO9EUdDN+/HgUOYWvts1pDCYvj4w9edpom0IG%20AIbSRRnLxdhxIETsngLyoZgwAffUuHPfmnuTr8akcNNChkkq4nYTylI1FOu+l0JknKMmjsBsCpK/%20WsOrdIsmMk8uKzlu6IJ2vKtCBkEuIYWOyz1p1g7MwY4HWrw8FBibDsTtmxMRaL1L2ecVsFJQUAAG%20QIWS1MoHpsNTlbYKUtM5EnS7e/eujneqwlFs0r1eWzmH28GhgSX1wBZ69y7g15KSMvmleFeniuhg%20N8haxz6aDYlidTrDVdviFDGj9LRauDKblvhVOevkWNLQ812xAMUAmCDnIx17jHoCC+dzgrE7MNvE%209MFxPvjggzfeeMN9Yr20TYVeDhgwYMKECQKD2Umv15kmfpLvkGlqs3QCwpKQbML9sV+079Wsr5j1%20WHk6tQ5Cm2kkXFj2sFRcnfykrUJKeK7wbKVtg/YQ8khFyEM7ArTvXUnI+aL8wDyXz0wOFzFuKdXa%20DE8lfFRflIKmTaAMsnwuipXS+aR0ga9TP3Kb5lFGxAaV8kROUy3ZKuSRCt3xs+5jDM2RJiae3BCJ%20sP3/2TsXKK/Kcv9v5H5RQfECiMNtAIfLDBe5CIqiZV6qVf/MlVpWZmXmqc6q1cnu63Rd6apWq5Nl%20tqqTFf1z/fV4qSOSKIhchxkYGObCRfACgpYFKBfl//ntD/O0HZgRfgnDb/jtivbs37v3fvf7Prf3%20eZ/n++TDxq1kxvtoVwWGQ0IiJnkZvGaJNlk9SiJFpSgUeYcT9p3QMenWPbca6dT5hNP6nrZs2bI+%20fU5NrfguudzODp1OOrE39rN+MtooyXgO9ApNu7nHYbqZQpfpLy0tdfeCjmFx1dbWsiCkbyaIMdwm%20SOlFwKAyGgFbiKkyil2sTAN0Wkq7hwgUB0KOKNfl+dgM96I2reVpQgA7FFoZikULShohkA0jjSw2%20Xud3GYLukMYcBxtEWkySgdexKt3VV199NAO57INxkVAFPMagGYQ4fvx4FskR5uE+iBA/y5cv1/50%20b8YYnhgKFVeUATVaQaduZGvq71XLKdQkQiM6uGg2Lt0wYDPCmbKLUicidvvcBHLYBZ/hQ/Tb8ScC%20wqghDcPwTiGas+q0GXppdskWzbLrnWbezX/VqG7JNyOFWbSFPj3xxBN8CTLS7TXoxs09sTJRp6xC%203THr1q1LCsWS2/RjgmEhfh1UMiR16+XASfr3O6tr144LFjzJeMG0DQ312154vk+fkydMmABb/va3%20v8UGhivmz5+P1KQbLmloDEsjhpl+hKIZcGrpuro6k6WNpohhEmbISo6suAzrk8fkz5Y+3zhT4UqS%20Jtgk+bPZlq+CwHyX7LglGcRWTT4jHNpHucYwCN2w0YvptoI4ckkTYp7M7HginQ3IQ48ZLEFL7DiD%20MfmTc33UNLNChWrTcFpmkBP1MO2tHGJMK9ehQ+MLV65cKditgAESjxmvesJ4OFThHgdtzHWlD0ZA%20QDNmBNJSwS3OgVLmiLpFjwgbKwXdIlZxhb9KZB+Vp/4bN281Wnbtejkdsh6nn37GsGGlm597Xid+%20GgqS217v2i0nk/r06S3jCUa9c+d2ZgiGR3G5XQ5XY9VowwtLwkSiUfV70QCi4SJXaAZj682O+EfT%20ntxatKABF8XNPJSaiQItGGqvyZANgo2laSSHImIMDPJca83OqFr1JmSDmd6sfem2YmPXO7Ixnwb1%20MxryWKijoHsYSecoLQ1O1PpQx8JXsZQTHcllqlEDAdjkGy2DaCaT8cxBh17RflZku3tsmzBqXHMJ%20B68DWUgGUxGFxOBcAjB8MjkAU+VNH/wj4nF1e8DNa3o8Y8YMBKRrYKQX/AAXwRssEnSxolcZvhSU%20Z+elb71085Zc7ZU0Ryu3Cq2pqZk585LS0n8+f9crexCiQ4YMnTixIlcuo0PiHA8aNEgcBiNG9SuU%20l5fr6zeSTGmCJIZixH+Ck+E0XQvhJFNPQli5CpdPPy1naqK7ddzKEQ0i4TEb0hwBJIENEDNNJ8Nz%20HqlLGsaaAEfHk3yUrWumAPEKbZx99tmR92MDDToDOfh8aAa2idAO6IeRERyKc2YNc49pQi4z1JAZ%20885Kiicg5Zl6pDziAKEAvZnQy6tpzArWNIExY8YkacYbjekDDYzhEy/Z8GE3q93djLQH90GNV9GG%20ko1DNxzxmL833QNp1/kwvgrmdI1hghXWiCsEt9cE/XBxb/rBq6/22vT0JkziOXPmYOpUV6285ppr%20tm9n3dLlggsuMNqOhc9vfvObBx544Fe/+tW4cWN27doNj8g5oSoN9GNkFy5cWFlZecUVVzAxgpKZ%20ywqTuzZjsgXupXvycLCKaxsogwYSR4S2t4JHF8FG+jPc03bJnY39zAbDReMsDrNKQ0eDFuabK8Xb%20ShtnF3sGUSG+kfJI1Yg/DSYXhcdk77PTw9w1gwJkJIPPHHPO9Z76EAOYuSJACiKSe8VgYToMgRSg%20yrgGUyNMUHVHA7qFaI3nNxs3tgwiGsftzKw1qsnZLE0tttkKwKiOlQ+TpJsXQTtv3jzGETH2bHow%20LvAM8m/Dhg1Gt8OxFgFhaPr2PWVCejz55JOfW/n597///cwIA2omE+eo2JkzZ/7xj3/M6dWdL/fs%20uX9Ba2AWA4p6NyRIN4bhsrHrICqyyGz00PKzKOQISc9+CEQA9yLvhcg0mCZpNTU3jN6Iao59oPAO%206oMJME39KMbQ66ZSP7stF/XWj0Lo2FFjY7dYDNgQj9UkU5MZ3CM0E8ai2YyhScWCtDjRwiGa7+Xa%20WB+1sPUG+bPcZa4R4jRGHJtzCr1BCZxDABAktxjLxZrZ8CzrWnOFGXfFZ1yXstWeB+xELHYip9+9%20PVVCFrqwALTxgchscoXrGZhEvFgXNhanM8zVECvjS9OczM5nntGfu+Y9/kS6pdRx/Phyxv2jH/3o%20ZZddtmDBAob+8suvfOHFrX/684P/79573vnOt2O0z5o1izUw/HnjjTc+/PDDjzzyCBOgU+3CCy/k%20sV/60pesynf99deH8ZOk9R+YY3rS0NAAx0ZgqQYtM2G1xKVLl0IHZtiHa/2g44BEwITjsVhusX9r%20pO5BrfHY6ly0aBHiyeii6upqSBYbT3MmokFa3yMolEMhGPHzpo5F7KFjIpOIHHZyenCX2MARxu92%20rnuNrpaDwEwpCde9uUruq5mCH7H9LolNemWo/dVIbO91czGg5mL8sxMRIPWhgbMC9yhM2Qlvrh6O%20dNmI0IDrLrroIiZJuQgjwaKIQBQyq1ZmAjnKmnbs2LGMFxp19+69aQI3YjgHquTIQtxPpMfy5cvh%20N8b5lFN686j169f+8pe/fPDBB3/4wx/CNosXL/71r3/N9GB15wpGd+8OS//hD39gtiZPnoz8vuOO%20O1jwZPf06VKu5lWfPkiBIAjj0f0QlAN8nqRpElIYpNDKOGDqf/CDH/za175mTC8UAGPTPax3nTEH%20Hlx/7LHHvvGNb5jBT09uuummO++8k1uS10MUtAMejuTqpAk039qd0IB7tkkTcDezIMQadlxZWRmN%20mSDkIzxvRNeQIUNY1r6QHpzwJyfMDo9C4KYhBrsQhUjn2tpaKLCiokJdTUvOdVtiDI4cOdLYch9o%20TLEhVrwR7rWaTygnux2GlVaS6yZ3Cg8M0TmozjsW2ThLYdmKJPCJ8cyCBzAxbi2IS+rKkJHFxjaG%20LnXhMtP7czXdtXMdZeVxy4u/9treqVMnT5kyxXwX1NeqVauEvKMNc/C+970PzYx1bblmwT2Ets/u%20zvFYQ/yStIK5oZ2xrWrUDk+YOnUqYsJSjCKnRnZ4NqSGk2uvvRZJcckllyAdFBmu/0Vm1L0ZGtjF%20MNfpHgJIa23cuHEWi/VPo9A9CUy5iIGNRXXrsRbKLA2fJIPU36zYtzrNNh7iM7pK1/1zIDe2xK4H%20PYy0sQHalW9HHAdGj8DGkpP2s3qYc9Ns3GcWeYaLzL4hqNhK6AP5n+uQhJvk2HH8CS0xuYZkcAju%20rTdU2jMKBU4WgxqSMIq+T3pkK4EkTRXewnBots17KHmsb/oK+YSjYEFBf7Kf8a66EAy3glERdYyj%20eSdc374d9dsxXdWsontcd6S4fdmyZXD+3//+txdf3Iay/eMf//DYY4+++93vnj59Osocgps4ceJ5%20553HWpfJQI7C0m4twiE33HCDiVPMX0DnJClmvUnFkogKUEAiOYeHWKsdiSDaQ1YEHLgfaKEDn2PA%20LcYCT0alf+c730FLf/nLX+ZD/vKXv3zuc5974IEHPvCBD2BOoy5++tOf8sCf/exnNKD/xgndfffd%20n/jEJ2677baw2Q53/GVU8aWMB0yaAFy1dARqjggHDCLNJbWfoSnBezJV4H7J5Id7+EwLERtt6oaT%203OuywrhLV6pWgREkhOFFXhstTwPsF0544Nb0yG1Jdu3KCT03zBYCoJMMPk/mRvOQjULXv2UcoVQK%20w/P5hhU4VuIrBtMes76JjhDWEX1BQMOYX5KkccKCjHER3mBYXY2IX927d58OSceXX36lds3q1JNx%20UlnZOQZXpikKuaoOKOFp06fu2bM72dfhox/9mCDjogJhRDHTQ4cOxQyTOSdNmqSzF9t+9OjR2G+i%205DPTPFDMPXPHRGYUUq8pqqyT2s8oNHM+zawOr3IzEYvcwfjnXcL30Ycf//jHs2fP5lvgySuvvBKZ%204uY2fEubX/ziF6hf6IZf+ZDvfve7l112GXLNmMRvfvOb11133Z/+9CeUCeaAsE/ZqguWR3jyySdp%20EN2IvHwzuiZMmMCaQq/vkiVLeAUGPxIEAoUx9KyqcPw6XQNmp3EFmcLU8MmQ+L333jtv3jz0pyNz%20IErWIdIDMsJVjPCACpeQUyYYmNBqTTxjoaAWd4a5aEEW05VcZptUkDQVLTIS3qhmKxPwEOvyGa0Q%20oFwmRYVD1KHgdVykTdZ/3lbu/bbZN262h+yJKZdQkqDQ4tEwl0we3OWmXG4E01VDjx7d/u2WT/c5%205cQ9e7Coc0GRV199deoyy7kcXtu3t3u37mjga6+5dseOnAXIYlL3ElT7jne84+KLLxaf4etf/7qV%209bCxYW/Da8JZasdgbCgV8kXVa2BjD7tfJUk5tVgNRgUJSpoFA04yWfs8hwU8CsHAYNQFpIComj9/%20Pmzzrne96yc/+Qm/Im4sCinmiYH7WAqMz/XXX88T6B4sx5WrrroKNoZ/br311vyicXQLiSYHBd93%20330MESKDJ6P5b775ZoNMo0yX23KxcyZvcJF+wgncghxE1tDAaI08PNUMo2sr2FhLIZveEHVwrbZD%20eyiEV69YsYJZYNAwobnIojeil60HpC5ltJMU05tHWfQTg4sby8vLLWNkUpT+MPvApPMTi3AT73iy%20WBEHTdU+Fnfgj84Gg6tcqN8dOYZYpBUhO5SXXN+06ZmVK2tTHtu/frNKjUgIFlY3AeDV115lheL2%20XficoFQltCnd1qPRWy6DqXlgEjpAm8BhY46FtuUKIgZmjkWpUR+GvNNJ2ovkls34C5bmdotfwjlI%20qFmzZmE8W2kJXQqJcIUOQCUwAC0FtaOxaesmQvz85z/nOhTJAgF1fdddd/ETatyt9XxEdVNgMH1G%20fPAV8DBikZcKXoGRb+0ujeokLTErZBT9j0rLWrCGMTEsefCw0xf46fQksFpjJ1kAEDHDDboW0INv%2050ahi7nC6FlA9B/pYQNrdHPRKg2BXG0Dr9sge6+YIUw64tXFP0SlfV4QPHw0jGppPZSVG4aMEYyk%20A8PsTYPsqqqqr73mul69Th4/vrxXrxSdcPeeHTt2Yj+n6do5pJ5OnU/ozP86pP85gcd26NKlaySF%208HyBy6Ra60UalSFKKGR6yy23QJ1XXHGFSRSqGpF6xU8xQ0tfVxaj0OWiWloizpb/NuoII9kiWJWV%20lQh+a/xw73ve8x7kAgT68MMPI/VZ0vMuEUsEu6TD6GpGo6GhYVh6oPGQX/6JilYMxXbAIRrV3DVz%205kzsalcx8MaPfvQjvpoRQLKgllH19JkFvKksH/vYxzD76TydvOeeexYvXlxdXY0CZKXwxS9+EUJH%20zKHGzQESZvhwxTq6lHGgY3y10LMiJWq+WvBFHCXeYo4NI8mvSB/Gn9sFtaWNFoG1fiyOae4xtyCU%20hSi3dDZdZSRpia5GgfMcA06YMjQKnRE0jhHgY3ukRzYl9hjfIzjiRnUWh0WJ2zc9mD+GL5KcnGBG%20kOlBVGNSde16AlL4pJN6WMRVfGA4btfuXdt3bMfiyd2477UcN6c8hsU1d+7ct7/97cxTFpdH20mu%20ozPwibF1KlsDbmR1rmj2W5ILOpbJI+0ThrS+OZTEQ3imge+hjTn/z//8Tx1LclHSlOqUpAVKsJN/%2097vfIUpQa9/5znc0XOkh7Hr++efzQLSlyATWu7rmmmvM1o6YocMtHwX5CsKosk2a0Nje+ta3vuUt%20bzGZGfb43ve+9/jjj3/oQx9iZOjD5z//ebiXVf2HP/zhBQsWcAs8wMDSn8cee4zxsRuRTHLoh2h1%20jB4vlYez++dwoLXp+VU4RIstunwV/EDrKSrFG+Ec6dPSm5Fbyl+LJAn3RQOXBlZacwsabayZ7RSL%20dRFaJwvcf7yvjbPF0P0XCnDRpd+f+WPRyEpYHyM8/D//86c///lPl1xyyWWXXwonKw4fn/c4ZNS7%2098kQ3KJFix5+eHaf3sjULqjWP//5zxCfJaMQ5zzfGF3UCDfeeOONGKhz5syBWCEj2vBGtBALIaYW%20XSdOGGYedIYKgpggcXMYs+te95Bra2tdnrkMizRd0V70YAX8kOmKhuzDrtdeey1qEG4R0d4lQ6h3%20k5zFA5es6YamiqvcN4zobnakuXI7YDyDFnXznHvuuXxykiZvIHEESxk+fCSvS6GhRyNx0NKoOAQc%209jzf9dBDD1166aW8nTYsONPieNv5gsOlB6x3vh0bBEaNiw6ayNUoauZi3LhxupH1LYvQxqs5Qbzy%20OYwww+geGNxFl0yNsKa5wSGMZKS1cBF60LS2bo6bf1x3H445wmZRAWjbR1LngYCyx93auNlOsqav%206NtJU3IyJ3fffTe2HLqOgYZV/vd//3LHHXfAw3feeeejjz6q1QrLoesQ4atXr4bnIT7awE5f+cpX%201q9fDynAqG9729vg4W984xsG3GEmMXnYnD/4wQ+Y7y984QtwJmQh7Dh8hShB52Dommg6b948HguT%20c649Zl6LX2FEroW8oDY9qNrz2u3WH1F4RYkGP990EUjwq1/96nvf+16ecFCaUL/F5rYBZ6Gs8gDK%202rbt+R49u514IkKB791dVVWJVTx79mwNS+bh3//9s7Nm/d+BA0s2P/d8bW1dQ0PdCy+ibPe+4x1X%20Tp9+3pIli+CESZMmvf/978fw/u1vf79vX4dFi5bkOnNir717X9PqcTsqQEhjv1oekEn0Qa5ZswaB%20wqREAUC/l3P9T8h0zAE4lnk35AYRg53FtHIjUoDJMiUY+wvrRpW7atUqzAdmhBsRsjTTWcXUQy3I%20JkQSD+FfRp6W8+fPN6tp4cKFPIdzpJs8HFtfzcIijmW7us32weQijWrsWEYcDfChD13/k//6KfwA%20cz766F+mT5+G1GfiL7/8bUzV0qVLH3lkLnK6W7fuL7zwwrRp07gF4/DJJxdBQPCeLDp69Gjk9E03%203SQ1oI2Zcl7B9HPXddddB63A3ohhFOO9994rxClsJlQibxfwAUaFi1S/WcuCnkBPCH5pTi0nxO8x%20GPho1Yu/vfRi9+79GCVG5tvf/rZp6+LLfPOb3yw5e7BiCJ02a9asXif2eGXXzpHnDMfSZpGMWkP6%20MLYpkNXpPOH86TPcUAgoP+WO/4ZnSNGjw9noaNGhea9bWdkMajjKMpr8amqRoNBW/HDlzJ+Wwha7%20W8xQ5tT6Hsa98kwm3YxusdOEWBQT1zAvha+ZbcYmRex6Np+hgI42Y+NYEuvgZViZ4//+77uFOD3n%20nJGQC6TzhVs/r7pmPsrLy8eMHsXswn5pecF1CF3WbBZDHTlypHsSPIeHwIH8+ZnPfIbJdlKhQoQC%20zNzY2Mh0covKWXxTuRTONxaCW8TEVBW7pSkbW2+BWyAvGF441aNZlPBw18axdIdqz8kdozin89Lr%20VVf9n12v7IcT7dqt00UXXfT3f/ytR/ecfxHrZsSIEXyxBVOwrnfseHnKlEnw8N69GBosIjrFDBo+%206bZzICWYIeAMKj2xZczRD/enUdCG8WFp04DpU3a4Y+cc0UNmjZFnEk1lwTa2Zj1PEFCe6zo4wtiG%20KsT65ltS4KdcDSDPkdomzLqZHFgiSRvVeS5INs4erIU+8pGPuOM6ceJEFqvoWNjs0blzunXvcvHF%20F2tPshL75Cc/ef/999PsggsuYHogLOYbyquoqGDVxEX+5PYZM2YwYaaY9evXz4SY8ePHf+pTn8Ka%20gj5YHAr3h24X3CxpqiMhrKlCWl8UM21x3bCTMcwwC2FyIf/FdopN5mNr1ZSqF1faTY63XAlLN8/+%208Y8dffue0rVrx65dU6yvfbnk7ZxVnCbewQl8To8evcJ0CsmbVqvrkQo4lv27s2uBWEdkTRh4hrFy%20U1dfQNJU98/Com680atw/vO0qLCpRBChxQWLYBKBVqekMIQjQlk8D7BkQUXU2KGukRpRnTy7cXis%20zeMbLFqPQhZVS0a1iguSMg87LUG6rd+ZZ+zYsatnz9wgNjSuZazPOOM0PTEpnuhZuWodG9Yy+pAm%20bLZl89Y+fU6Fh91RwMSFJ6EJvgupbC1C859VsyIzQDGKc+5iKcWjkND19fU1NTWwpZXc+IklNzoc%20K0CQhyRTpA6a4EahRTDvAxjtKJT5DoQtOZPV3e233450a2bmpBvmXRmZW/7tZuyXHE137pZGXyUZ%20QOJc4uee3ftSAPeTXn4F1b3Hrb69r+7t1LFLuu59OTJ402SAfR0S1r05bZykrGoOkFlc+v/1BUSf%20GRkkL6oSgYjdHns5SVNSMTeyYrIouXv4VuXmRvqPGucccYz0FAeK2Rel3Vo/PESPI4312JneIJge%20PUHJY7iltJQD7vEhCBRz4Humux7ZxMM3sfBt+zeqIzjBkpApIs8ZUAk8/MwzW1jOIYnTkn+DMO2e%20fPJJuP2FF7by7+bncls+EyZMeHnnLlZJqAs4ClsaZuM6ppdFiZlOIelRxbwC64s5toQPP9EsarJK%20iCocN2ZMXrVuo8azbhhn15Y0MFbEuvJHDerhcDf8hHcLJGCrB9NVpNWOHdt1VvGB9D1N3u66fcff%20naBO3fe7IRk6U3nN4+vZo7sf+soru0VshiUMQj4oZhh86CYTgjULQhTD5ZIYASrctPgtFmpxRqzd%2047kYiQbYRna+KloFG0vcKFZqJK/9N/2b2cQoYATUugctxFFAx9EI/zjoYZSFc6PDQz3z0kt/7969%20Wwpt23HkyOGnn55TxatWrRo7diwL1+ee27xnz+50U/G07dt3QFKnntrXTFEIkYWTEQ6inHKYEYks%20Zz0M20Mr6E9eBNlhvVdVVXEXDcSF4TkssVi5WYoWOQ1zCoMqOlfEXagMVThR3jkLAXFEY2kOJ/yj%20E58wZcpk1g5dOmMS57Tuxo2bvve97y1atIhBuO222+n8qLIxMDjacWcuUuqv//Efn0ca5mosduyc%20okn1NPi0Cbgz6RSgFknyrW99q7q6igW3W+jOrKjxLkM4Z/BVoRxZYecnCLUldLuw727dGcRqqVrF%20hCoU+wgx5HY3U2wkPBfdEE7SIE34U9AVl+K090QvDOcIFJ1tEVETiYfZ8quFcrSZ1HGJYnJ2NtKr%20T5+T9fifeGJP13JWS6Q9xJpK307PPbclDdl/bs+eV81bNOgHgrC8m0RsRotFKHkI1yFZJp4JRjnU%201dWJ8+BmA8+3Rpb1UwXZ5pkQBNfR7fJP1vSC1IxhgOiNYWyW93csHGYUuiHkyh+WY7geeuihUaNG%20VVRUzJw5k4HfuXN3ajx3R3hhgc+YMSNQXNxfdf25a9eepmgc170dL7/8cgSia1q5yDjNWKzBxuhY%20qzFkFZ3Pt+ALA24RTHcKGEwtCKs08KtuM6aGn4SwM1rTl1rEU1QAy8pZLckKaU4fN9IHLmJAaaA1%20M1iy0TWFxcNtqY33w2Q3BVe8HkuB0dynpaRsZgJYCBnKIxoTSrt371N69swtkIwMc/6slsysWGlV%20/FHBwCxCaexO1Inm+cy9ORVcZLJF7me+rUXiqthQMEFzozCyPlhOrNBnIO6R9nMerjZmNC68aAZK%20LEe4+zrMnz9/3rz5rFQRf6wvunTJeYl+85vfrVu3Dlk2d+7choa6jh1PMCLqjp/8lIU3bTBzsGJ+%209KMf7dz58ogRwxcsWDxnzpwNGzbOmzcPrhs+vJTh/f3vf89FOIoRM+LFOeVG2HjkyJFCCxu/GbnH%20sCirVmNydTWbzMS5WLZ0Q9hDE84tQy+6OB9uCopRrvRECBH92EoWyIBpFcCcNgyC2aP0UPhrKTAb%20TFaI2AzHYI/1fCQOphWoGX1DcwwShgC6deuRhlh1seYVc8mJOKOyrmst63cxkZa9wjwzZUJ7mGea%205iblKaF5mlUsAujczW1D55PXg4O7+2rsJOQVsrxZyOThRlC+uRtOyJ1cUl6SS769/fbbMXEhbjND%20PvCBD9x3333w8Le//e0Isbz++utnzZp1//3333XXXagyRqayshJxzzf++te//tnPfo4J8+lPf5o2%20/MqVW265BdOmpqYG/rn55puXLl0acpkZgbtgP0bYXJfAFdNIhsNNeLRQlrgRcKnmritbJk5pbv0t%20xagfpYb3JzNbRKtWEMCcJrEbQR0bXZa8To4ACkeRjZtx8j//q9h246excV1lZdXpp53Zq+dJK6pr%20oEsuMjesctG0CF2oFoXj6hfVunr1ausqQ2dIdxZFUDCNoQ+IgxNUgZXsOMfcYtYhEZSSaWtw5pIl%20S6BvE5sE2WlmUMTqmg64/5y8HhzjUKCtj9wh3Ud8Fdrvne9852c/+1l6y8fyReXl5V/84hcFG2I9%20zK8Y2wydsDh8Pj898cQTs2fPvu2221CqDz74IMqZYb/qqqs+8YlPwCTGqN5www0Mr5GPMqrbSNbp%20tkpTuEUUdmatWsMJVcm7mBcmDkGAZDG2edmyZXSMJzOMjzzyCKKEPqCHmdB0M6zHuvSwlAcXmV+Z%20n5nl7YpsrA8NfhOedHolecWEF9n4kBh4X/Jq+n+v7X11r5AXJgzrdWAOkO5uNkIBf33xJZgFkS+n%20uRUMcXAXJ0h68860ijXSIGij8HwChwluKFtRtfnV6o1a7zKqULiQizmMzYxbt6ZpnCZ17IoapQFT%203oa7F3puVDvGcmIJww+WfYc9WJXQfU7uvPNOIyL9dqTb97//fUTAxz/+8UmTJvGBjz76qIUXLNea%202i+5jFw4EMaDyZGqWr+MrVm+mLK81I1iLSClmyW/GU+rE+sVQ2jqKBF9MfWEv2ImnDkMTAGDbA0t%20S4QHbl4kXQoIwblB7HHOQ6JCWrZQY/s42mxt3NLSr4P/drDOm//CKrl9jk2bnjGuaONTuRi98vKK%20XID7Dsy2f4wdOxaVuGrVKihm8uTJwqZCiEZuWfYN0RsQaqroiooKrC/rdKF8UBqcM+XTp09nsqFv%20XodqGjRoEETAGg/y4iFCYcifkoKQQPpy0H7+qT8sqkC21dqYDk8/fxrL4O7duvfs2SsNXfqbqQJI%20n82bt+QyGS+6aODAEtq//R2Xw92///3vBHWY/fAjjNKHP3wDbMx3PfTQQ/37D8Cc3rTxaQTWBRdc%20wLjBq6eemoP+RZcyXDx2woQJJiexrmYccq9OPZQRFiJyCJoTTcuICabD9HE7XMrqmlt4Dp0UWYG5%20Q8dy40UXXcT3cuPw4cPR1cyybmdEDOd8NUaBmwtGDXCd/vMuZlwDW2xqHe/Ncu8K+jjmPmPffk7+%205yFL7NyZWzsxBzAJ0wDxWd5uz95d3bt3NXKYaYsK5sZFByi0G4bWiLOqE23c90e0C/UA5THNtPcV%20PM24FBd17l7mTIC//lWcpzCYrUHDT7A6TGUHjhVzqymGdOfLO3t073Xrrbdu25bb5Rb1Ztq08w0F%20P//8qSnCRg5l4bG5j738Ss5suextV6ThimfBWujkmTNnDho0pEuXTj17nAhHnXzyiUwWXN2//5kM%200Xve8x5ZVChy94E4gQktTZYtfAWLorphWt6OWNSLoWOMjnHRKE4dUS6pLJHHnwKGG64XmA1IgSjX%20zHUzzOyAa2yLice8HINhs+2KjdPNScZ3XzrQHTvkAoVO0JPENNTXNSJ3S0py4KPoXqb+jDNPYzrQ%20RTRAMGPFoRZQwoJvSij6WkwZFzseBUt7ngCJm7+GvIdQROrBRBRIVcepMF00M3EXuxpK8rFZUpCT%20TYgXrqRtzelwverhk5ktA6BtmUY7dUrL4uVcg336nJhGZXXeuGnD2QPPRnvzfTAASwyRK9GBO3aY%20qZuLXd28eduZ/foOGNBPCCsz+DkXTwc1y10soZNMvpdrZp7gPh+/CuPO1KTYxrsNmcZ0j9Lzlg53%20XjA6VNrWbWGC6DbiIEnjt/R7JymgD/PCKyASQwmYdOvLysbGdUZRxSIbH4EOdYwCCx1i9c5o9+jR%207cUX/9axU87O3rz5udQc2udy1Ewb9IY7nML6WIRWvEu1BALCwnzW5rLEFlwqvqmbq9CHKJxCwKgH%20hP9HYwidqWebNgIGBSK5TjgUsvdGtc6kLQs+5FYlueLML+/u0nl/UVXGh+6JH3TKKX3Ly8vPPDOX%20pLVzx+4uXRmlXfBwCoG2P1HcsjgGJKfrhY4sb/msM8/si/ZGIKj64GHrdTCesA0DomM5krHlGWaB%208TEJCcHHn4JmmWDEExxtJ0u8W6Fn3TKgGQLXGvTWkQ+EUzex+NPgbePJEFVez/rYIqDNjyq6uI5E%20f/b/t0OCKu7oufzQs2f3ioqxp51+6sJFC9auaziz3+nde3Stq6tlvhHA6M+VK1fCzJxDpjU1NRCE%20ONUayTDhokWLDJnmFvgNjU0DqBm1rGZobGyECBTnrPp4Ti4haNQoSxbAvazMU8ywTaZPBFmYAmW5%20VhSL4sAN6uSoBPeF2g8PedMSumOvnid17tyVXuzevZc/kX185j333MMI7Ny5XbSz3PZMZ8b5BExX%20Wto+tYP21zRvyj1wkz/HxqhuljPqNDiE0XBTsKGhgedzgobUPLY/lnSB/Vgzw67nnnsu6tQtgKqq%20KjHGGTfG301ETlDFwr6vWLEC1hVcvrKykhdxDj87icwLNzIpIqgiRJgsLCbGhBu5jh3hOsueRNpD%20++DhY1Ebv6Fk6d37pBEjSpkS0xCYRUxozmA5ToYOHQovQT0CxFoVnV9dzVr7g1uMyqKNaPJp+tRJ%20/Mrcc+KairnXiWrtD11H3EszGFX8RBlAuA83q7kRUtMHHqBzR2EldlC/a1OMSjfj4UwAWLZs2X33%203YcsKysrmzRpkp1M1zId8hPukYatsLPSnYVykjTCR32oq4/Bgbusa6tBxKBFMWp+ZcwZQ0HFraIE%20i4rgA9cJ1qHLg1fwOcoRgz0MBLKikLFDIkblh/5XZOMjcihEmVc0niDpsO6wYcOgBhZIrqZgHgHT%20S0tLEfMYePpIkOvcDuFihCu2mfh0dd0dncBz0CHqE8gOMS/FcB0FjlWpgc0TxLhGmbN+Q4GbKhDF%20h43lpgMYgfC56MdHyTV4ABtHCpSGtBW3582bx8qfi+PHj6+oqKC3TTzcMWLFD+u9YZfKXah6rjAR%20VkJTfhns4bqGMddQFytPUBQ4jUETEw+ZiCXFXYZbYfxr4zDdnMPYSE84HIbnIRZD5bG6uDSzkcW8%20ggnifMyYMfak3SjegjCqWzukM0G24DFm2rrEAi8ZmgMpqH7NgNPtLKiliDxeF6jN8rk6YCQpH2Jh%20BHNl/Mn4DevWQkZwPis6RINxY9lO6kjTZ8PCLHIGjz4bh+wzMRPZ9Pjjjy9ZsgSuuOaaa8477zx5%202Jrdcm8UhTlcTtZg1p8f5mu2mKD5RshQaztY9S7q7Cg+nEQNKGWiBpQOaisKKA5c90b9JMvfuK5h%20Qg2odPogFe7N77uK2vgIebA76i/RANPWRTBDjqyUUJiwFkY19IEmFFILg80IEJZYuUTl9esxlSEy%20aBrpfuGFF/IvFyEsVBNPYGkNTYwePdo4QajBgoy04VcB2SALa1PU1dXRKzS83bOUhNggJj9zFz2M%20sqxHTdglmRJKSDFGYPbs2awS6eGUKVP4Ov26cmD4e/ITN+blWybKxYWFb5MmxIJwDTC2qFlRsmkg%20FIEglTyEeWFgkYxMaMwLwvr888/nCuYPM+6GPyKJJyAvWAPzEBQ1zxejZ8SIEdbr5OsmTpyoW8uy%20pkU2PrYUclbvGXGNthQc3ERzTTgx6wyohs6MRkxrNe6vXYSo1vvCE3SBRlFIV3HQNFLApAjjeL3F%20omrw6sqVKwXZFDYkNlS4kV+RIwbuZ2Fcj7Spkj1RQUHf8+fP10CAsqdPnx5VINzx1uzPIvLm8Wq3%20r+AxS16JE5J9mhCFDBfsKtYKArGpokBntwNcuSALDNpz51/5qL7N6nb4XDe4mwJwrD5w40z4WN9i%20TnLS3o+CMapDrkd4pkagDMyk0kD3EiJfVFR0MisxgQHQnAh1pDjUxhLLLWIUFCLfJVZjY6OLauO3%204ECBb1hJWthNoR4l/1hdu2ZGJyg4svqHlm6Z0h+jR4+agIsT8e7QXXwXYuXqq6+++OKL6ZgaOAzp%202JjKewfVElyMNmPIG+WfrEuPz7cQhE5HY+AYTwUHY84t/FpdXc3wMqpVVVXOC/2sra010oO30EDA%20Q57G0pfnMEesja2lCMciKZgOvpF7tcwVE+2ekwtpbSwzuPIJRCUzlhDMcBQ2GIsuV1ySqdHzTHZg%20OBmIb9yvxfKErbUwl4GBrsd4GjzPw0Wr5mJAHSRpVL1VwqAbycX9pwDE1VtjLP5RyEPu0HRkh0so%20PMz+qVOnYjVYXUUlaTHeqIogJkZ+mVh8nSuOJI2mMi0sls32hBUKQ8FKNcBVGBydzFpM4kvrxXBe%20jAJg/IVzsQoE3bbGoqCW3Mg4w9hIK/rAuaka4tS7Ha3RUWTjY86iDq+Ss64Lyj0MUcXNN7K8iKzO%203EME6GTLjqNs16xZU1JSAtkhy61/rTgXk5En1NfXQ0+jRo0yCpfnm/SnX9rlHESDNrAamL2igURD%20e/gH4kb5x96pMYZJUxTnm5j5ZFhitsSBRdLpOct+A5sPBKlpBr/cyq5Y1qb1Q6JyAHcxmDAbbxHu%2010RC+0DH+ImB5YSB1Y2sE9s+i5gFQzIdTIRl62FILvKrUfHG7bCk50bWz0wWs+zOn8pc8ABj4/k3%20JL64Qu3eqC740PBsCWlZWhKxHIS5L0lamYHr27Zts5Qe3EWbDRs2SJ3Qme7ccGIJ14oOgRt1e4r/%20pMdVBEwuYjlziwlxSBCb6ehy3Q7B6SEbOXJkFn7xWIjTPDx5/3ojOWu6M9RoTvfwonEUXoDZMIC5%20Rb+UNoIIlTL5rvQwxV+3IjazwIAWE2fJ7bKFZzI7TjQnQtiq0ukAT4sUyOQ4OwqejQ3WC8Yw7UH1%20C1vCugYMMMEI5vLycqPzjNNiPUZ7rE1xJ4Sqjd0OOF8oKfexlA4arlHYhTUn11mBY9fxItHeLOMo%20DgnKBE0iZCd/WgS0cPGQQ9W7lubc8ojMAnJKVRyxLnqq4Ez0KgpTqz4kwu70sMY1o+RdKGTauI1n%20YhlHBGmrnGmmq4LGCmXezkTotrBjxxsnFzwbh5zWw2wdU9dX0pwAEUh0AwNkM52fKgSr+7qsgs10%202OjKFlHRLNws9E+Ay5sCCZfqpw0ncFgKygUTcflTy9YdTk8KK1dO4yX6rGvAJYmod/FpSihzRfhw%202AzzXmvFZY6DqZvDCtKMnjtDPt88NkOpXczr2tDl4fCqjeVe09eOQx4usLXxQQ9z0MLzpMsEPbxk%20yRJm15KZlhSDIBYsWGA2nOUm5EbO3c+E5lg8G7PBQyDQ6upqoX/clMqi80RgEDoWvYHlzPowFoTB%2058KMcFgVIRb5LpILcdkWTMLwMs4sKIyyMA8xHOCumbFEhKeGjbNOAaWke0usb+vr67Wisau1wC3a%20znUmzhPd2ghEzt2FYgYZc6WqE1qIoJZFbdxcS6iTk0y9YuO0kqZiX1xsbGxUrrtUFgETKY6BDZuh%20h1XjZj7wHOMKBKAIEGbJRaXB02DjrVu3WgoQetUlHqmw8PmQIUOQFNZG1+OaFBoYcmyqh6NLDxPy%20js93d61ZsJRYhSYAu9EVHmNjP1ykGPyM4e0egRrbyBATJHwvJ8pHqxaLWe91IbJpHL6Mgy7ji2x8%20TDNwNhjYoiFwDgzDBEMWJkXAq0z86NGjWcfyJ8zmZib/ihoJe0Nq1isw2EMkNwgR6uH2bK5SLI8V%20DZAOD0R7o0zMjpCAbMMt/fr1g/LM5umeHgWas55VxfqfBZHWe58dEwQfGpKRFAM4u7/g5r9pJ3oQ%20aIO4NNZajC7nCA5nVHm+fi/uEkCTxqYre13oNRNUi0Z1AbNx4JK6doWeWM26RQyFWVLcnUYUo86q%20gJUw9oA/RXjRGhRuAu4Va8KiFhEA7FvMOpC4UThwr2BRB/aQ2/lVt23sqbYhzt6/wsZ6HNL6T/+w%20Thrjo/0SiO2Cn5lhYpSlv7rVpIBzSN1cEJXBwC+eps3MFKhd3UFghPv27SsANRzOvDA7IuAyubSk%20GYx9HPJwe2Bj6SZYwoxFjD2rQAh0arQArM6yCvYuKytDhC9evHjYsGFcX7hwodvO0FZtbS1KprS0%201ORkDWZTkfXKKOzddjKCQrYXbBV6YjntNnL4gbT2R44ciSbhObpnTCcorB2BWK0wAuvTA3ayUrG2%20saD2DDtjqPceJWmgtasYfVQ8RFgfC4YYCQd/Mi9MXGVlJfMCkzP+2laMP9dZ+hofwgmdYb6ssWgh%20Hp5mmnczM+c44epO7YCN1WzhBYWjVKRCZIpxx5Tzq3yLSYbxVlJSAhGgKCZPngzjQS7cYh1NrEED%20DIRuDIh5aMjXZZGlgrJ5FJys15pfDeoOP5aJOCgNTH1Eg7udBTTO2SQHawsbOGkm9n5iagJ/RlYy%204LCfiWjJ65Mu3CCwyAMH48aAMGvMC6rVeeGxzAvWDfzMiGFDIRRcaU+cOJF/Ddpzx4FzZpkncHty%20XB4Fr40jXifcyG5duMORNOUA0AwG5qKYmBaU4ASCQ2NDENjVsLGRfZxDZIb1IePFWNUUz9JrsLHX%20BfHRW8ZdYSDIAHQPihSDRrxrU+0Ki431Y6k8GTfG070if9KD5SZTkoajmgYcdkfWBpGZra5maR4O%20t985EcKBA5HB3BmnzagyvMJrMyk2iFJ4xy0PJ+1j31glHHQWkfpyl1htoslYKQZS4Ffd17TEDLaE%20Hz8JEyusFMRhEEjUMTI1V1u62XJRlzWULbgM98LSyBF1EXdZN4g3mofMebPnFMphpWJ67lqjmWUk%203HzUFo+NtxB5buy7vWSaBIyK+eP48GQXxkziihUrGC7LzTIvTB/Dy/Xly5dbdoth5FfOjRjRdNed%20VtTGBXYEXFtcERjkqaeesvynefOGIsBgpr89nR7mS2zatInrpkZwF2zmpgUXUTtmGurlMsAweX1R%20iNjlUsNYeNm8IteK2vxut6Cd3MoWZr3gRpuBZdz4Lj7koNoP+WURGczgQJMNYzssc00kDtgSiSkq%20PfPCiRvRTBnnwmLCogaKwbqMamNjoxD2LM5p4DkzxZ8mpRW1caGujd2E1JlspeyysjKktRtOrsSY%204/Hjx/89PXRcS3DG+rnuwkrkHJqABEeMGAFRWijMUN7wh2elRjZNP0mzoI0DhdyNK0qasC+SNL1x%20wIABECVsbNZeYY22+EQuT2CwbP1By6zxXYw5qtjq0BGPka1EGcWHjcBDgKLYrYqoE8sgWQQiVxB5%20NB4+fPiuXbvq6uqYzbFjx7IUYnhtzHV3/gXrKq6NC1snx9rYTQur3SLan08PgZHhIsw2s/lZuXHd%20c+sSGFQowDW0SGMoDDbmT+hG5Rn6xO2TbHnr2LHUI40I4IFBvuavo2RgYx7iJkphKWS4xVLvDJe2%20a2RHOg40QBryyUOHDjU8Jhs67tBFVIzMjCyQjZkXOBa9qp8CFc0rmEQmjntpwFihbxlY2JsGzBe/%20Mpi8EbHIxNGmEPfwitp4vwkdsbVh6LrtxKRadiASYmFaA+ihGBMYoDnogHv1h7lXpD6He2FFFKag%20HzLkgaUSD4zFNzwbxWVCbFCzcF8utvWZISwKCLTRZCNLFvIJzXDqGApr0zLgcJSLCGWrGSMhcF2S%20xA4WEg3pYGQ782KsOzcaIpak0AvYR8wIQ2eChH4NPZTuYxmf0+7zitstG2d3brKhgnAXdjX6UHPa%20kg719fWDBw+GAoz1FW9RCMtRo0ZZARCmnTx5MjQE6SDv3d5gDWa6XHZbsqVkQ6sfaGGiPXhykoIK%20SGTuIdMTdAtqTQxtGxgLZeZGW42nMVgu5t1Uk11hmNraWlcruZo7e/aEm8Cdc4ZxzZo1mDB8XXxL%20ckBKc/j2vZ1/DYkR1JqHWMOJK5wzcYw/T2O++HXq1KkumNH26GoMJeN5dFUyd5wX2bhdHZYagARF%20bIKHoYkLLrgAeY8Nhg6EDuBklC0LZld00AQkCFHCYzAwjaEYPWGK/6jEZyZji2OahighOGBIzD/o%20b+DAgTwkNDlmJL/SPVHRZeOg9baNWPDt2c0wOsb3Mmj6irUmshXhaKmV64KCsW1ljarO1Fko/KiJ%20ijyEWXDJbUn6MWPGoHsN82I9TDcaGxt5e2lpKZNCY7ffGUYkrClWyfF6nNBeP8zpFwbAQ3BzC6AK%201gOVWIzTHQ4BXwwtMNAS8qUB+kGAEXVIBFS3wgnC3KJsoTCIz/QM4QeStDyNcDZ0BlHC85MM/oGO%203LZ1GSqMXLqLEY/tAO/BZiZ+mhZqS8smozxPPvlkvusQ/UyxrnaRHAVrNc41pxnz7enhhjMncr6l%20cN3JF2tNbMA2HLciGx+RA2LCwHPvh/kWwGnu3LlavNDcypUrLTWwdOlS+NmaYFwUBBfimDNnDrRl%20+K4QjREB0kqCYXitoCo6gFYRAd8tFv9NUsw9HouKRrFYwiILUdS2CjmbU63+NBXB4EqXBgFL5OJW%20YGCUqgA6ETd+UCvJ9CYO4biwj1atWsUtDBcqffny5ah0fqqurnYpjpDl3Dq1cPjjjz+epHv7zNSK%20FSt4miUU4e2iNm5vh/CIqA4h9Zh1KAOCY8qtbY8aRHVgmOm5ob24fHpiJS/+Zc3mZq+7TdkEjFb0%20TGCv9+/fn4dAnSbfiOpsM6OgLO8WO8wBMNLmbJw0RWUxaAgaN9Jitex6OElTOPUXChWapOE3rStk%20c0t8gjyPpOMWJss9fxO8NVKMshQqhOfTjAYOnWrZ4DnRNttTrdPi2vifWsLgZ5EZ4Q2Wvs49BAGN%20Wr8PGS+Yk8WHdIBBLqNHj6YN3G7tApE6pOxWMv6Dgq2+CYXpRXvppZfMidU97voZ5YY2lk+MiDoW%20Aq11L+uBV8oIMRs9NBjLxkhAxlbTw0SR2F1v6TBt2zQphgJGhS2t867kNRgeIUszVzeWy0IacuWc%20c87RljZ9zZqMDGwb+gWL2vhIHVCeAZWcoG/RGNb4wr7lOmYbDLZp0yY41r1KM90Q/HAX12lsKrz4%20O0LwhZ58wyDKyIJiuQgDmLecRf9Q10HBQ4cOxWqFma1u0eYZORFFoyRi3ExUQMDJxoozG8jkDA58%20GFnWravisMYDWcE0UpY8YoMzBZw4F3rI0dWirzBZQvZyhfOItOFcz1k8vMjG7eTQsWz8kPlu+lFE%20kLAAsgV7jcHWktSVYsliCyOLaS70cZYKW7EYXRlK6DzfCH7jnwz0j2QJTkz0g1v4iT4EekkbsnHw%20GLIMhjFGCmWrxz48fHym+QxCzFu3KeDyWnGhxVaT2RHCXFqficHXuaUfW4vA6bD2ojmJeiI1jnQr%20CEVeiDHqRaP6DQ4sMZShoQVYa/BJfX09pjI/WYavoqJCUDhI4dxzz0XwozMhR2xvTrgRRYrJTUuL%20Thh3lQV8bsmuDpQfA/1HjRpVVVXFS6E2ng/JmvZIAzrAq/m1pqaGKwYqW+/Tba3wfrmjG8IiFGZ+%20NdDjCYotn2xIjBvXXFm9evW6detKSkoYqPioqGbKcGGqMCz0f9iwYSEFxK9tnY3lQ4FWtNLLysow%20i9asWQNLT5s2jYcz5o4/Eyfu/5gxY0ws4XWIFfpmAepA5Dw+oT/aORsz/Whd01/QhLAfNMEyFW4U%20oMdyqhjPUAPnSbrtCWGtWLECM09m5pwbfY7bVC7qIt/4QHM6S0kwQ8/04IHuyvBqN4plQl270KiC%20g5Wh9kIWRjdgnw8M6s5u/OR3ZB3jJlT7QHfmTkyPQPwQSsW30wBVzKJA5J0IsTyU/oQUE4iLwUHn%20s/RlcGDdVatWcX3EiBFcRMjS3mDM5cuX05I3bk4PzukM3WB2TJksro3boYtrZ3poHFqljVm3IJOG%20NBSANWvag/V1NRS5KByfiUqsabNYXK0jxburFPGGlobjHAGBthGwxpYRPAj9wQnQNEwuOH7giiVN%20sBvNvF/ZomRZvM7D0sahHrOqMmqUIlMYGROzs9gACg6Gzi13vVNCrEQ3WvHkqzOTzKadGMMMO5/P%204BgHwhS4gc+5YD3mTjGPhny65BH0y4TwpDBxkYrauLVD3A8hpi2ELYaekE6GWBs2aGAzdhrEBHVC%20GViJNICquI4e4Iobp3pWLZjcCnvE0jc4BNrF8ONfN0KTJmhIn8MtpsJbc5BuZyNMw+IVKfJAG1Xe%20+9fXw7GXZsEqeMZ8/bAdskzOr/yJdRNr5kPM1ooxCUnHwCK8REESnJiFDydu5vNY5sVqEpMmTWLW%20EB9IPWQf5/STNpbjaxYqW9TG7eHQBhYWk9kVD1XUHgu7BC4PlGRAvxkUApcHwK1sL8Leoeg9N12U%20DhwGkEFwmgCcmz4p6rLaQzhrVvKCCrCEzqZbyLrc3tDQoEs2eX39xGwk+WFM/AGlm6KiOp23Ajvc%20Apea1m9FJd/LcJkxxvAatsmncZFb1JOHgr8d27y8jrssN+seMpzJ4CDyknTvnU+2XB5T4LusVs9F%203mUFaau3FfeN26dCVkJLXvK2+C/QH3RQU1MDZUAobil5HfZesmSJyIwoZKtvQ1vuxLhebT2ZBh6o%20qqpiJSxqnPs3Eii/osFM2+BR1ovi1SKHIC8QNHAILB0rPRrTYPHixZWVleecc86MGTPoWLMk57zH%20R5DKZssEU/8QfCUlJTTg1Y2NjRUVFSZj8SF1dXVz5syhV4MGDbKcjd5jRxgbZ+rUqTqu39CudnA4%20YaixlZRKa9asicIx7hryNCaCnlhcju4FEJLF5QX9irozRTZuJ0dgqUJnBlebS2TUrrB7hjFgkhkh%20iFAXSdO655wb/yCSY+T0JK0GY1ru4KGHHnriiScMTtJCVpoMHToUtoH6saJ5Po0hWYE7uW6GAGys%208R9bXOvXr3/44YchYroxceJEGCySNLIJz4d1aG7wOpF04jp9hnPoLZ2BeebNm3fPPfds3LiRc9Ya%20SYocsGLFikceeYROCkYrD/uZPO3KK6/kM1th46QpwkTOF35QS16cIzvARZ0LSDfGylkQgVynOuda%20NFx3seO/RTZuP4cwIFHZMKqW8i/LYPNUx4wZo5I0OcZcf65PmDDBcooRJIyCNXlY5dyKyHcPifUb%20GkNvlttOEu7gwYOhVGQKNqp72kuXLhXDFX0C66JbYGyrurprbcre8uXLq6urBcHIGvZ5a2OTRqzD%204ga7j0KI8KVINFQxvyI75s6dy0tR0frnGS6+Dh5Wf/q9Gv+m/o4fP751V1PY8IFtZvkYXYzMFIyq%20Y1Lxx4ihb2nJk+kD58hBK1eKH2J4XJIJoSuyceGxa0taMUnrj0Bz4gcIXiEPW1fRRZcby5ARegbS%201CsLD7MQhZ5gaTMiIC8Lo7beH6vAyYEGEsZhwKAFYoxzMB6Y/gQYGG8cNWqUO08+hAMDkuuXXXYZ%20pri43MEPLhzy0Ma8Go7lk0XGc4kLAwsMzGjQAFsaxYg5jXY977zz9OczpO7DGxgXnXHArYnRSn/C%20fLAltysgXHgLqWe2NtdpAMfSDd4r7pKJ4jRgQBSU1lu1G8dDKePjSxvraoIOmO+tW7dCH/CDsQSw%20DTQBs0HHTDyq2BR/4/u5t76+HiJG9VnNnDZqA04CHS4PzvGuKJ5OxyyqwCt4PgQqXLNesShJQYcx%20Ly+88EJMg3Hjxrl33UyQ5dEZ8zQEsuSl7ni5WyaIvMZLaWnp6NGjUYNmEYsHDFcrZfITu27IaQkb%20JCcWl6C5Zn05L7QR90OAnsrKSoaCt5uqTWMjfJrV1iqycTv0VwukbNwC9Kpl6E6GesMqJMJoWkeb%20BtzFdZhZ/NRmVmJ+bKwxbOpV8B4EilpDysDGvAjahYVc/dIH8Wvoz7Rp05BBkGw2ZkuqzZtw+TpL%20q/BqfQQCCXKdV3ARbsG0xn4RVUMMYMZQhfyvVL2ItE3huPTzMR0MTtS4UmAhYTmhbzrADYMTb5jG%20nHMlu7FXZON2dQg9I0YM0294FmaY+5MGDKB23AGCGmAtMbogHUiZk7Vr13IRCjbAUNO6WS5ufpKl%20GdnBybANPGPhGHeeLDIGD8NmdkN/kjwcgYcHInUe+qFGxSQJAA295ajcZ9LDuuFaKK48Tfy0brtM%20mN9el8DD3G7CGdKKt/BwA28YAZ5vACaWi4ND47FjxzIaTCItGTQarF+/nsbMqTKliMXV3g69HaY6%20QCsRZgCluiQ29sACnEma12qbuG51Eug40OGy8NT5qaDwLQcSoJEhsuiyZcusO4OG4U/z4NXPFkCP%20FMKoOBPh1vmtO3i1GLFr0oNB4Ao8AyfzRsxpka4Ct8gYj3idHrL8Fhcys5LRdAjnRRgwx99ilIyD%20Kwsjus0xDljC3r1782ebYy0U2fhIHZptkKaRGFAtahYS2bJlCxMvho7bP1CtARsQjQoKoikrK9Oh%20kqTJ8Xqbw8uaH/lmj+T1FSfgVTeN6YxoIRZGhpfMAbQDck7Wqs/bWS1SJ6qMVzAsDQ0NBm9Y6IxV%20sTycNIV2KX04Ced/HuJDzACTmUxycoteKEwN+5gXZoRmgg3zRmwTruvggJ91cHA9VhZti0ZYZOMj%20chgXqZx2WwUSQSF7rnFrBoLI6UZW2TiuqxOMlAjtlzfnSMHZOE0BungXZsK4ceNQ/jAS7MR19Aym%20o+WLTAaK2ujh0QkYjfxMA4UCzDNhwgT9TJoJOr1gEjd1wrpxf1gtmvcgOJLNsjucrOy8cGLxF04M%20MnHHQWtc2WeoZqwsjlssrvYcU20CjQmGhkyh6+AWZD92I2oWSuViXV0dDOOSD3kPcbAeo8G6des4%20gaAFEoG7glDysN+M+jwQi1cFq4lroZnQ9hKuCtAju7z0G/Neq5uDnaRRWfTBTKakCbQkPlCRF10y%205Is2hrXJZnm8OuK3RD5EbFlrmmHnCrqXKWNejPrgLc8++6xFzLleX1/PpARKMUoba8UszkDVPd6O%20duvWs5CfZcHgVbUZJxCipa4NpXbbA3NOSoVXX3zxRQxscSHdhdLFFaGLSVOSQEuHS/FgWmN9pbMs%20FlfAX7gdnX1CMHmQe9YUz2JlCYUfOy7BJwfdhcpGYscD9eTHn4HscaAKjSeYXyniQijAbGnLVozt%207MJEi5obkZK65bWiBfHhURs2bKCNkH0Oi0Fm7sbxdneeTDI5bgOq27mnmn8xFzmBGhDbrHunTJlS%20WVlprjkW4/Lly6EVFszQATJeSB3kfW1tbd++fVkbQz3Lli1jDeamcSQkGSzdkt9Ivg1mMFHRc54T%201U+S1+PjH+KR5TGtgyx6e5JBDmn2q/IlWOhwIyVsn8UtCMMk+wlhbLf0XZHXpdA0BmbgwIHoWwSo%2087J06VL+5ZzpY8XOxJn7bQVz5ojJevrpp88++2za6OuK5UaRjdudpdE0tapHVU1ARqt8dIO5P2n8%20lspEeQ+vIv7dXg5mMLiqJbs6iPugDUJPyk75RR1lgekPqnKbLTs94jwcxXkva5NMOLcPPJB7Wxqf%207J6Q3eAK4+weQcRaGx/GdefLrSkd2iIoGOgqRK63FNm4HR4aiqbIWO+LyUbMu/OJaOdP0W3Xr1+P%201B88eDAkJag6Mh57e/Xq1Sy6TEXQeDNBIptD35J7PKupIvMmnGfZ1W/e0WDN9G0EaYaEincFt4cQ%20yS92JT4ka2A3y7LKCotWrAnvkgkFA+rduzdTwyqGrzBFBD2sX5o2no8bNw77aMmSJSySBdNjjtDJ%205oQXQXza52HcsnhrvXr1EklLCHjDgCwj7vasAV6WPjTH1X1dwxJpn11wRqrdQck0ewSVy9ivNh1B%205XkY1cFLWR2YfWD28HVRbykYu6X3tnQ9az6Eek8OQP+LD2/JaRwGiE8wrgb5CGcGnC3zEvvGXMcg%204hPgW+ZIR6N7VK+kh7vHbwiQVmTjQuVhPVXMPWIbtQwzl5eXI++5bg20wKk2appz1l1QCesuOHns%202LEQUGNjozj1ioMohN06G2fXxirJ4B/9tHJFfpSXBdbUbWbSZbO1cZQyDAdYszpyb7j2bunXg7ZR%20NESQTEvrBX1XRnQrztDDAwYM0AF51llnGQeKBmYZLDhxkial8cynnnoKZkawMkHbtm1De5uc6Lmb%20UkU2bm8L43AaSy6uoMwH8l8vGp/kT8b0hauZE/W2Cs1ERZ2rLSHdemNs5wo2YHlUqdydWBEzs66p%20Qz+yWbXxtACOzRrV4QAP+F6btcJmrWhpF6jC5WS7HZKL6+aNZTOfDhyfwKy1mfLIWFdjQvwo05jh%20bdmeBshfo9nsgKOa5JscUmTjAjhUUzAha1rUKdIajcraGN2LzYaOhQjGjBmDRV1XV4fGRiHQoLa2%201kLYCPhly5ZxnTY8x+AqtDfK3JCjltjYgMHIlTWGwaRcPTeGi2nA5xHMKE8GG/OngOwqtySTzWt1%20MvOKXRTovY+chMNlYyWRjJr15MV6WO7yM4XgOaiLS8NYdEHxwDnp168f87Ju3TrOhw8fzr81NTUi%200dN47dq1iA/TSFgnY0xxHZ3MYKLArfmU5JuyUmTjY+vIul6E+zjttNNUQRjDnmB6CaxlYrDUCU27%201jIoguvGUUFzprCb0wfzb9682dAuKExelaNURHrC4XaEAja5qVH0hMbwEqKElfmqVatsD/lCixFN%205Yo39l25F+YUDQPapY2RIW6AG+egptq6dSt2pixhzLNAcxzwEmILGTR//nwWmVu2bDHQMnI8kgxk%20X/jz+Xx32uke/7qpK/KGxgsrFJhn3Lhx9M2KanwjJ2Jo0RhpKC6S2ls1Lg+76SXEvO8SW5OeMz70%200PcyOAwmnz9o0CD6z9tpxugxvHyUGIl0Q9SBiDA7bss4dWivywmoYcOGDZC4Ssm9CmjFiAXoANqC%20JgKoDdLXy2XGnHtOMj8LM84XLlyI+IfCaM9jxXZl9FQ7hkwK5ijGvRFjUqSR/W6N8ExWgwLQccLT%20oF1eh8SBBIWYEseT/vM0JAKNebJYs6wbeSAnvJFXwwwyD3rMAGkeRfd4LG04t9ahxeUwTJJ0L51u%20mIhvQAUMYyAUDWAJE7+MPOcwIn3gwIEGb9GYbgurwNOQIAyOsDt8r858u8dwcYtZmeI0WOeJe8Xc%20FFLfb1QKuwvgQsaK0H4sr1A2aVPQTBgzizkxrXSPXhW1cXs7mOCX0sPZdfsX60ueMRCXX83ykQOh%20YLN5IEpTlHmItYLMbociJT7Vl2xgDGP2HJbgT9SIRb2hP3iJV/NkFVSSRokI3Cl4AF3i4SJ4Su4G%20WvNeznunh4pLhW/YJo35BBoMSA+LQlmTnXPY1RJztHfBzBdFG+7lmXI1n8N3iaQlPglsY70bGnM7%20rEIDTrQ4+Ba+rrS0FI7lvfxKN9zVo41wKzoRORHVxO/i3OhOrsOcVgKwBA+ih145CPTf1GLnghMR%20gpg7wzBNVqNvdMYoPYf6uF0hF7w2bincwpkWcyvCA6AGhTrUZi0/faHC7mjIQeu6XiIJwaWgDuFI%20D9T+jLB+V7lGMvpwnmNUiYaf0UsRruztxiSHRR0h/k6K5SNis9r9GJ/gMjWwb3gC3Oh7I2JZwH34%20x3f5cGOz/Tp+dfMmSVFmPQ/vnR/rdcaHcbOlH+JDYitLl7gJ3j48ULUF6HLtqnSIVERHTEOdwUfz%2004CfNIIM8FISJZmSOipku6dDkXkUorDo4irg9XAzBpYNtCQhbpjZ9RsX4e0Ao1FRaCi6BkYhq6aS%20pqBCyMVii9p+wmtFSoApRyptWELwEOgyAJZ1w4qYbbVkjUaX5VKwwED6jdRURgvTTKwPlWQ8TX6O%20rRrry5m1p9q0G0oTpVIEY3ijDt4w8u2/sskN21iXKr9oJr6s622u8GTdyyGArKhm5qOWjrjTbsub%209mB9WSvCGoalynVFg3JmeC1AK2ZogH6xuKAnLjrMGBUzxA/njXy7QJytAw8XtfExrY2zqjgCmxTV%20blpkUTJMjWDWLTgiTrXFHGKtFcwp4rxOlNgOcRtWnSMrqpG8bhWSkBrqcEnWe2P5LWB6aEtahrPX%20L+LhQqvLw5JsZAXxCu41zx66l0PUz0oZ1Zp86DjEmt/PiSLDtnGlEMJC55bOJ5153uhb3AiwIrmq%202CfrlmeExfcPt3kYTRGyEoaMV+gbspV5cT+ffznnCt9u543GCax5g2ctvGjjJM3Waqm2VlEbH9ty%206PXmdIA8CYIXtm74eJXiaiRVk1UdhFl288OECpUSt6vW1F3eCBkZPKRu4Tk2FjKKF4lHIb4XvGRB%20Vu/VjHfdy0NcHCYpQLTQNjq3zY7maVaBSpoiydTGJv2I5OyWkkJE+5O302eua7uKNKb14TfyFu3/%20gDrRLa9LmSuWMuYVcSXsagvT8atrV9qIQesgaM7wvXQg7N4QTMoIS3nQWMnitoL7T5ok7jzzBJ+j%20/a+c5Uu54i6Uvm4HlnMeFXVqjrej49e+9rVCZ+NmFrXSvbGxUboRKYKLyPi1a9cy2diiDQ0NmzZt%20Ehu5qqpKAPotW7bQgLs4F+cJKuzfvz+P2rhxo4ETzz77rNs/PJnG8B68BAnW19dbiAiy5kb5kCt6%201Hgpb+RGEWRlbyj16aef5kXwjCD13Ms512nsBg8Mw9OUAvxqDVdz+ui/pi+PXb169emnn25NFplN%20rE+WA+7x6NPmc/jVXCJs1Oeff159yxu5yDn9pHu8USa0/8alYtlyLjda6t3NKhornkTJcnFBh/kc%20VTpdcovI0aO9sa51dXVbt27Vbc7DXd4zjHyj+2c1NTXKNd7Fk2kAG1scR+lZW1v7zDPPWICGYdTw%20Lrq4CnVjKWqXBP440wyHmJjqWlfycrUGJbFshpk5gbxYfUFeYppDBwwIlHTWWWfBGNXV1UJMGOin%20banegx9c3+pCU1dr4GkYa3bqDBPCAtMXzjFOG1rkfOzYsTJ2wH2pGLXDDfw0m09kT9e9lZWV9G3w%204MH0kyfTZ1iIT+OTjUn0hGPNmjWIIZrxjdwIM4jLyRVOXIH7FeZdu1A32YgG1gR3ZQEXDR061PqS%20gwYN4jrn/fr1Q3bQARiSBnwX7MR3jRo1Sl1qqXETqkOrC4Smw0wJy7eL0UPfrO3Cv/bTIhJ8LA34%20HP7kpUgo3ZOBpuI8uu1X1MaFd2QRXuVnfa0WZ4Bu3ETRIVRSUiKwO2ys99hAfOgS0hcXMuqqWMpA%20VD3Xz1y0JIpoFaJVep027i1BZ9aaQJXxiuHDh0O4PLy0tJSH8C694ipSyBei1JyGScSO5Veexlsg%20X3oIBcuo9Mr+Y1IOGDDAPRgheHgjFE8z4aZdrIr/jL7io9z+UUbwXr4LycVdnAu4Yf8tXCgMNedc%20dz+WHpaVlRkayUfRT14qKD8cq4Bzger+GWMybNgwfo1Rks8552m6AH2jhgnjD/MjmxgNjWQde3wm%201xlDnuA2NcPIW3gCk8s5tyishfjOD+KvqI2PFS9XIEUq4C2Z6YaKtfbCWSXusX+qGYwQcqHrFivE%20DXlxDjVbCU27MZIBDfzKJiGopbPpzaYl6xCKkBLeyK96bjiH0H1seH1cCHC7pac0oSOWU7+0URZW%20ftJJrvmq5NIad+moa90ANT6QN5pOpOdZR50nOrS1LEJPGrwdOYC+SDce7cNHqMjTmyAcEorajWK/%20yKhvt8Fc50eusmLXghVuOOnG1z0J9xrmYfiqW0p2w23CmB1ByIXmOg7ZuP2Irmax+IZzQBlyha5j%2067nog5VjuU4DyM5YCH0t+qX403hs65tyRZ8ThxA27kvrc+ZcmuYu9IMRGlAtSpKeiFbHjTzKAmiS%20qZ4tvdk08wkuSmkMW8KowtYYI2EVGO61zKp2uyWj/C76E25k/kQH8l3u6GhCa4PwvbTX7hWczFAZ%20A8JEPhKUn267027dcGWKZd/5E7vAgDa5XVQt49t4BU9gZLiR76Ibbv45YtaC4uiWHu4dCKtkaJ2r%20GFOX+JVuwKWCmTJQbkRZ2ZxX8zprOx23+8btMBjTfVfRtmBLNznNUE/SeGO9KfIhesZyfpAdV8SL%201h522xYyxSKFsWEVqy4aMgkpi4TOuR4yyY6HhJaIiGLliJrZpWDg13DoBlPz6z8zGJNu8K+SyMAm%202AZi5UaDumRm+im3uEDgLQaEuwdDtw2f1AbmX3eb5WSDMV1xJGnh4iSN60rSojM04zod1iXmHjuN%20DQU3tZNBsBY8tygyPDf8S0Uth6vnDT7lOg/k7Y4eD7Tms5FnfoveftM5lEpaUoZzyv9KKMYT61ob%205PjcNy74DaeAjA7L1o0lOAdRbcixVKsXxKWs8YDGexh+RAN1kUF/pqFbKMwnGC2o8Wm8oUVSpGY9%20sdAf9KRbiOuSGuesjVlkmm+knQyTWHqbQ0Vn1IQx1dqonAf2ALyhcSEbqxXpv6472vhdfksA0PHG%20CDK1SrsXufLcc885XPKMD4nGhrLqaxDZ25UIJ6pKBtlsbVgXUcJDvC4gXpKGr/OEiLtynU//dSW6%20ovGNjp7hMYHZIkNy0E8jYd1Xs16s63ZsHLcPES5+13GLjFnw2ljnSrisDRWCJph+l3YyocXNVDXa%20fhbg1JBL0twGI4cMOYpznT0yLX+KH6DH221VGkCIMHmSpjTASJCsiUR6fV0Su00qrxo1wblpempy%20swtUdIgJaDeiwbmuD5Y2Yr7G/rA7ajTr168fjzVKnBsZFr1Hdtu3x+6uheAsm64B4reYICEfhh62%20VzR2P5mOuT+sYqRLlg53qWIYtqPKKwxc1++thg/LhRsdPc4ZPftp8Eys7Q3G5nWcR54G0kSDQs8C%20feZjXVaUlZX5ouLauMCOMKLUbHqhmGx9vMOHD4fIaMO5ZUSgyJKSEqX+oEGDkOgGJJx11lkoTEM7%20oAb0tpH6YjVaBcoiaVAqjblXldg/PVyOctH4B67QxjgHyzJo7lqpSBOavukV47F0T2gRTuiGIoY3%20Wi3BElOuHvlTpzcigLf4LXqPeY4SzY/VsuV69nvj+siRI7kdHhgwYAAPp8/mfsDVpmqapWRJSt7I%20uDGM9I1zt22HDRumw5+H8wqeZk6Y3XNUDZPkotWbzXygpYkcHCXp4Vp36NChqlM+xOQQC9byQLMj%20hgwZIqYajZkjnu9ywDqpSt6iNi7UlXCEB0WNH21L/VVMM7LcgmZGbmHiGm5tgAeU7UqVf6EwDVrh%20JnR7hpvanVVeYZUwQ4LVlu6dGNlveV50hXmIYi+b0iydWavVrF1eh17iXrphsLFQYS2t8fRR+b18%20CJ00r1DtBGtp4ipfaMDzWVxI6HrvXG0afKYXWveBZrwQC4aXcQsNtFZoBkdt3LhRBwHNGhoaDMzm%203KrrsBnfwuDAmTq3vdd4bz6K9gyCecLWYTJMTdvkmWeegZO5a+3atQwdbzc9SzOHW3gyJzxkw4YN%20rnocf50dsSuRTTJJ8kVKKq6Nj64capokt3/E1pBYISk4GRriXyabf5Hf0Io7jUx8Y2OjdAxjcN2C%20T5CCOkFVqaEe6FlQhute92NpjCzgJxQgrAidudEC+boRCrHqqqWB1SfcX+FXQ6xoDw/Q5x7pIfdG%20QZOD+gLsBp/DQ+iMy3IYjCswuYXX3X6jP7qR3LL2iwJtWwmoMJKHjRKzbNKmTZsYOjiWzjNi5hjC%20uo4ALxWRY8SIEa6Ztfz5QCSU5/qiYUjLPljZFAHBjQw4QoGe8BZebTkIHfJG4DE7KmRxGsz68CGw%20t2NuwS0mgtlkeBV/+ueOt+P/CzAA1wWdBrn9SEoAAAAASUVORK5CYII=" height="218" width="322" overflow="visible"> </image>
              </svg>
            </div>
          </div>
          <div class="fig"><span class="labelfig">FIGURA 2.&nbsp; </span><span class="textfig">Esquema general de un biodigestor de campana flotante o de tipo Hindú (<span class="tooltip"><a href="#B18">Group, 2007</a><span class="tooltip-content">Group, E. (2007). <i>Promoting Biogas Systems in Kenya -A feasibility study-Kerea</i>. Yumpu. Dostupné z: <a href="https://www.yumpu.com/en/document/read/11658383/promoting-biogas-systems-in-kenya-a-feasibility-study-kerea" target="xrefwindow">https://www.yumpu.com/en/document/read/11658383/promoting-biogas-systems-in-kenya-a-feasibility-study-kerea</a> </span></span>)</span></div>
        </article>
        <article class="section"><a id="id0x875e80"><!-- named anchor --></a>
          <h4>Biodigestor tubular o de bolsa de polietileno</h4>
          &nbsp;<a href="#content" class="boton_1">⌅</a>
          <p>Los biodigestores tubulares o de bolsa de polietileno (<span class="tooltip"><a href="#f3">Figura 3</a></span>), están formados por una bolsa “resistente a las condiciones ambientales” (<span class="tooltip"><a href="#B16">Frederiks, 2011</a><span class="tooltip-content">Frederiks,
            B. (2011). Biogas bag installation manual for small bag-type plug flow 
            digesters. FACT Foundation, Eindhoven, Netherlands. <i>Accessed October</i>, <i>2</i>, 2011. Dostupné z: <a href="http://www.fact-foundation.com/" target="xrefwindow">http://www.fact-foundation.com</a> </span></span>). La bolsa es considerada como frágil y susceptible a daños mecánicos y a los (<span class="tooltip"><a href="#B37">Nzila et al., 2012</a><span class="tooltip-content">Nzila,
            C., Dewulf, J., Spanjers, H., Tuigong, D., Kiriamiti, H., &amp; 
            Langenhove, H. (2012). Multi criteria sustainability assessment of 
            biogas production in Kenya. <i>Applied Energy</i>, <i>93</i>, 496-506. <a href="http://dx.doi.org/10.1016/j.apenergy.2011.12.020" target="xrefwindow">http://dx.doi.org/10.1016/j.apenergy.2011.12.020</a> </span></span>). La exposición extrema a temperaturas bajas puede 
            reducir considerablemente la producción de biogás debido a su 
            insuficiente aislamiento con el medio exterior, mientras que las altas 
            temperaturas ambientales pueden catalizar la producción de otros 
            compuestos volátiles diferentes del metano. Este tipo de plantas 
            requiere, por lo tanto, de protección y posible aislamiento térmico 
            contra condiciones climáticas extremas lo cual incrementa los costos de 
            instalación de los mismos (<span class="tooltip"><a href="#B13">Ferrer et al., 2009</a><span class="tooltip-content">Ferrer,
            I., Gamiz, M., Almeida, M., &amp; Ruiz, A. (2009). Pilot project of 
            biogas production from pig manure and urine mixture at ambient 
            temperature in Ventanilla (Lima, Peru). <i>Waste Management</i>, <i>29</i>(1), 168-173. <a href="https://dx.doi.org/10.1016/j.wasman.2008.02.014" target="xrefwindow">https://dx.doi.org/10.1016/j.wasman.2008.02.014</a> </span></span>, <span class="tooltip"><a href="#B14">2011</a><span class="tooltip-content">Ferrer,
            I., Garfí, M., Uggetti, E., Ferrer, M. L., Calderon, A., &amp; Velo, E.
