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<title>Determinación del tiempo de resistencia a la inundación de la soya (Glycine max L. Merr)</title>
<meta content="cultivo en maceta, daños productivos, tiempo de drenaje, Container Crops, Productive Damages, Drainage Time" name="keywords">
<meta content="Reinaldo Cun-González" name="author">
<meta content="Julián Herrera-Puebla" name="author">
<meta content="Carmen Duarte-Díaz" name="author">
<meta content="Felicita González-Robaina" name="author">
<meta content="Reynol Balsinde-Mok" name="author">
<meta content="Orlando Sarmiento-García" name="author">
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<header>
  <div class="toctitle">Ingeniería Agrícola Vol. 12, No. 2, Abril-Junio, 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/v12n2e04">https://cu-id.com/2284/v12n2e04</a></div>
  <div class="toctitle2">ARTÍCULO ORIGINAL</div>
  <h1>Determinación del tiempo de resistencia a la inundación de la soya (Glycine max L. Merr)</h1>
  <h2>Determination of the flood resistance time of soybean (Glycine max L. Merr)</h2>
  <div>
    <p><sup><a href="https://orcid.org/0000-0002-5100-7902" rel="license"><span class="orcid">iD</span></a></sup>Reinaldo Cun-González<a href="#aff1"></a><span class="tooltip"><a href="#aff1"><sup>*</sup></a><span class="tooltip-content">Instituto de Investigaciones de Ingeniería Agrícola, Boyeros, La Habana, Cuba. </span></span></p>
    <p><sup><a href="https://orcid.org/0000-0002-1015-6661" rel="license"><span class="orcid">iD</span></a></sup>Julián Herrera-Puebla<a href="#aff1"></a></p>
    <p><sup><a href="https://orcid.org/0000-0001-7887-6289" rel="license"><span class="orcid">iD</span></a></sup>Carmen Duarte-Díaz<a href="#aff1"></a></p>
    <p><sup><a href="https://orcid.org/0000-0001-8245-4070" rel="license"><span class="orcid">iD</span></a></sup>Felicita González-Robaina<a href="#aff1"></a></p>
    <p><sup><a href="https://orcid.org/0000-0001-6039-4126" rel="license"><span class="orcid">iD</span></a></sup>Reynol Balsinde-Mok<a href="#aff1"></a></p>
    <p><sup><a href="https://orcid.org/0000-0003-1740-8152" rel="license"><span class="orcid">iD</span></a></sup>Orlando Sarmiento-García<a href="#aff1"></a></p>
    <br>
    <p id="aff1"><span class="aff"><sup></sup>Instituto de Investigaciones de Ingeniería Agrícola, Boyeros, La Habana, Cuba. </span></p>
  </div>
  <div>&nbsp;</div>
  <p id="c1"> <sup>*</sup>Autor para correspondencia: Reinaldo Cun-González, e-mail: <a href="mailto:reinaldo.cun@boyeros.iagric.cu">reinaldo.cun@boyeros.iagric.cu</a> </p>
  <div class="titleabstract | box">RESUMEN</div>
  <div class="box1">
    <p>El
      trabajo se desarrolló en la Estación Experimental del Instituto de 
      Investigaciones de Ingeniería Agrícola (¨Pulido¨), ubicada en Alquízar, 
      provincia Artemisa, Cuba. El objetivo general de la investigación fue 
      determinar el tiempo de resistencia a la inundación en el cultivo de la 
      soya variedad CEB-2 en época frío y primavera, determinando el tiempo de
      drenaje para la proyección de estos sistemas. El cultivo se sembró en 
      macetas con un suelo Ferralítico Rojo compactado, el diseño experimental
      aplicado fue el de bloques al azar, los tratamientos consistieron en 
      inundar las macetas durante 24, 48, 96 y 144 horas en la fase de inicio 
      de la floración, con un testigo sin inundar. El análisis del rendimiento
      y sus componentes, en específico el peso promedio de las semillas, 
      facilitó la selección del tiempo de inundación permisible para el 
      cultivo. Los resultados mostraron que en las primeras 24 horas de 
      inundación no se observó efecto del exceso de humedad sobre la 
      producción de granos por lo que este se considera el tiempo de drenaje 
      del cultivo, a partir de este valor umbral hay una reducción entre 0,14 y
      0,20% de la producción relativa de granos frescos por cada hora de 
      inundación y se alcanza una pérdida de un 50% aproximadamente entre 67 y
      84 horas de exceso de humedad. Las plantas presentaron pérdidas en el 
      peso de las vainas, peso de semillas por plantas, peso de 100 granos 
      cuando fueron sometidas a inundación desde las 24 horas hasta las 144 
      horas. </p>
    <div class="titlekwd"><b> <i>Palabras clave</i>: </b> &nbsp; </div>
    <div class="kwd">cultivo en maceta, daños productivos, tiempo de drenaje</div>
  </div>
  <div class="titleabstract | box">ABSTRACT</div>
  <div class="box1">
    <p>The
      work was developed at the Agricultural Engineering Research Institute 
      (¨Pulido¨), located in Alquízar, Artemisa province, Cuba. The general 
      objective of the research was to determine the flood resistance time in 
      the cultivation of soybean variety CEB-2 in cold season and spring, 
      determining the drainage time for the projection of these systems. The 
      crop was sown in pots with a compacted Red Ferralitic soil, the 
      experimental design applied was that of Random Blocks, the treatments 
      consisted of flooding the pots for 24, 48, 96 and 144 hours in the early
      flowering phase, with a witness without flooding. The analysis of the 
      yield and its components, specifically the average weight of the seeds, 
      facilitated the selection of the permissible flooding time for the crop.
      The results showed that in the first 24 hours of flooding, no effect of
      excess humidity was observed on grain production, so this is considered
      the drainage time of the crop, from this threshold value there is a 
      reduction between 0,14 and 0,20% of the relative production of fresh 
      grains for each hour of flooding and a loss of approximately 50% is 
      reached between 67 and 84 hours of excess humidity. The plants presented
      losses in the weight of the pods, weight of seeds per plant, weight of 
      100 grains when they were subjected to flooding from 24 hours to 144 
      hours.</p>
    <div class="titlekwd"><b> <i>Keywords</i>: </b> &nbsp; </div>
    <div class="kwd">Container Crops, Productive Damages, Drainage Time</div>
  </div>
  <div class="box2">
    <p class="history">Received: 12/5/2021; Accepted: 14/3/2022</p>
    <p><i>Reinaldo Cun-González</i>, Inv. Auxiliar, Instituto de Investigaciones de Ingeniería Agrícola (IAgric), Boyeros, La Habana, Cuba, e-mail:<a href="mailto:reinaldo.cun@boyeros.iagric.cu">reinaldo.cun@boyeros.iagric.cu</a> </p>
    <p><i>Julián Herrera-Puebla</i>, Inv. Titular, Instituto de Investigaciones de Ingeniería Agrícola (IAgric). Boyeros, La Habana, Cuba, e-mail: <a href="mailto:julian.herrera@boyeros.iagric.cu">julian.herrera@boyeros.iagric.cu</a> </p>
    <p><i>Carmen E. Duarte-Díaz</i>, Inv. Titular, Instituto de Investigaciones de Ingeniería Agrícola (IAgric), Boyeros, La Habana, Cuba, e-mail: <a href="mailto:carmen.duarte@boyeros.iagric.cu">carmen.duarte@boyeros.iagric.cu</a> </p>
    <p><i>Felicita González-Robaina,</i> Inv. Titular, Instituto de
      Investigaciones de Ingeniería Agrícola, Carretera de Fontanar, km 2 
      1/2, Reparto Abel Santamaría, Boyeros, La Habana, Cuba. Teléf.: (53) (7)
      645-1731; 645-1353, e-mail: <a href="mailto:felicita.gonzalez@boyeros.iagric.cu">felicita.gonzalez@boyeros.iagric.cu</a> </p>
    <p><i>Reynol Balsinde-Mok</i>, Ing. Instituto de 
      Investigaciones de Ingeniería Agrícola, Carretera de Fontanar, km 2 1/2,
      Reparto Abel Santamaría, Boyeros, La Habana, Cuba. Teléf.: (53) (7) 
      645-1731; 645-1353, e-mail: <a href="mailto:reynol.balsinde@boyeros.iagric.cu">reynol.balsinde@boyeros.iagric.cu</a> </p>
    <p><i>Orlando Sarmiento-García</i>, Técnico, Instituto de 
      Investigaciones de Ingeniería Agrícola, Carretera de Fontanar, km 2 1/2,
      Reparto Abel Santamaría, Boyeros, La Habana, Cuba. Teléf.: (53) (7) 
      645-1731; 645-1353, e-mail: <a href="mailto:orlando.sarmiento@boyeros.iagric.cu">orlando.sarmiento@boyeros.iagric.cu</a> </p>
    <p>Los autores de este trabajo declaran no presentar conflicto de intereses.</p>
    <p><b>Contribución de autores: Conceptualización:</b> Reinaldo Cun González. <b>Curación de datos:</b> Reinaldo Cun González, Julián Herrera Puebla, Carmen Duarte Díaz, Felicita González Robaina. <b>Análisis formal:</b> Reinaldo Cun González, Julián Herrera Puebla. <b>Investigación:</b> Reinaldo Cun González, Julián Herrera Puebla, Felicita González Robaina, Reynol Balsinde Mok, Orlando Sarmiento García. <b>Metodología:</b> Reinaldo Cun González, Julián Herrera Puebla, Felicita González Robaina, Carmen Duarte Díaz. <b>Supervisión:</b> Reinaldo Cun González. <b>Validación:</b> Reinaldo Cun González, Julián Herrera Puebla. <b>Papeles/Redacción, proyecto original:</b> Reinaldo Cun González. <b>Redacción, revisión y edición:</b> Julián Herrera Puebla, Carmen Duarte Díaz, Felicita González Robaina.</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="#id0x6baec80"><span class="menulevel1">INTRODUCCIÓN</span></a></li>
        <li><a href="#id0x7273400"><span class="menulevel1">MATERIALES Y MÉTODOS.</span></a></li>
        <li><a href="#id0x727cd80"><span class="menulevel1">RESULTADOS Y DISCUSIÓN</span></a></li>
        <li><a href="#id0x9f8d400"><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="id0x6baec80"><!-- named anchor --></a>
      <h3>INTRODUCCIÓN</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p>El
        cultivo de la soya (Glycine max L. Merr), está considerado como uno de 
        los cultivos prioritarios en el Programa de Producción de Granos para la
        sustitución de importaciones que lleva a cabo el estado cubano. 
        Teniendo en cuenta la importancia de las producciones para el consumo 
        humano y animal, y los altos precios de la soya a nivel mundial para 
        estos fines es que se ha indicado dirigir el mayor esfuerzo para cubrir 
        la demanda nacional. Este cultivo tiene dos períodos críticos bien 
        definidos con respecto al requerimiento de agua: desde la siembra a la 
        emergencia, y durante la fase de formación y desarrollo de los órganos 
        reproductivo (floración, formación y llenado de las vainas). Tanto el 
        déficit como el exceso de humedad es perjudicial para la uniformidad de 
        distribución y número de plantas por unidad de superficie. Durante la 
        floración, el exceso de agua es más limitante que el déficit (<span class="tooltip"><a href="#B23">Salinas et al., 1989</a><span class="tooltip-content">Salinas, A., Santos, D., Santos Filho, B., Gomes, A., Melo, V., &amp; Zonta, E. (1989). <i>Comportamiento de genotipos de soja hasta el estado de plántulas, en diferentes niveles de humedad</i>. Actas IV Conf. Mundial de Investigación en Soja, Buenos Aires, Argentina, ASA.</span></span>)</p>
      <p>Está
        establecido que para la mayor parte de las especies vegetales 
        cultivadas o silvestres, no adaptadas a condiciones de sobre 
        humedecimiento del suelo, el estancamiento del agua en el perfil del 
        mismo pone en riesgo su supervivencia debido a que el exceso de agua en 
        el entorno radicular priva a las raíces del oxígeno necesario para la 
        respiración, propicia condiciones para la reducción de los nitratos en 
        el suelo y afecta otras reacciones metabólicas en la planta, provocando 
        una reducción en su capacidad fotosintética y con ello los rendimientos (<span class="tooltip"><a href="#B10">Herrera et al., 2011</a><span class="tooltip-content">Herrera, P. J., Pujol, R., Cid, G., Méndez, M., &amp; Alarcón, R. (2011). Problemas del drenaje agrícola en Cuba. <i>Revista Ingeniería Agrícola</i>, <i>1</i>(1), 21-32.</span></span>; <span class="tooltip"><a href="#B11">Jackson et al., 2009</a><span class="tooltip-content">Jackson, M. B., Ishizawa, K., &amp; Ito, O. (2009). Evolution and mechanisms of plant tolerance to flooding stress. <i>Annals of Botany</i>, <i>103</i>(2), 137-142.</span></span>; <span class="tooltip"><a href="#B20">Pérez, 2014</a><span class="tooltip-content">Pérez, H. A. (2014). <i>Respuesta agronómica e incidencia de plagas en cuatro variedades de soya en la asociación con girasol</i> [Tesis de Diploma]. Universidad Central “Marta Abreu” de las Villas 
        Facultad de Ciencias Agropecuarias, Departamento de Agronomía.</span></span>).
        Otro efecto provocado por el mal drenaje es la demora en comenzar a 
        preparar el suelo, ya que al estar inundado no se puede practicar otras 
        labores lo que provoca siembras y cosechas fuera de época (<span class="tooltip"><a href="#B10">Herrera et al., 2011</a><span class="tooltip-content">Herrera, P. J., Pujol, R., Cid, G., Méndez, M., &amp; Alarcón, R. (2011). Problemas del drenaje agrícola en Cuba. <i>Revista Ingeniería Agrícola</i>, <i>1</i>(1), 21-32.</span></span>).</p>
      <p>En
        Cuba, las áreas con suelos afectados por el mal drenaje se estiman en 
        2,7 millones de hectáreas a lo que hay que agregar más de 1 millón de 
        hectáreas afectadas por la salinización, aunque muchas de estas áreas 
        están dedicadas al cultivo de la caña de azúcar y pastos o forrajes, el 
        13% de ellas se siembran de cultivos dedicados al consumo humano directo
        (arroz, frijoles, soya, hortalizas, maíz, etc.) y las mismas dejan de 
        producir (en un año de lluvias normales) alrededor de 633 209 t de 
        alimento (<span class="tooltip"><a href="#B8">Herrera, 2016</a><span class="tooltip-content">Herrera,
        P. J. (2016). Efecto del exceso de humedad del suelo sobre el 
        rendimiento en algunos cultivos de importancia agrícola en Cuba. <i>Revista Ingeniería Agrícola</i>, <i>6</i>(2), 3-7.</span></span>). En estas condiciones, las soluciones a este problema se encuentran en la aplicación de técnicas de drenaje superficial.</p>
      <p>En
        el diseño de obras de drenaje superficial se tienen en cuenta tres 
        etapas: el diseño agronómico, el diseño hidrológico y el diseño 
        hidráulico. En el caso del diseño agronómico es de vital importancia la 
        determinación del tiempo de drenaje (<span class="tooltip"><a href="#B10">Herrera et al., 2011</a><span class="tooltip-content">Herrera, P. J., Pujol, R., Cid, G., Méndez, M., &amp; Alarcón, R. (2011). Problemas del drenaje agrícola en Cuba. <i>Revista Ingeniería Agrícola</i>, <i>1</i>(1), 21-32.</span></span>).