            (2011). Biogas production in low-cost household digesters at the 
            Peruvian Andes. <i>Biomass and bioenergy</i>, <i>35</i>(5), 1668-1674. <a href="https://dx.doi.org/10.1016/j.biombioe.2010.12.036" target="xrefwindow">https://dx.doi.org/10.1016/j.biombioe.2010.12.036</a> </span></span>; <span class="tooltip"><a href="#B37">Nzila et al., 2012</a><span class="tooltip-content">Nzila,
            C., Dewulf, J., Spanjers, H., Tuigong, D., Kiriamiti, H., &amp; 
            Langenhove, H. (2012). Multi criteria sustainability assessment of 
            biogas production in Kenya. <i>Applied Energy</i>, <i>93</i>, 496-506. <a href="http://dx.doi.org/10.1016/j.apenergy.2011.12.020" target="xrefwindow">http://dx.doi.org/10.1016/j.apenergy.2011.12.020</a> </span></span>); (<span class="tooltip"><a href="#B14">Ferrer <i>et al</i>., 2011</a><span class="tooltip-content">Ferrer,
            I., Garfí, M., Uggetti, E., Ferrer, M. L., Calderon, A., &amp; Velo, E.
            (2011). Biogas production in low-cost household digesters at the 
            Peruvian Andes. <i>Biomass and bioenergy</i>, <i>35</i>(5), 1668-1674. <a href="https://dx.doi.org/10.1016/j.biombioe.2010.12.036" target="xrefwindow">https://dx.doi.org/10.1016/j.biombioe.2010.12.036</a> </span></span>). Aun así, los recursos necesarios para construir las
            bolsas de polietileno son considerados menores que los que se necesitan
            para construir biodigestores de tipo chino e hindú (<span class="tooltip"><a href="#B43">Rajendran et al., 2012</a><span class="tooltip-content">Rajendran, K., Aslanzadeh, S., &amp; Taherzadeh, M. J. (2012). Household biogas digesters-A review. <i>Energies</i>, <i>5</i>(8), 2911-2942. <a href="http://dx.doi.org/10.3390/en5082911" target="xrefwindow">http://dx.doi.org/10.3390/en5082911</a> </span></span>).</p>
          <div id="f3" class="fig">
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Qf9BqkKS%20oKfBJ74jlADnwLVXg+omCZplK0uK58ybCzo4Nzd3zc9rFy9eDJQH3u6WWwfdNeKuDp07HThwYMPq%201QcPHhw6dEiDBg12bd/GOxzHj2WCcffpp596PJ7evXs3bNgQLl/54+oFC5ZkZh63Ox1hQYNaKiyt%20FDSCAynxeNJS6wqh4Px5czdu2iLqRCQc5BmiZ+/eNMtkZh6pX7/e0aNHweLDnFhVAfSQAoB2/Ivg%20Ef3GG2/8G5tE1zEwmWCk1mvUePDA/lLFmQXfrmzQsuVLb7ye3qytleOaN0olLRRttUHXUCkKrGIX%20Z8ybNUtiXA88+IjLwVg4xicSwYgQ57JzDOlw2EVJVijObmWhN8uBIG2xhsISx2pFhfn16jUbNWqM%20J95t5S1gYtMMioLVTDuaY2makkns39UMKFeWlYULlgy7c1jXbh0ikRDH8jTNOhwWMBh1DXoWAAcX%20EcIsa4UOT9OX1oX0mhCHKDZhexTICUmRsiBYALhphtBVQHCCpLZv23X06LHs7GyQ2khEtNstgiAB%20GuIREqBoNE0Gg+H58xdWVlbVSUuJhCoP7j/AMja3J5bQZUNX9u3f/cu2HSxjr1s3SZAJTQfFKlot%20PFjAVVWiJAo8D5hjAQWLuQ+0y9q1awGe4AjAB9BYQA2bzcayKL4O9tetW7dx40ZQ5mlpabgpoVIA%20sOAcGoXwWTDiwEHDtCmin7DhkR0oEwqHE6B3QaeFg3DVVRGkZwBx1VTlzJn8latWJSQlRUTpzJmC%20zVu2tM/IWLxoUcvWLf1eX5cunfNycpevWAbA9K9/fex0Odes/jExITExKblDh4xt27Z///33wUBg%206JAhd94xVBQiBfl5cXHxUOENGjUIiEr7zl0TYhxmWL3YvUMXn2o5euggr4ehjtNbdu3QuXPnFs2g%20uQ4ePbHqp5979eldNz09IT7WdMkiCszQVK3xNeMcFYk9FVfR4Bv5b02Y2u79oCBaeCtHKAunvvbk%20k+/0HHrrJ/OXiwwB6P3T7BmRssJGLdsV+OSTZVLTBnXu6tHo1oE3n6ji3npvWtbBrdffeF3Lbl3h%20Zkq4auWSb48dO5Zat/GQEY+6HPzcae9HQuHbhj+yaMnCTu3rlxYVBgJMt159W7dv+u3i+ZlZmcGA%20lNG279DbbxIicnwsRxIhTRYojf9m/pITp7Nohps+7dP77x/x4st/Ayn5afWun9aultWKB0fen9G2%20B1gYBikyCAVkrO0viRlptQa9sCMLe+IlAQiLRQyHrXa+GrgMYvXK1e9P/aTZNa2ATaSnpwNYvPnm%20mx6PS5I06PAAEIhV8WwwKHTr1i0rK+vnn1eVl+Q8+bcnn33qH4+OHWuxAy4Ep0yd/N57H7ld6fv2%20ZcbE4Rk4iumHY/BwgCxJ0GqACMCA4BNMA2CIgC/PP//8ww8/jHkNGsMG6KUosGGffvrpb7/9dtKk%20SRMmTMBH4Bx4GHhIYEbwkFAIfjYMPXh2AuCOy+XCJhvUW2VlJVyFwQvLzFUxCK2jmGmzhYvyC1LT%20gTBqNMUCDRfCCsexDFMtB3JE5GzIpvNXVcTEebBtUVBYnJKWgrwBKtjgCo80K+CbYk4u0TVJDEuS%20NSYOj/eHK8vSnTrBsiCGFM3Y6QjUYISyqwaBopgMSVcMYNKKbvB2S03nRP4jkvgLzReh/i0Y1f5q%2041GTqKBLCRRtSugaKHDVrKRTJ7Keee7NXbt2gaJ+7ZlnVv34A+F0RAKBrFOn8guLv1+29N577z14%20NDeiEhPf+PuiBQsYitq+fdv8hYuhoH1797z6+uvjxj3+9dfzJk2aOHfu3Hfefvd0dt62bbvGjRu3%20Z8/uQ0cOjn/8iWPHipxOznRBhihKX79+/WsvvwK9uri42FvldTpdiQnxe/buef75F2NcsQxLzZnz%20VW5usY4mFtFRp8lluKyjXqTayI07sNX0O0gBP/wo+n0fTJkCMPT++x/Mnz+3U6fOO3fuys4+bdpQ%20tMtlAySCP58vbLFYGzduAtIUFxfXoX27N954bdy48WC96qpqsVlHjLgHTLPEhGSHg665pe4P+1SN%20MMk7sqrgvgAHQONhPyEhARDH6/WmpqZivMCPh6EnNja2devWYI4BvgAmwk9wBH71+/0ARthRCF9B%204gGYAGigZCgWPjEYmQDKgxjAo+LCgXNhkoVZ1VVgr6HursiJKcno7QBGFOSrtPAszRKhiATKA87h%20rFZVFFUxEuNxIwhTFVEIA72lUBSSyjEgCays6KA3GJaVJAVMcrAVXDFxZg3rDoqom5BIsDZQKDxj%202FhS8IcJkqseXaYISRCBp1l4zm6CEbS1JGtgW//VRhd+C4+wGsTuBsze8UgBY2GBTzJouAsxJ9Yk%20Ed26dYWTkxPi69WrB2YLz9tBZYDF1DGj47Bhwz755JPK8rI5c7/JzSsG46JO3dS/T5oIEv/ue1Ny%20cwuBLKD4+uSU9Zs2rlmzplXrlgUlRRxnbdbsmg0bNixZsqhfv36hSu+O7XvwlEUDTDdVBtgC1T1/%20wYLhw4fDs4C5VFicP/7xxyoqKkePHtuvX99vv/1m5fc/1Ch+/cKuoMv0JRnV+grsUuBKsoh9vX5/%201ayvZr377rslJZW33HLLiy++CFab6c0JV1YGjh/PjkQUt9uOTR6ozpycnPpNG9991zCAfTS9yTBK%20iwstLJp16XK5IyLy3/v8oWJvMdihcEP4EwQVW2rYywDAUVJSAjoAoAEaA6MkfAWYBvoD0IM9SgBM%20ULhas8FBsCaA8uTn58OLAKjB+UB/4MECgUBBQQEcx8wIQAqKzcvLg4PwE1wb9aNHQfnPTZBAS4G+%20AosaMDoY4CxWzspgcdEMAtDB4eIVgAeaYHgrEneoPVXWNdVqtSiyCM1vM/2eEQFoEQUdBS7kLBab%20HQxnWVa0cERlaTSCrClSpAr0FnIgkIbKx8YRJKvI1fM/LY4Y1mqBjqaqCIRAzi0cbaI/mOva/+KP%20CEzI8QABFmVzfArZC/BFEsKG2QODIVExSwHpt9FEZUUZoiEuF/LAhUIMQ0UiAlwV74kDuQfhLquo%20PHwo8+c1P/Xt2u3QoUMNGjcCc8pld9RJSGjfvn2cx1ZV5WVps4HDYlycCyyFD6dN/XLWLFdiMtJd%20pj4GkRGE8MkTWY0aNTmdfRKezQVSg9wqnOm09t1//wOffTYT9H9iYiKcX+mt1AzN4/HUGh36r+VY%20Pzvg5zIBwh7jfOyxx1JTUl97/bVevXrNmjWrT58+8fExu3btHzly5K233jp48GD4zM8vAbsHaslm%20swGyjH90VMuWLefMmQMlvPDCCz179nz22WdAZgELQHDXrt06YMCA2267FQr82xMvVVSoPM8AAAEb%20glfbvXt3/fr1n3jiiZMnT0JReIzs8OHD77zzDhy8++67161bF9UrgP5QmYy5wdfZs2f37dv3oYce%206tChwzXXXAMG3ZEjR+Ar7N95552jRo0qLCyE8+E4AOuYMWPGjx8PqoJB095ZKBCMRIyAf/YOoNay%20AKqtUYIIhASSIkRZk02BgdqOhFHdSoAfNKmKAmWG1YNti8UgIsjV42gMWVbuRQ5HilI1g2Zpu42B%20cxmEQ7TNk0iohuz3gviUlFZIGsFzqO8AH9NQ2AuNhvlrmcE0TeLm++vMF/k38oQhCXsi4JPB0dUM%20w9tdUOlulyPRgywW3aTxBk3IOpmQlAztGQhLhCfBG4qUl59JTqDWr9sS9IlDbh6QHGd3OMlOXTut%2027h94/qd3879tnGDOkdOHiqsKG/WshXooYTElFAkDOUlJLq3bt2RkZHhtLvGjB4dKCts1rQ+KBod%20hRPQHMu7PbFFRQVAAUCMRAluVBbvSWIZC89bX3jh2aVLV+zYsbN9RttQSIvzxNMka7ppL6eCotM0%20yOqJvijCkkJlUebwBwWMEeQMHuqBR0e/9Mqrbdu0zck+9sT4sW+9+17WaXhCt6ErH743ecyY0Zu3%20bV+7YaOh6FLEj0iK29Ohc5fikiAg/OZ1W6ZO++ebE99+csJzPl8AANdiJap8FQ0a1pv91byOHbvM%20nz8feAqYn8nJyR6POz8/b9Kbk4FFfjj1vfgEdygoOuxuSRJeevm5vLz8pUuXDxo06IMPgH7mAhAD%20eQyZGzayAHqeffZZqLolS5akpaUBxADcYH60YMECsJF/+umnr776Cvrb8uXLd+zY8corrzzwwANN%20mzYFKw97psBIhGqPBhD8iYf7LRagNMFAQFEVC4cNUs3p4APBiNVSPdM+KSmBYmhZUniHg1CkgwcP%20rlz50/49+50u+5atG35cv4njOd4C6hYp6YQED6nrpKE57KyuyWFRA/6kh8Wdm7fsPHCwyFt1dN/+%205bPnsLxDRrOFdM6cLCQbRDgiGwb0NVJXdQWwysRJlqFAB5AkdU6HJWvN5Cb1vxAenR2Ho6sn0QDS%20/7hi1dSPZ0JH3LRp04fvvl9eIvAEkdGpk0YRC5d+/+XX30KxR7NPHzxyuuO1191zZ7+Rw++c9eX8%20B+4d36ZRekbjxH9MfPq779c88OAzD4185peft54+lbVx/ybNTaz4YZWkEDl5JUcyT9C0tuWX1ceO%20H1Zk+fMZXxw/fJQgw4sXfw4GEUUC51J5R/yzLzxvMPrIkQ+/+eabDGucys6CFn3j9UmJSTHjxj/6%200MjRn82cU+UrIymc84iNeqQvybdAm1fSNXPnqLO5B9AxM/8E/M5GJB2UZVmZ/9HHxnwz/5sXnxyX%20muCc+uG0U/lFTZo0WPztl76K/C2b19s9CQERjDUxyc0Hw0GWt4HlF+Oiw0Ll6jXLgeWlpjRq1KBt%20ep0mcQmOwuLCe+65bc6cr7Zv23fsaA6YZoGAD1SoGY2iVFSWHT2SldG+S3yCs2WrprpGWy0xBYU5%206zesqSj3/v2Nt1atWvXDj6tPnjwBMARAA2QHEAR2oCkBU6AQOAKkCQ5mZ2eXlpYC1Vq4cCHQrhkz%20ZgDcAH2DngCMCYgnMCY4H2xPsPKiziOgY1cBP1JkBXRL1FMTCodoE4VinDbSnD2LBt1lw2rhBHNW%20raEpW7dtHzT03m8Wfp+fd+KJCWMeGjehLIhsOLfDUuItUAmJIhUgT4RSydKyL+yrqApTijb6wUf6%203HGXn7O+9PTzox56dNXan2QKZEhXgj7azIAhAk0ya5YGC0QSaXNuYzRgLRySsC7BkwQESYRnAQJ3%20lfGjS47PBgrTsGHDR8f+7a4RVVxco8TGrW0sisRuek2LZSuXF1SGFN7T/+7RKalJcSnOl//+j7hY%20btl3ayxkk4E338Ahb4b3nuHDmjdvX5xnJwlHu1atm12T+MyLz57JL7qm4Y02K2FJq/fU088OHVbY%20pVvXhPhkipqanFoHukG/vtcmJSU5bPDAOk0BJ+O6du8y84vPysoqU1LrDBs2DAwWuy2md+++738w%20ORAIABuqW7dugwb17I7qISFsh19qF7oIglHYrcawUDgaBbfZY8DA+XDq9EFD7+rdNWPi2/9o2Kj+%20M+/MDAripk3rD+7YBJ2ft1l8ZeVoyIQ2ykvyDV0NR0Rg9f6A5nTZ4uLiQkAny6rcnoRIRC4rK/LE%20Ofbs2/H2O+/2v2lwYkJKWdkpsH/9ftGNpmUKTqejstJX5fXbrLzf77XbXeXlFY2axTRqVD8YDCXE%20J4HJNvKh+8D+ys8vBNCB14+6e+rUqTN16tSZM2cOHDiwuLgYzDo4AqgEB1NSUpo0aQIUALgP4NG1%201167YsWKadOm/e1vfwO6NHz4cA4lDNIxd74K8IhlrYShAzc0ZxQQLrtNJ6iIELGZs+3xwBaHxs1Q%20EJAmSTRv6duvX70GS3ILit0xzm++/fpMIFZUDFEPWzgu0RMXEv1W0go4Q1iJ41kH/zX3h8cfGZcc%20n7z6xx83R4KW2NiWza45efCI1eFE3JpUWRuPR/hsDhsaM1EksIkd0BPM0BLQxxYLDxY2TVvgCLA5%20WZHBDOQs1qAQsvP2vzoeMTTRoGGjZulxBFQZ7QrJTMRAdi/BcZ169WqrUDIXI5li7zIIloRGle64%20824l4uHMoXZN0eM8yQNuaCaGXZJEcGZ9Xt/7BhKxDDcoBAvHDhw0CAVeKzIYZQ8++CBJocD87t26%20S7Jk+noJC7IRDYvNNuCmm7yVPk9cAmHGIoP2gI7Xv39/6DmwjwJrueoYQuyCvYJD1FAUwBAuHw9R%20QS/NzMw8U/JxWsIrHkYC2woMnI4d2h/csvq5F//xzFPj0tPTCR4xFBR1TtJJycmABQCdLENUVVXV%20S4+F0tavXw/mWGVlZb16beDg0qVLgeb0ubY/9Hyv6bKJiUEjeqIswmndunU9dOjA6p9W+/2BYDgA%20ZAdURVpaHQBAuBdAya7d2+Ahc3Jy4GmPHz9eVlYGqA13AfoD6Dl48ODrr78eHqB169Zgu23ZsuWL%20L74A3GnRogVQKngGqEYw6ADWX3rppa+//houAZAC3oRrAI8tXgWbEArxToemawUFBZzVQtIs1AnU%20QKuWrex2XtOMvNwCeGsXaDYrS5AaVOOZM2dat20J9LKx0x5PxFtoIoZw5uef4JPivV5vfGwy4Fzp%20mewXXnihJGLNu/GWNFmLj49vG9OAp5jY+DgJZQFF7ieZEBidyMwvcCcmJ8Xbc3LzrDRoi7RgMFBW%20VhGfmBzjdmGbOBgMwvkMR9vsVgYkhjAkSbbzjr86HiGT22ZHflyUWxZ1cLul2uoTfAE+IQ2Ypy9C%20WFiCYQlVkCNCwOVJoTmiolRwe5DnyUCh8LSVJyw80gAROUIxJEcxeBBMlMNWnsFmPMcSNMVWBYIx%20LqeBMl1ZzPlrGomHuTR4As0TF4efCg9+Q4+F/gY6DShV1PGM9TnDXOH58XAXHJyFIwk9Hs/999+f%203rDxk08+KZXndunR65t5X7s9TjinW7f2p0/nXtOuQ+PGjXNzsjeuXQe40LSpe9/e3VZSS071VFRU%20PDRqNNCQZcu/n/7xP9u1a4fsskAQSBOgw/49ezt16kQY7Pbt26/v3RUwUBRkd4znrbfefPa5pz/8%20cCo8QJ9efTIzj157fZtFi5a89Pw770x+67Mvpt8+9NYOGV2gQoAl4bF82AdoBqw8evTosmXLXnvt%20NTw34sMPPwRa1K9fv127dnXt2hUQyu/3gxEHD//RRx/BJePHj7/hhhuiQQDRur0KKBL2FgMlfHPi%20W+s3bujWoxeINdTV6NGjb7zueqCNT094GnQDz1kefujeex4YSrMMSB2Ytz+t+fHu++931um26oe1%209gRu9uzZy9avJXTj7usGjnn4gdWrf9q4Yas/TH3T8JoDvOPbZUvojPYfTf8ADQUAvvgDHrt1/7bt%20Lz3zXGWEbtKqzdtvT4TWuWfYkJKiwt69+pw8me1ye+bMmeuOjV2wYNH06dOhmVzumDfeeK1l65YR%20MeJxxxeXFtdJSruqAMm4lE03jJCEZoEZWsiIVCpCSDYMwTBQfJ4uooO6ohpG2DyIogTgoCFHQmHA%20IEMFKgo/KoYRCYa8virzIGgJWdCNkGaERVnSVBRGJkX8hi4HQ1VwG7hjmbcKlSnJqvkAYQHuAreV%20DVXQVFGRRWAcgETRoARQI3gHhZWY8cSg1c+GLFyhTTKDEqFwXDL+iusHBA6qwlucF1JQPaBfQ14t%20jExIPxD7mrpSqwfPQ4YRNI9oclCWw1AFUJri9VbohiIbYAooEVX1i3p+aVhBA53mO0p+UYJ6MISI%20XuUvgiqFyhQjRqUX9sVgQICfIpEI1DY8nrlj4AmJUFGwAzXzyCOPjBo1auzYsQA0t9xyy2233Qa/%20FhUVYVMXnw+qProfPY5HWuETDkL1Gn/uDXQa/Cmoogz5scfGWHhu4XdL9h48AJpy/IQnDhw83Kdv%20vxuuG1BRVjX1vWl1k5IKsg+vX/sDQcWOHvdcWXFmm/b1k5p3yirX3n/vgxbN0ndl7ioNl97Ut8fS%20rz41xOLuvVoNuOuOUwXFamH5NSl1LE2aHQsFXn74gXSKWPrDzyu37WpUP+WjKW+BBD0y/rmbbhsm%20qspLLz4DJsD0D9+5ffBAIPP79+47dOhIfFzymxMnh4JS1269O3fpERKVQESo8PlV42rbLke5mcG5%20DMFYSIbFo06ioGgSGvfXFUUSJMb094pCGPt9aZbDs/cZFk1yRrFmVofNbkHhAyRhpgtmKIK2sAxF%206yRJcTwP5hDHWvHkHTy1Cuw4HI6BcnqSZhYRc8wPpRxmWdBmyA7ClK+GB2HmAr9GnfFXcP5nxJxM%20i4N3CHO6Hx5ssnIUijMkmdiklKAfZQuE45zdQfE8dGmrmUM55AugCkRxtmg2SCQQVAQJXoi1sZhu%20cByD35oiqCqfF/iezUImJ9rCYQL5m/x+C8cDWxQE1Wol3S4PKAFBVC1WwhMbDxc50OQENJUEbA08%20t4OoiV2E54SKAp0PtklqaipwOtC6PXr0uPfee82BpCQ84wQIFNQbGHHRiEcc2o4nykUdK1eccv7f%20b5ppPouCQBKkw+GQRBms7FatWnXu1g3Y6OnTp3fv3t28efO4eBTSUVRaOn/RQpplE1JSsRZUQYlq%20CjTq8eOZWSfOgME7YsR9Wzb/8vPP64uKimVJzT6VA7YeSVMgoizNCKEwa7OKOhEbE6NK8um84o2b%20Nz82dsL6tT9nZWWVlJXaHHysh8vIaNewYf3YWKcoRTZu3FhRWQFPZbNx5hS5vC2bt9p4FLAKZvpf%203V6D/qajMEDWzCeCg0sJq4VFqKIqFMvaOMocAyc43gpiGxI0u9MMtA9EXC4b4IgoaFYeMALnSyJk%20UeJtNuiWFK0ZZpdG2EHR0HP8/qALDejQEUG28ZyiagxJmc4qYF46stpIIuohgqugB0Kr47kO0eO/%20cvpcqYrD3hNAdOwkxpaLEIlYeRsao9Fl3ulyOR2UiQtut8OML6FNeDaNVTOYlCQNggIUchEGpyua%20LCnWmrkCUH4oEgQEx/6aQFCwWniHjYBrwiG83ggVDPp0g+dtYEBwlNmU4bBIoVA6FqzmhIQESRJA%20G2CMY1HcMPKvAQCBafb2228fOXIECFFaWlqjRo26dOkC+4BQYKMBKtWrVw/7szG1xCHaCFjNWoVq%20vGD1/hk3Gr2IbjXRH/DIZufD4TCYz1iW4BMUD9RJ9a+8FXABWGF5cTEozpiYGDgYkVGAa8Dng3PA%20DH/66adtoyckxsakpqVXVnrTmjWEchTBZ3M6kmNiQeVGQHsTRHlpmV8SLTYqPiWpe/futwweKqgR%20KPDkqRMJCfE+v7eysjwmxgV3B/WQmJAIBiOQ0VAwogKTM8x5ayQ8kvMqw6PL4UegjTWdMhgLw1DA%20/RVZQzNiNRQqD/1SEkUa5SzSEbjQFgCjQEgBRQ1gpGmEokBPqwZBWZFqAp0pk7jo4XCwrKysvKwi%20bIafMQwHFMpqYWzm1HYWTdEngVGIEYmkGGBJqqJQZgAk7irQ2cxgDRJnHY7OZcc7VxyPsD2IPdkg%20xNDtATsolN7UxrvcYM3wHHo3M5yaAsWL5q/iRWwsiOLhy82MKohlwr7VHAr0VqLQJJBCON/CWmyc%20NRAMxDiBEKEMwaKoAqkBgw4uT0zyIIerinKqoJxiyInm5K1oTr+sqCYGWTBWwskWc8MPHwwG27Zt%20O3To0GeffXb48OFt2rSBIwBG8AwARji7Ba46AC8MPfB2UQyKhh1dDXkwwPY0OSBUMkqKEBb279+/%20a9eukydP9u7dGyzZcePGAZ3cuWNPZmZmenr9Dh06AeuGOgVJKykpyco6CXQVShg65PbUpJgzufn1%200+tbeXsgGCkuKk2rk378+PGtW7eeKSw4ceJEXvbpcCCYW5DPgi5Vte5duzW5ptmPq1d37dylZfPm%20IEg+nxeepKAAeFgp1H9ubiFU+4gR99gd/LZt2yorKwsLC/v06XPDDX18PtRB6KsubPui8/svFhIK%20NhSQIQDoiKgALDGUYeUYWZJohgXuIsqK1Wox5/sZ4YggAVSxgBNADEiz6dGggIVDMwDD4RBvtWhm%20AhOWs5j8nzx08OCQIbdPmzb9xv4DEpOSwN6CK0MRiWMZgqhZQg1N8edw3mkcQG618tXRsTXxjjiA%20kzx3u/JYbtqDGOaiXR1/BeaGKoQwSZw5L5JhTaAkdJQQ0LQ3acqMqSRJHF+JQgfMKudtVmTGMmDb%206hryoOk2qw3OgFLO5BXn5YGplV9RUQW8BhtTUMNAFlVVMukXacYGozwxPp8fc6vzB+bx00atLegJ%20+AiuQIw7USP3fI91tJ6jCIXTA+DgJrBi8IQ4fCFoeKwksJWHDwKi4YePJjDBYZa1PeVwIS4fjSvV%20PCo+rfaRaGnRu1ya74GkNFUBhgkN9PPP6/Yf2B8Xn7Bw4cIbb7xx7NixqcmpvXr1Wrd23apVq2w8%20/87kt5o0a7jqh9WVAS0h3iOFCyOREGtPadmi9R2DB7CUtuPgge+//17yRW7sd31Seooz1nMip6BF%20s2s0lJk2TLnjVFVunBTrrShLSGvUs1fvDp1b5Z0588WMOadOnW6d0SbG49j48xo7z1ZUeEGfeuI8%20devWa98+o1ev3suWLl+xYkXfvtdOmDAhPiEWjD/QZVBhVxsiXdR1fZHNMDTQpb4w8t+iL6DuhaCh%20K76QEJbRz5Fw0Feab+gyqIXVa9bBkSpfGCiVghy16C/gj1S7m3UoQ4mE/fAZDvlCQa+hS8OHDbVb%20mG2/bMHTO3XkBzdkDX2imENJQ35t3fREAjFA/sg/novUdNojX6OumK53A3vizWqVscu/xg8M/4vm%20n/kimoF9/Lgc3ZB0Q9QNWYVLNKO01P/Ltt0NGzYE66lli7arVv1Y6S2VZTEckkQBF4lKrfIGFUXC%20+2YGut93w87y2hvOk1XbzX9O7WhaNNVftARcCKBMIBCAz9pu8mgJgrlFj8NpeDyg9lb7hP/cnx32%20e3HtPfXUhAaN6q/btBHKFVXUTIIoIwGuDECjhKrCZtNEdEMrqTKKKqDVKuGvKKiG0WurarBCMmTJ%200ARvEJWnywHBH8KjPQpIsBaAotC+34hUVZUGVfSTGFL9htl6EpID1IEUqcIwQoYeListgP6FEleZ%20AxShoBQIoD6mmhIlyIak/bX92aDehYDPbrPyNuSiFgSAB4EmNEJT7XarSpCyDurdFhMfdyrzyPSP%20Pl65ejWYI+4YG0Mhl7UkqECInC6LKEZA73orQ6Ck4XxBDNnsVpJCgdDAh0VJFSIS6HbgYn5/mKhZ%20kYrjSHPKKJ5Ta6jyHzA4Vce5IGqSAVQnsTXOppfUieo0mmfHBs5ZlImMmhHI3jQP6MCogPrYeIvH%20HYtzOR7NzFy4YPGxY5ksS/E8GKq0gKoUxfK63Q5zXs//0YwnAEeAD7B0qvWHachgSIoyF3hmwozn%20jk76hdMAlXCYGFi+2HmPveY4dBOPTkQjvACwrOZGmKnmcI4UzKfwcOF/4x+Eu4NY5p3J27t3b87p%203C+//PJE1gkEqYaOHwOTR/yQlZVe008Ef9WMOMZhTjMzp1UJCqCpzNAcHvQB4YdHBEsC9C0RzetO%20Iobv9jhonagMejXTEIHWC4UV7BZkOKuZc4tOSEwCCh2JiHiAAkxnh5NVNQKbyyxLXH3Ljlw0/9EF%20j5OGSujymtVrJ330JfCUl58cc+ug/ns2rnt14lt1W3aJT627+ec1I4ffcfetN7z08qvTP/+2bZeu%20t/bvExcTt3XL3tat2lZ4851u64Qnx70/ZdqObYc8sYkNG9V95fXnLbyem3PmmadfjY9NKi0p2AD8%20eMOmnr17fTT9k9U/rSkqKe3Ro8dTTz1Vr15qdR4iHH4ki7SFQ5leyT8UHmkEyYrYo29IKKc4ZZej%206xPoYTDdZNKim+teE4ZUk/ybPQdA8GCgIVHmxCUNxJqymCvzGN8tnR8IhDas37ZixdKOnZu//PLL%20TRt1rpueSNGgLBVFtFutYNupsiJw7P8HZ6fX68Uu85KSkuTkZJw7Cf8EIOJwOKJHMN2ubYjhCHIc%201YVHQnE+Unw+QBKwp8TEREC02nFPOByBqMloeqntJYUjKFseyxiEAYIdFiJxCUndunVjzEndteWt%20OnM7KakEoxrIA8Hp5UIkotvrASBZUQIeSaVZnWA4Mx8xShdIEni2OafpqiSKVhs8tY0IE4qmCw7K%20QYmUBEVaVIsmETKPkoha0BWqLEjIGWCxgcUvKaqFYysrA2g6NEcqCpIGnOgC1LuFvqpWnblk83PP%20lk2TJv79jtuHvPrqq5MmTfrmyy86dupw+tTJr+Z8TVLMnn37Z8+eDWLRum071u7s2LnLwJuuT02J%20W7p02fx5C0L+QHFR3qaNa9at//G+ex9OSq73yYwvvv9hlaxJb74zcfeeQw88OJphOJDmtLS0w4eP%20vv/++9de22/UqEc/nv5PME8EoFemIhQFqWZk5I+56Xp0zRUT140oY0JpsfUafqRHfRh4BYRftw2J%20l7czgEjoZnJMliGbN2/eu3fvLl26ALf4ZduOJUuWHD+eZXrngEahEUYJ5T4xauIbfvdXjSYwAbKz%20bt26MWPG1K1bt3379sOGDevUqVO7du3gCZG3OBB49NFHMzIygBChYfKa8CVs2UWDNgB0/H4/dszB%20BkegE+7cuTMrKwv4MgBc1P0El8PJOBkT5kryZfFli81GMgx2W/Tp0+f2Ibd36NDBtJY1CY3lGyiI%20mjBTnmNWrqmiLFWn5lMU3mal0awOQvafkwpZ9Ed8KLvIWQUDL8NSpiToGmGOrBJmmYr5H23Ksqyp%20wIoBxjirg+EQGMEDgMYNBCJxcS6MtxwHnAnsTJAHnbnqHNqXCq7GW5MmZh07AhJQWlpa5a04fOiA%20v1+P9Lpp1jR3997X/rBiWeaxwyBhbdq0UTSifsOGXbt0TIqJSY1Na9qo+ZdffEZwEYMI3zjgprIC%207pethzirUzdIr7/8u++X3nrTI127dW7YsPGWTRsAjG69bVBu7qkqf/jdKR/UqVfv5MmTpnsb2zLV%20Zg700j9efLBevRhdLcQhzjGfamfZOm/VNqOWyaZrKFWpmdopii9QsXBJUkJ9m826dfvK71cuX7l8%20+3XX9btpUIe7h90VH1fDicxp36qimzHtv6cAmdYZHnDs27cvGFPbtm2LjY1dsWLFli1bHn74YdBb%20QIuAcbRo0QLO8Xg8ABzQatj40swNwAizJ0AfTMzhIMAWYNCqVas+/fTTevXqPffcc/AJp+E0u2ha%20GcdFc+wxKKvx5efPReVQJFhkhum/Zxk2IkTgKw1WE80B5a3O0EiSaL49WX0jymLFegRkkEOR61Ig%206AcwSbA6rTE2qHgNDUYTLBPlvIg96ySi9CRPqTIhsJI5yGEOaZAESzG6gtL+s1bOzB6hshwiahTF%20gyYGAIc7WyxodA7liadAA9GXPUp+lcQfXdO4wZp1O1auWJGUVqdrp45dO3WKiUWZd+JSG7GcRZBl%20g6KBKIUFgVANkmaCoaqK8hKKoD0xcQQi5+qJU0eyThTmnKAP7D8aDkkAXmcK82SVSE1LB84bF58E%200pmQkCDL6qKF3x3POgFWPZB/ELjoENZZDDL+oC1xLuL86itNXMS7g1cXr1m8DkVC0ygKVKcZM8LU%20QCtDmWFBnNttGTXqwS7dmxYVlaz76dCcuV+fyv0lI6N904YZQFYYzoz8pAmW/b+oH7hXAK09zwHE%209OvXD5oPYAU6cM+ePYHHbdy4saqqyuVyjR492gyJkjAS4ZEyvMHJAEYgRQAB0D/x+XAEjjds2PCL%20L75ISkrC98LZeNESHT4fnAP3gnLgAUBBXuYQqhmUy0YHCmXJglCGwPNpw2H0SMBCOAuty0Yw4o+J%20tcONIgKavolSqcsSWFxWlpArvJydjXHGaNCnqhdCxWyoZoUv5A6kWBpldjOXVUPLOljMCA8zBxIR%20EiWH00wcjJZ1oBRBFoF3ETaWo7BnDBmzNfnvYE9WJdVQbKztr8yPiMTUulA1fXr3GP3Y405WzTq4%20u7i0krc5yirKXDwbqKpyu90AQ+UVVXHJCWDH+Xw9AsFQRAwmpiRAM1RWes/kFQ8ePHLmP+cPvePW%20zHd2gYS1at46JSluwfxv33vrlYqKMq/fBzJaVFT0yCOjXnnt1VEPPbhu3VoaaRUiEpHtPGeQOFmu%20hgbM/3AuPeqs57Im1/pZPzWJc0tE11qjLrYEtpl2isWXAovH63CpisZwjNltQGPLLVq0Hvngw00b%20Hlu9+oe8vIKtW3/ZtzsvNaVO777tGZqLjgP8rlso6HcgJzSryLIQCTE0WV5WwtBtLRxz4MCB/fv2%20WC1sh4x22aeyJk+eDJb4pLfeCoWUDeu3LFiwwMIbDzzwQO9e/aC5d+7Y+/kXM6p85XFxcaTBDxw4%20sE3bFtDuO3bsgqsaN2581113AZxt3br1q6++Ajy65pprbr755tatW+M4z6jxeIkh45RuAMVGFAcg%20FQAOJckiyJAQQcDAoDAIACNBkKycJSKJ8FWSZYaz23hCDOsojIxDrmYgK9ZYD0EiZxHiezJJIxAB%20O06zc7Qk65oe5q08i2P3CA0tJGMheNKqEYaiikqQYu2s22lR0BvoQMEITWE5mrE5TFe3ApcaONoI%20yJMmg4KiaSBxnDlsoZOmrsI+x/PoknqugF32KsrqWbgwzro4zy7gSta2Biijtt+NPHfNRPJXZsB/%20Fn9EXmiDo23bd8zNz//m2wXLliw6cvjgNc1b5eQXffX1vGAonJ9z6nTWMZowevTqlVan7rFjmXt3%20bB/Qv//Wbbv2HNhfUVXc77q+ddLrL1u2+uiRI4WFhSQl5ednV5aX3j/iwcb1mi5fsnTjhk1lZUWV%203srGTRrD3TZs2HDyZBZoymOZR1mG7t6te1JiHFg7HMcoqsKwDJDqP1jKVJN2m4hTvWg3iZJpkWeX%20+oZjNByhq3+lzJOp6OJ/ZC3ooiicdgkFKpnxn8CPKEmScYpHkFdN09u2yejdu/dNA/tzFnby5PfB%20ulm9+keon0aNmh48eGjGjJk2G4/zYWP6EA6HccKQKxSQpXMcq0oiij2HHsIyxQX5mzZu2L1r55rV%20P27euLGosAA+mzZtGgkGHx8/7tDB/Q+OvG/FipVvT5p29133GFTo7bf/0SGjuyKTtw0eGgz5Rz0y%20/K23JwX9xpgxj2ce2z9u/Jjrr7v+0KHDc+bM6d+/f2Ji4j333FNaWvrggw+eOXMGTD+w4DC9whNZ%20LiPQTNMNk27Dw6PMaLiTo+AvTUcWIEUWFxc///xzP/y46tOZM2M97pYtWpoBZqSVRSrDzH+NAr/M%203gHWNcUg7xeJE2Wx0HRopSPSYCmREFmC5uBKUSUZC5jiMkMIYiTW4qRVoLKEZIThdixFy4EwbWGR%20K59hwxLh4EydhKVHJ9G9aEYzU/mTaHUJ0lxrEs1wVw1BM2Sa4mpBhmhClhksS+IZEbRiBmOA9ceY%20XnHRjBerYYvmatMkUb0Yc9SpSUrmWA0bXaZZVgRzGJc0NBLjjixHNF2iaUY3J9qj/LFixNBUkmZ1%20k/WHgmEzPwelaIQoI9ynzkq7XnPHS99w3mUQCPjERzIzM3Nzc6HlTp8+nZ2djWe0AqOGrzhzMxhc%20sF/7crjE7/cDKgEPwmEpcAKcduTIESgHh5bAmVBaXl6e1+vdvn07HMSrX8BP0K+Mv+qGVyU8Pw5o%203Lhxffr0qV+/Plg38BkbGwsKf/z48YsXL66oqKgdraNdscAkTY4EDTli6LImhuSw/0z2icb10gbe%20cO3eHVv379o25JYBbVs0nf35DCUSuK539yYN07ZsWXP99f1at+hRUSbs2LUuPom799771/y41WlP%20fvzxJ2Stol1GE46JhVIFIRwRqrzeCpy7ctasWXC/oUOHgvBOmDAB5AFHGOAKic71vew3qcnIbOBY%20BHywrKzs888/x7HpLVu2BGm8eFzehSegS5WSgaZVy2EjEgiXGWoEHtdQtbAugQT7RBlNJ/erhmxI%20RrBKLtOkiOjzGshpjkQ8ZL6e5AtKOpryiyLxFBQSZU5i1xRDFNSwoqloUrBumNFqIUXRJBGF0ppb%20CM+1NsPh4D8R5AQHVZ39O+fhtXP+9GhAXNCc9W3gUCmzNDQxXlWEcFBUBHwEKi2kK2hEwh/G99Dw%20c/hDkmpU30+XlZCg469Vlb6zM/XR7ZRLttfw/CZQTdWZgyMRaMXmzZvjwJDk5GQ8mAItGmNugCCE%20uaZFdE07m83mdDrhCLQxzl8BkARUvEGDBvAi0Oo4qAQUDtwFSgBBAZ7ctWtXolaAL55adRXM57zs%20ENboiDheLo3neTypGHZAN2AvG9g+eD3IuJqsLHikHCeHuiIPw5q5qOCZgGBAr4X2wouapKenxycn%20g0k1Zuzje/bsAfsLFJhmoOYDmQlHInFx1kAkMRSUzSVS4jp0aA9i8O7kKQAuzz33HLBgC8Ps3bdn%200cJlcDleoAluN3HiRBC2L7/8ElQU4BRKw1JrmvTlubRxfUavBcHD94LKBAkEKAdBBTGGV7uMlE+c%20k1NkVSQljqYdYH8Z5joBmhYMB52uOB7MQrR2DU2ATU4ZNtZBGawFrDlZDANt4WwREeXz4Ry2i40d%20MjRDARnTox5zAq1OSqOJWQxrRMki8pKZnjLss6/24stog/4IyF4TllF7zfoLGwC1fZ9ojpSdMwMQ%20UV59mkETEex2TtZJMwaOCgd8vNPttHOCoICp6XBYUbZrBjkcwHx1x8ZU227k5Y73Y88ijhbBM7Zw%20I4FMQINhSx6njscz4K01KxFjTyQ+Au0N8BRFk9TUVCwBGLNA1PByPXhxCwAjvLAqtjWwAOEkR9oV%20TND/J9nwjDl4fZzrMjprD4CpZ8+eY8eOve+++6D+cZBOeXn5rl27srKyiJp8ddVJCK5cKjUxHNbN%20qe5YpoD5QiNC0wMYFZ05M2/ePLAv4uPj4SA8T0pKmtMZ06pVK+AdpaWBcFiAi/r27dvsmiZA7sCs%20A0YMLGnixBdAEBYuXNi1a59evXoB6ICqw7PwABdeeuml6dOngwW3fv16PL6GB/ux5rs8f3ztUdoo%20uoHUQbFQgVBdUMOtW7e+1PX7TDPGYK0MS1twX4v4fIQkgJEX64pTCE1SaoCEQm8haYosSGiUhmXd%20sbEkjp39TSEnq5doQwAkA3WqgRK0islZNMJ+AFJHikNTVR3PDwVBgl4J736B9zI1nnFOwMg5IAU/%20KWBmU9VxvDSLBlvgiK+qCl7EylKCIFVWVNhdbjgF0MJmZR1OK1oWwbRlabDzNCJoZhyvcUlRaNbU%20ZbQfTvqDM3vBY2NYgcYDPII3BJECbQxKD1gSnj+Fp0rjgWG4BPsvsLWPl2DGazSr5urmIFWglLBJ%20ghI1mHWKx2uiQoMW7TQnK/111oGprZEwLcJNgAOgMbhDt4dqBHoCNY9BBypz9240xeTaa68FwgKn%20YTyKLjz7329WU4UAKoLBs3///g8//NDnD+zYuWvcmLGAg9t37Bw+YvjAm2/JzTsD1teuXXvLSism%20THiq4Iz/7nuGKVrlkCGDx49/LOtEzquvvdymbbMmzVKLCkvuGf7gnNlflZdXgqYFM83t9sCLnDhx%20AngflA+EBeShX79+7dq1g7fAuRyiUZSXIRJRZoTzOuHJj4CkcGu4EbzUlClToDIBGaPhCJfgn9IU%20mkCD9wExyFt5m9tF6JQhiQTvAE7Bs4jaaEKQtnM0cgNp1UoaxR8wGoo2MuNDKL16uO7XuEBpmmSO%20exAcQ+CXhwdUZCIanKfqKl1DQFBoBcOyDGXotK5VbzgFDR6grJEKyjAj5dA0zIuICUIiRItUmmJU%20BQ3pQncERQmUJxIRbbzVxlvgDx5ZEkFbhatEJSklkXfwmk5EgmZ4PYAWCh89hxaRxqUvpRLN5gGQ%20gRdfjurtCyoc6DDw2tE8p1hX116SPFpg7aQW0XOALgFC1QZuPDM+6qP9S224bqO1DV8B7oEQARIt%20WrTo0KFDhYWFq1evxuAO/Ahap3///oMGDbr99tvBjILTQBRqmyf/bbCVYTpBcYb/UGjDhg1gswMg%20AixCAwHzbdy4sd3lKi0qKikpEWSpbt26Me743JziUChA0kJKSlJ63Sans8+8996Ub+fP8Qf8SUme%208tLwlCkf9OzVKT7BfejgkQ4dOhUXF8MDZ2RkgDAAwoJEgXUPhKW28BDnrON6ySZbFInwV+Bfjz32%20GBA9uNGOHTtQ+nOeB1isPXH6V+M/F47gkHSCo8rEkMNm4wmpvCAv1uaMqIbqiC0s88ZY7amxbhbA%20IRKSbSzNWDiDQesfUZrX5yuXmLqpsTZDkQIhMiYWQIJBdhFaJF6qHjBRzFwaLNjBgGCcVTA91g5d%20Q1hiRm6HgQLQhst02ROqJkABNJo9fDYsvqCgICUlBb87noVey4zFLmcAjRAOt0AOdLx+PK2oaphh%207ITBimHCaiMMUjiedTQ1tWnIL6SlJYT8wZKqYIMGdXQFQBAeUw8Joi8YSUmJpw09HAjYY9xA52oI%20VvX6PcxltBxekQ0jUXSdUhSUYS7fHG1UTJpw3G305XGoCAYaHG9SW0FB/4nag1iZb968eefOnYSZ%20gv7WW28FscC06MqNEP0p8cjv9wP7wFYbdtVBXSUmJt5yyy1AH4CEQ71FR8GPHTtWWlraoUMHPJ59%20xUmlZE5Mg8KhNQH7aI6Dzg3CEf0kTB9W24wMlNchFLI7HK1aNQHzkWYVq7nkiaJKOTmnJ06c2KFj%20m+zs05lHTjMMBWaaJAkN6jeBZ4bWB2nBC3zDLYhaOU8wScSM+zLAKAph0bUeoK6Ai4FVCG8EePrW%20W29BxQLo4yDyS4+oQbzGZXP4hNCzzz+xafWq5o0a7Tl4TOBiE1LrUaraoUWzz6e+QzttqiLTDA8n%20h/3Bo4f3vPCPf/xyOHvu3Ll39OtscTrki/tzUG3INau3EnrO6Vzgm0AeYz0OzgKdi9PV6tOQLUIz%20EsqOQFV5vaA21q5d++5770OtgvFrLvNGna3Ci3Uwstpeq8XZCew+Pnz4cIdO1z05fsITY0ZOeOqZ%20nNLANwvmp8Y5Q/5AXk7uMy+9tGbjtpkz/jXq/mF2J0IARdUtHJ6EUB07cMl4hKNmkePeDKjFLYqV%20RjQ7BA78R8s0ulxYbkBc8CrPeC5l1AUbncSEoQrAqLb+h+MbN24EMSXM9VQbNWrUvXv3qBMKO85/%20ldH5qt+wrfrTTz+NGzcOJAC5J83J7tAo2GEX3RISEvBkjtOnTwN4Yf2PWeqVs9egpUSLzWYxi5VA%20IcGOpkWzi8A/xmLRQbsAFKqqrOl2B2qvUNiMfqZZU1psHo+777W9161bt3Pndni7AQNuufvuYaZc%208biJcU44nuejLQ6n4WFcOIjdZ5eHsxiP8CKDWINu27bthx9+wKs8we0GDBgAVD3q/bw0ewKYBUpT%20qBC0RRJVYI4ffDClVdOm7Tr1CEaYpd9/wRL6gq8+8wcqY12Ay4rFSkkR2R4b07l37yZNmmzYk+l0%202kmWRjMYqQtH7MiKDIjHog6Ifs7Ly1uwYOWypT9++eWXNjvLWZB3qdYjo1yGiCNbrW63O9bjAY6J%20gf7Cq06e473WzwYcodgGijL3kSNJNTiCjo11u1xuUZQLi4tdDkebVi1i6qipqR5aNiwxzpZtWzdt%203GTr3kwFTa7QlZCPcSWxZnLHs092GXgUTakTbaFfKSWMFFHrDDNDnDS+tgckuh/NXli7vfHlgEqd%20O3e+6aabAMXhyGeffQbcctiwYbhPEjVTrqOBcPAJlQs3+g3RvJg8/VnYFnbhA6cAO+K6664DwhgX%20F5efn38xFzVeCRLQHPsscZ6gK2SsmeNrtWYRWuyOakaApqoojBXNmwfJFWTFDj0DpM9Ay5lB4zgc%20VlUFws8AGMHJ8fGeF1547lzXaXViXIw+0QatrX5qv/K/HWmt7U+IegnwyADsA9/EY8HQM5ctW7Z3%20796OHTv27NkTOi0cBGQHYIIKjKbrvaQWYywsWmWeto4YcV+cnawoKuRtVj/YOFZH/dSEkSMfiE2I%20J0gVrbmE5tNxekSlaBXZUOYyxQjUaEqLTnZEsR0KbWNNfqHwLKNKCsVYzJxigfT09PtG3Dti+IPx%208Ym8nQ4LFXY+hmLMFVs1wlyCm3C7Y8RQ0Gq3A5S0atWqTlpKYRGa/1BaVpGWloI8JP6QO8YRCosO%20uxVuTtF6WXlxYgIyXExzj4iEdZsTN4pGUmzUE4Oi6p1uISJZOfaFV18FAqzh0F+UiVGFvjz9k1nO%20GDehSqyDR9EEJBUWdDtPVTe5avzhxsuhvXHWG5z6euDAgS1btqyqqjp+/Pgbb7zx9ddff/jhh716%209Ro/fjz0Q4AeLFXRIIBfjRTURp+rw76DTojCO8JhsF5ff/112Ie3xgOdv9EPo73xyoLRb7ejYPI1%20YC9goBGmgwZs95rBXYWiCRRyb5hRd2QNYTdqaMXZ7HtXCDfN18fjcZikR30l2BcJn59++umKFSt2%207doFUvTEE09069Yt6lIAsIhyqEuEI2AwJMHbYl1W3tWAJEK0LlKU7rDHhIJgaqAB6327t834bIYt%20udF1Nw7++uPP69dJffe9iXBfEO81a9Ysmvlew3r1//bKlMQ4ux4Ifffd4iU/by0JBD/91/RG6ckr%20VixeufT79m36VPoq8osOd+7W6afV2wYNuvO2227fvn3Pu1NeR/Nytdj3pkytm+7UUE5VOegPuDxx%208+bMmTFj5oCbBwJ9btCwoc8XADDavHnrnHlzy8oqOnbq9PJLz2NbLBIOAxidzD7+wXuf5edVxsel%20vfDis3XqOU5kHXnl5b9zjDMpsf6DD97buFm8w+kkkXOd2rt928wvZxeTng+mT48jIx+8/WppcUlY%20p1lPoi8UBoj6Yf68Wcs3eAW9Qf1GTz31VMP6SRXeYJLH+Uccn8IBIJgIgNAA5GdkZHTt2hVkArrT%207t27MzMz8ZA2zo+DxwVAg0UNlmiA3PlhJlfB+BpocugnKMCdJEGBo7zOpgV9wS0KQ9ADAeWhinDk%20xBV8ogv+kRTQIzuPZjygr6Dej584mX06e8/u/aWlpYoqUTWDObUyINT2A+vRceArLlq/olRQGxYL%20mh9SXl6+Y8cOHGXStm1bXNs4jAB/RqfvXoK/n6FYq1U0XXkRMRLxeyMCAALKi+33haEG4uI9Vp5d%20tHjVxo2bq7z+AwcOff31XCAUXq83UFLSslXzAQNunDZtxkcfTYMS5s//ZsqUKfeOuL/ftdc//PCo%20Kr+fY6hZX30zbdq03NwcSRLzTucsWrTk6NGjcIOXXnolJESuv/76JYsWY6dHOBImGcblcR/Ys/vl%20V15KT6/TuUNGRUUlHiXfs2ff8y+9nJZW98kJT23btn32nPmChPsgqWji5MmTFy5cePfdd4O9snTp%20UpC6jz76CORw8ODBS5YsgV9jY2NBOwZCYSAKYLpt3bJp776DpWXeWbNmTXl/+u233UIzpCKIBkGW%2055xesfy7qqrKwUOGfDFz5hsTJwoSEe9BTOIPx4+wRor6JnGwLIAOVFn9+vXLysqgH2ZnZ4OR37hx%2046ZNm2JLDeQsarvhQboLZi+9CvAI+gyYDziaFL4CNIN+g1e+mKsVqhE4P+j/Pn36gAxhT1/twc3f%20acOR9HAjkFG8MGdOTo7fH/xl647hI+7M6NiMZViMOGh0AmV6qpkbVT0TCkwcy+/heosKCVZj8Jxm%20gnPiyJEjJSUlcLxu3brNmzfHohI10LB0XYY/W/B5eXei1YIcJTarg7RKtBHieYBru9MZY+hgQaN0%20a1YeEaX27TuA6ELjglWLZgvHxMDB2/vetGj+guXLl998000LFiwAvQvnxMfHb12/ft68eYNu7J2S%206KpXN+29ye/anPL+g/umTvsS6jwxIQZQw+rUVq9ZV7d+g+LS8vKqQJybh1oQgoHtW3+hSer2IUOA%20A/bq1bOgsDA2Nga42LFjx24bMiQYDuUXFS5YtGjgwAGsw2kmpULh6V9+tgzKfObpl++65xZ4s08+%20+djQmZ07DsC15RVlYPsiZ7EBiMfVSU5mAGoTknLzixcvXtizS9sBtw7KLq36evmmhOSUhLqpM76Y%20WRhkv1v7S1J6fW+V32KpVkF/ODyKSgzGFBwPCZ+NGjV6//33wWr74YcfVq1adfPNN/fu3Xvq1KmA%20SthNG6VUcOHFgo/RxKM/OSQBGGEtDTuATQ888MCePXvuv/9+vOzS+RtgkM/nS0xMBK0FHBPHlP4f%20TPqLjqvisT9ouFdfffXgwcOtWra9484hPA+Gm2bgYWlK13Qw36izJhupX3FqpKP4PSWaUjIqabgq%20oJu9++67p06datGixdixY4cOHYrhPipIl23s8ygEmUTZQjSCZVRWlyoqy8JhQ2ZFC2c1J71RiWCo%20OKmKCrSMhc3m0KQQCs0TFSUUQkmgHHZBjPA2d1paGrS4qslz587VLNbHn34aoDMUCALoI0oSF6vp%20lXi+BFR4eXmoqPTM7gOb586bjyO27DYnbc4q42OcwZC/sLAYWgHOxLMpgsEwKLaAz7d7955t23am%20JKdlZHRMiHczaAkJhWaIMWPG2CxJ8+Z+d/vtQz6c+t4tg3sC0ftl665FC1fk5+e7YuyqqsBjWG08%20EEzOHcPQdFVYCEUiRUVFnVukEwoKQCFEOQKkK+A7mXmgUHMv//770pzT3Xr0gsc6lVfWpF7iHw6P%20sHxUr71RE6KGQ5AbNGgA/apLly4gMTNnzjx48CD0wzZt2oAOueeee4BggwxB5RYUFNSpUwcHnp4v%20lFeBFwkqBCechmoBVt+qVavPPvvsNxYgwv44jA7/B8woystw6jVgH1VVVZs2bcrKyoLKT0lJg3ak%20wIJDqc1MPGKxZ/SiocBXys6Nen9wNAn27kNvga8zZswAxAQpeuihh0CicKxvVGbwdDasHS/RhWRq%20fRLFPMgoaJAhKC4YDKSmOcpDzvLySoLwsBwn+mWXyxmJSLKkUCRdUFxKA8fgUIgh2JElBQV79x4e%20MfYpaO70enXyC/KeeOKJZu07GKpYVZnPquGAz8+aOZZoC3IUqpIM3QQuv/nWQa3aNJg0adK9IyZA%20E8iqoshhB5Rps6SmpgI1Q3zQ0PzeqoYNG0K/g/MXLVmWnp4++d23oLSjx3POFJYnxbisVtbrK929%20e9eoUaNuGnB7qxYdgBPccdf1XbpmWDjHR9NnCGFCEEM+P5ibPknRSsrKiaDfZrVk+/ypddJ79+j5%20w8K5hCpXVVSixSpsPM3Sd9x+V93u/R8a+9wv23bDg8HtGtZLNP6A/AiHC+BoAKzEsImBR0Ds5ubx%20eIYPHw4E4ZVXXgGaDdwV+mTHjh2xhOXl5UFj4IHwqM8yukLBn33KG3a+wttBV8ehXgyW3YtsgFw4%20gRnOMw31gJ1NVwqXL0ZjAgGk22PcbjghPiHhwMHDAsrqSfXu1bdBg/rwuxlfTkhiFIB+lYfid4Gk%20X40Ig3kC1bJ3794NGzY0a9YMJ7SEx8axLDgUACf8/i8HAUCEsT16aN+erz6fkZ0dkvWiWbNmx7tH%20detQHyQc7KYV604A3weSkp6WunXLFpDqJ559esWKFf88sKVv365vvvmm28F/8sknt91223333deo%20ddt+fXrcclO/NatXVlZFQAfn5+TYYzWw3zXd2Lp1a5/eu0AqTpw4MX/+/DNnCuw2d25ubruWjRlD%2008IBMC8eGjniX//615ZftlZWVp4+k//TTz8NGjQIFPynn3569NgJ0OjX39j/jiEDSUWjGd3jjgON%208tHU2RyLJvEBf8RLYx08kImZAVDAlStXWhxunreDjvz2m2+CwaBCxhUUFN1www1ZezbdN2LE6Yow%209M8dO3Z0djdzOhl40+07d4K62r59+8YtB67t1Q5NJvmj2S/YW4QnK2ETDPMj+Km4uDglJQWDDsgH%20INTLL78MeHTseBZIEhh0YIwA5Ybjt99++4svvkhSBkPRKDcEdmarCkptzVmNaEYP4s86+gb6PDs7%20e/LkyfDW8BXE7rcXaIxGzGMkwgtD/q54ZHJbA4Ry9erVoEjgUYHMN2/esl2bjDuH3SopXpRekXab%202eN0WQ1yjBUlEddNyKAEE4/sF02T81+oOiw/8PpgxSxZsuTvf/87kAUQJ8ACgCQ8sQlXZnRwDVea%20UT1EeEmmrgp3U2TSYNHM2BheDfpyCvKO253JBtussCRYv258WiJHqPlw0qkzsqLxsTabLgtOO8fY%20easn9kjmMQcR9LhjHQmNWJpi4dl9wWP5ZYJGxcXamzSoq4r+8uKSomJ/x66dCSp8JjdH1SyiSIAp%205w9WBQUvKOW01ObHj52s0yAhOc6ti0HWguavaJK0d99+gF1HjJuiWWgdVTNsDtv+A4cpGoXO/D/2%20vgPOrqra+/Ry+9ypmZ46mUnvJCQkhCSUUAUEAQWlqOBTfCgITwVE31PwCYJ+NkBAikgJTWmhBNJ7%20L5NJm97vndtP/9Y+a2bnZlIEvoQMfBzC/d2599xT9ln7v/5r7VXGTxhjGo5HZKORdj+YX5ywauUm%20VQnlhIrKyvMZTtu3r9bjCcR60uHQoP0H9kyYNAIIVUunXV5QWKamGppam+XycH7BiFymYcf6SFd3%20wbDquigzpLK4WK+PdDbXp1TGny+LRLMOG1wC9jqJ2/ys+FP6qfSD9RFspnbP3vkLzoxGoxnNIIk/%20onjpJV+65ZZbysuKB+XnZdJxhSQXOn/5P78vKBok+vMrhg4fOWII6mASmxPwHaaQOSa77NQA2wCj%20H330UVBKv/vd78D2AcIIoDzQLhIRcNu2bVdeeSXIOujAZcuWDR48FGY+2CASRuXapFaOm9bQVzas%20d9Czqn99fDmhr/0MdgrKblq7DpwCVHd7ezuM5xNPPAGMGwnRcSSPNIbQzUBjePLeQL+tw4g2Q4Mc%20MZJedl3ovUQRtKjlXoZASmUzuunWmGJtEssjkPJsiUTK7/P0LURyRxw357ACbOwRiCd3DO3C9t4F%20Wq88c0jtN/vQYm/kIVoMx5P1UhISbrIC7OFmwGPFTKG3sYXjVlNiVfPQ+cV9DirvApUGAQJtkEkm%20AIxyCgsZN8fStkyvLBnphEJKERuMlmD1hMozsDu2JDJ1UhMewQis60OXq3ufxP+PCSnHD49w5qOB%20zLtthFOpBIely8icEdxGmZaLHcKhHZ+ET+xJQCjBgv/Ag7BlACYJYJQD1g8BWoAVuNG3bdJG7VmZ%20KMfFRsRb66sIyrmLhsC5RPZgEVHG/VDunfzAEFhsiE3ya4lwE/ASJJFUfYsnkoZbswy+BzByh663%208N8Rx+1gqb+D8nx4cMYh6HPY/kxv/xvyj8tS0dzBp9a3FkX6JDO9TZsY0iaB6WtmL6C9KuH1sWC+%20qvgDPusfOwD9Rx93A5HjGUeRJRY0m2FFu9pBoLraWl567ulRt/0QrLP1HyzdtHaFVxHrd2/fsnG9%20owRmz184akRlWkv63IhbkMhQTo5ziEL4YjsOfi5Aon379jU3NwMJHTduHJhFmBfdj7YcVz7Su3YG%20VtXRoj3y8vLgqg4cOLB48WJ4+meddVZ+fj5W3aIm7QAcT6wqlUql/H4/jW7F5K3Pk9h85vFIIZWb%20M8s/eA/0R0FpIZBwgWc3rl665sMl1WUF40aPfOQPDwUUqbgwPH/mlNXrNzV1J9966e/DyovGTZvO%20kPJgPHm6ikKts6w8ocOrEX+xfXTeSibM0qVLW9ztqquuqqqqQvZx+LrncYSkbD9adtVHVVWBE2Hr%20yuuvvx4Lk37nO9+5/PLL4Sd4bdlB2wNtCwZJ6TKa9IOrGZ/aaukXePRRN7D/tUxqzOgan6qAwCWj%20nZxtWJoV9DIr3nu9p2FHvo8/bfrkWHdHZb7PGFE2IzzomedfirXsY4yxYKCnTdYfCMczpqwI1HnK%20oZnt0KJ7X0DSxxcsQQDLaPny5fBQYP7MnDmTlmHMnvAnaPIj7cWUI0olAJIAbrq7u2traxsaGuDD%20Me5Gvd1wecexUt3x3WAwb7nllg8++KCmpuarX/3qFVdc4QYNxT9Jibgv8OjEbfl54YK8nCXvvtPV%202QFIVLd710v/eDoZi7756pKuxj1RH7tw3pyqYYP1VGE44CvJHxPTuYvPPn3d0nc2bVh/5de/nVNO%20HNuqIlh9zjznCyw5HhsYRO+8805HR8cNN9wA0wZmEfa8ziZHCEbHF5Io7lBkAfRZvXr1+PHjGTe6%20/Q9/+APM4alTp06aNGnhwoXUOsPiLejqoitrA2fLzc09//zzweB98MEH169fD/Yv2JjSwG2J+v8r%20HrEcpyUTAVLrwMOwTsWQ0rVL3qztaLj43MkLTp81ZkRlRXF+ItqtMroWTdosFwoXTRk9/IlH/7Jj%20f8sZ887KKS6xWVG3OF7iqZHWF2ryBTR98u39999//vnn8/LywFKD6Q3mRnYqL6LAJ2gH8hHtRGp8%20gf3+6KOP3nvvvaNHjw6FQjCBYTJ/73vfA3iqqKjAlH2MSqNXMjBNNhi6Cy+8EGDoiSeeAK60adMm%20wKN+pQq/wKOTvxluqU3Gsax0squtZcniN2w9PXPapNyAZ3BxXkVxQayr2S+J6UxSDQbA8k50tfjC%20BVddeuHKTTufffKRQStXffPWOyXmkDosX2z/7xtM+61bt06ZMgWmvWEYyWSSzhw03E7QnEeOQ+sd%20l5aW5uTkwOlgDluWBUwNUGnixImnnnoqrqNhbT9qssGHPpJONhCtNiCYBQUFYKmtW7eOFCbnebjO%20Cy644As8Ohk86FDxpaqV50n34NVLl/z87p96RXbyuFEzpk0ZVlbo5S3OSqdjXT5RYC1dFVkmEWV4%20wScrjpacPmlc9eixv/nTE1oi+tMf3nzl1785YtRYi3Tj6gUk0mySI3H+pBrWcUTPrCo82WV/4UOs%20Sg5CBu+P0ToFhBJMiUQiAfMKJjlpEum2GDlZKh1jCzHUkMYcrVq16vXXX29oaHjggQcAhmggIl7n%20iaBFdEPmhcX80OwCyzEQCLS2tnZ1dWGhaHizZs2asrIymN5MVspkNgwhaGJ+P35Oy58efsbjWHXz%20aCMDp4C7gG9//etfL1++/Nxzz/3QjeEGxgSIb7k18LCIOFzJJ67b+wUeHQeNGItFWIYHCSsKB06b%20NnFIZbkqOIyR5EFKHJslyZm22wjBAuSydM22WIs1vZJn5NCKzp7OeI9WEPI4eprlJT2tkSYCHEO6%20T2UMUZVIpNnxmDuIPjBPQL6xLwgmSWGeF8bCMH2OWNiHlrvrt2G2B+wPMOT1egGSUExt2z4po0/j%20vIF6oOMGrmrXrl3RKGkyjFU7YD5j3wEsvH+i7RoYn1gshiVEmL5MWtohCjOKsM8PvD9avDUMKbaQ%20wGKn8Ft8Itnkjr5+CsqApoIDetIS8jCqkUiksrKSQioMOyiAzygYfU6sE9thJVUtLasoKSlJpjMw%20H5ysLnem5ZCQV5ZneDDLyOKOKJAGoqahjR4x2C9zyc6m7etWcLzFc6bfK3Fua2BBkNKG6cbsHTe9%20jfMhWwmjUoWZ4wZkEg2MUIXVnY64Me6SuVuSghTDhD2BKMEb7iRteBlwU36/H2cF/FlXVwdTArQ3%20zA28NbenroCV807ohg8dhoW2tMHS1+ghgi03N7ewsHDYsGHAj7B0xBE35KoAW9gmh1Z8p/Hf9IF+%20enLung7GsKioCDkRMNDu7m6EIUwARqMYbvkLe+0kbOhwDobCZYOH3Pvr/5UcfdUHi7ft2JXnl/N8%20kkOkkzSVJrHpZJmZZ9yC5QwngOqMdsfLiotEWQUlueTNV6urq2VfyFtYwpiOyVq8KPsDAeugb/s4%208AjsToF9EDBcEGOIYfLAJAEz57nnngOzAgT9GIu4MCVg540bN27atAkmzL59+4CVfP/73z8anzrh%20j8A1VeCqAH3a2tpgzjQ1NYEpgXFG999/f0tLC3yF8dkYy/cp8CM0gbGJ8QcffADDDp9gmj5cxpIl%20SzZs2EAh8mh8BMa5vb09Pz//tttuwzvNXnSjkPSpNd2i91VVVfWNb3wDjGLA/XvvvRdGFXTY2LFj%204X6xENjJEobjQAM/0/WA4NJTutuiABQg7zC29uyfHnp90bNTx1VfePY8vyKovGMZadvQRdbp7Uoi%20iPFEMpATTiTTnKT4grl1B5reePeDuE4KHZ+58JIps+dajMDJHgCjjGZ5Zf645TJlNVbGAGIstg8M%20or6+fvPmzWjQgXgBSB1NykEiYXqDcQQ6EPggmkXABU6WSsTKeRieB/zuySefBGMNbhPmMFwe9oak%20ZilNjT6xnN8tHIqNcOHUgI/BYHDIkCFY+R9GG/gOtnGH0T6a/MMdwc5Jd4P5DzcyadKkESNGnDjP%200UfZMOUFLgZoEdYmvPDCCydMmAAk7oEHHpgzZw7jpjfCxX9GIekz7z/iBK4rmsoLeXQtKQn8rNNm%20//l39+cFvQ1NzSUFYSknwAkKMCSDdOEj+cNeyRtLdUseA6Y9CCWwlGFlhdPGVd//h0ciKVP1BqfM%20nsNLEqCV5FUd9rjZ4ej3BdkFKMFizGjFwOcrVqzYvXs3oMwNN9yA7Z769ac7HJJA5tApgybSyfVn%20w6kBSeGq4P2LL74I7wGJzj///BkzZmDAHm0i8ClcJ5BQWsKYcdMsAPHh2rDferZi+LeVZ/CRrV69%20+uc//zm8AThDTw0FIHTbfTqDjxcDUoGVc8PuBlYn0Ddgo/AJcKWJEycC1wYa+NnlR/xdd931GfYc%20wVRkGUkRObfvCs9z/rycHEXKzw1t3rCeY2xS+kcgScYcIAvLkXrmgmwAzbZsVZHjsahpaCzDelTF%20MMyKyspYPFFWMSRcVNLVk1S9KvzoeOUc02KpaCCAlL/33nswWx5//HGQ75qamtmzZw8fPhw938cO%20xsPJhsso1Klxsuo60fkJKvrVV1995plngETccccd8AoTBtkQ7oAXfKLZBPqJsF4dVg6BGVtaWop0%20CdNHYITRi0cqGR4lpBD2BK2AVbQOHDgwdOhQ+Dk2ds8u7E8DqU70OFP5oe1XgRrDm4KCgpUrVyIy%20TpkyBR1ntBLm5xKPsHgo/TeAQsXgUhJpSxI522JkUiLP0WOxmmlTjXjs8SeekBQVpoTqUQSW4wGQ%20OFIdNJVKB0PBdCoh8JzIsQG/z7QMgReGDB06ddq0VevWd3RFC4uKddMM5YQx4djNHWEPv2+nrz8V%20+9HmCUgMlrLu6OiAYQfLv6Gh4Ze//OVFF10Exj9wCvS5HGPRh+krPg+7wVzC9Swma5HrJKgE14GC%20nvVbb711x44dYD78z//8D4w8VuNE+yibU5zQ68GpCCiD8xZXM2kIBX6OfA2LPR4NH7FwHRqY8+bN%20mz59+iOPPAJjDrYb1sDDBS8awXCc9SyRt0NeBV40Ld3UTZ40mCTuUIETQLY5ltm1c9vo0aNXrlhe%20VFQIdK2ioiKjHxQhrHTXV+9uoKeL83fdeVf/Kd4fifrh0cC6KQAjxukrjwCPSZSNjJ6TV5RXULR7%20d93OnTtH1VSVFBb0dLcGvArvWA5jmYauSOSxcqxj6JoDLIO105mMx+sTRGn58hU7a3ft27tnxqyZ%20jmGCxBp6hmgb1kkkkkTKST0T8jk+Y+vQ4cD3uN5MEQT7EaBXCGbsyy+/DJ+ce+65o0aNAlmnhB91%202rErflF9Tt98mpoQfUDY6g4nJNxRW1sb3GN3d/fTTz8dDAYvv/xymB40wz6b630KPKLfaNDSjnR1%20EuGbUrZj++kRerA0YFlZGUBSS0sLPDLgSmgVYjA3qJnjpxLs3kRutv8rx8PdCW7YCnH8uu9thXPy%20w8EJ48etXLli27ZtoZyc6TNO7UkkHU5wWA67W+O/lOYQFB3YkMQdQen3Hx36xYDzfGM6Pql2RZp4%20udfHS6zsFTz+hZd91WDFtRu3tHXGbJbzeP22acbjPWCrkUJXYLEZum3qjG2KvKPKUsAji7w1cliF%20T+X+8eSjb7/2YrytkahYQ+Oc3nFAl42LBYKdNTqW+88hhWl6fRPYmRrkGCYweoLQCuvs7AQwAoIN%205sy17vZZIdLoL4dZh5YOBkDTtndbt27dvn07TMs5c+aA1fm5KYKBqgIRDaAWbm3ZsmWbNm2C0UDX%20MrbYOs5JrShvh7/2gTr554oa/AuGw2Dpz507F3TA+vUbFi9e3NTcFM4JKbJAOtxlUSRe+AyU0jk2%20P3KyOuZSuscONJMNFwl5ju1FKJ7jBSEdi44YNpRzrO1bN48aOUKRRTDaeAEIlCC6zlXWRTDOfbVJ%20swsnkzFsh01qWnc0XlRcWlZWXpiXz6leOBwc31WGvBsCyziHDgDXyx1JpTfAIAxdQeWJShhbet13%20330PPvggyO6ll16KvU8pFaLEYcCWzaWlWtEKQ/qDVwsk9L/+679WrVrV3NwM91hTUzPQklE/iVy5%20G+IRhV3QLvDU1q1bB4A7cuRIpGNokx6/W3Z6EefQf66vkGBjb8EJ1g2p41jdsDz+AC+p3ZGel155%20tSsSCYXDRYOK/P5gR3u73+cFNWzruiyIIgnsPU7RvZ8SHrFHJEvZTbzZAVg3ke27JJzLrPufqMjh%20UAgAYuO6NePHj9+3b5/NcIFg0DB04gQn2GGJHEu83Y5puGsWgWDIcOunhsNhQI2Ojs4pp51mGxYr%20EGvLpeikoqjpuEX3sjnaQbFhMaoIa8K7HegJjQeN+s9//hOuAf4cNmzYmDFjhgwZgoG2h3sfBiYk%200aod1PBZsWLFu+++G41Gd+/e/fbbb8OchLu74YYb0Fv02Q0Rzn4K1AGP3Vww5hvuOj8/H8w37BWs%20utvxZUeHfuCW1GQ59x/rakYGX0nutyCaNihUR1bUxe+9Z5imnsn4fR5VEqPdnaXFRQJIp20S2GTs%20VCLumvkDF5JYwg2OikeUJfarLT2gorptV2nj9bsu616PoJHu7hCtzIvPPrXs3TdYS7/80otHDinl%20zBTP6KDubVNTgSkpEgOmW0YTZZUR1UhKN3klYwudsdSTf3+hoGzoggsvnzB1JgNPHcwTXiTlBEyH%2043vhj+sbEbaXTZKlPEAuLLsDAAS0AgyZJUuWNDU1XXPNNWeddRaGHaG3FYv+MUeqSTgwUYkmRoFp%20dvvtt4Pt2d7ejvFHgOBgOPzpT38qLi5mPi8bzTfEdB947ejoWL9+/Z49e+rr66+77rrq6mqAJOwo%20eUIMxkPpADoHHBNeLdYm/2GQJOiAVCrxtauu2rhxff3+hrLSIsvQS0tLf3bXnUVFRfm5OcWlpYzg%20VphlxYGclcEdE4wO322AltzmWFRiaFODvrBjkZgazhdyi8ZOmrZq867OuLZh+25TUCWPz+sPql4f%20j+00iT/IJjmzktDWVM+aWn7IF/YqE8ZVF+X6f33fw+vXrNy/r46UnndzHeD4osBm8yOO1jwnSyG9%20woEd4t94442HH374vffeCwQCjz322Pz583G9GV2ksCEY9UOfgdnXG+vAIhih5wiMF7hH4HoYEgkI%20BagEtsz+/ftp4/LPzYa5Ghhadd5555WXl2/cuPHDDz/EluWxWOwEgVE/vmT3FacWBV6QOEUUPBIf%209EoiazYf2Jvo6XL0DDyhlsbWaGe3paU8imSbbgEMl005Jzg4/njYa3fddUwLLNt/NDBXDLHlHgw4%20h5zFpbKs4gEKzR6oqysqLqmqHlU9aszWHbvAqI5HOySB83pUQn0tE6gsh/5CxwIjLpCfb2qZnTt3%20AL0tzM8PBkTNZBPpjE9Rg8EA47oSDi7zswfNV9sybeIgNwGrmltad+zYsWrVqtra2kwmM23atK99%207WvYnxLmLXyCaVzYUZrGDdE+cQOWH2G2GrxiMuqaNWuAGgBfaGtrA4MFQApgKC8vD9Ty4MGDPwcA%20hEE9tG87vsGQJUI68vMBeTGUiTbjPQHWGtUHpBmHG7PSK3KmYQGxb9yzY9OaFetXLX/mib8ueeeN%20SFcK+I9XIe0nFZmZOnlaV0+ktKzCn5MLhhAniAzLDWR77aPEH7F9E3AA3ontlghx3FF2V81dPw78%20n0lnYHKH8wskr3fIsBEjxk1gHH7Riy/U763lHDsQCEoSUBiTZLjxxMdnaTpp96bp8Nv8vHxJloIB%2035gxEzbvqN21e293V6fX6wVMAbmDM8STGUUSmINgZDmGZpkk4/qll1959K+PgYEGO994443z5s1D%20/y4ILuZn0pZex+jrPQDxCN0oNF0L7uXpp5+G2wwGg52dnZWVlUOGDLn44ouvvvrqoUOHZgcxf0Y3%20eDpYvoM6+BCOKe6MHTsWGOJf//rXv/3tbyA5EyZMOJEeUqYvgI4IG2BiR1tLU2N9a/3efz73xFsv%20P8voyaFlRXNmTA0ooFhjqbgusIzXK40aM6a9o3vYyJpwboFucw4ncAO70aDgWsi8YZAIC6CdYFkw%20WZ3wmIO5C1wslgi43YFoXig+Nqrh0ZSlcTHHKOJzfCdKtnuL0jlFVUm0ZLzH5/e7sMGdcc55//rn%20q3W71hYX5A4fYak+wTJZQZIZmU13dyrwhnSOJN5tm3WA6TCsoHDsufNndybNH9/5s3VrVz/89+et%20TIpXPAGvYrrLIJbhcKK7HszJLzz/HMxPbzDnRz/6EQwCMIhwOIwOCGwqy2QFLsLoHb4o/ikUBup3%20fNrGrp+HqJ83msIQzeDH9TWYGHv37gWT7amnnqqvr58zZw7c1CcLDv7oWRdYP+REh4Ci24gugOId%204e27nXWJkC9YsODAgQPwFdDhbdu2DR8+HBgimG/0Xj5B3014FGnd9Mi92g4eRzQazc3NIZJpgLzy%20Riohscx3bvjGG2++V54n3/2f1159x3dJ3KbHywvCwtmndPXE//Hiy8tWrz/Q1rls2bKUyUycflrJ%20sBqw8uy+8qf0Cj+1+PKPOpsBjNy6eT3ZsxqtCYy1ATBCbzGAkWkerJiBLWRRgtG6xjwm7CjLZJW5%20OrH+L/ZY1FcQZdKjjhWAwXREE4Lql4PhjngmaXE2r4QKSwyWi3T1qIGcvjUzB7AI/vGMxTsmbxth%20r+TljO6mBj9IoGPwbhEl2jwLZmVGAyLGaKkU3K/ibnD7MCAoygNnmYkuYGOEFP0QrUi6YYkijJwC%20GcB0fMxQxWBI+BPTo7COBzA+OEh3dzdMPGQTn6yocz8PGkoRng65JJadw4s5ifHoTF9oJY4hqZbl%209vsFYIIP0bEdiUTQo/RxpwAGjSguGHV0dLmFsdjccDDe3QnzzEzHGTOteIA+pIxEBIYg1aUV+UQf%20k5KNHj7VZSc6rGSHZCcKgx6/wvkkMdbTDVdSVV0N9kN33EhbvYCe7RbA0R449tpPOI5VVYWsKxLR%20hIF2sLweiCOMuQCQTCoXEsboJqf39oRB+oPPBi1tWp6K6s9PyX908EQstaF6Q6jhsuG6OXetlONB%20xseOrm5ubfb5gqAhwP5OJhJ+1wqzdb03zNtdpHPQ6mO4RDKRnxtOJSKAy8X5ecFQDvAETddFSbYt%20GDG2qbmppan5qSef2LhxQ0FBwSkzTh0zZizWA6I1vT4lqngUu4M5NL6JAlM/ikRrD6DyxFocFE8x%200AbdKMiA9uzZA7d2yimnnH322bNmzcrPz8fKcJ/sufdz4WfXe6Jh0ANKk2MANzzfQYMGoW0BI9bY%202AjPHVAJK5x8goduGDYp0gU8wKNyLGnyzvKMrEjx1iY1J8Ake5a8/tqSt14rLghNnzhy+viKmeOH%205Ye9rJ6SSWd40zE1v+oBq8zj9ccS8bo9++PJ5OgxE6pGVksyL7q2BOs2zqEGNeLRAFGcoN4TRKeJ%20kgXTy2bdVICDqc/ptKaqMkz5eDzt9xMLzjDBsuMPHUEDl5NA9FE30ul3HPvEH8uFlE2XDs5Dmxc4%20QCWAVirDmVRCVdjFL//j/Tf+ydv6NZddGJS5HJXVkz3AhvA5uRwJKBXnNv/l05ruDeTanPjKm+81%20dManz5nflbQuuPJrhuEIkrJx4+b77v0lzzGnnTpj2tQpwNg5SZGVg4ZYtm17sqbNEc20I14SfA58%20B4EABRSFlVoouIFVArygtrYW09bKy8vpzhg2SUvxftxLzdbb1KDod6kfMTv/xI0nojm6JtCz0dXV%20BUb6mjVrqqqqnn76acxAxFv4WPPc6RPoSFckLzeHAXSJR2WPnOnu7GhpfPftN9596/W8nGDV0MrT%20Zs7ICQWDMmv3NHq8oplICDJMTyepmSCu0aQWGla9bsX6l958L+VIzZHU7x95LJBTYFqMRNKkDqmU%20gg/95FLOg/zonnvuIn47x3Hb9pEaw5FId3NzS11dXUFBEQEjd5MkEDIQApZ4f7O2ZDIJ8oq5PLiG%20TXMUab+tEw2pWf8OptoRjUo+IhHTHCm+Y4DtDbAL11lRUfHii4tqd9edOmO6CKrELWLLuRHbGNSI%20xifxOTGOPzcUaaoPFRYKLLN+w4btO3bW7d131sLzOzu7Ij2xDz/8YNu2bXm54auuuGLYsKGyohKH%20FMOiFYOE4mTNnMMnttW30UpM/aAKaVF2lik16LDMBfUiwefhcLioqCgnJ4cm7qMP+ONOwiO6zyhT%20w26O/fY5ic5yGsJKlS7cLKDzunXrYC4AUgNPrKmpoUlzH1cVRaOgMiUvWR22GccS3HyoAzu3LV/y%20ztv/fKmtYd/5Z86dMra6JD/HyiQCKu8YGRh93bTAVnGAU8AjEARZkloP7A+HgvCARtWM3L5lc+mg%20ItbW4RMydCxHK6XQKxwg6w+A9GCnOD09sTfffPO3Dzy0YsWqUaOqCwsLOzoi11xzzVVXXeXz+TzE%20mgMLyAHYgSmOxbew5A1tFANAhr5wlGkmq179p7rcRv2y5MEcPLtlMyDYoLQM05AEdslb/9qydsWu%20TatKwp7rLr/YI1icleEdyxU4eOXcaCIWPpFFVk8kDF5VAnlvLVv34frtthwIFVUavJLSzaJBJXPn%20zi0eVJibl2ekUyLxrLFwLjpnaHnTz8R6E1xnPB5HS40+WTTlcIIh4jBZ4ctMX0IMmKgUyD4B/8cE%203WP/Ck93ci0LWt4/2ziACwN7DQZhx44dL774Ihiw8CG8flwwcnpv09EyKUVgm+r3Ne2ri3S27ti8%203khEJo0ZWVlSWBgORDpaK8pLbF2Lx6IeD6kuAjpVEnjGNjFnm5eVVMYIFpTEUmYkpe3c2/jhyrXN%20XZGJp5x2/Xdvkz1B6v+lOUADRD65jJYBjAHqd8EF50+aPCEY8t52220vvfTS/v3777///vff+8DQ%20LU2zqScC31C7DEccHsOiRYui0SgWdqCP6lPxHh0WsuGQ1rKk+pqh0WxpGG0AIxI9LYjAaWcvOPvS%20r1xVt69h267d6zZtjaUyYKpavdXXsmM+bb2nU/KrCm/zrDW6esTps2ZMnjjh+eeetU29orTk4i9d%20OGbMGAxrBDDS02kmS4Fnc/uT9YBBK/TzVsLFwKSCz6mHOJt9gFLBeE7q+MyGCZbUNtDRYY83iIvi%20WDwby1djubiPrUn6tt6q5279/7S70dFDvDu5waJYazh7GQ7BF2TA6/UuWLAAyNHll19+0003tbe3%20d3Z2ftzjp1I6rmjD6y/u+dn55134v/f+MuhVLlh41qiRI4IeiTXTYb/KGGknneBBonnJZCVGVE2O%20d8AAkGUyPqYR8EharNOId6iMNnNitcdJptsPtO7dEe1sy6a6A219TVAkfyIekRVGkcWcMGltrCpB%20WQpec/U3Hvrdb2t3b/3yZV/CeZ9JpUFQmaxKF+mMDgZdOtr56kvPvbl07eTps/JzfbKdMRnF6tVm%20pCS+c6hxdWSlcKw9Pi7nI147FsiRabjoZFuu0QTn0Q0b7ApJVuC96Alc/Y3rEh2NTz/3Yvjaq6qH%20VZDcGZbktWEcLOemuUl5BXp7m+TP6Yl0qqKnZvjgmMFNHDVUtNO12zbEZs1kyso4Xuzu7s4Jh0WP%20353wxGuGMwoE64jrQc7xu91jb3RhAR4HiHjU3cCsAGUOX6mqClcIAITV79FX3dTUtHPnzr1794LO%20h28LCgpgso0dO7a8vBzIMmITIg5d/ofP0XNEs20/7nVSDQezBTganBpeYQDhUuHsYHfk5eXBRZ70%20mUNj62m5S3wPNw4GLAwd4BEYFnAX77///mWXXcZg43U3WJdmsx5N5FnG9qrcqmVrLS1Vt2urwqS/%20dc1FQ8uKRw0vHxRSRTDMQG9auiyQHqiOaXi83pRh6YbJs7ztmETpChwYb4TkG45pMV5vQMkr2rq1%20NpUxRcXfGYn39MTlQC/FG4CdL1kn5TAyk0jV+XzKf997/3/96DcP//mFCeOnnn7GtLKK8BNP/BHU%203h233dXTlWQd7qqvffUb37x205aNt/3wB+G8/CmnzFz07BNnThn5yJPPNnAlo2uqnr/n61XTp//w%201y9+sGYz37Hjj/ffO3bKLFKIOmMBnbcdxsgYKumFlj0p+zVpOC4ZyPYRM5nhSlC1OSajCmDCpbZ9%20+Payxa+mu9uuveoyI9nD21ogN2TE4jB1Q+FwOhUXeWBUMM04DWaa5OElb0c81dje88fHnuqMa9/4%201s2z5p8T1y3RG+QlNccvO6ajCL2RWSBePHUeoeHmMi8HjEF6bZbDc0dQUNlLckgc0DVDpR+NZUzU%20AD18NC8VfAXs9cCBA2BHAEyAAY59fkAiAYzw5x0dHQhP8BU2UIKvSIy7ouCSGcyuuro6OBRRV6oK%20ANTQ0AB/4vVceeWVgwcPBuAYPnz4yJEjMXINLg92W7ly5caNGwGOg8EgEmcAl9zcXPhq3759QLXg%20T4AeODi81tfXA64B9MAR4FBlZWWRSAQbugFawZ8zZsyAP+ENDTiAN9h6DG1G+BObnVD/CGV22TEo%201DyhAXfHthAP6THpVo9hmSOKLrCbDIxhc0sbXMntt99+ztlnjhxcMnRwJaOotm6ynMiKUkazHLLe%20S5ZxMRObc4tykXj9TOLJvzx4YM/2eKRz/Kiq+bNm5Ie8ZjoOM8YxdJax+mLtXDuaxNpxpk38a6RY%20jmPq6ThZZZMkUzOEYG5nV2xzbaMh+3//6NPzz7+4oHQII6hfvvxKFMJPp03Tx4Z74vLVHZ9PtZiE%20ZRIi97+/flCRAyOGV33vP78+cfy4J556rKOt9aEH//izH9/z85///Mxzzwq5emDJsuW+vMKRNdUz%20poxZ9MqrdmHVPb+8r2qy8sef3Prysp7/fuhhdv+KW39wy70PPVo5vBrAyHHz4CWFaE54JIrE92cL%20rH38kuOOCmqmTWw3VyxhHz4nrzCUW9TSUL+jbv+UiaMjzfXdbZ3hUCCkqnoyrioqWCcWwxPeRMRT%20ZyxednS/YBmJzjx/XmfrAcZMDyos3Vy7r2p0TUJnghJLA7IEUUL5SSYSXncKgfg5h1ZIwMXdI640%20UfcwXfmmcUOUc6GuxrZuR7xfmKWNjY2bNm1au3YtzMYJEyaAAs/Pz6dsCCAGIAn4HSavwJ9Dhw4d%20MmQITHsADgCCnp4egJ7XX3+9ra0NJjBcA3wCAIcFgGA+b9++HRucwWHRKwEHgWkJu4HNAjwL9gSD%20DlAGrrOiogIuCY6zf/9+XCOHU8N7ODjsDPBUWVkJx0FnOSALXACMA3wLhx01alRxcTEWt4NhQVSi%201jEcHxf+6BBRNIfBgc8xQQeLsSHcIxihgyzbykaMy44zQAYHW1/6uWvmZBEdckkcCUCDj0idRpYJ%205ebt2bOnrCDEyGKyq9ObW0CWszNgPfBKFn90iEQSZwKoyoyd2bV5NZuJh1WhwMv5eF1leIvVZFIP%20R+vjUCSeziGJ/kTISaOETMpkHV4kZTBJn0HLSWb0zs793nCRwUuSP9zQEW+KZOQicdapM22WYwdw%20Bw+BxPfBLTNMT7yno72ruLjg5ptvvv66C92AP9u0Y1+78mvnzr94+7Y6+BMs+vb21vGTJ4G4VDLs%209773vdFDS3mrM3z/H5ncnKGDK6zGDX955Nn4oGl7d9fuff+d7dt37tq1q2LYSB6w3WJEvnciHuoC%204HqL4H0qtVnYPv8QESCLKSwdXDVmQktzk84IFkPs8FAwaBkZS9MTyXQYRJ8oJVJ0xgRrzjJt0+A5%201qPKY2qqdEZprt+3ddN60bd/6+79MC15Acx7PT8M0yoHiT1wH6yR2leyi+td02V7oxMUUTB0EnaI%206wA4eTAQEZeW6GoOTDb4HDQBdUuhAwhMKjj40fyRgDVwnOrqarAdYCpOmzatsLAQ5iG6q+Es8B7I%20C1ZHwSzZQYMGwT7YRQcXLmAyn3LKKV1dXXA0uELgIAAi2C0O+6xhjxMAKXjc8OekSZNa3Q32BMYE%20ZwGwwLrO6JyCkwKlwqhR2GfEiBFwQDAk4XP4OewDmAjmIdqYVVVVwODgdOvXrwdDsqSkBJAI9h89%20ejTAE9wUXBX2pEMwwk6/aDNiqBR+jmmDCOLUhkXEzxZIHFgAUyzpieiJcA87H61UPoFgrx92ABiC%20SwIKXFBYtHfvnhFDKsYyvOwNYGgbWQVKZRyTaAIPWby2GR6E38pEurZs2Lh1w6qCoK+woqAoL2dw%20+SAvKG9Ls03ddtyiye4c4VwUtJ3eIlzecDh5IBEzUnnhsO1wsURMlFV/QVlwZMGWjdvefHepHCoc%20NW78nDlz/HnFpERbnx+QOaltII6ORyLDAVtwzDAphZ/b3NSeydDkbFvghAMNB9Ys2/zaq2+QGqyK%206LBuMj0Lk5OwgFQy40sRUt3W3BQKBHgxpPiEaHekYf8eEMEvX36Zl/gncLnNFFUsbMaostC/jMKn%20470HoeTIs4RrMEybNS0xGK6ZMC2Z1h689+d/ZvRJo6u+e+MNPe3NViZFEITnHL2vRrJD7tdhNZHl%20farwra9f0xpNLl629h9/e9SWAwsvvOT9Zcs7IrHCwkFAK2BukB/oxBVFKo+Q8rjiEW9XlgQaiEwj%20S5Fl4CtyJSQyMNOARKCepxkMMIEBQeD1iLcMcDBmzBiY0rS+6kcXRNwNjzx+/HgaXtTPOw6Agh4f%20MAw3bNgAnyAzgmkJvxo7diziLLaNxYLW8Al8i34rjHWG9/Sm+i33nHHGGXDeLVu2gOEGcIyx4DDI%20q1evBhMPhhqgDRQkcChAq61btzJuXg6cAvvKAq7B7QOuwZ5wOrAB4YIBgmE8d+/eDUdD9zyIK5I4%20HG3aP5KGs2O/NrjTI7lAObg1xetzHfJEA3Gi0NEV2bZ9x97aHY899thvfvtgcYk3Hic8EWAI7lLk%20RcYxMtGu7Zs37qnd3t3R1tXR1t3aeOl5Cwbl+b2kGrwlsrYFigpYObDoXsS03Vq1xCFFMkgYrq2+%20MZRbAA8Fzef8kmGt7R2vvLp4X2OrN1Qw/pRZsj/3+plzCyuGenzBnkSyn5E20CBJiHdr/gIZwIKT%20GV2z3ManBuPSGQfmq6Xdeuvt/1r07r/+9cbfn3x83ea1mbTe1d0FAuf1qvl5hT6/LxMxYPTz/Tnb%20tm7Jy09PPWXW8n9tHz9m9GXfvVLv6WztSrKu86TPCLd5luv1dRyEJK7PXjvxAVckFIAEm4sibzIy%20mGxieNCYqTM37NwX6dQzunlpVyw/J5/VVRCaTLTbfe6WWz0AbsICLSXwLHyna4nBpUXDSgvfeOON%20STPmnHvB2edecK5tsRmTjyZSIJ1gBPg8PhAkoBUtLU2JnsTh7gbWdQ2B+GLMJGx0loLNQs00DBdA%20Cws+p3bcR7lfUO9IT1CHY8cx9PvQtZXs2tLYvJvpS3Cn9AFn5uEsDBkWXHMoFBo2bNjChQtbWlqw%20ojbcF1AYTKHAI8B7dAMfcU0nexUPyRp2hUbMgkMBrMAgAJoA0ABjAnhasWIFnAjIFBA6+NWaNWte%20e+01RHa4U7gXeF9aWgo/nDdvHrJIsF7h8mBnmMAAXnV1dUidALaGDx8Or3CRcBY4HVwPghSAF2hV%20BPTs8Ls+b6DbNJh0GhWAEm7fWQungAkCAwx6LppJbli75pwLLgFULSkugnEltbMcy0knWFk0452r%20lry56NmnZIG9+KILb7ziRi3elRf0OLalJWMw/wQw53g4KVhhhhuGwrh2GuNmWpJXTpDiac3DCb7c%20glgivWl3w/qNW5es2Ly/oen6m26+8qbvkSUlSTUME04b9Pkxg6EfHxw4S2wsCT8Cxsh1/OOFp376%204/uam5LjxswFQ+ziL5+eSEX8HuVHt//49/f/5bLLLm9v3r9117Zf/eahYDjn2q99RdPNhx7+23kL%205njMjt89+Idbf//8rbf850+uOA3k48xv/6I5kij3WefOP/3r192UW5CXTpuqSmK7NM0CPCLWMnuk%20xTXm06ggQOo3ksDIXnhw42q055/5mxbr7G6prygIjq+qDMisV+KSsS6vLLgNA3rXoYEws7xgc2I8%20peUOKttd3/Lson8pofxIIvOdm28ZNHIsw3lMhktnUOVKgGaptBGNdPeuaNBCyKyNZjy25cEZiEAD%20FgGgUspNiEPugJOTLtJlBwRRq+2jhHphcMqxF78Qj/p5x/tpUYpoNE+438p9c3MzKDbYDa0bXDXD%20JbzsI2BMP8IcDRdAMtJv6Sfbu4+tfuD4cJ0w84EiYV9cgCSMnIJzYTlHRDT4EOASrGm4NUzmgB9i%20wTzM10cqiquNiNfwORAuvEgsC4kmM1jWsuCCNduLRAhG8Ge0h6xFWg4LSARTAA4LDA7I1+aN6+t2%201wJGDyrIv+nGb3lUeExWQ+2OTjD1a7fv3rbJ1pIjhlaOrRmenxOyDY3RUz6vbAO1NjQV7EsHzDVN%20cGUQOJHtwpHrP4JX1mIEf05+R1ePZjlRAKOtu/Y2NvvDBcVlQ8qGDj/l1NNY1Qe4lUilSVa547gL%204t5sGKJvBko8pJ2wElqXP8yktHh7S6qiYnTtrvb8/NycXD6ViXgVT09PSmJ8oEzKKgtB0zd29Iwe%20VRNta05peri4UhEY3upmDGtXN19eHFbjTYyqJrlwJMXUb18ztnoYx6uKqui6JcvAOQELbEkmaWWH%203L7zqeGRW5+ExyYADC7sG0CTBLcxppnasWbpM4/+gUlHywpyLrvwHA/xMiYdSwOF5lIINx+VwJPI%20CDIryCYrJkx255763//50UnTZkybc2bVlDmenEGYEqmb5DZ5rr/3ijm0nmQ2UOKSEKU/2VE5SKBo%20ZBB6RrLX4I4WZ4iTLTuMEDuL9XPk0dS27NUlig5HjELEq8K1OWwIDhtgEPrF6fJ/9m+xgtIx6oVj%20sTe8MGxkQu8R048Qv+BEaEBRfxANi+tn8VH/OkA8tpOGb2GocUzgdHiR/Wqk0Bs/ZJGBVMty10mz%208Mh2HToce5D96gYjib2ChmsXjzzyGOBPeVnJkNKigpB/19YNS997Oz/kq6osrhlWWZQb5BlS5RpY%20kUcSJJ4zTA2MMlGRwGbRM2mJFFQj8ScEiQge8YCANuknyG/cVutIaiyh7T7QrNncxOmnjZ86Q/KG%20RNXr8wfx6aaJm18hth7cKSdQkctO0Bkw8dnAjwRDy7TIqtcwYCj8YKkJouvPZw2BBZ0sWmmGl5hM%20vFsJeS3GXdZJxSVV1VkhncwEhRQjCmkmQHy3VgJmVYLL4WQWl38IP3dJpiuLRDhkhXdT5I7U2uSE%20kyObMXWGTA8untRknwfDJd1CniBZNmenf3HbzU8/8nBBgH3i4T8GFU7hdMdIM7YpENrMY8F+17Eo%20ZkzHdLicotLdextMXrjvN7+tre94d/0ewZ/HonFquya+23OGZw+CLY8i7QowBnMfbfH1cGIC1srh%20hUqy15WORgnJ2lDfLO0XZJzN2Cn29RPQ7MqtyD4oEByeBkXX0bH5ImIfZsZlU6RslpddqYbiCOIF%20FmyBVwwUpHH/uMBPAavfn8yhYeL0dNleMHpT2TBEM4rpb9G2dQ+LwURAk3vr6lt9kouKDUAMCBAK%20ck9PIhT09S6n2nZLw/6vXnHZzs0bAqow99QpP/nRD6xUj8JZQUAgxwDrjHcsEVBD10H5aVqaNA1U%20ZSejmbYl+gK2pvcyI4aiEryRHn7ymUeeeIsTmbv+554v3/AdRlBBo9kcibbrSeh+n6RrJnD8RLzH%207/PCnbNkzXfg4hF/13/dARNRkFjXfoeHDQ+JXLPD6hzrZDKmyMuc6+gBkIKhyFik+aIi81oqzUqy%20RMLULZhVgFMkkZ6UGwdjSIz2pOH5k64efZMwo+nEqSthjismH5CSigLPAU4l0xlZEnQDlGevnwKr%20UKOpQosHHM3tStM+j6hykSPQRC6GIAorKwrsnTGIfQ1IGkvC1cLJuVhPT/XI4UOHDN6ydeuMU6cL%20jtPR2Z5TUJBJZUBQAJI4SbQMUwQ9BpjK86C+fH4PjAbcajKTUYP5lUNH8KKQSqYUWYKnnEhmVFmg%205ez66v9jcUnSs+QYkSCHl/o/orWV/SEqf9oNkTbURj5FG73RzA8c7exspiOGydHJSTEFO2XTVBh0%20yeNuMkYJ9/lx6BGy+xdkQ97hmSJgkSH7w0vFgyAMUeaCf9KD9Puz33t6uuxzHU76qDet33H6/nRM%20Ul7GZRnY2SaL+aaSaR9h1MQD4Mq3ASINrEZPpzauXbVp3aptG1aff/a8/KB6/plzi/NCKmdKjMEY%20KcfICIwJ/xhDZ2Qp0tYGE0RU5EQ0JgdDfH5hpLFZkn1glOk25/GHNYt7b9nK9z9c3t6diGfsK665%208vQFZ4+bPD1cMhjkGkh5yiTNRySJKD6BFPSHCau4kcK95Qr7MeKB49Lm77r7p92drapXJeTTlMhA%20uA0IOFbXDJhIQUAmI+VOIYnoAJZXDd2SeEaAacnylsk48QjYZAIvZTJaMp5SPN5YLBEOekVRSKZ1%20WeQ3rNv4nZu+o8jyqFE17R2dbqIT190d9XpVAKNESpMVAXDNDabgqIgj28fEqGOMV78gHSxGg5V6%20svsO9c0xN72EwA6PxhKppOZKmiKxPbEMQFVJSXF11XBd11paWstKS3Ut5fOo0WgkGAgKgqhrmm0a%20vUdiiA8Iji656V6k9K2k1LdGZs2fD49aZMBcB5AlkK3ptsizVHD7JOJ4NtfERW6azpo95/Fzmo9G%20wR2rGuG36Go5RmoYcBPch4Ym9+vvSqu4wQGxiS4tt5SthGnBHVrSCOcDwiWuIWL5V9oYGu8Cu10D%20wtKuvCdjc0jeNQ8zxXa7erAmcQCw7nINyXCAzy0DCHUGcEtWBULGWTsd7ajbvvWtf74EbOjqyy+e%20OXlMSX7IIziCowMzEm2Dc4tt9cqDAXTSIxSXgNVHmrwlUploMlxcnjZAGUqSEmJVb2tnz8r1m95Z%20svztJcsvueLrCy++fOSkacGcfIaTExmTkwHEezPL2awAl74PBnTHI0AB2w2NAcARI9GELPthuC07%20pXg1pY/aETPYjWvFuQuiwti6lc5YqsgLjBQIMyRYy/SosqySjkBBn+pYdnNb16DifNi/panhzdf/%20OXXqZJDNgrxcAnW6Gc4JxWNpSZG9XtClva4W4B2AbJ2dnQUFBSi4qPSOYY/Q+H2cV+jIyM7PQKGn%20M0d3/cSE0LIi66oOvm/di6xtyaxHFdn83KmcsKN2zx8ee/rrF581qGpwYn/GZHkznYGpoYqSaWgw%20oQSW9Ma1QZ4c0a9KwwaXq4HcPz37eu3aFfG0PmHKNBlotGPyrKBI3ImObciORca5TQEi25OC3hkY%20VXSpUPJCQ3KOtmFXS0q1KIqhmZYNefAhDdLBP/ulE9OM6+yLp+Xr6CV1d3fjihjeBYaM41e0L8vJ%202hw3boUMQFZMJEeELQMKmJATxyLEqLP1tVdefu4fz+b4fVVDy8/+6peIaRaPhksKWSPNMSbYaCyJ%20RbOpZtINAzSp2Niqm3a4bCgjKZ0NLTYrs4okiHIqY29YtXHZijVpw7rsmm9WjRo7pGoUE8xnSPEK%200OcSTE2nr7b0YbqOO3yFd8DhkZWOix6VsS3dNELBIPAGEmfFKhkzhi4e03AtNTJUGUZmuoH7BHyk%20XS9Z/mSiPUZBgCWeYaIKWEvgY3EzxwckNEGidUnef+Sc8xYC0MO0AHIhuUhB2BDxbeu+APEsJNMG%20ZsaBSDtuyC814NH1cOziLNn1VbFiIZ2QtI87naiSxw8QzIFycq+ad708mTTJYgEwskmJ26RH4nMr%20hhVWVr30ysunnzol4PcWDirLJHpi8XR+yMfkBM3WRt4t2kAIu2mBySZItk+Vyoo8FUXhV557KhJP%20wUGqT5nFmFo8nfAFQvah7SJcVXU85YMOUTweb2hogHFABAHQwQU7tGjoQFFnDS1QSxOhj7bR6EFK%20tRBcsp8Odiug9mB2+TdkSYfHGWTXPMJOAYBuYK8BHoXDYfwqnU7jG5QHCo4nAYlMk+AQadPO0Vxu%20uINIZ1dBfo4sgwYiDiBGS/Y0N65a9sGaD97mM5ERNZWDB4XLc71aKs5KXsnRAMZZQov6rGy2z3Tl%20ZU84h0lrcKJMLK0zGdGb0xnPMJK3/kBzXUNj3d56jfdNmjZ54qQpjCCHB1cDRY9Ho5Lql1Si1A1S%20abkXibisJZRj5y0MkI210h0cyJPt7Ni1f29dx5atO1jB+PZNV7d31r3//pL80MjB5eM2rNwRCosz%20Zpas3LiiLSL5PQGzuyEnnDfvS5fCeMqOvW/bxn+++iqrBC657uaQn61dtWJX7Y7hE2at27Q1pLKl%20BXn7DuwHeDptzlxBFP/x7HMNTY1FhcVXXHUZXMHLL/+rKxKpqamp27tPkcRLvnQem+WAxAZB/7b/%20cvZqCHIljFKByYkVmugSL3xOTUKfP5iXl+fzefrmUq/TF03udevWrVzyZvPW5Va84/Yf/qeRTgLK%20qhLrDfoTbc1gm2OqKlivQN1ZXuQE0eTVbfvaXnjtrZRujRwz4cabf8AE89IJTfIC0PMUkvgTsJAI%20t4nmTGNjY21tLaZiwI0Hg0GYw/AtTG9gnRMnToQHAVYwdknDxkQ0rBn2P0aLAbSk0LZCSILhxewN%20utRFky2yTb9s7x7iIDqV4YDwOODa4LKBFAPKtLe3Y8+SlpaWd955p6KiYsqUKXPnzgU2BO/hdMe5%20M/UnWQ8xiJHPAoyS3rBgvxGOZFkS0CLHsFPxHZvXxzubWUvfuG7Nnl3bZ8+YWlFSNKSyvKO12aeK%20uaEAQFoy2qUQJW9nxzEBJAHCkWH0eCMtbd5gOJ4C60sqLBvyzzffaWzrSuoOp3rALhsyYuTsMxYw%20sqqlUrI36JAwXSL7jrtkBOoYtXvWotWnFElzHPgRp0haKmFb7E9+cueu7c2zZs9u7ahfcNaMxpbt%203/72rZPGnHrN175783duG1xZ+NQzP/vd7373wcp9F553kRVpXLF81Q87Mldd/dWlH757/3/fOXF0%20TUs0teXue37wgx8sef/de+7+iTyoavS4yQd2bZw9fdpjTzx+4403zp1/5s/uvnvx4nfHT5zw0qJX%20duzaed1113+4bNkDDzwwatQofzCkytL8M+aEgn5c+EC9jWvbx46ayfbJoaB/8MEHIL4g35hqgMlK%20IPGipKDN4vd5CvLyy8pLhg4d6nOlnAQ+AnKJvcBRPX7S8GFDbrjkxZXvrJt7xpaK4vyqIeU9na3x%207m5eEGFCoSfYLebvCpVj8445uLRo4phqTpTXbdm5Y8vG6lNPV/1eNy2TzxLq49/EDikDoA8mrCLQ%20wOuBAwd27tz5+uuvL126tKys7Prrr7/00kvLy8uRfVCgx9CkY/dZRTc5DY9EtkJ92+jZQauNBh/Q%20/hzZ0UMIaljjddu2bYD7e/bswTArwKC9e/fCbmPGjNmyZcumTZsWLVp01VVXzZgx4xvf+AaC0Umt%20Z8iRXqBu7VDDMkCpiQJ64vh0KgEUG2bTto1rH/4/v+UsbcbUSf950/WsnhQ5S7bSFUNLmEQs2dmi%20a2mvR2F7Qz4wYoBzU6wJ4bJNx4hEk5qZ4/HJvGrqTkNLx5tLlj61aOm55879zvdvmTz9NJYQIbLA%20x8qBtOFIZNWELNTquqnKgqiKvX3aDl+/HvCoBLIVgfFMRONTp8+NdFovv/JaTr4iyplgmB07ZtKY%20qrm//tVfzj/ry/4gu2HHK7f+6Ob77vvbu++vmDay5LTZp/N5lY8/+eSv77r9gzdf2blpzctvLvnW%20nb/905/+NC7fOefsBU7O0Ief+JuX1ZLRjnlnLLjiqiu/+c1vnnHG/Guv/+ZvH3rg+uu+/a83Xn/j%20LdJnecGCs85eeM73v/99nmWmTZnIsQ42+YIpVF1dPWjQoI8S1Y41sZqamjA5E6YHzEzgAmCtYCIS%20yQizGdlDKsvYhi4KnGPohk4qrhYWFg4fPlzyEj+a4ZBYW9ZdpAeRv//H31v8yt9PmzGtpCD8pfPO%20Yoy0Fo+AouNsw+3d5jqPedL5mrg2WV5zxM6etOgNvf3+Ukb25ZcOGTl+yohxU4BDW1kicdxbR2EQ%20IK7iAwyhcwez0gCggX0AMMErDBFYc/AepvewYcNKSkqQ4GDG/7FLndEoATgOvMGBBSIDtKtf3jwu%20uvfLsEc2BIi5b9++5cuXb9++Hf6E3w4ePBjGHy4VuGprayuupsH13HTTTQCacBBgRrDbmWeeOX78%20+FAoNGfOnJNYks0ydbdmA6ebhiiIqFpSyWRr44H9u3fU797WeqDOycSK83NGjxw+cdSITE+HIgKx%20ziQTUUUWSWlDvw+GkiGx42TlPnsJnzQUMXSg8p6cvEh3z9pN21ojMZColMGMmnTK8Jqx5UOrQILJ%20I9ZJKImkkFc97Xg9rKHZHKGfLtXSMpzUF2fEZoVQsQOdJJGLziRSvlD4tZdfueqr3z5lxsTbfvT9%20n951y4H6nYqktre1ZDKxUI7c2ro31h2VRK8UCMB09eQWwk92N9YDdXnhhedyPMLFl10u+cJaJtHd%201WYVlrR0Rs9ZMHXSxJGSzSz6x1M5uSGABpgGKS1TWloMyBDKCTQDduzdq7mJoyNHVJ06fRJyS9MN%20RVmzZs211147a9asX/ziF6DYj3EPgD6gZkHKMUcB8AU0P0gwOrYxHA5UN0lfUr0Zg3Q9k3hOVaRI%20R/vePe1YNwtQTyK5R4LH7wdYTGnkOUoic94lVwwqLFix9L26vfvHjx1XM7SMAyzjbI61Tcu0SD0l%20N+nMgX8MfCJxfIFfYWVh2vjRf/nbc2/e/+AFl119z301kidIQ+a4o8RD/r9sNJ4IfcNoFpGGce4y%20JdwdMA6GdK3ooLmpMNsBHQAOwFgm9aEc5xjrBi+//DJgPUAS8BdgMXAQ7F4PJ7rG3UjtcHdVlLKh%207Ax7GGHQEwA3b7zxBsYug6YBZgpPFiAGU+cp5IHmWLx4cVdXF4IaiA2gXn19PQgDIBEmdhxPEyxr%209cxtMnzMpjWshF1AOJZQI86yW5oONOyt+93993lEJ6zyFy2cP27k0GS0U5W4SGt9QJHMtC6JnKPK%20SiiY6eyA55SM9Xiz8nJdZgQsicRey6Girdt36Ptal65cE0/qgyoHe4K5373uW0wwlyHhfpptaopP%20lmRGc919IFQwaF6ylsSRCviWlU7GvQFfr3Q53MF4BIcZ+JugJXXFm2NltFQyvnzlu3/+wx9uvOnG%208pLw1Vd/Nd6VrhmamxsW2zp2yB4ukFMIXFvXLJimcZPbUnegtLwsxytOmzJp3aoVv7j3NzXjJuxt%206vIGQ5vWrxHCJb5wDnAN28jk5IWTmRQncmWVZapHaWxuAFPMpdxiZXl5a3sb61hBv5frfcy9lTRh%20qoAEg7ACXgCHgj9BmaO/kwb40cLpjY2NMJ3gwRQXF8Pcg3mCfB4zmGit1US8h5jajmORdHlTUjzl%20Q4bBwcGyq9tfH4lGy8srR1RVA8jamh4MEAsoXDp81Exh8bK1QoDZVndgVNUwmMb5QRWUnigKAHXE%20HSuqlm4m4ZJE0UpE/CUl6e6e8rxQrl8ZPWIEoF5bY3PpsGA8lfH73cq/GYuxNFlVbD3DkcAQrt/a%20DQ0UZD5+elF2xyF8k80m8t0NMQLbwMB40ghDbFeF+9MefHC/MD4ACrgnZqhiOgg8ETgdliWhEYYY%206EydTXV1dUOGDAGFgaTV425whEmTJgEe4RkxKAFeAYzQSYSdqeGx0iiBcePGgVFPewpl0zEUA1pF%20pF9rCayKd1Qw6mvi0IdBB+Ep1tMTCAYz6TTJj3VjaEn9LJ7J2MTKUnn2wJ69u7aul6xM7eZ1lQGm%20ODdQVTaoUEgz3fVhkWe0jMSbYNNZpGaDThbhAW1DQcbViKYJlEjkBYlXPNFoPJQTbGxt9+QU7utI%20rmtKJJPpVkMZN23GmHETIvEkE8p3aQ6vAoqxveGXitCr2/LDKl4+KQHP8N5AyC22TNfUDjaWHvge%20JAGL6W7fvvOFF15YtOjFzZs3jxwxZOzocdHu+OiacStXLP/Vr+7O6BFe9C7/YGnAnwuw/ORTzzz7%209DMmJ/z4v+7Izwtde+3XG+r3ffs/vjt7zulFpRXzzlq4e39jVyKzcdOWbdvqpo4etnT5soyurVm3%205itXXnH7Hbe99ebiG2/81vbttXfeeSfI5fPPP2/o+p7ddY31rWVlRTijMNYOaM7GjRuBt48dO7ay%20svKOO+7ABAKsYkMnDEgtmCGYR44yDQKN/eaPsBgHhpibI018rpLo4fxgcqke318efhTkGA4Cx4Rz%20AbUmrDitid7giNETw4Uljbu31e5rWLl2g5/T4Dp7WhqAYbEsZxmWkUgYjCCpqs/rYZwM09OZjqX8%20BZ4Lzpo/MZLesqfphX88ffMdd3sVKZ0EPJVkic8kbMbQOEnSNY3jxewAPHQGYy3gExeuNnXqVKy7%20Sh1z/ZbhYRzgKezatWvnzp2YaQEAAQhyxRVXwAgDpuDOAP2gKqjJTEMWUVug5gCq+/jjj8OvZs+e%20DT8vKipCbzqTVdSYdnmkjrDS0lIgvPCUEVPmz58PkoBZacC24BHTK6eFRADv4Dox95VWazmmp+lQ%20KsRmf0KWOwBHFFXticSCOSHTLZXPuyJEQoNtZ9PqZTdd9zUtxcyZMOiPD9wns4bKmhyglmMyRoZk%20wDq2AFpLUQnq2aZj6qxmkCBYWeUECQQvkUgBIXB4MWlaii/IewKvvvjSsvVbOto7L7r4S5ddc73s%20D+qpjBtnw/dbumeO5g5is77/LPiwD42HvPMn5PH7/RjXCwJ38cUXn3HGGf6cnGlTpoDqA6UEYjR3%207lz4amdt3YoNmy+46CKvqnzpgvPmzT09FPCNGj1qAilGwZSUV+QXFE6aMlWS5MFDho0fP/HU6VN8%20ClCq1PTpM8aMGXv2WQunTT0FFCCouAkTJn33u99VPWQ9a9zY8WPGkOxtr1eBEURBh1ODRILxtW7d%20OrAOwEwYMWIEWmHwE9C6AEMAWDhnEokEXCf+iW7Xo+VzYcIkkg50vmL0HVwSECuUdTArwECA4xQU%20FggiJ/Ls7p3bvbKgpZO1O7a1tjQPHVzhCwRk1cuLssALrtFF6q+YqbgkC4xl8yS1jfMHc/IKi2BO%207Ni1S0slqkZWATGDqeeW2yCWMtA0UVK5vihQ3d0wYAqxNRuMMJHtOIYC0jgJ9B/Rmie0Ghmcbvv2%207TDU8C2Ye/A40B9H3djUTsREFrqsBn9Go1HYc8+ePb/85S/hIAD0IFdgnQFYwDhTCobrnrgsQPM5%204A2Q4t27d8OVwBsQPPgJnAgePVDmYcOGIRqiJY4udlRgWL+NxgfgV8d2Njkul3Dcf2xWr5pYLAEn%20dG+TVVRSZQ071sQ7O7wC17pvz1uLnm3Zt3N89eCJVcUzp06oGTGEsw33AWqWbpBgBlHlFA+oqzRQ%20rETc0DIkPpoXLJvJaGZ3pMcXzmN4GeyNvJKKzu74ijUbHnv6OTGUd9a5F0yZespZZ52dX1KmJZOy%2010dCcHnhiADzWQOcf8fu07Fupc+U1V0/KO/qk0Q0iuvEgXCYwfxX07zu2//x2LMv/fHhR7962fmu%20781WRS4ei/r9PlcTGoZpK14v5qniklI6HsshjdtYtzoCzR6S+1ap014vaA94o/UGRhIlebCBFxgL%20d999d21tLTGp6uoAKIcPHw6K9JlnnrnkkkuuvvpqrG0Ie4L2BgGly/lH04pYb5DWIaUFbuBzuF9c%20bIZXzCCfOHnS4MrhcOs7Nq+r3bp+/fIldjrCpGNTx9Wct2BuJhG1jDRnm0jKSFxyLB7yu3V8QrnR%20zqglyAanxHXnveVrX1/84Y/v/sXgkdXhknJLM3lZBVEyNFOUpaNFMPRjRse3LgRmk9Euj/1Ku1K+%20BiMPdhawFQAUSoJoVysMxQaI6be6T9e/mpqa3nvvvRHuBoiP8EHNZwoWeEBMQKO3v2XLFngWcGpA%20n9WrV99www2DBw8GIvyXv/wFzghqA3AK1BWcC44MT5+uEqKxlm3worf+SGDUm1OdTTqyxzfeE4ef%20h0IBzXVs7dq6Uetq+ceTj8UinUG/OrZm5FlnzPbLopaKack4zBCOPCOb6zskS2ohCbbbaIpzyAN1%20l+dY0jmC5YFTR+KphtbO/Y0tf3/++eEjas5YeP7gUZNHTppiJNOiqjCcCCgmKp5kT9wbDB2x/Pbn%20DI/4n//i56RfWDpDuCjYya5CMDKa6vPDe1n1wJ+pRBJ0Vu3u3W+89XZXTxKEaPKkqTGYsaEAWKyi%200JudANNc9Xg1wyalO92h0w3GAwSCZZKppCQSf7GbWe6lcg/sBOcciZB0qyPJcm9PK7ARQNRAHEFG%20hwwZAujw2muvNTc3AxiBUK5YsQLgA1QlCDFIDJApgwS2kvIRIKz/NtmNyUofxQ0XyNEHXFhYCG/g%20XPv27gsF/RxjDR46ZG/trt2795x7/nmFRYNq9+wBwz5N3BaCqsiWobM2iUAhsbYc3xNPEGPHyIRC%20QfitLArRSEe0q6Nu947uzq5x06bCwGaSaV5U4I3TV3qNog8S1exkixNhuCGgHJ5KRtfj8U8YdqBF%20QE/gwdFxQ0aDv0IDKjsKjNp98CcCGa7iYcZsb5S8613q1+KC5qkhDQSzDp47FquEHz722GOgJ+DR%20T5o0CWgyLiMCKmH9f+DIwKQAmJAi4ZGB56I37Wj9gW3afyYLoXrTLTMGCDY8XCCvgKCWqduWuWn1%200lVvL1q9+OUCvzJn2vixwyv9MhvtbGHMjMg68PxBHsjoCZLD8qbFkDB2i0Az7/VyvJDR9KSmm4wI%202sjkVUb0JAx2/bbanXsbetLWzNPPWnDuRSUjawCqtLROdDYnAHskLnRF7iVubC/MsX1Q9HnjR45N%20DHjDTbwEOTJdDUYivtyIeD2dJoaDKyVAbJKgz30+3SL+PMANnkRvGyQ51jJhVnX3xPLyCw2X+Ebj%20mg+elbuAZxkEWXxeH2qgVCqDIoIqi5joMlKhWDg3wGSlZeNyD8bpgdjdeeedDz30EL10mCe33347%20yDpAUmVlJQZz09I8R7PXaKXk7H72yKewJiw6IOANSDNpRsaTdRSwWLdt3bJ5/Zoz5s6Od7WvXrYk%203tma65fnTp9YXTPMiXYAzfQQ7yVpexRPpkBvwxH8pA5sUlS8rR3dPZr18N/+rjHK1d/6j1ETZ/jz%20BjGi6sYV9BcpjB484vw5jtX8aBIyjjZauIiD+FyoQ/rfHgoTBrGUB71sGruINfmpjwmeI7Ik9BNh%20uUgaJInPDnvAwdHgPQwjoAx89atf/erll18GsgaHveKKK7CKLj4+ILNbt26F95MnT66urgZFUl5e%20Pm3aNFAttHDtkRfv3QY4NAiDzQpotsmwsMDudS0D9iZQHrA9d65bNkhIzpxQXVxcbGjpgtxcThbj%20ne3+oL+nq9t1ScKsANmSSN021m0Ea+tGJg2CISsej9fvcFw0no7Gk+u27OyKpUAGDrR05BYMmjh1%20etWoMcUlZRxpB81ieJGWysike0JG9fh6V8qyqoY5n0c84n9y+48swBRFwRIZoLEtoOskApUMJu+G%2087MkP88GyurxBWJJQ5X5eDytKiLYxqBDMumUKMvwJEjJdE0XeNKfmiPuDzJYppYROF5RiMlmmqD3%20eAycY/pypkCloCwAh/J4VIxSwXVfXKtGFw9sGzZsWLNmDfopQb6BzINQgrCC6gY8QrWM/qNj+FkO%20z19HqwEUL+ZYYOFUOHteXl44J9jR2tLY2Ai6t7ikRPX6t+zYmdbMwpLS+379m7o9e2BuDCsvE0hp%20WgBZwjgMUiyZEDQtleRszdRSEueEw4G8ELEs4Nwr16wTVd+IseMZQtfjgMW9oXFuXhimWeD1ZFfz%20wOGiSfnHYZXbddYgS6J5Z+hco/YUDhTqA/ohbtmEDoOzsYoj01dvCEYSiQ9WzqYnRW8dXQGkKbXw%20xGmCPuU4WJYb94THARoIUOall16CSwKM+P73vz9//vwJEyYADH3lK1+ZOnUqHOTPf/7zm2++CaMH%20O4OOoeUujygPLHMwcwxhiEdIcsx4d6eiCKLErXrvnW9fd83fHv1TuqfzkoXz5kwZNbiqQjQ1kbXA%20QOtoPOCYuifoU3yqrJAquWSNy7Id23TLVlm+gJ9EKpqOICuSJ6DbXHNndH9z+z2/euCt9zcPqame%20dcY5ocKSnKKylG6VDBkKQ0uAjARYpsnpeRB+UiBclpV+2NOblc1+7vhRKh73uKqMhJ+7q+kkSUcQ%20krGY161iQ3dIJDOKzwdgD5Shra2zuDCP7V00Je5MlbRw0GVFSWkmPBnb7czIgQgKTCKRAmVFvUL9%20yvFQxwEW3Mr2nuDyDfopFi5cuHTpUgAgULko6DNmzAiHwyNGjACFCc8MJwAtzXPkBcU+U4LWRcap%20CJ8jCMJB4KTYmCzWEwGzPx7rWb956/gJk3TDeuWVV6ZNnTx9ysSXn/97y94d46sqz5lzSoBLW4lu%20oIOWbcVtgazLJOO2ng4A3bPMTCQCMiZ6AlGNae7J/O8fHz/93MuuveUOUJkWw2GLA+wgBBoYDBAM%20a4T7gjEJuxuwrePe6bdfPyUKJRSs+1WzhkeWnSfYrwkHPQ4elhpl9HHTSin4iNHHRE022s6AckOk%20bxgfgDIAzAg7Ds2bNw8+xH6luNiHB8FK2KCx0GG0bt26vXv3Lliw4MorrzyaMxH9R3R6u654lzDB%20BIh2Lv/gPUPXNq5dlU7GBY6tGjF8ytiRATZppXtsw8wtKtSiEdsy1LKS5P79vfW2GZL9z3Lwnnc4%201uaESE/SD1ak6u2OJXfvPVC3v6EjmtBsrmrMBN3hR46d+PriJRu3bv/F/9yXV1jkUxUelJieksFY%20I6lIejLVW9/ukKCQT61738mIz/5YrUQ5K8vG7rM17EMC6vv+dj5eIPK/iQwEhgK0vKWlZd++fSCg%20IGog0IsWLQIBHTlyJGhFXJyCiY2hMZ+gReqR9KftkUhDnvbuKCcoXdGeeCIJvOyKr1xeWVKg8uY9%20P/yP0hy1LEeet2B2pnGP4vcldEdWSc8sIxPzKwKJdNN0UHkggqIvt747bcg5v/z9Xy+68tpxp8wG%20vlhZXsqzZEkLrIympiZAVQRHuFlMvqutrV21atVPf/pToGnjxo0bO3YsTaz/WG24+3FGdJlhjDWc%20BRuZ9SNfFFCOb9X3w9krZuEitFE7EdUDLSZLoyXfeust0ExAl+Crxx9//PTTT0e4yb5CTJQBOUH/%201zHyb0HHiCKfJBrRY6aTAmtr8cjOrZueffIxUgPESE+bPGHq5EnwJAWOZJ07eppjLFDjpLmeAxTJ%20xvdgDGRc54YAmtu20nHSDEoN5um8N54xa+v2dkbjjz/59HXfuqmpvXveORdUjJvkaNa2XXUfrFhT%20M3bCzJnTDdL3iJE4kJekIqk4fTTNoCutrhYhNrULwW6LVg3eS/1s8M9EZ/ZjxGd/vI3LQg72yHO4%20d5+PnDVqH/rmyKNZ4G5l7gbYBDOnrq4O9CH2yYENZA4mFa4W0Xqs/+8bxnb7/VZbR6S1rV31h8IF%20g9K6pRCT3uBkbySRKsjxd7V05OYN6m5vdQSVeDNBRZICEA6ofpBOTpTUYI6p2YMKC6K6mEknYz1R%20jyp3RuKcG84PtwMkCMAUywahLwxoIzCm1atXb968GYgh3CBMsOxwIZyiGMRwNDsOhoIWNjvkOXIc%20mlRwg3RVCwvOwle4oN6vgtrxAqPs9U2kSNmLX9SrTeMb4TIQK3E3gMji4uL6+nogTbi+Bp8jVFF+%20DddfUVGBpSmPnekmiTzhOKRyjCHIpGmDrIqSo+3bubm0MLckP6ck7M1VHDOTNA0NCIugqGSx2Q13%20dkhHY4ZHuQWLVVW1TEYwDMe21IDPIj3JjZijMWpIY+Tte7Z1xDIZVhn0f9n7Dvi6yvr9c/fKuNmj%20TdOkI90TOmgpe5ShgCJLBBeg/lAcqKAIKj+R6fihKP5FBUEEGYIF2aO0pYXSSVuapjPN3uPe5M7/%20c86TvJyelZs2hYT2fPpJT07OPfc973je57vHTpRLM9o9Np+jqb07IzuvrHxcQinpTvnR5nTJEdo2%20G+aDbDHok5TlMG/lHyi8YvG2SQAjteA8PEs8DtL/6JafqnKEDfjvwF8OkGRVeec0v1sF8qnBKKl9%20sOqguY1haCKRBWtLTJgwYeHChdREkO2r/ZsPjR/1KQ0hWIV6ow6Xd/LU6V6vb/ee3RASu9pbQeNf%20f+01r9s5a9aseDQeT8pmAJm+JOMOWxInUjSSSMRtvkCkK9QejjS1dcUdXqcvY29t046q3aVl47Iy%20g2wqTdRYSBnKQbVLenp6QUHBqFGjsLpYwIdmI4IIgUaT+Fnv3yA2WFH4kNU1aIgUbo0sQ8IFLMpP%20DlVParR1VAhypOgrFFbcoCVVgW/CEDd86s5o1oDghk0Igw5IysnJQV9hiyJy0V2WjVcndaOwaYaQ%20oc4Oj98nJeM9TfX1u6vWv/3Wy8/9u7Q4f/qE0vLRBWXFeek+Z6yrzWuP+j3umBz4ahMVzORelc1e%20kK1izrS0WCSaSCSbW9vTMoOJpD1qd9V1xnfWNb+3aev+xrbySdPPOf9zhWPKcwpHRRNyjMjaDZsz%20g1kVk6eGsMXF0Wa7kj5UCdmVleOy13ufLGL/UFkEyqiU9lPGqN+/XI1E1vlUh7m8dpjDWgZwlkhI%20OonPWnDjzMPi2bdv37p165jkcPbs2RCjeAMV0oN9L8Pxkzm5lOyJysVsmtu7eqKJ8RVTsJJfefnF%20G7//3famulH5wdtv+VF73Z5Mr31yecnpJy7qDXd4pGQiFnJKCbcLkz0Uj0ddmcH2lo7Msopk3Nkc%20lhq6k/f+5eHHn/nvnHnH/f3hf2BFcQ8npAotMm3VTJiPL8UixCuvXbsWN5SXlwOCx48fr87+Ycbv%20gNpYw7t374YI09zczPQGU6ZMwUPQaQC7adOmfehxo6QQ4feKJ0gDpaAa0Janfj6FxP6M1AcIg0JC%20xPtiUUFWff/99xcsWADEEbmQJCUKLy8v7+qrr4acPnXq1O9+97tz586lhxTxSP18tV7SEI/CoRBA%20uH7Pzv889fhrLz43bWKZOxn5zDmn56R5ejpaAq4k2FNPV7s34JXcvnBEismim9QvpvW9GkanSI5n%20iroD/o6W9ozsnLVr163fsmN3a8yfUzy6ZMzk6bNmzDnGnZnd0dqRtDta2rrqGpsgg0+dNn3ihLJQ%20OKogtARgcjhtnr5U5bJ9o72lFQPHUp2QKwGs2JwAxy6n48PEawd2o5l/wydQXtNhh+U9SXvKj5Ks%20E/pzpopJhsm6f/9+zFrMQvo0U2ahAZtLdCiw1C5XXLM5PB6fvTPU3NyY+GArdd7Lly/Pzw56HNLl%20X/zyq//9zw+uu/HHP7wqYvc67GGHFEnE5bq/4PA2WTGJeePOLBqzY+PWjIIxvuyiUGNjuKOrKC+3%20fExJUhZfYn21vVRV1dQiDF2ix44dC1IGQKGBUmAQuYOZfMrSSfjUpk2bVqxYAdGvtrYWM/vkk09e%20tGiREkgVo2M6EzCKBEMCGgYskZQKGImfzPNP2ZAukerni6z+VBE+//zzaDZaAkhijV9K4gzBO++8%208x566CFMgxdffHHSpElkjoWFhWpzJKeBBZiGe2IQvSGy1Te3rV677qWXVx03b+4FZ5/miHT6/Z5k%20T4ddripk92BvifT2dHW5AsH+ad2nt0goNKmobEI41LO3rjWY48gqKI27fO98UP37vz5z0tmfmjl1%209qlnnBEsGo3729s707PywLofeOjRHTt2LF68ODcnW4on030uRrz6fW7hFdXe0QX4rqut3VG18523%20V0lK4XW80YJ580Gri4oLQRmd/XXn1SW/R67U9tGCaNKCIg1wcJqKjma1CcogGCGl/F6c045XhoQf%20yVKD0x2JRUCQsAwK8nLCvZFwPNbS1PinP/1p7Ojiiy48f/4xs04+85wvf3171OH7898evejMRTl+%202Q4F8S2ZAPX22JIuwJM9asvKK4zb3ZVVuzrDyYqJ42OSfdb06XLyxv4E4erQEPI+rk9R0Bk3X3LJ%20JdiK8bJ02tQgl4GLTTyOZTxnzhxg2Wc+8xlmocb1qqoqABwAnSoqxu7hNvTh6NGjpf5YMGthcFC+%20TsKngTnRWXeIoR7AEQxoW1sbcBPcB7QId4ITgcQtXbp08uTJwWCQSi4hS+KGU0899Qtf+MLWrVuf%20e+45+lsuWbJE0AR1VUuzwZXT3XvdcSWN2Zjy8eee95lYT6i9s+vlV18//pjpwYBHzk8kW9wkm1zD%20WbJHep3JqE12WmISNbusg5ZtFs59NXX5hWMKyzJWvrP+3ceeD0fjZRMm3fH7P5ROmFo2carXH+jq%20CsuBip400Kp16zfv3Vfd2dUN9MzOzLDbAFDJeG9Pe3doy46dLW0d6CLZ+bO1TSn6FmEmBrm2isJ2%20Iduix/o6RHKLpSEMBSMXj+Q6h4PRp0j9JV/sgh8ZCWSsNa7cpqdINjUSJQ6U62xm8ho1miJeH+uE%20biZYZuh9pR5sku4z+BNGyCye1lRPb7LqgEdy4iSl0ekZmZglmCv/+te/sHsnIj0//+lNc2fN9Hpd%20Uqz3tp/9bNmjf73nxq9PGVOQlubvkZWRkhKWJcVtzua2jlHjKv697OUf3/rb+ccfd8ev703LzHbn%20FcqVcxxODeXmxBIGL+EoyKTXLCJE67sozmPGB6luM3w7fhZ0CRQDqPTOO+/gBH34xS9+EdRJwByj%20zA7a4SCpOvAr4APfRTILggBBcteuXW+++SZEUciPwBdgEN6urKyMMMQOERH8GtscHoXP3nTTTWg5%201vajjz4KxqH2LzMr39Q3qRR/SGw2ICcuxe2octO6u2+96YON7/7mlz+dVFqY7O209XYBgzC+dp9b%20ivdKIquvzSl7s9gcUZs7avf0xp0bPthRua/u3Y3bckaNzSsu/dQFn62YOlPJOWQPh3sBwFSR9sak%20//mfb5599tn5udmTKibmZ2fKqyDaW7t/X01902ur321oaWM2q0iP7DwVAB+X3bxlyp+QY7e7pIRM%20M4FQQOcvXHk5JFkSTMEHhzbOcdjzI5t9ELfZrFVIdpVL2sD8RU28sdXTcxL7Bv3xMHiUAoawg2Q3%206/R0OUC0sysa6QXIFuTnTZ5U0dHe1tLY8MH2HYsWL5aR1+GaMmtud1vjvoaWkqK8NG96ImZDU1w2%20D0gSqFDC5/zDX/+xa2/9SWecOuuYBdnlEyDHJXog4fkF4IqdXKiTiUdAW0w+mr0IUpTO6D9lXTtb%20iEJ6mz1eDV03atQoTG5wIvQhk0nm5+dTJhX670P0flLzIxxMbMReLS4uxnLCnn/aaafhRUDQxowZ%20g2/ENkNAZPyKJriEQXNYmePGjQOo4WbcsHv3bnSU2mdKSqGsmFwzJyq53FJXTyzd65wwfVZhSTmk%20sw3bdmZmpBdm+gGciXBnb6zHH2M6IQaROeOSI2Z3xmyuiM0TsXv+/d+XK/fUpuUW5pdOWnzSaQm7%20K7tgVFIO2JRkfySXR5a/OsOtra0BJUvyxPHlUydPqK+t37x5X2bAX1crV/Guqa1rbW7p6pTra2ak%20pye8sjTtUuq+2Vzunh45vFROTxhPMPcpU1CxrK76ZQ+7UngE67MHp5Ay1UlxhqkX1YsvvohdEVIG%208yUJeycn/WCtQqaUXuyutr7QcyrLV6xY4fW4Nm3a9JOf/GTUqCIZUGKxttrdv7/1B0EPQMa36LjF%20weyseNIRk2yP/OOxrp6o0+ufNmPOyaefmTd2nLIZx21uj3X2r4/+gNBEginsXJp8TId4VFdXU8dH%20D0lh0TuI5xOqmJngV7/61SOPPIKm3nPPPWg8cArSqOB3Zsq1pMKPEnJJTqWil+w+l+zpao90t3/v%202qvLi7Jdse5zTz2+IMPncybAgYEIkWgyOLa8vb5JcvlCcccT/3khkF24fW9NWlZBdn7h5Gkzp82a%20nZtf2D95ErE4aLucFNDucFRWVj322GNoM8AXBBCUcNvW90G021pa44k+GmuXax/aNXo3pbq6vHMf%20cFE5ASThTcEozz//fCA7ueERpc8e8mMI1BMfBXJTcSmB7iQTycSsmdNramroAAVJQcZKyZ4zuvTY%20xSc99P/ui8bivpyiE0841RMIrFq+cldDW1tn+Hs/+MGCk06VU52Ge9w+P3Y8Ucd1+Bx0d7Yw2B3i%20gb7S1IC15ncDith09D/mmGOApE8++eQrr7wiZ3PxeDgotIFYlJbDAojZ5Kyv9OwAG3R6ZTeIRSed%209q1vfG9mefqZZ5yekV/csLeqMD/L6/L5vYHa6sbeuJSfk7dl/dZXV2+sqn5p6pwFv//fH0lOtz+Q%20rnBJRacRx4NtDqVyHNoTjUTCoa6mxvqsrCyX0/7uO6vBlcBxZGuG12OzeYWozvz7SenDn0oIbV8s%20AftNBCE3NjaCJwKPFi5ciCfTsDNCwWiY4NFQKMoPzMWhLgScOg9KHfJoh6Lzy65duzD18/LyZNcn%20hzRj1txIPJmZndfc3vXPJ57eW1PT1NJ6+RVfrJg6vWycnGW1p6tL8ViR/dj9Ps9w60lD7fgQYpNx%20nP1B6TuE7hbPnD9/PsTMV1999cEHH8Tih9AHhKKYOSD5UlKSKrFN9j4J1+UMLFi46GtXX5rujD/5%207//kXXlpYdmEeFfbnv3784pG5RSObusKP/bUs1uq9n3pqq+1hWLjJk8LZmVH5QqRCvYx1an8pXIo%20WiwWZugvti5gEG6AaAZ+LYoG0mggaKOm561nJqgfXflJbGkDORR76MjmJsMEiTSq08P0RQL1cGDT%20gyQPSFq5cuW7775LPU68N5pbNHruwiUVU2fUNrQuX71m245dLm+aDEaTp2Jy9naHvWlpvrS0RCQK%20+c45EuaNmTL4IIVzVblaoTgzS8YwYMMop2P5ycmq5sw5/vjjwRcgEi5fvpyZJ7FQLcDI9uGjDhDi%20mDjtii9dNXv+4obWzqq9NR9U7a1t7SqfPgcy2vbd+9dt3rZxW1VPwp6RlVM+YUIFBtfpciqlSJWk%20seRaclyn1F8zrru7G1sXM5fu2LED8BGSfdPiIguVwGX1oa7fra5mLn4NBoMUeGU9d3+6wZG7nD8J%20/EgI1YfCj1InX8Qj7HhYA9iBKysrMSdmzZqF/dnh8TrcuT/48S1yktZ335vf2Di+oiK/oKigqCjS%20HXL7Ah63ty+fKAOQksnhGRIp5Kkhl9qETkr8enCaKaE8otsUQ7IvvPDCTZs24a/vvPMOZLfc3FwM%20yrHHHit8qQwhyS5plXhAkorps5LhzpLRxTlZmf986C+h9uZTTjw+vnbztsqdENaKikedctanz77g%20c1JaUKndLOcFOKCr5GST9mQsHgqFA2kZQMl9+/bt3Llz9OjR5DLZ2dlqrFFvdZpZLXDcUF7rUjwk%20wWrBuej2OeSh10fx6GDASD+EQ6KE0q8fntClAKg0ceLEQCCwYcOGmTNnFhUVhDt7fRlZnqT9uBNP%20YQ4Npz9NuV/OuNKrbIn+QEDqW4QJ2d4/nCDp4KjKYPFIfNFBo55IdcInhMNhjMLixYu/8Y1vAKp+%20/vOf//a3vy0oKDjvvPOARxZLtE+NpQoCj8flAoty1WvwWK939LjJK9ZuinS1dvbEXnpjS1a6dOsv%20b73wyi8pIZqexpr6vFFjcH+oR8kUJiOFLK8pibZlryWfnMFBAjOqra2lYRSNYd4ChuNQvSUSKKtb%20paf/ekiKxWI0Ojc3NwObmDtBGrEuSJ9MfnQ4lNzq5zOeg2mYSktLsS9t3rwZWzEkOF9GUHYSae/K%20yM7y+2Rf5xhmqscTV/LDevqrCUWUvLpyTtJhSa4/sshMMXaDFQkZ+8a8/ZISJMQG0/9o9+7d99xz%20DwQ3nC9atGjq1KmpaC76IEmOH3P0RqNeDwTw3lEVU+/67R86Whs729vOv9SZm18wbkJFR2t3RkGR%205HDnjcoA6sQS8UDA1+evnZQDdBVJLRmPRh1uD9AH7QFwoBmYJ5r8E0LJoO5zvdrIbDiE6ZAuS5LK%20sf4oHg1HpdJhWqsUNLAdAZL27t27Z88eoJJck7KzOxjMSM/2yMWUk0mP2xlN2p02u8Pj5f4b65WD%20tt3MSCfnVxteQ6DHhaHNYiEcpg/9gcyXQnczZhRpb29nKPLVV1/9zDPPQJRetmwZeOv1118vqiRZ%20yO/JfvU2GKvH40rKBMiHQQLVdXg9nY316Xl5fckb40nJ4eztjXi8/s6ukD/NH47EPUroBtiVAxKc%20LAQmHC5XDY7aekwPbFdoySuvvELdtlAASf0eFZy0FnlyxM3qEsHMEgVKqC7nOXL9s0eMPlvtDifW%20iRAu9ACk0W0LEKEVQ1BljZZaf2ieSf8j4d8BDOro6BDJg2LxZEYwA23qiSbi2DflXO6S7JibkEQl%20LKfXZ3d76CzqGAl22aHVZwsTklowTDFZFb3zpf4sKyKCRKxDeo1KStrvhFz1TL6tra1NgBEkGl4U%209cTVim1bv/fuhzm8IMk5PQ4/SJArPX+0ZPNIdjfOJblakdPt9aPdACO5GW5Hd6iXk6S7u1ugL7Om%20MCoQ307fzh6mh+4HFPXsFZmU1dpr/Yn4lQlq8Hxa6D6+SuJH+ZEOiVLXH+k3mcFuKcztXVZWtn37%20dsy/yZMnY97X1dX50tKzszOTks2tJIroicZ9bofNbj9QJlDtB5+4FH/WB1YjEwwAL9auXctStyzH%20YNbPklItbunSpSJhtkXIHi1NWJmf/vSnZ82aBYq0YcOGBx544Nxzz8W3iExPhk78HB4RUED5K9k3%20THZV6uq+v0oHXgn4lcSksWRaRnpPuLuzszMvP796f+1///vf0aNHz5gxg2HeTU1NgEtr/1v9FDXj%20R0xWJ/bmkZ7/yP4JmOJ6M39yoEMNXuqT1A9MAsx7iAb79+/Hr5jumPe33XYbE9a45BziSm7MRFzO%20iHxAh4tafXbpiDxIc9BRLOfNEud2kyMvLw8wRBdNqb8cwICQB6J0ww033HPPPTfeeCMGCPLaE088%208cYbb1C9Eg6HiWiiOLhmB7OpQEf8i/cXR9KUJCGrikYTQiCVw8btTrvDVVlZBczdunXr1KlTZ8+e%203draykIP1HYJjqM+9HZ96+vM9S71pzY/fP4uR/nRIMDIEFkM9YJD5QfAXPGYW+3t7dh4x44dC3ha%20tfKtRDRil/xJhik7bEwn2tMT8Xndn9T9YLDymtB0gFSWl5czebaABv340r8ZKMNke0y6ZuGCzFIx%20kmIDnTNnzrhx48DCnnvuOcDB4sWLRR1tQ79B+4HcxxCt9LAlf5fLDnkt3d9n3nJ7PN548u9//y3a%20fOyxx4Lf4eLu3bsFMxLBT5ptUk1z9FZjw+uciiLvsEXxwaN49NGRI0M8ElijDvnRgNSALrBmm3x2%20djZkNKyujo4OoNKiRYuKi4s3bVy/cOHCvimS6Mvs43Laj3AYEofQ9TDDrEc5rLVXQsgS9bjN6kFJ%20StW8oqIi8Vesfwh64ESAJEjT2DYADUAo3NDc3IyNJGm5S6hDvfVZTjWj6Hb0pR6OyywsXrlzF4S1%20U04+8fjjj8fLQnKEZJqbm6uuxCvp8h8YCm7SgTFr6utkjsz8hTdKT08X3TUip8ctt9wystBHEJmq%20qioAAfi8Oh5KUvnyGU7uoeJHmOLAI6bcp+hRUVGBub7irTfHjRvr9fqUyjeyXG+zOewOo3Qfuvl9%20hBykAOg0kBQaJdUDpzlwDxNdCSdmi+QqOLAgeVtLSwvXKmSliy+++O233wY9eeGFF/bu3Xvaaaex%20HLFJUlCV37a5KKc5j8txs44+wLXJBXVWr1597Pz5xy08rrio8OWXX4Y4z3zeItuyxsNWkwZbnxXb%208DpVB7RaYhIy2fHReJGPWZ+tZ0aGm49esjsIzZGwf4fDYcwD7LGjRo3C1icnhHM7vS5na3NTd3tr%20EoKbXSnfIuuQIhokSkpH6AF8EampWFmPicPN9Ee4AaKcmlVZG+NY1BP3YLcg8woEAmBJ995779VX%20X93U1ARo2L59Oxlun4hkgkSiKJv6il31T50nPhbttfU1IB6JyknBOzq7Tjn5BHz1rl27Nm/e3NDQ%20IOpNaGJBNPqjQdnXCEY024EAYoce0SrtT4g+W0rB0KbnvdIheCoxn7FHrgDoJPnv6uqyKVlfd1bt%20WrFyJWahpKRzk1K2Zx8JBzNVCXcbmr3pXGpheRB4RH5h0Z94ILNECcU5LXdgDUuWLJk5cya+buvW%20rW+88QboUp8qx7LBApLM87rLCm68FHEWiLD89dfAzrALRWPJ6urqTZs24RUYZSbypRmyHj0h0vMj%20zXVKf5yE7e3tLElyVJ/90VF90d3MkSicicyASW/X1xhQ9e4wejlO8xFCDCd9MBhEkzDnFi9ejBk7%2059h5X/3qV7FF33zzzSVjy2yyxOB0ub1mnP8I1yKxS639iYX0IYZ+wJA3Edkv9XswQ64vKip65pln%20br311uuuu45pg5YvXy4plSmFDovGL42+XF9GkPry/tAzm8KX5XaGurs3bVx/7//9Jic3/3vf+97+%20vXvWvffuiy++CFm+tLS0traWVcU5aYUyW61MEH52mnlrdp350Vn0CZtiTU0NrmjyJai/ZZij1QjD%20I5E4Ua0MUm+kqZBVfWTJgJ/S3wMpgKXE6I9HBTaO1raO6v21mB9Nza0Choa2nuLR4yAOqsAxapCv%20IbURoTiLMHadnZ1MNC5IlmSiNhKBZhrtD79Crmnc0bFjxw7MDZ9XzuiIX1l2SdSS00TGGiqw9dfN%207qfnEZPnyYmVlT2SFSKO8qPDq3dgmhgOAL1sRSCiRplt7YVhaF+zvl+/NYnC83Yl4RaQCE3CzIZc%20cOKJJzIbvyhSOHL1i5+Yg+uTpQ1Aadva2rq7u999911IcExTSQyib6GoSWmIa4YJ5Oi4T3/9s846%20C1wMV7Zt24ZfmQeCdXfxWbqDms1D/Ylm+mmuUzggJ6JxQFOc2czxZZgS55FiXyNlFX6oEJXBfjHY%20sslW5W0kHWhf08+bwfIUM3kNY8+tlSkiwZPLy8uZi3r8+PGY5bt378bkwybMFIVH+dHHe4j+Bzpg%20sDBSmDxbtmwBDFVXV48ePZoAREu8RT5J6cA01aJeAK1+ePLmzZsvueSS4uLiXbt2UXEO+MO2FJNj%20FR10TOd3mWmODHVJ6r+qr3Png4yJn5DXgIMTJ05kjjeN7sIwBOooPzokjYMY/tbWVrUErtdVD+hh%20lOKOoaHQ4kTwYdZBxZxDkzAdCwsLKyoqwP9XrVq1b9++0tLS3NzcEe0y+4k56HhZUFBwwQUXgLo+%2088wzTz31FAauq6vr2GOPxZIOM+mCZb5XNRgJJKJKHhOyrq4OmxNGH7sR8IjFgTEB6BQuynOJhEdm%203nMazyP9JBS/MuEvg9fwZHxRQ0ODnPPfaMIf5UeHhSWh699//32MuqTYTTT8yEJfY0GXrEdLz5JY%20M55TnNiEiVhVVYWpwDAIzE5Myp07d2JjlFO1DWnV6aPHQcwcQSggtYHDAokgT61btw5zacmSJaC3%209D+QlFyO1imTRPFFodl58803ly1btmfPHhq5IA8GAgHMBDwzMzOTpjdOXaYoMiREFg5HalOM+jrz%20rjA1HQk7ZhoQkEEkKU7vYaQgHlmzilsBxhtLnUVvJHMnI8M/DfZQC+HqX1nWgoYSzAmIjfgV2+Pe%20vXvJ47DlYuN95ZVXQOCP8qPhIK8xM6yk1BTIzs4+6aSTzjrrLAhr2NjuuuuurVu3coeTBioOLuy5%20PFj+d4VygBFjg8R8wFcAhqiWoimWUTJ0XxSFefWeR5o4tQGvi7KDOIcoiqUBIZQKe0mX2vSoPnso%20ybZQMQIL6uvlOg3g3mZORhb2iyHZZjELqQellQ07ITclzMhRo0Zhe2QOME6Xo3AwHA5qeckmMJ0w%20dqNHj/7Upz7F6lVgssAOOgekMmScCeDIkNMx3JgDU6ZMAcxhj8zLywNYQF4bO3YsA4AZ6UKWRIQS%20IKKfWoO1r1GElCtHBgIQ1gBGaM8IHaMRZu9n7jtWWOaGQ283TSoZtSuAmf+R/k+GopneOssTbqEk%20ybzIyvHLly/HbMMsLCkpwXTEZMVM7ejooJuSXhVqVu1Hj54p5kUTrobq0pKGvqCSUcJm8Xx1YVtD%20KFd/kXH1V+UQofmpHGr1sEVGDot+sLaTinTdTM8AfoRdDY965513br755q9//esTJkwg+cX4goAD%20nsQXUcktZiBdkDC+WP+rVq0qLS31+/2MQcFf0XvYnzANiDs0s9IrUtSDMwxPI3Uy21P199MXFxsz%2080NCFGV2QHzFjBkzJCXpEhMk8FOCmg1PR6SRpD9CD2I2oDdBjtavXw8RSa0qNjSo6fU+hs6Qhrok%2060eZ3c/5gQ2KQDNt2jRIAZiC5eXlms9yTghPTusXkVTxStZSiSYKgX4JkirRlzqNvF55gelLBsH2%20o+VUwQoplZs8/6pOcihAloeQj9QrgRinFpzVsYeawAg1+ggHQnVTNeYLPsowiYdhgj36NGPbgIQF%20PMKM4qNwBUQDyxtNpWwFYKLFSg2XACzcA2IFiY96a9Fp6gx/mkT9GgWQpHPC1piG9fY1/Z9o7+fS%20YG9DVOSOyLq+Gu9TTVcMK5lu5NnXGJkB+Mee8xF4VRgmUVevB82fioqKMBXy8/Nra2ux/LBt1tTU%20YBeFaIBfQ/0Ht1C8jiijasjLiCOu/oOVYw3bKbz72DDhts7K1/xV5MYUEKPmlbwOvoD2M+ygpaUF%20my1T5WO6s81oRrpyoCX4OOv2tLe3gwNGlBzhbuXAksA6x4aBn1Sy0mtU5F3TrArmXVPnb2V7mNqR%20r4AGCPhWp75XUwYzP3s5e6dykBxx3TKUF0Pwve9974c//OHrr7/+1ltv/fSnPz3llFMgdHP/I6Az%20oyNO8GqishBGduvWrfgTbsabijkgNDtqUUvPsq0tJ5r5pnkv8SdqpigAoqk4Ly4uRsOwZ8+cORPT%207wBHc91WJzaGYWJvGXn+2ZgNmJdpaWksTGpWB0YjY2v87g35sKHv2WAPTAtMCPDnDz74YP/+/VVV%20VRDpsci3b9+uXma0jOCnUD1a4JHIKSHsxPoD3yXWLdY8iQwmqNjn0V1M7sHVqM/8KxoGxKdMwUAw%20PA0EAZBKWzhnP64Q4PBXGrNpbaRMzQWJE2rZKMAKGUdTU4w3o3kM9ydME4XRcsAcTthyRt6yi2jZ%20NNu3DGcOEw0LGzmv43WwevHKNHthsN5//31cnD59OgVtIC9TyohCaYzPoMSHkaVMSk80uiPyBdml%20GnlZrxzQOzpKJvVF9BpSqb++CKVImvxxsnLlSkgPO3fuBEpiaNBUMj781BfvGl5mh5Fi+kn0pyLG%20Cm9sbFy3bl22coh1m6I8pf9peLPFibUcx6WOGQByAYoE3ASfZ5V6zGaCAn5ysZGDWLRTZOxmKIC+%20fqk4qD6gWNTbf+AcOMUV6Ow/RDC9RmvDn2RGODB3se2D1rE+D56GE1bTJt6xSaxHiNdkFD690rE8%20qDij2zrAq005yCwko9QZDNwXEQ8EUKp+1e0X/WYml5nhkdoLn3fyfbEfEHHQyMrKyrfffhuNxPnl%20l18OcoFzrnDgEX2gcUIygv4pUA6GgGD9462JyIQtoT4ztNKaWW/NIjE1qeLFn/CNaB4zsWHs0Eh8%206QMPPLBq1aoJEybMnTsXVyC4YRzRpPLy8hNPPHGo6ikc0fxIhIMLGsK9iGoFM76j34IM4xL1Nx+0%20PY7zA+sQAgtaiAlNTSfmq1pHIHwFxowZY8aPxKQh6+H9ZqZooeLhw3ngfqAA07wTGggWjLTSk3Yq%20XCFyYoky2TNjHTDRJcUFlN1OpCOFoaZM0CLh74f3EvIRyQIpG00/Qs0kHO4JNAI0BWIS4NCNZCXk%20lbiTKV/1Bxo/oH5N6KQoiDFVA94OfYKT5cuXk1pOmTIFP4mhJBdoPORinGM0g8qBi0zXD1wT42Wo%20C9NQHot5KxllhtQYFtT6bFGthAOBHsMkAcICXnfs2EFZjEUEIMG98847w9kDYCTJa2LkOJMYB2SY%20mH1AXBsEgdQJ/3rPb70Kk95oWNv05cfE5ZLWTFlMFNai0OvdKY+QC4ifdMA1448aeCJC0edFoz/W%20I6C4Ae0B62QdIbRBAAquC8QhVyUuYO/FGsbbUbmDi8yqwQBDoaXikiDeiZaoq7yQSlBHpvbF9ysH%20FjxFLcpuuEdQLc2wgpeZ9Y8aGkR3cfNg4NH8+fPLysrwRWvWrMFK3rhxI1oFYAWtEGIjGtPZ2QmY%20pqzU3t6Ob8TeQylYOApoLKdm0Wep6I/U+Sf0agR0BbdAMbtwPmPGDLQEwMpRQO8xjRReUEy/o3h0%20qJojisei4pC6fJUhXljY9VPXN5k9x+x+jHpzczOz4WDzxEzFyqFdicuAlF5IHILxaSCJ2jGhlh6Q%20Y1PMURvg+RGLUhyGdpbCwkLSKEqX9K6i+KZROVGLhNVIdQxDzMmDKPTxOgdLFKqnFUIvJouRFTHS%20QqpCM4SGWK3n1ljouGLN9P2aLJSii9BUyDJoYWNjI9owduzYiy+++Iwzzvjud7+7c+dODNbVV1+9%20cOFCIgI6geIbRhmCNl45Pz9fndJIsBjhlCA0Sob+RBamkhSpOpXuxHrehh6eOnUqWrh169bq6mqp%20P0cdzaZqe+hRffYh6Y/EFoH+xczgpq1GJfUQqvvd0KyQOu4Yziczvo0mEQKEglMY9TUGcms7i/Cr%204kQZcEPTvKM+hsaM92kO8jgh/ekJhfoJxBfNNwpRi5IjOZreHGb4vno/I4F9ej8dvZeDuuUahwB1%20A9R/AnfAWuWMouyDLQSdQG97/FpcXAyoAq1jThJKQ9Qio0+o5gciCFSSdLmuB+VPxH3FUM9tiF9U%20Zkn9nrfEdJyAwaH9dMLEjoiXApUDegp9AtqPxuM2XBf16fjt6CvcoKZ7Hx3tGEH2fg6kcHgVa9W6%20hJFklM1WMknelorGUbLMP5m6qGh4/2CfeaQdBydoWHyK+wptnVR4YaFCdps3bx5R7L333gPm0quQ%20TgNCjBW0S4By6v5u1kkgB4xrkwbKG4nG5+XlEVDGjRuHk4yMjEcffZSBn1w4ACO8C5UJ1AmKNUU7%20LDeno/zIalap8YhWjAHlbWuJ/eD0TQdRp8Qi75JhphvrffXQ9WIjCGgMjeIDdrVeeDeU44QDBCVT%20urZ99rOfpZL75ZdfLikpaWtrW7BgQW5uLt0CqKZhLnCSo6HqT7311prn6u0zvB8oc+655zJ7wVln%20nbV8+XKsiGXLll1wwQWzZs26/vrrIdPR5MKwJzVAkwN+LJNk5OGR2lVXMqpOpZeGNNfNclwZinIW%20/k2pp3wbcBUZyo/W7RwSe+XHRVgG2x4zfV8q/akXxg3br/YYwFFUVAQAwrJ86KGHnn76aXCN0tJS%20EI2Ojg6KlnQ+IKVSC01mykpJl0fN+r1Sd1mSjEJPgJLAndNPPx0nkydPBqQCdICnt9122/PPP3/y%20ySezOB1fgeF11M8y3oUUyUL5eLjEoJGVbwSdtW/fPmqIRfZPQwFNzT70CW31kVyGBbAsamClsiBT%20zHkimXtFSYfsumZtxxlug2straTebMPgDMOL1O6JXEJCa46lmJ+fX1xcjPW8atUq/GxpaZk0aRIj%20qIXenbKeOr+atTyViqiVSg8MmJ+ECqATTzwRYiaRpbCwcMKECTU1NYDUF1988Z133qmsrMT1srIy%20+nmJSCD601vUDTuMc2AEaShoZn7rrbfq6uogAzMuwcwfUugv9f6KknnWx9RVAINykrR+vplC2vo5%20h4g7B5cn89CfYxbPkaL2LZXpaqjmM9tX6EJBTwVhDcSfGADQ09Ozdu3ab3zjG7z/F7/4xaJFi2gK%20DIfDNJtS3BMad8nIe8giX6C1alKvvze7QX8duHPNNddIB+bGwPnu3bshyu3atQsvDvHt8ccfF5Oc%20Pmu0UdKf5iO2u40kfkQ82rlzJzkzuaWZ36rZPP4I8N6M4Ax4c4pxvB8Ljgwhz7LW15qFv6beD3qI%20t+AjpAZiA+M5Lgq/eToZgSvRhYf2qczMTGIQjYk8MXy+Ia9JRaWt109bB+Vq/hRWjvnz50sqzwl6%20cuBdWltbs7Oz5SJxit851hSuQKZDJ+BlqU4Sbk1H8ch038NRVVUFciTkNbOweOGqk+L1g7CPDAk/%20SvFRg8K1YY5HH4F+yiw7gv4ekh2p34mcSUW8yiEKyZ5++umnnnoqVuyDDz7Y2NhIUY7cXLAqtSu2%20BkcOgo+b4VHquCZXA7TZ5s2bJwyC9ICnPypz0c2YMaOhoeGuu+564oknNmzYMGXKlDFjxghlNpDr%20o8ejkZcfMqocFOPVDr6anD5mPFYEXmg+qHau07jYmZE19c3qXzlNqeNkWlv1uGq8k6UDk28I3YSe%20IFgXQTm4vJeDMHwojtf8Ir4O3bUH255D0XNrkqUYHmY3G16k/V5IJfT/ZviIqBcCTkR10syZM9ED%2069evxxqGsIPztrY2Jjyy0Ptq8jqqfxWpr8VPC+FIfY/6g3wFuiZQ/MQr0Oon7D8suCQdGBSJ+89Q%20DjZy48aNYEmbN2/Gq1Fhz5dSy6F0dpWMnMWOXPuaWPnWS9QiziMVu7uZZWRAf24RqCm8+PQlaDTz%20bFD6lKHiNYM9uru7mVaRi1adL1X6xB3qMDdxJS8vb9asWVixzzzzDKS53NzcSZMmgao3NzcHAgF6%20SEspxxVJA6WySd1fV4yF+DpOOfUuKP7K7ZxKbvy6dOnSG264Afe/9NJL//M//zN+/Pjy8vIHHnhA%20JGLm/KTrA9MYSEb16Y5EPBKKPZJP9a5rmL1QMvE/Mov5ODg9q+H6F3gkvBPM4uzMnm9GPQarXzR7%20zmBxSkTbizcangHig30vCxARHchXLi4uhtSGfli+fPkHH3zw5ptvjh07Fn/NyMgAVAGVBhVXZIYv%20B7HfkCupzYVUSwN09PKgqJ4SCoUAo0DVU045BaiKV/jOd74D9ldZWQlsgjTHj/Ng8jnutQKVjuJR%20H8CLAscitkudYFCfp9VQZaMp3mDBdyTL5LZ6PiXom1BMMEvWkODRYFFgaFGjtbUVc1ftRDOy/Jgs%209g/NUIoZxZhtEATgzty5c4FBuFhXV/fwww9jbV9wwQX42djYOFR2qAHzsenzVYgCSmytCBhkuV39%205KefEQNx0fj58+eD/C5atAjwtG7dug0bNlx55ZUXX3zxwoULFy9eXFBQwEgaIZMeVqftkYdHzDIj%204sJEHJmhUUYy8XA1NOIYQs+AeSH0OMXtVK15wYiKPJCHSS473AfddrEsu7q6zGq0fjL4kRh3iqX8%20FS/u8/ny8/NLSkqAPs8+++z27dtBkS699FKMb0dHh8X3DqquhMiXZJYnR/+mVCSJiGXhogkANcQj%20MJ20tDTG35ExBYNBDO655547bdq0888/H0Ic0BZXlixZwtS3eEeGvEkD5Sc4VAXxyLKvoRfee+89%20miQ1OfwlI18Ms/g1s6ok+vs1fpVSCnFw3H/U8xubDDarodLvfiwHJQIsPHS+0CCIUOEh0XMZHh+Z%20fkqff4oRIXxTERQCdpCTk8M9Zs+ePVjY+/btw7nIxySlZo+3SKE92OvqgWCb29ra0OCpU6cyG5Rm%20JxZMigmUCV4MWAOElZWV4a+1tbWbN29+6KGH8F41NTXjxo3DDbiZBqXDZ3cbYfyIsjHFY+4k6mWv%207nfrPG2p71cHly9JSG2kEkPoV/YxshI1hrLzzZT0HyPfOYhxNMtvTYsVdxehr2QKPdwzfvz4m2++%20+Y477sDNYBbXXnutNBT5agbrV6EpcyCSGjM7in6GU88twEuDLAz0B0e56KKLfv3rX99///3XXHPN%205MmTS0tLIasyO6harzTkxwiz90sH2tckXTS/3oRvxo8M75RS9n+14FM8TyRtsXgyGkv0W0wTqn/K%20x5V/8Q9N/ykdohvEc8zPDddl379kPMF/4sH9/6y+Wm2lFulEPgGHob+S2iNJlABgokWcVFRUHHvs%20sbiIX+vr6w1JlnU9G2ko8gFoJDh1+h0RxaKZtPwsaA6TGvIdhamkubkZP4FBs2bNuuKKK1j8/ZVX%20XnnppZfeeOONwx3xP5LwiNlFu7u7yY8YCqj2/TH0IdL7JWluVnsb6V2K1GU51FU6TOEyHnU57UnJ%20Hk0kHR6f0+ONJySblOhqbZaSUfzraG7EXWjTvtpGJcWRHZMo3BPBT5tdiiWiyok9EuvFr/hrZ1co%20aUuEerpxEeeSUpIoKQEIEt1dsXAIJ9F4oieZkJIyYsQ7Opt7e+JAHFbswBe1tHZJyX4wImYlYng4%20/oFtyv/b7fFYMhRGGyQL1x4qETjj0YaDI30DliE6RLn1oL9X45qEl0UHMpKLnlZkIsy0nZmZiY+c%20eeaZuMfn87333nvbtm2jrlf4K4nCc5oyUwLQNeVnNbfpXZb0N/ME38hUITjBuAA+8O2QvEhk1DUs%206Gwl9RetEf5WQv2EuZGTkyXJ8yJy5ZVf+L//+82CBQvy8vJuuummX/3qV3/+85+Z7Pjw8eIRoz8i%20cwYeQaylcpGdKA0yPkMfdm+9Xw1Sjkg48Hi7TbI5IjLPd8cT8WQ8VliQl1+YJ0Ujkj3p8XulhD0c%20i2cE0wEgne0dkNzdbnkri0TlJPlul+Li4XDxSzBbnA4nLoZ7wmmBQEdbd0ZGmk2K1dbVZwezMJ0a%20W2o8XncihpUDZAr7fV6nw93c3JWZCbqe6OlJpKd7ozEslVAsGgt1dXo9HkBQV1ub2+cFGMXkieiw%20O21ulwPAaQ0MTU1Nwu5LceZw+4V/BPNqsPKdqGsAuNm7d292djYggAm229vbc3NzCdYDVqkZ1LyV%20TOJORAFuKvW4YVMoY5ZIUeNEYBNahH+imicuq555ANzj93HjxmdlZa1fv37Lli142bS0tEWLFh0+%20V48Rg0foGnR0Y2NjVVUVNWo0beqHPBUJS3+nWbylYTY//ezpv560KyzEZndGZTxyJRQ8KsjPDfq9%202Ixaa2vqamr37qvpDPc43Rmb3t/mwGPisYDf29HeFvCnA3eANb29ISnh2vL+toKCnEikx+Vy467u%20rm5AiddHgT8eCACVZARxOGWv2dbmiNPpbWqudrjsbqff40H/gG3FnC6nLCvGk36fm0U7bA5bR1tr%20upIBuren1y0XaJMam1ptDq/DKb+VLTU8EpEWI0X/NSjqZHYd0ENLOU4Ye1FQUAAYqqurA0C3tLQc%20c8wxuEJpSOOGYmjSHZSe21CZTb8wOmcDCtva2kDrgsEgZC4Mdz8GHQA6yj/udhoJ0SYQitqoUaNG%20gwxu2rSpsrKSMHTJJZcInnVE67Mx6gAjrD0am9XVKQyNMoZjrM7NrHGqlizTX6kdQySjoDMqiSCc%20JWX57MMjyXQWYCXJxB133PHam8uDOcVvrH4nYfMuXLgw1NZcMrrgvt//Jr+gEIJU9f76wqJANNpz%20zLFLsnNznnnm4WBWZmN9S15+djAzKNnAd6LgUz29Ybfb19MDwS/u8jp+8Ytf3P/7f11zzTW/+OX3%20ZXEsKYErNTQ05ObndIeiXr8rIZOvOBiQHJKetGVkZ4U6Oj1+nweUXpmBOXlZaH1HRziY4UuFUBy0%202Wuk+CuZPR8EATDE1ByQiRYvXown5Ofn33777U8//TQQv6Ki4txzzwVa4a80v1gYi61NyWaqd30e%20W0IkTWb8atA0dRSLsKnhc3wwp62hwptoJYTxSZMmffOb3zz11FOFEu3wGT1HEh41NzdDSoeIzsqo%206sxH1koB9Q6jv99wC9L3eGrxtDIegR0lDsQjOfCns9PlsI8aNeqXv/zl5GlzTzhj6Qfbdn3rW9+a%20NWnivf93T0+oQ5IK4r1ScWGB3dlls0U/f/EV3oA/mJUOqT8vLxsQE4v0tna0QvDD1/i8vqRkx3zr%206Iz5HS4sAOBRa2trb6S3q7sjJzhaUoomoykujwstA8Fqa+vKCWZ6fN76+lps4P6M9ITS2O5wyOXx%20Y5p1h2LpgwGjAfU1I1STbX2IQlukh+hkIBQktVWrVm3fvh17wOOPPw4gwMnxxx9PHY3191oAkyYo%20xMwviaZAchaW2EIDIGSpozpUeUui6iTuQk+qTpVNVqduw+nKgV9BAA/rcIwkPAIRhQQL7Kd3D3V4%20Gnu/GR5JA/lnmyWIMONNJnSJeCQpaHkAHnnS0yGXLVmyZMb8BY11rXI1C69XjqgeXfi1q68eUzaq%20vaUpM70In92zc2tp+YQf3vitiGzK6Nq7p3LMqNmyhBYFMOUCmPZV7yspyce0S/dnZWR4JCmMc8A0%20axPmZOXgnvb2nsygN56MOR32uqbW/NysYDBz1959JaOK8gsKmF2soLAQTff6/PgZjsZjAwlfg2JG%20h5sHHZzf46F/L+tW0gOA6Tvwq9/vv/jiiyGybd269d///vdf/vIXzFLQiokTJ2rqMpk9PxW6ZOG/%20wtBCkZgJeETnbI2mggpsTTP0cbwaj4SOjg7q73FkZ2ezCsCRjkesogMuygozWFFU2unj1/QF0TSg%20Y7EL6eMGNHX49IvzwOvy1aSsQdTafeLhsMPrmTFvHokeNtW2zpZ16zZUjCkcP7Fi/ZqXr/v2DYuP%20+Wz5xNJnnrv79KVnLXvsgynTZ1z77TP/+Offb13XWlY+paFhe+HovOt/eFNJScmevdtvv/2uN19b%20Vz5u7H333+bxeLAA3n333ZtuuqmuvuZLV3zr+OMXYmo++dSTv/rdn/xpgS9d+cXPXfDpjZs3ffOb%20/zNn1gxAeVNT0w033PCXvz208u1VHndgdOmYm2/5eUJyO1KDJDPP0mHLj4YKv0CFGK5ESkKjCn7i%20OtAHKLB69eo1a9aACK9du3by5MkH0R6z+khmz6HGmmYy3IyVwnwpksoLj+cK7iSk/iBQqa9On9uE%20uEmc/1xlWHqYtKx8dfiGacTY+2loZEFBOolShrfwJzqIQzIpUnIQD9EcDiXHVSIUkpRgYHAZ1rGI%20hGTVDiCmo63lzt/evXrl6sKi/HBX53vvrX/+P897PK76mv3LXnje7ZAVBL/+ze+wO1VVVZ122mn1%209fU//OEPd+7cuWnTJlqja2pqQCEffPCfL730Er7rmWee+d4Pvn/99ddf9vnP/+lPf3pj5Yrx48cv%20e/65O++8k8V8tlVuf+utt0DZJk+bev/v7n3iiSfAkj4WZdDwlOMMD6qEQItCoRCdcTAPcTJ27Njy%208vKZM2eeccYZGN/9+/c//fTTmzdvPgj/hlRsvpp7hB+ApApPkw7MxilmJhoPytOiHDgRldYPHFmJ%20mk9JKWsqUE/qr4Z0ZPEj8fLCDxv9u2/fvsLCQlE0WV3hz3Bj0ctxal8MPZmSTPxlDaeC+HaNPCg3%202CH7yHl8fvx0uRy9LNfX22tzu+x+P4Qp7DNAE5pg3D6pt7MnJy8PW2tRdtpPfvKTvJKWSG/sD79+%20EwMP1lNaWprpzzzhhBMC6+JPPvMUcCTUE96zZ+/3v3/D5z//mYsv+Uws2YqtGB0CZDnl9Ll/fuAv%20ACy80P3334/ZBnkBQi4WBuSI7337O3l5eZPGj/vOd74jhzgE0hYvWpK0ST//39sllwvd63U5BgQg%20TnGNV6perSbkXOnQ8u1+XPpys+dwtfcZp5X07aw4grEGTtEVgAUaq6ur0cnd3d0YWSbMx23t7e34%20EyaA2E01880sAtwshwlXB74FqMF4Dn4RNdwiYSF+VQgR6FIyFo9kZwcV2TNCGtXdHSLoRCJ4BWci%20DoCTGhuaCwtzJSUTAL6FrtvUVemNa/QEPPR6bcMOj9h9ZMIsZ8R+Z/V3EXcjnLgGTCKjGVENjmjy%20AVhYNCxmhk5ON2BbNo8nEeqORno8wSw1MmLZetICkrMrPTMrOzvh8Xvc/oyGpr2dne0FxUW+zKxI%20POHxunxpcmn5pGJx9/p9+NSOHTuUZkuRsNwtjY2NLF/j87kg5Le3y6lIE9HYo48+OnP2rDPPPHPJ%20osV+vz8vJxcCL1ZRWiANH3/44Ydr6+u2bn5fisvrqjeCZeNIZYz0PhapAMpHnx/+IzuAR1jb6Fjs%20H0uXLkVXv/fee3//+9/PO+88LnWiRm5uLvPGWpjPrKmTYXERcSKSUukTVKl2BWUspCT9PBVh04fN%20EXMJYKQoajuyszMIRphp9KtEs3m/qEEiso4Q/j6Z/Ii9xkqbQv2GE2wsYMXUvWFcGf7HHUAaqCi2%20mh9Z29f0K8cwn4l53iUrIc7ucnl88hCCsLBcXzIZtytxqfv37GtqaW7vtu2vrc4tyQ2kZTq9Dq/f%203Vzf2B3qDaSnNzTV1zU2BALeadNmJG2JjIzACy+8cOXl144uKQ6FQ/TKA5mCkM98z5mZPlCqFStX%20XHrRxWectRQLwC7FN23YuHf37hnTpqT5A709Pc8u+8+PbrjhqmuuufDCC1994/X9+6r9lmCkV5kN%20Nj5LGn72/qH6Xixa4BE6f/bs2RgL/PrHP/7xySefBJ+FcL1gwQJwJRazxZ7B3EPSYOrEmfF3YWLT%20xK+pDfYHPjkZ8PtkDyPZXyFNIUdhFkOPQlpPYpJC+HD1K0mS8UTE5+vLC6p2IFA3g/nIBCh/0vRH%206uIzlM8hdDQ0NBCPROgNE9NoEsWqk9iaXTc8DD9u8RyLi4aRK7FQSFL2kK0bNjzxxBOQ1/bv2XPn%20nXe+9tpbuKOpua2hqaUz1NoRapck94pV7zhcUnXd7j/88f9t3bYzHAk9/tRj6zas9wbS7v397yoq%20Kn7zm99gol9xxRW/+MUvQJRw3tTc9NBDDz377LOYEJC8Ojt7v/71r3/uogtvueWWT519zq/uurur%20o9OWSOLn5o2bIL7htsz0DIfN/sZrr73+2mtgUtV79767dkPqUox1WgU9QxzySTIk+RJsgzzMnkOl%20EnYCVhAaM2bM+PHjcREsaeXKlbSysTojT8zqOB1Ee4TmSKS+NatvLsubiTj+4aSjs0P0JJYYmJFL%20cU+TZJzy9fT0RT4IPZQ647MmxH8I94bhmG+UKCtqNmzdurW5ubmlpWX16tX0RqN9ChQJCKVODGyY%20Jj2VwsQW+kJ13QhN7T2j58jxInaXMxKTnF5fJBJ3Ou293Z2LFh5bUT5GcsrWjWgo3NwWDidtvTF5%206pSPLujt6e4Jd8guiyGn3WnLynZifjXW9kh2W0aGLZ6MdbbFE0nJ5UzGEtHS0jJJDkmrbWxsyc4s%20rW+onTK9GKJZMpoFllRQ7LE7pP17OyZNmurz29s6WndU7R89psQu2RKx3oDf39zYUFiUL6szHM5o%20It5Q35SQkjm5hbFkAsJaRhqYu9NscuFTGAsMBHcC0gFNfQRJVywzxbSHg/X3Pdz8aLBxJEQB4BFo%20L5OTvP/++9h49uzZg90C8vLEiRNPOukkEFjMW7An6o9Sx2uzkG9uzEKrhX1u1apVp556KmhaYWEh%20R01FlBLxRI/DLrvsYhtrbW0PBNIcdhcEjkAgc8KECfgTcAxD0dOThLDn9vS5TIqE7rRrC+Md3fSl%20oavfM3zt/SIPVmVlZVVVFbuAgitZkghckCwr0w5o79eIHob+2frnaKL5BR7ZJYbsasmXLLVHIj2h%20Lm9GZmFRMO5wxpXIklCoNwN0OeBT0dUYRLDC4nwMdG8kjOmbFcT6x8DbFSNjMhaLZGdlZ2flSQln%20bt4EmyRbebKyvFlZE+NSCFMqP6e0sxOkMpKZkTl7dhafqzRUSk8rUxy4ZS/d3vb2sWVlygYQy/A5%20u0Jxn8+R+irVVDf7iOt9DxVOWfgiDuo5Xjns5gAqPWXKlOLi4t/97nfr1q3729/+NmvWrHnz5pWU%20lDQ1NTEs2To1+6CECRFhK4ru0DHKLOC5trb2tdde+9//vW3v3toTlhwPlPT7My6//PIvXvkVxY3G%205vXaenv6bhbl2wBbLL7CJ0AspccT30UUJvmk4ZHa8Qcv3NbWVl1dTTdIsieRGQssiSG1er8hM/2R%20GTkyS0BjoT8yyruk+B/pJEG5SWi8w+51ByWbPdYbjcSTXeFEZqYn4PfgI13dIcU641Re2e3zZciB%20uDaH2+PrjcRcbptDzhkg2R0uwE1nGCDl65fwJYc7FswIdrRFMzJkD714IpoR8KWnu8M98Uhvb7hH%209pDADAOQhbq60wF8yYQcTpKU0hQnt86OjvaO0KiSwjSfQwQTDIhEhvrsVOp9Dzd90FC1BxSVMxYn%20IrIPDAUYBNK0du3axsZGiMnjxo0LhUKyn4dinNGj+YC+2vp822poEyV2ae/TpPHsS8hldxYXFS9d%20uvSxx/4FcIHsD742ceIUtPC4hcdPmVIh1N7hcAIsm+ZCAbv4CQl0586d55xzDgRPSjPkaIfe7cNR%20fySoLPGIWewA4RxvUQmSVjYzvyHJJAmkJouISCEyoEeSnhcYuRrZ4lJ/AxQvSCYBkX+LxoFE8R7I%20505QYZ/blR7w2Jh5RJLSAmnBzKDf58c/RboHdtm6Q539dg1sVQkI/Jhd4DmK5dUuy/82CRtSLIqv%20sGdkuvBrwJ+ekRbs7u4NheSSUICtzEy/PFFkCLLhb/gvGovKZEn5mlhvb3pGxuiSQpscBCxZr0HD%20+GRrWvEJdlDS4xeTRgICMEDYPlmRETLaddddd+KJJ4ITPfTQQ6+//vqaNWtANAaLehb+R3oVhEhs%20pB0dKU5kwW5XVFAcjyabGlry8/IK8vMXL5q/o3Lrnr3bIe/HYjJzd3kkr09RVsgJaiJSPJKQleDS%207sqtv73nzlVvrwlF4vL8jfbIabyGaKyHo70/MzNTDe30v2I+UP7KCJ309HScsH/N/IbUUpVhdT0N%20D9I/SqQ0MVMhaQOR7A4mPOrp7sKLyPrLZNzp8tjc8sbi8MutdSnZRbzs+wNSfMjD7/NSU2hP86er%20fpUy0zNU7XVkpAf7tixPOp/D6/gXSFOVIZMkv8/54S9JyeX1E/Dk4ZdzjxzQDAsvdqb1YckjgB11%20Cpo6LgMa9c3qm2tSx6SYfGP46JvoiwQAwoSk0prkHVsm2NC0adPq6uo++OCDPXv21NfXM+ltTU0N%20RB6wkqKiIiAUNl38ymRvFsZ+za9ut5s5mKiKxsLJz88nP+JFIbLJNMeNXpD7Odobl6dNxNHV2l2/%20p25H1Za3V6y69LJPTZpcsmLVy1/72rclB7bI/J/fcvNJx8954dmnbr3ph5d+4cp97fEtmzZWFAae%20feLpYFnF3obWp//6f8lI6Ktfu2nbjl1+e/yf/3goKztX6JuEHJd6flv7MMQjjq7a3A65lA6QXAwi%20kWgqTtKGdp9B3S+Z55PUX6fJT258Mh6N9MSivaquFv/6wEGT3CMVO9GB6Rw/PBcETfmX1Kep67uS%201P6LH3io88+pP864AaonbKrwPEPqZJ1f/IjiU7m5ueT7BQUF2J+qqqoARpzJ9F1k0iKcY8cd0O9Z%20b3uhg6LYGPBAbhXMxqcN55RsvZFwR2eby+5sa2odM6o04Eq/5cc/ueuOO885a8mPf3T9uPIxj/zj%20b1OmT7n77rur99f+4MYfAc2yMjMaamrvv+++lta2otElJx1/XH7QMXvuMbf+8vaerq7LLr2ouzt8%207+/uu+SSSy677LKWlhYGppgFWo08fiSpfKAZIJKXl0dvI1ou6AkpFGmGYnbq9dfU+3bq9dokc39L%20SfGfog8nLVAWm95g9/DU7VBmKVMO7mDNZVGYlGBkrZQ1/NPHpf/+uPRTACDM3ksvvXTHjh033njj%20gw8+CFEOYt3VV19Njo8pTZUooKS9vd06O7W+r4SFixMYT8bz5XxYra1SfxyJugc8bh/+YYaGw81N%20TQ2FxQXXfuubp5x+guQBq4+2NDf+8rY7HI605154q7mpoaykuKs7lJOXn5UTPGb+ot/f/0eXQ+qt%20+eCqr393zJgx48YW735vxYYNG6ctKn7m30+tXfH6ypUrGxoa6IolvnRQltPhHk+LvgaJLS0tBd4D%20eumCRF5KV309/9fXhzGT1w69XpvhdRal4FyhabypqWnt2rWp2MUl87SBGj9yvXOD4blZxIbaLilZ%205ntSy7MsXCFk5INmNKnrv4dbHMlg21NcXNzc3Ixdqqys7Lrrrnv22Wchst13330AKXTp7NmzcQNZ%20P5axz+cb7PcyVYhYBQCCYDCIlYL1IlyoNeDe0xP2et0FRYXhiBzINnPmTMntqtn9QXFZSXZOwfIV%20K199deX+mrZ0v6+3J5SW5oc4Wd/YBobc0tyMxbjp/a3+gMfrdrnsUne4p7a+w7F164w5x+I4bsEx%20It+TKDQwqKTGw9Q/W80FgPcQiSF1U0xj1/O1NXXyzNaVmXP9IdZrM7zOdMvC1oC5gmlRW1uLfVLf%20TrPgOENHKmFASf1mySS7oN6VweI5PMHuzSKlghaJE0O9xoD818KfW9Jl7Bz+PMjsaGxsRL+BB2GL%20AgbNmzdvxgw5v8KyZctwXXZAKy9nKSHh5WsN4vpfhf8RdeqMjmSaeVE2VQUKNjmgP2lraWmW61zG%20IpVV2zOyfMVjy3u7O5pamkHccnNHf/+Ht/z3hdcgkLS0tO3bX9sbl3z+tIL8HNnq3xt1ejzbt23Z%20smUH3mvuMTNcwaIvf/FKrz0Ri4Rk9ztlu2I0n2SplDRQww3DfLWUegTV3LlzJ8uiootpJRUKMxpW%20DXU6kmU9Nc2eeRD12syuE4Co3SQeRZRD4Ig6bbv+p3CxVZ87+g+LrO/6i4Zp4cVjRWyB+uEO8wMv%20JcLuWDDnEJOWaiDPkJl+BPG3g33+YOvEgfJgDmDqso7m6NGjsbnW1NSsWbOGngGzZs3KzMwUhbzM%202IRF4kCqL4RjMH6lynzOnDkCj5gBQnk4loC9u73rz3/+y/I334QI3tLaMmPW9Jy8PEiMGZmZTz35%209MaN75eMGrO/pmZf9Z5Fx83fumXz+vfW9sQSi048zet2+5y2+sbm9yt3T5ww/uSTTxhbOvapZ5//%201+OPP/PUkwG/d/78BQwwVgcepz5etuGpQVQc2N1UWzzxxBOQvfF66GKKQiKTv9q9IsXSMRb+2QOa%20VA3FH811DAZmHrPksEYoOQWbapYgWTJPuav5iGF+Xo2xT+1TLmiz/rrhc8w6gfURqdHDO0aVgxGk%20FvzUGl/0/qtSyv7cZjdYxEUPFR4NSh7k0KPfOCUg74AKAYy+8pWvsETaN7/5zeOOO66goICbq9rZ%20xfB7NRshn4/dAo+SI66VHXHjxo0Au6uuugpcSSgQFLdGh5RU5Cmbfd/e6rzsPIzptm1bpkyfKiVi%20oVCXy+tJxKXqmprsrPxgVlZDQ4vDLuXmBkPtbY1NTWPGTcRoO2zRWG+kKyYrInKDASmZaOsIu7y+%20aDjkdjvpi6R23bZwyxwx+iPR6dhYAPa7du1ivjvxYnxnUT7Uwjiq95M0lCks7jf7rOF18jVSPOqz%202ULqCPSgY5jyXY0vejxSB3CrtS1qLwe1/lhcV/s0qPMcCIYlDRQ3I1y3CENcaYOtJ35EZQKQsyb0%209hI16HaE7aq4uPjCCy+sq6t77733QP9LSkqwb+FOC8ppNj/VKbQ530QIumEMcyQSdcup3G0lY8bI%202dej0SnTpysGWps/LSjZpEiid1z5BNzZUFcPlKQB2OXzl44br+Qnccv+bg5nprfPFTueiAcz09va%20O4PBDHXxeqFlH9l4xL6jRA2sbWlpqa6upp6P9lFWPWL8Wnt7u9rEphZY9PYyydJvSGh8NOtQZJDR%20LBJ1zQb1MzEnMBKgcrgBzRYWXEOU0e/n6n3PkMeph1YvgWps7er8pPoMXpqJbqZZF7/SuEYNPU0N%20fDuLevOG42uB+4ZakkHxr8HW7z7cqEcNA0aNkWuM+8NxzjnnYDLfd999Tz755P79+3/84x8Dkgju%20mPlZWVn0s2Nv4H4zE63QA3CrYOlKJtKlqY7+0xQ4FH8lL53NsHPa7FJnqDPoyYknEw4lpj8RS0pJ%20BROSiewguBUG2g4Ycro8ScnmdcuCpz8QAEu2JeOSvGqSdoeru7MrM93HSauOJ5VUZSlTDHAbjvps%20IaxhTjNFZnNzM0eICdLl9Pi9vTgHaRIL/sPMsP0Wd8kyD4lm57Hm4Yab0oBa8IOw+wxo6tbYxaSB%208pkK/mKhBbcw5w3YFZJJvpGDCM5KpZZ0KvxrRBy5ublo87x589avX19VVbV8+fKKiorZs2dzTw0p%20h5wNPSeHYbq0oGuSRrBLsQqYU4n1juQMWTo5WtVdjnB3yO6QPLKfbTKYFUwkYw6nMyY7W8sqREWm%20SyixlZAcnZHeqMfrw+9d4YjbFgsEfICocCSa7rXjcZFowu1w4GlK7GZSU+9H7F7021S3XwyWRr4Z%20vvZ+NhR9XVZWhpcB4+hWDlol6PHF3Ub4WagnpUVpsFTyExuaotUX1fu/WlBSV24YlN+TRQoBzdoz%20bI9ZHigz/Y5mHlgU2Blae7l1SRJDuXhAuTsVvBtueZfGjRuH2TtnzhzgCIQACG7YeufOnUt7HCa8%208HLEjKJfC6cHiw6JCc90C/iskCcqKyuDwSDxTqekk5mRz+uXHHJd9c6u9rQ0iFodWcEcJ3m0qGMc%2063W6ATMxCHcAoJ6o5PO5nUl7LBptDktZGZ5Id7vb73d63UlZZ481KHvbuX1em2oXZCOputJrdQ1H%20ZNjZ14TqV1iFIPXMmDFjzJgxlIb4hhgV6v8It9RoYIDBrfDytHBZ5MNOXVsxoNlOTx8G+74H4aNs%20Vg0l9cPaNGbxTIsoNo3GSjLy2zZb1UMVZz9U+ukh5PuGR0dHB1kSl+6OHTsaGhpwsaCggFQiEAhg%20jIAvIryeuwu9UimRsfYXi3RChmhra2ttbcWv+fn5RUVFZUryBpHTlsXX7ElbPJoIhTtx5nDZHHa7%20F/QnIVdtF2AUj/TY7QnJKe9kzS0dDleawyX/sau50Z8WAAaBSimpjRM9cWdPbzzZ0+VyO0OhMJhU%20f5mdBMUUrmJD/ZEhqR+O8prGljllyhS+D+Rh9H5NTQ16nEEx9N7WTy+hVDLj86nYlTT7sJmYZmYv%20k1Lzw7TOn2uWeUufz8CMB5nxtQH9SA3zOuo1O3p3IbXeXbL0tzarc2cdsjsgn/pY+M5B7LtgNOA1%20X/7yl0tLS3/wgx9UV1fv3r17+vTpo0ePZjUdwXyphOLBysyCIpFbUWLApwBw2LlLSkpkVbTqBT8s%20bp6QHG57midTskW3VVb+5/nnTj/trKmTZ4VCCb/XHumR3E7JAWxyAp6i+3fveuWtdd1R94RpsxfP%20m0rvAcBMd1jy23skJ+Q8EG2HJxmQkrEVK1a0dYTOWnoGXRwMHWsG7PZh6g/J1SLqGdBmiXHC+NXW%201m7ZsmX//v2Q3VgaQbiB4qA3AEM0BgxHMPRvlFLwMDSzuxtCmJqP6MHLTG9tlhplwKbqW2sR15KK%20LkkvQhrilJkrYyoilYU+7nD7Q35c/CsrKwvIsm/fvszMzIqKik9/+tM4B7IsW7aMPkqMQGAi/a6u%20Ls430ScYPloV8Kn6+vqMjIzi4mLcDBjiMlGyISfVk63Pw76lK5ibhg8nnfF31665887bbZKrvKzC%207fRBmHPTaObAf7FIW/M/H33krnv/1tQRn7v4lCcee6Q4LRDr7Y15nXK2roRTSsb7JLxEYtcH2+67%20777X31y5o/IDhr6rOZHGF8mqG4ehClAfEwzowa/CVIQBqFUOoBJ2FUYn4qB3jBCzDdfngPmzDXFk%20QHxJkR/pP2KGRxZOUtb6aTM9UWr1dQ0ingzjVAa0cw3WL8zsUQP6SaboQjlYf6Whwh2z652dnaNG%20jWpsbMTqZSm3NWvW3Hvvve3t7ZdddllOTs748ePBdCDBsXAIFcMMduNBBzeWKsFDpk2bRumPPkdA%20MSGpfVj5Bi8bl81rDQ31eYXZXeGWN5YvnzN3YX7OqJ6wFPBIkbDkcSosxdZduXHVF7705QnTF33j%20uzcnPBkzK4r8CTmfdoPk7WjrmZCT7GiojWaUuf229GiP5Ijvq27s6OopGzuGIgsNgjynq6fGTXfE%204JEaVulYodnSOYcwDDt37gRHBVqBtWJoIcdBhKaeW8hx+vltwTv0k1vgjuGiMhP6UuRHhrEs+uVq%20eF2PF4bX1duUGddL5X3Nrg8Wkiww1AKPBsUHRwQecbywiaanp2PqAkpaW1vBg7797W9jJTPb2eWX%20Xw54wnzGdYYNer3eQCCQphw4xxXM88LCQsz/sWPHghPhsxTopH5HxAPwyGYPdYT96b5IJOr0JBqb%2096ZnZMSiru7ORGdHJC8nr6muxud15mRl+ILutauWnXbmZybNXvLam2+0h5M+h61p904sLe+oMfmZ%20Xm/7/paG5szSGZ29iX2Vb00oHdXQFM/JLQ5mp8XiCbxLc3MzVi7ei3lXwCHQKpdyuJUDf9X3/bCO%20pxVrSSNhCcpaVFREU2hNTQ3GDG/eqhzYXugYRrdJLid1HnJ1JQbcyfJYhoZtQ24v7Gv6tH6izWaa%20ET14iRgOSZUuTh0FotbBq2eY3hSovy78MNUPNEQ3jb1PpIgXNSTEQ8xMk5oBGpR90Ax3DiKey8JP%20QjJJ2aEvPCP6TYMg6n1FPdAijlQDjho7rzrfEyceJjDmLZO9MlnSihUrmF2HMVK4DXIAPog/YfTB%20mDCxgUHgRPgrrrNoMyawMDer64sc2JMxf6asGIr2RBvrG377u1/cffdf77v3d35v3ve/d9PoMQUl%20JZkvvfzC16/57m233/rYE09GbNKWXbX3/b/HrvvK+Y/87cFbbr0/r6QkONb5859cN9btOfv0s3ul%20kvJp4zfuef6k449b85/tTintX88/6c/033jjjXivPXv2LFy48O67716/fsOZZ54JWXLWrFmrVq36%204x//uHTpaTKHCse8PueIwSPrfYbaIuwPGAPIzKyARCZMM5yYItxYuG+Ii8xMznpSDMgy3HgNpSfJ%20PH+oWfy9CABWr2qxcdF0Iv4qAmL03MfM5m12Xe2NJjJGsU/0YXQaqyKtOfyVznWGnooWuGBhT0jd%20Tj8o/6MU9UcaKNSjJ9FB+NYy3QqD6YWzuwha4mE4XRnMpc5cLDpBySPsZiZ4rF7MW5xkZ2dzQ9q1%20axd2VpqSJ02ahNtoccOXglJhPrO2BZCI05uBGoY7wQEvHg/bHK5AeiCQMba4qAA3pQcy5s5akJGe%20Dlnscxedv37DOyveWhWPJq/40hf/9vgTZ1xw8fnnffatV/9z+603X//9P1721bMv+/pFd9/1s4d/%20/fuC/PzX12z/yte+fP5XjikuyNv00u2tdZ1Ou+u22375yCP/QON37NixaNGiSZMmf+Mb14wdWwbx%20ZcmSE0444cS5c49hY7xe50jiRxZaT1r9OUj4NTMzk9YKsEQMHvYQYDNQCaSJiakowdJXlb4CYn2q%20623qmT/3SbWLk7XEodYHqRFN7cWv1zdzChIX+F6iECZDcw15h95FU39d7XeuTkYjykKIfAkCp9Rt%20EzilLmGokQcN84sPlV9SKnE/Fn6qhpxX3Ut6fwseWE4cCx54TVqX6HaozhfIPtRkjxbP1LveiOmE%20PwGGMGMhr4Hp0M/o/PPPb2trw69VVVWgEhMmTIDIg0UMckS+z7EjlklKAjYzdZtxfzqckVDIafPZ%20PX2B+G1tLUr2ELmM6PTpM7FkOnwdbe0tGRlBt8u77f0tebn2v77yygc79j///LInX1j23+ceW3Bi%20Raiz8/glS7Zse2HBwvnjF6b5na6iogft0Y7NylFaWoqWhMNhtBNvcd5555WUlDQ0NOBFysrKPB53%20KBT1+10jwL6W+s7G7Us4jFGHDR4bDAbpcY8NB5CM8Ua/9CoHU/Nxz8HBPQ1ESZ2QQQMZ6ngLayQy%20Ez3081L9OsBTEZImKIkm1kwtHWj0OGL+aeqsiOuauDm1/GWIBZrnGCqz1FpJZsnQC9TWPMiaNx0O%20+5fZ9+oHi1cwkag/pmCld0cU8jWpk5gnFkZu9TfiycyahikKCMAEhjgD6GlpaQGnwMOXLVu2Zs0a%20juycOXNY24OJUtWDpffLHXBbdzhcNtksJqddz8+XYx6CwQz8ik0drxKNxjOD6XISpb0foGFdne34%20ArfXl5Zmz84JXnHVVXf+7rrO5qr2jq6Ork67S54D6c60nnhXS1tbc1trWVkp4yh8Pg9rcKDlIHHo%20JTxz3LhxPp8TS0HJ2YRJmHB77CMYjzQpsSVVmhUuMJrhsMhnzpwJ9AFRAirR+oZzbEcYb/4EZhGY%201MTBLJ5+QH2ERn+sRy51XI/am5yipXRgjRN9hJ1m5Wi04IbFmgS9Ui8DtZpDyIbqZCZq+UWdEVi9%20DPRWEkM3BckynjZFv6Sh9T/S513SJ7TkCaaHOmyYH+EVmrc4ppTEAS7Y9gwZmcjMp84ILMI7KGph%20uWL7BAPCAp4+ffqxxx6LpXvMMcdce+21zz//PL79uOOOW7p0qYiFUo+pugNTkVXjkZjD45OSjs62%20lh1VO5tb4us3risrm9rY3ODYkXxz+QqH01Vds7++sa6+obG1JVY4Jrr67W0XXvS5l1565c033/jU%20Zy9oCtWGO6rnnXb2iy+/UtsMftdol4qaGpqbWppr2xo6u7s+//nLvv3tb//lL38F2oIKXXXVV4Fq%20b721HG+6deuW8ePHZ2T4lR06OQL8IQcLSUIP7ff7eZ1LCzsJ8J4l8XhgBgDuAVKVlZXr16/fvXs3%205pzgwIbx9wymM7P9GepHxVzR3E+5UpOQSIMLXOTWujNNPOqAqKRBEIEjApio0dfglLpJQl2iTsst%20HRg0Y1ifLkWXpUH5JR2i/tGwLpZmmxFYTJ0ALUFMd4MpVFtbi1mELY11bjDNaGHIVIpHGc4HM1qN%20J2NWEInwMy0tjTppxooDgLCnAo9wZfXq1RB51HPPbKoY8ia1WQ/0x+G2KztTpLxs4jlnnwxeVt9Q%20e+y8Y8Bodu3ct3jxkmBm/saN6zdtWX3R585p6Upra21efOyMH990071/ePb+P/6+uNz1rW9c0RXu%20GTt+wpQZY9EPja3NddUNJ5x0YkdLpKGx7sorP19fX//qq6+inXfcccfZZ5+xcuUatJ9VBkCXiEdY%20WYE0z0iy95t1sUhOyHXFPHhiB+OOJFaLYNroOEwpzIB9+/Zt27YNP8GYSJvxE9ikEWp4ANT1GdQ0%20tj/JJAutmtdQrhF7rIh0SU9PV290Ai/YfnX6NP1+noo9Xry+5r3U4KLO3k/CqHEupSZFvAubpNhr%207ew3aZD5pA6ff0Aqdn0z1wF1EYS8vDzma2d8Bl4Ts4UuuOKBRCtScqUIlaS3YwpTF3uMnUbLN/+E%20K5hjTFYrhD5q6+67776XXnoJ3465+qMf/QjUafLkyfg6VvqiYtEQd8wFt4QcK4ut1OGSbPF4VBYd%20vJ6sRMxlV8oSd3eGAml+pXxoor5ue0FRaU/MB2bcULurCFt70he3SQmspHhzwOGNdcednhw5VYCj%20IynF7NEsfCyWkJxuuWISrYeBgKe3N+52YwJLra2dWVnp/dYkOdNTWrp3pOKROouK2L449izP0FdY%20yjLZCj/FGUbzP6Q5MG1MNQy53t6k/lWdLFHo0fUrQRPHLA7xjYA/En5eaWtrI+GnGotIJ/RiQpkq%20qMpg/Y/4KC4tHqzMhfbrM1IKHpQ48FCb/5j1RbiQQMSQBp/cLnXcObjnGPIjCxdN9bziK4NEc6So%2046chDDeAcWdnZ4NTUDkiUMkwRacZtyU7EHpx9R5DHbDIvN7Y2IjxOuecc8A4LrvssiuuuGLq1KlC%20dhaZMDT+CgPs7BGIAkmbHMcflQPzky4pbotFbU6FNwFf2lvaMnPSJFtPe3u3x18gVzK19col/9rt%20aRmO3liXzyX19nZ7PcFotydpl9y+7ki0x+3IkZJyJiWbQ4Ickp7u6/f87DvHBHe7QdCw52ENygVS%20o7G4nE5gJMprGr8+tTpDFDPQ3Gb2EK4lZgjAVKN7O+2yahDRq8/VS477m9D+CsgQfpjkHVR2Mj2g%20mO5Cj4ArEBtxAljEhGtqasIH8/Pzc3NzMREBVXgyzqnzFrsiVeMiSzGXBIGY9BBtIO9Dz+AKzpkv%20lTneydQgXygFIz2EcvxKpwd6xPC78BNtYA0F4f7OqodZyoHno+Xc3hneTNWvGCNqWCRV2LCgrkIH%20z9Wu5miSqtSqyNWtNjJyEPXZCyRVpXmNPk7DZ8UJU8QKmyZDVdFj2J8aGhqY0RECFBqJcRk7dqzo%20eXwEnaaee6nIjOLb1R9UIwjfi8ZifIWcS7++HgLdpk2b0LZ3331XTr+vOLUwzYihwtFSpQ9u5pFs%20UZkrATkkucC75LQ7Hf3xtJKUmRNUbnBkZmbjoqL6lilTRoYD9/pdaDlYVRo+6/IzYMTuxpnycbvs%202y2lZ3wYVSrOqbp2uRV1qouOOI4Rrz8aQoCjAI8Zj+UElnRAeesDIUyv5+YmJhaPRgEkFqFYaWol%20sUZeo5cKK3ARKViGmA4KwBEqd+xyKLZX8CauIiFOMhElSRY1HazwRTTkZ3GDsOszISGlM5zgdQgo%20XJncvXEzi4KxarmY9/wUK8Tjs6xlKMxPQuHCCE9BwYgvQk/HhwgNsXqHVyOL6GS1/kso5vX+pdwn%209EBAENekfKA9Qe11Qe6ME7w4cw9hOBjSwdHB9kAnaRITEQ59KKnEDbdMyvhUTlVUVLz++usbNmwA%20PBGJOG0IaoML2UuKmn/AMlf/pURfWUD+1Zbov6IY4mSkki/ZbbzXDtSJy5WVbQ6WEU04lb8D66RD%20jE4+4vBIXSmA1lPMM8w/8HDDcoxqu5hGJFEvIfFMIUhqVKSitLeGhZWWlnLVYU1iVbOIE9VhgEga%20gzEFyVkwO8GbsOSYJJNFcggcLOpLXZhYZtzJMblZwZkH1hKuE7+ELkz4smOK0yuCnyXoiJzljJ9C%20O6lJoWJFcAq1yR/P4dqmbYFdTaQjPAmJT2CBWlmmRg0NM1VnmyIwaapXitz4gqzRF8YsZ7lmHPl1%20J510EskgPX3YRVQVUUATXmySZbKtwR4UwYhKHALIhp/5zGfQ4c8991x1dTU6/PTTT1+wYAFzZmuk%20wpQ9QgXi4F9UDtq32Qk8qr86CVI2hR8lBZzJqJNI2hxx5a+KG5tNLoxsFxh2CGaHI6fCup7PH1b3%20qCF5FKUkrCVAEouUkKe0tLTs3buXKVCpdGBKCvIaoA/LE0GkKikpoVGZGlO6gx5EC9WqU6GQorAj%20zknoCFW1tbVoFWMJ2duUhgi1POeWgCYJainEXoEswh9VnbdbzVXFdWE109xJgBszZoz6KwRfo3yt%20hkjCAVpF/qh3jj+s85NhT0IxpAap66+//t///ndlZeWSJUseeOCBcePGSTpv+AG0SEnBgMIK4lAH%202tvHlZJOibjqiCrJIT19V+xSLwAIdExSwnGVJ0Qcfeij+NrIlCrusMcVxnUoHXTE8SN1njb1mOk1%20R5Iu/khfG06vGtDUoZcGqpvI9mimEX4l+nBSYs1kZ2fzfiaHB0siV8Jq57IXkiBuLi4uhqwBAAJp%20Ah6pxRyuVe786qQu4lyortXWSepWKSfyNlIeqT/gTjyHuirgEXgfToCYVFrhJ8+BlSw1zBpWOFjt%20niipNmMLO4CwnArfS4IgMZc8RdSeZqsozBLsKKiKEk9qfyuRLYyuQIL1MF8NA4wEveXb8fl618eh%20kteE/pFp2CjwoiX46gsvvHDSpEnf+ta3Nm3aVFdXBzzC0NOt96D4UbKPDdn6fz1Amkv206WEfKPN%20nuj7FOU1+S9xUfpdIU1JR5/g5ziE1z/i+JHe0nFw+RWH3JvBOge22P+FSZj6aXoqMPCSqQ6wuwIL%20hH5BWJe5JvUOe2YJ1QZssPAPMCNT0f5DgCYWOb1Vmd++o6NDpCHWmPMEOgsFGTuBPsosuES4IWqo%208UjYAYUyS4QE6Z3shZUglRoY+vxWh1urQAdxgBT6ECNeU1Pzs5/97O233164cOHZZ5+NzWb+/Pki%200kCzlxjzo4SCOPYu5dc05U16FZEN/MjDbCSSg1f8MvTIFY4SIZszKbOpmHxDzAnI6XXKDMotkyiF%20S+GyG39OuCT7UTw6eFQy9BiSdKk/9J/SB0BIRlVV9fZv/dId8Ab19KJbuZrMS6rMEljhOGEGHGss%20VpcJEephpjpW63TE5KbGWq2Z1jyTCmzhNqUJlxOrhVXb1C2HBAqiR8OfSOsjvgjAKhyyKN/h7ag1%20Iz8S4Ci4lWE5Tw1uquu4aMaRB4tQa2pJDar085C4thgqmP75z39ee+21APG8vDyIbyI1mNovzwyP%20kn3ymoJHUppCiPrxSFLwSPoQj2wyHsWAPh/iEaZJ3Ale1OMiHiVkIa4fjyJSzDNoPBrJ8SJDi0GG%20bnUDRySae/dJB+Z7S5GmGU4+w7gqZt7i4icAUR0m7PHqQDyRd9nsmervVUtJhu48jO/XN56hW8K6%20b6ZHEzYykRCDH6SsxBqTIsBVxDnjV1aOEhSSEfY89N7hav2gBgoNB1HS5YdRD5yaAIrwQ8NOMBvE%20gztouBDOHHw48BpdRPcxVhxR+80bvpq13qJP+LJJ/Tro/u5SX7H1iW/2vrv7z2zy/w41ltj40EMV%20Wo9ofvTJw1kz9BxW7VQjLK1jOFgrUdKVS6D9Xu8XrsfH4fm+QwhSwplr5cqV3/nOd1avXp2VlfWb%203/zm8ssvpyKJFfHUGi5jkc1GFbSgIypbW59GSdjX5EJsuJ+mNIfQH9lkk1pcgSRbv1opORT2NefR%20lXz0+LgO4e6I85ycHL1qj9RALURrvAGOnEMdfjBr1qwvfOELkFtBjm6//XacAI+WLl2KE6qc5FAM%20M5ndpl/49gPJkeYKkUglW/V5case0X/l0CniUTw6enycFElkofxoVDMj/aBHFbjhwoULqd5++OGH%20X375ZeDUKaecIkRLawXicD6O4tHR42OgRepzNQMyvNkwn+yR1mnCT5L9MHXq1Ly8PMDQjh07Hnnk%20ESVoPuOWW24BVHV0dAiyOfLmxlH90SeGdIwIfYqZP8GAStkUUx19sqFK75bx4IMPXnHFFZJicNiy%20ZUtpaemIfsGj/Ojo8bGRo0HdcARyIs3BOBg6IjC0COfTp0//7Gc/O27cuH/84x+VlZXopYKCAiZX%20OsqPjh5H+dGgG2xWL1d9mzVdOhJgixGOdHTQ/Gn//v2jRo3673//CyGOKZtH8HZ1FI+O4tHH1WC9%20j5Uh7qQi3x0JeCQ8qgBMdEOndR9/ikQidOwSiVlGqH3gKB4dPY4egzto5BICEVcQ/RKdTmd7ezt9%20VsUNTKUgKUmLGJFv7SWkThFB30jr1LRqLDbMAzUguKd+w1E8OnocPYYpYaG3tAid6+7uVtf/YKIi%20qb/WljrKLJV6c8AsnJP1tLa2Zv1/9q4EPKryXP9nn30mk5UsJCQkgKAEkQREIRDUAAKRPVrUVo16%20hRbrAuqlWFGvLdX6WHrV26fS0gqCUApCyyKEsAlVgmEPSVhCTEhmMpn17Mv9/3NgDCqYtNb2es/L%20PCEzc+acyTz537zf93/f+yUkdP+NxdvfesRHcX+7f6G2MvnIhIme0dCXG4njJgdQHMHHIU8Zjo5w%208WdmZhpUEg+4gsGgYbZ9tfNzHGd4lnZHsBj9wEa/seGjYHRW5+fn94iP4v4QXyg6/aZ8C7oJc3/N%20hIkeID71zzCEiTeaGfOLINHExUVSUhJc1dFo1OAjwz4YTStzOq99fiMxZCgjY+xa3ITky4jTYldv%200q9pGbkKH/07RG2mPjJhogeIdykbXgWGk7/RxuH3+yEHGYeFw2H4lMEphmud0RtsMMu1O/iNlxj2%20j19LEFdzqvk78kddhyT3dP64yUcmTPwLYJBLVyeWmpqa/fv39+7dG3LNbbfdFs/dQLbasmULvNvW%201jZo0KCRI0fGTwJVT5xrvgAY8cVHufl8vurqanjFSZMmXe34rsYDXQ3t/g4++nr7JDNeM2Hi3wpG%20utpINkOOgPRRW1u7adOmrVu3pqenv/baaxMmTDCGI2zbts3ovC8pKYEU0zUnfTVygTDIyBBQLS0t%20Cxcu7OjoSE5OLi0tvXa89pWR1/+9j9f8DTNhovuIsbzNZrnsdqK63c6K2TNvGjokEgofOlxz4MCB%20WbNmIBnFx5rP1jM0ieHu+x/4j1kzp6DZHIoKVDTfBacIo2/+q4Cc84PRmMftyu+T0ycrk41yMPLT%20TT0uuaXBE6iY4eyhKor2BR30d0dY1zZW/naAm79hJkx0d8UCQNsskBUkWdVUGSgS0CQLQ+CqPLV8%20ssftXP3eysa6U/DBC40ns1Pc/fpkBTs5hfJIKPiKwEgI/ms8cTTqvwiPEbloOBI8c66xqfk8K0SD%20IZ8o8X5/NBTV/CwbEmJWEqQ67f42v8vukYVop78JxPwqG2sLgKjhHKtKBIF9pSFk1wGiXQO6a3FB%20t317TT4yYeJfDyhRQhFJQVEbZBZkaw8UWQiHwsHAqFG33HDDDTC2grGbHI00nD6ZnZ5qpSjc7lJw%20huNhIOZsv9A0Y9LEuY88NHv6tIPVu2gr8+ijj7744ouT7yq329wbNq6HXPDKKz+fXH7X9UNunP/4%2046oi+C+2uqwuK20NBgPjxo7q3ze7IC/3uUUvswIIxyQC/66ZtJh8ZMJED+ByonwNy4o8xyGvexxn%20HA5jRtuUKVMkSdmyZUswGDTGhUYiEYogw6FOiwUEg+HKykrIaZs3b66oqPjJ84slXnzix0/N/dF8%20gqCGDx82YvjIJ594evXq1ffdd9+iRYvy8vLC4TA8SXJycozntmzfVlRUVFtbO3369JUr/1hTc84Y%20sfedk6AmTJjoHlRNE/QbL0iqImkqryks29Hy4eb1gfbWc2cb83JzUrzuV19c3HHupOJrnDB6BOno%20tfxP1ZymHfzbYTdDjSkqXPL0D0tHFDppsGbVCnjCZxb9J8DAhzu3a5o46taRXk9GiNfCmtbOhpVI%20+4zSMQ7M/dHew/Caiti67p2lIwsHZebdumzFDgm9H/hF+S59wqY+MmGiB4jG0P46jRLVl9aONcGb%20ld2HFUSrzTFt+sxgJLzhg41utxt3udv9Plnm4bFA09PPGCrOTktLe/LJJ6GMunV0yfbtO/7wh3fn%20zZs/dsy4gwcO4hgaNXz8yAlcH8SGJh057BqOJXi9NYdrKisfYWN8374Fzc3NxlZdIOA34zUTJv7/%20wmFH8VokEpNEY8qP3NTQUFVVdfjwYafTOXnyZEXRBl4/OBSN7ttRlZiY6Pa4Gs/UdXSEe2enl5WV%20dQR8w4YXFxWPCEfZ+vrGJ554KhAIjh8/8YONG/3+wJx77pEladmyZbs/+mjP3urGhrOn6xowjDh3%20runPf9743nsbWIEPRyJA4IGiRqJcojfxO/bxEs8//7z5S2bCRPdT2mjZYDiUSPBeyO/bu2/fylXv%207TvwcWpaekFBP5qmH3v0EUngf/2rX9WfPc8DSlKUYKB92JDr59w/58DePWvXrdu+Y8cto8ZYHa6z%20TZ+RJHXyxImdO3feM2v2HeMnNF9o+fTokQttn2VmpPbPzDz0cY0nJbPguv5JKS5f2/n25gt3Tp7B%204QltHf6Z5WNlMUYQ9D820ePfC2Z9tgkT3U62AhDiFJuV0BtGZJkNUzQFKDocDLkSUto6AkmJXhhx%20tF9sSU1NBLIASEbAmI6IkOJkSKDykU6LXZ+FqeEAbbpJtJWB64+L8U6HBWiqEOUYm10hwPlAIMPr%20YVQBCABQ1igHGJtIESJQRSAwLGXXSEAqKgkgH1m/S1WEZrxmwkQPQFGEYgxSxADFMEDPIrk8XlGU%20ExO9hoDyJCSilUVQiiCJiuZxou5WQRBQ+Y+soEpInISahmYYQVDhYw5IRqomxCKM3Yq0jgLSvF40%20ClbTxFgUPgI1EE5cJh3k6o+okcCuaP4IBoPx7zmO6/qIoijGI9dGNBrtevdqIzCvAWPKsclHJkx8%20W3xEAgrXy6Lh2kMlSBhQMbjiKZpUNSSgNFRYSAosB3mHsDAMcakQm4GwOwFq78DZaEQQJLj4aAYP%20h7lYjAO4xthtqKdVUDs7ES9AAQQ5j/agvLVeZnTlFFmjW02PbYyNf7fbbTgfAT0XDvStc6OvJe4Q%20EA6Hr/GjwUjTmM1peKd8uROlK4zDjCsa84TB5WYak49MmPgWYza9+hmDaw/ykQajLMFQSRwnCrI+%20TRonNEghCuQnjONVXgA8L0GFIsRiCge5A7c5XARBxZcgQ5NoDCwMxsJhnMbdLod+HY0LhmFkB2UK%20BoM98KWR37otpSSKcYtxo8Aa3jWUTkJCguFmCy8t6tl3l8t11byY7ngZH4f3tb0jRv13fHCewYNm%20vGbCxLcKlr2yChGuSIsFqSSoLyy0oQ80HFisdgAjLAy3W3ArA6wWymq1M3aHomEiGg2iESTOCbKg%20AKfDSqF2Nsg/Mm2lEA+pih60KVaPB0oikkbkpKIh1lo8cw2VEQ5fgmGU7moC2aStrU3QAYnJ4XC0%20traCywN+odL52qY2Q2R9wQDAYLGr8dcXuCkurEw+MmHiW4LdzhjrVoYLWF9+Ks93BgJoWeKX9JMo%20qSzPiRwX8HeiRIwIoiEhFmEhqdA2O7zhyLFEj/70fg9B5GQhBjAFhoKawNIwxtNN++FT/uZmngO8%20aOzr4Sg2BMb8FUMjgWgkYrwxp9MJ1VDcKqRXr17gsqu3QUng8jmvpnfAZa/bOCtd29cNHinLsnG8%20IZT+caMSc3/NhIkexGowLFE1QGoqjukN95K0Z+/+1evWX+wIJ6WmjykdN3bs2AQH4hkMhWB4mAMW%20G6AMZQODGqikMEhYMk7TkgxVEnxYxWSegmeMhXZV7d76130/mDsvZ0CBAgQbL7795m/rL3A5A/r9%204KGpFIhRigwwuwhIFUowTYYxIgyzcOISazQ3N7/xxhsxHQsXLuzs7CwuLjYWOCSOrzWNjNvFxb/p%207sdylZlUpj4yYeKfDkGQPxcCult2TU3Nuvff9/v9KSkpdjsFeYiX5ObmC1W7qqdPn7l8+bpAQNBz%203bi+4lB2Bq5dWUMiCQc4RaINM1kRLra1/PGPKw4ePCjIEgEIGAzabLZXf/mLFStWfPVqxTBc1zWQ%20QaD2ee2112CYVlpaOm3atCVLlixdutSwu4237F8jywOPPHToUNe00bX3144dOwavZQRoxrjgbySF%20ZPKRCRM9hLGRBhS+0wc0afStIyZOHA+Fz7ARI4qHD4ECSBQ0K0lmJicLkdDk8vJRo8d4EhkoiwQ+%20CjAVUhFGMQRQKUXA9fqAzlBEEgTakXB3xfdOna6/9745FpJiYxwgyBkzZ9MUkZmRhpJFUBRhaHsO%20N0yS0MYdgd4MSnYrkXDwd8t/67Bbp04tH192+4Txd3gT3HabReBZ9I5VKKbUr/ISUfWbXLXzw7/8%20ZVNzc9NVyEECRkpdZyoNyOvWbtq/71BLa5P+FMAxw5dSVXQJady0y7fuw/RjM2GiJyGbAhwo6ywD%20IWZxMSDShpOMz98CCM2ZnByWUTWAh8GAIjcf+wSLhUpKSm36NJED+6obT9Zef1ORq/dAh80Savjk%20TMNpR+9BVlfSmRPH+6QnDenb+8iRI7QrLXK+5aaiwnBHZPWmDywWm8dtA2LUgoFAgOXZ2KZNW7xJ%20GTAqTPQyLCvbbJTEsVYLw0bC+bl9fvP2b2SBv//++6eVT+nbJycU6Dh8+DBkioyMjEAg0N4R6Deg%20ML9vTqAzvG/v7lCoIyU58Y6y27Zt++uP589NTElOTvKOLhnLsiLACJvVCRXQxPGl55vO1B7dFw6L%206SlDx5QWKlj0F798/b9e/i1UYaLWNmvGXbjmXbF8rYaHS0pL0rJyYxKAn1C8PAHKSRtDYp/T37Vk%20kNkvYsJET4AhLsLhn38uCGgVMARGM3v27d+z9+Dg4SOLbi6y4kCOibQmXjheO2v23Wu27v7hUw//%209c+bH7xvttOCf/xp7a9+vzo3v2+g/pOKmQ83+fwKYXnwe/c21NWNHTnyhZ/+9LGnFsyYVaGpWPmU%20cpblg8HQruqdNw4ZPGH8na2tbbMr7hEl6cPtW7Zu2Tx79kyKQikhgsRVSVRkOS01taG+buvWHSvf%20/QNNUVOn3gUfXPLCCz/5ySKapvbv37dgwbMZmbnFNxeXT7nr/bVr7FamqmpHfm72mTP1mzZv9LW1%20Dx8xMhyOVlY+8v7aP51vbnl16av9CwY8u/DxlWve8XcEnvvPV/vkXJddYF+zZtXRw50sJ+XlO/Ly%20c6ZNfvDkyfpQ8LNXfvGzfoNvTsvqReK6XZyCtBxF4vjnLS3apQ/xGrkoEyZMdNNvRFY1kYf/SRrr%2016QWTbqgqe0//NH3AYm/9D/LAxqyCpEVTZN4+dyxbAs+/e7KD/Yc6TfwhnG3FnO+xoqZkwDpOtJ8%20sfn47jwvuO+Byu0fHbW4U0tGjtYEbsnj80iAr31/w8svLcUAvW1r1amTjclJ6WV3TIqE+Ul3Tk1K%207KXI2q6qfQmelGefWRwJRVsvNGmqqIks+qqK69esvK3kFo+dgYHP/MceDne0Pff0j50Wcs27v3/n%207V/D+O33K1adqDs3cNCQ/IL+e/dU1xw6EA21Bzuai4Zed3vpLaIQ1TQlLS3d5U7asGn7zp37Tx6r%20X/veu+cv1Bz8eGefrKKp5Q9dDNbt/ttmgshevny7qkVefeO51KTsXR9+rKlSZnbaXfdWnmpn4VmC%20itYpaDFZkzVNEOXLH6ESN0hR9ZvpN2LCxD+mkIxFA7UJL6LQQ8OcDhfaJtPUcExlOSQK5HA0FI5Y%20HHafzxcMBhVRSk9Pt3i9BQUFyXl5jQ1nfe0dNE2yLAuDqaSklEAoyLa32+12AsPadAwYMAC+JCEh%20wef35ebmtrS0HD16tKioyOcLCIJA0/Tp06f37Nkzd+7caVOmLF68uPbQoeO1teXTp69fv/7NN98c%20dlPhW2+9jRxLrFYYMcViMZ7nozEWnrmgIHvZsmXt7e0zZ86EESJFUVEd8JyiKMKXZGVl9e/ff+DA%20gSUlI/oP6FtcXNwZCD3//AtnLzRmZqUnuVNOnqgjSVyW5ebW5t2792CYBk8uCwJ8n7t27ezw+fUk%20N2BoYOS4u5/qNvNHJkz0LF6TZY1k9M17ggYYqXK8sd1ms1oT7Kgy0ufrPPG3/XaVVSFrWdCgbEHg%20eJRXBpAOfI2NvXv37mdxS5Ii8KIxMzIzMd2WmgwFgtvtJklISuDEyeMtLZ8NGFCAoU60zoyMdHg7%20depkaqq3X7+C9va2Pn1y8vLyXn/99XA4aLPZ4GVeeumlOXPmjLjlltkVd39yqMbn7xBESVZUGNBB%20EmUsVpImjUkE2dnZTU1NS3/2UmVlpc1Cjx07VpZRfbYkSbwQVFXV43bCE8LgqvlCy+Pz5/cdkPnA%20Aw9Uf/iMJKH6crc7QRCikILTe2WMHj1m49qX4XsjGQaSZv+C6xw21DNMYYAAQJRFAGPFS60nqslH%20Jkx8g1yENrZgxIF27gkSEAzQlD17D+zffwA+u3njBgtjC1xsPbxvTy+XpWzUCBlgZ8+e9Xpcw4qG%20Vm374HfLft128SIgiPPnzw+6LsnhcB0/eWLV6jXB9vag23b04IGjx2o7g53wJVC5rF69+q233qqq%20qoKiqb6+HmqiefPmPfPMM4sW/RS+fNSoUZAgCvrnQUrLzM6CVz/66aeNjY2rVq3avn075Cl4zIIF%20CyD7DBkyJDU1dePGjQDVW8uNjQ1Hj556+83/Hjz4ekiODofT5fJYLBbIgwcPfrx167bsnNy6ujpF%20rauvr8vKSPL7/dXV1a3+HE1jeIE9depUIBwkcNLldv/y9aU5eer4solrhu34+dJX+hWkuRyuRx+u%207JOTTFxOZmN6jQOGCjy7Vbpt5rNNmOgBFBXQFI7p2+9ozXHiqYaGjlC0bMpUuErbLrYHO/xuG3Pn%20+DuKhhZ2RtjMguvKJowvG3uLncFlnjvVcP4zFjzySGWfTG9uRoYns19Ccq/CwhvGjb41M82bmOgd%20VDisd07ulCkT8/LyjVbVkpKSzMzMG2+8sbCwMDExMRAIQIZ67LHHCgsHodJKniMp1HnrsNluv/12%20eBikMxjZlZWVVVRUWB2OpMREqHcIgoABYOm4cfkFA4bcOJQiiYaGegyoDz30YOnYMQ63Z3jxcBjZ%209c7O7ptfkJiYPPSmYaNLxngTXA67vTPgu37wwNzcgvLJFRwfKxoxaPiwm1NTcr3exJIxN/Xrm184%20uPjMmbOKwk2cPOnOydMtNGEkrgm9w1ZTNRypRu1KYv/Sd8Zdsz7bhInuQxA1hkJ/7TUhimkyYBiU%20KcEoERC6Jy1aYDRajjIK6OBRtEUEwAlkle3Egfz404tff/v9v+yqGj80C5AYj3mDEkiwAAaVfrOo%20iw23KopR5IimBjAMbXwfjfIOh0UUUXOs223nedliIWE0RtO4xLGUxRILh+3xdlkUSxJXPKKhZjeW%205UjaQVCXMmCRYMjlcaJ+OUnged7udBu5MVXF4f+o/FzScE0lKU1ROVnBGNKhITsDgRM5QvPQNMAx%20CQC5tTmcnp6qyhxOw8+BlFFvHVBkYCGNCSyo9OnK1n9cM/nIhIlvAJq+hvQeDFT0h+kl1oBQAKl1%20TYJoKqoNxAkBw8OsmGzDgcZvWPHOs0t+3kln3fu9u19Z8H14BpHwCDp/IZNHhUNBDW69+qjIr0SP%20WlhxvXryUv0PcghAXbpdznDp0p8fhhk/KabotZekzkeSHoehnxLH0IeAaUYnioySa4CMlxhdDtnA%20pVpK1BSMm3xkwsQ/iY+0y3wEly1ah8aThMFHGpqGxAM8woouXGBoDYhcS2ugg8zolepKIqLwAJF0%20IQNIABjERwI6Z0/5yOCUb4ePNMS5KuIgXM8LAaOJD9OoOB9BXlYun5/48lWuPH/8mDj+V4ABADJI%20Iv4y47TVAAAAAElFTkSuQmCC" height="250" width="389" overflow="visible"> </image>
              </svg>
            </div>
          </div>
          <div class="fig"><span class="labelfig">FIGURA 3.&nbsp; </span><span class="textfig">Esquema general de un biodigestor tubular o de bolsa de polietileno (<span class="tooltip"><a href="#B16">Frederiks, 2011</a><span class="tooltip-content">Frederiks,
            B. (2011). Biogas bag installation manual for small bag-type plug flow 
            digesters. FACT Foundation, Eindhoven, Netherlands. <i>Accessed October</i>, <i>2</i>, 2011. Dostupné z: <a href="http://www.fact-foundation.com/" target="xrefwindow">http://www.fact-foundation.com</a> </span></span>).</span></div>
        </article>
        <article class="section"><a id="id0xddeb00"><!-- named anchor --></a>
          <h4>Biodigestor híbrido cubano</h4>
          &nbsp;<a href="#content" class="boton_1">⌅</a>
          <p>Los biodigestores híbridos, también conocidos y patentados como biodigestor híbrido cubano (<span class="tooltip"><a href="#f4">Figura 4</a></span>),
            han sido difundidos en Cuba a escala doméstica e industrial con 
            resultados satisfactorios. Al igual que los de tipo chino consisten en 
            un sistema cerrado, construido usualmente de mampostería y bajo el nivel
            de la tierra. Estos biodigestores poseen una tapa fija, que a 
            diferencia de los de tipo chino, tiene una forma plana. Como todos los 
            demás, poseen una entrada para alimentar el sustrato y una salida de 
            digestato que a escala doméstica actúa como tanque de compensación. Para
            garantizar la hermeticidad de estos biodigestores y evitar salideros de
            gas se coloca un sello de agua en la parte superior de su tapa que 
            forma un estanque que puede ser utilizado para la acuicultura o para 
            otros usos (<span class="tooltip"><a href="#B22">Hermida, 2014</a><span class="tooltip-content">Hermida, O. (2014). <i>Huella energética de las producciones pecuarias</i>. CITECNA.</span></span>).