        Se conoce como tiempo de drenaje al tiempo de inundación o sobre 
        humedecimiento del suelo que un cultivo tolera sin que se reduzcan 
        sustancialmente sus rendimientos, este tiempo está en función del 
        cultivo, del suelo y de las condiciones climáticas.</p>
      <p>La Norma Cubana (<span class="tooltip"><a href="#B18">NC 53-13 1985, 1985</a><span class="tooltip-content">NC 53-13 1985. (1985). <i>Normalización Módulo de Drenaje Agrícola. Método de cálculo</i> [Norma cubana]. Oficina Nacional de Normalización.</span></span>),
        Módulo de Drenaje Agrícola, Método de cálculo, aún vigente, recoge los 
        tiempos de inundación soportables para varios cultivos, pero no incluye 
        la soya. La variedad de soya CEB-2 fue seleccionada para este estudio 
        por ser de nueva creación por parte del CIGB (Centro de Ingeniería 
        Genética y Biotecnología) y por sus altas potencialidades de ser 
        introducida en la agricultura cubana. Como se apreció anteriormente, no 
        hay referencias nacionales que permitan definir con seguridad el tiempo 
        de drenaje de esta variedad de soya ni su capacidad de respuesta al 
        exceso de humedad en el suelo, por lo que debido a la importancia que 
        esto tiene en el contexto agropecuario cubano actual, el trabajo se 
        realizó con el objetivo de determinar el tiempo de resistencia a la 
        inundación en el cultivo de la soya (CEB-2), y con ello determinar los 
        tiempos de drenaje necesarios para la planificación de las labores de 
        drenaje .</p>
    </article>
    <article class="section"><a id="id0x7273400"><!-- named anchor --></a>
      <h3>MATERIALES Y MÉTODOS.</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p>El
        trabajo se desarrolló en en la Estación Experimental del Instituto de 
        Investigaciones de Ingeniería Agrícola (UCTB ¨Pulido¨), situada en el 
        municipio Alquízar, Provincia Artemisa, a los 22<sup>0</sup> 45´ N y los 82<sup>0</sup> 27´ O a 6 m sobre el nivel medio del mar. </p>
      <p>Se utilizaron 20 recipientes de latón, <span class="tooltip"><a href="#f1">Figura 1</a></span>, con un volumen de 0,1058 m<sup>3</sup> los que fueron perforados lateralmente lo más cercano al fondo con 
        diámetro de 25 mm. Se colocó a lo largo del diámetro del mismo un tubo 
        de PVC de 32 mm perforado con orificios de 5 mm, separados a 5 cm y se 
        colocó otro tubo vertical ranurado a un lado de la maceta dejando 10 cm 
        por encima de la superficie del suelo. En el fondo se colocó una capa de
        grava hasta una altura de 10 cm, posteriormente se rellenaron las 
        macetas con suelo, en este caso Ferralítico Rojo compactado (<span class="tooltip"><a href="#B2">Cid et al., 2012</a><span class="tooltip-content">Cid,
        G., López, T., González, F., Herrera, J., &amp; Ruiz, M. E. (2012). 
        Características físicas que definen el comportamiento hidráulico de 
        algunos suelos de Cuba. <i>Revista Ingeniería Agrícola</i>, <i>2</i>(2), 25-31.</span></span>). El cultivo utilizado fue la soya <i>Glycine max</i> (<i>L.) Merrill</i>, variedad CEB-2. Se realizó prueba de germinación a las semillas que alcanzaron un valor de 98% de germinación.</p>
      <div id="f1" class="fig">
        <div class="zoom">
          <svg xml:space="preserve" enable-background="new 0 0 500 187.604" viewBox="0 0 500 187.604" height="187.604px" width="500px" y="0px" x="0px"  version="1.1">
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tBIHJ4IK%20iQu13MIaf7mYVQie01RDJuHsUdgDOaYAkLfMZZL8JcQjFqKRgXPDhnxjxQgulkBQrOJtuFn/HDQK%207SPsizo345gH5+iynve8kf2KGCFFHjOSE6JidWADBG5+i6IJkui4YAO38kkHnU9HYU7k+B58zrSm%20JfLlPx+ExGP2R5kVAmNsiKAdD1CMqv+BRBC4OjUKtDGObaDlTX9lBzdIxCJ2sIgkJMIPfiCEHxax%20CEEUAhIEgIQgFjGGJNxABSpgwBgYwAAVAGACbwDADVwQhCwE4QMoQIEL/OACEqCABDh4tgpuAAAX%204AAAAIg2tFXQDHgDYBLWXvckJuCALGShAFn4RgjU8RZ1GFwgbqYHPe5whxnMIB8QcAc+fuCODzDi%20AyEowAQ+0IsQOGDj4kbBD37gAHeYHB7Y/zgzNgqgDYG7Yw0OgEcB3JGFEHgjBGc+s7/X8XKKZ0Hm%20IeD5BH4QhQnkYx2QfsJ7xrGGBLQBAQmAOjmijgByhIMcCBhHBCJgDnM8wQMJGIc5uMGNrT8hAm1g%20RwRU8XQECKENQiAHODCAgQC8QAYBCEAVysGBGJRCBqUAhRc04YU0xCEOrwDFK6jQBS+84hVesAE1%20qLGAV0jBDGowwx/MEIwvmEESPeiBFCRhBinoIhh/CMYIgqH6Ouji9cHQhetHUAco6ML2pteF5aEw%20ilHoggpXIIIOeH8FLuiAClSIQ+PTYAMbNIIHn7CBKyRgBVfwYHYScEX1s799K1D/+1ZoBP/1bZCC%20PFjOCztIwidSoB0cCVM78G/FLPZZu1PMv6oVOAVoZrfMdB4znbQTgPxXT9oHTMDEAqtQCDSwgAu4%20bDTAAhAIgcJ0ClaQAjSQBGlwgUkgCKAgCBiYBEmggSFIA2kAgh4IClxFAcTFJTFTAmAGaGokaCuE%20EK5FD9zwAOAQAysAAtwQW+kQAQiAAXCwBUQIBwIwDpL2Da+1KFY2EBXWA9RQa7bWFYuABDdAbIsA%20CYuQazfgBzdwhclWCIKwbouwbiogCNPGbAxwAyiAA9aGAw7gceB2CDjgAu5Gh+n2hfbmAvAGbc0w%20b3/Yh/PmArHAbw5QACGQiGf2DwanDvH/AFsKt3AN1wvSMAFRUAA/kA8TcAgTEALuEAQT0HHfVgMk%204AIoMHQlVwDwMHBnpg7rgHPY4AAk5w4lV3PZsA4q9g3YkAUvtwY/IHPZUADCSHQ/0Atr0AuqKFbe%20wA7sIA7igABPF3UJQA5Y1wZWRw7jMA5nZw4P8ADjcIRd9wAR4A1PMA5tEAFPwA6qMA7rKARxBw4C%20gAEcgAUygHcWIAM5QAREAARckAZeEAdpUHld8HhxwHhm8AqSwHzUoAild3qax3lS8AoN4AVdIHqX%20JwVSwHqst3q6sAyzF3vCcHqud3sjGZGl13u/RwW/JwVUAAVQ0AUDWXimQH48IAG/dH3e/+cKh0J9%203teT4Pd9P2kF18cGlmMKaVCCNJACpzBVs0A7s6A42jELSymVnlFVTOkZVBmAz+R/XLl/FSABw+R9%20jaCTBpgCEUgDBEADY5AG6yYIEcgCwZR/TckCGniBHOiBIYiUdUmCIGiCXBUOYjUfrKYQH/aCnyZm%20gjZkCEdhIJAOIiACThcAgGAIGCAE40AGmGAHdoAFTuAI3eAIRjAElIA3P+ANKKdmqMmEacZoq4YQ%20i8GEJXNlWTaFXoFrnrBsSaBsxbYIwDZsyEYDgnADF+CFz8YAhVBtDEAA1hZvN/AGcVgAH1CH6IYD%20h1ALdshu7dZufMhuftgM9ZZvyMkA8P/2Bm4QBIiYBa+oaOaiGArHcHeAD9IQBcXwA/hgjBNABj9Q%20AEHwiQ7QCxNwbuN2iiMHDzWXc7rIirzoDvAgi6uInjiXc+qQDWswCB/wDuiJiSM3dAUwcVHwA2bx%20Ds7IjOzgDUyXANNYdR4wDuRAAdi4dRGQDQ/ADeMQdeKQjW2QjVGHjhGgdU8QBgiAAOVQDhhADlVQ%20jxYQADJgAsF3fI33eJ+QBq+AeHHAe10ACpLgBQuwAIrgBVIwCriHerH3BWqQpZJgehgpBaunkaoX%20krrAkXUwArL3eq6Xe4/3ClBABRFZeI73eIWXpTZQkxIQqL9EfV9pfTuZk9unfdkXlBL/8HzhxwMp%20IH5WYAqgAArqZwVReQpLOVU4kn9MaX9VRZX5h0zG1JX+10wCWE+zM32H8ktkyQKFQJcNqAJcsAME%20AJcs0Aj2NwtNaYEZ2JeCgJcXmIElmIEiuIEbeAGAKVZI44KeZhCBZmSU0mOKwQ0GsAJw8AwmEAck%20EADdgAeOYAgmgAQ7sANdoANYkAHgagw9UK5d4Aco8A5vkSwIthiNkmhwwWIuJi78+mT2ijLbgGU6%20Rptd8WueQGyCoGwJuwPkRgjMdmxJoAKEQAhfWIZreAPUNm/iWQMOAIri5gckQIfjBgC1oG3whgMo%20+27xRm/0BgD1Fm/URm0AgAMk8AGI/1gAr0gti1gs/uWed9ALxTABEDABM+AOUeCLwmieGjcBNXAI%20fAivJCeM61BzBPcNVGu1DSqLAZeIIZByd3BmBTAIj0AB7pCI2aCJURAF+bChEzAIgyAfbbAGbSAf%205iAPEbAGP0p1beAB5FAOUZeN2ciN4yB1LGqi5HAPPqAK6agKYSAPPsp3HAAO4BAARzq5JtADVEAE%20owB5h0eQVJB4VKADOgB5XlB4UGp6Lpl7GKkLl6cIWyoFUCAFX4CmusAKqhd7r8e6qQemt5e7XSoM%20XoqnZhCQkkd5xEsNPMAD4heoQgmp4HeT2ueTjOqT1AupwcQGedAIF1iuNPAb8jd/+f+nOPoHfxVw%20f1RFlVn5GRRoqgTCTFtJva6gk2T5qiyQlgQgCDtAAoTwgBDYCPO3lFZQv3kJgpYqCEg5giDIgCbY%20lxeQAPAgDmuAclVGFs4aZlhlWqMmECv2AHDgBIZgDAswDZFQDoBgCWeABzsQCWugAUQQB5GACWdg%20CFRwARQgDkewA4TwAxqmDQaQDmQXW9hAcG7WN9SiDqqxDebgAVk3Dh7gAZa5t5wgBDHamiezDbMm%20hQSbFX4AA8PGa8EKCYWgAg0LxpBgnMt2A4QwhlfInfO2bi5QAxPwCKXIh3ZYx36gbWU4s+GmsvTm%20ncsJb3/4h8s5CTUgjIj4oIuoi+//OQP4wHDSAAGQPAHzqaGeGAQZx7Q1UIfbJnI4WwDe4A7Z8KBI%20x7UB9w3wQHMCp4v0EHT+9QNkcAITkA1ntg4/AAEj1wszEAUowAiM8Ish+gTawAfa8AR42wY1mqII%20EA4tsAnnEA5X97dgt6IcwKLksAknUA43uo7y8ABPIACoUI/lMLlCKgAy0ANe0ANEQAVQygWYEKWl%20wAWlG7pUgKX+KAm6oAOjMHqs27sjYHrBoKVc6pK5C6dtqnq5i3oPibu3x3vCoKQ6oAte8AnU0AjU%20wAYSYAOKYAOB2qjIq7w1mZOLaqjeVwHTh33UC5RAmQLOS32SagNJwL1LWb7yN1X+/zAL+NQKmxqq%20g2PT+ucZPc2+pFpMWmkFRGk72ucKjTCWYym/ERirBMCWJeAHD1gIn2AFoNqrCrzACWzAJMiAx2qp%20ScAFv7gG4SAOuNWChgmtMSitM6hm3AACAnC5XoCWb1AOGWALt9ADFxAEqQEHPaACJRDXSPAIWfAP%20BmACknACIZBgEVAFcAAO4ZAAJyAGJ5AA2UAOJ1ACFLAG3hABGpAAR6ALX9ADJoAFQyB6mesERiAE%20i5YyTxiFWbwV5OYHiXADt1nGzgZsNwDGHnjGfFjG6oax7KaH5UaK7YZuuUZudVgL0VZtAEACNZBt%20fGht9fayMMsAzSCekwDdSovIif+MDeuQtow8A5UIyW47CEM7jMIYAm3btOPmB5yIntkwcvSZcutQ%20ANlQymcWAv72DQTntfjAcwmA3uKwDikXApqYD72QD0FABjBg2+IAD8voDXVLHoOLAO1QjkxMDqhw%20ApN9BJTNoj6QdQlQDhSQdQhgzYgbt6ogD3wQAeTQAhzAAQFQDnkHDuVwBV5gBqELeVTgd3FQCqgw%20Cv6YfF2QpWnA4/t4BWZgBsKwumyqAD1gBl7QAFKgAFCgAGgaeyOp0BmZu/sMBVcw5vkMeUeZ0TxA%20DY3afMobqMn75htdAc6rvNa3qEAJ0iPNvIv6fI3gGRf9p0Tp0pbavbSzqTuzlDX/LVVWeb7qO6pA%20TUxaGZaeUdKNOn1IXYAHyAKf8AkEAAokcAE08AmxatX/W4Gyypd9WawjCAnGepTAugOHwA7ZEA6D%20EA5NR5gg9qwFAWqJORD/SmEG0AIXUAIocAM40AImbAuvEAkFQA8gwAl2MAYfwAmUQAgToA43aAte%20EAmFvQ0icAt5nQaEgASluwMbwAWNJwkX0ALg0AOCgASSsACZRwlUIAlqMHilYAgIQK0l84QYFtta%20QQiewGuE4AK9RmxfeAPGBgkqQGw4fAgXUMbExgBqbG91SLMu0IVNuwhriAOZsJ1maOwA6m6RMAmT%20AAwoPwn2trImXwMfwG9ca6Aq/4cPUdAHjCwNYNAHxTAITXAIKPDypzwBwugANVADg3AIwEadg+AO%20GLoGEgeL941z6uBv/L21Z7bK6zADCTC04hDg+IBzM2B0DwcBSJ8InvAD2gAPT2AeXjcOzrgGYpeN%20CDDj4cB3R3ACLUCN4ZC3YRcBD8AO1bziCKAKfPDiPoAOqGABLXCP9VjO53x8j8cFYsAFoyAGYhAH%20n7Cnw+uPr6ADQFAKOvB5TgAFZjACwlB7t6cAXyAJfwC7sIe6r5d7rIu6Ak37l0e8ihB9kqfSGp3m%20zid+z5e8lK7S28d9IX38d77Rer7RhpoCYFmBwAkKSVmBcqk416EE48uprYAjVP81qrv66JAu6UO9%20qtU3ls5v6ZkegYIQCZowBvxL6vtk6pt+gcMaggnc1Vndl1y1CWIFEBQeUUgQ7t9BhAmxldixJuHD%20bDta+aNY0eJFjBkv0gj3LWE8j9u4cXuQDdsaAG8sGDtjCBSOdd9AMBvCYJAAJAB+qPv2QIuXSHy2%20YRNx69aXCiqIGFFgigAXLIAUJBED7kshQkAA4UlDY0MlqTswyUDADaFHjw/VrmXb1u1buHHlzqVb%201+5dt9s89KBGAe9fwIEFDyZc2PBhxIkVL2a7aJGgJJ423Fh0w/LjQoUEJbqxYxGhQzgWJWEgiAGk%20G34AuGDtAoDq1CRcMFBRC0f/aACWAai4gQMFCRwkornx4cCBm1jAJi0HtntStBpuJhQIEaLAnRDf%20vmW/UyBKvhl3ZkjLV2xQk0NNPvwo4CCI9Q8kDqHA4Wc+ikEToqxZE8XdunXu+AabEO7IYp0C3CkA%20ngLWCWEdbOi5Y50ZIEggihnwwccdfMT7Lp8JyGAEhkQ8YScebVKUJxtvxnERgXHMgZGcEzYZxwNy%20NtmEnHEQCCccBGA0hw9uZAzHhwQQaCOCBx4Yh5xzykGFAxlysJIIKnq4gggdqBiFCCK+LIULL6hJ%204xUvzHjFDC+6gIKIK0aRYhRloGggGCiEqQOKPaWQpAEzRpDii2CC0UUYXRKF/0IXKnSR4tE8oehB%20EjPSWEARG2xY4BMbeGiEh0x58DQFUXmQQAIrTuWB1BQkcOXUCk51xVRZT3UVVltPbeRUNipIwYZW%20VU3BCl+T2CGJFFL4hIUUXGlFiVMqaKWVWZ6d9tprZ4lWW20r8PZbcMP9llhivS2X3FTT5cEKV5Jt%20t90UWJB3WUFciIMGGlho5Ntok423EHy7SoKGgdMYGF+Ek1DY4DhKSCCbNSjYJJw1EnBLG4YcYisi%20JTTy+GOMOEpom5G3IVkdlEhowRJLnBCEhCxkYsaEMVAAJ6cgvtkGhAHM2ECbf7Yp6qg0XADiljPU%20UCESXm4BJIlIAuihXifOsP9FEhU2aNrlC8TwwCyz/tGZMbLLNvvst7jZywaD0Hb7bbjjlntuus+G%20RJC7b4DhhkT88GMHSApZopAdCElEkEUSceEQJB6jjDfVWnPBsht4o4wUP0j4DQfXclvNNxJIWM+B%20ArLIwr3klJsEAACWk24CB0LoZQ328CkgG9tn+K5DacCIAoJMGEEBhQkUDOKHEIJAwY/FJyd+AgoG%20kR4C2tvBZwZ46PlmHXe67/4Hd2ZYJ5s7sNEwnx++m2GGfKLAcIYfipkAAhH98OQGb/5RJx4+tDHH%20myc8wRttGIc3EJCAc4iBAy+iQAsS0KNNnCNITxjJNuTRIx+0gYDseEIYnkT/jnJwwAIniEEOsKAD%20HRDhSnDiEhXGZAYbmAlNr4hDF14hiTiMYhRQgIIJYgAFM+BpT7pY1Bf+0IAGfOFRwfgDERflpUZR%204VFzusIVgLgALJpCU5mihqg+RapdiWpWpOLBq2Y1KwnEKlaoksC6bvXGN6YqV24Elqka8UUbeIsG%20kGEWvgZWASV4iyLYIuS0ZuEtarWiAtGKlrjEhS5zRZJYrrICu9iVgka4gl2ripe85iWIOCwiDZ8Y%20ViMP2Yh4KYtgAaOBwBDWFT8qjGBIOME7IJYAgrgjG25ZSEPaEpGJgEyYHqOBxYKmlm3Eg2T/QMkk%20UNGNM/DiJQWQGc1OgBOd/6hjGw9IhhcwkYWgiaAIR/FCCYhwhjOkAjQZiKYXXFCOHtwAE+y0hRSy%20koFbSFMTYkDAQeLxD2XWTaADFaja+OIXgiZUoQtlaEMduhZIPIYUi7jfDm5ACEEIzhWCIARlFHYD%20RhxicpXx2+QuKrnKqWARDCjEIlygOeC4AAesA0BwQocC0pmuAO0JgupYpwLW4QA6NZhAECYwCAjo%20JwoT+EFT8yENDUXBPE2AAQwOcYIPGGcCsBtEfZi3NxT0R3pkQMEJUEC9/awBHyGYQcWayp815KN7%20E2IfePJxV/dBQK931SsZqEqiRIgDoADlQ/8e4L8I3AgBUDoBB2CEgHJsAv8BEUAABcIxjgiYYyQk%20eUKPCDgOVWCQHCAsRwirhIUrmEAMVQJCDjDBhVHoQAxU4BQ1bOCFNXWhC15oEw95eAUgQAFSidKF%20oIJhxEBJQVCvkAIRE7XDOMyJh3bQgXC9oIgFeMFSWPQUqEglgU/RSgKsElWubvUqObIRV6eS4xrl%20uCtV0Sq847UBsVRpChZ8wlhJsII/EOkPJRSSkKdQpCHFVY9vIfiRFShXJF3F4HS1SpOkskKzkjUv%20FhAAFIIQRL6G5a1THNJf+V1lGiDBSoSl2GBJMNgNapmNd4iDPya52Bx8ubEddGyYO95I2465lm2g%20DAAqA0RLXhEJaoLgEnb/YMAHOEEFQrxnG+n4SSSA9o2hfQEUJCjyGRoAgBJ0w2mCiEQLqHCDEuAB%20nXHQBBGskU9QXCAH4ggbSEz2UDznuS4GZZue/fxnQAda0AlJ3GMqgzfEJSEzhbiBJwRBCsRdoAmP%20OERn/OY3yjEvdC7ww2UW8ZrgiFSmriG15qZTHesYBznKaUYzVABU1k1ieB8gAwnIgFTpIRUC+ehF%207/oAAap6wj7z2eojHvEbFLDmEJ0+RK7JOodDMOLWgyADGX7QVqRWDAIfSKr7ZpCN9r0vH7/WK7Xz%20Su1DwMATiyDFGrDBh3drA97ciIc5OpsAcoQjhI59QgTwHQFsPOGB5ngA/5H4AAJ5POAJa1DSONqQ%20AB+Q4x7hgBI4UCEDMeQAhSokAhfgBFsdyKALmbJBI84ECjYtIA1UuEJ1qRApHjrKUIP6gi4U4ETh%20BkMKUNChDqW4cyq8vAeVUnkWVa5F8NYRj62SsKvKWMY3Qh29aVQj1deb3lxhfVW7qgC8kkWDZqUB%20CaBIQSsqWchqEXIWh7xWI/mVYLgzWO5WUDCEK4kqCLuKVe8asSfTwGEafKIQH17kLCqcSoCx+JUp%20VrHCFCaIHZRgDd7wBjzYkQBv8IGXGfulRHj8eYoU8yDLBDIzW2cBQNjiFn+4gANkwgkoMOAEnLAD%20IT4Qgn8YAAvlxD03RP+QDHKWAAgtaUDm2GkJUpS5B4SYp9W6oAkgdMMWvPDCPj2AjZGlZdDbd6he%20Dsp98Idf/OM/zA0aF1HPFCIJi6BB4GhgmSRAYv2LG8QJ/MCZTluGecomwSO8uv/FianVaI2ayg/q%20qI6dcg838CkVaLVmYB2ZQoEaGIT5gIBBQIEmwI9de6ryIAPASo35eIQPqAHOcYFkax69wQ8MjLYN%20SI8TaAJoowDoyQ8LrEEKsJC7+gEI6IPvkCr6oR8y0Ku+YgRPSARSSIIE0AZ4gAdvYAdx8AZzwAZz%20aIMDAqEWOIETIAdzoKwEeIJtgpEH2CxzMIeE87cE+CwqxDcQAiEO4ID/chADHeiCUeCCliuFFtKB%20UniF2lqAGwIFL1iA24ICO5STHhCuRUkUJkqUmoMCBRCGIeAhKaACICiFOKGCOHiFLhA6P/nDojOF%20BfBEU2gV73o6UjkjHmCDV3m6V2EvU1lF9YqV9jIv8LIVOUov+EqjVYEXUmoEU1CYUAxFQOoYaomW%20iSiwwgsxEPOWultGRwqXSbK7dJmwdikjf0mlDEuDHegwAiAlYjkkCLuwT2A8cYSlWCIYYzmByYMH%20bICHNRAHoGkLjLmxteAY0Ps8kRk9tUgLISMBDjAGS7iFOkCCGgiBdCgDJACNIjCEODiEAtgGBIAC%20JJgAbcIGZrgFW/gC/y/gMnTyAkIIszFzgSqIp0iwB+cjBDe7BSPwAjkTB5PRPvJ7ybnhMx+DSZqs%20SZsMPz8gBEUzltHgMEhgABrQDMBpP0HwhEO4tU67n/tRnENoype6QOYZnmWTSs+RKRzwjdhBtQQ8%20jlhYHQBotQbcjaB6ngy8NQxEATKYAF4rhqRqghuYKL05BM0ZhEfISROEAeaxH/toAvQ4hA0IKTJ4%20wWg7gWrDtVurtluDgO8gt2LgQbZEzGoTQhFJBCMkBQpgEXGAOMvqwnEoCIprIA4Qg3CIAAPiERCQ%20EXYYiSZxkX7rzDMcB3Zgh8TykR0JIVQABxkYBUxEIR2wEi6AAh3ggv8uSANF+AQasiEv4BQvGIUc%20CC5J2LlEeRRdKBSb0wVC4SFhEAZJuQJUIAcOuAIqsKEeyBIp6AI20a4/tJQ0MIVPEJVkKZX3bDoz%20SkVbWUX7lEVZxDr8zE9UqUb/bKUkAAWwexZ/mJYKqJYC5ZZWQMZtWaQKQDAIfVBlbEZJShe707sK%20m0avy69PgDxB+AQQZYFubCR4YQFTABh8CUcVS7EkgAwARYJHiDF4+AdtqJhdaote0ph59Lx63DHR%20Owt8TIhvQAkc8AEZ6IAqMEg0ywEkQIISmCcj6IEduCod2IFHwAaTEZpk0IIGSAJziqYGIIRIqBrq%202wALiCdMGIKW6IL/rDCGW7CE5cyBKMBSl7xJO1UMg+qLO91TPu3TgbKfjLobyHCMFi0EFkiCG3A/%20UiAE4WmCS6OczbAPFIiE1igpTvMD4km2VzPB36gB6tiOLNipIAiC5PDKBmwGBnA12jDBD5iATEgP%20DCSBJhiEXsCHKECPXWCERMUc+ZiPGiABQjDBR7jU/PODSEg3GPjLJihMv2oCwhwECkDMFwxCDMmH%20BNCrKOiDPnjMHwxCYGsCIqzMcGhCGaMAibmscTiSBFDDTeAAcvCAIAkSzIoRktjCA3I4GCGgztIg%20BIg4iltDH5itV6ACjyMCBSoFHbADLugB3vICL9mtP6SGBYiDLQGi/50rxOaCghEwlEUJBjOouR7Q%20hfG8AnRQBXLQuFF4OfKUBEppAN5SOUvRok4pRWqs2VmxglI5oznaT1eEI/O6xTbaz/H6lWpcFxsA%200MDDJCuYlgI1pBDDlkMKsQhVJASjWgoFF3J5sHSxgkyyMK+9sGvcsHlJgWT8xngJx09YBcFTUXEs%20xz3SBMwTB3X0hh95ghqTR7Wgxx4dpns8CO1rSX/6gf7LAmwAAT5IhxagBMhzAQqgkhjQgiMwgWxE%20gkEIgW3QmW2IADiAAxPQgUfggAOoAjsggU0og2cogwt4hAQggkjYhBdIhlDYgLEwhDMAhC9gTgQg%20GWX6Jz/t3b+QSf/fDV7hHd7BsKiMKoQTQ5yVCpxDTdQUUL8b2IASOIQLgIELcIxFCBxBsI9O8wzL%20SATH6I0LxAGVkqk36D/XQ7VeUMBS/UoHfLVUVQFWpcBou49ZdYcf8EBh2xvHmA/W+I1Oc4ELnBzO%20YLdF8BtC8ASrctY9gAAKeEHChEwyOAJnJYN8wIdx48Fs/TUy2IMO7tZD2AW8NMJUWAMmpLyH+xFx%20GAckiVcEiBIlQQBxeDhyyKyRMAdxqMJ1RYB+e4JsaAMfCGKKo7gDCi0xGIUcIoJSKAVy2AcO6Dgi%20gII4GNmFtRRqkAAbeAWe0wUzMAMiekQ+cZRFWSIpeIVgeE4qCDn/ckCHGOACFNqhHogulvXDNNgu%20SABE8mqWVVHF8jojoOVZ8+pZoR3kVPHPPWaVFECxYSlGAz1QtbsWRHrQQ6paCb3auZs7dnGFL1LF%20EVsWFkgDArgwsm2wSmoXEzXRQkhbwUMYFF3lv3u8DZg8dljCBKgRwcJRzsOxYNpbkPlRsUEI0gua%20AVmHLFCH0ROJCHhCdUyHMUwHZ26HJ8QGntBdbGgSA1BHbUiHBzCAdUgRZzYAeUuHbnbm0/SfFdAC%20LZCBGLCACEiLf6pT4o3nkdkLPZVne75nfH40RTNHQeiMDmOBJbgbGliCVSAYT0APF8DLwIE0SLgb%20x+AwBqgMQ3Op/9DBgcrRDdFBtVQLAuRo36881VYbAwYwwRpAgaZsyiaQj7NaNvAVNr4ZNr9pyt3I%20nEggBOztyURAAs7Y35BaVgzkSwgWwm8thutpnz6QBqkqBg9GBr5EBqYGVxigBE8ghcDCBnlIkSdg%20h4pxkSTJ4QOKrAdykc5EAM0aCcrSYQLKhqs2BxaGuILYhHuAkQiIAA5wYy7gglLYBFWIgHKwwyhO%204xTiAipQA07BYlDgOSlIAzXYuSvQzkXJE491IilQk0ikAoOVAUywg6CDgizpgR7QrfPkrZid2T0+%20o/c0xVvp41wR5EEeZPHCzy8Co2S5Ox74BFOo46T9sGkhRgGD5P96mGRpkdAIbcZzIRcGoySvXZe+%20YxZ5QSXCw9pOXgUbyC8TPVH2DMdU9iPI2IFYfodZzgYKKIETmEm1iEcdzdsc42Vh6ttfJpk7Uwuz%200Kb3BuYsnW8hTabBOib7tm/6RggpNIAHGEPsG713xud7Bl4DT3AF79MTy4z1cwyLAhwCYAGCWYXB%20K4RVEIS/tJ9EXT/wDZzBKQ2S+t4baB5OSykVwIH3QECeioXUcV8HdDVUTXEJNGmRYoTbULa3hLQS%20OZy8FDbWuAFBUIGOgjQOwxuHXoRU2IESETZG4Mt0i4Qnb+Ae3IMm6IMOwQekloZthQBkIANkyFW+%20ZIQ9OARPOPP/nPYGdZC3NX+CHGYHz4LXAzoHDrisue4RcXiAf+AsD0jDGBlDgxM4NCSHJAkSH+CA%20UhADTPgSVNjCfZCBUjCBoHvjLiHOGNKUTJxsM5CuQ9TOIZK5V2AuKLIDMNGB8hzPkO2B8vSTlEuC%20T+QUROZjPTajNnKj1r51Nrh180qVVwGjXoeVCqhtU0haCiclaSmw3p5QSqZkRYo7Z7xkVGGXrpX1%20s02BJcCka28EK3A7CIMXtWWBVfgVFrABtV3bFC0EgwEFY3GYyeMDeAjvEhCDzcNbiOBR9SYmY/rl%20IH0I/AYo/sbHOwtmtYiHgBJSfRf40msLeF7w3s1ThGJ4iI94//EzVAdfBCToDCRQgYyigdGg8EJw%20BVdAjetNHCbPP0FYhSVYgvWzDJECwNagnFcjgfSljl4g1dTxyvcN6TGQ3+Gxcby8NL/J3oY+YBVo%20qfu5qJxcXrwZg4bGm/iTvyM8QiVPBKs6AUa4AAVmhBPYQfahnz64gzu4HqSGALakH2RghCdHhkM4%20ewXegKrKBnWAt7hvEcrzLCoMkhwpByGhrHF4gG3ggy3st8QCOJLQPG7orHEIoADvkXvYBDEQA1Tw%20gRyYQ3SQhzC4B0i/As8Oui54FEuJoUZQhDSIxMfOuT8I40MRhjIO9UjUgZZzfR3oAUzcfFVX9S6Q%20hIat40+sI/8xerqnw9lWHC9R0U9dL36hrUX4wtlWSRXnXpdGCMeB+YSlbdpEctpqCW6rNcbhplBX%20gLCuQxXlNu1qXJZPWAJU0pdI+ha9SwHprsZwz69VONHAAxiDgQxCEE0T/gY+WINNAIgSJf4RLGhQ%2025wdawwyzLZDib+IEidSrGiRIo1wDDdy7OjxI8iQIkeSLGnyJMqUKley9MjNQw8bGlvSrGnzJs6c%20Onfy7OmzZaFVhZIkEeRnR9FFSQhA2rGIRSEarlylSOIp6iI/Lvx4SkSqEFhBKnYQcnFow6FDLlzc%20uKGCgQoVN1Bk+ZYlRAgHbmLFAjYJgIpmggczaDZGhQscJNL/sr2R6IaftoIgMYCE+AYpBovacl5U%20mUAhSDTGQIJEmkbp1ElI7YDBqAkjP5Q8wWgCoZi0GcUgRMGHT5q0KLt37yGzZxcjZGSQwYZRe8+J%20bOqwqYun7ckTc9nGtRknbhwCcQjIkQsXLoI5BOXG8TGHns+DceMi8OHGB9s/bvKym8suzxw75IhB%20BBEc+CDGKET48EAY+5Rigg5d9EBFF2mYUaEN1NiwoRqvUCEMFLpAAYUUZvyhixS6qLgiFVToookO%20ROgwYw+SSEIFFBP2IEUXXUjihRdpLJCGKabYwAMPKaTAgxUpuJIkD09aIQGTEkjQiJVZarkll11y%20yQOXFVhp/8WUEpT5pJlpsjFLkymwQIMggtBQgT+ttDKLnXbOUsEps9TjZysV2PknoRXUYyiiFSha%20gRWMMsrGlFa40uSTUrrSiJssfMJCCo2wwEIjey7KqKRJKnnqqTas8klUrNJAQxqQEHXBCeGskc0/%206sAjDgUcfIRNCQp55FArFxl7bEU0JPDTP/jhxyy00Uo7bbTbwEQNBdRquy233Xr7LbgkRYVaURfc%208KYghbCQBCE7jOsKp5BcxQIpfmwQ2SKThSZIvlmZpVZkbgkyBgM3ADBICN8UgFcQmfj1FwDNADbY%20GIYRwAAAa23lR75yueVZZYUscogfk2n2mGdxMgAWU6+iJv+ay6KVtghtzm0AgyeeMNJCMfkA1wdw%20M8yQz24Q3LYbGU00QUYUEByySwm25RMFNvFMZ1025mBjjnzyITCfdwj0ikAE4ZxATgTyPcBNfOQk%20gJ452mDDTTZP8LHfOE88YM6BOmhSyialcFGKKvI8IAAXPYyCIxRdDPmKF9Q0okgaXrzShRQhSiFM%20HVAEY0YwUoyiSzCjcLF4izpggYkOdujQw+U95KhLDzv6CKQXQy7wCQ+NQOkKlZWCKQHwVmLpJfLJ%20K6+lmGM6L0EKWU5ZQR4VMJnCJ0mAkkQKeQbqfZ/fCxpoPXYKen6iozpK5vpTWkp876dqCqqnKTTq%206KJknrr/Cqop8O//J2igKZelgQZJ8AMF1rAGdsBDbnzwxrI8oo1gLaQjDoEIsjJorIwwSxtreEQL%201qCNcJGwhCasyUtiMpMTsrCFLnwhDKEFFgPCqQR+SAEBkiDAJNwgDuMKDZw4BgmjwMAxmNlXnIZ4%20AxgcAgUBW8QixlAIghHiA98IwV16EYs3TKKLKohYxAYjmClM4TBliUwiKlOwGzAgiYUggCC24pkh%20qiBfQ7QjaGgAGgKMhgZg+eMqaMCarviBEThLBQz2UAzczCA4UfAZ0chwNAgUBxnIgMDUlDYIDfwA%20H9nAhjbkEconeOMJW/NG2sDzNfCMIwHlCAc5OHCCcyBg/w3jWJs5ErAJDoQjPE/QBh+w84Bgfk0e%20EfBBDjTxCk1gAhOlKMU9VBEGckTIdVd4HZAgZwPKxaFFUvimFF5RB2GAaAQpApEuRqHOUWiCC2LI%20gYzsYIceYI52s+PRF36Uu9wZ6UhQihKSkAS84WFpeMuj0kG1ZNAuNU8CDdVSmawAKSaRKXs67N6e%20wqcnQgFKUPXIw5/Ip6hDpW99impUpCa1JDQ9SUmb6lT9GoG/k1ZgKv2jCqpYYIpPvcllBrxAAt6x%20hgQElQ/fSAc7fkXBYe2gWBp8KkYi6BNxaEJJmvDGNmKo1a1+K4XY4ipYwyrWsZ4QKlEZyiM28CkG%20CDANbf/xI5xusAhCXMApO/ADDJySiHTt645laSLHFqECQTBAigUbhDquWIAgcLGLAHjsJJoRmMJM%20gQAEGMbFbkAIPxDiBpMZg1jeQtgxMEWuaoTiHCGRGUiwjKdnBWRQAkmKRbAGBpRIBCIvSYtFQoAW%20e4BAH4phnKMJdzm/zU3SfjA0b6xDG94QB3TFkYA2ZK1uaUsAAhCAXfkkoAUc4EA5EtDLW/IhArHM%20wQk2EQ5xmEM7T5DH3d77BARsAhNUAEUc3ImJwYnhHhwYxYTscE0qSOJyZqjcK0RHoQuJKES6EMYV%20ICwMFcXBdM8UwxFKYIINtA5HtRtRjuj5ih8tIHdC8qf/75ZEvEY8SaDLW+jy2JBQK8k4S2K6cZps%20jFCKsrhJr/oESq1wilYoQU9DPp+dqlc+PzH5UCRVH/7IJOUosTR+LrVfIz4hU/bRFHg4VdKXlWQD%20/3EqBT4tygbW4I01UOAEFHhCs0YowYRUkCMXhCqeI8LBn3hjB3XagTjIKuhB0ySFMiE0ohOt6EWP%20hAWrgMq6HhEJP6ZhhnEKJA38cIHNeuIGO2hNyYbI2tAUgl9aYWITSjZH0oxhDDd4RMJCUIBY4KCL%20tg6jGAnQDDIuAbSQ4SwkLMuANhKbMsM2Db8EuwjWMoXZYGHBEuAF6VU8mtrURo0pIEFbSKQiOXvQ%20LXOU/wOB5RhtkYiwpLiFFoUT5OMOTRNHNtZgnjX4IBwJEEd2sgYe7CaAHPOhLwdCiIBesvcBAy/H%20CdDLgTYAMxvegK855CEPdtzjBGLARByYeXEqJEhwIsZRi+gpBSCZ4XJUCKcZRAeiV/xBGECIsC7i%20EHNhQBMVYigFgQgkTzuAmOe2k4QZgCQkIpkCSVRyEpiQNKXjXWnGTnd68xravOkxCXjWmxSjsFcI%20VFUAT9/bqNfL14o8tKJQgRrpqO63KIcSzwpgQpPbxQwqK3hqy41gQ9oldaqWhvl/Wn+V9pBQgh9k%20QxybOMQJxCE3bihVWBZsap7xrCxmiQMJdUJCoBmt+f/NW6sHX9086EMv+hju702HuIC61AWVV0EF%20Ehe4ABKOAsUbXMAPrBUKqUvtiQ1sjGTEfiNp4YICvGShAG7o4sMA8JfAGGbXU5jGFFgARxWckQGW%20neKws1/HYW+mLXNk2R8/tYTxj58F8Lp2bK9tbW4zYg/uN5r7aVHu3y6yGMVZjiT7MIMoMG0dEDgB%20BHjDO4SDDxCVvSHAE2RNf3THvn2NeJGDDyBAG6ySAcwXebSAGKTXOFAHgLwXO0ygD9yDD0TAGjRT%20KewXFfyNDoDCAiyAKZhBgUlBHPDIK6hBGnSIi8TgOqHIKHiOOsmcO23CJrzTHBDBHGABEfCcPEHB%20ElL/wY4AHZCUWAv6U0C5D4sZXdMZz9MlFIwhz9SxXZbwABsYFN1VSdxhig2UWdfdiUaVHUgNyp0Q%20Ckg5GZShVPu0XdIBj/yMGaZoWQU0ghXsCfuYCYvt3UqhypgNEODR3iO8Qza8AwWUwBGsQQLKWUdM%20kOPZ2UNEHlTtWU9sQ58RGeaNHimOlaGtUCmmoiquYk9AhZOY2VF8SgosgeqpHg20yyI4hSB82uup%20y6Np2w4MkSfIUSKwhbatTKv5Gl1gkfHxBTA8Y2SJUTNMQzNY1hQswcWIBSG8hWWRFgEQjK8RQhu1%20xWCZzLNBGrTx1CxyCu4lQWlIRSDxzypAQiIkUtHQ/wIyFEMfGA0lFQ0EXJK4SVIUaADT5ANBPsJz%20zdtQ3Rs7JKDEYccTqJJ2eYB2rdJ8RKQAJMA4kAMF2BucbUNE6k0uCSEFjMM/8EE55AAmEAEXaAIR%205AAlLAAPbAjJ0ZMk8EjQWU7mfBOOiI4O9GAceAgXDCV/3dwc5EAOYAESylPryNMV2IET+og+BcmJ%20BZTRDRSVuB1BWUkXbqFXMk+XJF2OWR3xOJT1iBn/jE9G5YmikN1HvSWigFRJjYqZMIqZxF1ZMkkj%202MAnfEKnKEmjNEKoRMqUYUqLtZSpqEoK2MC4pIEgCN56uQMEnUAJ2NsaZF5HAEsmbgSxcOJTTd5P%20VP/e5WEmK5ZmCXlVtpimaq4ma4YEpFEFDSjFo2GPrGwKp8DJqwgCUeSiH/gBDeCeIMBAJMxeEc0W%20xxSMZ2Af9S1jFjhAEOwFND4WYFTMNBLANEzDEkwDVIxBErQRwWTfN36nwQzbYB1bsxUCLareEpiV%20+a1nCmDFZEAC7lGbrJBCIklDMVjSbtnfLlzSbwHkb91G0hhNC2gABGjAOZABOwxgASrQAn3He83N%201kQkdEVABFTkhaJHGEzg12TXfGiDfXhD3tzHE7RZOLADN8RDOFzcSr6kfS3AhigCKFzIKHSBh6iI%20FARDgkGBi7iIh1zB6XDcFTjTfpkgUubAESQlEZj/gAlc0xVcAYTkSBzYSAPcIJAYSUCxWJZcCpgA%20olgy3VciT1eGCZlayUBFCUOVpSvwpSmkgFqeAp0EihWIHaK8pRuGVB3aJZmYCVVYiZJYSQD1pWAK%205tIximC2XY8B4hX2TxpiD1wJgiagwFDZWzg8QhO0AKV+BEJsZkNsokV4D6h6TwZ5Yk+Iw0MowSi2%20pqpSyymuqqu+KisWQpvCi6z4kZkRAhIgxXrOplDEjCAkgrtEBT0+wiAkwiLAgB94xWZAUR0RTFzA%20BQncRXM+J3RCFvNV43Va1jB8imV1I1zEBbiqgLMCgFsU1mi80RSl3muy5xLwj6M1RSJAgk65Y6+q%20/xYMQAB+IsN+Hgcj4AK68WcTDAcl8QZB7gEFQEBJisO8tUF3eIPDZsN9/EM8bE17mcPeDFyHwk12%20bWwbRIA8TOwToEfIYgMfiI0PjAM75JLFccA7lUKEbMiQ+AgV6EA4QUEPosg3qZMuUEFQVpgmAKEz%20XdxQYkIOvFMOyEBSFqETMOmSQsg82STuBIlMIonvmGnT9U7SYQmYgqmX1NiLxZiOgeGWYKHXWkkF%20yNgf8sAnmIJfBuKdjI8bjt1bghTdHsrZpZ2YoBSist1iPgmsvAqWaa2i/iWm0F3ctdSS7I+bvApY%20JAESNMEafEATIN4JuFkCREGdcYRmZm6nOtVEtP8CC4DCp6UC6abCp50uKKQABl0EaE4VEogiacKq%207