            Debido a la forma plana de sus estructuras, su construcción no requiere
            de excesivo trabajo o de una rigurosa supervisión de especialistas.</p>
          <div id="f4" class="fig">
            <div class="zoom">
              <svg xml:space="preserve" enable-background="new 0 0 500 229.76" viewBox="0 0 500 229.76" height="229.76px" width="500px" y="0px" x="0px"  version="1.1">
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y5YtJ510%20Ei2vq6vTg+JQqPays9V67xX49vFyct9he2z9CmWCGbNt7bRha9uV6WqMLsGRBQN2ADTc7MmCNXv4%20t8K3BsWCBi5+cl/f2JCXWzR2wvji4nSwgDwwC7QuckL4x3/8x01bty1YuPD111cNGzbsU5d9Bp73%209DPP4ifi9qCKI+vqG8q7dOW+vFOXfv0HwjyyEwwYOOjoCeOzIqfUkeOPvuDTl5143PFvrHnjC3//%20uY4dO+bn5o0cPgwRnvZU79pVWFQ0evzR1/3bd+uqa+jR+EmTRk84uqy05Otf//rw4cMb69JevR06%20dABheXfo0KEwrUBncfv2eq2u3bA+1bhq2vTHP/WpT1199dX//M//XFBQQD0jRozo2bNneXk58ErJ%20CRMmHHPMMfFd6qDOVwjNULBwS8vgj5wBW+OgHGdgM3+9zRdi79tPm39r2xW/YLt+8pOfgERf+cpX%20QBWYVgThLl26HH/88cHXKtCMALrXeoAY1QiuvWYn2aZUdlZelyO6lZeWRMSXSPu3NjbU1tTkFxU1%201NZmJXNzksm6utSmzZu7HtEV9M3JaqjatrVdaWlDbV1VdU1pWTn8YHYyp6GOVR3FmNbsykk05RUW%20NONDVjKVDpBtykpX34SonJvMFSGaGiMwDyFkYFBWTiIn0ZhoDjWo3llNhbnJbN11oy0h3dM1q1be%20e++9cKaf+NQnU43Zd/zuTgbkq1/9anV1NTuQrlr2FIYaCC4rK8ssUP8fvPZXqA9MbotX2hjYNr61%207dr7hYgdQIGVU1NTA8rAzY0aNWq/kEIdQmJ3CGwzKKvUC9q9xsaa2l1F+XkAK5iUTKNqXWEyGTnU%20JpvhKZmIIsSykgWFpQXF1JCbl0cN+QU527ZtL0WuL0pHT8GHpuE1K6umurqgsHDrtq2lpaXZCYA6%20l5aEMH/q3FW1s6i4GJgH84HWuvqmnNys6pq0A5ncdFb0XV9JNdbD6vbo3XvgwIFLliz5/e9/37nT%20EWPGjBkyZEhBdCUiDTWjRCO5yY+uRBQlHBfSDyomGrarplXN8gFg+v5iIkMU13i4xYbdt+1qw9a2%20q+WlA5bqUZeKAVcATZql2y3dG4LFGm5NJ9CaGWfr1h0FxUV5OdkNjXXZqQQwZ9QTPGBpeXlhVjai%20fYcO5SGoqbq6pjDNk7Jis1NNiYamppzsrIbGdPh/YbsSkL+gANQtrq+rqa7aWdiunelROpaWhQVP%20VXSqffv2zQx1uzSbCa7KqDVlN3Pi4lF9fWNebo73EUo29+LMs86aPHlydV3thvVbhh41LB5zJbAm%20Ivc1eFgglTGxQAD0g3c5/mH30ij3V2JcUA5kqKQFfPtrG7C2YWvblZEmIlwwPwtQ5a8hF4kLKSyt%20eJaWFms+KBBUDkSls8rKSlKRW3V2Tl42gnvExVZu2QKw7ty+vbJqZ3mnTrm5OWVlHVJpgM7Jyy0K%20nFF9Qyo7Ny+S6xO19U15uVmp7OTGjZu7dC6HmU03iT80JaimfYcOiSiLVWlaPM/q0KED7acNjal0%20/peIT6OD9btqa0pKSurqU+nYs6hD9LoplQ0gItoXFRUFJo3XOnTsmFO1o1u3Xk2JJnYCBySe7Kqs%20rCyemyaM5EG94nORiIUgHwCext0DgsNAa11w0zVgJOT0abvasLXtavXq2LEjLF51dLneWGZ10ZWI%20DFzipsxRBtkzYK5Or2HpRolRGlm4ucnsRqppqMvLz+9Q3jGRysotKOzeoZRX0/qEdFasnMbGiK1s%20aszOgWXOzkk26xPgdPNzs3buqi0uyu/cuRzOEfG8qalB0ARYmyJGOwLWxPr16dQqct+5Ufs3b95a%20Xl6Wdl7Iz6WV23dVdezQPuKpK8H0rEihAbDyM9VYn4/gn8ytq63Oy4NR7lBbWx05lsGNZgfBv7Jy%20Bz87dCjRoMSnCwry3oHOB1En0AhXHmlymvhHH+GdO3Ysjfj0IFJk7zu2OrkaqdLxcnvH1vT+yLDD%20qkMDbF2y50ozbYtoXwe97fpAXeCFbvPKuaYRcI2FZabbgIkE91edl5OdQOg2R2o6WVR+oVwsUvru%20+7Q+gTK8kMyJ8rzkNPPLWc1FE3k56Z8lRfnZ0UP1njnJvN1/z87KTisKvDdnVTKtxs3Lisp3Ki/L%202l0bPwFWf+0YAWtQaKS9xwqKrCS0LXIny47AJc3tplXITYkO7Uv45z09BVj5a1FRvsUOqkogkdX4%200txZX/7K5aeffvqPbrzpV//923+56uoZM2bxp/qG2qYE+00K5KVhu3Y2qvBmftk4QxXeByGDX7ds%202XL55Zf/7Gc/EzHdOaCEaLrtUdqhFl7/6qv/5cILL1y5cuX69Rujmqtle625qqrKG6mIvWrbtm3h%20eZQZMn1t377dG777fjKtt2Fr2/WOq3H3FcIEDomBIjuxb1/I2uPfX3NlxX7ucwv3a/EfbKSAx6w/%209ZSTx48fz5SddNLJV1555RVXfLlv375pz+Jkct26dXPnvdQh0pDU1tTv2FG39q2NcNOFhYVg6MKF%20C8E77oE8phgIBuYU9kePHn3aaadt3bqVHmzdUlldXWumCD9a31APe/rW2tXdunWbNWvGmjVru3bt%20vGN7GljXrl0vWFPY7XnNmjU8gbmmhtLS0ihTT7oeJQOukpKS+fPnb9iwAZmJXqxevTpD/oo2nUDb%209bd6GQMaXCbDfdvIxAC5aX8KH/T5oj3FxcXr169fvnw54DV27NjyTu03bdpw809/DGBR4Nhjlq1f%20t/mF2fMSWfCwW0790IkXX3zxfffd98ADD8CEn3/++fwKut1www3Lli275JJLRowY8fDDD/fr12/I%20kCE/+tHN3Hft1vnyy780bty4+vranGTamPnv//7vK1asAK9h3gHH2tr6m2+++amnn5g0adLFF18E%20quqeQZlrr70WoH/ttdcqKiouu+yyZ555ZsaMGaDt17/+9TPOOOO6665bsGBB+/btacbUqVN5pUeP%20Hu8PemvjW9uud1zGUImwcVGxbWTeiZjZewfPrLCssg8BsEYfzKquTbvlFhQUIJs/+eSTiPywfcwj%208AffCvt50kknHXnkkb+763df+MIXjj76aEAQpAMQBw8eDJg+9NBDr7766t/93d8NHTr0O9/5Tp8+%20fUBqqlqyZAngS+Gf/vSn8Kf/9E//pJ5k48aNf/nLX/7rv/7rggsuGDhwIB+CL77ppptmz57N67Nm%20zbrzzjvhUmFLd+zYwfPnnnvuS1/6Uq9eveBYwesxY8YMGzZs7ty5NBVAp35a/ulPf7pLly4qB/Rp%20a8PWtuv9dqWN6Y2NIVdL/DiWtuv/4FVdU12YH7mddex43nnnfe1rX+vd+whAatOmTb/4xS8WLVp0%207733Al67du0aMngIPOY555wDnoKGhYWFcJe6GQDHzHjfvn0//OEPjxo1CpCFkWTSX3rpJcgAtO3U%20qdPatWtffvllqu3aJR0TXF5ePnLkyH7RtXXr1unTpz/yyCP33HNP9+7dTXtGk4Dvnj17lpWVwT6D%20tpTnr2+99Vbnzp35NE3iCXzrK6+8csstt8CuUueWLVvcJ9p0Am3X++0KLgHB+b8NW/fgRVJ750uy%209lr44LIv0Sk1KfhQ2ElYSODs5ZcXp5rqe/ToeuKJJwKLwOWA/kPGjJ7AJMJIvvzystGjR7/++uum%20mu3atSsTDXSuWbPmwQcfPPPMM7kHkUFSMBG8Li0tBU9hJGFd4T3LyjrwuWQy+eabb66PLpCRmoHs%20xYuWwBQPGjSoU6eOAGVlZSWsK3APsMIaX3rppZQBOm+88cbx48f3798ftAVnJ0+ezFc++9nP8sq/%20/du/cU+ngGa+24atbdf7UCcQvFMDJ9s2Mu8EzezWIfWQXpXbK5evWLZ8+XJQFfn67rvvhrs87vhJ%20l156yXe/dz1TCXh96EMf2rWzDhy8//77Z8+egQBeUVEBC+mZPcAofO7vf//7a6+9FgS84oorgDb2%201xUrVlx22WVzX3qFn8nc7G9+85ugbW1tNQRy/vnnv/jii8j7W7dUHnHEEYsXLz7++ONnzpj9u9/9%20bsSIEZMnTwQiNaDNmDED5he8hqWFUR07diyoCljTMDhlXnz22Werq6snTpw4depUyq9cuRL2+X0A%20rIm2fAJtV4sLur/11ltZWl/4whcg8aeeeuqPf/wjDMs//MM/IFGqhI2nSmpjaQ/r1ZBINC5fuax6%20V0PfPgNnz5o7YMAA+MGhwyqyshrXrlvNPMI89uje95677//0pz73m9/+6phjxh/RvTPQxkTDUTLF%20hdHFPMJUwr0eddRRzDJsKcwpvGR9XdMbb7xRVFzQq1ePyJ83uXHT+s6dOlftrALQyzt2hgYKCtrB%20q27ZvH3tujWA9dixoxOR2pQa/ju6wF+IZ/78+T/60Y/GjRsHi10UXcXFxVu3bgXc+/XrV15e7ivv%20GyfZQ8q3Gp9ziIOO4+vfGKHg8W5s3wfT2zmoU0P35U91hmcVsUjkXtPepockNP7AKGpPlUVtbS1T%20zCoFLNq3b69bLr1DIg6Rr0qduvdr0fY5vTbKqEWmFZa9ERAhECudbSCV8r66emdhYbG1hfQCoIZJ%20W4KEG+o02CEEF+zcudOEL4LLu/aaBgdjI1f/vv2j2Nzk1KmT+bV37yMiVjoHZKyqqirtUEo7YWaH%20Dx/OzwsuOFtGu1N0xav1gAnvwehmgMhJVFQM8JWIDFIAK/ftituNGD4irvfo2LF9x/L2tbX1Do40%20w4APHjzYauF2AW74WWDUKaO/PaKr+VtR39836zF5aNZwYvdZyi5gJvuQZbJokaQnvmDiOZ4/aPxX%20CwpOJ1eN7FdChp72lglZB/82GLkoYQpdALBU3hloBHqarhuOrHfv3oKdRIhMamIEXkGyDkmwACYg%20Uvg2ZNZU35s3b6Uq/eq3b99GJTzcsaOSd4VRnsASdunSxa/7LQbWJRCIMMCoycjdDzKsIwrEo+Mi%20gG61fJTKIKlgzkc/+clPTp40tXefnodk/HNlP2nwpEmTOnfuzETQ8p49e5rsMZ4M6H28xA5FvHNw%20RDejBOPeWmK693aOw3nOcZzda3bnuHrxA3IFoT4cH6B7QGVlpVgTqD8VXX8TnVIwWrRoUffu3UU0%20g39gDwObqaka0Fm9enVFRfogQh5KKoCjBCPG2WvTYA8aNMg9BkgtL09zozDFfEJGeFvllujYwfQJ%20iWIfwFq1o6amdldk/EkEDJVj5Ub/eVlmynt2zrvOV1zmixZRMgNXEamCs3bu2llcVDpoUL9BA/sd%20AtWwQ+c2wM/AlgY8pdkhM877O/HrodAJxFdpnHYPwRzHV12g0ZCKIp496IOprotvMOYHAIwU6Byx%20MFD/x9sf9omZM2feeuutQBuoN3Xq1KOPPjqRDhZaq1j6zDPP3HbbbfCtPP/e97534YUXXnrppQHa%201AwwAtQTZcRuDx/685//fNq0addcc81pp52WFn6bEpWVOzuUFssUb926GfRMD112TtXOqnbFvALm%20pv/Url0B/xoaU6KMlSvO50ZX2NLin24tBUF84dBaSoYcMXu9QPBUU32kDE0fhE7zohf59eDia9Cu%20mMhGFtvz0xRbPzhauIPeycCxhvR0h17GlGMNe35gyt7Oz/SBvxgcGShWrOdHya6Gofs/2OYWyhwb%20/N3vfnfIkCEgJt1B/JddBVh37NjBPZCK4P+nP/2pW7du5eXlTz31lIufhxSApeKnNpbNmzcrzsPn%20Ll68+LXXXougLfuttzYomCdip1S1a1dctXOHYBepcWs2bty8ffuuNWvW80r6mK9IPcoN7C0N2wok%20b95s3gZj7b0yJySkvDevvvrqmjVr0hJhqjGz6Aakpv+lZUcZjqyDT0jN2QPckl3+QRkimcWZrTa+%209b1Rejrch8anJxwyulfTWVD+fjCVrXtOTZidTp06wa+pHPyb64unW1955ZV0BJ7U/Ez333//3Xff%20TafOPvvsM844g5tevXrxc/Xq1R/60Id48Qc/+MHChQvbtWvHX08//fREFAKPJHvDDTe8/vrrGzdu%20pOYRI0ZUV1f/4he3LF60ZPjwESNHjjju+ImMUHmnsnnz515//fX8ddiwYd//9/9YsWLVddd9tyC/%20aOHCRWPGjB5y5OAZM5475phjoPn77rvvqquu4uaee+4BYvr27fulL31JP3m517ihtTX5b0d0lZWV%20sSs0NNa05gIGg5yX22zSoG1pN9imRDJ5iCZCXYfHUvCzRSyAp85k1i+38a37xBAx0OzSW7ZsCRva%20IRhTVatx7ECSgl9Yv349pPkBh9QW20/8oUyrOBVXm/ytdOfrX//6ueeey09wc8OGDStWrAD4PBzw%201ltvXbVqFescSqBkpCFN/OEPf7jrrrt4BRn/+9//PiwqHQdYYWnvvPPO8ePHX3DBBew3SLVwuw88%208MApp5y6fPny3/zmN1u3VgaYGDHiqC5dOt10000P/vnBW265ZcaMGR//+McrKyuh+iOPPHLlypWM%20YZcuXebNm8dHu3btys9p06bdfvvtgLhrofnMm4w8By2vqqqCGaepbA9pzijnXfStabKvrQmTfGjE%20RdoZZ1xk7UPqwni8X5tO4K+9IIg33nhj6dKlZsQ5ZH2Lpw1mamkGEE9L4ESCePUBR9h3JK6OfjUu%20i10wnNLxN8HAhuObEMyvu+46sA/84uaRRx4BXh9//HHmHVRK7D5thS2ERU5hqGLRokUf+chHhgwZ%20Mn/+fGqANvgTb61du3bq1Klwo1GEfmp+dM2YNXP9hk27amq0d+cmk+UdSzuVl/Htnj2O6BKdGguq%207qyu7t2nX68+vcF0GGTQvHfv3rAXujH06dNn0qRJHpmjhkEuL0Osp0Y5SJeOlJeXw5JHE5TdMpBh%209xXpOrIaGhsK8guLiooYnuqaVHo17C+xZ2WIN3tn4FlWM7/s0tO4EtSscR8JL9oftCttOoEDvJhm%20yBpUZf8P7pNpieadrsK6rbTIf66OxpLBDTDulmh5za8KVt4n3uktqKEGomfB8Ong2XeQgEPzhcju%20wR7xfnm6shz94RKLJHdVNHH/X+GJNkfJjWrl90N+6/hudHiVZXue4ezBMwjyJnZ6+eWXaXNpaSlI%20hLwP+8lzCAx4ggwgoS3RNXz48Pbt28+ePXvTpk2dO3em73ScLiN0M03A7vbt2/nVsPpkbm6/AYNO%20OvWM/v16RWrMnFR9zUN/fOBHP/zBxz52Qd2unevXrj3tQx96c/W6+/73fyefMPXLV3zhrdVvUiGV%20UxXN4OaOO+6gbUA21EsDPGycqhCnKBmcbQF9HqrD9XAqNa00slu3buG0mGgEBLI0utXW1uflefZi%20ZPvKaVbgZuckCoveE1LPzsyWxQ+naLHEWvCq72+FQHoEvvWtbx3UD4gjIBr0wZYOJppoGajVE0W6%20caF6brPABG1FyeTfoauF/nRh0QeTFRLkVq3/KnFAYapqYZHkW7yuByIr56AeZBTcD9w53B52Zxd+%20m7AOo/09PjIBK2khww53xuwce+yxPH/rrbdYz8DTmDFjWvCwh1esC77J8Y0hETnq02YEc2jjoosu%20Ov7445luhHT6ZWEEc7oJASD+I1zDsVLgD3/4w8KFCz/zmc+cdNJJzg60Cg7OmTMHYQsEHD169JQp%20U2DxX5w7j493LOvQuVPHosL86l1VixcvXLV8eXFhYU1t3bjxRy9YuOiJJ58uKCzesHHz3PnzTzv1%205PXr102fPh2qhvwYRgj4pZde4qP8Onbs2H79+nlAGQUMW7BHEHDAKXdBJoI/DRw4EMClsCjMrqeX%20h71LJlkL4UCd9yTJbWvcbNt1uPlWA3vSx2OkUirg3aU9FIRfIXp1fOzqUEwIDZKwQMlwZBNvBQ8V%203bw9NV7LoyyYzK/sbXzV2YxDkF8nGNaDGVQ8Cm43cUj1OPvDqxBwQ6LN4CntgUcDelQjxtHTA0Tt%20i3KfrPfhcrQI+vQg9+jJ9LnPfW7z5s0A5dChQz1xAMTs37+/+Z6RV/7lX/4FVhTuD46VV/r27fvV%20r34VvpUnAwYMUNah+5DQ9ddfD7YOGjSIMQGFeffKK69cuHhZeedOncs7SktFJSUfv/DvEPCZx00b%20twwYNPi/f30rw8iHt2zdtGb1G2xUl19++RlnnFFRUYE43717dzaqE088ESpFmDvyyCOtR3EhqGUc%20W4UGlwm89oIFCyZOTIfq85DPmZHPaTIYjJKSU9vZKh8IbBVQ0mfK7z4mhE0b6odS4S94CLWxmZs2%20IgBNiBdMHxVXVxdAyto0RKStn4WFvqIDoxaDoDTYE1sP9qGbiT1CEtxFPJg6sfv0EXrE0uXeATmM%20rF/8JCtVY0H9Gs8uyJO86GDroORxa0wcVtfgFo63YlAiMseZ+CN4qvKr1MLDwYMHq6hBxlffx358%20zDHHJCJ7ukKVMVqwlrKxohVsZpcunQBWhmR3n9NkWdShfUWHYdz07NUnKye3U+fOQyoqOnfp1r17%20T2gS8u4SXYkoDaBUAcGny/fsqSjDXmUorQQTPywncAMrVqxgRVCb9MPzEL9LNz27G4Sl2XziMG7Y%20bdehw1a5VIV9fl23bh28wPLly+fOnQu2nnrqqXr8wUQYr2UsdvMpFJFSyU3YewqwALTwehiniwem%20I5E+2KfSF1vI2lJqgOaDfQU9r11m5WjNYDGwfhAwVe3ByCjcHZaJV1XtphU/CIt7nTFb+K4ZaB8G%20UEc6VcaHR5kVWUvi7pPhubMv4gQ9pkpkWw4wKYC74al8h9mEkOiysnZQ5TNZTJwqpr3w/kjfTelT%20YOsiHRcjeMoppwwfPrqJR7n5Q4YMyksmjJ2FXfCEbfhNUFvjgbtXXnQlYt5LNEybBNNBs82rApOb%20iB0zpfS2atWqjRs3AuJ0kJs1a9ZQydFHHy3P3na9n7E1eLPqmA2tIJqBpE8//XS3bt2++MUvqs73%20dMx20aWeVOMsa8OtW9UBr8vryZlGBtAmqJZ3qU2zL9Qpz7unNvDQ6AdbGHn4FT4d2ZMW0gB2F9aJ%20e0Zid2z4YeRbw6+0xNjQIJDGNZstnLHiPOxhsxXsTVsNPUghAquZK0RJ6LAFQwdphUQqvmXGewUL%20+wst+SEQdufO6qLiwoYU+2VjU6oBok7mZOXm5abPJSz0sMIsZvmII3rUN1CmAWCtq63X40KaFFi5%20UW0VRs+Nyv3A4Q0jDDMBF9K/f3/9ruyC+3dxdLGsevTowY2HTdH490eOvjZsfbcPRDkvPMccggjZ%20d5BulixZAm2xxy5duvSaa66B7MDcCy+88Iknnpg2bRpiFGR08cUXA0Z//vOfKQlPOnLkyAULFrCN%20G+Vy6aWXQlW//vWvWTyDBg06++yzVeDuNffdnr6cB/ui16qSDdVnJXuYO8ugvLzc1XW49JU6dYdV%20rbVNx4zEO9MIhHAa9TbirO9m9nU/BHrtkCAiDCPwBEqCmGy0tpMBN893PEhUCON1YQh2D3pTwBLj%204t4mPIcDQKIvLi5sTCWS2YncvJxEVk6UfYohaqqva/B07jpY4ywqyQEYBUd4/fz8UkOz5FuFSxoj%20PmrkVIVFgRCm5bADlEhjtN+o/NAqbuR2aRi12R15dnXlbdD2/sdWIcZEGKIJZAHpg4C6uUgHPXv2%20fO21166//vrBgwezSz/22GNTpky57777EJwB00WLFg0YMOD+++//1re+9eSTT0Jt48aNu/XWWy+4%204IL/+I//mDdv3oQJE2677TaoH6RmaUm7LRD2kGFr3P4jr61kF9hYF8zChQvhMjJHhR9Upk+9nrkz%201LQyU0OGDEntvoLiVSO1YeyCsu8eRpuJpvAA8UFW8NRSZGQGHIHGpH/OPnszAgSvyOKxW8Dxycxy%20D9XRQT1MBD7u9dniJ3VSYWlpx9qadEKAVFNDXV1NxDowFjSgsakxlVdQUL2LMqXsULzVrrg936rc%20vrW0tD3ED4vATyiBNlCGBgOLtJOGuRM4ER52okWXDrJMaKTLRP8Zp4wGe/Cqx7HozCe9QfyHIBdS%2027Wv2BoPYWrB8bVwOI3HAscToWYQtz2ZR8dpKIaNFyoHWI0w4UXk5aOOOgoaMgNFdHREGUzojBkz%20Vq5cOX/+/D59+px11llwr0ASBMrnIHcIFDKaO3cuBQBinf7ibvAhC6fAEXxpKRZaG8/duS+8kjZc%20PZ9DYlCrtU4XrX+15iBQG34uzrIGkDHhtePh5IcYm0LbRCj5VtkipomeelonBfjJc6aGiVMEMTuE%20cLDX+s32EvKr2v0MeTri/HKccTuA7RCZQNlZMTx+BfuPl/lW9nrR/c6dO9N36M0og4i5TzalIsrJ%20Su0+2SXFfVNwSmqyd8l0zdF9l66dGhvTIwYNu3vBRqimsJ2JyGAbZ6gRyyBvSupaSxuOP/54Vsde%202wkus4XIv9NIGeT3d36pvxlsVcEU9Dtx+0Ag9/g2aPYwze6J3Y7lwf4eslcEnV04285QH/Wqb7zx%20xssvv8yvS5YsGT169OOPP37jjTeyGKA2+CPowxBDoJPySEOrVq2aOXMm3x04cCCIfPvtt5svjjb0%20798fjgNO5IwzzjjuuOOUuWRa99phfbbidrNEZDTTgBBMz4EtCuArLNrT4Lnd4pXg6mDfg4EiILIb%20kucaderUiT8dXh+s+FaqrzFbYOhU2A/4E+McdAhB15mZb6WkvndxX67W5kU3ZyE7JIJwDzs8CyNa%20DsEXLSyHml3Ne2FTGl6bf0Y4Gx2LGxlNoyfZ0X0ivzAvcPr7qKthqDVkIdbw9UDVe71YR7qKu+GZ%20Z7ZNJ/B/AlvlUPRzkhOJOwwKB64Q3fIRUnTW4WFIxajffjw+Xe7GdSJDpOZLXhJBBk6TXzds2MCL%20GvpHjhxpWnKQ0SQaZ5555uDBg4cNGzZr1qxFixaBsMAupAYzCzbBGtCYr3zlK5QHcEFJuFoYE9oD%20tbXm3uTxFaopAiNpsLMm7xC/kNjtbBQcv9R28QrNgCcyODpk5wtgalWaoRXcxCO3GcfNAMfDG24b%20/7p7qlNj3v4WJ7ymc39EI7OPx0awF/KKG2r8rQzRXCEXvSPmW4fLVqa6gClzQw1QW5CXvxtb3/6Z%20AmEjLjW7GV7TP7MjxG1IpTsCNSL+d+3aVfJLtO67FmARYmZ1vOuhD+zNwQnHQQ78Tdt1mLFVoxCz%20qPQXmNOghotr1qAwBBCEce4VUoBC7sG48KJUGA5hhi6pf82aNcGDB2ro3r37f/7nfyrR6H44ZswY%20qtq4cSOYxbdgQkVzo1OOOeaY7373u/xp/fr1F154ISjMV2hzt27dqOSqq64CCs0qL8eh3mCvHQY7%20Fi9eTOOhdbCStmkfVw0asFVRXTOIQVy8YjcdJZ1z3Sr03vVcTJG6Prp09KH9QTh1JI2kVmt2GOc+%207IVBYA/ca0BPJ91xCIki96XyQYMGiZJxtUCGtHJa/EIQuvt3mIhDf6kSDVdzXxoas0wlHsPWeH+a%20WdbU2/cMLrjLAELe+xK6okJJBTc3o0aNCvarDOqd4LnlCLedHfl/RScATCxbtiwYtd30gBgNF6KD%20cr3PkehDQl/Lq0jVGhtyAIejlhAz4SsR7UOSYDExsTsTO6/rl2pols4lrmGDCKhk4sSJtAT2Fp5U%20jk/d2aZNmxCutZIJWAbUtkaOtMTgTrBS20VgDeIKwXhIlUyuhnK1ByoiQ45taZov6qsriHjsOyXh%20VkzZFzwZ1Q8c9hwxcbZUDNWwozYwCCLBZLTXVI2ZlZ4HAPfhKybTO1y2PohWTbSDAO2BtrnJ3LcP%200BZbxVnHczeeZjVv6+8o6WXMW+a0LEwEPASUP3ToUAg7MC6tAavyUwgDCZm2267DjK0QjYZRfUuZ%20Ku2MsHVIJSoWxU0PpxswYMDSpUt53qtXL57DkJp7mDVpxGTQ0hp3JKCAMkChbEjgfXhRChPIwvFE%20ITlLYrdXIOXPiK4gMwpSHq3Ow82bN9MAevGu+lbQGbDjLeupqKiQBTayRd2oYUiuBFYUcGxWYwjd%20kFDIl+0BplsFK5/jBiDQ09Yth2rlyvk1brrNil2Jw5fxJPCq8egmfZLokXMtrMiYh0BM+bigTG8N%20Xvf06k/EbKGtAas18xPaW716NfNyuGIrtLyH0H62Cgi+U3mnZkDNSv+UaQ101hTUruH3rAREBt8a%207Etxy8Revwv9QE4wrXAbOrQGi2KG3SiefJpmH64Nqe16B7a6nEAKZp1Z1MIjBpmVx3B+uUtmrkuX%20LqISBTSFc6+SVGcRiUAnEvk4kDfAZcirwg1IJHcTP6/CHZjP8WvI1QIhim4hbMby3MuiBi4JgNZP%20sLUOd+/evXfv3pSnpMdMqvQAUHR1pFX8Gu4pad5ME9O5x9BI0Fndq06LNINXeFElg/G18D40khrC%20CYyy/2oMVHocxpjRPZer7Hncph9cCOis6vJ9NEPv1cSfobOMcNDIU3/Hjh3ZjPv163e49K2CoCpj%20SS6twW8KUPoOFE3FFALveNaUYIU0Jd5O5BgyN7Y2hnzIpK7Dhg0LpyJmUMXsTtGS3DMyre06zNiq%20dVuDw65du7TnsJBgGcy1KgQIuAAoTCswxFyqcARZRElFbJ8kIu9oeFURJ4Qe6iPtX6FUhXp9UfXy%20kemzAUItUEVJuVRjsSysITWeAMUAG01YGc4WpKl0lsLCNK0yrtHz46BUxDGKhXsInTrpgmoErSs0%20b926dbK3PKeRtIcNhi1q+fLlAivjIKTykz6qmA7m9bDYDhffGjjQYGiSS3VsVe/IsrkdxoEyfs5j%20Bv2pGB0+0SJVeYsr2B6D9km9+eFaGEF/FQgs3ZGmRDrt1B4SUas7RtbbYrtTH0KNM4zbrFmzAFZW%20h+xqiPzOIB+EoQvZCA/flWp9VN7+U9MHIJVW0lBUOSmkMOYSzo4JXrVqFeQ1duxYEG369OlDhgzh%20nlkHbgYMGAArCkhRvm/fvsCQuft4MXg+M8E8XLJkybhx4wqiK7H7DAIXUoge4Wc4gi2EeIcVCCQJ%20muBX85mau4MUTXkVPEYjn+1GLfjyXLBCLdJf8nV4yXnz5sEQnXDCCbrH8unRo0fz4vPPP8/njjrq%20qI0bN9JT+E16/frrr1MP5Xn3lVde6dmz56BBgxicN998k3HgWytXrqQlgwcP5hPPPPMMXRs1atSL%20L75IeQoEadqOq7/WEW3PLIitXcGaEQ53e6/gtUVsq1KLDq1OARtk8IsKwBo40OCLluETLdS77+oe%20FPcNyFA4Ax/XWnnNs8GjLrPKe89xbu5LRLOpxlQiO5WdtZfJy/J/0241a1ZLRjIoYQLgBh2LGWOh%205IEDBzq87NASTAa/YO0Bdkq1FeRnDIWn2sA6QD/Qqt6vpqHhFeic8oZU8C0VZSxbHhr9LLPFDhe8%20iRK7g19YjMGLEUGQV6JmpI/kSqXqsxqzs5LRWTX1AGpTbl5W2sk3O3I5h1fLzgdlG+sSuXnpQXIb%20k/HaFwrX1uoWFbLl0ZK1a9e6hcsfUAyplEFgmWtFMObe4Dc1XTSeJ5WVlW7k5tjknvGhEsZNn24P%206FSoClQUch9rcHJjY5zBRlPzpMUNPuwWrZCrpVK+Uv7uuOOOY1YWL14M7jABYhlfZUypRRtI165d%205WFDLiIuyvDQrEJBfx+4ztA4ERDUU9PHd0OaJf4q88JD0JxWRWe9pbFY/2paG3JmU6GxXlTOuIRI%20cAVw1cpqlqmTn7Snc+fOfshgXM+ho/uqROhCr1696DvjIASb6IDGgJs8oZ0MPTVLanyaj0KptFB9%20K19BvAV89xEa4no3+eI41sRtFC1AZH8tY7KTss9uPHyRrrHe3Pz0lFRrEdeSx9miA8grdrAteK3V%203yJyQbeEeMapfVVfZLlLNLuUZcXS1gQt6zvB/l0MifEG6K4DyflQm60yZWtivqaF4JECjsDQLFiw%20gF+hTzghFhRMD91nZg0cp7xJPFizHraEvAW1UxgCUNllwmU4J9rDuqN+o3KpjS/CdsBXUZVjOHz4%208DFjxkQcTwOQ2dRYn52bXo9V22uKiwvYwurqGljuoGJaJd3USLfZm+rT+Jr2qZC8g2O4g5mBTuIh%20S0It4AhjRPtBRu5VcoIA3AtTSJ8Imv3796drprNhwVKMbjJidJOf3POE7tNZmCcGENaKSrgHauiy%20ojwDRSVGRavk9DR1E/5SGJS46KKLkkFNA6KbfcrhY8RpkNwrFfENhpJ7c1wCssANBYR83uXDdIYy%20emhpvgek4OY8PtONIu4bwCf+/Oc/U8O5557rvm2QTIgLCiyb2l5xM8hrzoRCk8AaErVBH3CdjOCZ%20Z57p8QT6P/guY0pT6ekbb7zBnyA7gZhWMTrUZs4qLXWUoVWMjBs+LzK4RlLCya5YsYJfeUjXgFG6%20yVtGo3uGsymLeMIr4aSDFuuqNRqKw5Y+QPrGBg+K98SWFVeeUD/TRLPj9G2ZcHRz3OVZP5D91Wm0%201vj91Tu35mbUWv0tEtDYuwNO7x1/K5iSDqyS4PEGtUB7LB8Eo+BMnXi3/PyqUKyEkjIQQhVVGTUb%20rBryT14aFXwL4jRHkiytPBZ16hCpCVrOyTwGEAl1snYge9oMqL1tcmQzbmqM7Wfp7ScvD26sOj8/%20WVNXI3+Qk53IiRwlcrKbV7RzESKYMsxLiwhS+WtWKO+GkyM0cpjpScaT7vDQoyjU2smH8Sf1lnQt%20HJYDallAZ3Y9kVwgVKhWUEnULY3Rkx2mATpiJox5dS0JgqrhQi5IXaPYCZmqPn36MI5BA6uMYL5I%20OgPISgdB2Ad32CvCscwG0dMOqnJ2H374YcRzYP7II4+kh6ojzU/h2rZkXHo1iyBj4XFyIajJvcGS%20jMgdd9zx0EMPVVRUUHk8ETVN8ihQD0nmQ4ymef8YKdOyhUONdPLli5ShTj6hL7cxXWYmtpua1KiH%20OXjzzTehPMZX9TF/MpA3zqTsy5KOhzyF1fXe2n9byKomFZMLC8c1usYkLHPuaOxyLUkn+6uI2K/y%20rfGV+81v7u5LPNjXsJd31WPu9btxdD6AUCgXnbuXzAQ4BWsJsUE23OiooI4ug6Ssb7V6A/PPwtDA%20oFEbNSBoJqLEntAky5493nxy3HPDcgbHIVoKQKUjRoygSQrCxxxzjGd30gAqUZa1qQrOY8eOpRKY%20D03WzTqN+rq83LRCKQd2Ni/ZvkNRfV1TTTqRjbJXeksuyCvQuaJqR0NxcTInq3mbieu1M09iUOwE%20QUrPHIRxm8ra9AQpnmyLrp49ewIadIdOwWWzNukmnQV56CBQwM9jjz2WT7NP8NcJEyYwsAwL48NQ%200Gzuhw0bRi+ohF8DHEtFwCBAAZt1yimnMIOiQdK0lfxuQI4ejqAMXKpB0LwPD8gTGFUK8A2DNZl+%20eUnuqYQOwMpRIw01UJWHy5cvN7O6RvYAkXSMWRk4cOCrr76qyA9DzleOO+64gCC869kbYigFYAbB%20LOpfunQp1MOvr732GmNNkxhT6lm2bBn3U6dOBVWfffZZRhnWUmUKBQRfWkUxuG9GSpUKPxkUCutj%20INfAV7jnLQvQfl7X8OV5SuCs4wAW81D9A4OgVZfZpQZdHegFoxeclhJ7JPfLwNTwRToL3SvS6uy1%20j0b/d+X7guYxnDQul0ovQsyYrAQjcOeddzLj9Et34HCCzv7yra11vDWM3l8s3sd8BcF8l2Fva43/%20jR/gGBIyHMAew7Qat6LOStiaO3euZgl4CB4iMoKtGXZi/TeCYMEq1mlS00VgZoMrjotL/Arv6igp%20X+X8ume4j8rl2ccwjHzLY8dUJzY7v6dP7W6EmdpZWZ2Xys7NL8jNy2qoMX767UzBqaa0qjrin5J1%20tam8/LcTKyt9ZvDzsZGJWOolm6cPsnQrh27DfCh3ab+0k8ubq5l0EKRqC8cVm8GtM/j/hJimcGyH%20tmve1c7vhp3Ud4rlxO8qHw3TAg74NjfuhPwV7KMWELYyutQkMpe8To3qLJSd5f74BpShzEIxk1in%20MwNVVv7P//zP7NmzbTGI9oc//GHmzJn8aeXKlR/+8IeplmV81113Pf3003yO3fXoo49+6aWXrrzy%20ykmTJt1yyy38FekbnpTd+NZbb502bdo111xD5Q8++CAN0JMBsKPYE088AbGCj5deeulpp53GniPQ%20K1k7H4YbmaAg5Io21Qh/4kPz58/X4dfsMPrwAsduj3yIZoCkfA7Y5deASjxnAvgoo8H4xCWaPXVt%20e8UCtgG4e7M3GYAQTqBr8XN/McgNQylBw05wy2Wy2HtUxWgoZ8qgDXl22+bSfQ+t0vurut1fPlGn%20QMEimLaCX8q+6xZCALTdD55q+zv+Qfflpg5IKcl6rFYiCvzjRrLJEAsQPMQ914Nms2ZhWeDUqBAp%20iicwOszpggULIEjok14jiZoUCcqEvOESKAMjQjFTySxevJjxgTGibbRELZxEyA3lYX0gbE0LVKus%206f6+etWqZUtXwaq179AZTqVb906a9RrSSNAw+5XZb67ecMwxkxe8sqRXrx7DKvrxieeff561f8EF%20F2hk20cDbEgXpUaRHm2ILsYEplCrNf1V4IYPgyFjiAx94jm7F89ZwjCF/Fy4cKGuPvSRMVEXSgep%20RKd42Ds6q78pz3nFVQMO8BB8AAEef/xxRhUWOA0jGoV5CpXo5QrrR7PYLalIna5zwBBTBWDHhFG1%20ikgax58AX8iCRrAImSTPsGOYgL/XX39dn9AwKAziPffcc8UVVzz11FO8zgCBifxkGgBKWFdqZv6o%20ikqGDh1KGSAVaqDdTMNf/vIXyjzyyCNz5sz52c9+BkoyBMwZAE0bLr74YijDqYK24GFZ/D/5yU9e%20eOGFE088ESLQrElHoCQGEdplELmHODwZiXvKyNhDQOqd2XsYB8YX4kNq8DRDxiF9MlLXrtQgT0dt%20FDB9op4S6gToAvO3XzoB7ZLsCnyOZjMOchzmrwlXYKD2F2sUrLQyx/lWRpJJD5kigtAKuWiBDSF5%202ov3NwSotXa2htGt8YP76yegAt3uBI4sg09+a/Vr1vP1oGE4ABudkS98HfKAzo2C8XwE/sqkP/DA%20A3AzrNjMMrKbhEYFL59Q8/boCj6RagM8uUOsVM/jgZ6663iQh4pXlQA6sFOPPB0/eV17kbYNOx6G%20ccPatazKhnrkvyNfmruQjnzknLMTWbCoKVXe99133/Mz5sDqzUv/tS/YypDOmDHj97///YgRIxDA%20FbEzsK57nXQd3ahKxYhpTAyM9N7IJqPbVS2KS6a88F3z8ftc2nMD5rlZSoxvkm3nIQOihwO/+hb7%20Tci1llQwYaSADyDfYeXPixYt0hWDJ0CMhm9GE/jnIS2DIJwVJgyo5V1FY1W8OtID/3LjOugJBB5E%20AXgBN/BlvEsx6oQ5PfPMM0NeLtoN1vNw1qxZVAvwOccwvCAmWxyfY6sBoK+++mqq+v73v8/ETJky%20hZEFf4F4LWZAPx3W9wJiZbBMhRWcDRkyj/2QbsQO49MgQY+Dp4C6MPl6qmIcZMMBcUUS1gY3umTZ%20fTUeGgr211wekjdzM3DgwJNPPpnNs4UvThjSYOvfL3KM+5wqhzr4v/zlL9lf+VVXOUjHqCRjN0KS%20qsR+Zmg8MNvUuxqL951PV2p27UmTGZjl1jCaZRlE6cDDHgC2ekZOyLGihdoA8SgJd5pWIT8dgzLo%202WVZAiBqzmW/p3J3ZQVNnsslGA3BemHFwRww7DBGqviYZV10ICp4PaGEh7yoMUaxV6ZHHpCVpWDa%207JOUqGfFIWmdcPwp55133tPPzIr8c7JqalMbN67v0aNbcWGxrNu4ceN69ew/fPiQ6up6PkFtVFsV%20XXwlA7YqMajHiIdiy1GyFTF6tFyJBI5EO75GKsmb1aQCmk5pylaRYppTeZfhw4fzFbqpdxDYyAAy%20QRr6qFMbjMrWYI3gEzBwlGmO+DBXQEiHypdoHy+Ap9zDiPEOeKHUQCvBGiYG1GMy+BNvUZ4Py5rx%20GcqYh5iGUsmoUaNkFtzloBUmnhbcfffdlKQSSp5//vmgIZ9j42IizZmGaA9xTJ8+nWECQxFSgFcK%20gLaQ3VHR9Y1vfANGHZ6UDp966qnPPPPMz3/+czgs3TIAZZnZYcOGsVWoKaMNdIG5tGswhpAIw6c0%20QRv4k+pUhhWOmBvV+RCN3hggOC2nftpDGRhz5hVa5F0K8JPJo+X0GjxSBROcBOKZTzMDREiOQ1+Y%20eD3mgkUOmlanJoeiumB/jdQhX5dTo4aeyiE79g9DJ4KXO2NuBi91c24/0lA8+UAAmhYHGgZJ3KUb%20wqD5kLYavhtiag07DjYKuszwUh6Rwkg/WbD96i807GZpZgD1Pxn8c/fFV39f+O4M2ApVqM1n6ZpI%20U39tnbXhM26//XZoFZrPvCcFCSMeuwxuQoeuRz6hLYTFIsHzFUhIUIZ6PRhGHouxZd4hXRrDotMS%20a8COibopDGbxJ4dREU2Szs5p4kOnn37697//k2efnfnd7/0QEXPu3AU/vumHDQ01ffr2vPzLV7AY%20585bhNz59FMzPvWpS7JTDffdfzerTGSEW+dPdIFl/qUvfSn4dMfPoNszwbTFaKqnNGoF4RXaSYMh%20XdrZs2dPPXZM8cH4JKIoTSiQrrG6jzzySHqEyEsXtKnoMKBvLOVpXvAFtu+K4954+gOjEXaFZOKd%20kY7BB4Kv8g4zIYpD2dQONUDlGsjUcRg9wl8przVMVSbTwKwPGDAgnmlQ7zAefv3rX4f9dNuHdNy4%20FDPDeaKf+MQnGAiqZXoYi0mTJtHuioqKH/7wh1pRKUM98LwQAc/ZfikjYJ177rkAHy+aLoABCu4s%20NIZx15Va3p4pca1STC21TKv+FmCovgfmOghqMuo3gYB6Z+1OvE5TGRO4WjkFzWJxA1Qcg/bFyyfE%20y6rtevTRR5kUM4m4tGjSAdhS3PZl0pV3GBwaz86kfoNeKKnQEdp/zz33KPuEM2Di+dFDd+Km8xYM%20YNALO8umgFClQ81Ql2bxkC9YVS9boEFK8+bNu//++3VlNx3P/vLF8Txbex5Y8FfqHA7AActQaRrD%20gGvq0EX/Qx/60MSJE6ErDyNokQB3T741frBNnCU3l0UwxdhrRtsk9PoUqpTgCdADvq+NLh2YNLoE%20O5jcYjCfMC/h8BtpIFq2DQXFxdddd92ggUOvv/57H//4x6+//vrzzv/YRz/60Qce+MPTTz99+pln%20qF4Dp/gQxLz8tVeHDhtMf2fOnMlogAbUf9tttz3xxBMf+9jHWNr7GC+jPxLkwYJlQPS91eUcktYN%20w9k3Dx9UpHORAZliAq9PnjzZMEtIzggOq9KUopuTrpBqS0JQkvxN0OqkB8QSKhS0hcn0iReGfITB%20lTGGVTaKw9gPHQ5MACi/I3ulZ75RA8FVwpEaFl2J3YlXmNQLL7xQJYjrivqhsJCFwE+o4zeGSnM8%20VfGrTmOJKAeCHprcg6r0HwpQS+j0KMPykA/RWnqkO6cxr2aT4T4R5YjxZDdoDhQwxMXCdA1IBTcV%20wUzIL3qq+qCSkDGeAnwIMnWe9tf5McRH6h5HnbDJ5scxhYfmJhoQP/5zH7FGVYb1a5zVYdntN6S4%201QrMmnRz1rO1BaTG3TxbrPaguBDF5LOMEVLzw81zzz335JNPiq2J2JnnPGG/9HR0aFoziyzz/vKJ%20Woc1WoaEwhl8sPZXDthffwmmz3kEvxQnGXlkNX7qeqh1yEWXIWlW3P8kZN7RrYXaEtFpSYwkEiTP%20+UrI724xNzOjVMAXjxZndlQKgUHQvLZrI5eC2tEjM3QWikP/2tWrZ858/uKLL5448bjPfu4fX331%20Vc8YpQCrybNEVU0w79TD4oLwWK3qzYwd1yFHiorr0zKkW5R43FfcRA2vAjdVwpZHV2J3xLaOmMas%20K8qEqty897RhiiE0IE5+wdk2BGqHh8kQ2mF0Rzg/0rWqvObZ6PCbYARjoZ1dlTOfMcbfGCQXPA/1%20IHEPdPTpg2tYfjAcfEIZFk9i98kWMlN83UiB+CHPfMjjjEQTlV86z3r6EK0SWGWftbTIIAj3AgcQ%20DJrrxWmbaaTxYHLcHlukJ6z2RxXeIReUxx+5j+naJveqmt+RlREOuH9gXE+8vKBggrHB0SXfrb5l%20f7EgSE/Wyay5nyMQIUkZLsw2Q0/5lTLnnHNOSDGjsiKcEL5XbA0cegtstc2MldhNM+CIEWIggz01%20qqLhCSecADcxcuRINkVtjKYi2199a/Cnied6f6/8EPZX30pj4NRoA5uW8gG7JlAFtAFbsoTxEz32%20pZ0hEtQNw7OL3CCNsWbG586dq/JRC7bpPQ060htE2oawNbWrxgluIY6bjjF+TvGiOdNmIp2pgwld%20v25L9+69mTJE+2efffarX7ti6tQp6mfN6LRw4UK1T1AXO6uuCEuWLIG35aNQiM1g4wmnKgSniNbo%20GaJVcIRuwXFFopDdXB2XYaVBw5DYnataKDdSKbCS+rmHVM7B0hD2sxBwrPAXlzXT2BrCW2kZcpnH%20BAH2bKouIbU5NgIKoNEMB52EFPgq7BtfZWHoWuCcOQG6aFBA3T/Dt2rVKn1CzUqpuz59YI7NEsBo%20Uokrx/gos7TQSFkzN1t+paniu86Yauj0eRDuE7tT0IYILtWLTC0rmUFHUmD+mE76yKKlGFsIXQZc%20KLls2TKeH3nkkbSZJlGzPjFy6IzPK6+8wk9+hSJpp41x9KEGmAWTglMJFcYT5cV1ApnPGQsLJniJ%20cU/l/GSf16J6wAal+IELUpu6YLM0KLXQqdHRFcSu90QcVnaRIrUHGhDY4twXly4jGRL9QZkusP0y%20IoePhmVzAKG67/llQhw67gi4vgIx+6ubQcgb1xq/HEyLjlgwf8MM8bqZQtW9yhgFT8/gvqpACYsD%20PUP5rOVRo0ZRntVBk1izBhkafwUQs2wXL14cp/lmHignycbw7W9/e9nSVUuWvH7++ecff8Kk556f%20/Q//8A8VFQMmTzmWelh63Y7oU1ExrK62aeLEYwb37/voYw/xOqjCDurJFxdddBHLjQ8pXkiomf0l%20aqNLTZHpBRwxdYD6RxpMDHCZFEU9gA481h8/YClorkBqltueO1nIQLanMbNZUqcFfElDmA1Sjeif%20Yell9NwKNBbrOKXzOc9VpOrzpVtrMPvq6s/r4BFgvXLlSj4k5+W5aYyg0wOqMrjQgfmloDltYpo7%20TOLg/uNmQlXa3ORHgnuQQBk4/Hiwhyyq6QgY69dee03Wm0GhNl7ki06kum1GlubxdVpLMf3mqIE/%20iezcBGldbY6rQn8aClPMhPMH7Cm1Z0ilrBwDG7IxBDHkwOzswUvcxms0E8eVvuPWkjgCxsNh41as%20uC1rr2xd2Krdgxmfs84663vf+17ctyy8YsZxTQoOhSbg/dUJhARU8cy573o24r77M+yv3KC62SDp%20EJoFtUOZrCnkKpMDyItlTnq7V76VpaR5QC9sFw73iDsqWDV2awiFNzKAiLe4YT+TvVAhqzDH6wqF%20PKEYK1p1cMiOb0vo16AhQwZVDJ8wYUt55zQtwaBMmjwBxoZONCZSw4cPLy5O79wjR4zr0qWkqT7x%20mc98RkdAPv3JT37S+NeQQzl4sLIGpYHWdD5qFI0dhelWwWVI0dVXXw2m3XjjjePGjYNNfvHFFz/6%200Y8+88wzoMGnPvUp+hU079oSVacCCDfffPP8+fNvuOEGetHCCrLXeY9zS2nJTlOa6QE9gxccURug%207wXfNtBNv7bly5fzJ8hCjtXoKboNWSizJ3an5AFV5d3oIfOkxtc6zQKlLkZ+ZNGiRTZUnSaFQRDo%20QMOcx2opxXjuEDc6SQQ3NCE+nJ8REsQFwZznfIudysNpTPVNGT062dtDjkFIkJFJn4QcZfYC8bVr%20m/OCcaAwjdTuLDsZLDASn1w2FfIhA2QDvO4X3xpm1Ol33EKMmT46+yI8vqsndmBLdUPRPLpX1AiE%201QKg9wWbApcdDvFmDCHcU045pbVGskWp5LUl+gUeQB6APY+S3cezv/4a36/WLg92cx4dPUhX9lBV%20koFDshSZZzCu3Q6BWJ6QxA1rkzIeZKDuDrIxvZkadj2yWe8QOZ9jcQGyMHfQMCyCdpSQiVjrLjXr%200eWpYvEx7Nq9u7kEWbyNDYmcJDdsjcACYkoyO5FdUlzCn2vrGsvLSyS2kvaFkoSukOpAtZuJuSoA%20g2agNR0LhKFvHOVVMxpOhoR69tlnf/nLX/785z//X//1X6eeeiogdsIJJ8g96IylQlITbnAgoQsM%20Gtiq6izkng5TFlK5B+E+fjhpc25/GmRyANVwbJt6yQBDmneYBprLDe1gWB0UM5VoVTfbGI128evv%20Qst0K6ESFclUzuxCQNrQATVDQvUYFa8prAMsHKiZgRisAM00g8LQgcFRsOuI57qt8Vf2KCaeShBq%20zF2mhlcM4jmcOK+YaEY7WwgnVamkowJ9iSdFlsN1TEzUonpXdxaxW4HCCYYcea48G7wUDuyKhwmY%20ebZFrooDqzxIWC0Osg0UGXeVjwNKi7TZ+3v5LfcD/ed1w4pbhOJxa658zehmKA+n5x4YtoZoiMwo%20ebD1rfIxCrC6TJoujpEx04Vq0GA/aG3vbGHLCn4CLGFjnLSeqxbnJ1wUn3ZVGiwAxQIizIKMDvwK%20C4oBh3pBWI+Vkw1y0amIpJE2nknRpSQinuZzGLZt3lxa3jUnSoWVm59bUlKcTibQUJuTzh+Q3ZRq%20TFvRmhJ1dU0Aa3AO1QRv+8NOto8HTyh2QxtggrYyw1sb6mtZMpd84u+o6rrrrvv+979/zTXXGG2v%20Df+BBx6YPXv2CcdPYUxmzpx52acue2H27BfmzIEmzzzzTPhfBic3P6+xKZUTWacS2Wn6yc1uVjg0%20RTm92PcllxzFOPlWWXEdG/WD0SzLPQ1lhuS86DmAQp95TiNAQ/NGc8M0cAMIaprXKVJ/YzpgAsSl%20S5dSz8iRI0Vh3mIIlL75Vv/+/Xmd8eWhjn6gKn0znJT55i2xWBQbOnQof4J9HjRoEC2H61HCYiCo%205Mknn4TnRzQ46aSTRCLNYuy306dPv//++5FANRpCIk8//TRTOwEBZssWwJ3aDG5bvHix3VyxYsWQ%20IUNgY3WM1XOFyzzZtEpfYHohXi9YsIARoEeUmTVrFk8QgqhQ4w+N1ENQR5Z31RuKgIw/Y6Ky21d0%205Qsm1P1SubY4EDCw9gFr4qC555LOIAQF5M2MXPHU2rzLOMNN3HTTTXFpPeRSGTFiBPOll0Xo7wEc%204xhXCARvhAwqvIOdC9GgLL15fBJ8dbgxw4iJKzMriN2ibK1+Pop6rDJPBuFeEdDDOrX1h+A6E0Tp%20rcnC59MQsyn1GBz9FHU/MlurXAhkzFqgfk+IkOODyc3KcjBzSjt1bnaH6BA2/uzcZH4zhTSmspqy%20s3Ky8vOaY7rMCbWn9kNLVDi2PWy9cceMkHdYFXawLEUFUjAGRXnJJa8tvfCCjwFQMK1vrV1/yy23%20ILB++Stfq63ZBTP7q/++pUvHDp2mTO5eXj5nxoxf3PzzPv36vrpgYWHEbNU3NtQ1NDRmJWpTkSdA%20djI7JzuVaGqoq8/Ny6NlDEpeMn3+ZKoxwf5RtHuykk5qOBBbPp8nxh2rMdRzG9TQq8moASOOQD2A%201ax6PNfTnt6CJtywJEA0gY/yqjWZQr7FW0ytWX8WLVrEsgEo+Qr3BlYDKGyhSi7MPeVlfhkygM9o%20Jd4FdCij4MM2O3fuXEpSw8MPP2yCRJPMvhldEIRx03wL+KNhKnP1DzOwD4rR8VCZSOu/hjv1v4wV%20vyr7G5scDmKgXwCrr6tboDA3MtQ6Bas5MeNMhmO0taiaygB+4a677jIe0WPGaX/IUJdZH9fiCOsM%20+HjA2faCB27cvzXDK8GHWnaDXY2ZYhveK7YyKWPHjvUVfVfCgcEZ9KF7NqOFpjicYXy4bFk67Svt%20Mr8vvfSSMU4MCPfGoHvsMesuaNX3vBgf1pr6NOgK4vegLXgxjQdaaFlECJ3GcKtJZAmzLvT94jnL%20weXGYpdLNeOSca76SupY4gCqNDOLkE4yuwky8PuNe+hSsneroTyLIfWuSYsyO/ZKQspzLNVgW9b7%20Kp3epLIS3iytWkhnC0sce/Qxv/zlL6++5l9/+tOfAq8l6SzORSedNPXvLvz4nJdePO3kk8/66Ef/%20/VvXL1q4cMyYMUuWLHn55ZeLO7TnSx3KShuaUgXZaYFpZ/XORKqpfXHaMXbDpo3lnTrn5eakGppy%20k1lpXjYrt64+LSh3aFecVERiXmVhGD5DRQ03NimfGQI90Qhw8bwWBRkVLo6C8QImHDOUVsfPcKyb%207hRGghlnpoXaINQQrSzihAhohXR3db1xPfnSFFOG33GvJQ1a1AkDDOKGV+wIP4cNG8YqnTdvHpTE%20wHnW7Pjx493baSpg7aLlni1OSgqcIzSqI56Qx0RSnhfBWW6gQvYVEyBoXmTEkKpUqMNv0lRhl8br%200WXoSGs+/5rvoNpx48YxpL4FxbB50Atr0G0wRK/uC3UGVa+kGTiCt1M7H5As7DLeF5k6NMYbHfj2%206h8azAuBLzNKYh/rb02dHQ7aybwHvFcxAhk2GJ1bElESOGiS3iGrQbfuyhCb8hbEJuvTms88HK5h%20HXSHLVz5ybydXJ4IZ2Y8CAnK1FHSs4hU7nkenQZDE3i62E1qrHmNStT4yS2xEEznqmleI5gZ/vfa%20Ts0P4QyLd83D0CKlUbCparjW+cnAGWrm63yacTAkPZyIWtqhRHGH7sOQjR1z9DnnnPO/D/yJnQBQ%20oY/r1q6hhtNPP/0zn/308RMnVzBqw4a+uXr11sptX/vnK4ccNey/f/trPcq7delW15DWfbcrLM72%20dImmRJdy2PNU5OTRVL0r3fdkdqKusaG0XWGaZU5Exx3rjOnFPbjjygee6An8pjoBxtTzo8xvrULT%20QCbnLHiBAcEUgK1jPlQU6LDFKxol01qM3FxjQ+GFGRHAC54RoGQb9+hsnRn1W2BfYuD4k5K4my3l%20uTdqkDZARp5zpfMdWytjFV/ziuG6cLGxg4PAH6+rADEToM4GsqUhhyajBruteMJPFfkq7FWqGPqN%20oGHUvzxmSXSpj+Zb+oRLW+qtMuQ6sam2QQ5LCoOL0TmU7nvkuOESwc90T9tLCxtayD8QYn50Tjqw%20vFYiu35ROkrTcs/AaG2NCSsUMNI6uH/FvWIFaxXf+i+zvPUq0Yc8ZMTYE7P27O9exyHz2j7YOgEl%20CVlC+gXpsgr0r4yE66wQyqGivzUHuOBuTDEdsfWhZEagkER0oAadVd0HfaZ5seJiT9mALD3sAzbN%20PCFQI8uTFSeMGhogeupmIJ3ogqlajwaYIc8TK97VvyLkr1AuaW3PaBG72GKrkz/T4qoyk36F6BKe%200x0G4YTjp9RXVy9atOChhx7qO3DA5MlTC4uLbrrpJkZ11ao3hwwZ0r4knbvgmGOO+fu///t0VGcy%20+ZHzz//q4iUbNm9a+caqVDLtAvHxj3/cxtfX1jXWN7QrLKI1u3buyk0L6BBqIjsnfW5PorEuVZ/e%20jpjURG66tUnV5Kbm5jKAgZk2r11g3BQKFJx13VAccElIJS4GYUUNkU5dYQ2HGzkyhzUcW617Tfwc%20rVCz+TWCCKCXhm2AZzSaRRsXIEsjIS+2KeYeAceEI0GrCF9grljkUAjItLiSNatX+xg/2RVogBne%20uNe1i+eSEZWofmUDgC6hKp5TG59jh3A8eTH4ZqdtppHRUz1jPPtna/E8OgULskbguSfL5sOePP/8%208yEXOvW3pvIPHvt7ru3gXCXuaPFoje/IoDc086E7hwaZEIzXmn5QYvXrmlZbrDGVDBpFhX5umGgR%20hM8xv/tiiYr7ysRVAaG/mW1EB+9SHHR/hXWAYvVldCPXouVO7BFE5p7fqw0nHACluY+HyEnGxfMJ%202V59z6FYw0xCcJ2B5g5ysGnzkFUQUlDCc9AA/VtN3MMT0zA5g+Z/cldrbY8PCWX2jIHObMINbohK%20V/KketQp93hSlsfXB+cWCuj7iOw8csyYf+3Zp7CkHZVujPzbgF3kpR/+8AfVaVNeQd2u6iuvvDK/%20oCitMc3Oueqb16YVC3m5/BsxZrSuGgBhu+J2cqyNDY1FxcVpi1VjQyLZmGhq4MWi4nz2n0R9Y24y%20J9HUmMjKSZrFil3IzcpT/9SjUyNr2ByDYMeLL74IJ8go68YRDkvQ1CjjHZKG6C3ENGyOLg/k8fwC%20/Q0EL62Qc+bMocMwg+y0+uqLevDLKmr5EM8pz6DwuZdeegkUg3ReffXVGTNm8BUTjLP/Qx9mq6SF%20ixYtAnRgXWUAw9FbsJCvRpeHvqke9UQsT2fRi0V2OJy/Fg4doAwNs4AJyVUuc7FbajFI7D5EJAjL%20smaa77RjGN/dWq5rSupDozOZnFfIaUD3aYYmUT3PMmNr3OOqRbx/+FU4OwCfJOW1+IHb+tjttbzL%202GXDxJlxJgT4hwaH9MPy14YIso0pSbyrl0I8O0ycHY67ncmnH+y8AZn11OIFpKhHOQPC6vNPulJo%20bjJALkNP5Tbsl1sXrJwnkMOZMuamx+RDWmU9aAAuz/DWefPmsUwMKTSgw/yk7pc0KeS7UgOuWd80%206p5hDOfB9qClPoOMH8g+0EmG/LnSVdhl4+Qh3xp0AvpfGvNimjrARO4N2b8OfrFrV0Bx4/qNZeUd%20Qb30w7oGVYV6jMEapHbVbN9ZVVJWXlffWNS+XTInmUrnBEh/sbiouBHYTZdMH5eWk0xuXre+qaGx%20U48u6XMpd1atWfNW127d8tuXRsoCETirOV05wMGXWLEmqxYNTWWov5gsCb8yGSZo0APJAEQm3oyr%20/KrdUwdvgMbgApNHCCs8Nz2PwCEf6m5pdlv5IHdXR1+nKxW4ctBCDL+C0aw6hnVrdNFsoy+0+4PI%20IKlNkuXx9Mfx48ezWwBeo0ePBmHZWphL7mk/DBHdUU1haqLgLMFHoX7xlHqYP1MRQzGAOw1m3Dwh%20kYeMm6KZRttwAlVc9M4QKq6+1TEx9ZnxNhrZoSEzQllJovX0yS1E4xYa2Dji7JkiYL+cRoPQFzSw%20mWVtF5tpvbSctJABwxbFRKghQaQNXO2+1B/3Iw4yVjjsK6hxDxe2Bqc3pSi4QjWhBpJCaSqm9Pxr%20jU4kLV8xT4JHi44aNcp4AVaHf5Wtk1PWXUc50l91XNEHFurSl5G1A2ED07SQZlAVNUD8PDn66KM9%20XIPXKQ+Oy9O0NqSGUwaD+bvqzXVcce/ZM9bDHdct3JNZzcWsMtPwh2b3xKamvEihX1tTM23atMef%20mH7GmWede+7ZwOvmzTuaUg3FxVESlbq6Pz7wwPRnnvrs57/YoTydMoWtIh2oVlDIhyu3bS0rLYOG%20qnbsKGnfnsJUtWXjpnM/elZph6ING9b9+Kabhx417DNf+MeGuvr6xvrcvKIcc8uzp8ERMFIGDuj+%20xhCbkVuDFV9isukGk8RfhTn1jBTgCf3Xz0MhK5wMCgQYZKJzvt4SnTp1goaM36eq4cOHUw8obLJ0%20x5GO8dHg70YjjYw0FaH2JWCUqmgejadys6aakpIKIQjGCKzUU0S8dt8DRiFleN6FCxfqn6BNQI2+%20gVjU7xk41MO7fIh3hXi+5Xk7xkQbTsM9VVGA0ZBwdUsGZ3UUd4PRsq8Bx4XUml4yhEupQuGihfLL%20MoDKti1O2durRahh9xWSAYbTm12ZHi6SwW8hsy/RnraszOJwXOHjGmgxDuFXz+RQU2EXdrtSZqpf%20JiscbuwXTddiVmM+DbVAbPtiEztIfgJhKNRiQTbiiDHfmg2ME4HyW9Nfy/gnducQMYqEelh0wiVd%209kxT92ALmMBFgZrKp0yZojeYQVxasbjUEugGECLg5ZkMXPbr3uiHn4FODEpSFgzJIlrTIaieom20%20wROX4z4kIVhRcBBh6Sy/aiKS/U/71aYPRsyq3rEjv7ho5MiRl332M5MmHxfFKaR368KCPAADZi23%20MK0AufXWW48/+dR+2dmPTnvskksuAVi3bttaXpq2KO5idy8qLjEyLTftRZuXk+zcqWtOUV5JfcPj%20Tz27bnPlZ754eTI/t7qqJo9+sQG4HwIcjLJHVJngCkjiY3CyzBCyvGw/g/Lcc8+xJVIGrnDp0qWA%20LwPKi/QNpGMauDGGiu4hgwh5upgwhfSfe8YLGYQhmD17NuNy0kknrV69+sUXX+zfv7+Svik7ITg1%20A7QKPPUALmrmXZCR5/QQXoZ3kcp5l8lg/wdP2WDTh0l060bLeT527NhAzW5xRmu88sorM2fOHDJk%20yMknn0x32KtNTcL0szPrFgY4mopFjpVd0SBghgVuV6c0yvOuVrsVK1ZAQKYV514a4p769XJVNRbU%20C8azWd7MgbRBnQYjQLUqW82KJFKIvDo/ijLx3BN7yuw6fjFcbhvKU0aUWW3wiMiArfLL4SSCOMOr%203EqbGRamRtmitfYEl9K4IjicOB9XjFpS/5DQl+DtmNkjmNFj8LWUuizNtK99XBcXPQJbc8MyiiSx%20OxNFiOTWa0UZQv6IXh9YkJjoIM/O/s2KM/sPBFxRUeEJSSYtigv+7sq63yi/66OqllYNtVpvdybd%20YLQHgDtQAh+lzSr0FOpdsFTOajL80sgdvkV5D9M2ZTWfYJmzLqBVzYwWCPl81Ug4qiGbRwh8km9V%2026NyNmQkaCFt2B0a47GeLTbmwFUElz7TEJttQ+VD+oCANBA3U+/0hx9+dfEyk17z5OWXX6bv/fv1%20GTo0nSunNlpQzOb2nVWvvb5s4sSJfXr1efSxR2GVTj7xxNyc5Jo306fCHDNhAvA1eeIk2t+xc6ec%20ouIFL8+d9eILHbt069Gnf1MiOfvF+Ytee73/wEFjxg9PBk0cVTNqeqsxEHxG5p/tlAWjGx0doHGm%20T1XL6aLyHB7D9bTTac3wIBoguHN0aecBvPirefu9B69NUE0NixYtMiJFJ1CVtnqSeloXI75gwQII%20BUwMp/2obwXUzA8m13niiSfy+pw5cyApRJhwNJv7PDNBX+gXo8w9tVGP6gtVB6IS+79nt3hIrccT%20qLjQXh8aRq8Ba+U4pzyQu5nkdb0WvwQ1odZsPXoamFDcwAcTUOmOo0KdF2mGu0jQ2WU+U093Dq2U%205rDQf0XItqn+SR6nNeRy8QQn1iCpidcyNWYUTp9w+R4donUAlyqXmt2X3n6yrkG1rSOHiexaG7oW%20/Q1dljnyT8aA6ku/v66yYfOA3nQiZK71X2Rq2FOfeuop1t348eNpvOezmovdxEZ8WlM+JU0ZLEkw%20lVpNwskrLGTW3fPPP0/3TZXLxZ88VpICOv9r82Cx61FurjuFOZPta1kRgkEGmmpMvI6V7hPuRh6d%20Ek8QrFJOuTZ+4rdOCDKeWmXNacnnPKleH6SwH8f9WFxZHn8XThhU16Ebkr8W5SUTyew77rjj6eef%20699vsIzXCy/Muf/++5nK6l1Vn//85yYeOzE/N62CM/Xdz3/5yyMHV2xYt/7BBx/s16fP/ffce8nF%20n4CR+u1vf3vRhRc+8cQTVIvIy968ceuWu+65t3uPHjV1ier61NPPv3j/A3+Crb399/dedMmn38ZW%20RlAh3TXsIQIscoM6PPfJKClmJag7DXlW2lUEC6deU4+eyRR2GZtsNHRbQPcMWwUQ9zqPjgi66pDP%20kBtzO1JGw7SBbuZFlxvVc0WoAu+gWqDzhRdegC4Z0/g8eVAwov28efOM6PW8df2xVJuC3eZ7pRcw%20QVRLheKpftfu/OpJaADDRcOGDRtGSWaRT9AGxkRbhBCpXG9WQ8oY/WVAAVwDY/unP/2J5zDdtDms%202L1ygkFzmvmsOnlV3YFVIKj49qjEkJLZNHQZ+M0AMeJCODvLaGutlyo93sO4+wOLqTW7sxxl0Gy6%20qTgUahidlNb03cbUGMaukkcjvmK7mGLSnAPTt4YXXXquGr9oeI4HOEOQpmemqSocIUjIhmIedc7r%20bicmaUtEx215iIBZoHgO4+IBRc6jtjIzkLnWWNdBQncXEX+pxDixwLObtlXLVfzwtLCyQhahkJmQ%20V4J/azxHn41Rigrcqypgt3lD58ViBaaQctf90vR4ZrPWZcIJovHpEevSidZsXr/uySef7FDeETH/%20T39+kD7ee++906ZNO+ecc1Ys38GmMm7U6Lyi9F4itjK2INJDDz0EuHzkw2f94a57KrduBfgK8/MZ%20+XSQalnZET16zH3l5QWLFm/YuPlb19/w+oqrElnJZ5+f+ac/P/Two49f9Y2rf/PbW5NxC3KL3Ace%20SYKE7sE7nqUDS4yYz3NhF0iiNfBxTABw4IZpKgr6jEjOHIBZTKo5eBhlmDv+qus+XCcTIy88a9Ys%20dk7Ay/MmeQuhmDFCnOEtnjNk7B4MujGyYCJ7MvQHX8ywshlAWHxIiyH18yHuqQTq5ENUGPexN9Xj%20mDFj4JSpgXsKGGLsxu7a409U5cGxTrxI6p6sfsC9WsdbgyZM42K8logWzr8S6WyGwmnwYNUCq/1K%20e0ucHQtzJKiFhPD7coXsFXEg0OJngIZ7oZEjmW1WIQoznk64hRrxYCsrM/ODbgDMF4JIC+ALwcGs%20ECVW/ef3vDykT69nVZMueGFa4SZMjTFLB5bfQPfekOlD462JUVSS8tDsfyxDM3ho3pBEoX+dWHzR%20c4U1RTAI6jfZAFhZlGct0x31mEKV2QgZtIqKCg/sU7mvCVFYN47ALFNmkWdN6Wkue+QBOcEwq29W%20kKtgFFiVZl+Sqt3RHTcdyOrScVPNFmy3eZaVx3yZoCO+kXtygSGaCmTmR/Uhg0avTUjSrWvnxG73%20CR4CRzpdMCAgCUMxdsyoTp06RsauRg+zSQe+l7Rf99bazuXlWzduympKDB440BMM6Wb6sK9t2zZu%203rR9V9XO2prNldvShuv1G+X2mJc0F7ijMicru3On8mQ8diWcTBd2eAZUzRQsFROsvxFtMhIjHdrV%20oQNjzTTQYt229OTg4oYOe3oKL7IVAH80goGmBt2JPMrGU8B0hmc9mGhKNPcQQI2AAAGAbjAuz/ki%207zKCAoRJrHmoTxLf5aN8go9SGB6empGw5EHUMJoIdcSIEXPnzvUMQUZHtTJbCB1HKIMc6QWVm3iN%20OukjlGpUolEGeiaa1YUL0Ie4teDBNWtn46OAuB5g1EN7aJuKY7cuPsruYr5IBTc5kXDQW0DS4O2/%20Z3h+a7amFlOswpdxo0lMQTD0B0PZXtHZ/EAKHBADAiZjpTuzuJx4Zx6gw4WtwXO2xUbiqnZMmG6k%20afm11mJJ+WmSPZ1A1NvKOv31fQwp9Fvs90K2Wep19dNb3JgL9WMQpAd8uOblpsEUTV6qaN02+KlB%20mFd0HghOAmYgYmkYsKDcGXwHNUxp+qcSvmv4LDTTM7qQlz1Zmo96EH2wjuoO7xGK3LCuZ86caShq%20ODtKjjXu7h20LvKzHnDXnHJ7t4LVtaD/jGYD2Vh9Rk2s7Fc0AObm5SUa68s6d/70pz992513IBEC%20NazlKVOmvPjii/BeJe2KKioGQRwNdemULhMnTkzVNwCsHUtLzz7rIz+7+ae/+dWv4K7qa+sGDxwE%2057R4yZJhw4/Kyk0CrH0HDTj1tFOaGhp/9IMflBQW5jSlxo0aftH5H/32v15T0r7sy1/8UtL2xdMf%20uEqVOFREauzS3gU8qWKHy9MYoqeBvTKJtVpq/mrkqAdr65pq7hI+pIcsoopRUjSAmplFAE7xnAYY%20XmUMnwoHIF71OUNJeYYDYAI9VQIYQWB3aCSyOWRkjAND+cwzzzCy8RT92iLHjh0LvkA3tFatCLV5%205LKMuQodM2my2BgxY2Rtld5mWrfMF+nouQPziufwKDLHVfiaVplpNnbProCC1WlAjio6gtPiO86K%202B16FPIJZOATg7ogng8wJOtTdlZNZmtb86WXoEP2cUnZ8KE9o7wzpzE+2PFOezLOLYJfVUBlPp5a%20UVf3khDhEk+bEiKGWwzvfrWzNWc1I24MP+PTbLeQn9GrHhAgmJqyXZuSga2mEAL7eMWjTxXeDTGn%20yx7J7GmyWq3N8GKogp9TCeCxpAbUGEhKhUbi6Buu/lSHZRsQsDVs9um40nXr+CLvsnYACgqH46xN%20Bm2C8KAZ557nsDsgDzesTTrFfNE8OWjb4FEF5ub3xrRzAAIkyq6fzi9TX99UX5tbmH/ahz/cb9DA%20Deu3lHYsS+bmDxo04K677nr00UcH9O87YEA/yIUOnHXWWcdNPaGwfenUqSeVdSjt3av36OEjHn9s%202h23/w8fPeHkk7t1P2LTli1F7dsNqBg8esK4mrraMcNHn37SKQvmzS/pUMbgjx5+JP/++OAjx51w%20YruSvHe477SgD9XDjOCECRPcOhhrOgbee34U98CcJ7gYO6BAobHSXIXQAUPDi6ZJ1fjOhFHYDFiM%20l6oDhoNx4U8UZtyZbAOc0/tPbi4z5AHumpXkaqlB8YfxZf74qHOgGlSdpnMPWtFUNkO2bnmBwHrw%20XeD1z3/+s1s6bdA2ZapDGgNBAKCalcFx/VvdS2T3AlNJDVChc0zDaANt89waShqAqyUQujHNqwuD%20G88No22m71RUDGsvsANB4ymH+K7poIIGbc/FbwoFTwB9VywIPgYB00OymMButEjjfViu0N+4N0I8%20C4y2bObX85Nbi7nUbBLfkIIDaXC0DHG6B3DFfeyDpsUpDgd0awGGivRl9HBWM68rfkJszF04wyps%205zyHjG0w927bLIo5c+aog9b4AZZ54iFfFFXlK3lFLa07vYEDzL57P59grQ0ePFirCbSt1cSvywSE%20eFZWDYuFr8DomHzO1ioWu7srZYYT7EMmVv9Eg7XoaNdyXkLYkUno+enpSlym/W4WX1INiPyNtVSb%20qBgypKIimchK1NY51Iljjz02SjiQqq+uyS1IFnfokMjJrks1jRw+orG+YeumTT169R47avTwocMq%20t2xN1dUNGTaM1+ui2K0jK4bygZ01O7Jr6keNGZkWRHZ2rNmxvaCk/Yc/dFJWTm6qIZGMn/0SJyw9%20jROxwz9UBdKf/8/em0BndZ333i9CEhIIMOABjEHMkyYQYjSYyXbi2ImT2NdpspKmuddZ97tt2pWs%205vZb102/pu1N0nxt0rS9+W6bm2TVXm6TtLXdDHYcTzEYM4MkkBCTADNPZh4FSN/vPT/05I0wsiE2%20g/Se5SUfzrvPOfvs/exnP+P/0XYe/NG4eu1TQSWqtEbYmRLnlOsQ0G7AKLBrRXQRD9SIoxGdp6nt%20aqbhCnKlbSAsjUEGtHJimQqTmiPEzzQw9gZtJXRp0aJFLKqYLdUTJh5RGuW9sbGRriJKc8VMU3ml%20wMDGDwrXZOKKcpwGAatLitaquVl+ZAkvrVFKfG7OxhuYAldcXGwFB41HjBXvshiEQx3+JZ0GIZrF%20lGkGaV9uzbQJGPoT9aMy3WWXihOIuOPQ5nx7cB+txna1HbzRq+PLapO2H1+XKS22XyslPs0YZK3b%20mUj4mWEJqSsqeJNpN4+yDlER2ihXaABKMw7JVQPxm3GkA8fy7FCOgSuGYLMiICoBj/R/qDtDWkav%20Iy6YkaHdSSX6QHJorDP4VHrjpRZ4tpwBlMB+7CKFdSKvWPEzkqnCckIbQw+ReObNm6ddNZUARvv5%20/BNZRxtFZHMoD917773cy3chfln9m4uCkLDGuYKIZrowHy4Cgzh2CCgammk5YsSwppMn8gsLjx88%20lN+j6NjxNLBU7zQYTbobvXv3vJAlmNOl6dSZ/MKCHj179eiatmr27tW7z803N504edvtA159bUGa%20qnO6nDxxontRGo+mOdXCttMllVNU0D0vv/lM4lFE5j9x9AjsPCc3h7/sNblvGSmt3ScT5CISRoVc%20MTdZZCbrxTMKwqkYkKgBAQZhsSlIhKE0dyAc60qgsjaROKIUmvkkcCUam6pMG3HRDViBbeni5K8V%20xtW4nT96K7SK/B1Bkj2qtrYW6XXx4sXTp0+neyFvWjCcOV6wYIGhhbqkhDE0NtCIP12Q2t21Vzqv%20PEfVyWgYzg1/QQmSNSsdmBrLdZ0PtDeekVGC4umDBSBYGELrZ5po2tcl34ng2Sa04GLeFxJH+5rs%20pcTSTObyLjLW8KGlrggL8VcFNlr3p+hn+yJ/5n7WfsrvFRteoy5G5mwqxxgZDfFDPNatMOrZz1c6%200xhlTL4FWtw8BiUHP0FjMCMWCCfC27OI1NPVQoxoVMXURX40OSBp2CW3oKFyPnz4cA0OJnAaoLlx%2040bkDLpnrIIf4lahXMxzNm3axIqjV5WVlWZPhaLjHm+SjvtTFKHQh8wIKL1au1D7mEtPYUVw7jBw%20+ZNtNBbzzNWr63K6tOgb3LFnv+Z1RpXlGR4X3969sJt2v569brLITU6qi59z/PSpC+UICwuONG46%20e/4co7pv12708aLu3Qvz8wxyOJ9UsR2Qyu3Vuzc7Y35Bt65f/vKXL5cgdHabvRuSFGzCmqOiilhR%20FT7F6JsJCt+UuVjZ3FLVllRhnqAAVGYGGjUcymDyGALYt6ZeAwB4Am80rl5QV36FG8JGNeaKKqsd%20ivdCbeK6clHQWJ0AGn/N5Ze98pMGU94OsdIr7QmR2G4IZ+C6G/yYhn9MTD8mzxjDoR3TQsFyPaMF%20lHbDOtk9OZTKTah3twgjCSMAZ3eHC407deMf8SGe6OJbvny5wHqpjFpbWjzZctgXA6+2Iw3FpcYH%20kqirq4OAKyoqUL3Ng2I5mJ4kWWoWMLEKgmFAdIdqneQ6a0rVE9rjXvMGTdGOyqzaSS0XItgxq8AC%20TjpUpWqhi2B2USpm6dKlXOSxlq2bOXNmhGSo8mpURY6BkuHgkydP5p+WL0Tg4C6er30A/msVEtbO%20ypUr+Wu6OTeap8ADV6xYwXXOGROREn0aX6oNmnPYgn2gn6LoiYZ19tz5OwYN3rFjJ/uEBkNGBkbE%20yuI5fDWqMyLR6TNN69Zv4K8yX01NzdFjx0aMHHn4yOFV1dXnm5tvTthX2iWY07WwoHD/vn27d+5E%208N6zZ+/uPXvPN7f06FHEu44lXpmevdJi6JXEeAu3aqgQXyu4iTqLwA1WtDYHQaRt51X1RNGSGRL5%20PyQ7qYSn6bYSJlIcIJUR2gvdHQHqtJeHxmYu1+P5QtAG4rXMnZlgiJlOuKde2liokNe4ceMYUzMF%20aImYTCe5rn6kQcP36jczjIwO8EbDYngp95aUlNAG4qC9ZikT3tg8tFTQXmbB3Mu4tWpJ3KExZI/O%20eYThRcujeVNsusafyjHlHSEzarIzY1tDmVY4Ye20txquKxfmLRFRY+KDtk5lYdFPVLxcj2G+QLix%20JoIZOrxxxowZpaWlym7alDQjwLPgYlbJjgxAxWQXuAEnGgk1C2gN9+0GUMd14+sFGAkACk202iEV%20lcLBaOytco85bIY5++Q251onXHTxRh8ebzcHJzaPSEUzFUjfdYDvXNBpLlduzRQrUq2lia0JoU3H%20XQsOa/VWTTlKr15kaxVix1KGVkXnOewhJm8YqB8qs7XPaAPd8BydbDJl0xlooN3AwFJTGwwqFgRI%20rs2r2aBgcyaP6TjKRO8XbIUuKX0bmqpjQXXDZBXTRWT6qkImOCgLKESYrhazpeLj7sK54q3WVePY%20NVFxBYqE+dJhyDort3ZCudUPXL16NcsESQ06DEgqKNNMRYvOCTZkWKUWAxYRK1EEpSjmZk0jyZjF%20xUWTo0Rb1w1g6qB5ViItmOAjDQspoJBhxoF1j+DOPBneqs6nyVibO9Lxyy+/zJxWVVUhXnDC7Wix%204mTyXWlRMdEa2TOsBs29ZWVl1lGmh0ivyKF8pqFjfCBr2a8z84qn8eG6Nzi3bqmuaURp+2nCPQ+h%20h7RxmZtMzzDyHOH3RHGyzLi9ojELkK9g2E3j5uHGnEV4Dw34/N7J4YYkEqmCf+6V5SaGxSpKUcln%20xZDXm2Sas7uosiofZrybQ4DOKxS3iRAaZCEaeg9/oVmf5LAwlPBrlkfXdqmnS0GPaebcuWe+eY5t%20FGPdSwWQZhwrKytRVebPn8+itTR5eIp5AsoL/V+yZAn/vOeeexhBMSsVIsIvrHlLl7QYLuazck5/%20kIstekG3UX94OwTEOZuHMbP8KvLWmDFjdPep3EE9vE6Ejqz41mkPN3IJQw7IijP8Pgo4KrvJxcw2%20FnpG0Cwuwr8sF6/TySBWVqVODkkO8rbgJnexZBRZFIYgUZYh1AvHES5HyUNgPM2dPPz+++83dju0%20QO1m7A0oiKxrlrl6ZMSiupw1fQSmpSJhOEJDKnTpGRhgTK7ypuvaJ0cMok8Oq6tmX8srCEWkg11n%20hvKWgRAyE2HsdcjDeXQ721Xnwow+Y+M094X4rD4R/MG/l81bYxztfQRjK7Wpv8MjmF2aybzgd/B4%20umJBPZgOV3TBe90wDjQLvUbWOAsnoEZ6GguKowDvYJmdEsVltRUIvsdYaJ+yvSQLB584ceKWLVsQ%20qFFYRAMK/BH+QijTp0/fkBwwQYEWM0Gb1NfCDB9AyzpqlSnYHiKkhieYD2oaWOgL5l8opGif1RUm%20CjKia5bFdGaDgNKfOcQWdGDpGtytfx+aMQwLnrtr1y6dui4TboeQhEySEagdc05jlScT2U3a1tgF%20wWtsZbHwQIncsqQyDovs8lJWt9BLSBKsJh3IEQTNX5Z5XV0d1+mwO4GpouvWrYPOWRG6xdR06ZLJ%20b9xbX19vAmHUwTP5iqf5ahmrHBYJRmAj+mlNMM7FOmgFZk2ZrGVYETKTmVAwGZcq/6QnfI6SJg9R%20PGd4EX14ggVVrchAT8StNr7IzHtFPdF/lLF4C98ih7xs3hq5fZl+4YD+FHJfzdcAPbY+9QWz3DyH%20XGC+cijVk8D74AMkJu2nBtlZlVrkw0hYkpubL0BnnDB1czMa9H4GEKShYGiXqBgrVqxAFWU4ysvL%203S1NWuWWkpKSKVOmMM20YXDThR+S8D06Y66BAUxCdWgwEubZkAPBIEz1o3uem/tkGiLnRiakkkJJ%20gXPBoGmhVhXIHp1WaI0TjVEBFWh0rYZRVSXLywf8lWSvCAJ3gGso57qIxOcXjzzQlDQmWnoAvmBs%20tbzSXETrdYpSJDAKBIxIywlSiCwswlSUo1euXAmDQ/VGXVNt1dctErTCtdAimn2UkwJUtxXTOl/1%20N/BezaAzAdJCSmqTZuVYRNma4VFnRE6iCCjDVZSRdYiVJZ+lP7qmTcAzpUIpLXY4dzv+Mkq6AcXV%20VSfQGv5rcX5XtrW6lRmxbJaFTF1zp2KsG6CxWVznXCMOE6MYCE80fx9GY9VusTNEwLLeFB+gVM83%208EDDUCQOacLIMIXoqIPCODKXBpD6k9qKUfrMOmwa4jM51fZaUfUMILGaMWKIiWMaiBUqI3yX5bDE%20B4pzo0bEdRUvnIsQtM5NIxkyz6UeQ0/k/qYzZrlMZ2avygRyUlieGCtoM7W1tZCNWTPGekNsrC+t%20lsoQ5g3qXrbEvSsfNmcuLO2hOpGFZVUQbUVFhXZYRUsxQoXycI0MHDjQ0tnWKIGkEUFSraW/9QVx%20Avs2bZ8GPNBoXG6hGZ20qLOYMrQ0Vp3HNjQ0sNy0PyClmm1kpRLaIN9wCzcqcWse0SCL6EYnjdfk%20OueMg/ZDRchUAieo7Myw8BYeS2O+DoFUDHIkVgZTYBDUWd7Ix9IG6UrrCoNPY0O4eDU9j+pH8mJW%20Lq8WZlNO3Z4vq8sljsywQeVQ45zpn0iO6gjuqGKSqq1ooGE4TGyNBFCDB9zWNA4o5xuNb1Im1xVO%20RRJwR5KGjLLSi6dPyfQVc6usvWpxC6soqmikkipYGi7skoqY2j1EwHgtX75ce42IZ3wRNGcIKvOn%20mqMeQXu+nXOerB2ZJ9MxmDg9NMgXyjYbj6nidZGxZw6ueG7qGmhD/IUswpelyG/3bnQ3zuX6shjD%20qqoqRjhCfNoE/EcR0FS7Ra603AUNS7fXEAuxnQPKF3zW5DEJ3uQlCEyYFUVLdUflCSsuW+pCfDUR%20PmFPEKfxPJCZ6h0/QV2m4RvsKYiU65F3KW8aEWQ2JufcuzU5GL0PfehDSqAyVuVH3oLQunnzZoFJ%20uWJ0Kje62HmjoO8aGXT6a9DUqyZSkmE/SuKmWRtDxsJxaRs/q3NFD5tJlRKDNmWDChgKtXhfR0s3%20A3OFNWDKx7SiaNzjLboNDcbQBaegyktFrjFsVuOvsWXC+mgLvsIYrDZlk6P0o/56cUZ0Pgo1FDWB%20uVFPlwKdC0PrgSMoyq9xv5ozDPHlsHSKwRDuDDFSrhz1dIlDs4g5CHQSbqiOIKOXeph7dku2Kbik%20aGyyVyNUGCZ2S6tFmj6oqUuoKkvgaPoRbZMuwaPN+tWpRbP6+nqzJEQmFqRS9AA1F+UR0xyNGTDJ%20ugP7wS/3sDC7SlxmOfsIBFS50/XRzt4T5TAC8f76ZKzKGaI3WNoaUUgDq3SryhyR9oaKCyrIveIT%200RIyi/2DMaSNpOUtUCbrUcc3fFw6hPKlQBcv7xI9w+AnXeFs/HQJjs+9BmubxKVVjW7opEXuQ8ig%20G7zXEtHcy2pCKGGbpJmapV3VdKskawCPET6GNtITQeuHDx9uqpEcTSeesWiRCqwcpm+Dc16k84b2%20xo3RAfpJT9izNaGkWou0K5Nx3bBRRknJVH7qw4VG00dncocpYVotMgOwrpC3plrRJ32cNG0Qr6EP%20WiW0gmv8FnNA96JqNYNidJ66DB/AtxmpGtHR/GqWNA8xP8+tW5c6k62QqF6jB8mgDedPb77FX4VM%201ZKgu6yyspIhE1rYijXhgOIve/WMGTPgvJqW4L9K09CfW5aCp5YHCNpcaRNplIXN6GVYeDgv4sP9%20Oi4yDgISs9NElkGEv7QDRtUJj0gkD7wbRfjMerSRhtv+o6Kqq95Fmdc1hOy6lHwt6pUynehx0pgZ%20LiZ2aw3zQwS7sjKbiEJQlzKXxi5anm09aIbmBAOCgHW9iuNn2KlrM5CJXDsCGFrUg4OnTZkyJaot%20WLBWYl63bh39RCIeN24cS0MnR8BRdm89VC5VPQM2SJumtteojKkoXdR6KCr9SjBMIh+UVU1edyfQ%20ceKWLOChwQYOBRfdpQIHI6qFShv2SuFd6yq3jB492uLwmhH8ZCMyL6Wc/UZbd4gM8v7wGMoo3QoC%20y0dRnylxv3UPSbUWHZNJGQBgVqgh0xHCBUeLHHBr/GrOj4QozanmX/EcXhQVdSQ1lRcGV0w2GpSX%20l0MKSK+wVzipaAnOihDXaKOLFy82rcCEDZNkFJkD583EAdGmZd/8Kt62fMHiNM60IrY7EB3ziyLe%20QLT8SxXW7oSHaPBRj6eNvKk66cp558+MxtcWVqYdpdDAQT9NrucKF7/CeH69oNAkzBdBkmaKVML9%20uBykRkjUAACB6q3NoUsWEUTMU+0qcnaXgKaJVGvZxO3bt6Psc4JkV1pamgnM5jTRYO3atfQQhQ+C%20h9XSBukHemaVwapYUNqO6a2gRS5w+qwbDaZvl2gskj2rxkolSCcCJ6m567hXxuJRrF91YvozePBg%20GT1/zXLUZKGEq+CJzsq3WEDai24eHIg+fL6BwIITaXWUNbfZzi9mrJmeksumrTZFQzMPuInzpKbm%20FsSwmi7C6FggTHge1GRzQNk/+R5dmWyninJib1s6wuAtuRV/169ffyApMs64MJd8pKOGMmJ5Wk2l%20xkvzEF5kGVqeZuFuQ09MoBIqoq6ujleHfUNhnH7eddddJmgZ5CEmJh3W5mK4tYgqWjnE+rU0A6/Q%20/qIZhHNepFSrNuQG62qRR7tJ6hDLctVfEwESz0xgIRrdadZNJrdlTttnW5aVDeq9VOHxa3hYA8K8%20bZHXIQkoBAYqQjbjwImYHm7PEN6aNWtQ8/UAG5gJhxLfxBQeNDCrxPMrq0n8eM1fRpFr1jO0Rjey%20XmKT0eF6R5KDE1hnJuit0gOyLQuNDmguEBdGEUqJIeLAzrceniuiZlaNjELOcT08e7bRkBpIxOaM%20aST086NsjJZAQWeE6ZJyFN2Ulw0PEFOpb3LAQxhh3TARG8BdmZBpbvmpjILEbdxUV24TyETR9opp%20Z0qykrsAP8ycNmm9n2KUGDwB4wtjh9ABhry5PfpJ0IeQjkJxO9mMJsRESxifUIRyTO6CwiwGDqvV%20nSp0rjEGtIHOIFwrso0aNQpCMaZk9erVYprFvgTB8Zx58+Y988wz1dXVI0eOhLDEYTEJwnJhfJFV%20CA08NIo78ib4TFE1eRddoo244JpuzZhWhZGAFFKycQKZG7bUpVyvIpIZ/+eCdBW1syeZpRJMIRMn%20/3o7VGsiIUqUbnHi0xgiCTwQX8o+DRlDou70UclNmZT2OxL0EHgojQUqdG0aPMMYQmxch4zNVhcI%203GBEgQfNimTV0Mx4QWQRpMgYQwV/foW26QzMCF1QvdvVpDOKnYA1C0+Hc8F8hXPlRCZrIQBxmflr%20ZSPdLRbLgDmYOysKgQYiwbb5OpcqFGKtezOJwv5m7JB+b60lhlhYaVFbhFnCckbrtGeiZQYmtwpx%20AKq0KaF4saH/snnrxaXtM7UYf1K6dgceMWIEWyiDZeiSAXSK9PBQGptfwLkf5hxwBaLh24TNtoaE%20ELk8kLlJl1646abKykrEWKMFLADDHEMKUMCSJUu40XjjMHWzo9KAZoaq0DEaM2evvfZabW0tEzlh%20wgTlVq1OHBUVFfDrdevW0UAK1g3laAofaQScCovRc5CpuO6WzDKrFa6qNG3csjEA6hqGcVjuWMad%205apBZrpGnRHFBxiuymyIRVr92sGsCrqVWVxW0e+reega0viu8xZ2ILxGKqmGYBFJKFDXuaNhoemD%20yeFWHXXt5LMWW4JJmalpfJWs04Id2qMjfd6MG/3jLDHon9eNHj0aGTZq+USNXh7LGpFNw+CclKiS%20G4hubRTnTAGijTARhYQzZcNI2wlcx1RGEfgoEqMXLpR9g5Tcm1UZDavXSxYQlG2OWOCpjEqUmrAz%202ajW5EvR25X7si4ekQBNsAyUV6ImmvwiEDCF9E+1ltVlyjVZ0l3NMUoWrB+jN7QZ6fS0RKs+dxoI%20Wyn7Rg51sjkRDZa3m9wGHxSRy6IX4sVwAsWsqa/btnX7pk2bLK0a5nP3CTg1JFtTU0P37rrrLh5o%20NWzaw6x5LOtcIHca83B+5Rxat8KgCJsNDQ2IqLRX3GAcLAVo/IOBIyYOaN/JctVW2yhMEDEKCk4r%20Pa+//jo6BGxi4MBBVVVVEydONMa7OdWSKUllrlP/V1TU/fjxo08//fSbbx566KGH2PBOn24qKsq9%20DnkrX2QwjHVW1MchZk2QYvqYqGpwqKtGI6zuF2H01GqtC2vuKXIcxIYKJeIwhA2xsTQ0EbA6IE53%20eiOuWEqIMsg3lo7nIQEXGzCYEvzWrVsZeSNY3QJFwjPliZXCjSxVOrNx40YXuKnhghOxYFmPPJ/G%201tATCAm2zsfSnr6ZOWaFJ9am9RR4Na/T+8KN/KXDSsR8aUlJSao1qT2CGfSARSSfzDpgVgI1X1N1%20KkH+E61UWBbdQtq+xYm+1FRe+RrOBEgOF0EU2wlbTCrJ02f4nLkwR8pKGHq9b1YuUKJkpIws4WMY%20bs3epj8b1RGDq2Hb6jIiBysYGlPCTPMiJGLkf57JRp0mvt49b+7X59zZM3r/Dx85tm//m7Pn3j3w%20jsGrqmtffOkVM1Bbms916cJyTZMOaxj+q8mYhY1ErEeLZxr+ZoGTqJzOdbM1lN9NXuCi+QIOkfqp%20AbZWzFXLEATIgc203bxlqZJOcDSfPnWiZ1Fh06njCBO33nrz9m1b/+J/fuXmW/ouW7bkv//3P1xd%20V9t07gyM9fjJk8zWeRhpS6qlOXX61DlrhjadPd3cwgo5f/rMiaKiwn379/yP//F/7969lzZdUNpa%20rsO9JNf1rNouJh6HQdkKhvBZpApxqgxDVM6Q76D2yYkMEofrsfcjeMKGoGQWICuClTh58mSfAMO1%20TgE0CT/lXQp6vEWPgsIKLWfPnm0iJVQtJUOuS5cuFaTViofGz+p/N61GlcLij4GA5bk8C9bvwuHE%20iMyokmnMjAAjCubKc9zFN1rMVbnEzCMYq0580RUy+ZLnYs6lfr3EURhkM5eY5trQhMJ8pOnf29uX%20gd7zfVt7tn552JA1GoXtyaxwGUn3QpqqGbkrCoMiuJSWIJqZB+20MfTmwIkpxfWRI0eqSAqwIkoW%20HDDtwD956vDhg4VFPVHljx5NT3Cfm9OpFAPuGHhobZoQd+7edceAgekhPn8u1TWne2HaFYgUbK4B%207BU+axFcphaC5nVQFfo+nwZZT5kyhTYQgcEPmrogeiQsnWk0rqys5FFQJDsKQgTUbFYFLzUt5Pq0%20A14be2thwfmzZ9D2mk415+Tml5WVTp8+mSXEpvupT/2O1TqPHEunHnYbMuRM09ld+w4lK/ng2HEj%20obf1GxoGDx7Ur1+fgm75tatrIZ6KiookRv10UdH1OMiKpWqgUbZPK7PVPbho2CIUDjlF2WCjAgxq%20NPRKdCTrReoS0DaFzG7AAOOj5QqKNYIFvY3r8CmGqLS0FH4Kla5du5a1A9lH5FOiBxSJ5Clf5uFQ%20PvxaIrdqt4kh9HD69OnmFplCRntr39FbdTsWLLesXr3aCaKfnFu5WUMHowEDMXpffCzEXr6R3YLP%205C3QgyKOma9R8v1abpNXYR/W1aB1LEIo3CRTSSlN/uri5JyxY+IZneLiYi3TnDPlqjMspDBdawGQ%20mUbZPsV7S9JqmRKixXSsY8eOWE+le89eJ0+dgrb69uvXq08a7IrZRbCFLNJY6zf1LejeDYWnS9cL%20xmwWM7195plnaKC12xhp1SJR4HS8wJ3Dhc0tkjvfC60Ym23cq2Bg1tB18XBRNAZIB86b5aphHk1H%20IxalPdpNSelQVjsT0TUn72OPPMI6/N73vrd8ZTVr77d+67eGDBn2mU/+zpAhQ+++e96BNye/8MJz%20+w/sHTKk+CMf+Qjj//zzz6NaqEXKWA8ePNq3X6/r6ntFk9C3KVAAbNEqHq4jFW2LfWhz00IKD41q%20mDI+4a653YBrlgB0HulD0JhPUGXUIKvZTW3XwkWQJSJwWVkZvDKkPymWX1kOEDC8b+rUqSjgZsHA%20E2X3RppbHEG1nXfxIv34nHBd93J4LIwY1ffrbmHueKAruKlwozm1xoAi6GjcCCdnuNY7Mm8VbMJg%20VXUctQDDQUxuC+u18L1hwJb78ASzDzRzmHof+a+CUxhwGpI8syVdCpaqgw+yO336ZF4XRjyd5XU2%20zZ3T2+CR4yc07MLNa988UFNTc/ut/SvGl6EqpNlrquX0mdPWu4V80a1gweJXqtoLgGDyKzoRhCjk%20SsQnGNvhNovIQGeqq6u5y8QVSJO7jDNjcKBF7pVTZw/t3ZkluYztY+GVlVbMmDHj5ltued/73jdq%20zLi/+Iu/YLcbNWoMTKRv3z5Tpk5atmzJT3/67Mc//rHa1dWM+cKFC6dOnTZubOmK5avSAeep1MkT%20Z/r27XV9frXFNE1Ule8gS1p3g29B1jPx34LzSJ1QIIoRg8PGA8+CovTsqbRaSVMzKGTGLWIHG2lu%20gLb4T9C2FUJ5KaSOFgX31HCpBSzVWvFX1s8q4Ba6QQN+Xbp0Kc+Bt9KGdUQzVg3nr732Gs9UaKCH%204s8xX6wRMWq5yDmrg79WH0CcMvnbUFMWrzK70rclTRXz+VIergklk+1cc6fFe85bwxnH0Ajfa300%20eCLDqrmaNgw3fzkX7IoxtTwkowYdMDdoHJasMBlBhltfX8+5YSi8wpgPqxMiaWrQ1DnGskwSUXL7%209OyFgnno6LE+fftCrHX19W8ePsLDIWKmdv+e3Y2bNzK7gwYPZImmbRE5F6LkIJqZM2eaUg2dWa7G%20WDnjW0W1MNRBK7i6m6oTpA975bu4VzXNTYJBsN4RmzaEBY+GzrLxrXHk53XLzc0/k4R8o5ns2bM3%201ZIzdkwJoii/btjUuH37zkOHWHiM5wV45vvuu++uu2bMn/9LuANTwMgnwMmnolBzIgOm990ePa67%20cdbgKFynspix2FaWdmkoN7jNaP6zxKlirLiaRt2YDsNPcEkGp7y8nBMhWmhJA0NcabN8+XKFZYaI%20ZWgmmIDC8EcZmWKgeLJaA1QC4IMsAas00U9R/ox2MoaShcYbBUhVSIpCxawmJBURmeX4NGAtGCDE%20Y41VcA8QT8AQWgNIvFfXTmbY0luWWO1ovNXQMERLw4lNHzBt2UATs7Mi/1XEB+jDgoDMEy3ZFSE1%20xpQnRDgF3FMUNfM6dIgZIKX/lKdZA8bwuiROtrB7freBd9x+/OSpk+ndL53p3OfYcXZU81YhI7RI%20uBvkNW3ypJzEJmARF9M5GhoalixZwqKdPHmy9S1MrtXFqUE9wBBcD8ar05Px48cLfS2yDmRncLh1%20K41PFtsiGyeQyWvSVvUkAaZbqouyDDLRtGnTkM5Yz1/96lcLuhfBJjRz89PJU8ePHDk2a9asl156%20iV35Qx/60N33zGVq2IlX19bBqY8ePQwTRgo8eep09+7Xl9XVeF5xaqB5g09EdjeaENLium56gwhh%20QEa/GrKtvVV93+XGdi6D5kYIXlwh/mq2tvShCKcsNGgS8VN9K9l+elRWVuqU1w1gWIslW3SpweCs%20ZMXtgV2g0MBS4ry0tFTrAc9hFUP59EdwWBg9MqnhMdwY9fToEn0TzFt9zvRLQ8gj/ilw79xW5dex%20fGQ+12oqL7umy2W/oFWhc3sxYBvexxAznfzKlgg1cG4NBrkhcwCbgzhESWBunnzySYTWV155hdUl%20ugSNmQ/tTRDfj3/8Y+abnVm/lsFbRmgJ45hk/PeFKs+dbTrf0pKXNlB079evT//+t7WkuuiIvOXm%20fuxzO7fvOHHiOLrlTYiuzakuiVlDt5updYLoGFRo+SDtQeabRW1BwRD8ajoMLxBK0RwzCcWEPHca%20w8I1yDI+2ZoueXm5I4YNraycOGr0mJZz58+eZ6KbSsvKJk2aVFZWkZPTld3xttv6f+a//OcHH3yw%20e/ei8vKKu2beOWPGjKQO5ihOunZNBwb17dNvfMWEm3r3qaqafOeddzKw6fjrbvk8/zocIqho0aJF%200AkygQX7hLi0PpU8RRVNz7CBJRqm5blehIXpGVPgNd5cvFdjsCBgIw4N3hLeKYp6GOHEgkKMMB4x%20vENM1oYNG5AwoHA6KTCKDjeWhoZRKzRHzVc9+7ofjCUwxkYIGNMR1fY44fl02zgwrsAuouy2aaai%200+nLySwyn2ljvYKqwDeY3JpqRXhkLATh14DNRTcubYucGwQuGgV0YLwFqjejyY5He/7+6Ec/Stva%20ysqEhlEtcnD/7d/+jZ32Yx/7mEYZ4+y08HKvcAfpaMf8/P/z7X9Mdc39T488UlTU6+y5dD3xvLwc%20c5l79ShoSU1cX9+A/r511Mghw4f5CaZ2cGK4H7xPZHK2Vp4sS7UOgjm79j+gJXR0VldX8+H0TV8W%20vUVY1lSvqKsAEvVis0cikrRokU/PQkHBnDlz5s6bl1jq06oiQ/eJT/zWoaNpBWjsmNHNLakBt9zM%201iYc2sjkSLhVE+LqPfdcgIWO/V7MjuuNsVqjxboA6mF8L6wK/qL/R2eXGYAMDiQnaKmY9LRESRcN%20Tq6k20qcASNwEDChZJ7Plq9hChJFpBUIVIPpqlWrGCvWmuFfig7ebngMr+DhosLrbVuxYgXLUyBj%20w11Yp3QJLZCJYC2zTESeE/PT9U4bljZsVDwU471QRODdRsGbfKWXRe6saVVPsuJLFOxKZZSWubbi%20yHsutzoQmdXhmWY0BQRSy4ox7lyxqAPTCWUwnfx99dVXIR2GnonkVxRqVPKXX36ZWfz6178+depU%20U5itQ8UEv/766+ZBQzRKx5ALF9lXOefJvPrAgf2HD7x58OCbs+fO7d6jx+rV9elYvK5p32tuVxhx%20bvN5ZN7u3fLyq2tWvbl//7Tp05FHc7rmRCkeI6sgLGRnQxQga2iCqYUu6TD7PL3S8Arn5TP5OoOu%20FQdMVaZvAsUaPiHigdUKICmenInf2pnl1v633jZv3txBAwflditoajqTrJ+uJ0+eYl4KCwu6pD2T%20qZyu7KDdzp1vYRLzcruKMKmpsRUGs+vZs+e7dcs3odPVaHx+G9FGTLVrOD4qYYwJVAR5oL7YT2jG%20HHZ5LucCodpb/UuCwRvrbgKLQSwmqhi7wq+iBnuv8qD4L0K8G8ctbiF0+4EPfICf3IH4SaRQWi5b%20toxlNW/ePBix6UIGAxiiIPKy5yK20GdECm6HyepYNnNfCzjvheA13NE9PbpwfB6uBSCCNTODvjND%207DM56TWPvrp6vqzM77R6oMF64gEWFxdDAXJJtlMa//KXv2Sg9S8xHyr+Mbtu4MzHU089tWDBgsrK%20Str/2Z/9GZMHV0KZ4voXvvAFFhi/0njlypUojN/5znfYMIcNG9Kv9011dau79+yVm5f3+OP/fPjI%20kYmTp3zpS186n56eLi1JoWB4Jax8y6aNTz/99Ic++NGivJ4B92WUTEVFRV1dHX0z2oFeiaCh+MkX%20ucNDQ5pWTdkU30AjhpZ+bne/5UYrJ2q+EGUxezAn+kDSeuuZM/kF3U6hOZ5rToyPF2rlFhV1T8A7%20GNi81tCCgky4gP37ZS49wzAFA+rVq6igID/Jdi/IJFQ3M4uzXZsFmSSMmiBkHQproOpkhyUJw2yy%20jJXo4GIG8wscrPtUwuOEDxGnzfBHPtAMRgYW5QxahfEhKkLV/JM3Wl0K8oYzPvDAA1F7KkaPbqCB%20iRVtnivLmZ6oeBmyahxkKqmVJ5yrsPyK4fSEG3XDaKgVu0/jmJDbHYF2r6bA4omxSnBYxtTsDksH%20Mr7aDRQ3DIizirqBezo3AzqWOUZ45J/19fU0M4KVjRRW+8ILL/zHf/wHQi5Pnj9/PoKtpXE/+9nP%20wovhtrDFSZMmfeQjH+GNL774ItSQl5sOZlXMgfGNGTMGIq6trZXgQphSB+FXmC993r59u3ZVfhID%20jF7ZBuIT0tx9nh5aVONQctCYZSCaOC35SwPrfYmCmGWrrTYBtqvTF9AqWnIKC4sQbrZt25Gbm8N1%20TtLMtDC/sCCP6Tty9ARTdPDQAf7KWJubU7179endq2eXC+apU6He+nwWuThB7pGGXl4rxpq5WCL5%20UqYDhQRqpTRjPTpIC+aLAh7SnwYxPQ1u5yhDDQ0NVoS2DJ2ZjRYp0JcADfNwK04jo3CRBYL8qOdZ%202dYsKX6FtzJcSBgGdDOAerromPZWBWdTw7UhmKbI7bS3fihPWL16td/LHmBdALHxOgbpXo341iAX%20mY4Su/j/8LjNmzcHlgTTBhlBHyodYi5AB+oFoo5zUY8nO7PZGppKeT4K1PDkMAwLlvrhD3941qxZ%20aBbick2bNq3/zbeY46ylnymHTNM1GltSOWiXOanmlubTJ04qVB47eYJu9Ozdy3wBwc0Mc7n77rtF%20QTQOwdrgYsVGUfhUK0qTdjFu1+WlJGuynaUs1IYCAfraqqXX1eEO1DU/v2tu7pnTp7slC/iLX/zi%20Pffcw8p/6eVfPvTQQ6PHjksgo9IeHjTZ//Xtv7t9wB0f/ehH+/a9NS+PW+HCTd265bNhachONOKW%20Nw/u79e331//9f+Cdz366KN6JlNJyOQ1LwdprJKGfqvGQa6a48Xkh27pJCuF5cMnq4MbLS5KtJhS%20hpZrvDJwytIbpttA1TwWBofoyhUkBhogsSKyDBkyBMWRG3XES/lyyQ0bNtB4xIgR5kSpcRquwDmU%20b5UqlkaqNTOIHjKP4sOKbRSxZdZeFdRYPA2Tv7O89fKYbMD96tpiDjTu8JMBa1p2mFfDRJh78fqc%2014ULF6LXs7uuWLGCeYWYmOOXXnpJgB/NoH/7t3/LLMJPR40aBXtlk5wzZ44oU7wdSuIhzCvP//u/%20//vq6jU9koyUmpqakpKSNP/tmoNMLHNMR1Ol0iG3w0eOkLcqYjvx7Pnl5eWsQ17NvUK6mR7DF5lz%20HTWNzTmB1/PtNOCKaV081poWmhc5LOqbxcHKJJzz51vSClZOTreC3Jbm9CbNHtyje8//67/+NwTV%20m2++5aabejhg+XlpQpowYcLIEaOTFZ4TVn4Ya1NTc8+ePURLYoGr6sJBTp9O14/Q264JUkDCa/bB%20yWFgPz0JaCs4FyStg4vecp1dB1KB4KM6IfSjlwJBVQs+326ilPCYauJQndVfolgnbVgjaGk049vR%20LDM3mAgeh7FCxtYrtAwfq4C+aSKw+qkSt7crgCul0mc3MK7AxOmGkXOyV7pkIdhUR8HNyL06m7DS%20ayY+guKDNkoLk3ERCdSUOKQ/VogxqmKa0WzkyJGPPfYYM6HJ/JFHHhHXFQkFTZ+WTBhsl39OnDjR%20zRa+jFDJkx9++GGew+vmzZuHOlk2fgI7+Ac/eGrQ4MHbd+2GUfbont6fW9LLOCXkT4+CbqfPNj39%201E/q6+thiNBBWND9InrIBsA+z5NRoCyMYS4WrxbEILLC9DwY0BfJzqppVlLQB2rdgSx+axwQBsPb%20dOpUfmFh8/mWn/zkJ3BX5pFxQwgzCeV733uC0Zs9e+5LL/9i4G192R179S6C/7722uKuOXlVVZPK%20ysYuWrScK8XFgysnjt+2bfPyFUtpVlBQWDx4KGo3M/LDH/4QbgVHhlSuIWONYotWyoCQYFui/Yut%20warRMWUotKj7xgK65UO9FhDSX6/4omNAW7/B+ZAfT+YEKcRyhIZ1I3/wwHHjxmkfM3nUc1GsmBE6%20w/P1rUUhZB1iQshH/I/2a8O99VfzCqt+iY8lY81PjgiPaVNuMstb2zMexWAJ3hXXRY82ol7kWqvR%20Wjci6sdpep+UHGptonA++OCDgVbLK+C58F9t+fw1dccDGkrq/Z24fdCgD3/4w4U9eyWesVPo4YOH%20DuvVs/u582kyKsi7gEIERx46eNCZc2c3btiysnrV8uXL6apYkEEB0Ao8nd6uXLkSymADF7HFuCut%20H+7twnopXNB5CwEZk6jXy71Hf1fW3pp5MBeWe2LoFixc9O1vf3vW7LmHDx1lrp9++un//Y//+LnP%20fe5ffvAjfi0rq2AWdu3e8f3vf2/KlKkD+g/82c+enzxpKucrVqz+5je/NWbMqPnzX92ytbGoqOCP%20//iPZ8+exfR98xvf6tcvHfaneeq73/2uBX6uVWpcwOynWiGXTGcSgFjYIxPENc2fSmAxDCC1xJPx%20T3rYoSsYohgXZnVH9oGxU+ZiCU4vIBYPRLBg9aVaM9FTF0zVJwTT4hVjx45FsNVQwKBxMmLEiMCl%20No7bQh7GVrJGeBG0zTKHOyNW0xN2MkSTmTNnZjKEqCbQAZbA1fBlKehlDl+YXy1d5UbH9FtbAqLJ%20zbkQqsYEoMUvWLAgKM8KgL0S7NvziVs/DQbYko6e8Z+aRJ0bCE5UlHPN5yHawsIeZ882sWnyj1Ra%206+/Ru3fPm3p239S4+YWfP7954wb72aVrTtfc/FQu6n+XiZOqIDg2WHMKQwx3AYwfPx5BmK6yG0O1%20giewsfMtcnwR1EUSsCwwIrDxgwKHi9crYpYJDpBgNr41DkS1Q0mhh7yCAm2ID/+nj1aML2OcYYJn%20zpyuqpr4+T/4HOrBmtrqT3zskU98/JMorYzhBz7wAePVGfxXXnmprm71F7/4RZ7z85//XDcO+s3n%20P/8FlA94EEv9gQceuPvuu2Ex5stdq+/l1Zb5ofPwLENHkDkMm7fcns5V/bp0nn/qTTUzUKbGXr5r%201y6LVxv5b9UTl566P8TGWL388stiFMAloVUYnwKKtU7DX8JjuYsXKcGgYiIS8UYYsQwUUqczDKwV%20rW9LDk74JxdFCOSfo0ePNmyAR02fPt2KA77CAFUxwDqCMevq2I/CORMZaVE/jr+MdUlJiVn/55rO%20Dhp4R5eWlvy8fDhm94LCr33ta3/0R390IUoprX7knTh1MmGBXc63NKcxOs+gfTQXFXU/dRIKa9aw%20e4FSCwq279h1/MSp3PyCM03nWpLXnU3HDORw+9Ejh+Df/HfwwL6v/M8/f+yxx3Jzk77l5CSNc5pT%206dA8YQMXLVqk2qWXWTbKObIP1NbY2AhpGp8LZUCpiLoQtwlaFkegmcm1/Mo5+z/Xae+nGXCjZSAC%20oQN6vdNy25zcrkw3BHT4yOGevYv2Hdi7bt3a7dvf2Ltv97nzTQf27929a8f77p2X1zX1wx88mdu1%20y969+7vld2/ctGXgwEF//df/75q62j/5fx67Y9CAltS52tWrms6eLi4exB538sTpgbcP7pZfiArE%201NTX13/9619//fXX4QICAV+r79VCKhTLvn371qxZY4lPmFFdXZ3lV2WgkASEZEkhxEx4lpkCMEeD%20roSdNlYa8RBhk/XFLsIVNbDq6mreyNJTZucW6JBmZWVlgrcp/fBShgjhFzETdsy7IH5oO5WEA0PS%20OpNhkcgNEZBLf7QbwFXHjBmjxcyynqa5mywrkf/mR6f2Zb0lGcW51dLT8Rfd0hisA++449yZM7lp%20Lf4Uuvarr77K9DNDa+rr0kCNvW86eSpdsC8vt+sZdmMob9v2dITTLbfu3rWrsHuR7iPm9Zn/+AkU%20+Tv/5dFx40bDrVl4/W9Le8CakogohN9zZ8+cOt3Ur0/fAwf2ffzjH6Mn9fUNRb3TwVK5+bndCrux%207T744IPPPfccij+9Q1sUysw1YIgVZATH3LBhgzHPxjZAjgJM0MxIXiEqlAU8p3GCfHhM7UkXMKtF%20uA13CLeiToswwDSlEc66pE+qqqrY5xYvXpxAN93MjlNVVXnw4IGzZ8/85898mnFjJBm3qVOn9+nT%20jylDKBszZtQDD9w/ceLE3/u9//ad7/wDD/m93/s9eEpRUTpCdvfuvfAamBesStTUiooKg69d/1f/%20UF1z6s2r1t0vqIqgE2HEF6TZDFdzpmVtMD5ICwpUZmS4uChkB9IoCw2aFEUlIvy5zhUz2aJEisof%20DXjU6tWrIWPGJ6qxQrH0Bx2fMbdYBluUOf4sW2QRnsB1WDPr1yIIPKehocEqTTDitx2H9plG1t76%209hxWx86F0pLNLZHE9v/9wz8g2W3d9oYhTczKv/zLv0BP4ysrH7j/gbQN6OSxA3v3PfPv/wZLYqoe%20euRjf/mXf9mwbgPTz/Y7adKkJ598Ei1v5JixTzzxRDoJLy+3qrL8yME3zX36xrf+Fqr6P9/9PkKB%20htSVK6tpeeBQunTrZz7zmcoJ5XQD6kSLZ0EilvIWdvWYewMeWPCsRta8WNeWQlN9swDitGnT1NG4%20RWuUYYDmTUB8ltG28o0iQ1TsCQda6q1rlnTwwwxpR4P1+ed//ueoCKxqS0Ix8vp2PvGJT0ADhiv9%20yZ/8CSyG64w5t1tU+VOf+hSyGzKaadA/+9nPBBP50pe+hPRH+/e9731Rge5aMdZQUKSrgNejh2zb%20CmhQCF8USUom3cP1xBmQhKzijnjLt5gLQBtGydqdVqQ3hpeHG29grc/JkyeLFpjpUGLhIKDwKzIE%20ko3vZSFAwIywvlnxDC0cwBOsehe2cprxTHrCcuN1rA5uNy2zA0O+XUveGvwipDmvpvfhkyfhiXBS%20ZMY+/foK0/dXf/VXaIisjW984xvIsCOGj+jRvcc//exnL774IuLkD3/4w9xuBeFt/9d//depU6dC%20QPzEsvn93/99SO3zv/+5USOGdO+WXl1f+9rXli1bxky/8MILrEZOLMI6b968F15+hYsPP/xw4u86%201tBQz8mECRNg7vB6uHZk4ClKQCuIVPwKDZnwyk4A6ZjyoHyh959v1C5sHCu/6sSjzaZNm5QyxBmw%20IM873Mw78MHS1XpuNioDy97mgmT1stQdExNPIuTIBkLbGfbHdsUMppLAA+aLxmxvsmCdhxGybmj9%20tVrzRl8JoGc5ZJ1UWksNWJS3QmnwMuHkGRlz/Fg1jlKU87OqIM8Rl13HhnWODfNihFEK+WlMcmRu%203jyE9yKI1NTU0Hj48OHWnzcY0XrUikQMqagdzAiUzxKgY4rMogLSJfqs8sEeqQm4nXKQYda7eHyy%209tZ3yl4drKjd2Hz2LOyTGRU7Eh2E+dYTipYHf5w1axYqXjqR48Tx5pZm1A0mHkFm7ty5KikIg+PG%20jRMzxQqGxYMHQhNs2p/5zKdnzJyp19JQZ1NK3v/+9+t00i4s5LDF60UM4lE8ExpiA6+trQ3AniAC%209mF4rjgDYscYAyA2GvoRrFOJaevWrdYXMqMMyrZ2Ke2lWq6LbxSAFCHOdELeGvxR3CPHivFBS3j2%202WdXrlzpNIlaGfH2TpBADW6EEUjPVDqMatkxqnIKThR+r+2iEJCT/vBRUGN5ebmfyXX7GaWoBMyG%20vIVpF+/KbCjYHLK5leVQp7jOcDmkPEdRAA7IjWamIYVEjXFrHfJX9wASAP0x5Mv9afny5ZoXBiQH%20i471xaPYwCwHwBVWrtsYn2CsunWaFWDjaVm59d3XfTKdWhE8kC5ylZfXu29fpA8I4t///d/PNac1%20ayYJQXJl9SoafOQjH2HrLupR1HTmJCx1y6aNEApK360Dbv/mN7954uRpsVzVzaGb+QteN0jw0KEj%20b2zZiJQqpC6PghRWVdd++ctftk7iwoULv/Wtb/Ecfk0zx/Np1B8UJfMOIJfVq1ezquGYmUXNFHN4%20FKwfQoTI6LmZJ4XJoW/X6GjjqM3CspyGDF09NG3nTaIF20ClpTrrkenTM7KNgZ0/f/7TTz/thgdt%20WCfNAY/480wJyBimyItXFdVoE3j1agkGdVzD73WrTpf/SuJGLNrKXzUhxUDjtCAeUYPpvzU6jeHj%20Cps3V+Bi/BP65wlCSdHSSlkmRCWBFmfgnjRGMjBBxgFxbTK2KAeIBfwTdQFObVAtDRw9M7J4SGNj%20o2DbNDY9gVnjyfq16AZLg+sQv6MdSeTtzPuNbm99z3Gw3olZIJUBb4OyceLo0eZz527q129QYtzp%2026/v+PHjmdq77747Lz8d5n1b//7Go+Tldh05YkR5WakxeoXd07CtZeUV4lHBE4uLh7CXDh85kg0W%206hk3dkxBtzw296lTp9JgyLBhabjCOwZBrCUlJVzs2y8dQjh33t0sWhoMHDjg0JsH8/LS9eKhJCje%206pK8GrpUuony5cpBiKIQrlkPnEBerGrahyTLHm7cjLUGDK42XJFzboRMjY9hd+GKm5D2hA7AKy8T%20BysN6TRv3rzQVdnhYKxPPfUUbAU5a/bs2XJS2a7wV3Io0Sqse6wx3TQ5C+vCIOSwUZbYvDjRpK5h%20fKXpYQaWQJwQFYqOO4dlOpXc/RzRUgzUF49C8ZyLlosXWc1CqpAWurl1Yfk6MQarq6vRwxhDVDdx%20XsLgy+jt2LEDYQKCRJS5//77GXPDWugVM2KZAAFYTUpkUTCb7n+8iFcLXMAVaxpB1bGT+a5LyQ2X%20K09ch/JH7rXlqm3KMaZpuiXVo1evpiSpY/acOfyH4h9ey3vvvZeNFKYD92zc3Hjm1IkBt94GD+UK%20+zlTi/S6ek29pYQgDhX52wcNRmfflxx9byp69NFHLbOT260AWiktLb3zzjt54Jo1awoKe3z+85/v%20mt8NEoFojhxhMR5dsmQRxAertZ4rZIR4yxuFGlLl1KTFYkDt4r1QElcsnMUTuGh8DI2hVCjPEu2i%20BLEYhCg1DFYwLdaJNQ0zfVmdUIaNATFrE6UB3mp4P9qDSOoaTNE8mCB1CGMkVSy0d7sRplO8krwS%20E4FCaBWC3XszMc+u/hEQ8qYDGL9onihfagELU/LFN7HD6arvrTWrrSWlrZN/qoYr2pt6YHyLtmwO%20HoimBXk7CAInQaIa5eCPPEEYZcbH2m5W7aYNnTySRB8jsXIR9ZEVZ+qtQrRW7C1btiBGMDtRwNjQ%20XYWGG10+vR59WRdbptM03dzCuOYzB62DqyDDT0yzng24G/ILlNd0+mTLufOF+Xka7OFoCo/wX5gm%20C2nvvgNM/9nmFqvvNp9tOnn88OHCAquu5xemYYFOnU6X8Nq5c6fGLO5tOp8uJcsboS3rVpqCAmFN%20nz4dxlpXV/f8889/+tOfpjMJYF0vkeHZlqdMmfKLX/wCDQiqgkwtUME/U0mUVbrPTU10zLQCc7R5%20OE9QxJD0XT8um8zI1g7MWENcjUWlbcTdS7CSn/70p6gFMI577rkHLcTGshXNKULuh5PEv20KkmfG%20pcc5PEVD7fUwFFajsGIQdAi3UjAURl2cQDOyrBJv0Cufjxwq+rWeKzGCNdwnBeTTvnseywDC/hCN%20obeNGzfyNKSTVALkpgtBhgh/tLIAcgBLgJ+QcDkfNWoUyxCFDJbNe8UAgWL11tIrZA5EE8h7woQJ%20/NM657xXe5ezpnphHPeNIofeYLz1nR8QDQvgtgH9meztiYcU8howfOjRQ4ePH0lHj8L4zrWk87hy%20uuYx/VDStm3bbrm1P9ff2LHT+jxnTp5oOX/mwN49Vg/cf/AQzyzu3UcKu+WWW86dT1eR6ZKbh/rD%20xO/Zs6tPz16WQoBWoEX2Z120aGrIUNOmTYNqFX+gSE7Gjx8P2SGoWheL3nKRpyFHmO1K31T06BLi%20ABRpzXC9WJqxOraN/51b5N3tGM+f//znNTU1/PPDH/5wxAl0yEOZUad/KkGQgthgmhIYNG+hAcVJ%20OJ15BFqZuYV/MkrFxcUMkQ0gP/gyuj9XBBV7+eWXjZDl4TRGuzetwGAD1UdewbCrLiDSegVyRXRl%20e2NF0CVvF3tMOxjcmQ7AtXkvzNSXsgqMZAg2GupXx1bCbhgTnttvTpecXj17QTRqKJZxNY7akjt6%20LSAgLVNieYhgZsULris86jeDY7rVWwPDACk1MvdwEwpN27WUBTwaUYLry5YtQxCQFl0JptNMmjQJ%207okeRPcUPeCtpl0JUwvbNS+WVaF6JUyXfi0zGjshJ039OmK8NlOW9KvJwfZz5513spkhBAnf01F9%20d3JY6AQOBeVoIBaMQrpVPOSwEipsLnD5WBcBfKFg7rnA2DoJxNg22wpihlzbeP/4CcJm+7daDJxU%20Ld4+KAroNLMknVG3utpo5vZg3SZhWwVGuFhi6NjB2tfYl/VWhpaL1YMLGmI66O9sGnqnoLCQSU17%20inbvQnPuc1Nvd/iz586nkeW65GzevFmYbVgr/KtHEp4Cazt18kRu1y59EidmOuaxR1FSveJNgSfg%20my2pBAczp6uoE8XFg08eP3HkyGFTG7hiFS/kAl7HnZabVXXVKyK50wx9SvWfByK0yn9pr3xBY71Y%200B/k7pagSrthwwaoH6LvhDVd9ApGMWSRfRj5ioqKBx98ENXVPPd25NYbfZRkQEuWLIEGSktL4a0m%20R7jpus1bpUo2ZzUgwYygMSRTiNlYFPZ1QQUFfqWZJk71cYRZHjhz5kxGNZxgiimw1HS9uK1becLI%20kSN5kWFVyBaWzGClwJdNslDfMozBWt8IqjyHNmJxuQo4gre+E7m1A1D7DbNvXAhdTBfnzOc/JhuG%20BeUJbGEsiNumVbVN9tf5LsuDr9FGaxTkZcCgsYGi/EVZQJ0e3Au9ci88WklBADfjri2GiH4EK3RJ%206GcwRrKqqmrixIlIxEivQldYYVAMb7Mb6CF9M/ovSnHwU9Yg0Ma3M2vWLBgr+5lmdxMxOur3mlUF%20+fHhKNcbN24UgXPnzp3qWJCfoCfQmx4INhvvknRpr49UiEKLDetHhV0avAXP5V7275KSkpAfrc/K%20K7Zt28bruCLmpxWJhLOSUfJGbrf2HTza0ltwWyu1wE+RY5BO4LY6ElhlYdruPPiZN8wy/pW8k2pp%20TgKSDADcc/BQ466d+kZPnD6zZs2aHkW94GucQCJDh6UDlevXrYfshg8f3i2367Y9O/bt3iV++7GT%20p8rKym65tdeCBQsgviFDhpw63ZSOECgohOagUcSHgbf1LykZm2RnNVj8HQJdtmwZXBgahdpqa2uH%20Dh1qLTb6Y3I3VDt79mzWAPu/weoG+kGadXV1UCr30j5qf0nchoWzJDoze421px7A8kZ8Q4TXbsOw%20m17ZYRdkbq61A8xGMyZMLYo9HjLTC28NFbT1qAwGyckZ4XHaFtjO1dy94kZlHKHpWxC5ma+mCRjx%20xhNQ+3gjC2fMmDFWnLVABq+AmOmeXikOQTMiYID+QNKyfp62Z88ebb5tQoY7icnrhlnD2qG0CeQk%20AKnMkOEBmnvSxp2z57TTmaGvyVVHvAjczWe7eKJ4KwBVl5zcQDhsOnte6MIowaLt1XBCGpv3ojAr%204jWSBaxWG6sbgPaBwYMHw+6hUURXo6krKyt5gvu5q0JvwBtvvAF1cpEroix2QpYqbGOmUCNnYWQM%20/hd0OX7qwOIP27N5t8OGDYOEBJxm4zccxRCoCOYVitDECrmnMibyrLzSbDQawyJhc4i9MFauICjA%20Ok1sierTXIc+IUvugmLFbeA5RtHqNuDcnwzwMpqFh9x22239+vUzOMFYLuOLea97YZS2zsqt19eh%20Lz4NPKiJAHUetb2wsOnU6aFDi8+dObf/4JtM89SpU880pb2l7Lrjxo07fiJdCGD0iOFd8/POnERb%20b0YO6tGjMJWua5cmJkgNSrrzzjs5SUqhFU2bNg3i2Htgf1Fh0X33vm/njm3wVmiIG48k8a7QEHKx%20UioPr6mpWblypWRq6rqeAWhIsB8rEiN56SodOHCg1MYXWd97w4YNIgYZVSOce9YaoNwaKKJuirJX%20tdQO+dUKpJqYAhwDYhZaUJg+U/igPZgX/Jef4KTs8UKosG2bq2ZR5FRrQrC+JmiVvZxboD2dVJyb%20jQb1oumjiumAku3SB7O8LBGiv1c1Hyq1OLa478YwQPPBRi0BGxmYbai6wwdrX3d7yNk0hnWSGYPq%20z8hfKF3Y5UKqXOt/9Ds3p2uPwu79BwwccPsdxUOH39b/djjp5i1vMIUTJkyAY6blwe4Ft97Sb++e%20XYcPHrjl5r69evbYu+/A1je2p3Jy87sV7t6zryWVYwrAjh07YM0Db+9//NiRxk0b+t7Ua8TwoQf2%207+V6v+Qwq1qbPSS4devWsWPHTpkyBdLkp/r6+nSx2ERScCeAUquqqmbNmgV9C8Lih+jShZph0/uT%20AxKHlA13pZmuhpaM8N6L9eUbXT4NG5/+k8wY8vhe/SqpVvgSxtlNS+N4l0scHcMkovIOAWtv5bsM%20kWYVwEZhdha/MiEVOZQxQSaFeNh1BBtkL0cIgLYrKipgoxCYcdbQG38hOaQQ7VepJLoglWBiyaNh%20r8OHD4d6mYI1a9ZwI2IKfVi1ahVXeDJ/EQj0voo8oHTM6jDKVe+rCVpRqqNNUka4szrkPF6PcuuF%20Yc15m/GN33RbiZDm2tPio9sKKhR9B+LbvDmdFq0LdceudEFK20Og7rHwOygJUkiDYJ48VVe3Wtzu%20PXv2QG0GbFv1WmPT/Pnzuevhhx/+8Y9//NJLL/FGWLDh3EocPHzo0KEIwsuXL1+6dOn06dMhPoib%20J3CdJ3PCHsBJVC1kPWjS6sD7eebMiqyYFdLjUFq0RKB1jo0v5CdrqfITNKNiPmnSpHT0y6lTGj1N%20VFUTtyghJ8LayvUgb2QFwYwk0Qjm5y64quCqZWVlIlvzq4W4uRfiR1CwBp21tYUb5oBcLb3cv39/%20nmCElolhYg50TvThnOt87b1D87/QG2YE6NOHmGSpqaSQr7DnNIMiVYUu1IZJyrpZ+1p4F95Oe8ha%202DoozM3WkD0lJk1dkDhEM3HiRIgV2WHt2rXpygitO7NCAa+YM2cOb+HXmpoaaBSJwAq1yrMmwwjz%20aoKseAUdleDaiN5R0zTLVTPpX3OqOOtpvPjEWqoMYSSfVk7jq/inZV9N9uei5QgtK6eEC13BVZFY%20+Wd5eTlMWf9VINRYEF4EAGQLc1v1hhUlh5w9jsIkDtLIRSvacc6KMNjGOjT81avROefxepRbLytn%20Q2sOc6/VySx+GRbTD5U4u4IE33zzzdCfriRdVUL2mmQiS4VWTDJBk4L+IFAaG7Ml8IQgVXBJtC0R%20iGGvkPK6devYzxFO9Wi7JFIJGDbs9bnnnlu9ejW3cxcPh8Rpo8VKCGcFat4uDmbnkVuzvLXN3iM9%20G1WiAGvg4InkMAiaX0XFTpfhSIJPaala5sYMMaMhGVnBAdmjxbvZl5aWCvDqRFizAO3NYvW6fy1S%20wBWIk9exFngUBMyC4hya5ydYv5xUWCyusACRM/ynpq0Oo+B3BLlVJfGds1ersGmKEvdE0lQ54gTK%20EIwKxspfEYPMCLSqpXU0acz2DkNECoDPQl4waAsLGr5nZpdmI8MGYJrmVkFw0CvkuHDhwp07d0bN%20YV0T/J0yZYp12erq6lasWAGhsyQQYK37rSsWkcHKIvRZHbBjy60BdtVpy9W0Mz5u5OYKCqCuTAAV%20Ga9iTKvJLDA16HbIkCEalzQRQGCiClg+i4ubN2+G4CsrK60dwL2yPxi0Qq7LZMCAAbTnvRAkf61Z%20QAPVf32/JhwK7Wq6I6TLuZAFBmAJvO0Um7WY5a3Xhdz6zre7TIRjlRcmFXL0emT46CQVlCAipYVM%205q/Q6JAIDXokR6o1n5393yRaeDdCgZgU+k8t+26RSxjxoEGDUKyWLVsGJUXikLTOA6dOnUofxIpX%20z7JXLCFjwgWOM56mY8utoXCkWv0bWbk1U7bQpmkdI/gg/BSCsT62ZYAFFuDQOJvOLHzzTeModiQH%20JAr7E8hGITTggydMmCB4TdS41OjPiWFbkyZNGj9+vPTJi0aPHq3zip8mT56sU1ewbZ0Eiqv19fW8%20VzevEZDSc+TgZW0CN7YmZWwKdMZ8Czdnbj4EYb1VS3br3DSZUl5pSqu5LrSB/6qOiZPGA0VWFn5N%201mlWH9QPfbOfQ/dlZWXwTYGaEGNNDBMqn14hL0B8Rn1DebojeCCEbq63zjfDcjswFkkbAU01Jctb%2027BXCIP91eyYqIgsXqqVU6FGsdxM1Td8Sm+BQa8cbtJwXgRMC4NXVVUhKzj4WloNDJcaeRT6vsKE%20RKizK0ouRUUDUV3gsIqovEv0QhYaPNckw8wUmM6ZC3PDf7NIxiY1809jSKEDGJYAgPyTKdeuj7Jj%20fQEN8OKuCxLI3msYANuy7n7Ojd3TXBtQL7oa9IwlWFl7aCCuO39hoGvWrEFBE4DZRINU4gqD+aIx%201dTU0EnRXrj39uSgQRoLMSmcJ5Js5+Ej2TiBzMMtWSxBWJ4ZJbJXY0sNaZKxch2aFMfWVCtkTKho%2048aNEJXGVklU2P9p06aFGTQTRBxSp4ElAjlHPoBuWR0iEtBm4MCB/F21ahX8NA0s98Yb6GfQKhKM%20KO/C7MLBkXkvVk065xTf8KYuvaUh+KgoQS4rVqyAS+owXblyJbwVRgkdWK7KvbSxsdF6q1Ah1xsa%20GkS1WLJkCfdCpkgK69evN/cfpkljYZV5pv4BQd0tlskzIWg6Y90XblG19yeO4uJi5Fkx2QR+F9WC%20DijMmgNOByRKA7BDd+swzDRsOPGNWZb6K2EnyaRCxxI2QeRveJbJhCUlJZIH15cuXWq6CkSo1d4w%20WKQBWJ513njCgAEDlAlmzpyZrqOcOK98l8YH2LTyAfs9LFL1X4eYQV3W3OaBJoYZ48VK0ZfAFW6H%2023JRdILMtXkNUcazcuu7ZqKVN6VRApKD/RP+qKw6dOhQxVuIhl2X5a01QIXLc+jV5GuewL3BQNnJ%20o4aV4S96Y7lx7NixUBXyphSJ5FtRUUF/YKwInkip+q9guDJQ7rVI4pYtW3bu3Mld9E28Qd5u3ktk%20Lma5TOc83E2hFqFRrQAEAVsUgI0cCtHeBZWqMLGXcwI18hPyAQ+BzMLLD4EhN3Dv6NGjpatIyxZL%20aNOmTdAw27ykDh83vRW5hJ94PoRKe+gW3csS8Qi2ZtwIPxRIXdltsgPaW8P9FeHWSIjCrbrTWrAA%20xgoFoD3RDIqhPZSESCsIxbp169ii0bB2JYdVWIT8MS+AllAbtA7tQsSQLFTOvTyENqZvVVVVQc11%20dXWwVxMHU4nbV82Ih0PukCYNOKc9T9CTQN94l8XiO21IYPbQ4mRBCs/ZhsWihEKMzHdrh/2ZGiPs%20v8AaltWC34URljYwWXgirNNXqE4ZGwM9I3JCqHPmzEEI4Cf+8hwWAs/hFXB5q8EbkgjxI+3CWLWn%20sayQZ2l8MSBL9rjheWubiltaV/lbU1PTNzngVuIAGQPLbqxry8aCSgQvCyhMIQeVNwVw065koUoa%20CGRlvWVLGZvZBaHPmDEDel2wYAHc09qZInlr0YfEi4uLkReWLVuGnEtnIHEeDs9lJxAnO0uXnVx0%20hfysd5LkE26GzfXv31+maXgWRCj7s/wwZCxatuGlul6FAoD4x4wZM2HChFQSERg1XGnMTzt27OCB%20NNCKyksN82psbKQbPJYr69evpz+qX8jI9Ao5WpghwQcEyrqGBRyz9tb3yn7XxlJuDMD27duZfqgH%20QrQ8OtQG9XARUoBFQhbs6p4jySKTQn9wyUWLFkF/UA9MWYxtoQC4F3LkOXBVGLflW/i7ePFi2OvI%20kSN5AtIoqhMMt7y8fM+ePUuWLDHnKtUa8pVKqsPPnTuXvzTesGGDKpix37TUdNAZYrCyx6UYqwFM%20+ujNcRImDS42YsQINmxLr1sHG57LdYjHvERNtDJWiJlVwHPY7KHnVEaoKc0ExGKBWEnQsh1G1Bo/%20y2EAuLKFVywcZ0v6aaJjZApkjw5oE0j9Ou4nhDV58mQNr9KoPE45VJeU7ducw4itLwBnNKHb6tmW%20IIawkDeFXueBcEbaIN5aIYNfhdPmGDduHHy5urq6JDlSrT4cK4lyhV9feumljRs3QposmAhIMmLR%20oOvs0TltAhBkGg+zudmaKOlSGglxQiTQVZ8+fVBxIFHLXqAGsevDKJV2dYpaPgsxAsocO3bs6NGj%20g/ZSregBQl6lkgwulCdaovULTiiEG+esAp7DKyxGwLLS3oq0i3DAW8wyDzyt7PR1NJuAbCukVzMC%20rSYAZ3SnlW1BBPwKZUAWkCw/CbwCd4Mo2cahM5QjdvvDhw8bsw15QeLiUMBPaWNANVItfBYShCJh%20suz/kCA0umnTJmHioELk1qVLl3LxjjvuEGFTqYQT2OvW5DA2liuRiwXdZ30CnflQBhR5GvYH4Vl6%20ADKGLEVh18wKUUFsVsQS/irQVNGH2L8hrcrKSnNhIsjUaoasAtiohG0kliYp3sVz0vWNksQqsY8t%20Y65dy+tCC6ERwutTSehYKqOAa/boIDaBkFsjUMkT07TM/IMQzVqBnRmYDZdkw/ccZgqdKWAuX75c%20RwHUI9KlUJVQKvQNF4aUV61aJTOlzeuvv66XH3pdu3Yt3YCg4chCwdfU1CC9GiGbyqjnLJw+Jyye%20dB3vpGai0Q48TXrNHp3wsJ6mHiRYmAWvICq2fDZ7iET1i1/ZvG+//XYxNFC2oBkFXm2jCK0QIRRo%207Ir1LNyz2c7hvBAeJ4Jtw5dvvfVWZIXGxkbI2+Iaumq5ixNkZJ7JW9atW8ciGjlyJGuB21UEXX2m%20FWRn8MbjrS2XOJhdPVE6VTONA0idxgxAryosbtepxHEP3zQvEL4Gb+UKVIsYi66k415wCgMMoWn0%20d6MO+cu5VlT+Qnk8R7Kuq6vjr3KoWS60gRx5r/AuSq+WJp4zZw50D0HX19eb7CCQO2ydFSVqganc%20ZtFomrhuJyhccJk7nLbvTEtidsm1f1h9Ut8pm/fw4cPhaxrioQ2IBDUI1gZVCJXNJj106FALZ8Bt%20J0yYQEt+amhoQKicPHmydgD+WheWc8iVVSCoRXl5OeRtpSz4rFKIMMTGHbqIhLwSchAp2BLINDYG%20K2TtbBpIh7IJqO9nmntksu6oQvVYvFp0FdiWmS1yQEOjoFqrBGpIFWQI0kH35xzOCKFDxPzq+dix%20Y834tk5GtB8zZgxELHqspgaeD2+dP3/++9//ft4YyMd2FdF1/fr1K1asgOmwkCyIpHyhrUNBwIDE%2065N2dT1rJfSKkAiGT7j5mTGZ2SZ7XOpQ3zfh1Q1VnHUoGRqDjepT4p8oXgibtLS+FoS9YcMGtnOe%20sHLlSi5CfsitbUwNELAKvjCsHKr8MGuLknHCTHFOY9g6feAhXLHUvCU4udfyXFbndJaz1oCOZhOI%205KXMzKVgRtpY4XS24Z+wS/VuNnn2f8VeeCJ7uHoT/A4KhmVAOsiVZgfCWK3aApuGmMaPH88V25eU%20lMAWM9uji6XLfSd2K/1Uq1atWrt2rR2DLmWR9IF7eR3ta2trEUksYcKJ3F/zWfgfrk/eSvfkm8Iw%206js24lLBxyzkVGcF7LjcwyRpAdvM1jf5xdhtc1jVe/QjQWZr1qxB0+KfUA5cFeXJbEMkADgghKQx%201Mci0m7evHnnzp26HLgIU+ZFiLECa0Weq3CxELxrREQhr5tBHgaBVAfKG8zKrb86FDwvjsQSVl3r%20Jz9BfGIIuOsG4roQhT5EJ5JMTX0WGjWDW2wtb6S9gVPu5PqmVI5o7xqA9AUz5J/Itmhh1dXVSLjF%20xcXyStkQLadOnYqcy40wX7PIuUsTm9G4mQbl63Nv4xsNdDfW2ECfNlKqs2Mx0eyqe9tDWZKpt3aW%204K1oYMiqXNFVxY7ORcOiUf9N1kIN4go3WscwLKGpVpxWfjWPC/kAsQMxliv9+vUzElHMINEJuJFz%20X6EozRVDxfWzKUDQt0CTCcdy9ugIvPUtQ0Gj3qorXKVVCoAQoST1HaOjuc4+LKRbnEN2/IXlmX8i%2024UVci//hFPDB/U4wRn5iWZKrJC4VQX1nkHEEyZMgKds3bp18eLF/BRCtFyGFTJjxoxnn30W5ouE%20gvhsbKOV+FLXfWiLGUGMDx8efJN/orS6t2Ui6WQX3juxCai/W91PLZ5NnY2ZUYXT6fS33hoH52hU%20qaTaFaTCLdZtmzRpEuSU+WQIFZqHdKHwiRMnzpw5k0nhLm2sLAT1OQgyeOvgwYN5kU/Woys4BqvA%20cofhm5VKreadncQOwlsvdchYXczWGWbWoVdFAOnGQD/IQo8/rJAGZm3DHIuKiqBaY6chLMtYmT2N%20UKC3AVKGzmjPOffSHto1IIGfxNkcNWoUr/7Rj36EsjZ69OjKyspURsAAnaQnrJxNmzZB9MgaPMf4%20hDauuet5exPdUfBQPhAhKL5OKHulm6xZ4G2PgLBRdJWMtaugyEN46j1SXXhr2dS1bkPGDPjw4cOh%20NP2rtkfMhOdCV42Njdw1duxYAbB1ZEnV0J4bYdiyxOQUy1VwThUp7howYEDYWEMdySolHZ+3tlnG%20LH6j+iU11j+/wvJM3zIEGtKE8gSghGjYt5ExoVGTCPr37y94MOwPERWp1vbwFCmS53jOWyJrxVXB%20ts/t0HptbS3qGLx70KBBmQoUfNbCtCh6lpvNVKgNLbhuGZPBvKqxzz///C9/+csPfvCDpaWl7BYy%20XFMwO3zB5HdtQbZaMAPICtamoV8PoSVw4G6CB6mnW2tj48aN0CT0OWXKFP2l0gxkDxkjckLVMF90%20I5NlLel27Ngx07uNY4FirViuMUEfQKo13ZHzcP/aE81ikUSencGOw1szQeoygQWkD3dUaxBAdnAu%20PQCpJNGFBgIIcG5Nds6hP2jaWBOIFZKFyqFLy1sZ8bdlyxYrtUV7a2tv2LBBgoOTqtyZvgVvhWWv%20W7dO2CGdrdA0QofLqaKiAlp/9tlnDXORpsPl1cbWcV2Nf4DYa3thDS9atKihoaG8vBwpnq/OS442%20jCN7XOoQ8xfq4i/0GY5NkQMhEqhORskGZtIKVIQcihi7efNmKARa0kkb6NRQmqoYd0GlPId/qrpB%20vRD5pEmTeGx9fT0v4lHQMLTKjZAx/REsxvoarBRms7i4mOdcHPth57OTeIPx1nZ4ylv+5Gq3QgYU%20BulYIAuqMnzE4FbtpKhLtEecFJYN/kt782UhFxQxpAba05iHcC6bg0XSRkZs3KvUZvVgbqSl4bFa%20JCZPnrx06dKFCxfSgIWh4UxNiqfxK/paXV2d8C4hBRgT+psUImZ9Wpg201onWGKm4CkuJ11VeeTg%20J3aCGArt0cY/KLBYYdT8C8ZnxYoVlqthzbP+a2pqxo8fj0iODOsrTOwxyMxgI7+rnbhXrQpmVXA7%20A0uX/umf/skNss3UtyPd096iI7Ae8c6tGgkbsgNRBCgq9IXX0ZiHq7Ox6c1nwA0SMMSKqYGdOeCS%20BFdgfzoM2LnpGJwRJgjxQFq6FlTq+RCfAHVxI7PJoxBdoQFUJYgTxmoiltmDtDTnVTqhG5xbnoCn%20MZVReiCzz+04P7K8taMdkQgbu6vVBMzhg2soGpgjIJ4LPxlIEHfxT9R/WaSAFJzQXpw3MSwyBUx+%20HTp0KBSJfGE0Evwa8mVJsLAtNAsPgm0hEchSfYs1wJEjuDHqJEu+MpE2+RGXJQdFRW5dzKZLyob4%20y0WYKSuKXr300ktr1661dOj69esty8gIsCyrqqo0VmhlkzkGsLwhaHygAb8COfKlTz/99Kuvvjpv%203jx2DhOOI5gsFmf7tg7der7FYHX6uXXr1pkzZ7Zp1v4eLGYu489sbkwOUXv+5m/+Ztq0aSNGjIAY%20YCJimrjfwE2C5yqRZUYdvXe81elWg6FLomKHe5brCKp0xohsi2wLCsyNzB1boDKBdTGQNLdv326K%20Ks8ZMmQIKgVrgRGAUBEXpGrOtXSxKQq7xUO0GyBDaCXzukBxWdbZeXlrSK+x6mRPQRkiDSrBwdSM%20HIJStT0ZOyU3gaRYk9Y05kZpl7tEYjcAizZct71R365zqBkWY/w87Bgyhcki0LGGx40b5wKQQ/F8%20RCr6U1tbG4GuwRYjruByD0UJ2be9CokMJm73vvOd78CwrOjFMrO0LTyIt1vDJpUk85h5xTCGEKpa%20IG+V9zFotyUH3GrJkiV8MkP61FNPPfPMMx/4wAdmz55tWb3Y/AKkpn0TpCNsTAKKrZXN4vawCwUj%20vviAcdBh2BBdZZAN2OSxMFy+naFYvnw53aaT9By9OJWU4QmQh6sWX6wVS7x29H04oz5YxFJh/51E%208wXCkbVmzRp4K3tbSUmJO5BTHPYES2SzT/N1PIpzJpe3wGGZbnG2IDyGhWfymatWrdKqyxNQtiBg%20C3FyzhWju7JHJ+Wt0JyhPxHcdzg5jKMWZ8AyxeYXiMbGiQ5ZViBbNNQM1XKRVcdShNahMAtmiDzE%20T5CyyQKc86u5hjBufV/ic5t2xa8QpSLG4sWLFVQzOQv/5L3WOqZXwshqNftNVrXr0MUWMLKMw09/%20+tMFCxbA7q2KbKQkTF+pFlVRKM8BAwbQK6swGF5uagCPUuw1ss2gMTES3TMeeughRkNBmCs/+MEP%200OUff/xx71I0izi59kU5XSvm0SlJjRkzRn7n9hns9VKP4o0MvhI3H4KsCkNhdu677z4jGbTLb9q0%206bnnnkOyQ9YeNWoUzIVPE6U3c6t7747wC6mGs5EYkS3otXmr9F9RgG7zFym+rq6OiygHAmBHPSEO%20bfrCsowfPx6tYtmyZcx1aWkpP0G6LArEAp4P/zXzilcIu6UFgB2XBzKJvHTDhg2mO2ZZZ+flrYaS%20ZP7TyhNG5puqD8tQ4VKK0fxvBUM1eugVarYEpiiF+v2t2+4yoJmeAZ02xgOaDGNgIDxa8E3rDtCG%20l65bt27QoEFRnkhzJ82gYHg0L0KGNcY2MzI0RM7L8vVxr2ZW+skJXWIVwUHgeuwcNKCHXKQ/lv0w%20Ptc6CJEwbtbDmeTQVqvECtMUY1Rxic8XXYzGrFseyAJ+5ZVX2FF4O7Lh5c6jrvDYWoyo13x8MbhE%20O7zVvVaTsaGjKtp0T3gUt1v6yX7ACfOLDPjAAw/Q0m3AXfkq+AalHBV8xEzYK52BFR5MjsjkhmDc%203uB9zNTUqVOnTJkSyO7Qm3TOpmg2AWzXcBQUFD3+tOQiuynfi4TOjiKwIY3F0uYiz6+qqpKPe/4b%207vRZ3tpB7K2xLLW3srQ0tprVp7bFP3fv3q1kyvqHt8IsrK1NM4gPcoR8WYTCEoqeCeM7nhwQqCAA%20ggqzHrjRBAQlYi2nyMImLw0fPpxFC7tBBICCRR4IkwWvNjjMOK0g4otjBt65VUQd3O+lJ4gkTzzx%20RE1NDaNhGQVEVNq4LBkE5VMRPdRSda2YYcnXafqQ4/DVAnkYHoRaCjuwyDPy1Ouvv67ka9HcL3/5%20y1qfgwnqFmvHl6WkHFZOkXdQMl5++eXYPDJjRS5lE6CTMCbDP4zQ5NuZLDgpOxwbifgS1kvnnPF5%209dVXIY+77rrLZ2p4vTqkK06mefqK+Uim1rlgQhGutVPxz/Xr10Of4l7y1+RvhssyQmbB0gY6NC2F%20xmr9fCnNmC/ewsiIQ8Q5pMvD/ViWg9uq/l4eKFQr5wbYZY9Oam9Vkcz0sHNiLZYgWaUtpVrTVPgJ%20quUKREZLRU6JDIJjYVsPTj3RpQjX5jlxrkHQBUwbyyNywnNgClAz7BW+g1gHg3j/+9+v+qaeRYeR%20UMyBUe/W/yMjuwI/rCxMyGTWHrvIP//zPy9cuJDeoiHef//9MB3zfbXHwQdhvnRv48aNDAUSLh2j%20MfuB2qUev4Dn0DzNw9lyBJ1jKfKoJUuWaLO2WBkq9oMPPggLCyYYcbvt7xl6kDJZJMPC0L2lfNqO%20K59uNzY2ehdDemtyIKmxk9FDBoR9BfaEYsEO6q7JIDBWfMu9996bulpJZc4CoyoQu6Xa2QXr6+sh%20gHHjxjEgXOczDQGU59JzWKcjqfMzAg1hxDTQP8k/UfMZPW2sAmtBnIyqOERiGDnCDKaTa/kWDRGc%20i3mUZZ2dmrdmLr8QjlQnFbK4IlAF5AJfiDpu0JO6ME9AdpPTmV8YchbsRuubSV/WC9IqZ81tw19E%201kDPgo55l2YsBCUWA5IsOvLkyZOVE10MrCXLzGR+ghaGK9PFNCjraOKfP/jBDx5//HEYyu/+7u+q%20bvPhbjNGDsAHn332WZYZS+7uu+9mLSFB6zPhV30pfqyWFtozngydhUVZk8jj8GVLNzNofOns2bMN%20daIzPiFisN7WQSTmnkzTvCDhxC52VUdG06WEQeVr9gAtGIw/DGvmzJkoxfRWvXjZsmXm4M2dO5fu%20fe5zn2N82BiMUroKomuQgU5FAzCYKbYBSNFNXfQpWkJOxr1WVFRIM8a3GOcAvbE9cC9fB2/lq2nM%207aog3GUxY/6JNMoVlTm+kSfo6FNKFScbGtDya5n3LOvs1Ly1zcJTr4QEg5lCWGzj/fv3hwTzkwMC%20slSBOQIsP/Vf/cvwSsRSFp4+MTGKNIPCOnmOEVSCscOeeA4nRvMYnsVPUCpvnzhxIlxpwYIFzz//%20/Kc+9SkoXiYoiSshplqD7aPO+xWIThoEtL7Rje9+97t82kc/+lG+iLVK3/gc+s9o0D2uPPXUU4wG%208tGYMWMYkD/4gz/QsmEqxMWHiKKMBqP64x//WARb2vOZcPBJkyaNHTs2PodHKYS+c1tH2A0jOY3H%20fvWrX928efPl2ka4nREwuY7uWdTkySefhI0+8sgjzJ2jYfyyk/uFL3zhT//0T//u7/7uD//wDy2x%20frn27iuw4chMeR0awIgRIwwF04CjDRRGiXANgdXW1vIh9913H82MEhNmiA9xR7eGNkTujshDVq9e%20zXRY3m3lypUMJhO9YsUKPg11Ssx43m56i05d81/XrVtHNyorKxWQs0eWt76FoUAZBF4GsQp25aqD%20+KxsoUkxoDNlr0YgKb7pFmcdGtOqfSrirhU93O2VB+UdUKpFONDpYHCQNS/lHOl1+vTp8B3ertXi%20XQxTd61qcFi1ahX/nDBhAiweDu5+I9N0NSLHscwQVz/72c/CXrlLsbEd3ifTV05n+VVXV1ttdMqU%20Kaxk2FP41v2oNlz1HcY2OYYKZYqZd95552WNQ+S862pTvm5sbPz+97+PrMoeADdRP3B7U84Vt3/7%209u3cwudchbwyh0LpXiVJaz7bOd0TsxHKfOONN7TgmxGbWb/aIeXKL37xi02bNrHlWwLOcA6RLsx/%20hfyEs+KAjPmVt7P38FciZGnIzTXgmr5BN7KYLFne+ta0q43VnGg9/oZhQlVQj6CWIgSjvBu8BZWz%20+acS9Cx1JSVfM7v4Nc5Dy4atWDCO9SCeEM9RPTdWgf2f1zU0NCxZsoQFAC+LSCNjmN6t71Wi4eFw%20E3o1depUOmyajfUOzFvju1hvDzzwAIqwbmIN01Gh9lKH8bA8Yfz48QhT8KnS0tJMVOZMrpGZlBye%20qHbkcXOiMjOYU63O9CvgWSGQmhqn/oHoyowMGzaMSectbHt+OIQxZMgQNglkZK06VyFfPsr/NCWH%20s8P3hnEApmmwisWJTU7J5Kq6s5gI9g++aPLkyezcfAuzzyfMmzdPNYX9dfTo0YwA5xoNDPtly3fH%20FfNF5yH0w/iYashEQ65Z1pnlrW+xVqFOCMuwcMgUrgrLC8A0FViELxYS55oClFJTrbGiSKl61bX3%20G9Pueaq1LpvFEBXo5Fz8qhir4iZ0FiSLDLJmzRro+L2QBXTop1oDJ1EG2QBE5Ey1ll1RgBXTesaM%20GcFYRaEVJ+lSbjTDLf3kkpISlroLL7I22uSSZfoVo1k7vDWeo5VWv5lFRy53KLjd2XRGeCls9Ld/%20+7dramoMF/Uw+8OgK4ikX79+u3fvln+Z1fZeOwkcTPNN6LCcTrALE6jsjIIkSjo9FErV0BSD/FCG%20kBWgc8tqSdLcyDnSKLPZLznMLRQcww/UrgpPF1+Yc9eCmJmB7J49srz1rdkBGzWUyprRM87ujRSA%20sqnzivXMNm7kIPTKOX9pkErC+72uJMt1VDPOo40511oAOEc7hka3bt0KlZsaxD/hPtCu3jBkPWSQ%20tWvXwlurqqpSVxTE+rYm12D37hYai00zi2BViyNpn40KY8qJ7ffHUkvqoSqnmbw4+GYmYFJcF0mv%20fYYYGZ/y07eFILgUzxK2PArquK/w+Ww25jKgvpgO5xv5BDF64DucX53cAc0mIglorFdcNUfOSVFo%20tV5GRUWFIS6BzJJKEAV3JgdS6sCBA19//XXID+m1sbFx2bJlXFFIr6urQ35HNjcG1rC/7du3S+ep%20BDSSJwtlsGXLFnqi9fzqDEWWt954h5zFoCjDBlTERAXUqKe4ZHhWZgCmkovadKjwmef60KPspaJW%20iCEqeogPhr6zciB06HhlcsDcESXei4J99ln9TsHHqCyleIMiwg0So2QsvSv8UiZXBRnZq1wgePHF%20QCoXI568LW9V0he45C3l33d4aE/PfIhhpAaN8pMQE6Yp+0Z2mgg1M8Hk6tCne14qSbqVoryi/Mix%20efNms91mz54Nj7NjsWkhMUBL/C0rK2PDPnr0KN/Ol7LB61rQfsWM81hReDTmwl5D62LepQdeCo/m%20FZxAnO6dWZzWLG99a8JVpDJwWrMalAfdmAxjJQJzq7Sl6jhWGjUSS3urttewt3puVDZteDjnVjeA%20e0LE4mCyNnSFmSPEgbwA+SIvIFOgkovY/25pXpkepMiYiNIGqYwoYHFY+BDhFr3dr2uHl7WRX0QJ%20yVx7YVF9yxgpw93e1k4a4QS6m65Arg/UMcVnPWOGE8UQIY7ReQVb91e+LjbITH/Re733+1dvKn0w%20nk8+C9eDS3KC0CqyjNZ5J0i8K6tb3nXXXfT8jTfeoCUkN3/+fIi8tLR03bp1tEFchaR5FP+EVtnj%206+vr2UJozIs2btwoSBjUiMTK9REjRnBL5t6ZPd7G/Ng5P1u5EpZncXYxroyil6Z1oWis9FyRIfwq%20sSBd8MpuKrAqaC4MY/7F3DLKisWs0da4K9rDqa1+iI4mf38XcYairpequnHp7BaK1eY4ujiNRWeZ%20qXjKaN629kFUMrfymAVKU61pZhfbWzNzqPxn+7xVDd1hdyKcpss9QkA2AMCHaFa29Kl2dkNolWHF%20sjG8TCXDb3zP5Z3WJJHAq9bkqmPAmFY43fjx40MAD/eXqBd79uyBD+qS1RsmMosQMAi87t+wWiZd%20ny2bKG34Rn5i1zdERDuskBHmK5q7la2FnpVb3+KQavVrW6kQ4kPDslYwdMyOzTnbONRcU1MjEjAt%20jdxkq4fgkDFNweK66BWKwCbPIPlyjjjAczhHa160aJG4J1HWDaJHoGAZG2Pfv39/2CuPQnTlFXqH%20NJ+ZKaskKHe+3E/WAmB6j/4ZHsJLWUuwD0bAKgm+S/korKi6d9pxssmhXL1eeVsI+hBg5XpRveYt%20Dy2Pmbdc2bzzgWaRMhRPPPEEs5lKapjv27dv/fr1U6ZMCWE2UpvMhoASXnvtta985Svl5eUMF7o2%2017/61a8KtKpZ9t2twWftVYedjRDSMgIMEkLeRIrkjaKuhBQfTjaoF2JWDpWuSkpKoDS+CDJmmrid%20vZyLPLOhoYFV4DkEKa6x6drcaDDJ4cOHLYHMdYRcHnsFFJjlrZ3ILKAEZHyVMIPG93ECtZlBD8my%20n1vuhZYCmkjHJsLCN/UCmbXiUjTnWtXY/HptVYpFGjRlFvw1OJHlzd+ysjJW1NKlS1lFc+bMURXN%20TAxNtSYCXK6CqdAng1a4FoNGtqUk6E8CXAVeauo3w+S+vhS01q9YtWrVc889t23bNiaXOeUvoyFS%20jyThyDAp8BpmH27FsMBfuPL444+b1MvFUaNGxVb97g6RM2Kggp2BGmGsYqTB41DbzTqVioxQZr7c%20J/gWqI7vUnoQ8CHVGjGyd+9ehVOxFvNaD3Z9SNTgLSvIcc5GItCP+o2Cc6o1MTfLPbO8NdWOTKS3%20BFJDEBAtmJXDFagKkoV7In4OGzaMBjt37oTQoVqDDUU4VbMW2URBj+t6BhTHtNVCkTt27ECPg7hZ%201YqrNIbQTWGAHZtTIHK2BQKUpNReA6X/ynhKeO1ZaSYgWVdRxV9cD64Y4Zhpor2akPvvtaLtXgXT%20GTly5KZNm5gRzufPny/MvvhnTAQDDn+xCIU1Vjmqq6vhJvzK5Eohgaj7rheONg5MeEkzVtQb0JbW%20rFnD6yoqKsSrDrAIOZ1YtNwIxcoEmWIEUm3KXpkxYwYfDlmyWwiIQRuYpql0kJnZWaZrw2EVJngp%20X81WpFcty1izvPWSOleUpzbZJjCrrJWdSmBZIDU9VEoHNAjbq8Y4lp8mLdqoQ6E00djChYgYnKO4%20cR2mqZCoNVaTnywPItZPDb2y5kU8YSVPnTo1omoCGfo3kddMpWf/MNlcldMEf2MYeBdL995779Xa%20aKRE2JE7wLxbdI9Z++xnP8tcI+LBKaZNm/bqq68iyU6YMMEC6QplzD7EYEo+kyWeGdc/+clPomEI%20kxpqkDES75YnQIt/GKN5Mq+Gp69YsWLPnj0IrQFNHaFpll/bsGEDnR86dGjfvn11xtI3tlJjZsVx%20Z1MXvE2LqviKGrXMRjM8ER7Nk+XgtDHz8ApSNrK8tRMdkdsjoxSdE2nxhRdeqKyshBWuXbsWCQ4C%20RWGHJ3LR4BXoDDEW4oZD8ZOQ0tAlCxKSlQtzbgXNVBJLkEoCYrQMpBJQIt7OK5AFtNgKhq3/QbBO%203gVjXbhwISxANOJUBtTxFcSu8y1K09zIA41P1C2jUcIkfRkoX230Qqo1Vj91VcD2r8IR1VkUXR99%209FFE10WLFtXX1yMGMhSLFy+GE02ZMoWRZ2qYkSVLlogJTXsE2NLS0scee2zUqFHOpi64SBt7t/oZ%20YbxauvWI0h+ETXY+PgHBkzlyguyDu/6qVasaGhqYUPi+HktIS3VehG+ojnl/8cUX4c4QpzVfxb6A%20SHg45zyNYUklVTnoCdQIY3Uj4Zz2svWrUNsmy1tvvCMTZTlESMtjiCQAXSpguhpZY2zyhmqdSg4L%20itCe9cZ1Pa2Wt2MRCiVl2ntUH9I+a1QAdBx/BdimMRTM4uEWWDn6Wl1dHbRON8wcDbEx1MB3fkTs%20kQGbbAmCJIgba5CDQrG8nj6ogcYOJJO90TlsfIXmdXiHeGPsZ8uWLaupqeEcHoS2IZqJBdW5wryg%20Ys+aNWvmzJmBWROiZVTKeXfNFxrZfThkgEzKNs8by5JD+AsJz1vodm1tLTML/ZSXl0ucbJ/MOHu5%20JixT76QEixZHapywGBCbSFehh1mqR6uRi+XdFdKzvLVjfXDrfhsmSFaayMHs2LBFuA/sFZYKkbHe%20EDChOdpYkdCiWNAc27447evWrYPsxo0bx6NQM1l1yEFWIXYxpBLvLcKFGpY2BIQjyJQVwqOUT5GC%20eUVxcTHKKesZMQSObNx+hIteQcx2GGr5XhjEpEmTlHei6qIZWYLRRDmmTNvfldl5r8ODnQymYzyD%209XdHjx4NE5k7d+6CBQtQF+CwYkeZHMxXQxizZ89+6KGHNBwJe6od8/9n79yjs7rLfL/f3EgICQGk%20hGtIIEC4hEuhFOyN1l4ZO12e4cy0TlfrqLW6PLqOupxxemYddbx0Ok6d4+g4js5ZZ+kfrUqpo6Nt%20rW2tcunUE5FbIDeahkC5lAIFSnN9z+fdn+TXt6EgSbFAz95lvd3Z72/vd+/ffn7f3/M8v+f5Puzo%20fPy9lAhD0wCMQLCcGmKJAYSM+frCFGsIIN8yH3DbCBJTo9l3iFxLSwvTA1oq54qYCPaCBQuwnxBC%20Hg0F/PDhw+wjY5wru5Bx2cZxhwLGYDFarZEJQwtWSbD17b9lx407MFzZZ2ipo5m7onvU8AAHFV8Z%20xa3eh9QilFa+5E/0Uwn2XT2wlItcLVGcjyBTnGtc4rsxtvK381uyxDJO+ERRwkSV5tXImFB9erDP%20KxyHYgGuQvCnzxKYXKKssEpUmY6OLnWcIVQ6OJ+2+ObTOVGK995VWFgQa23dcXBEjjOHdKVMh2h8%2027ZtW7t27RNPPKHrhqlo+fLlviYwaES8DbB+/hA+E/0zvBdek8VXMPaRQLDV+uohfS6UiUTLpqWi%20snv3br2uqK7MH8ziTNWBU8IsXtf9LTOhCxW4ZHbnwcFWZEZieNNb5b4wSjpEpyWsAgm2voFtmI1Q%20YUFcXld1T2RIBiDHleXeGISoAOi2WGdIOUooljviy0FgFMUBqWWIos64mFtTU8OVaY+koooilLTn%20UsAl10SrZR8MpU1dXR1H0ILlVD1y5Ag4y0/U19ffeOONUX/NK1kzskn/QrLTyeshA8Z8V1dPYWEq%20dr+eKC4uyo5XDfp7X7x6b1duTqpgWH466u3p7ckr6Kti2zecwpoWX/fyQ725+TnnH57m9N1nqof/%20p3ty+MzNY1bLHC/IR+Z7i4qG0UmpVG6K71K9EyaU9/b0LFm8qHp61S233AI28coyz5vK6Oy96Whk%20P1u5eD18OB2YYfyzo+P+6JeogOn9UDmE9QCLvVv2CmMf0UJspk6dGiquh8bcnjKJoo3MuKKFEgqk%20IoFA5Lp164wm5Fwpt9XBXaGyeIxc78ZguaIlHQzAakIao0PiHrH1LPK0Jdj69t+MH0S2mLflrNKM%20AsvAOGMGpRpCeVFGXV7XSjJuJopD/3ShBgInG4RypMbD+qcZn4a5INzGgZvX6EpuyPUMIfpRP/uc%20/rg3DAPKRtUApjGU9EXznDjRAbic1h+dQYfcnNx0Rut7I3RIRTm50XmY1xcraMwBcaZsbrd3mMpg%20X09K3EuLf0wVPGCqq7MzNy/FxMW/ktJS/pWP7wlEf1EW4exrpwrfZ4jyg1dafQr9/pJb8+fcuXPF%20u2xQQx5QBZjLmZUrKiqQT1RXo00wv7SQXK3V2459xuSNSq6Pi/ay87BjLon1NSQRjuJ6WTLGCsHB%2035oAa4Ktg9jM55P0F2jDzmKH6RqVweV1S0KBsFhbHEQW58yZY/YBOIjKoK7BkXnz5lmkD/Q0MVGG%20U45bRYYj7FuDU401iiMK+EreLCvFozurJoS0UZFUgA7sU6c3SwHW/jaRuAyqngpY+7yHGRBKCUl9%20eBR+AtRKR+ezNdiHiWnvOSeDbjniXDo8S2bOS4m+UT59mOrN1jHz83Ok7+nvtAxEOjOdrIqmsjTW%20fqV1iBprdj9LZcB9IiGAHYYRenR43SE8zmwCl6EsxBsqjbuUb8U2odPsYYTZihjINsDKufpbR40a%20JSeLUYPWyzKaUHBn30CCsx7Pm2Dr/xeb6/6Sq/MJ2CFkmFdW8bM0tM3QT8eMGWNtbWNUo5g9yHow%20CB/nIp0el22IfUP0ZQ7VjRsAXW55RgsXMUMMM9ABlnq99sTIlx0qrMuF0gYDWp7Clxedpkm8itLb%20p+H1XzMbvjk93Rv1XySdk3deIa0KfrglrHn+y+duMw+e8WFkbj7K7U5FJ3UCZkRPd6A7eB3dTP+D%20Z3wiGbz+A/qgw3vk5SJ7SB13wgwd+K7CIgFS9/zzz2/cuFFHvGHL27dvR8Bc1EIUDQngCoZhcUHa%208InQauxrIZnBJTe8rIbsu5hm0WLuhxswMEs+jbeAJjzB1rfP5rhCLtECrKaF5Fn1E1FDEKdOnYpQ%20trW1IWccZ56nvZM58qqnHzlmP4rJUjkii6skxFbIMAaWfeNhLYqHEEs40NTUhNVmijpHstcNgkDz%20GRJjwrcnLy/4OB0dXWip+fmMvc7Yv5Yf1nPe2B+dyslG4oA1WbVYMgpZHzadfwsa8d2CofGN5fZm%20XBrpoFSmeuP93Iw7oyfmHAGkMg6E2LUahZDNgZ05MHUiJzqlrjp0jTXMbfrWgc76+npMJQx5LRtd%20ScGIQSxBUoRt+vTp1dXVUtCatSzzDrIKLDJhS4ktV1ZDQ4OcAEi4i11WhkfC0SGM9aYZ+/zcvn37%20+DlZtJH5wPSYAGuCrYNeQ5COHnkF7xBWeQVBT9lOtbAAPnY00IQ5ien0Rpm9E/UnWcrcbi0sPVZ8%20a6KXlEs0s7gLwwZl9tJLL21ubt6wYYM1V0J+TmAVyA7blqrDvIBA+BTQwbhFgPXQoSNxYYU+i/Lo%200eMlJcVnPtRjy7rP5/v71OJzv6Xixan+CSKeBF4Dut4MJqSzH40ZKw1SnUw1+4Z/ni4/LR2dFV9J%20IHPQ3sdynzZtGhJo9lT2FIuISrxSVVW1aNEiJ2/2se6Z/i2jKS26FXaNAwEllUNE3WAYY+wkwdIX%20YSZYFBNIGpMQJvUQEpu4BRJsHRy2KjG6AiRqQXfAvLrooosQ1sbGRiZ5EFDqtvLycoRv165dWFvo%20Dojgtm3bOJ3BgBQi9wxF13ZbW1sZEhUVFdbOpA14ioDK8U57vuVcBgODxKKwIUDKrJts2zwUlM7m%20RR0Ae4GltL19z44dO7g3HoGbDzUITgkRMUWqV87JzXm9PtivqMYf3BQ/UpB/HqowvaJqb8SDpNLd%20Gdzr6M4kJmWCGmItvyfdlYqpzPUep7M11HTva37b15v/YHZ6gLoahxlkdV9OWDA7tVb7eyYzpzHD%20sGbMmDFv3jzNcG/Jr5AilFa0WoQKuAQ6Jd6VIMKkOzRfXje4bIEsmcAQSKSR9hhnqAhWvWWHi5hn%20CFjzQyF20OgrXbqhMBeDJVnOSrD1TDeVzRBSbl7W888/z/SuGaVr1QZmFhgxGkgzR44cqR8WK8ya%20RVaEde1Vvm3jqKJ4BZZvjR/gXGGdZuCgIe7qpwN8nSFLyuyg0OA0Lo6vfOUr0hehBM2fP//DH/5w%20cXFRny38RlscLNGtkpLRb/qjgPuIBfpuI+rs7IrpPDrHvmP0eegW6OmOuro7OruP8hq7O7piht3D%20I0eW5g/PhFJ1dHZ0dZ8oyOhxeQPs/oxvIPUaZe1JPtkohuyMKpzZTUevw9H0wGZ6BwYLr05+crUg%20iky9A/RERA7NlBcqeRCohyqA2MyePZsdRGjBggUIJ/iLyAGaUX+tVtQCkJSJ1goLFuNCnhH+kPcc%20wvvctwAwN2Nsr5laCbCekQmSdEH2FmZmJNI4J2SX2VsqQnQEhKy9vR3ZWrhwoUHd6AJWw0bWOR38%20Qu5RSGnMua7+yxWALsBXcg4dijc0X8NiWlpaaMMoYrQYeCgls+wYQWEJOf7ybwUAtURHwF+Rkev8%209Kc/Xb169Tvf+c6Pfexjt912GzZjHDuJBpQyJ6CjIzOJ9A/pXkBh7+4993353hf37S/ML3CYpXv6%208mK7ezMtX375WCo32rNv7+e/+IUXD7107PgJFRkvQkdFWVVJ/nCbWvkAI11n64lXj9M3RUXDQJmP%20f/zjK1eu/NSnPnXXXR/89Kc/vW1bI802bdq0atWqX699mtadPRkQ5N+efQdScRREV3dv/3SS7urs%207Hj11YgHR5nt6T5y5KWnn14fmwWgTAYBe2Ic7O3orHvmP1/ct4+XF/dGWttgaBTSyIAJe1dffTUi%20Qd9mY6tKJVYOnxMmTECEeK2lpaUIoWF8VVVVzt+ciwRyUP13zpw5SDJfSYZtOU6k0YDrAwcOcDVx%20XJ5iBJJ7MHalpqYGbDUfLGESSPTWQSs7ElyaBmpwq9XoXCKwsKtll8BQBBqVlh3VUmSurKxMZQG5%205CtjYCV7t9BLaGOAKheXyxXYld+P25g8eTLKhb6FQW1BlRBxuEmGDfoL5uFHP/pRsHXx4sV8/u53%20vwNwly1b1tjYCM5ef/31jJ9f//rXaOiVlZVXXn7ZPX/912seeqi0pKRm9uxt27aXlKHtjZo1u4ZJ%204qeP/GzypIrb77yjoGj4X/7VX61ZvRr0+Z//428ef/zxLVu20EsrVqywnOKpisK+BdvhI4fLRo7q%207ory8qM5c2aXlo5obm7+i7+4c8HFf/bBu95f92zLv/7rt8eMGfXud7/b0nt018at22fPqhlfPjae%20YHry8nKPHH05L8opLhmeX1Bw8MX9R7t7xrxjdOerHf++5uFHn1r3jnETa2ZV8H737j44aUI5+v2z%20zz6LffCZz3zm4iWXdHV05+TntbXvG1k2GkV5CI8AnLmyJLesuXzOInwiVDwRUIicAHlIjhl9vEFe%20pZwATOGGZrPNmjVLwjMkGVw2kxvzX/pt5FDKQa/MT1gB3tUC2nCuNYqsbRzCvxLESLB1cJu59oHY%20DdFEKOVzcRVLhRHolLzV5SY1RzmGZXgxBstVrKh/0cm1WvlZHANIs9aWvBhRf9qY+4PdglohH6t8%20cSDpe9/7XhS3Sy+99Dvf+Q6Au2bNGtTtqVOnfvnLX964ceMzzzzzpS996c4777Tod0nxiNGjy1BV%20GFH33XcfSs3subVgDXBPg2//73/7j0d+tnr1Gp6ltKwMzK2vr//mN7+JTsQQ3bp16+c+9zlL3p6r%20cnV9RWgiNMbcEcNHoK+l048sWrRo8SXT6Id/+foPwMGcvFc2bdp41ZXXtrW1/+U9fzNy9KgNa9dd%20e+27vviFLzzy6GNPP/lE267WD73/g1dedfkTP3/sV7/61dFM5sjYP/2TVffee29XzvD1659pbNj+%20zPq1O5uarllx+buuXvH1r/3jT37yE+aVRYuXPProo//xyGP7Dhy87b133Hzz9cMGP8J4++ik1113%20nc76bL+QlQR5fdgHgCZqpl4powY9cdSoURhD0tHKsY0M83ZAYaZ5XiJtOB2ExTjjOLOvxY1AZysM%20cUpra6uLq9K4hITvIVTYTXwCyfba4JSt1VkaeJKmGrwANLGkkFekFsnWqYqMomIgstrsDGZOBHm5%20gqTauqgcJya9ILJcU1Z5JB4VWC+YIY2I+xBYMi0v6FC01izgvmvXrquuugIw/dCHPoSiioHMOOF+%20eJDa2lqtQtRVbglEyBCDzpgxbty4GdOm/9GNN71z+fLhhUW33nrr/ffff/fdd3/1q1+9+eabM/ns%20OanRY0aVT5xQPWvmVVddtXnzZtD5fe9733ve855HHnlk7dq1gZ32nGylJaW6Fzs6Thw8fCCd7n3l%20lWMZEqneLkzs9t1tra3PlZQWb4u3O+64o6Wl5bZb/3z//hf37t336omOBx54gBf3kY985POf/zy9%20t2HDhjUPP3TllVfccsvNhUUFmNjV1dXXXHftzFmzeacA0D9//RvHjrxMpy2cP+/W//qn69euu/vu%20j1xzzTVXX3PtfV/5h4aGnUN4BGUPvAu2SIAzyQa5MXqY1xeqsXFjTIeGA9L/gGZZnKSLgCEGgKmZ%20LIqxoVRoxPpVDBWQsEKDw5gESxEbr2LF2bDa9vbg802w9S3aApmFSqtkdJhmSDNghIQho4EvGYvM%20RBf2UQHYoTHfmjuAKAORHEReJdjWscWQ2LlzJyJrRbndu3ezYxlERhE7hmpzhaHxDAVEU3tlXPFz%20f/u3X1y6dAnIeNdddzl+0GsYV6hv/ErsFrj2xz/+Mb/+yU9+ctvWrYX5BQZF0hX6OkaUlPA499xz%20z/e//32+yriDMws+KcAa49flOx7QQAsjz8/pm+xNx5n+dCn4AijQ82PGjC7ML6yrq+PrJUuWMOft%202tU2duw7li9fPn7SxF2726tnzrzuxhu2bNv6wwcfXLdu3WOPPaZ+x9QysqT06//ra/v37i2/aBxP%20VlxcMnnS6EygXdGIyy+/HO0+w7NTNqpoWKH2OzJw6dLll1xySd2GDfUNjUN4AH7a2dopNvQnf2Ls%20YyggWhMnTpTKHXwXTHmDYCvQz/vF5DcqQE4s5vLp06czL0pJTJ+4WtvU1MRF5s2bh5yjC4POaAYW%20L0AVYNJFYukEqyBHWZS1ieqa+AQG0xGxhz5YXi7cI83Nzc3SmzLbB1cUorZjxw7jB4EhEMcJH2RE%201jWgADJUDINYkUXaG10oHJsAxrcOfnCQ9mqUOmEHW+o1rDAEUkGuzGhn/Nx//z+6QHH77beXl5eD%20OL/85S8XLlzIyPntb3+L+sbNMPDQOjmFcXjs5aOPP/748HhjDtj/wgv7Duz/1re+devtf46Ctm7D%20+sadrWhVx0+88qMf/eiP3nX9L1as+O53v8tDobquWLEiXiLrOFdLyd093Xm5BfHklM6NclFLXzp0%20kBd04KUD3ORll10GlPzmt0/aP9ffcO3el17esiWjwP6X9/xJe9vzC5csmTmzhj/TXT3DCnPHjhpN%20V/z3j/83ppbVP/g+nfPiwYObN+/894fXrPnBgyuuvIwjcvoAqXHd6UzuCTtHT3SOr6iUtmpQmzQo%202BBGyxmKp85o9UCwD0CcO3cuUKg/VLXUMr26p+Q/NJZL20h2AsOzEGPw1yAWZ30J2tnnalZzMUs7%20EL86LgJ5a+JvPSMH42c/+9mkF8IWsDUEVFtNCDzSbrKQH0eQV3DQciw6Z2ms94CDug6QRdGKfVTI%208ePHsw8GKdByvhjbhOonmZtZWwCxPMcmd52JJpiVN9X3CMPi7eqrr5FKecGCBatWrSouLpoypQJ8%20QUO56aabVq5ciXpijc9PfOITDOklS5dOGl9+ydKlPELVtOmLlyyZNatm+IgRF198MZ/Lli2/+Y//%20eErFVBSfFVevqKqqXFQ7jytw/6AtWh7Ikg30p1ozDDuMXhSx3/zmN6haA0xOOpx+48aWLVuGOpYd%203ht4uU5KZkjHIbkp8AFI2bZj489//vjzz+3j9f3s0YdAq/vu/VpNzYzVDz3Q3NxUMaXqhRf2/9+N%20m3fveeHQSy/xXpZdurSwcNiTv3iipaWp89WOG266/u/v/bsHH3xgeFEm/3jlTTdu29G464WDFVXV%207W1tzY2NebmpE8ePXbywtnzcRY2NDfT2dTfcVD5h0tf+6Z+3bKt//113XXHZ5UXDBodDRj45DVuw%202gfkDQLZGzdupKtra2t5gzwUDayFoS8VmWHfMACxUreAzlbFAKGVox0x5oale0dKOY4EWvbGgkb8%20qZQC5ZZsCPHUF0AOyfkAJonrxE1Vy5B7jWtXhJBCq8OjHViZTip4q7eKvzIDyMzmwoL5XSgIpnJb%20pNqkWNuoAlvBW4WXkc+3jCjEGiOdH/rABz6AbTigfsap3lc2E2t0UtYmI6W0dAQmXbzonGM+kiGu%203d29MZ1rJry3u5OHzX315cOFpWUdx48PG2H6Vs7xVzIs953dXbl5MRtsV9ew/Pxe63v3dBcXDZcG%20P4q5RC15ckqLPYvunh0Q7Yc//OE3vvGNzZs3+2hSi0VxsAEdwgQD6DMNhKQJg3yN6BgwyNNpDvYe%20O358RHEZv9DW3nD8+Im81Kj9B/ZGOUe5VE40siA/v629saPzRJTO//Z3/s8vnlo7uaJy75523su3%20/uWbU6ZM3r51ayrqBbNGFBflpTLZzC8dfBE4KxheeOJYx/ade+bMn9XTEb3Qvnt4Yf6L+/dUTpo0%20oqykqX575bSqnIKirp5U/Y6mrt703AWzo56oqGDQ8a1Ki/GkutGjuKSKC4/IzA033MBko6DqjQm1%20CBEe5m8TAdBqzRaxZgEQyfuS4Eq11LovSBrPzs8h4XK2uspqjpZKAy0DT1B4TQloJD6BM9q0YUPJ%20PwROOTOp1PUZGVL0ZgYFypBYBzxyryvAsvIctEgMm5Qu+lVBIt2jVkKUBN7VMOCbIwp9qI2cjZWn%200ReyI58GNANY46d7bUiE3AHUboE1s1+QH6WjwrKyKJ0zbERJ/7X6CsMU5OWL68PjYcZt5RcUpKLM%20j4bKMacH1rNpcL1RSjsvh48RxaVOCVMmWbMvr3pGJTDV0dkxrCA/Xu8aM2rUyCNHjo4uG7X8kkzQ%202JL5cxYvXlwyvCg/J5o7p0bek8x7T6WrSkdWRTP7VpmKCxbOnxWLSzRtWqaK9fgJ8fOmeqtra2NS%20rJxhBdHChTV9E2DuoIFVJ1KoQih98KFDh4D4uro6ZAaNlT+fffbZ8vJyZGb79u1yCWn0sCE2krch%20XcfizWgzi7pL8AbmWqaQNnzLQeyqiooKfm7Pnj38+sSJE83+snZGANYg9gliJNg6uOUsVAZJUSUJ%20tLIA87mMFWgESB5HENyQl6Xeqq2EiANwEyZMQGRdp0L62bcOM0IMyKIR0Bi9Q6cBF2GQeNxlX2vH%20njN7Iq6cfSpIuBDswJxTiHdeZ8eJYfHsU1jIXJLHm7nlllvAF6v18XYuGjsmFaO2vp0MmkQ5qayH%20TstM+AY90t9jqTfbUUiR2SJBu0dy0ECbm5vZYQ5GnHSnWkSgsrISydmyZYuLYAiSzlMZhwFH/kRh%20pyWWAedKxsZTW52Q6+zatYvJHnlDznXCRjHjpeqtgYNRFolwMCASxEiw9Yw2VRUNMUQNoUSwEESU%20TXVJtVeZrYFg9AXkWJ8p7XWt0qCpqUkqWMZDW1ubyYUWdwF2acnVgl/VbFcXmvQqmOkY6AKS93I2%20ZT2O/DVIWXSoqamZOXOmqfrnD7dTNi0L8gZ0IkhICMhoIhYIa+EADH/xlK8QYMvA6KSWgNXFgMDp%20TuMpU6Yg25hWtJk6dSqQzUXoB64AQHMFC4U1NjZyCvvoE4FXU+01QdUEWwdti2Xvu2pvALbWOjho%20vSlE/7nnnjOASdoBNVa9h1alBkNNjFE14FIoEZZ6NTxAfxai7zqvV9bPxQUtd3hyrapEX3gzW4hs%2048XplvGtBQu3J96iUxfLeYsU76xfl/AXpEO75G6ZkhEM4090PWPLo7qidJs4gNwWxpuZgSApn0b7%201dbWcgo7lroATI1sVRXQtaodZnYMYKoAJ5KTYOubHXjInCn8iNe0adOQSKDTRf8oXqVB8pjGrYA9%20f/58kBRTC+k0F4B9hH7p0qXqvC5McUocx94xffp0+dvLyso4eOjQIWSXi3uu3Jp8a1V602yyVdcE%20Ut/kZvht+JM+153tBBYiNw2Yd748V3N8NuV5FIdeBa41C6y1trY6WyNgDQ0NSKBBJkiR8XwArgWy%20XIZVlvikmZwSXAe1t76+nivIRGysiPxENEClZSy0tLS49hVl+f0Tf2uCrUPRW4MvKRQilPREzVSq%20AeQPQNQhJYk1IivBK8cR00AhbIBLFHO1MUIcwObCavtzFpAtjSZIbcXZwNl6sk8g0VvfjDI4AGT9%20zCbuC/uWzDkn9xlMb/2bQB4TNvezfPly5nuUTRpUVFRo9CAw+kMRKqTUGhbWywB/kToQmSMzZ86k%20vXTs+ge4DvtyZZjuYXiW/qsoi14j7LuFjPBEohJsPdPNZSUtILDSuhcWfzVRNdjyaj1ytrMZgAVK%20sg8ybtmyBXHXD2vlDBNmkGzXf+UK0D6ljYk9DB5+JWawLhRqLQOTgOnZ2rJLppv6mXr9FmWtg59D%20T7ew5QTAbTTFmzWGLU0ItCGWiAoAyoSN1umjhbwARAitk7mf06W1Nt4APHWa50QED4UUMTamFSWX%20xszuPH5lZWXUz2dWXV3tgoG6vP6TZBkgwdbBbcFhjyRZhdBwK31S7ruO71A0PBsRpDGoKqUQiAy8%20AqYAKF/pIEOOsbMYHg5pf0hKQK6prwCRVWswQsCoxkSIz+7GS9H3EvXz2mSrsVrNvl+rQpzDOSBg%20K5KD3lpTU2MmNDdvSUHj7ZA0hDB4rqx/RbNJkyaZVQjyopBu2rQJYAUoOdfIPzAaseRbTlGGjZCV%20NEP1ljvhmkbXcakQ953YT2c6TSZdEDa9bIavugb13HPPyXcVE/i3I7gaUC0tLRyXDYs2DkjdrC5E%20ALJ8ZQ4MDYzu5nRDuLg4+gX7EsVzTRNVjeg27EZWLRd5w+1l22IuIof99AWyhQU6TU6TNYy+ONkB%200kcg289OGzIvh+bzETEDB6PHA16o3IV91b3T13r5Q2waRiKd9YYBUKsCA4iIysSJE9kHMeVpo70L%20oU8//fT27duZ2hsaGp588kkkUB4MPmVakRe4sbGRBuoHW7dutVYbP1RXV2cPoCY3NzfbRWqyUX/5%20y4D+CbAmeuvggBWRdaRhNO3cuRNZxG5i2Le2toY4VoCSfWZ+kBF8NBg2TiTvVSdqa2vTLlNM5Q3g%20qy1btpjTTQMHA5vlDnXaanyZFTN+/HhsOiU4yLROQBMQHBshbOjCqg1nqrvFxNjoH/nr9O5lg6/a%20mQvfPLiD34ND0Ctfn8F1nmpepqLQCczN69evB09RQrGikJbj8RZUSGu4KpYCaBSvuNKGvho9ejRS%20yp/sz549W4JXOpmeRMaY9eUisC4R19E+8xWYEec6WIIMCbaeBVsssPtk20TYXNqSSCHSbMpARUWF%20DIHIPVJu9YHJkydzRE4slAuOoxfwad4qaq9RLygU/Il88xXYqn3HlVVdZdqWQN4o7lDHZYBzUL1P%20iJE++cIQuNgICE/BgwMiIIidT5+4kOhX9Kf9r9PGTvBJ366qE2KA7IF3KKRM6vpMd+zYUVNTQxch%20GHw7ZswYE6mB0eAPraqqQvasO8Anc7NkFCZYy40NpCKx9DYNZBnmoIur4C8vgq5GXJVSq70lyJBg%2061nYXCBmeCOU06ZNM0YKOcPOkpsKMTUMULYq5JKvGPOWZmMf0QeOOW6JKqSc+d+6GrW1tVbYljnJ%20+Bj2GR6mD6jhoqGgMsvqZmxjsMKCEyA7JT+Eal1Azlnd1sacqT3FpH+7VEvN0dABzWw0f/58+twJ%20JtQSD7VOB+H8yjLwA4f/eRhOpC8IEXrqqacwkqqrq0E9ugVAlBjIsu30jN4qy67wreyC/IkcSrTG%20HI/s0Y1WZa+srFTMjHux3rDVLjiRU/bt26dKwQ1gTnGcS8kDm2xDwZNkwSRs4lQYtLIIqzgEIBvA%208BR8iEF/FGq13yVkkwGWgcGOkBrF6yrZ9n7UnxjGzoYNGx5++GEuiKZsCLcXDwyzwSEQYoZcuLgg%20OllC8ai/Eq25xQArEGD8kBmf/IkCNX78eHBk3LhxFnMOLCFGVgxh7syG1/MTW5lNUVHr6uq+973v%208fgrV66kH+i0TZs20Q/0j4iJYIT8lKamJux9yc5lY2lubp4+fbquW9rQVxYTAj2xsQy7xiCg8zku%20DRuNLRhhrqDkbVFcdCtBhkRvfVMbI9yE1yheFVWBMoRQdHNlKVT6sxaWBixSi9CzI4DaUmoMbVvL%20aql0qHMJowMC2vkqpNiaEWuCbNQfmmPmO/adxJp99UtigLhQ6IpNZvOpTSICRq0uHkqF+8h0O+ob%20WrxUT85JTiFDcIBIWpadhSVYn2/YymOuWrWqvr6ee7viiivmzp3b2tqKCOlQcg5GKlBawzwNpOpm%20QXsFJWXFtqBWW1sbgj1jxozARLxo0SLkXH+Ljnulna4Gc8OyAZ+u6CbIkGDrm92yuTJD9Hh2HYts%20fSe72qVtAn+wuKBhZQMFNAzjAdXcNNMK4o0GWGpLliyZM2cO2odhA65uS9fNzt69exk2OmR1FAwZ%20bs7J5iRkMqVkY6Kqjg5DjPUVAKmSOsuAwwuymd7wwQ57UdVyZCGa9fz0CdAnKJgq73QRiOlyqA4i%20usJCmVpIDQ0N1q8MK106tZiTnKE5gsDoOjAJkIsfPnwYRLayOv2Mcjpx4sT29naaTZgwgS5CF6Zz%20QPYEGRJsPQv6gpSABqy4rBScg9mOQveRy+zQAk9xzKuxeoVAE+f1o37eaDMRA7GhGpmKCSMKYzCK%20oxdN3zLiVbV37NixWHMuiIm2A1wZ5/8cZgZaqEImtvKpBybYB6H/TUWlb126sUDkYNeyDPnUEAn6%20/nmIrTwXT4q+ibVeXl6uQmqKigTYElPwFAiP5L+otJoylZWVoKouF1dQuYILAKCqFOYCNL2qoaZb%20P+ov3G39C46bAn5hxZ8k/ta3aBvsc10o686n8queTOzy9tjOFvadphRCsiVborcm2ymx5u2qYiRr%20rcl2gW7/T4ABAB/mvC5W8ILkAAAAAElFTkSuQmCC" height="210" width="457" overflow="visible"> </image>
              </svg>
            </div>
          </div>
          <div class="fig"><span class="labelfig">FIGURA 4.&nbsp; </span><span class="textfig">Esquema general de un biodigestor híbrido cubano (<span class="tooltip"><a href="#B22">Hermida, 2014</a><span class="tooltip-content">Hermida, O. (2014). <i>Huella energética de las producciones pecuarias</i>. CITECNA.</span></span>).</span></div>
        </article>
      </article>
      <article class="section"><a id="id0x1795d00"><!-- named anchor --></a>
        <h4>Etapas de la fermentación anaeróbica</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>Según <span class="tooltip"><a href="#B36">Meegoda et al. (2018)</a><span class="tooltip-content">Meegoda,
          J. N., Li, B., Patel, K., &amp; Wang, L. B. (2018). A review of the 
          processes, parameters, and optimization of anaerobic digestion. <i>International journal of environmental research and public health</i>, <i>15</i>(10), 2224.</span></span> el proceso de digestión anaeróbica tiene lugar a través de cuatro 
          etapas sucesivas: hidrólisis, acidogénesis, acetogénesis y 
          metanogénesis; el proceso de digestión anaeróbica depende de las 
          interacciones entre los diversos microorganismos que son capaces de 
          llevar a cabo las cuatro etapas mencionadas. En los reactores 
          discontinuos de una sola etapa, todos los desechos se cargan 
          simultáneamente y los cuatro procesos son permitido que ocurra en el 
          mismo reactor secuencialmente; el compost se vacía después al final de 
          un período de retención determinado o el cese de la producción de 
          biogás. </p>
      </article>
      <article class="section"><a id="id0x1796380"><!-- named anchor --></a>
        <h4>Etapa hidrolítica</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>Esta
          es la primera etapa en los procesos de digestión anaerobia, e involucra
          las enzimas, mediadoras de la transformación de materiales orgánicos 
          solubles y componentes más grandes de masa molecular como lípidos, 
          polisacáridos, proteínas, grasas y ácidos nucleicos, entre otros (<span class="tooltip"><a href="#B1">Adekunle &amp; Okolie, 2015</a><span class="tooltip-content">Adekunle, K. F., &amp; Okolie, J. A. (2015). A review of biochemical process of anaerobic digestion. <i>Advances in Bioscience and Biotechnology</i>, <i>6</i>(03), 205.</span></span>).