OJE533e7N4u7hLabNKqDqEnJKBFu8CV/USFo30KnCRBUJSaH0DADxBCMSarY6BWcn7rsEXCOtjF%20Yj3nMypfF1VntmqndmYnC0zDN2JMXAAGuB7GYw1W8BXCFIQfeq4nT0HaLLrCUHwa8g5REjjaKmTb%20vS6Svu4GcnibJRnNLuyC0exjE5xAH2gAdByoBqyZvbWBw2JHKclD1cRDPHDD3HCDB2eDK2GXBEbA%20hgpABGIXfZxkKfHBOKyBOfzDOPiAvHEAvZ0AB5DHgMSBF3yCDVQOhXCcjaYTjorOFYyOzMVBUL7/%20AhKPApEOLXolZQko5RxUwhwAwRQTSOtQQu34SE6qQe4Y3duFYdViLUJp7Vd25fCMaZeUiQSULVeG%20IY3RmIwd4t9aQZ3AqaDUiZPVAx/zsaGAFJOdraJASt5GippQCZKkgCmkASPbT6fQ3eAaLosV7vVE%20Sf8sLvK+yQ6QAJtFAiVsABmEwzmIgydp6lI93upKRAUgga0oUAK4sitHQTi87rGQKk/02Wjmri6z%20RKvusi//sgs5mpOsix/J4g2cQO0hAeNawZtwytahhh+xShIkwiCsQW/CQCI8hrGumrG9BQNEQgFg%20r170BfJNQmBcJzrzVPlBX3iGqzt/EblanxRZ/5ZpoKe6wMs9L4Gt0iq/ACttTQb/pAYM5CMAWxJy%20HLD79Se63ca4McIGzEET7IEG5IMH9IE3tIG9NaTEaQM8/BIfqAMf3McGzw0ftEMCnMM9kMMEyocQ%20+IAAkAfZAJM2vEcreQM3GF4LlMAGbEKb3bAPcECEpEEPA0lQdoEuvIIZQMGE5SgRjwJPvgIogIIS%20j0IkNBNRloAYEKFSSjEQVAKBMOmMhBzUCp1MIvKWlrHRuR3Xgq3yGJQaQ9SWPNSOjW0cyxiTsEEj%20GBD3jI+iRAT51O0bfhT1QNlJpQmZMImYAGaSBFASpEH0DGqaKOqlXEqTVLYlX3IKFJAANcUhKP9Q%20CVzABlBAFCBAFIDAs2TmKWui56ryBWTDNmDDa8d2bKtDNlDCaieLVJUqEhRZqgKzb4MEav62cA+3%20trii/QKum7iCIFBAJGhaupifUDRJ6hUCq4CFtqHAIDgHyWTzP7MWq2XfGLjAwhRfEARBDXARXwBA%20YaCzdY7vp2Dn+E5DqzVDYYSrdEon+5IWwfgRaLjn/JYZVGgP7SHrp8nrm5SGJwQwLRwwg7ufACPD%20t0U0Jc2Bc7jGEWhAO0BACwjgKz9BFtzH3QCTOmhDKGGwNkAs15x0R2aXEKgSBLpN1/xHRLYBdnkD%20BWBCCexXC1Rcf4GDGAT1kCBYNjXAKyg1ioT/zoMZMRVAdRrkVzPt19ASbZJiAVIqpRV/9YzIEyWI%20dRcEXZVOrVlnSdV6aUFBTxYeVPF4SRpDnZbImBsnT0PNcRo0dgoM2Z4Ui6LAYfl8VNn1+SyIiqKY%20pZ7WJZQ0SZKkwfYE7mDqjyRTRZMY5iv2T0+piyAQwiGEww8MwgZsQIGewzl4AwhoKp0xlUVYwQXA%202T9swzZwg42vATx8wz88gR/cNkag4i37WSv0NnHvei/vuq//Ok64yStGxSu6wg4kgA1dAPI6CavU%20lC86GnXTJyOQQSGhACMYKylQxiq8rxSBIw24gDtgUV7sxSTUwHNGDDpf5ycQgCxmZ3bqWvMd/wY8%20/0UXuQD6Wt/0CQJoQBt6WoE+F4KQ1esiUMIh2BASeBa0lYYpeIIi5Scy7AIM7AIt4Cd/KjRsIAOF%20u0YTQPSB4kIToOwCwUOKWk1Ik2wW7Ec2yIPDPsB29NsmlAPHZhd5wNLAvdkDtAEFJIAPdGQObHoJ%201AoFIOV3ueySD13lMHLQvcIoXAHpgBPH4cjPBiUTi8Eb7FckbAAX4DhSSiLSKqVXO0FTUoIdUEKO%20hBwU5o4NhPmUZO2XnrmWpHlbi6nTAY+bfy2XVA+WWEEPX5TX4bGh9LnY5QnZdd0g05QhG/KaRs+p%20gAIScA/d2c8fSnYhUgqko8qXvYm60MBdkf9ANa9BCcBACbTACRwB2jQe5xpENmyAK6SyP1RAazPe%20NtCDCFBCCgjCBOBHbdP6RLSubhfLDiBAVm0DrBNE8AN77tZuahq/8i+/SdgUTm3dErwnIQyCwS+7%20/QK8K6yKLArFKugzDAzCIShNLXB3abTrFFWWfoOzrBVAL7hBDdSAG+iFCnyvuk9DCmjnLA7Ddc63%20YACECgCTgEWL9gbhJAA3VIwZQ8iFCgIEWCxhwcKKKxYprJxKkUJjEiSRLuxY5ElQIRaQSJGCsadY%20MWS7aO6KuQcZhF3IyCCDAWMXo0SUjrRo0qQFrSZzvD0R541PvH/x4qnDpk4bPHnwnngb94T/z4Nx%20HhJQCIdgXBsEa9uQ21QuAYcTCJ5sOhEubokSG8SES7sphwwOMTBd0dHDi6kFabw0VmNGijAguqRQ%20fiUFyqjMmLiM4oJJjBhMGzCNJkJkTo4cR2S0zoGFiAkTOuzUtkPlNpQeknibWWCDh4TgEohLsBKc%20R6PkwiUob1QcenTibKRLR858eHXtEqhbJ579O3fmbKyYSpKmUKNTrSq0r1CvVfxW8OfPz1Nvlnv3%20Etobt2JcghR4+MiGFD5BQockUmjko0asaHCJRlxpZImPQLIQQws/YeGTDZPYYYMTBqHgh0coueCI%20I1Ir558WXXxRmxJ2WOPFGv/xRpMK/Nlx/8cKdPDmn222MaASG1phYIJv/snGj1Z4fJJHGsKxkcoq%20rbRRmxaS8EeJVYh4gpsWlWxxmyvNPBPNNNVck8023XwTzjjV5MaDHmyYUs489dyTzz79/BPQQAUd%20lNB/MloiI1dc+cgVGgjZYAMXkIBkI1c+KcRCFlb5qBAaVIJkAxQYOQQFGG5IZBFSGCikkFWnIMAh%20QVDIIoQCCnDAjRomcMCBNxiYBthpPiFgw4tSWGKJYYBtppkxGIgDAGDcmDYIN2J5gwQcAGhIBRIe%20IYSii5CtiAVXEs1oFUgWQWIHdf3YgdUdYKAEBmSk6QMZY4CipRidYEIGpiZ+mgOGofbQoP8JLMhQ%206ohszPEGHj6migebqvjYSp5snIJqG2yyGQeBc/waB2Qf2hDCBw7e4iCHTcI54QQfEtikhBPMgiqB%20Ezi4h4NSTDhtFC8+WeCVLl45+hVdiJgMMyouG0UHKnTgQLTSRCuhNCK4OK0U1WIQTIYysKgktits%20q40SKOzoQQpJujAjDVN4mFsCV+oWzrnhltuuuu6gA4/vwLezOzzmDG+Ov+esYKMCCVhIA5JPGmGv%20Pfnsa+W+POybhY38KmDcPSv+E924CR/8xMALuEiCwQYfPJYj2DOc/aOLOvQ0CRVceISCQcQJh4sL%20TmghByByuBIbGWm0UpsLdHyygguyERL/hGQa0BzJEJa8wEkon6QhAUHHFGeH7vPYAQFsthkzyELd%20fx/++AelswdqKJAf//z135///v2XMyMB7IhGWECDHQgCCRsgRBJUohGVFCIjKbhIpzq1iFF5ghEQ%20IAMMSKEuVUGCAZB4FSTGcIMPhOAbWbhVEILQiwK4AQBjmAYBgvWJaRhrIykYhrI+wSyBvMENvAoC%20rmJxkIgwgAE3cMMaAEAAi4SLVUmggQTNVYgkXBGLO3gXJGgAg0E0gRHI6EMxduEJGPDrJv3aBQTw%20xYgm7MIEMNhAEyCQIqXMoQXZwBg2WqQOPvBBG9nQGDyy4Y02eIOPfMiGOBCQAAREIAIg/0NAG8bh%20Fg6oDGYlEEMCSJazcHgDAeKIgBhihgEOAEEHVwACF6SwmC5QgQqUqYwqoSAFHUChCz0YxSiktg8f%20hEYvOcAaJrS2ASJg4TVYwEVrsIAFJxDBCSYwzNnUVssuvM0LwAnQ35jznOUE5zmCEyc3AQe46JjT%20O3Oj23SUk53/VCAFaUjCJ6xQH8zVox73YQM+4aO5WeTBPaDrTwX+Y5wUGKd1BkLCBSRnISu0jkIL%20qpAEKbooDG2qdjTQaBp2gIQTfOAE7xCHXs5BDg5gAQhX0sYcZnSldTgPStGb3jY4AQUbVOAUDECE%20kp5Aie55b0dSGpQ6trGGNPBICUlIAP8fv6GkMpXpf1GV6lTfRL87URWrWdXqVrnKvwiaS3QPWkWn%20XCGIC6DEUxdaBQsIqpFVaJQGkJCXH1yCiA0mwoMMWISrnMWAC/ygqba6VQFqFQ2JzFBYw7qhuJDV%20iGVNYwwAiEYQeTUtaxlRBQx4SDQ+AIBPDGMJBKDBFQVBiERIUSWruCIkIHHFRBBiEbGNRAIgsAcy%209AFfNIlJH2pbjD3sYg99+G0dYTAHRuCxBWQ4wgYYQYtsADIqE9PGVrxR3eqyYw1QCeTH1hDKCDwB%20ZAlQRQRSJgaV/ZIIHHjCA8xhjgSAJS40EwMCBCAGIIziCqdBjBmoALVRVEYX+NVFf6n/0IP+Ro0I%2090AAz8SgSawRwZg/m0MziVAJsVUCNoCQ5hDsMAQT2AEKlABx27ogiTRok26jUyfeiBNOAN2Nb37T%20jt4K5x3puCI7dLvOisH5HeD8R0AVaIUVRjtFIcenHhXIT5KTzAbNATQPnGuPQAnqn+OAlSNWYMEO%20QLERYz0oQhOdKEW9TFGMStAGn9goDQQBikiUYLbi2EQLyHGOwRzPSslrKfNgCr0LPGFIJlhAKpIg%20gex9Ixs+5RJQ/QG+QZVpDVvaUStAkQBurK+rmda0/7ZRJ/ttGtShFvWou2oukJhLUQ+qVCEWcUBI%20YEp0FyEohx7YKVKcahEwaMIhXICq/1TFVoQEaFW34NHUWtkqBCEIggsmMhFhJdYiEwXtFKbRDMhO%20grK4IqJB3qAQzTIAAJG4wUSQJQgV7IAQkei1IFCr2h28+91IKK0fXEAGCkAgJjFBY79ogQx/M2KN%20thXuBozLCA14AAK4oFfDsMEHdUilKhl7QlfYwQ5xiNQbhWwKI8VBMnaopQ2RJMcJxOAyBNBsE/Kg%20GB/MgQ15cAATJcjBPXxwDGUQQRjCuMIVRnFNKVCB53GQQmVGMeACxwE3mtBBehNAjkfkAGbCPM3U%20YxMbDI8NENA0wRDMJk0TKMA2u+HNidVJOMIdBzvdHOeMt4POc5KTBzj+jt6Qk5wcC/9o7hXIAxsK%20yMAU9DPJ7mHye+QT5c5ROXQIddBHMvKJNEwxBRpdEOMZVCEcFisFq7DBRjSPZjXT4PHyvIEmLjCI%20cGxiE5e0gAxioFLlqbTPPLKC9NJRBvMwwg48yN4/evpToApVUETFkRV25IoLiCNMUCX18pkfJ6vi%20qfnRl/70qc8mRaV6UaLTiEYkyFq4LuH6onsrDTTFgkLI1ROQSIQfPJEIUiTiBqpaRCGmUAhnEeID%20WTC2CpNdABSoYApe5YZsiAVuqEKQ5ViWALHG4A2eQB60zbKs5Q0iAQA0C1YyawzSYCIEwQ868AJg%20oAMXIa0EgRH2wg9AcAcOoQRggBH/bisKeAuNaGEn+g0ZcGFf9oCNyIARYACD2gEf+uAIfoLhHg7i%20Go6QNMbiLo4dCqnjCgkB1kAtxKENoDAC2OEezKscyIGS7iEcsuEfWA4buGGkuCAHwqENUKEUgAAI%20hAFqeE4KjqYH2FAKguFpYOmacokKNMEEcoADwuEcTqBmVOYIqG7rdEA2TKASyAYQgCCaOMzDAOFs%20FEDsvOA36o4H/oPHnsOb1m46xqmcisOc7IbG5kbu6i5vwmlAhgPv3omgxg8j9kk/9AM/nkzv3oPK%20ACSsRMehHqcQFmW0ksDLVOJYvMx2LmLzNo9AJMgUOuTz4KrNCEEMHiGT5oADWA95/16Pz56HR6Jn%20BuBADVIgEqKACBpBECZAexLN97zH0QgFGxJgEfyhFXZgqYSk+urRHv+Bfj7tHveRH/sx07IsrMBq%20UVxhrQjSU2ggEWhgIKtIiiaIVRbhBlgiVVhr/VJlVVqFAXQHsJKt/0IgCyagAqmNBShiGlJgGiik%20IhJQAWmoWd7AAeChslhoWq5lWwRhDGhoGtIgI2/A3PyAEN7tBhZqEVaBKD1hEBKADB7hizagd2Dg%20EMgAAvCNBouh33YBF/aAFn5rFxYGAlqAuFJhDu7AALoSFxgBF7xBG/igYh6u4eThCcxBY6orG+Ah%20kMbhKcZhDRJAL9uAkdrgCSIgHP8uaRMUbBwcyRz+ARtaLh7G4QQwIQfIYRzE4AowAQiuIOcMA5eK%20hgqGbg4vQ+i6YAe6AOkoARMEoxxa4ARWowVaQAzm4DQ+zDYQERErIZqcYAgcMZpADOx0o8QoUZ0G%20hDlEcRQ1kRPFQ3Cug+0OJzxKETnaSUB+kweAowLm5qCIwxXcIwUg4fFSQO8CLxbzaRZrEfGqbHQq%20b0E0Kj0+oc38rkNyqHY2pENW4RPWahVMgShNIc2W8XbWLA1uYAO4YANKgAhKgWXwrEpWas8ONPZ6%20RAc4wRjYoBCesgckgABI4AdCAB0ZLaigb1DEAQngEQneoX2Uzx9LNNOez0RTVEX/V9R9AgjVtM8V%20EMX8HogGFsEPFuEitm+0Xi2u4ioJOqglWEsigc3+YqtbCuAbQmAdOtIBUIABKAJZOsQAb4iKDnAl%20CYABXBImK8uy3uCImoWG+koFuMAFbiAOBKG1kkBdFCQFCoESHqEFBmENfmcQ3GEQnhIpc8K3cCEm%20dCKMxmgPjgDfaosCWgAGkOAI7qAdoNIo5kAcposPvoEq2lKQtEIe1NIq+AAexGFOxSEBzNAb2MGR%20Js4H7iH1BpMcfAAs8FEbuCEe3Itl5isGluYKlKEyU+kKqMBozOAy3tAMePWa4gAJqIASdAALOGA1%20LwlmOOAIYEOazsYYjMEEAKES/6bVNjmswz5MARQACqBAEr/AxBbgNwVEFBEHOV2sOKVDxjhxx7Cj%207oRzQIDjOY/jOQkExvijPT4hCVJBId/Dc6ygPQCWPaAMP8YzFxdPQhqBQzpkBy5AE0ABddq0diSI%20Q1hAPz/BFFjABkxBo0zBY2lgARZgPzcKFAgBCTQBE7qmWXHhGhOUSppHG3fECkzgHL5gPj6iApTg%20FJYAAFyoSYBKCYIqAdgHUJSEfFpBCZBAHMikfYiWRZ9Wfzqtfu4HaqvWaq/2TMAqgE4hURQl8zDl%20/G4ABuAFJMqlEARBEDSKtdC0tSaStd5vEQRhVeSWAfBP/2qFIwvgAwiBBghgCv8KMFxMsgAv4lCW%20gNpkiAFfcktxxVq8rRkI4HGBZQzMzQW4gBBugCfZ7RO46CMMaANUEAJ+4AfQchBKIAq8AQJogY16%20iypxwSr7YAaES3U14Aj2wCg2oAVAYAaOACqVQhzcUhsmpi3pEhuuQi0BSRu0AS+lMAGyix0KMwHM%20QR7aoFQ3gRz24R7IAUy4oeG41xzGwS44YB8kEwhK4RhigOdSaRQk4VfNgA69QA2K5pqkZumIoChO%2085JooQWOIAdc81ljU1oBQYCdwBg6zIDrYG16QBJ7gG3gRhFsQDjm5jjsDhSVo8ago3GMszs2uBOn%20Y13dDhTDY8WsEzvaqUCAw+7/lENAbACF7QZgAbYeGqG10gB1hKweRKcWhew99s5zAgpgAWRBAJZB%203HMHSoBmCCENFhY+UYcZ1QxjMVajrigNptgLQMELpniKnXEH4gBlVQOZZMD1XBZLFtQfokcDTKCK%20r4gHWuEUxsAFeoFJ0nFHgrbROFRQvKELnERpmRZr+xh+UNSPA1mQVxRGRecUrq9CFmUJxkok3qUX%20YYcFkmARvE8QSCG2OkhdEkGTUYW1GCAlBMEFNtIjaUXZXIABXuUiinGxpqEQ6MkKIoTaIJcBn0CF%20uLSIXAAAmGWGcJIAzA1aCAEAuMAPeBI9iTJdOuoCIuEEEuAO1AEQ8QEfouAF/3GrGDSgtvbAdWnh%20Xo4AF7xSRZALAtIhHVDzHFCzHZ6AHVROHf5BHTImYlqEYuShugjJG8TBnkVJHkjGB9ZAekHmHmju%20eumCezPGHLThCeKCAxAADUvBfBHgGIqOwK6paKTADBrgFagACuIgDiiBCFaDD8shAFqAA2gBWVPE%20Wc3GDqI1WgV4WgHhNru1Nhb4Cxh4BHrgCxz4N+3GblDxbtwJOgpKcAhHPNZ17WisFCPY7uKVOil4%20bk74OfnjbtrDQHo0BeKjPWaBcmqxHhhHyj6ncYCMQRyEoFDHQT7hz+BhDWSEBpZxqm8HiuNmo1Ih%20FeKgB5AADymhwEATFM4jCf9AgfQ2IAfsaw6OIABadnkUNGbLGAYioJ6jwANCYUJpIBMIi0nyQEMb%20bWgFBdM8FETFgUQHGbT7JB+pNrRL27SjTyBTLYKOJdVWQhB24AaSQFEK0hVai81aSxA8oSQo8gRN%20a5LPT9gE4RCK7RvUwSMLYAJI4AZY5W9vaLFMchoUECOibZchS0uzgFdwJRqAYVt+hZclNyMJgRAu%20wAUUaAfUVE01byVI4d38oAmyIQuOIhvwYQbaIQo0oA80gCr3AJtZkBZwYQ4GWymYCwKiQBzSYQY0%20wJr3FwoTAGLkoeG6whsgfCoCiR2aIhsCyZ6XMJ/ZYZLQmXr/eR/I4R7aQBv/4uEBOBUK14A1UWEc%20UEEMYkAZ9iEMHloKDMwOeGkzB2zodqnAdCAHCvWSyhlZk6IauTmaZIPDCnilNcwYsHVbv3Wmp7xt%20JEENTIEaSDHu1gkTlfPFjHOowzzGuClwaAw7hNNdbUA5CmRunLOpy65uQMKGy0OejMyqhWwWmmzK%20lCx0vnpBkgNgDcQGtAwUTiAt5SEcNOHENMRA5EmerBgUUmGhTEDmTFo1+nc0dOACVIcvdIZldEAH%20cEEDVIqlDvtlyVimXGQb0uEI4iCUm+oJflZDgS9QvkFIIoAS2IAN7CACxETVTxvY1wSQg53Yi12r%20CjlRWDvLCFJN2W0VXplV/9pUktX2tTvQ1xLBjDxhkiFB2AqBAG5gVv6hqb5Bb0mAEBiABf6WXArQ%20JCWoEYYBkhUQsbL0JbMAJqflIAAgl6ttGqgtltNABVQgDghh4JFgEVYrCUwh80arkm8gEjKuBA4h%20HPKhHWYgH3ArKqMyFJAhjrAyUAN1KUqgBTxgvjXg3vaXDPIyAbDrvQKJLyHm0I9wHbQBG7ShnpfQ%20KeKSHfAiHLJXxFVBYuRhDcKBAj71BEphEyIAxo/hGFBBFWJAMzQBCkAdl36uW6UA6WApROrsklaz%20BQLgkmSANbBgDqJJWpkc7Z98CKKcgW36C97epnsjZOuup9F1OIS6b4pDxv+og+87kajzfsYssadT%20ODpPEanrdcvvxgrwCZ4eJxUEwRTi40GOzKtjUT9I56EeikGYuAswIRy6Syw2QGgMxBQYYwdITweM%20CQZSv6NboBzOQQPqDKRDGlnlAvXCgR3A6x6IADfmABwMG/YSW6YwbRu4wQDmVP+WRBPk+Hvs2E+e%20yhyw4BMUAQvMQfmeytiz30akVh+13/u/X36uDyREZ6LCT8ukiHMdqFOS4AZ2AD3O1hMMHtv9QJNv%20oP3i6tWWoBDA3R0AYh28Au4+kCDEgMUShUumLUnBgkWKaSymNVIYccmUadOaMXjjwAG8kG7cRJsE%20IA4DAtM2OuQ4TZAKmYL/BO0QtChJElKkaEBalGjHDj8n1r1jdKEJBA8zZkTpQwsChD59Qu3CxUla%20Ow20jhwhc+JIFHrZyHhtorTNmjXswm1aI48PO7bssj3JBo8Ptr3/1Hlb4y0bO3HytD1pc2LTPR8+%207pXbh0DeP23iwiVYE+5EDg4I0HE4ViqGhVJXrui4wmVUl1evqEih8spLD006MLUgd46DDA68A7Sg%20JQPXEVyVTDgxYcxOcmPGhjBvbkdBdAVfqlv/8keSpAWKeHh3xUOCKwnkxZMPX15CBfLr17OR8B6+%20/Pj0yb9nE798/fnlx6cv7x0PjQRIzYA2eDegBOEFyCAPrrBRj3gVTOjK/ydCJWHFLBWkUEErGk6o%20XgUfTlgBG1acaMWAKdjwSRpdlIAAYjmMM04JVKTiBShdUMLFHByQYxk5LfDWwjnngHMkOEqeE4Bv%2054RDTgIJtPEANw8kkAMUlJjAwT9efgmmNiXssAaYZv5jzgUV+MMmm1ZckA2Y28zp5Tb/ZENJK/4o%200Waf/tCQwJmCDkoomOrMCQIHCywwwAN2yllopJJOSmmlll6Kaaaabsqppdtw40EPNlDQaammnopq%20qqquymqrrr4Kq5eupOCKKyjWuoStJ85aSK+fsOBKIZ9AItQOi/RKgyCJ3EDKDjDAkAhQniwCCSSC%209MqCIH6QgAIJh0TiAv8hgoxRCAEMNbLErxR9QtEwEkU0TEMETKFCNCGNRNJJcajAwBgcbbTEMNMQ%20kEZNgiS7AxKUeOLJBTB4gsQGEkdSwhrrJMDIBiVQEEU7HmjQwh570KKBNFDRIo0BM3BCSxMtgNxE%20AmSB1cIRTXDgDTvePBHOIwnEBU/O4ujsjTzqeHn0N9mI403O7GjDxxNriKGYD6r44BkqbfDBjTlN%20e1PZCRyg4gNopZwdWilEEKFDD69IEkcPcXQhRWs6EHFEOeVQwBstHPgWgG5HxPACFpU4wVx0yj3n%203BAKPK5AD9dJ/oUkZjTgRXfemSdBI/+FZ8V/7clnH+n4wXdf6qbztzr/6f+RB96Cm3uXgoADJrhg%207N/xQCt+s7rS4YY0JHGwFaeQ2AqIVpDIRgXLSxD68imuaAMNXWCSwBPjnEDEJuScgAXbGxCxWTjj%20REAjAgKsrwE5SAZASwAChFLFbhycE2U4HFAwzgPmCCEDHejABFgoFDZKkIo1zGlO3PjUAr1BhXr4%20qQIbyMaj/nHBL8HjAnpiE5/61ApQJOAb/yDhph51wXhs4xtzeoAMzCCJAaTjghn0FANv2MAF4tCB%20DewhD3/owyACcYhCLCIRj2jEJCJxiUpsIhOf6MQoMlEEoiIVBmOFxSxqcYtc7KIXv2ipXVlBV2Ok%201RjLCBFssaBXSTDW/8FSkIRFLEIQpJDjDQiRiET4AVrVEgQkCrGEQozBYAxIwxggMQYajCENLFlC%20I6YBkU98oiEVachCBsaRZtTrCSFxgBs8eRIA8GsMBKDkMOI1MALIZAd33EATToCWJpSgCWQYBAqa%208IFsrGMQsyQDBDQQhShAoGZkoEUxOJGPPmggFBrghAZk0IRzRIECR0AAPbzRAgjkAwJNOIJdniA1%20CrQBatqQR9PaoLNs8KEv2PCSOb0RtCeU8y+b8EECrIaAe5QCExyIQDv3oo10PMEHHBDDPsQAhFIA%204QoxQEcMuHAFTXShC3GgQg8mSoWMciEH5dhE4FoQgHLET0nAKQMuyv9gOEAgB3KLe05ypAM56lxH%20Eg3YTncU5B0roMdz0FNQekJXOtbdB3X4SV1RUcef/Sj1c7CT3YAExAMb3G5B52mQd0oEHuDVYz2u%20YEESQEGDCijheB+C3vKUZ9aepqgR1esCETgTgQiQgwhiyA3+hsSBcoADAREQAQIQgJu/CkBJIG1S%20KMBRBeAUiRwgW9sJBNAOIXAgfCYwgaDi4SVtzAEUtBCBZz8L2gF4IQ9+YsMOHkGB1Kp2tRR4xA46%206Cc2sSEVOVDtIFpAgU3kNrW6Za1veQtc4OqWAzpIhRl0sL/g9na5v/UtAkAL3ehKd7rUra51r4vd%207Gp3u9ztrne/69n/A/SAB1a8IhjPi970qne97M2i81B0RluRsVZWKAQNkFWINerEJzQoVk6SUAhI%20kAISiYABI/yQkz9iawmBZEC5pjAFFhCAADQw10QgUpEUDKMRY2BXCiYi4ZZoMhadLAkouaCCZqSS%20IwFrhLumkaw4uIBiKDgBWJowB0Y0gQKDOMEJcpmNHrcgAeIApjiCOZU+RIETfWDyyJh5BFokIAoc%20IIM4QNAOMrQgmGSw8tDA9o5sqKMw5mTHYIYGD4Bi4xvasEsW5JEFPsDjMD5gRxt8gAAfoIIIG4UL%20N7yEjXhgYxyoyME+YnCFswEBFaoQgwApMQq5UWE1XRgFpN+qN7FZ/4BJAWASYkuK0sMBIjo9cKkx%20ADGEIdQhppH7AnUkV9MGLCp35Akdev4DVPm4J6nzGerpfF26ofJ6P7ADEIAS1IjbFQiqOM2dgxwE%20vVmR6KxWGF4SUpAhEr13Qsu7HfQaoVPPWWEBcdjMJm4TAQTkQAbnKIcAPCAA9yVgfUKA92DXt75Q%20YAAc+IYDOAJQhQBoABwa0EA55nA3GZADAQHAwhyAQARIgemANBiCIYyA8Yxj3BBOUANp/WQFU0jS%20FML6BMlN/olVrCm2bWLDArzghTTAfOY0r7nNb45zNSxqUTjvOc7TYIY6VOLiRiC60Teu8aQrfelM%20b7rTnw71qEt96v9Ur7rVr770i38hBVasYXu/Dvawi33sXzzFKc4YX7SjKAU0uO8qUr7GVRSCeDYx%201iJ2MGBIJGEVBGYYtXoV4F4RQJATljABBnkwijwEkhPhcBwEwYJ4NQSTY6hXvj7ZhliI0l8r3vCG%20I/KJMRBCDB/w8SybwIg5lIAMUhrEJsQRgmxQgPUJyIcG8jGDdgTTAx7oAwSYyRWSgawFCIjCCVog%20jnSIQ5bZbAHy18K0bBhNHk/wRhuG1obrZ0Mb3MeGOtocGG2oAxvZAFsbDnMPchzUsWuQ5174EA9u%20ENqgpRjFFRKKDlXIADVEmAMXBDhpVCBAOlAK91MO9lMOhaUk9WP/UqEGCMwBOabWHM2hAC/1ODNl%20OWpwID7lH+WRaz9VHrsGbL2GVEelOr5mgiUYVK5DVeghIMuGO+YhO7TjIFk1IQ7CbSnwCTrxCaeQ%20PNzmPCDSCK7QCLVThCngOTwACkQAJTLAUQgADn/jPuQQb4MFDlOIARigPviGb/qWbwDHb5ygPgig%20ARzQfxwlALQAcTkQAxL3D5h1QKYwAt1Ah3VIh3jQDb6gCB/Hcn3oh32iBDYwAr5AiApQiISIiIaI%20iIvIiIp4iIboiIzYiL6giJAoiZeIB/YwD91gD3jIid0wD3g4D/Zgh6VoiqeIiqmoiqvIiq3oiq8I%20i7Eoi7N4h6DI/4mk+AWj8iVeR3a96Iu/CIzBeCbwdSvYdiJndyIsAAn3BREYBhFtpBPWsgNBMY07%208EeksCyJQArAEmCDRy6DN2ETZhMqUGEs8EgT0RBpQAiRAABpYBHxMmEdoQJv8EkmUY+x8AZxoGIC%20M2GeR0kwFgeP8AMfwEuMUAJzYGMJ8APisAY/kGbeAAHhsHsJ0A744A0Fl3saAAFHsAfAt0y0wDHD%20twa6VwI6FjInAH1MAw/woA1BIw6XYWYMuX3asBfYwAfvcBnaEA98IA/wYGaHEQ6NgVBi4AM04g0P%20sA40yQdtgAqfUQrCMApEAATHgABiwAUmwE85sDY6QBuYcDdi0P8C5RA4vBFwARAKAMeAocYLgDBq%20FViBD8g4eMBqMkU5NNUAaXBTm8M5INhTuhZsQQVsgfmXqiMBeaCCI/g65+FTU4Ugs6MgsZNVvDMe%20zjOZVmCM/ZUEjaAhJ7JtJ9I5KhJVtZMCC0AFMgBYMlAKtAAOYqlXGHCWShIA/9aae7UCCLACnCAE%20VqgkZ1kFVQAOcABvGiAACHAOeAVSOWACRBADLbCLZ3JAC6AAjtAN/VAN/WCd3XANeLAAefBBf+id%20LKcEPDCH0nkN1XAN53kNdIie2Mme6eme2Hme7Yme19AP5VkN91me1pme8Dmf61mf7cmf1imgA9oP%200zmgBkqgCar/oAvKoA3qoA8KoREqoRNKoRVqoQpqDwWai+VQJ8LooR8KoiF6XvL1XkQoX9JTAV21%20jB8mESmwChGxjIA3PDjBSp4QFHoEA4RACoXQVWs0BeVCAAywEoZXEwTALgvBAuzyCfXiBm/gL6iE%20