          Estas nuevas moléculas al ser más simples se solubilizan más fácilmente
          en el medio. Los microorganismos encargados de esto son las bacterias 
          hidrolíticas-acidogénicas. Esta etapa es generalmente el paso limitante 
          de la digestión anaeróbica cuando la materia orgánica sólida es 
          utilizada como sustrato (<span class="tooltip"><a href="#B8">Cazier et al., 2015</a><span class="tooltip-content">Cazier,
          E., Trably, E., Steyer, J. P., &amp; Escudié, R. (2015). Biomass 
          hydrolysis inhibition at high hydrogen partial pressure in solid-state 
          anaerobic digestion. <i>Bioresource technology</i>, <i>190</i>, 106-113. <a href="http://dx.doi.org/10.1016/j.biortech.2015.04.055" target="xrefwindow">http://dx.doi.org/10.1016/j.biortech.2015.04.055</a> </span></span>).</p>
      </article>
      <article class="section"><a id="id0x1796b00"><!-- named anchor --></a>
        <h4>Etapa acidogénica</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>En
          la fase fermentativa o acidogénesis los monómeros producidos en la fase
          hidrolítica son absorbidos por diferentes bacterias facultativas y 
          obligatorias, se degradan en ácidos orgánicos de cadena corta como ácido
          butírico, propiónico, acético, hidrógeno y dióxido de carbono.</p>
        <p>La
          concentración de hidrógeno formado como producto intermedio en esta 
          etapa influye en el tipo de producto final formado durante el proceso de
          fermentación. Por ejemplo, si la presión parcial de hidrógeno fuera 
          demasiada alta, esta podría disminuir la cantidad de componentes 
          reducidos. En esta etapa intervienen bacterias acidogénicas, siendo las 
          más comúnmente identificadas e Ibutyvibrio, Propionbacterium, 
          Clostridium, Bacteroides, Ruminococos, Bifidobacterium, Lactobacillus, 
          Streptococos y Enterobacterias. En general, durante esta fase, azúcares 
          simples, ácidos grasos y aminoácidos son convertidos en ácidos orgánicos
          y alcoholes (<span class="tooltip"><a href="#B1">Adekunle &amp; Okolie, 2015</a><span class="tooltip-content">Adekunle, K. F., &amp; Okolie, J. A. (2015). A review of biochemical process of anaerobic digestion. <i>Advances in Bioscience and Biotechnology</i>, <i>6</i>(03), 205.</span></span>).</p>
      </article>
      <article class="section"><a id="id0x27b3380"><!-- named anchor --></a>
        <h4>Etapa acetogénica</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p> <span class="tooltip"><a href="#B36">Meegoda et al. (2018)</a><span class="tooltip-content">Meegoda,
          J. N., Li, B., Patel, K., &amp; Wang, L. B. (2018). A review of the 
          processes, parameters, and optimization of anaerobic digestion. <i>International journal of environmental research and public health</i>, <i>15</i>(10), 2224.</span></span> explica la etapa acetogénica como un proceso donde se producen 
          sustratos metanogénicos, alcoholes y ácidos grasos volátiles (AGV) que 
          son productos que no se han convertido en metano (CH4) durante la fase 
          acidogénica, aquí se encuentran bacterias acetogénicas productoras de 
          hidrogeno (H2), el producto que se obtendrá será acetato, H2 y CO2.</p>
        <p>Esta
          fase comprende las reacciones de oxidación anaeróbica. En esta etapa se
          establece una relación sintrófica con las arqueas metanogénicas y las 
          bacterias homoacetogénicas. La acetogénesis consiste en la 
          transformación de ácidos y aminoácidos en compuestos que puedan 
          metabolizar las archaeasmetanógenas. Este proceso involucra reacciones 
          energéticamente desfavorables, donde las bacterias acetogénicas 
          necesitan ser estimuladas por las metanógenas u otros consumidores de H<sub>2</sub> y la ΔG de la reacción depende de la presión parcial de H<sub>2</sub>.</p>
      </article>
      <article class="section"><a id="id0x27b3f00"><!-- named anchor --></a>
        <h4>Etapa metanogénica</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>En la etapa metanogénica las arqueas forman el metano a partir de acetato, H<sub>2</sub>, CO<sub>2</sub>,
          formato, metanol y algunas metilaminas. En función del sustrato 
          principal se establecen dos grupos: los hidrogenotróficos, que consumen 
          hidrógeno y ácido fórmico; y los acetoclásticos, que consumen grupos 
          metilos del acetato, metanol y algunas aminas (<span class="tooltip"><a href="#B6">Bareither et al., 2013</a><span class="tooltip-content">Bareither,
          C. A., Wolfe, G., McMahon, D., &amp; Benson, C. (2013). Microbial 
          diversity and dynamics during methane production from municipal solid 
          waste. <i>Waste management</i>, <i>33</i>(10), 1982-1992. <a href="https://doi.org/10.1016/j.wasman.2012.12.013" target="xrefwindow">https://doi.org/10.1016/j.wasman.2012.12.013</a> </span></span>).</p>
        <p>En la fase metanogénica, la producción de 
          metano y dióxido de carbono a partir de productos intermedios se lleva a
          cabo por bacterias metanogénicas bajo condiciones anaeróbicas 
          estrictas. La metanogénesis es un paso crítico en la totalidad del 
          proceso de digestión anaeróbica, ya que es la reacción bioquímica más 
          lenta del proceso (<span class="tooltip"><a href="#B1">Adekunle &amp; Okolie, 2015</a><span class="tooltip-content">Adekunle, K. F., &amp; Okolie, J. A. (2015). A review of biochemical process of anaerobic digestion. <i>Advances in Bioscience and Biotechnology</i>, <i>6</i>(03), 205.</span></span>). El acetato, H<sub>2</sub> y CO<sub>2</sub> son transformados en CH<sub>4</sub> por dos tipos de microorganismos: metanógenosacetotróficos utilizando 
          acetato como sustrato y produciendo 70 % de metano en la digestión 
          anaeróbica como MethanosaetaconciliióMethanosarcinaacetivorans y 
          Metanógenoshidrogenotrófico utilizando CO<sub>2</sub> e H<sub>2</sub> como sustratos, tales como MetanobacteriumbryantiióMetanobrevibacterarboriphilus (<span class="tooltip"><a href="#B8">Cazier et al., 2015</a><span class="tooltip-content">Cazier,
          E., Trably, E., Steyer, J. P., &amp; Escudié, R. (2015). Biomass 
          hydrolysis inhibition at high hydrogen partial pressure in solid-state 
          anaerobic digestion. <i>Bioresource technology</i>, <i>190</i>, 106-113. <a href="http://dx.doi.org/10.1016/j.biortech.2015.04.055" target="xrefwindow">http://dx.doi.org/10.1016/j.biortech.2015.04.055</a> </span></span>). </p>
      </article>
      <article class="section"><a id="id0x34df580"><!-- named anchor --></a>
        <h4>Tipos de fermentación anaerobia</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p><b>Fermentación de ácido láctico:</b> Las cepas de levadura y las bacterias convierten los almidones o 
          azúcares en ácido láctico, sin necesidad de calor en la preparación. En 
          estas reacciones químicas anaeróbicas, el ácido pirúvico utiliza 
          nicotinamida adenina dinucleótido + hidrógeno (NADH) para formar ácido 
          láctico y NAD +. (La fermentación del ácido láctico también ocurre en 
          las células musculares humanas. Durante una actividad intensa, los 
          músculos pueden gastar trifosfato de adenosina (ATP) más rápido de lo 
          que se puede suministrar oxígeno a las células musculares, lo que 
          produce una acumulación de ácido láctico y dolor muscular. En este 
          escenario, laglucólisis, que se rompe descompone una molécula de glucosa
          en dos moléculas de piruvato y no usa oxígeno, produce ATP). Las 
          bacterias del ácido láctico son vitales para producir y conservar 
          alimentos saludables y económicos, lo cual es especialmente importante 
          para alimentar a las poblaciones empobrecidas. Este método hace chucrut,
          encurtidos, kimchi, yogur y pan de masa fermentada.</p>
        <p><b>Fermentación de etanol / fermentación de alcohol:</b> Las levaduras rompen las moléculas de piruvato, la producción del 
          metabolismo de la glucosa (C6H12O6) conocida como glucólisis, en 
          almidones o azúcares en moléculas de alcohol y dióxido de carbono. La 
          fermentación alcohólica produce vino y cerveza.</p>
        <p><b>Fermentación de ácido acético:</b> Los almidones y azúcares de los cereales y las frutas se fermentan en 
          vinagre y condimentos de sabor amargo. Los ejemplos incluyen vinagre de 
          sidra de manzana, vinagre de vino y kombucha. (<span class="tooltip"><a href="#B35">MasterClass articles, 2021</a><span class="tooltip-content">MasterClass articles. (2021). <i>What Is Fermentation? Written by the MasterClass staff Last updated: Sep 29, 2021</i>. MasterClass articles. <a href="https://www.masterclass.com/articles/what-is-fermentation-learn-about-the-3-different-types-of-fermentation-and-6-tips-for-homemade-fermentation#how-does%20fermentation-work" target="xrefwindow">https://www.masterclass.com/articles/what-is-fermentation-learn-about-the-3-different-types-of-fermentation-and-6-tips-for-homemade-fermentation#how-does
          fermentation-work</a> </span></span>). </p>
      </article>
      <article class="section"><a id="id0x34e0200"><!-- named anchor --></a>
        <h4>Microorganismos que participan en la fermentación anaerobia</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>Las
          bacterias que participan en los procesos de fermentación oscura son 
          anaeróbicas y son clasificadas de dos formas. La primera clasificación 
          divide a los microorganismos según su sensibilidad al oxígeno 
          (anaerobios estrictos y anaerobios facultativos). La segunda 
          clasificación es en función de los rangos de temperatura en los que su 
          tasa de crecimiento y actividad son las más altas (psicrófilos, 
          mesófilos y termófilos) (<span class="tooltip"><a href="#B31">Lukajtis et al., 2018</a><span class="tooltip-content">Lukajtis,
          R., Hołowacz, I., Kucharska, K., Glinka, M., Rybarczyk, P., Przyjazny, 
          A., &amp; Kamiński, M. (2018). Hydrogen production from biomass using 
          dark fermentation. <i>Renewable &amp; Sustainable Energy Reviews</i>, <i>91</i>, 665-694. <a href="http://dx.doi.org/10.1016/j.rser.2018.04.043" target="xrefwindow">http://dx.doi.org/10.1016/j.rser.2018.04.043</a> </span></span>).</p>
      </article>
      <article class="section"><a id="id0x34e0800"><!-- named anchor --></a>
        <h4>Anaerobios obligados</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>Este
          grupo incluye microorganismos que requieren condiciones estrictamente 
          anaeróbicas. Estos anaerobios son Clostridia, Metylotrophs, Bacterias 
          metanogénicas, Archaea y Rumen.bacterias). En la práctica, los 
          anaerobios obligados más utilizados son de un géneroClostridium, que 
          incluye, entre otras, las siguientes especies:C. butyricum, C. 
          beijerinckii, C. welchii, C. thermolacticum, C. thermocellum,C. 
          paraputrificum C. pasteurianum, C. beijerincki, Clostridiumscatologenes,
          C. acetobutyricum y C. bifermentants (<span class="tooltip"><a href="#B31">Lukajtis et al., 2018</a><span class="tooltip-content">Lukajtis,
          R., Hołowacz, I., Kucharska, K., Glinka, M., Rybarczyk, P., Przyjazny, 
          A., &amp; Kamiński, M. (2018). Hydrogen production from biomass using 
          dark fermentation. <i>Renewable &amp; Sustainable Energy Reviews</i>, <i>91</i>, 665-694. <a href="http://dx.doi.org/10.1016/j.rser.2018.04.043" target="xrefwindow">http://dx.doi.org/10.1016/j.rser.2018.04.043</a> </span></span>).</p>
      </article>
      <article class="section"><a id="id0x34e0e00"><!-- named anchor --></a>
        <h4>Anaerobios facultativos</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>Los
          anaerobios facultativos son organismos que producen ATP por respiración
          aeróbica si el oxígeno está presente, pero son capaces de cambiar a 
          fermentación si no hay oxígeno. Su resistencia a la presencia de oxígeno
          hace que sea más fácil trabajar con ellos durante la fermentación 
          anaerobia. Además, una presión parcial alta en el reactor no afecta el 
          rendimiento de fermentación. Este grupo incluye Enterobacteriaceae, una 
          gran familia de gramnegativos, bacterias que no forman esporas. Las 
          enterobacterias incluyen Arsenophonus,Branneria, Buchnera, Budvicia, 
          Buttiauxella, Cedecea, Citrobacter, Cronobacter, Dickeya, Edwardsiella, 
          Enterobacter, Erwinia, Escherichia, Ewingella, Hafnia, Klebsiella, 
          Kluyvera, Coserella, Leclercia, Leminorella, Moellerella, Morganella, 
          Obesumbacterium, Pantoea, Pectobacterium, Photorhabdus, Plesiomonas, 
          Pragia, Proteus, Providencia, Rahnella, Raoutella, Salmonella, Samsonia,
          Serratia, Shigella, Sodalis, Tatumella, Thorsellia, Trabulsiella, 
          Wiglesworhtia, Xenorhabdus, Yersinia y Yokenella. (<span class="tooltip"><a href="#B31">Lukajtis et al., 2018</a><span class="tooltip-content">Lukajtis,
          R., Hołowacz, I., Kucharska, K., Glinka, M., Rybarczyk, P., Przyjazny, 
          A., &amp; Kamiński, M. (2018). Hydrogen production from biomass using 
          dark fermentation. <i>Renewable &amp; Sustainable Energy Reviews</i>, <i>91</i>, 665-694. <a href="http://dx.doi.org/10.1016/j.rser.2018.04.043" target="xrefwindow">http://dx.doi.org/10.1016/j.rser.2018.04.043</a> </span></span>).</p>
      </article>
      <article class="section"><a id="id0x352f480"><!-- named anchor --></a>
        <h4>Propiedades de los bioles</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <article class="section"><a id="id0x352f700"><!-- named anchor --></a>
          <h4>Como biofertilizante</h4>
          &nbsp;<a href="#content" class="boton_1">⌅</a>
          <p>Biofertilizante:
            Es un fertilizante orgánico natural que ayuda a proporcionar a las 
            plantas todos los nutrientes que necesitan y a mejorar la calidad del 
            suelo creando un entorno microbiológico natural (<span class="tooltip"><a href="#B12">FAO, 2018</a><span class="tooltip-content">FAO. (2018). <i>Term Portal. Agricultura orgánica</i>. Food and Agriculture Organization of the United Nations (FAO). <a href="http://www.fao.org/faoterm" target="xrefwindow">http://www.fao.org/faoterm</a> </span></span>).</p>
          <p> <span class="tooltip"><a href="#B15">Florez et al. (2020)</a><span class="tooltip-content">Florez,
            J. M. A., Roldán, A. D. J., &amp; Juscamaita, M. J. G. (2020). 
            Evaluación de fitotoxicidad y caracterización de un fertilizante líquido
            elaborado mediante fermentación láctica utilizando subproductos del 
            procesamiento de trucha (Oncorhynchus mykiss). <i>Ecología Aplicada</i>, <i>19</i>(2), 121-131.</span></span> elaboraron un fertilizante líquido utilizando subproductos de trucha a 
            partir de una fermentación láctica, determinaron su composición y lo 
            compararon con otros biofertilizantes elaborados a través de digestión 
            anaerobia. Los resultados se muestran en las <span class="tooltip"><a href="#t1">Tablas 1</a></span>, <span class="tooltip"><a href="#t2">2</a></span> y <span class="tooltip"><a href="#t3">3</a></span>.</p>
          <p>Fertilizante líquido por fermentación láctica de subproductos de trucha Agosto- diciembre 2020.</p>
          <div class="table" id="t1"><span class="labelfig">TABLA 1.&nbsp; </span><span class="textfig">Contenido de parámetros fisicoquímicos en distintos fertilizantes líquidos</span></div>
          <div class="contenedor">
            <div class="outer-centrado">
              <div style="max-width: 1160px;" class="inner-centrado">
                <table>
                  <colgroup>
                  <col>
                  <col span="10">
                  </colgroup>
                  <thead>
                    <tr>
                      <th rowspan="3" align="left"> Parámetros</th>
                      <th colspan="10" align="center">Fertilizantes líquidos </th>
                    </tr>
                    <tr>
                      <th rowspan="2" align="center"> <span class="tooltip"><a href="#B48">Sahu et al. (2017)</a><span class="tooltip-content">Sahu,
                        B. B., Sahu, U., Tripathy, U., Barik, N., Agnibesh, A., Paikaray, A., 
                        Mohapatra, S., Senapati, S., &amp; Sundaray, J. (2017). Fusion of sugar 
                        industry and fish processing industry waste products in developing high 
                        value organic fertilizer and feed supplement. <i>International Journal of Fisheries and Aquatic Research</i>, <i>2</i>(4), 6-18.</span></span> </th>
                      <th rowspan="2" align="center"> <span class="tooltip"><a href="#B26">Inoue et al. (2013)</a><span class="tooltip-content">Inoue,
                        S., Suzuki-Utsunomiya, U. K., Komori, Y., Kamijo, A., Yumura, I., 
                        Tanabe, K., Miyawaki, A., &amp; Koga, K. (2013). Fermentation of 
                        non-sterilized fish biomass with a mixed culture of film-forming yeasts 
                        and lactobacilli and its effect on innate and adaptive immunity in mice. <i>Journal of bioscience and bioengineering</i>, <i>116</i>(6), 682-687. <a href="https://doi.org/10.1016/j.jbiosc.2013.05.022" target="xrefwindow">https://doi.org/10.1016/j.jbiosc.2013.05.022</a> </span></span> </th>
                      <th rowspan="2" align="center"> <span class="tooltip"><a href="#B49">Sanes et al. (2015)</a><span class="tooltip-content">Sanes,
                        S. F., Strassburger, A. S., Araújo, B. F., &amp; Medeiros, B. C. A. 
                        (2015). Compostagem e fermentação de resíduos de pescado para produção 
                        de fertilizantes orgânico. <i>Semina: Ciências Agrárias</i>, <i>36</i>(3), 1241-1251. <a href="https://dx.doi.org/10.5433/1679-0359.2015v36n3p1241" target="xrefwindow">https://dx.doi.org/10.5433/1679-0359.2015v36n3p1241</a> </span></span> </th>
                      <th colspan="2" align="left"> <span class="tooltip"><a href="#B20">Haraldsen et al., (2011)</a><span class="tooltip-content">Haraldsen,
                        T. K., Andersen, U., Krogstad, T., &amp; Sørheim, R. (2011). Liquid 
                        digestate from anaerobic treatment of source-separated household waste 
                        as fertilizer to barley. <i>Waste Management &amp; Research</i>, <i>29</i>(12), 1271-1276. <a href="https://doi.org/10.1177/0734242X11411975" target="xrefwindow">https://doi.org/10.1177/0734242X11411975</a> </span></span></th>
                      <th align="left"> <span class="tooltip"><a href="#B28">Kim et al. (2010)</a><span class="tooltip-content">Kim,
                        J. K., Kong, I. S., &amp; Lee, H. H. (2010). Identification and 
                        characterization of microorganisms from earthworm viscera for the 
                        conversion of fish wastes into liquid fertilizer. <i>Bioresource technology</i>, <i>101</i>(14), 5131-5136. <a href="https://doi.org/10.1016/j.biortech.2010.02.001" target="xrefwindow">https://doi.org/10.1016/j.biortech.2010.02.001</a> </span></span></th>
                      <th align="left"> <span class="tooltip"><a href="#B28">Kim et al. (2010)</a><span class="tooltip-content">Kim,
                        J. K., Kong, I. S., &amp; Lee, H. H. (2010). Identification and 
                        characterization of microorganisms from earthworm viscera for the 
                        conversion of fish wastes into liquid fertilizer. <i>Bioresource technology</i>, <i>101</i>(14), 5131-5136. <a href="https://doi.org/10.1016/j.biortech.2010.02.001" target="xrefwindow">https://doi.org/10.1016/j.biortech.2010.02.001</a> </span></span> </th>
                      <th rowspan="2" align="left"> <span class="tooltip"><a href="#B3">Aranganathan &amp; Rajasree (2016)</a><span class="tooltip-content">Aranganathan,
                        L., &amp; Rajasree, R. S. (2016). Bioconversion of marine trash fish 
                        (MTF) to organic liquid fertilizer for effective solid waste management 
                        and its efficacy on Tomato growth. <i>Management of Environmental Quality: An International Journal</i>, <i>7</i>(1), 93-103. <a href="https://doi.org/10.1108/MEQ-05-2015-0074" target="xrefwindow">https://doi.org/10.1108/MEQ-05-2015-0074</a> </span></span> </th>
                      <th rowspan="2" align="left"> <span class="tooltip"><a href="#B44">Ramesh et al. (2020)</a><span class="tooltip-content">Ramesh, T., Amuthavalli, A., &amp; Boopathy, R. (2020). Analysis of fermented liquid fertilizer from marine crab waste. <i>International Journal of Environment, Agriculture and Biotechnology</i>, <i>5</i>(3). <a href="https://dx.doi.org/10.22161/ijeab.53.16" target="xrefwindow">https://dx.doi.org/10.22161/ijeab.53.16</a> </span></span> </th>
                      <th rowspan="2" align="left">FLVT <br>
                        Vísceras de trucha</th>
                    </tr>
                    <tr>
                      <th align="left">HSP</th>
                      <th align="left">LAD</th>
                      <th align="left">FLRP</th>
                      <th align="left">Comercial</th>
                    </tr>
                  </thead>
                  <tbody>
                    <tr>
                      <td align="left">pH</td>
                      <td align="center">5.03</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">6.27</td>
                      <td align="center">8.02</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">4.2</td>
                      <td align="center">5.0</td>
                      <td align="center">4.4</td>
                    </tr>
                    <tr>
                      <td align="left">CE (dS/m)</td>
                      <td align="center">2.98</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">+</td>
                      <td align="center">-</td>
                      <td align="center">19</td>
                      <td align="center">11623</td>
                      <td align="center">25.9</td>
                    </tr>
                    <tr>
                      <td align="left">Sólidos en suspensión <br>
                        (g/l)</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">199.98</td>
                    </tr>
                    <tr>
                      <td align="left">MO en suspensión <br>
                        (g/l)</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">171.24</td>
                    </tr>
                    <tr>
                      <td align="left">N total (mg/l)</td>
                      <td align="center">25600</td>
                      <td align="center">-</td>
                      <td align="center">15560</td>
                      <td align="center">87500</td>
                      <td align="center">2200</td>
                      <td align="center">15700</td>
                      <td align="center">38000</td>
                      <td align="center">10000</td>
                      <td align="center">2100</td>
                      <td align="center">12040</td>
                    </tr>
                    <tr>
                      <td align="left">P total <br>
                        (mg/l)</td>
                      <td align="center">9600</td>
                      <td align="center">1022</td>
                      <td align="center">2450</td>
                      <td align="center">6360</td>
                      <td align="center">230</td>
                      <td align="center">3100</td>
                      <td align="center">28300</td>
                      <td align="center">3900</td>
                      <td align="center">4100</td>
                      <td align="center">1189.95</td>
                    </tr>
                    <tr>
                      <td align="left">K total <br>
                        (mg/l)</td>
                      <td align="center">12000</td>
                      <td align="center">1530</td>
                      <td align="center">1240</td>
                      <td align="center">14700</td>
                      <td align="center">1130</td>
                      <td align="center">4500</td>
                      <td align="center">30400</td>
                      <td align="center">3700</td>
                      <td align="center">2700</td>
                      <td align="center">5540</td>
                    </tr>
                    <tr>
                      <td align="left">Ca total <br>
                        (mg/l)</td>
                      <td align="center">15500</td>
                      <td align="center">373</td>
                      <td align="center">5030</td>
                      <td align="center">310</td>
                      <td align="center">730</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">1400</td>
                      <td align="center">5830*</td>
                      <td align="center">338.5</td>
                    </tr>
                    <tr>
                      <td align="left">Mg total (mg/l)</td>
                      <td align="center">700</td>
                      <td align="center">1260</td>
                      <td align="center">520</td>
                      <td align="center">520</td>
                      <td align="center">140</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">5200</td>
                      <td align="center">1283*</td>
                      <td align="center">615</td>
                    </tr>
                    <tr>
                      <td align="left">Na total (mg/l)</td>
                      <td align="center">-</td>
                      <td align="center">1930</td>
                      <td align="center">720</td>
                      <td align="center">9600</td>
                      <td align="center">640</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">1500*</td>
                      <td align="center">4500</td>
                    </tr>
                    <tr>
                      <td align="left">Fe (mg/l)</td>
                      <td align="center">-</td>
                      <td align="center">20.4</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">50.51*</td>
                      <td align="center">57.30*</td>
                      <td align="center">52.35</td>
                    </tr>
                    <tr>
                      <td align="left">Cu (mg/l)</td>
                      <td align="center">-</td>
                      <td align="center">0.41</td>
                      <td align="center">-</td>
                      <td align="center">0.12</td>
                      <td align="center">0.19</td>
                      <td align="center">-</td>
                      <td align="center">2.24*</td>
                      <td align="center">0.61*</td>
                      <td align="center">2.31*</td>
                      <td align="center">35.5</td>
                    </tr>
                    <tr>
                      <td align="left">Zn (mg/l)</td>
                      <td align="center">-</td>
                      <td align="center">5.25</td>
                      <td align="center">-</td>
                      <td align="center">1.58</td>
                      <td align="center">1.15</td>
                      <td align="center">1.72*</td>
                      <td align="center">3.51*</td>
                      <td align="center">5.66*</td>
                      <td align="center">9.64*</td>
                      <td align="center">68.75</td>
                    </tr>
                    <tr>
                      <td align="left">Mn (mg/l)</td>
                      <td align="center">-</td>
                      <td align="center">4.11</td>
                      <td align="center">-</td>
                      <td align="center">&lt;0.01</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">2.81*</td>
                      <td align="center">17.33*</td>
                      <td align="center">1.95</td>
                    </tr>
                    <tr>
                      <td align="left">B (mg/l)</td>
                      <td align="center">-</td>
                      <td align="center">1</td>
                      <td align="center">-</td>
                      <td align="center">0.65</td>
                      <td align="center">0.47</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">2.59</td>
                    </tr>
                  </tbody>
                </table>
              </div>
            </div>
          </div>
          <div class="clear"></div>
          <div class="table">
            <p class="textfig">HSP:
              proteína hidrolizada de residuos de salmón; LAD: fertilizante líquido 
              producto de una digestión anaeróbica; FLRP: fertilizante líquido de 
              residuos de pescado; FLVT: fertilizante líquido (orgánico) utilizando 
              vísceras de trucha; CE: Conductividad eléctrica; MO: materia orgánica * 
              (mg/kg)<br>
            </p>
          </div>
          <div class="table" id="t2"><span class="labelfig">TABLA 2.&nbsp; </span><span class="textfig">Contenido de aminoácidos en distintos fertilizantes orgánicos</span></div>
          <div class="contenedor">
            <div class="outer-centrado">
              <div style="max-width: 1160px;" class="inner-centrado">
                <table>
                  <colgroup>
                  <col span="8">
                  </colgroup>
                  <thead>
                    <tr>
                      <th colspan="8" align="center">Fertilizante líquido </th>
                    </tr>
                    <tr>
                      <th rowspan="2" align="left"> Aminoácido <br>
                        (g/100g)</th>
                      <th rowspan="2" align="left"> <span class="tooltip"><a href="#B26">Inoue et al. (2013)</a><span class="tooltip-content">Inoue,
                        S., Suzuki-Utsunomiya, U. K., Komori, Y., Kamijo, A., Yumura, I., 
                        Tanabe, K., Miyawaki, A., &amp; Koga, K. (2013). Fermentation of 
                        non-sterilized fish biomass with a mixed culture of film-forming yeasts 
                        and lactobacilli and its effect on innate and adaptive immunity in mice. <i>Journal of bioscience and bioengineering</i>, <i>116</i>(6), 682-687. <a href="https://doi.org/10.1016/j.jbiosc.2013.05.022" target="xrefwindow">https://doi.org/10.1016/j.jbiosc.2013.05.022</a> </span></span> </th>
                      <th rowspan="2" align="left"> <span class="tooltip"><a href="#B4">Augier &amp; Santimone (1978)</a><span class="tooltip-content">Augier, H., &amp; Santimone, M. (1978). <i>Composition
                        en azote total, en protéines et en acides aminés protéiques de 
                        fertilisant foliaire «Goémar», à base d’algues marines.</i> Botánica Marina, <i>21</i>(6), 337-341. <a href="https://doi.org/10.1515/botm.1978.21.6.337" target="xrefwindow">https://doi.org/10.1515/botm.1978.21.6.337</a> </span></span> </th>
                      <th rowspan="2" align="left"> <span class="tooltip"><a href="#B28">Kim et al. (2010)</a><span class="tooltip-content">Kim,
                        J. K., Kong, I. S., &amp; Lee, H. H. (2010). Identification and 
                        characterization of microorganisms from earthworm viscera for the 
                        conversion of fish wastes into liquid fertilizer. <i>Bioresource technology</i>, <i>101</i>(14), 5131-5136. <a href="https://doi.org/10.1016/j.biortech.2010.02.001" target="xrefwindow">https://doi.org/10.1016/j.biortech.2010.02.001</a> </span></span> </th>
                      <th colspan="2" align="center">Comercial </th>
                      <th rowspan="2" align="left"><span class="tooltip"><a href="#B21">Hepsibha &amp; Geetha, (2019)</a><span class="tooltip-content">Hepsibha,
                        B. T., &amp; Geetha, A. (2019). Physicochemical characterization of 
                        traditionally fermented liquid manure from fish waste (Gunapaselam). <i>Indian Journal of Traditional Knowledge (IJTK)</i>, <i>18</i>(4), 830-836.</span></span> </th>
                      <th rowspan="2" align="left">FLVT <br>
                        Vísceras de trucha</th>
                    </tr>
                    <tr>
                      <th align="left"> <span class="tooltip"><a href="#B28"><b>Kim et al. (2010)</b></a><span class="tooltip-content">Kim,
                        J. K., Kong, I. S., &amp; Lee, H. H. (2010). Identification and 
                        characterization of microorganisms from earthworm viscera for the 
                        conversion of fish wastes into liquid fertilizer. <i>Bioresource technology</i>, <i>101</i>(14), 5131-5136. <a href="https://doi.org/10.1016/j.biortech.2010.02.001" target="xrefwindow">https://doi.org/10.1016/j.biortech.2010.02.001</a> </span></span> </th>
                      <th align="left"> <span class="tooltip"><a href="#B2">Alarcón et al. (2010)</a><span class="tooltip-content">Alarcón,
                        F. M. M. I., Romero, G. R., Frenich, G. A., Vidal, M. J., &amp; Reyes, 
                        C. R. (2010). Rapid determination of underivatized amino acids in 
                        fertilizers by ultra high performance liquid chromatography coupled to 
                        tandem mass spectrometry. <i>Analytical Methods</i>, <i>2</i>(11), 1745-1751. <a href="https://dx.doi.org/10.1039/c0ay00263a" target="xrefwindow">https://dx.doi.org/10.1039/c0ay00263a</a> </span></span> </th>
                    </tr>
                  </thead>
                  <tbody>
                    <tr>
                      <td align="left">Ac. Aspártico</td>
                      <td align="center">0.235</td>
                      <td align="center">0.31</td>
                      <td align="center">0.49</td>
                      <td align="center">0.58</td>
                      <td align="center">1.32</td>
                      <td align="center">0.124</td>
                      <td align="center">0.28</td>
                    </tr>
                    <tr>
                      <td align="left">Treonina</td>
                      <td align="center">0.101</td>
                      <td align="center">0.18</td>
                      <td align="center">0.21</td>
                      <td align="center">0.21</td>
                      <td align="center">0.1</td>
                      <td align="center">0.0346</td>
                      <td align="center">0.16</td>
                    </tr>
                    <tr>
                      <td align="left">Serina</td>
                      <td align="center">0.085</td>
                      <td align="center">0.18</td>
                      <td align="center">0.21</td>
                      <td align="center">0.23</td>
                      <td align="center">-</td>
                      <td align="center">0.0023</td>
                      <td align="center">0.15</td>
                    </tr>
                    <tr>
                      <td align="left">Ac. glutámico</td>
                      <td align="center">0.297</td>
                      <td align="center">1.29</td>
                      <td align="center">0.78</td>
                      <td align="center">0.89</td>
                      <td align="center">0.02</td>
                      <td align="center">0.247</td>
                      <td align="center">0.21</td>
                    </tr>
                    <tr>
                      <td align="left">Prolina</td>
                      <td align="center">0.147</td>
                      <td align="center">0.19</td>
                      <td align="center">0.5</td>
                      <td align="center">0.61</td>
                      <td align="center">0.51</td>
                      <td align="center">0.298</td>
                      <td align="center">-</td>
                    </tr>
                    <tr>
                      <td align="left">Glicina</td>
                      <td align="center">0.255</td>
                      <td align="center">0.25</td>
                      <td align="center">1.06</td>
                      <td align="center">1.25</td>
                      <td align="center">0.04</td>
                      <td align="center">0.203</td>
                      <td align="center">0.02</td>
                    </tr>
                    <tr>
                      <td align="left">Alanina</td>
                      <td align="center">0.204</td>
                      <td align="center">0.31</td>
                      <td align="center">0.7</td>
                      <td align="center">0.98</td>
                      <td align="center">0.83</td>
                      <td align="center">-</td>
                      <td align="center">0.39</td>
                    </tr>
                    <tr>
                      <td align="left">Valina</td>
                      <td align="center">0.112</td>
                      <td align="center">0.19</td>
                      <td align="center">0.17</td>
                      <td align="center">0.24</td>
                      <td align="center">0.91</td>
                      <td align="center">0.356</td>
                      <td align="center">0.19</td>
                    </tr>
                    <tr>
                      <td align="left">Isoleucina</td>
                      <td align="center">0.077</td>
                      <td align="center">0.14</td>
                      <td align="center">0.15</td>
                      <td align="center">0.13</td>
                      <td align="center">0.03</td>
                      <td align="center">0.705</td>
                      <td align="center">0.12</td>
                    </tr>
                    <tr>
                      <td align="left">Leucina</td>
                      <td align="center">0.152</td>
                      <td align="center">0.28</td>
                      <td align="center">0.27</td>
                      <td align="center">0.26</td>
                      <td align="center">0.04</td>
                      <td align="center">0.394</td>
                      <td align="center">0.26</td>
                    </tr>
                    <tr>
                      <td align="left">Tirosina</td>
                      <td align="center">0.011</td>
                      <td align="center">0.1</td>
                      <td align="center">0.07</td>
                      <td align="center">0.05</td>
                      <td align="center">0.01</td>
                      <td align="center">0.306</td>
                      <td align="center">0.19</td>
                    </tr>
                    <tr>
                      <td align="left">Fenilalanina</td>
                      <td align="center">0.073</td>
                      <td align="center">0.19</td>
                      <td align="center">0.18</td>
                      <td align="center">0.18</td>
                      <td align="center">0.02</td>
                      <td align="center">0.291</td>
                      <td align="center">.13</td>
                    </tr>
                    <tr>
                      <td align="left">Histidina</td>
                      <td align="center">0.096</td>
                      <td align="center">0.07</td>
                      <td align="center">0.20</td>
                      <td align="center">0.25</td>
                      <td align="center">0.03</td>
                      <td align="center">0.129</td>
                      <td align="center">0.06</td>
                    </tr>
                    <tr>
                      <td align="left">Lisina</td>
                      <td align="center">0.158</td>
                      <td align="center">0.15</td>
                      <td align="center">0.39</td>
                      <td align="center">0.53</td>
                      <td align="center">1.13</td>
                      <td align="center">0.703</td>
                      <td align="center">0.21</td>
                    </tr>
                    <tr>
                      <td align="left">Arginina</td>
                      <td align="center">0.034</td>
                      <td align="center">0.22</td>
                      <td align="center">0.31</td>
                      <td align="center">0.35</td>
                      <td align="center">0.05</td>
                      <td align="center">0.129</td>
                      <td align="center">0.63</td>
                    </tr>
                    <tr>
                      <td align="left">Cisteína</td>
                      <td align="center">0.018</td>
                      <td align="center">0.04</td>
                      <td align="center">0.06</td>
                      <td align="center">0.04</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                    </tr>
                    <tr>
                      <td align="left">Metionina</td>
                      <td align="center">0.059</td>
                      <td align="center">0.05</td>
                      <td align="center">0.06</td>
                      <td align="center">0.01</td>
                      <td align="center">1.35</td>
                      <td align="center">0.297</td>
                      <td align="center">0.06</td>
                    </tr>
                    <tr>
                      <td align="left">Triptófano</td>
                      <td align="center">0.007</td>
                      <td align="center">0.016</td>
                      <td align="center">0.02</td>
                      <td align="center">0.02</td>
                      <td align="center">-</td>
                      <td align="center">0.123</td>
                      <td align="center">0.06</td>
                    </tr>
                    <tr>
                      <td align="left">Total</td>
                      <td align="center">2.12</td>
                      <td align="center">4.15</td>
                      <td align="center">5.83</td>
                      <td align="center">6.81</td>
                      <td align="center">6.39</td>
                      <td align="center">4.34</td>
                      <td align="center">3.12</td>
                    </tr>
                  </tbody>
                </table>
              </div>
            </div>
          </div>
          <div class="clear"></div>
          <div class="table">
            <p class="textfig">FLVT: fertilizante líquido (orgánico) utilizando vísceras de trucha.<br>
            </p>
          </div>
          <div class="table" id="t3"><span class="labelfig">TABLA 3.&nbsp; </span><span class="textfig">Características microbiológicas de distintos fertilizantes líquidos</span></div>
          <div class="contenedor">
            <div class="outer-centrado">
              <div style="max-width: 1160px;" class="inner-centrado">
                <table>
                  <colgroup>
                  <col>
                  <col span="4">
                  </colgroup>
                  <thead>
                    <tr>
                      <th rowspan="3" align="left"> Contenido</th>
                      <th colspan="4" align="center">Fuente de fertilizante líquido </th>
                    </tr>
                    <tr>
                      <th colspan="2" align="center"> <span class="tooltip"><a href="#B51">Sastro et al. (2013)</a><span class="tooltip-content">Sastro,
                        Y., Bakrie, B., &amp; Sudolar, N. R. (2013). The effect of fermentation
                        method, microbes inoculation and carbon source proportion on the 
                        quality of organic fertilizer made from liquid wastes of chicken 
                        slaughterhouse. <i>Journal of the Indonesian Tropical Animal Agriculture</i>, <i>38</i>(4), 257-263. <a href="https://doi.org/10.14710/jitaa.38.4.257-263" target="xrefwindow">https://doi.org/10.14710/jitaa.38.4.257-263</a> </span></span> </th>
                      <th rowspan="2" align="left"><span class="tooltip"><a href="#B21">Hepsibha &amp; Geetha, (2019)</a><span class="tooltip-content">Hepsibha,
                        B. T., &amp; Geetha, A. (2019). Physicochemical characterization of 
                        traditionally fermented liquid manure from fish waste (Gunapaselam). <i>Indian Journal of Traditional Knowledge (IJTK)</i>, <i>18</i>(4), 830-836.</span></span> <br>
                        Residuos de pescado </th>
                      <th rowspan="2" align="left">FLVT <br>
                        Vísceras de trucha</th>
                    </tr>
                    <tr>
                      <th align="left">Comercial</th>
                      <th align="left">Residuos de pollo</th>
                    </tr>
                  </thead>
                  <tbody>
                    <tr>
                      <td align="left">pH</td>
                      <td align="left">3.9</td>
                      <td align="left">4.5</td>
                      <td align="left">4.15</td>
                      <td align="left">4.4</td>
                    </tr>
                    <tr>
                      <td align="left">Lactobacillus sp. (UFC/ml)</td>
                      <td align="left">8.7x 10<sup>6</sup></td>
                      <td align="left">2.0x 10<sup>8</sup></td>
                      <td align="left">138x 10<sup>4</sup></td>
                      <td align="left">1x 10<sup>7</sup></td>
                    </tr>
                    <tr>
                      <td align="left">Mohos y levaduras (UFC/ml)</td>
                      <td align="left">8.5x 10<sup>6</sup></td>
                      <td align="left">3.5x 10<sup>2</sup></td>
                      <td align="left">1.73x 10<sup>2</sup></td>
                      <td align="left">4.5x 10<sup>3</sup></td>
                    </tr>
                    <tr>
                      <td align="left">Escherichia coli (NMP/ml)</td>
                      <td align="left">Ausencia</td>
                      <td align="left">Ausencia</td>
                      <td align="left">Ausencia</td>
                      <td align="left">Ausencia</td>
                    </tr>
                    <tr>
                      <td align="left">Salmonellasp. En 25 ml</td>
                      <td align="left">Ausencia</td>
                      <td align="left">Ausencia</td>
                      <td align="left">Ausencia</td>
                      <td align="left">Ausencia</td>
                    </tr>
                  </tbody>
                </table>
              </div>
            </div>
          </div>
          <div class="clear"></div>
          <div class="table">
            <p class="textfig">FLVT: fertilizante líquido orgánico utilizando vísceras de trucha.<br>
            </p>
          </div>
          <p>En la <span class="tooltip"><a href="#t4">Tabla 4</a></span> se hace un análisis de interés agronómico del Fastbiol 20: El Fastbiol 
            20 contiene una alta concentración de N, esto se debe a que el nitrógeno
            contenido en la materia prima (excretas de las vacas en producción) no 
            se ha perdido como amoniaco debido al pH bajo (3.75) según el valor 
            arrojado por los laboratorios de LASPAF y en condiciones de laboratorio 
            fue de pH 4.02, este valor se mantuvo bajo por un período de 30 días que
            duró el experimento, por acción del ácido láctico, condición por el 
            cual se evita que el nitrógeno se pierda rápidamente (<span class="tooltip"><a href="#B39">Peralta et al., 2016</a><span class="tooltip-content">Peralta,
            V. L., Juscamaita, M. J., &amp; Meza, C. V. (2016). Obtención y 
            caracterización de abono orgánico líquido a través del tratamiento de 
            excretas del ganado vacuno de un establo lechero usando un consorcio 
            microbiano ácido láctico. <i>Ecología aplicada</i>, <i>15</i>(1), 1-10. <a href="http://www.cjascience.com/index.php/CJAS/article/view/628" target="xrefwindow">http://www.cjascience.com/index.php/CJAS/article/view/628</a> </span></span>).</p>
          <div class="table" id="t4"><span class="labelfig">TABLA 4.&nbsp; </span><span class="textfig">Análisis fisicoquímico del fastibiol 20 y otros bioles</span></div>
          <div class="contenedor">
            <div class="outer-centrado">
              <div style="max-width: 1160px;" class="inner-centrado">
                <table>
                  <colgroup>
                  <col>
                  <col>
                  <col>
                  <col>
                  <col>
                  <col>
                  </colgroup>
                  <thead>
                    <tr>
                      <th align="center"> Ensayos</th>
                      <th align="center">BV <br>
                        (1)</th>
                      <th align="center">BC <br>
                        (2)</th>
                      <th align="center">Biol con alfalfa <br>
                        (3)</th>
                      <th align="center">Biol con chichajora <br>
                        (3)</th>
                      <th align="center">Fastibiol <br>
                        20</th>
                    </tr>
                    <tr>
                      <th align="left">Parámetros</th>
                      <th align="left"> </th>
                      <th align="left"> </th>
                      <th align="left"> </th>
                      <th align="left"> </th>
                      <th align="left"> </th>
                    </tr>
                  </thead>
                  <tbody>
                    <tr>
                      <td align="left">pH</td>
                      <td align="center">7,89</td>
                      <td align="center">8,2</td>
                      <td align="center">6,8</td>
                      <td align="center">6,8</td>
                      <td align="center">3,75</td>
                    </tr>
                    <tr>
                      <td align="left">CE (dSm<sup>-1</sup>)</td>
                      <td align="center">19,28</td>
                      <td align="center">15,3</td>
                      <td align="center">11,2</td>
                      <td align="center">10,2</td>
                      <td align="center">25,70</td>
                    </tr>
                    <tr>
                      <td align="left">Sólidos en suspensión (gL<sup>-1</sup>)</td>
                      <td align="center">19,52</td>
                      <td align="center">23,6</td>
                      <td align="center">8,85</td>
                      <td align="center">9,78</td>
                      <td align="center">-</td>
                    </tr>
                    <tr>
                      <td align="left">Sólidos totales (gL<sup>-1</sup>)</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">-</td>
                      <td align="center">232,98</td>
                    </tr>
                    <tr>
                      <td align="left">M.O. en solución (gL<sup>-1</sup>)</td>
                      <td align="center">5,28</td>
                      <td align="center">5,4</td>
                      <td align="center">2,86</td>
                      <td align="center">3,75</td>
                      <td align="center">181,10</td>
                    </tr>
                    <tr>
                      <td align="left">MACRONUTIMENTOS</td>
                      <td align="center"></td>
                      <td align="center"></td>
                      <td align="center"></td>
                      <td align="center"></td>
                      <td align="center"></td>
                    </tr>
                    <tr>
                      <td align="left">N total (mgL<sup>-1</sup>)</td>
                      <td align="center">1876</td>
                      <td align="center">980</td>
                      <td align="center">1064</td>
                      <td align="center">1015</td>
                      <td align="center">4200</td>
                    </tr>
                    <tr>
                      <td align="left">P total (mgL<sup>-1</sup>)</td>
                      <td align="center">71,20</td>
                      <td align="center">121</td>
                      <td align="center">53,3</td>
                      <td align="center">66,5</td>
                      <td align="center">744,20</td>
                    </tr>
                    <tr>
                      <td align="left">K total (mgL<sup>-1</sup>)</td>
                      <td align="center">1940</td>
                      <td align="center">6760</td>
                      <td align="center">1143</td>
                      <td align="center">1045</td>
                      <td align="center">17200</td>
                    </tr>
                    <tr>
                      <td align="left">Ca total (mgL<sup>-1</sup>)</td>
                      <td align="center">104,80</td>
                      <td align="center">220,4</td>
                      <td align="center">755</td>
                      <td align="center">707</td>
                      <td align="center">5200</td>
                    </tr>
                    <tr>
                      <td align="left">Mg total (mgL<sup>-1</sup>)</td>
                      <td align="center">27,60</td>
                      <td align="center">53,4</td>
                      <td align="center">348</td>
                      <td align="center">353</td>
                      <td align="center">1740</td>
                    </tr>
                    <tr>
                      <td align="left">Na total (mgL<sup>-1</sup>)</td>
                      <td align="center">3400</td>
                      <td align="center">542</td>
                      <td align="center">463</td>
                      <td align="center">500</td>
                      <td align="center">1040</td>
                    </tr>
                    <tr>
                      <td align="left">MICRONUTRIMENTOS</td>
                      <td align="center"></td>
                      <td align="center"></td>
                      <td align="center"></td>
                      <td align="center"></td>
                      <td align="center"></td>
                    </tr>
                    <tr>
                      <td align="left">Fe total (mgL<sup>-1</sup>)</td>
                      <td align="center">0,16</td>
                      <td align="center">-</td>
                      <td align="center">5</td>
                      <td align="center">12,5</td>
                      <td align="center">516</td>
                    </tr>
                    <tr>
                      <td align="left">Cu total (mgL<sup>-1</sup>)</td>
                      <td align="center">2,28</td>
                      <td align="center">-</td>
                      <td align="center">0,3</td>
                      <td align="center">0,4</td>
                      <td align="center">14</td>
                    </tr>
                    <tr>
                      <td align="left">Zn total (mgL<sup>-1</sup>)</td>
                      <td align="center">1,36</td>
                      <td align="center">-</td>
                      <td align="center">1,9</td>
                      <td align="center">2,9</td>
                      <td align="center">60</td>
                    </tr>
                    <tr>
                      <td align="left">Mn total (mgL<sup>-1</sup>)</td>
                      <td align="center">14,08</td>
                      <td align="center">-</td>
                      <td align="center">1,8</td>
                      <td align="center">2,7</td>
                      <td align="center">28</td>
                    </tr>
                    <tr>
                      <td align="left">B total (mgL<sup>-1</sup>)</td>
                      <td align="center">5,20</td>
                      <td align="center">-</td>
                      <td align="center">124</td>
                      <td align="center">93</td>
                      <td align="center">19</td>
                    </tr>
                    <tr>
                      <td colspan="6" align="left">Fuente: (1) Biol Ventanilla Ciudad Saludable. Biol de origen porcino. <br>
                        (2) Biol Casablanca citado por <span class="tooltip"><a href="#B52">Siura &amp; Davila (2008)</a><span class="tooltip-content">Siura, S., &amp; Davila, S. (2008). <i>Effect of green manure rotation, biol and cultivar on the production of organic spinach (Spinacea olearacea)</i>. 4.</span></span>. <br>
                        (3) <span class="tooltip"><a href="#B30">Laspaf &amp; Labrador (2001)</a><span class="tooltip-content">Laspaf, S., &amp; Labrador, J. (2001). <i>La materia orgánica en los agrosistemas</i> (1era edición). Ediciones Mundi-Presa, Madrid, España.</span></span>. </td>
                    </tr>
                  </tbody>
                </table>
              </div>
            </div>
          </div>
          <div class="clear"></div>
        </article>
        <article class="section"><a id="id0x6bcea80"><!-- named anchor --></a>
          <h4>Calidad de los bioles</h4>
          &nbsp;<a href="#content" class="boton_1">⌅</a>
          <p>La <span class="tooltip"><a href="#t5">Tabla 5</a></span> muestra algunos indicadores de calidad de los bioles.</p>
          <div class="table" id="t5"><span class="labelfig">TABLA 5.&nbsp; </span><span class="textfig">Indicadores de calidad de los bioles</span></div>
          <div class="contenedor">
            <div class="outer-centrado">
              <div style="max-width: 1160px;" class="inner-centrado">
                <table>
                  <colgroup>
                  <col>
                  <col>
                  <col>
                  </colgroup>
                  <thead>
                    <tr>
                      <th align="left">Indicador</th>
                      <th align="center">Valores</th>
                      <th align="center">Fuente</th>
                    </tr>
                  </thead>
                  <tbody>
                    <tr>
                      <td align="left">pH</td>
                      <td align="center">5,5- 7,0</td>
                      <td align="center">(<span class="tooltip"><a href="#B7">Brinton, 2000</a><span class="tooltip-content">Brinton, W. F. (2000). <i>Compost quality standards and guidelines</i> (p. 42) [Final Report]. Woods End Research Laboratories for the New York State Association of Recyclers.</span></span>)</td>
                    </tr>
                    <tr>
                      <td align="left">Salinidad</td>
                      <td align="center">&lt;3 ds/m</td>
                      <td align="center">(<span class="tooltip"><a href="#B5">Ayers &amp; Westcot, 1985</a><span class="tooltip-content">Ayers, R. S., &amp; Westcot, D. W. (1985). <i>Water quality for agriculture</i> (Vol. 29). Food and Agriculture Organization of the United Nations Rome, Italy.</span></span>)</td>
                    </tr>
                    <tr>
                      <td align="left">Nitrógeno (N)</td>
                      <td align="center">&gt; 700 mg/L</td>
                      <td rowspan="5" align="center">(<span class="tooltip"><a href="#B54">Suárez, 2009</a><span class="tooltip-content">Suárez, S. D. M. (2009). <i>Caracterización
                        de un compuesto orgánico producido en forma artesanal por pequeños 
                        agricultores en el departamento del Magdalena.</i> [Tesis de Maestría en Ciencias Agrarias con Énfasis en Suelos, UNAL]. <a href="https://repositorio.unal.edu.co/handle/unal/3270" target="xrefwindow">https://repositorio.unal.edu.co/handle/unal/3270</a> </span></span>)</td>
                    </tr>
                    <tr>
                      <td align="left">Fósforo (P<sub>2</sub>O<sub>3</sub>)</td>
                      <td align="center">&gt; 170 mg/L</td>
                    </tr>
                    <tr>
                      <td align="left">Potasio (K<sub>2</sub>O)</td>
                      <td align="center">&gt;1300 mg/L</td>
                    </tr>
                    <tr>
                      <td align="left">Calcio (CaO)</td>
                      <td align="center">&gt; 1800 mg/L</td>
                    </tr>
                    <tr>
                      <td align="left">Azufre(SO<sub>3</sub>)</td>
                      <td align="center">&gt;270 mg/L</td>
                    </tr>
                    <tr>
                      <td align="left">Cromo (Cr)</td>
                      <td align="center">70- 200 mg/kg</td>
                      <td rowspan="2" align="center">(<span class="tooltip"><a href="#B7">Brinton, 2000</a><span class="tooltip-content">Brinton, W. F. (2000). <i>Compost quality standards and guidelines</i> (p. 42) [Final Report]. Woods End Research Laboratories for the New York State Association of Recyclers.</span></span>)</td>
                    </tr>
                    <tr>
                      <td align="left">Plomo (Pb)</td>
                      <td align="center">70- 100 mg/kg</td>
                    </tr>
                    <tr>
                      <td align="left">Coliformes <br>
                        totales</td>
                      <td align="center">&lt; 3 UFC/g</td>
                      <td align="center">(<span class="tooltip"><a href="#B25">ICMSF, 1983</a><span class="tooltip-content">ICMSF. (1983). <i>International Commission on Microbiological Specifications for Foods: Vol. Vol. 1 Part 2</i> (2nd ed). Editorial Acribia, (Trad. 1988). Reimpreso. 2000.</span></span>)</td>
                    </tr>
                  </tbody>
                </table>
              </div>
            </div>
          </div>
          <div class="clear"></div>
        </article>
        <article class="section"><a id="id0x8ca9100"><!-- named anchor --></a>
          <h4>Dosis más recomendadas</h4>
          &nbsp;<a href="#content" class="boton_1">⌅</a>
          <p>Para
            aplicación foliar se debe diluir entre 15 a 20%, aplicando 3 a 5 
            aplicaciones por ciclo de cultivo. Se recomienda usar leche como 
            adherente para evitar evaporación o lavado por acción de la lluvia, un 
            litro de leche por cada 200 L de solución. Al suelo se puede usar una 
            dosis de 1 litro de biol por cada 100 L de agua de riego. A las 
            semillas, se remoja la semilla antes de la siembra en una solución de 
            Biol del 10 al 20% de concentración, para semilla de cáscara delgada y 
            25 a 50% para semilla de cáscara gruesa. Las semillas de especies 
            hortícola, se remojan durante 2 a 6 horas, gramíneas y leguminosas de 
            cáscaras delgada 12 a 24 horas y leguminosas de cáscara gruesa de 24 a 
            72 horas.</p>
          <p>Para aplicar el Biol a plántulas o bulbos, se recomienda
            sumergir el vegetal en una solución de biol al 12%, inmediatamente se 
            hace el transplante. En el caso de bulbos, cormos, etc. Se secan al aire
            por un tiempo de 5 minutos, y se procede a su plantación (<span class="tooltip"><a href="#B47">SAG-Chile, 2013</a><span class="tooltip-content">SAG-Chile. (2013). <i>Agricultura orgánica nacional. Bases técnicas y situación actual</i>. Ministerio de Agricultura. Servicio agrícola y ganadero. Chile. <a href="http://www.sag.cl/sites/default/files/agricultura_org._nacional_bases_tecnicas_ysituacion_actual_2013.pdf" target="xrefwindow">http://www.sag.cl/sites/default/files/agricultura_org._nacional_bases_tecnicas_ysituacion_actual_2013.pdf</a> </span></span>).</p>
          <p>Julca (2017), aplicó dosis de 32 y 64 L/ha en el cultivo de la fresa (Fragaria vescavar. Aroma). Por otra parte, <span class="tooltip"><a href="#B56">Ulloa (2015)</a><span class="tooltip-content">Ulloa, J. (2015). <i>Valoración de tres tipos de bioles en la producción de rábano (Raphanus sativus)</i> [Tesis de Máster en Gestión y Auditorías Ambientales]. Universidad de Piura. Facultad de Ingeniería, Piura, Perú.</span></span>, utilizó dosis de biol de 5 L/ha en rábano <i>Raphanussativus</i>.</p>
          <p>Algunos autores recomiendan lo siguiente independientemente del cultivo: <span class="tooltip"><a href="#B9">Cedeño (2016)</a><span class="tooltip-content">Cedeño, R. (2016). <i>Evaluación de tres frecuencias de aplicación de biol de bovino en el cultivo de pimiento (Capsicum annum L.)</i> [Tesis de pregrado), Escuela Superior Politécnica Agropecuaria de Manabí, Ecuador]. <a href="http://repositorio.espam.edu.ec/xmlui/bitstream/handle/42000/460/TA58.pdf?sequence=1&amp;isAllowed=y" target="xrefwindow">http://repositorio.espam.edu.ec/xmlui/bitstream/handle/42000/460/TA58.pdf?sequence=1&amp;isAllowed=y</a> </span></span> recomienda una dosis entre el 5 al 10 %. <span class="tooltip"><a href="#B33">Martí (2008)</a><span class="tooltip-content">Martí, J. (2008). <i>Biodigestores Familiares: Guía de Diseño y Manual de Instalación</i> (p. 35). Biblioteca Virtual de la Cooperación Alemana en Bolivia La Paz, Bolivia.</span></span> menciona que la concentración debe ser del 25 %. <span class="tooltip"><a href="#B27">Jiménez (2011)</a><span class="tooltip-content">Jiménez, E. (2011). <i>Aplicación de biol y fertilización química en la rehabilitación de praderas, AloagPichincha</i> [B.S. Thesis, SANGOLQUÍ/ESPE-IASA]. <a href="http://repositorio.espe.edu.ec/handle/21000/4664" target="xrefwindow">http://repositorio.espe.edu.ec/handle/21000/4664</a> </span></span>, señala que para un cultivo de hortalizas se 
            recomienda una cantidad de 4 litros de biol por 15 litros de agua. 
            Además, en su estudio muestra que 100 % de biol presenta un mayor 
            rendimiento de materia verde. Suquilanda (citado por <span class="tooltip"><a href="#B32">Marino (2017)</a><span class="tooltip-content">Marino, J. (2017). <i>Efecto
            de concentraciones y frecuencias de aplicación del biol en el cultivo 
            de rábano chino (Raphanus sativus l. Var. Longipinnatus) en la estación 
            experimental de cota cota-La Paz</i> [Tesis de grado, UMSA]. <a href="http://repositorio.umsa.bo/bitstream/handle/123456789/10712/T-2369.pdf?sequence=1&amp;isAllowed=y" target="xrefwindow">http://repositorio.umsa.bo/bitstream/handle/123456789/10712/T-2369.pdf?sequence=1&amp;isAllowed=y</a> </span></span> propone que las dosis deben ir desde el 25 al 75 %, 
            la cual debe tener la presencia de hormonas vegetales para que se 
            desarrollen de manera efectiva las funciones vitales. <span class="tooltip"><a href="#B41">Pomboza et al. (2016)</a><span class="tooltip-content">Pomboza,
            T. P., León, G. O. A., Villacís, A. L. A., Vega, J., &amp; Aldáz, J. J.
            C. (2016). Influencia del biol en el rendimiento del cultivo de Lactuca
            sativa L. variedad Iceberg. <i>Journal of the Selva Andina Biosphere</i>, <i>4</i>(2), 84-92. <a href="http://www.scielo.org.bo/scielo.php?script=sci_arttext&amp;pid=S2308-38592016000200005&amp;lng=es&amp;tlng=es" target="xrefwindow">http://www.scielo.org.bo/scielo.php?script=sci_arttext&amp;pid=S2308-38592016000200005&amp;lng=es&amp;tlng=es</a> </span></span> señalan que la dosis óptima de un biol es del 6 %.</p>
        </article>
        <article class="section"><a id="id0x8caa800"><!-- named anchor --></a>
          <h4>Aplicación foliar</h4>
          &nbsp;<a href="#content" class="boton_1">⌅</a>
          <p>Mediante
            la aplicación foliar se superan las limitaciones de la fertilización 
            del suelo tales como la lixiviación, la precipitación de fertilizantes 
            insolubles, el antagonismo entre determinados nutrientes, los suelos 
            heterogéneos que son inadecuados para dosificaciones bajas, y las 
            reacciones de fijación/absorción como en el caso del fósforo y el 
            potasio (<span class="tooltip"><a href="#B11">Eyal, 2015</a><span class="tooltip-content">Eyal, R. (2015). <i>Fertilización Foliar. Otra exitosa forma de nutrir a las plantas</i>. ResearchGates. <a href="https://www.researchgate.net/publicati%C3%B3n/265975832" target="xrefwindow">https://www.researchgate.net/publicatión/265975832</a> </span></span>).</p>
          <p>Una de las ventajas de la fertilización 
            foliar es la rápida respuesta de la planta a la aplicación de 
            nutrientes. La eficiencia de la absorción de nutrientes se considera que
            es 8-9 Veces mayor cuando se aplican nutrientes a las hojas, en 
            comparación a los nutrientes aplicados al suelo. Por lo tanto, cuando se
            presenta un síntoma de deficiencia, una solución rápida pero temporal, 
            sería la aplicación de los nutrientes deficientes a través de la 
            aplicación foliar (<span class="tooltip"><a href="#B24">IAUSA, 2020</a><span class="tooltip-content">IAUSA. (2020). <i>¿En qué condiciones se debe utilizar la fertilización foliar? Agricultura, fertilizantes</i>. IAUSA. <a href="https://iausa.com.mx/en-que-condiciones-se-debe-utilizar-la-fertilizacion-foliar/" target="xrefwindow">https://iausa.com.mx/en-que-condiciones-se-debe-utilizar-la-fertilizacion-foliar/</a> </span></span>).</p>
          <p>Momento de aplicación - El mejor momento para
            aplicación foliar es temprano en la mañana o al atardecer, cuando las 
            estomas están abiertas. La fertilización foliar no es recomendable 
            cuando la temperatura supera los 80 ° F (27 ° C) (<span class="tooltip"><a href="#B24">IAUSA, 2020</a><span class="tooltip-content">IAUSA. (2020). <i>¿En qué condiciones se debe utilizar la fertilización foliar? Agricultura, fertilizantes</i>. IAUSA. <a href="https://iausa.com.mx/en-que-condiciones-se-debe-utilizar-la-fertilizacion-foliar/" target="xrefwindow">https://iausa.com.mx/en-que-condiciones-se-debe-utilizar-la-fertilizacion-foliar/</a> </span></span>).</p>
          <p>La aplicación foliar de fertilizantes está 
            indicada en aquellos casos en los que se requiere la aplicación de 
            nutrientes inmovilizados o bloqueados, o con limitaciones de 
            disponibilidad, en el suelo (<span class="tooltip"><a href="#f3">Figura 3</a></span>).
            Asimismo, permite aplicar nutrientes cuando las condiciones del suelo 
            puedan conllevar a pérdidas de los mismos. Por otra parte, esta técnica 
            ofrece la posibilidad de aportarnutrientes en momentos de alta demanda 
            en los que las condicionesambientales o de suelo limitan su absorción 
            (baja temperatura delsuelo, pobre aireación, encharcamiento, patógenos 
            del suelo, etc.). Adicionalmente, está especialmente indicada cuando lo 
            que sepretende es corregir deficiencias nutricionales de forma inmediata
            (<span class="tooltip"><a href="#B23">Hidalgo et al., 2020</a><span class="tooltip-content">Hidalgo, J. C., Vega, V., &amp; Hidalgo, J. (2020). <i>Lertifizacion foliar Ln olivar</i> (pp. 1-19). Consejería de Agricultura, Ganadería, Pesca y Desarrollo 
            Sostenible, Instituto de Investigación y Formación Agraria y Pesquera.</span></span>).</p>
          <p>La
            frecuencia de aplicación depende directamente del tipo de siembra, esta
            a su vez está correlacionada con el patrón de adsorción, hay que 
            considerar el ciclo del cultivo, ya que, si no se determina este 
            parámetro, el fertilizante en el suelo puede perder sus nutrientes e 
            incluso puede llegar a ser causante de daño a las cosechas (<span class="tooltip"><a href="#B53">Smart Fertilizer Management, 2017</a><span class="tooltip-content">Smart Fertilizer Management. (2017). <i>Momento y frecuencia de la aplicación de fertilizantes</i>. Smart Fertilizer. <a href="http://www.smart-fertilizer.com/es/articles/timing-fertilizer-application" target="xrefwindow">http://www.smart-fertilizer.com/es/articles/timing-fertilizer-application</a> </span></span>). Pero algunosautores recomiendan lo siguiente: 
            Restrepo (2001) señala que las aplicaciones foliares deben ser con 
            intervalos alrededor de diez días.</p>
          <p>Agronovida (como se citó en <span class="tooltip"><a href="#B32">Marino (2017)</a><span class="tooltip-content">Marino, J. (2017). <i>Efecto
            de concentraciones y frecuencias de aplicación del biol en el cultivo 
            de rábano chino (Raphanus sativus l. Var. Longipinnatus) en la estación 
            experimental de cota cota-La Paz</i> [Tesis de grado, UMSA]. <a href="http://repositorio.umsa.bo/bitstream/handle/123456789/10712/T-2369.pdf?sequence=1&amp;isAllowed=y" target="xrefwindow">http://repositorio.umsa.bo/bitstream/handle/123456789/10712/T-2369.pdf?sequence=1&amp;isAllowed=y</a> </span></span> propone que la aplicación del biol debe ser 10 a 25 días luego de la siembra y 10 días antes de la cosecha.</p>
          <p> <span class="tooltip"><a href="#B41">Pomboza et al. (2016)</a><span class="tooltip-content">Pomboza,
            T. P., León, G. O. A., Villacís, A. L. A., Vega, J., &amp; Aldáz, J. J.
            C. (2016). Influencia del biol en el rendimiento del cultivo de Lactuca
            sativa L. variedad Iceberg. <i>Journal of the Selva Andina Biosphere</i>, <i>4</i>(2), 84-92. <a href="http://www.scielo.org.bo/scielo.php?script=sci_arttext&amp;pid=S2308-38592016000200005&amp;lng=es&amp;tlng=es" target="xrefwindow">http://www.scielo.org.bo/scielo.php?script=sci_arttext&amp;pid=S2308-38592016000200005&amp;lng=es&amp;tlng=es</a> </span></span> en su estudio sobre el rendimiento del biol en un cultivo de lechuga obtuvo que la frecuencia óptima es de 15 días</p>
        </article>
      </article>
      <article class="section"><a id="id0x9679300"><!-- named anchor --></a>
        <h4>Algunos cultivos donde se ha aplicado. Resultados</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <article class="section"><a id="id0x9679580"><!-- named anchor --></a>
          <h4>Cultivo del maní (<i>Arachis hipogea</i>L)</h4>
          &nbsp;<a href="#content" class="boton_1">⌅</a>
          <p>Tratamientos en estudios: (<span class="tooltip"><a href="#B34">Mas, 2016</a><span class="tooltip-content">Mas, Y. (2016). <i>Comportamiento en el crecimiento y rendimiento del cultivo del maní (Arachishipogaea L.) con la aplicación de Biofertilizantes</i> [Trabajo de diploma]. Universidad Isla de la Juventud, Nueva Gerona, Isla de la Juventud, Cuba.</span></span>).</p>
          <div class="list"><a id="id0x9679c80"><!-- named anchor --></a>
            <ul style="list-style-type: none">
              <li>
                <p>Tratamiento 1- testigo (solo fertilizantes minerales) 0,5 t / ha</p>
              </li>
              <li>
                <p>Tratamiento 2 - 5 L/ha de Biol</p>
              </li>
              <li>
                <p>Tratamiento 3 - 10 L/ha de Biol</p>
              </li>
              <li>
                <p>Tratamiento 4 - 15 L/ha de Biol</p>
              </li>
              <li>
                <p>Tratamiento 5 - 5 L/ha de Biol + 2 L /ha de Fitomás-E</p>
              </li>
              <li>
                <p>Tratamiento 6 - 10 L/ha de Biol + 2 L /ha de Fitomás-E</p>
              </li>
              <li>
                <p>Tratamiento 7- 15 L/ha de Biol + 2 L /ha de Fitomás-E</p>
              </li>
              <li>
                <p>Tratamiento 8- 2 L/ha de Fitomás-E</p>
              </li>
            </ul>
          </div>
          <p>Los resultados fueron los siguientes:</p>
          <div class="list"><a id="id0x967b880"><!-- named anchor --></a>
            <ul style="list-style-type: none">
              <li>
                <p>Las
                  respuestas en el rendimiento se destacaron los tratamientos en los que 
                  se aplicaron los biofertilizantes tanto solos como combinados siendo 
                  superiores cuando se aplicaron combinados. El incremento de los 
                  rendimientos respecto al testigo fue de un 15 %. </p>
              </li>
              <li>
                <p>El 
                  efecto económico logrado fue superior con el empleo de los 
                  biofertilizantes con un beneficio económico en el rango de $2729.50 ha 
                  (5 L/ha de biol) y $5964.73 ha (5 L/ha de biol + 2 L/ha de Fitomás-E) 
                  con relación al testigo (<span class="tooltip"><a href="#B34">Mas, 2016</a><span class="tooltip-content">Mas, Y. (2016). <i>Comportamiento en el crecimiento y rendimiento del cultivo del maní (Arachishipogaea L.) con la aplicación de Biofertilizantes</i> [Trabajo de diploma]. Universidad Isla de la Juventud, Nueva Gerona, Isla de la Juventud, Cuba.</span></span>).</p>
              </li>
            </ul>
          </div>
        </article>
        <article class="section"><a id="id0x967c280"><!-- named anchor --></a>
          <h4><b>Cultivo de la col (<i>Brassicaoleracia</i>var. capitata)</b></h4>
          &nbsp;<a href="#content" class="boton_1">⌅</a>
          <p>Tratamientos en estudio: (<span class="tooltip"><a href="#B55">Tabares, 2016</a><span class="tooltip-content">Tabares, B. (2016). <i>Comportamiento
            del crecimiento y rendimiento del cultivo de la col 
            (Brassicaoleraceavar. Capitata L.) con el empleo de biofertilizantes</i> [Trabajo de diploma]. Universidad Isla de la Juventud.</span></span>).</p>
          <p>Canteros Dosis</p>
          <div class="list"><a id="id0x967cc00"><!-- named anchor --></a>
            <ul style="list-style-type: none">
              <li>
                <p>1 Testigo: Solo con sustrato.</p>
              </li>
              <li>
                <p>2 Sustrato+5 L/ha de Biol + 1 L/ha de Fitomás E</p>
              </li>
              <li>
                <p>3 Sustrato+5 L/ha de Biol + 2 L/ha de Fitomás E</p>
              </li>
              <li>
                <p>4 Sustrato+10 L/ha de Biol+ 1 L/ha de Fitomás E</p>
              </li>
              <li>
                <p>5 Sustrato+10 L/ha de Biol + 2 L/ha de Fitomás E</p>
              </li>
              <li>
                <p>6 Sustrato+15 L/ha de Biol + 1 L/ha de Fitomás E</p>
              </li>
              <li>
                <p>7 Sustrato+15 L/ha de Biol + 2 L/ha de Fitomás E</p>
              </li>
            </ul>
          </div>
          <p>Sustrato: Contiene cáscara de arroz, suelo y 10 kg/m2 de materia orgánica.</p>
          <p>Los resultados fueron los siguientes:</p>
          <div class="list"><a id="id0xb5c9600"><!-- named anchor --></a>
            <ul style="list-style-type: none">
              <li>
                <p>Todos
                  los tratamientos donde se aplicaron los biofertilizantes tuvieron una 
                  respuesta superior en el crecimiento y rendimiento a la tecnología 
                  tradicional de producción de la col en organopónico. Se logró un 
                  incremento de los rendimientos de 5 %.</p>
              </li>
              <li>
                <p>Se logró un 
                  impacto económico más significativo con el uso de los fertilizantes en 
                  relación a la tecnología de organopónico, en el orden de 2065 $/ha y 
                  5092 $/ha, siendo la mejor dosis la de 10 L/ha de Biol + 2 L/ha de 
                  Fitomás E. (<span class="tooltip"><a href="#B55">Tabares, 2016</a><span class="tooltip-content">Tabares, B. (2016). <i>Comportamiento
                  del crecimiento y rendimiento del cultivo de la col 
                  (Brassicaoleraceavar. Capitata L.) con el empleo de biofertilizantes</i> [Trabajo de diploma]. Universidad Isla de la Juventud.</span></span>).</p>
              </li>
            </ul>
          </div>
        </article>
        <article class="section"><a id="id0xb5ca080"><!-- named anchor --></a>
          <h4><b>Cultivo de la lechuga (<i>Lactuca sativa</i>. L)</b></h4>
          &nbsp;<a href="#content" class="boton_1">⌅</a>
          <p>Tratamientos en estudio. Dosis de biol. (<span class="tooltip"><a href="#B10">Dieguez, 2017</a><span class="tooltip-content">Dieguez, J. (2017). <i>Comportamiento de la lechuga Lactuca sativa. L ante diferentes dosis de Biol en organopónicos semiprotegidos</i> [Trabajo de diploma]. Universidad Isla de la Juventud.</span></span>).</p>
          <div class="list"><a id="id0xb5ca800"><!-- named anchor --></a>
            <ul style="list-style-type: none">
              <li>
                <p>T1- 5 L/ha: 62 mL/2 L de agua a los diez días después del trasplante</p>
              </li>
              <li>
                <p>T2- 5 L/ha: 62 mL/2 L de agua a los veinte días después del trasplante</p>
              </li>
              <li>
                <p>T3- 10 L/ha: 124 mL/2 L de agua a los diez días después del trasplante</p>
              </li>
              <li>
                <p>T4- 10 L/ha: 124 mL/2 L de agua a los veinte días después del trasplante</p>
              </li>
              <li>
                <p>T5- 15 L/ha: 168 mL/2 L de agua a los diez días después del trasplante</p>
              </li>
              <li>
                <p>T6- 15 L/ha: 168 mL/2 L de agua a los veinte días después del trasplante</p>
              </li>
              <li>
                <p>T7- Testigo sin aplicación.</p>
              </li>
            </ul>
          </div>
          <p>Los resultados fueron los siguientes:</p>
          <div class="list"><a id="id0x995c100"><!-- named anchor --></a>
            <ul style="list-style-type: none">
              <li>
                <p>Todos
                  los tratamientos mostraron diferencias significativas con respecto al 
                  testigo en las dos aplicaciones, excepto el tratamiento 1, sobre todo en
                  los indicadores de peso de la planta y número de hojas.</p>
              </li>
              <li>
                <p>La dosis que mejores resultados mostró fue la de 5 L/ha y la aplicación 20 días después del trasplante.</p>
              </li>
              <li>
                <p>Los
                  resultados demostraron que la aplicación del Biol en aspersiones 
                  foliares, favorece los rendimientos en el cultivo de la lechuga (Lactuca
                  sativa L) condiciones de organopónicos semiprotegido incrementando los 
                  mismos en un 13 % respecto a los métodos tradicionales.<b> </b></p>
              </li>
            </ul>
          </div>
        </article>
        <article class="section"><a id="id0x995cd80"><!-- named anchor --></a>
          <h4><b>Cultivo del frijol (<i>Phaseolus vulgaris L.</i>)</b></h4>
          &nbsp;<a href="#content" class="boton_1">⌅</a>
          <p>Los tratamientos en estudio fueron: (<span class="tooltip"><a href="#B46">Revé, 2015</a><span class="tooltip-content">Revé, Z. (2015). <i>Influencia del biol en el cultivo del frijol (phaseolusvulgaris l) aplicado en dos momentos y tres dosis</i> [Trabajo de diploma], Universidad Isla de la Juventud, Nueva Gerona, Isla de la Juventud, Cuba.</span></span>).</p>
          <p>Testigo solo con fertilizante mineral 0.8 t·ha<sup>-1</sup>. </p>
          <div class="list"><a id="id0x995d880"><!-- named anchor --></a>
            <ul style="list-style-type: none">
              <li>
                <p>Biol----10 L.ha<sup>-1</sup> los 15 días posteriores a la germinación (5.4 ml.L<sup>-1</sup>) + fertilizante mineral 0.8 t.ha<sup>-1</sup>. </p>
              </li>
              <li>
                <p>Biol----10 L.ha<sup>-1</sup> los 30 días posteriores a la germinación (5.4 ml.L<sup>-1</sup>) + fertilizante mineral 0.8 t.ha<sup>-1</sup>. </p>
              </li>
              <li>
                <p>Biol----5 L.ha<sup>-1</sup> los 15 días posteriores a la germinación (2.7 ml.L<sup>-1)</sup> + fertilizante mineral0.8 t.ha<sup>-1</sup>. </p>
              </li>
              <li>
                <p>Biol----5 L.ha<sup>-1</sup> los 30 días posteriores a la germinación (2.7 ml.L<sup>-1)</sup> + fertilizante mineral 0.8 t.ha<sup>-1</sup>. </p>
              </li>
            </ul>
          </div>
          <p>Los resultados obtenidos fueron los siguientes: </p>
          <div class="list"><a id="id0x995fc80"><!-- named anchor --></a>
            <ul style="list-style-type: none">
              <li>
                <p>El
                  tratamiento número dos fue el que más influyó en la variable del 
                  crecimiento y rendimiento por los resultados obtenidos. El mismo 
                  incrementó los rendimientos aproximadamente en un 100%, o sea duplicó 
                  los rendimientos.</p>
              </li>
            </ul>
          </div>
        </article>
        <article class="section"><a id="id0x344d200"><!-- named anchor --></a>
          <h4>Cultivo de la cebolla (<i>Alliumcepa</i>var. Caribe 71)</h4>
          &nbsp;<a href="#content" class="boton_1">⌅</a>
          <p><b>Tratamientos en estudio (</b><span class="tooltip"><a href="#B45">Ravelo et al., 2018</a><span class="tooltip-content">Ravelo, R., Sánchez, I., Ávila, O., Santos, R., &amp; Samuels, W. (2018). <i>Efecto
            combinado de diferentes dosis de biol y fitomás- E en el crecimiento y 
            rendimiento del cultivo de la cebolla (Allium cepa)</i>. Universidad Isla de la Juventud «Jesús Montané Oropesa», Facultad de Agronomía, Isla de la Juventud, Cuba.</span></span><b>)</b>.</p>
          <div class="list"><a id="id0x344da80"><!-- named anchor --></a>
            <ol style="list-style-type: decimal">
              <li>
                <p>T1. Testigo </p>
              </li>
              <li>
                <p>T2. 5 L/ha de Biol a los 20 días posterior al trasplante.</p>
              </li>
              <li>
                <p>T3. 5 L/ha de Biol a los 35 días posterior al trasplante.</p>
              </li>
              <li>
                <p>T4. 10 L/ha de Biol a los 20 días posterior al trasplante.</p>
              </li>
              <li>
                <p>T5. 10 L/ha de Biol a los 35 días posterior al trasplante. </p>
              </li>
              <li>
                <p>T6. 5 L/ha de Biol a los 20 + 5 L/ha de Biol 35 días posterior al trasplante.</p>
              </li>
              <li>
                <p>T7. 15 L/ha de Biol a los 20 días posterior al trasplante. </p>
              </li>
            </ol>
          </div>
        </article>
      </article>
    </article>
    <article class="section"><a id="id0x344f380"><!-- named anchor --></a>
      <h3>RESULTADOS OBTENIDOS</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p>Todos los tratamientos fueron superiores a la tecnología tradicional de producción de cebolla (testigo).</p>
      <p>Las
        mejores respuestas en la variable rendimiento se obtuvieron 20 días 
        posteriores a la formación del bulbo incrementando los mismos en un 20 %
        respecto al testigo.</p>
      <p>La mejor dosis en su respuesta fue al aplicar 10 L/ha 20 días posterior a la formación del bulbo.</p>
      <p>El
        trabajo seleccionó y recopiló en un solo documento diferentes elementos
        de interés sobre el biol que se encontraban diseminados en la red para 
        facilitar el acceso a los mismos con vistas a nuevas investigaciones 
        sobre el tema que posee gran importancia en las condiciones actuales 
        donde los agricultores se inclinan a las prácticas agroecológicas. El 
        trabajo mostró la definición del biol, sus funciones, algunos protocolos
        para confeccionarlos. Biodigestores donde se fabrica, las etapas de la 
        fermentación anaerobia y los tipos de éstas que existen. Microorganismos
        que realizan este proceso. Las propiedades y calidad de los 
        biopreparados obtenidos por digestión anaerobia. Las dosis más 
        recomendadas, aplicaciones foliares, momentos de aplicación y algunos 
        cultivos donde se ha utilizado con sus resultados.</p>
      <p>La tendencia 
        actual en la producción de alimentos es producir con inocuidad siendo un
        actor directo en el mismo el empleo de los biopreparados y disminuir 
        los agroquímicos. Los biopreparados ya sean biofertilizantes o 
        bioestimulantes contribuyen a que el metabolismo en los cultivos donde 
        se han probado haya sido más intenso; y por lo tanto se ha logrado un 
        incremento en el rendimiento de dichos cultivos. Estos productos se 
        preparan a partir de recursos locales disminuyendo la carga contaminante
        del medio por lo que son una alternativa viable para la producción de 
        alimentos de origen vegetal.</p>
    </article>
    <article class="section"><a id="id0x344fe80"><!-- named anchor --></a>
      <h3>CONCLUSIONES</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <div class="list"><a id="id0x3450100"><!-- named anchor --></a>
        <ul>
          <li>
            <p>Este
              trabajo concentró información diseminada en diferentes artículos 
              científicos publicados con anterioridad para contribuir a una mayor 
              comprensión sobre los biopreparados por digestión anaerobia (bioles). </p>
          </li>
          <li>
            <p>Las
              materias primas que intervienen en la fabricación del biol son de fácil
              adquisición y representarían una carga contaminante para el 
              medioambiente.</p>
          </li>
          <li>
            <p>El biol aporta elementos nutritivos de fácil asimilación que intervienen directamente en el metabolismo de las plantas. </p>
          </li>
          <li>
            <p>Su aplicación en pequeñas dosis garantiza un incremento de los rendimientos entre un 15 y 20 % de los rendimientos.</p>
          </li>
          <li>
            <p>Debido
              a la disponibilidad de la materia prima para su elaboración a partir de
              recursos locales, su elaboración y aplicación es muy económica.</p>
          </li>
          <li>
            <p>La aplicación del biol como biofertilizante no provoca efectos nocivos al medio ambiente al ser un producto orgánico. </p>
          </li>
          <li>
            <p>Se
              demuestra la utilidad del uso del biol en los sistemas de producción 
              agrícola y la actualidad del tema a partir de la información 
              proporcionada para la aplicación de los biopreparados por digestión 
              anaerobia (bioles) en los sistemas de producción agrícolas. </p>
          </li>
        </ul>
      </div>
    </article>
  </section>
</div>
<div class="box2" id="article-back">
  <section>
    <article><a id="ref"></a>
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