SR4RCSXRpFQaDW8AAP6yEY20YY4kEVMgCCSwBu6QAINABhTwS1HgDjPgDT/gkBdDAeKQD+2Qe+2Q%20DVsRBQaADx/zGwUXCufgFUfwJOFAqBqQGScAAWTACIwgDisZGEFjF9Y3JUOzBuLwBN6HqfCwBo+w%20CdmADfIAqnbGDjESAT4gBmJADubwBOIwDgHFNeZADmMjBmoj/wxXQAQFiAWWxgVHgAWYUAI6EAeU%20wDYcFVLtFgC7ET9N0psmZQiVUAmAUAnMQQnPAZfPoQCOYwyQcx2Vox0LsIE+xZevsx7Dxmv/kR+u%2085eGKZhClZjjwVNTxZg+BW0BklXmoStDOCGfAApJ8AlnRSLq0ZedIyAHwgMuwgUcEG/HygFVwAEW%20EHCHFZtKAg77xoUrIABCIAScsAKueQAT+29VEAoCIIYCoAFGcg6DxQG8OkA5EABuiFncMAfQ6Qj9%20YA33KaDdgAeK0J3fybOASA0KgKD80A/80A3WYLQLiqAEaqDTOQ8EWp03C6FLC7XTmaGcWKAXirVZ%20q7Vby7Vd6/+1GFoN+lAN1tAPlpCL5WVCIqq2a8u2bYspxDhfZyVfbEcDtRIRXbUKzWgFLCB3gZQE%20P6FHDiMxCEYDq8Bgh7sEh1dhATNhn2AuFZGkBDMGXOAG8hANgjAN/IhJhwcA9GgS0eAGsdCkkaAC%208TgFXOpikJsGAPAIK+kOUYB7uJcN5fcDgRFkGlCn2WAA2ZB7UeAB6XAHBiANT1EV59AVWHAEJyBN%20LwkBs9cxLSAxFvR9c8Y0OfMDa3F94jA06vQP2NBmCSAGKCkPs3sYazAO7ACqqqA/CMAHfNAObWAO%203QerYsABpaAMCoUJV1CrXHBRwkoEmDAHo6Ajo8Al7pMkChv/cL0Jas7KlmwpgS5VB6uWrReIgTTl%20rbLjgf/RgSE4mK2DrokJwuShrkQlbOfaH+UBr1C1Ozj1mM82Hr9TbGfFdjrBAtzGmePKU+dhAzbg%20IkSABTJQDvv2bw5bP7Hpb3CAb1soABhgseuzAhlrsa4JB0IcsupjwOWgAX5VDlo5QDHAoR1qJs85%20AvQJtfWZszvbs2ksAQpAndZpD/RZtGSroEnboEKbof1wxxl6x11Lx1/rx38MyIEsyAxqtGRLtmar%20iyvktovMyI3stu9lmbqybcAjX70yRnnbo8HCoy8KLHLXKzghR3qEBHMUeL1yukA6BQsxeBRBEUk6%20SAygApHg/wB8sAljMAynu2LNoEmT8AFNGg1X+stvQAiktBEA42J7GxGqFAlrMLty6g0zMLtsCk9Z%20IHvtoA26V5F3kA66xxTAawAewAkfU3C0UExHgHzt8Bc1kwAaQAYusw5e8g3UHJNrMReXoRYUkADe%20EA9LsxabcAL5DE7scBlPAH8PoD0+EA4R0DXiYKcRkA58MFehIQYxoDajMGk9kFFYCcBEQAmgYAaU%20UAp75T7/BnAyYAG0UAVEXAZl4KwM/MDPUQcT7JatZh12mQYLoJfhscEhzNMe3NMhnAvmWlQlDLC3%20lh5J6Dm442w0mFWQKR7UVgGNUAhgJSLO0whV3TnpYQMvJ/8FRADEFiADsQlwTbKwGLA+U4xvG7vE%20Zr3E9CYEFovEGOBvE8sJJHskJ4sABiBXMkAEJqADeXMmaQuz0AnHdVigOKsIaazYbbLG+SmgQlvI%20F9rHCTqdkz3Il43Zma3ZmI2gdXi2X5K2jizao03aYFcBZ3eiZhdfv+MKq7AKVrAQL5oC9vW3a0Qr%20+bXJAbaM1jJHf8sAgsAASXBIY5BI5hKOEpbMBAAKKCYIk9AG8OAGDNAS4UgAzTBhKsAF9BjMbxAN%20+OgCKba5kXciqkxho/cBayAlUZAAEBAF1bsO2PC62bDNvtsOu6t7GuAB9Y0PytR7zmQk1HQCGuAN%206eABJ1D/As2XTWL2DYIGD+X3F2whDj4AGGugW+zAB95gTy9JAeZ7Fwx5fn/GB6qaGQmADQ/gDe3w%20BB4QAQ8wV2/FARR9BZH2Cl2gCW/VAjnABZQwN12gAwq3xLAZOPXTm1UwAMkgAyzd0tX60nMpU5XD%20rV6wAKbgglTFwbgWwib80yAc1Ik51EjFOooZHu8qsPIaOy0MHjpFK+JRO5UZInBEA9TGIeOaHtSw%20AJVmAjGAAegA1spqAWgpPxq7m2y91vjG1k2chXLtmr+5Pv+GP+82DiIQqzmwAVxyDgZUAgswApZw%202AN6DZ2wAIu92Gs8tmTbDUJLs3IstQ1Kh1Br6le7tKh+/7UXSrZPK6C0Xp23bp24/rS7nutt3Ma4%207uu8LuzB3uu/3uu0TuzGzuu1Xuy6ruzE7uy2buy+fuzM3uzWLu3Xru3Uvuy0bocF6gifzYulTe7l%20bu6xYjxnhIy78iCt/Uer8DtrxEZ3Ry00EBG9YrhrJO/35RPBXRNzRBNJENzFXWEVtkgEQAjR0I6T%20UI8qkErVHY+a1Lmf+wbcfaXCrKWYhLgRMTAq4AcUY2M31gJrkA/ioEu1N7vt4DG7Z3sF1wcZuRS9%205/LnAEsUYM1RUAKr53wtQAbeEALq8H3aEGfaMBc5swZtYH2WQdBtQQEIcPTaww6qqhbjoE4CJQ6a%20cQ52av8OD5ANCDAOBnAOt7obykAEpWEHcSAFwgolczBpXSCApeBuS3xY4IDSA4DSMjAARL7SzVoJ%20vGACSj6BEEgdrIaBMHfB8mrUWa4fit/TWy4Bjv+XJGhU6bFTYK5TVKU7T+XCz7bmoQM8eVBt9k5t%20yQawEkANiuAFUjAEWCAa6HAAMoD3RC4DCVwFK2CxYMhvhN5vWaj7uc9vv1+cV9joCdBuHDAHRHAO%20CCAoJoQNMasAmh7ruX7GoK7GCjDqhk2z1xn9lH2g3F/Z0f/9WWvICSrH41/+2S/H6G+d46/+6c/+%2076/+65/98X/+Agr/9e/+8k//7c//AGGtn8CB/QoKJFj/0CDBhAwNKlTYcOFDiRAdToTYrZ/Gbpa+%202Cj3T+RIkiVNnkSZUuVKli1dvoQZU+ZMmjVt3sSZU+fOf1YquHJlxcopK65WuapXYRUpUqZWsXDF%20YhUNGpAE7SC0Q1CSQl27svC6qhCNQpAY0EjCQJCKRSpU7FCrYqtaBmnTjBlDKBoAFQDcuNk7hsAU%20AoWbTWk2BsCkaI3fPHYMYMy0wgSWLGk0LAULFtNYpFFB6IKLDRualDgBYc2abNnC5WvnoV27KBps%2017atQbbtdvn63D5HhoMGb9kozDnSogWZI0fEZcGmLoQ2Pt+weWPXek2bbOwSiDOnzVu4TQnaPBnX%20ZtyT/whrwoVrw86bOAolSrSA/2BbunERIpTLIQcZxADiCiJKKUWHHuKgAoscdIgjlTgoIUIGchDA%20IBRwwKmiQ1oGGOBDGcog0RAsKqkEEGNUNMYYOxRocQgFZvziixkV+KKHLyTh0QsvTLGBBwkk4EHI%20IY9EMkkkKxiSDSWfRNJJKKdMkg0rr3RSSlckaORIHqzgUkgwreChyyK/5MGVRlxJc00eUhBySwkq%20qGCzT1gYahYebGiEB2o+WcALXa544Rg6DrBgABm0kAFEEgfoEA5JAwgAgw0FwBQOTC3d0NIMMcAU%20HAE2DOWcFgI4B5xzyjnnHHI0QICDI8jxwKRvRsKmhP8FFDCommoI8hUPRfwhtlhjj0U2WWQlWOZX%20azR6yCBoH5p2o2irjTZbbbfl1tpuvwU3XHHHJbdcc89FN111ze3mIwp4gjdeeeelt15778U3X5h8%20Kgqofm0AypRUkEiFhlUOBquQJJJYZIcbFhFkK6/IomriMSBJgoYxkhCkrUXaWmsHuSIema443uBL%20hWjceGMSFZqZppnKDFPBhWhieQyyN6JxWWbKprnsMhYso+wqJC7wZIMSmqBAgzWi8CafcJ4WZzYP%20EoAgNw1q68ODrqXxwANObDOVAnHwyYaM+zRooTnn1lEHmyyg+0YdeLLhAx5x3nlCnATGkUebCBIo%20bxz/dhD4O717TjiBggTWoOAE1DY5J4FssOHGgAgQKEcGDnIAAggirgAiBi56kAQUKpBAgooFNSGi%20HCEEwAAOcEIJoMMBkpEhmQFILNGWFAEhnvgWjamjRRpxzJH5GiXxEcgziTQySiqtvz57JXM5Usoq%20JcgyfCnjlABML4nsk3o0y9xyfQm2BLNIV+isc5VPUqAzBRoWSMMLHqEg1DEGYAFEMUpRjnpBGXoH%20DtuFIlSVop2oMgSOCWoIVKECRwAyGAAOuGpUqzoHcczhgRYgoB0qwcYcFKEASwzEVw+pRicUoQRl%201dCGyxqBs7qBLW9dy4frEhcPpbURjhSRiEBEYhKV/7hEJjZRW756YT88AhJ9VdGKV8RiFrW4RX0F%20pSgpWEIKhmIUUyCBERsgRSHEIpaxQAJjDYsYKQTRRgZg7GJUuZggzhIxBkBsLRET2VvcIjK6MEAF%20kXCZCmLhBhegbAyEMQwBEtOXm+0MMo5RAWV8xoKgLYGTlEmDIC5QgkOUgAwUWEM+3DGDbCRgawiA%20TTZoo4GsQSAcuIlCFDzgm7DRkgItgIA40mEcpq1hOScggzjgho3pROcf2oAOPFbTBve0wRzmeEIb%20yJEA9oQjcYTLQQk48J5BcMBxGggHrMbxgM2dgwMW4AAWTHCFK4zCDjpwHShS0QPV6YASXaBEDsgx%20u/9QTLAKtJBBQnn3uzK84AW2eAGKijc85CnvRjW66I4k0YAfSc9IRdIek77XJJJq70jckwBKn+Q9%2062UJfC99kpzM974u9elNNN0Sm9g0pJ8UiV9WSIH9WPCJNOygC1SwpzBIF4NjaOEYRTiGDATYqCo0%20lEQy6JAGVyACDomKgrezlO065cBRUapVAThVqhCAgFadAwEGyBwCPBABFOpKAdeAYkKuISwa3tCv%20NeTBMixBECEG0YnlukhCDrtYxjbWsUC0hjWcJcWPtEAkt+JiZjW7Wc521rM5CUpoXSHGOtGAFDBo%20AhqdokayeKUsgnBjxMYyl4VxrLYci1huc6uWkDX/TJAkcwsXUAaAm9lsEgwgwBhkVpnEAMCSsYiG%20JRsDgMNQhgBA66QnCyOISHwgHKiMQja0gY87eAMC34GNAfBhgNqkEwLn0GUC+tAbr8UGAsB8TxQM%20YJzkvLcFtDjCGuD2jbqp4x/f4IM2tPGEx7lnat5YzzgQADhz+KANETgcBTjQuMcl4Dsz8Fs6ydFO%20DnBAAOTIAT0VJAUqdKELkpgQEnRABE10QQccQADtBCCpUHQoGcBjaAINUQbhTZSixoARkm/EPOZB%20zwsLWECQhJS+6nVvpXMqKUuzp2WTbhmmIn3fkIT0UTNN2U19IlOY03QkOMGvAlZgAVpAIWMiiK7O%20/0BAwws6IMABdKBRB9ACpGQw5N51qEMC4MSlRqVjAWhog5eyFAdoQSm0plUAHhBAONwaARCM0IQo%20nMOurpEtjex1hn9F9bJ4tRF+YOSx3Crsq2U9a1rXmlyEneK7LvtZXvfa178G9r2AEtolAOVgkEjF%20BWBwAVJA4mDPlkohWICxQmxljh3rmBwXkYiP6bFj3dYtJEK5g7Y4DGRuiYMKGIMyN8Ri3SrAS3Jl%20JjPFTAIy7s7ZXqZhXQJw8pNLGMYnCPCJJERCHN7wBj60gQ16YAMb7SBDAtrBynTcAR8e0JoG8oFx%20DxggH7qczX1D6LTZUOAIyFTOHkqgTGxgViTxkP+beDzcBh94sw3qicB5+PAA9bBHHGtIgA++g/DL%20YcMc4kDAL8lBjhZ4TggikMHoRtEDXbT4FRIywRxyQARKUIEI55gdpnbMoSqMSIHAE3IZDJEitkuU%20RTCCO44uutEGmEIRUqZy9uSEvZdKye/X4zKUAk8kwmOPSYc/EphySiQykWnMZNpSCmj6pfKxSfFM%20coUp5mwCAcUTDVhAA571DKIYyKAIGPhdFbRQht1ltQoWqBQGLsjoCGZwQ2INADwp1QLY8x4BIkAA%20OVrlAXNsTjcozMECRtBCapWar6mGPrEkoIBqDBEi69phD229fe533/vf4ggRr+EIdwXb/OdHf/r/%201U+SFKRg2EEZyypMkQhPpCIRiYCEKYyyfzVOG7a5VZiPSYQdSAQ/cIELuAGtWIQbIISsiJhu860d%20cBgkSMCIuQEViAMXuAeeAYw3aDcAQK55w4tmaIbFaJlKyplYcIHDuK5+8wwWGIZGWILC8CRC+AB4%20CAGHw4ZtaLgfaAIIyIZ0SAcQEELaSIBc0g2My4ds8Jp8MIB2YBuNEwcNGId8oADmIIMWOIc9wAVx%20aDmXi5sEkwdv8IE18A7zQJybUw8+4INx8IYngMMnyAY4VLB0wIZ/wIZ0iAAPII9yKAcOkIFyEIEI%20CIBSoKdR0AEd6IJX8IIuIILP2QAd4AIZSAAh/8ixTOmxqooB4CGRh8KCh5IoXkCRSuCF44E7JaOR%20GmmABliAuwOpMoHFLrkyK4OpvoOpv6OSwSspktISL5keK5MSxNu7JIHFxWu8OGmzIRmtL5qTFPAC%202AmQGCgFLMACIwACIxg9LfAzOUA9R1EgSDmA3OGAKtAgsaMdTRm73ClH3KGFcaS0UzkCCzEAjGuV%20BOglcCAHUBM1hci+fni+6PMrGlICCcghgeiGVtO+dFGs72PIhnTIWcu+HeqI8lu/irTIi8TIfHk/%2093OFrggqUkiFVPAEJHC2oFqj+GMYAoSt2UoEQvAEP2CEE0gtP0iEG6CEDXABP7gBBvSDBvSDn//0%20g9G4AHJTgRuIgxtwAcAQg3ZbGZaBt3hLjDHoC3trJHyzN56ZDJ/pt85YAqB5wSVIghLwhrqxDmy4%20gztYgxKAgCG8AxC4g3SgjfmCQlyKDV2aAQ94ryiYgXZYg95QjnB4LwighRbIhluJB5FQB22AB3hQ%20TOzwBnlgB/VoAw+bOXOQBwyDMHPAHDbEBj5Ihzp8gKMTPg4QA8+RHSGwACJQTQPRAUacsxw4AUzQ%20ARM4gnAQALnKFNvpELMrg01sKEOwBeAcHlJEEV5QkeRBMl9QshrREVa0uzOxqfTRHlzExSwTvFp0%20Kb6rTvUZs198qcNzBe9RvPdZMzWDvDBTkzf/6ZPFY5MUsBJT2IEZo6dPzDMjwMYOcKoY0AILkAPV%20K4PVIxHXswCsgqBRsaANobRyxAAOIscNQisZyAFwMABLBKHbFL5zqKt9XEhT6yuAtCGBlABf8JUd%20QkhqecgTRdEURVGO+IiQyMgXhdEYldGWAAqODKr2wxhkQy1PMJhVwBhSSAI3YpgC9IMdgISuSIKk%20gQFGGIQo+AAyOIQLuIBDYJxDKA1SKiUSaIJDOIQmkBydRAJCAAA/iIQEAIx2iwUHAAwQHMFpUC7F%20iARgWIzoQiQPfAPkqgzK8DdOsoIZFDg/WIMD2waGwwZ8SAAy0AAQUNS2hMuw2UtaUo6tsQ1O/2iH%20PlAOD5AlvdSAI6AAD4iC+wImbVCHUR3VeIAHdngCeIDDx1SHbGKHcfCwbTKPJ4CwcQAPbsBDPuAG%20wYEwb3gAPvAACiiHI8gBMeAAVMDHGCiQ1eyBNCgqHciBOfCnEiiHtRKA2ckQSdlNq+LWF8CCtUsR%204yxOFkGycl0eVWRFRXDFIumTRpBOWaRFWuQyK7HOW4ySwPMelspOwmOTMwEpLHMpJmGD+XkS8jGf%20vWvPNVO8NxESJkkDBqECKAAC0HOoPMPPDoiBDmA9bwRQEJEBC6CFAS1H2vkUs2pQRBOAKhjHDTqV%20AJABLJDQHNOAtkIA2xCADGWh69MHS/CFBf/w0FQjyH6ovoRU0aI12qOVtW64hlyb0aZ12qe9yKBS%20I7EwGEjwBE9Atj2AgA1wI0jYgZdEAohpST/AyRuQGFJwgSbwUr10hwQYhNMYhDWYAAgYhEGAgA8Y%20BAqYALdFpbltgkjYgEgoART4AAdYgw+IrmhQU54hBHhz0zcFgMWY05aZBEyArpf5maHpDK6MQQIg%20ix2gAAOzjm3YhlaCAHcAAXoQwnTAh9jQgJBrAWQ6h/vKGlo6AjKIgtmIgnE4jhbIB7bZA1rQAPHK%20goWLjmwQB/mQD2/gg3joG3EYB/egzDWIMHE4D4d7AG3gBnn4uQTwBodLAGM9gRgohw0pXxn/KIXR%20IQJF7J8u0IRI1AQdmINyCBtM0RCx2k2zewFcgCjg/NZRBARSNM4hqKi4c54vWMVWLBIbCBI4SR94%20nRLqBJ/s3Fcl2dd5tdd9bR8xgxMp40WRAjMmOVguYTzKex/zgZMU6JLIizzJqwAe8ALXsYOJdagX%200MYOqGFvfQE5+J1G+R2HKr2PPdlNyZAEDYBrFQGualBxfFAsOAcD2BByUBVY+SDkUz7mi5ZqMLWf%20RbXpG9qNEIjqM0ikJeMyNmN1GT+KhNo1ZuM25qyyWJiuTdImmINEgAEygIA5qL8CZAQuXbYzioTT%20uICa3AEkYBoIgIAZuIMZiII1oNsEyAd8/3AHoPuBp/kBfJiBH8iHGZiBfHDbJhiEqXEAeFBTyPiL%20N8CESYhct2AA5eqLyOUC6JoELpiEdiMESbquzthKFpDBGUwDGuCusdwGAtsGqYkC8lqv9brL2vDU%204BhMCGiOELov5DiHjculI5gDRAWw4E1keCgOeCheb2YHdkhe5uUDb0gABAC695i51oBecXgCbTCH%20N5SHbKjZBIgAzySHIyjNFhio4MOAcrCAGLgCHRgFKgCFo4pff9KBEnArD8gxC9KQ3OEdtOtEcAVg%20QDBOFUmyGVlOBF5FZ1AEuwsSPonFI4HgWqxXCXapls5gXlTpkWKp7kwBG4CT8jw8NgATkf9aPH4d%20EjBZEyIJCi6xPPKUPAmAEydZgB4YBRMAghwOtA7oAENwKCd4AUjRAi2oAhDxVkMovXca2bHjkARF%20NBFINCMmRw7CggDgKldJFVrBOHDQRxZaSIHAAzUAqQ7l4mJhEh5QBF+IFoTgxzMm7MI2bFKbonBw%2048Vm7MbGF1IgwERgCiTYgD1Q29ttAkZghBKAgZsEZTIgA7tFgdQYBCu10juOgh84ZnqQZE+GgB+Y%20gXXIhnyAbXdwB/IKAXwgL4tzB7odhB8oALlxgA8gAQCIhHar052ZBFVWAUOK3MiVZXv7C+r6mcLg%20DBgcuBikAc8F3bgh1CiggHZQZg+Qhtj/+I2s6QNTyZpzaA5gguY5aIIWqI0oSIATmIPlaIIjoAUI%20CIXikMM3zAZVfYJxRlV4kIfJrLnvogBU8gZsSmd2CI/BoV5vaANvMgf+IAdZEQO3CoMw0DEhIIcE%20MRAq0ARMyIENkM0NOIFXQTROaDSy6xAOODuz+99KMIS12+jiMUVURNcGcAZTcAYok7I3MelGoIbC%20u85bdGmXBsYJ7jsmv2AnD7wFBhIGXjM6cZKfQBJjVMbyZFjztDyf6lfwgeEZLj0ctuEiuAUcRoNK%20cCisBpGtbqiEahQLqAIKiiAjDlkFtb2CEjsOwYIWEAJV2ZBzEIBxmFAEwNlriEihNQg8/+iEGTGD%20eqihVkiBNEiCNDCFVrghG+iBGcED69MIHTrsUjd1Mk5jG9A1x2b1Vnf1maC/q/UEAjyBfCCDPYgC%20MoCBr20CMjgNPKYACIgCd2jkH4CAEzgEKIWBQ9DaRLa4Tv64SL6DdeBktMGHdbgDejjLs8TkT12D%20GQiBEMgCeHADLohcx5iESFiZxtgLt1jlq3wMxih3Bti3FtzcRhA4GSSAQiCANDgEbwiBOxgvrGGl%20fOCEKOgar8k49P7UwXSbI9iDYNeNKGiBPVAOWqCFUICAYsCbxiS6VX1VVKVwoKMABacABJDDJ1hw%208+gOb3JDcQgHcQhNxCmH0qzWCPBwcv+4ViGIAR0oBRmIxGJF8Q3IAbfSgNv0ADgIhR7LnSqo6EYh%20kf79VuEJVx03RRpZRR9XBGdQAx5pABughhSgBlgsE8KDYC37uyW3TrUXnwmmV5iGaS47Ewa28vJk%20A4EdT+pRxvJRxqCWPPiJE/aBRS5xElPoASyQAYfqgAGQgy04ABymahsGEYby2Dq3AJFdRyMWx7Sm%20tAMQFQFYAUwJACyoAhFotA8Ch44TgVpJiVzZFeabliJKYzaoISu4gMcRhxJIgQ9dAGNwBEYXCHvI%20vnmYiFg79eNH/lqbSFV/9eZ3/ucviaulBBjYgKvdA0aGgD7o7PtjBETGY7nVANtObbr/Ta0mgAEk%20uFrUSmRMXqVNvnZM3u1tl39M7mRWuoNwD/c1IIG+8ECAcBMJwBs3BtsAUwFgkgqFk6K9ecPF4BsV%200y5OY5FxyZKMGll8KkSDEAVv2dZ5S6DBXT4PUTRE4fRSQ5+XEDTIlHluz5w5R1pACJpgRpQWQCH0%20KQaBViht/9Rpe+LNm1RvbcS1YcduXNY2CRKEC7smm9QWJ05QGDcuXIInT74+wWYOQQJyLTigAick%20AjkBGASgy3FFzCYimjBtuMClBAUECDQI4MQJTihwVUJVqUJrgIxkZT6/KIPF1gtDhiqhBqQakLEh%20xhQo+NKggTNFipw1kNSjhyRTPH6n/2hkoxGPRhKMS0iuXAKb5c2ZQ38uHXry5taZs7GefTr3696V%20u/ptw0YKGzxS8JBgpYIE9uqTu3ofX0L88OlTxOdhJf3+/fbtM6eIJERYAEQlB2yxgoK3GPLCC1qU%20UUQVA0A4gIUDWFBFABbIYEEAf2EATgABnBNAFRxoiOKIK4IjgIsCBHBEACK8SI4G4HgQhgec/NOj%20jz9ik8MCI1jSj5FHHnmNJY58wYY/T0IJZQolYNNjAp9EmaU/SixgjyPXINkNP/2A2Y81/XSDpJpr%20stmmm2/CGaecc9JZp5134pmnnnvWeQ2TNpTzo6CDElqooYcimqiiizLaqKOPQhqppP+TUlqppZdi%20SqgnSHjCSBNzeFoTBE10yggMTUQRxSAQ5BMFBAlAQMYJh8AAww0beEIKKZCQ0imrMwA7Az743IEP%20sOvckeywxRo7Qz7C4oPsHSF8A48bXBBkEBcqTGKQQdEAsBAAzXAbjbndtlFRMwRc9BELKSzBgrws%20EEBDIYK4EI43d3iTaqsy9bHjTBoQfM5NBPcBwRFH7EEGwRpAEAU+RQXVRx+h7IFMC+k8Bc9UbrHT%20xhprtFGyD22o5QNYbCEwTjbs+HBCCZuIs1YCEXgT1hPcPNCGY+RsIgMH5AghgBDkoFMgEWLkoEkX%20SGiCBBccJOABApzsKEAocFCmoYn/nckgw2dl2EK2LaOZVslqrBnz2hey0XZbAz0oYIwdkizAg3nm%20EccDNRKktxx11Sn3neGCV+ed4tdFlzh10wH+G3Dn/ZYcexU0554Vym1u3OaupAB4I/XRR196rhCH%20XnI8LGDHAFhoscIlK2yxRREdaPHgAHLIUUVoF1pgAToYJK1hi+BUpmELA3AwogW0jFgZOOCs4BcG%20AcgwIwIvTo+AB0LwaCg2cyygwDXVoHlkN93Y04kCvjTgpJZPulKCU9+Es8r8UCqhyAi++MIeaEqT%20kcZkJj4hMIEKXCADG+jAB+6pG5b4gg0okKkLYjCDGtwgBzvowQ+CsFGeSIUn5kCG/1g1YQ+xggEp%20UHXCKPSBDAlwVRMOwQg/JGJTSMjhDnZlCl55Yhe/AtawjOUOIhZLWEmURj6kQcRlUSsEDohGJN4Q%20DTcwBABuaIO3JrEQFZALANGIRUTcwI43AGAMF4nXJwjwiWl0ZF4sKES94vAId2CjVd5oR6pg0geZ%20IKwPEAsFBIASihb8BCgwhFgUstEHoNCkD3vABS5oMQM+aMMb4mDHE162Bh8gQGQ+UFnIfBAWtrTB%20GxEIGQVysIlxPOEeFPDZJtLChwdEIAIIIMc5OJADVLwoaTIoBRFKwYUupAEUcdDEBvQVAQ9AczJc%20k15mMkMLCI2tDKEpg2lGk5rV1P8BNm+bzWy+8Bq7QcEMpuBbcdp5nMAhTnCHg9xzCFc47ODTcIpr%203OBWJ7nIpUB188Fce5azudLlx3T7UU87UYce4KhOAjaQBBYssIXZbeEWRdDChYrAOzkMoAwcHYCG%20LHCA6qFjRCKaXgBERAuhaYgWHgqAi7jmFxFVQQZV2B73XLQjBBwKGyUo3zXKlD4y4aEBtpGAEvbn%20DytQggJrSEAJUuDUJ7GBGrfxBQGRZI2vdhWCYh0rWctq1rP26U8WDCFb2+rWt8I1rnIFYSJIkYgm%20BKUYTdgFGXaRCkg0IR8WgyEZyFBDSiSirovwRK38sIFE8OqHJMRrPirbRGE5q7L/wjoitIjSB8s+%20i1jY+MY3spAAElRxE2jMlhtU4QZgjMKLYFTBFSHiADdEgwugYNdHQsKCRsBLXm201yJKsC+VGKsd%20EHtYTWTSDpcMEiiIJANQPvuwl7SgGBooBi2QgQtk0KId8MiGV8QBMpGVrA2jPFkbwnGPe/hgDePw%20hstghhac3YMDYTkB1czhX3OMgxzl4AAQhvYXC3BABjHIARGo4AUagAIJFyjBGsyRDQ+IQDJwEADX%20qoA8E1UhGTLgTDY/Y4tKmOY0q2lbbN7m4rqp5jU98IINqDEeybnzOPK8Zz2/07h6Oic628GOdvY5%20z8HNB3APjWhBMXe55Bz0PVaI/09/SBc6HoQHdAGF5wKGAIfZ8a4DhujAADwqhwMcAKQjtVDwLLAC%20IVxvRS01EfbK4CERoahF1fMLHEqq05u6SAN9AZ8AgjpUBRTJSF21RCcU0dSr+qMVn0gCKUBBg3pA%20ektKkIACwvrVapzpqGgdNalLbepTx0mCFAzHXFvt6lfDOtayvuCu7ooMFe6BEabaFQyQkirD1krX%20tZJwEwp7AgjgKrGMZQQyUmWxmjyrsqmadhSeBayEQaAY/ppBskibhQmg9g0fgAgAuHDF20bDi5MY%20RTOaURCImBGLDJgGu9oIEhZwJI70ogELkrABb2ADVvloBx9pcshQ0EQD7ZCGB/8e2QJaPLwJKYxY%20q/oww6DchBZ7yNh3vRGVqa5BKigLmclGabKwJKANuVTlWzZBjq2E4wSb2AR/wzGOCDxgLuUoRwyI%20EINyDA8VHJKBGIBAhTTQIA1SO8E4zPHcdnACJ9NMXjVJPLZtlgY1p/nmEFr8Nl+0zRirsQMUetAA%208/wGuJX7GzztGWTu8LOfjBuydhy3nbvnM+7xtM9DD8qezLkHoaUjDpUB5x/DY5lyoVudJDAgggG8%20gEJOwF0R0AyHZwwgGWvGEIYwAOcQyRmnMsACB8ABBzrTdAVwwAAcDnCinKq0RS/CmouCKiQiseka%20eFBEpqHUCiW0ovdQ4nRXP/3/VUWjOvnKXz7zGegnCq511tKfPvWrb30Q1lrXnkKGqTxR10QwIijA%20ZuyxYVXsKKwhCj+YARnmsAsYzAEZyIgYtpHy2VahHwIUCAoF7v/IE0ZMFMzAOtADPYQAPPhAJESC%20GHwLGqELbnkRF0zCKzSDFuGWGzzBtezWJ9zbvDTCEsBLRvhWIRDCD2TDD8xQtXlAOyTMxtFCIXHC%20DOzIUpABLRwBLhzBCzlLtc2ABgDgJG3cLjBCO6jDE0yVOHhDyIyDVixhyYSSV5hSy7iFW0RAAmxC%20AiDAGoQDB2xCOHRhKMGSLu2cGBABFggdOqBDOViAGMiAYTxYGnRBM5nEOHAC/9TBASdoDRxMTyiY%20CC2EWOaJjYmZDWqgBi+wBmwgYtsAAi8YQtjZgQLMmCLgWDtVDnLEUz/l3eHEU5HRnXbkwY8JGd0p%20R9slR98oXkGxwd+9B5TBB0MJXnygR5Zh2UNFzgJgge8YQhEMQINwlBxsQZppQTCuWQcomPD8BYwY%20z4gk2J8JADi0QEvdVAC4HocgmNdMj4sggAjQSKGJD/kgWu7hwQI8mvCR45NwmlGZiTWAGvI1Xzu6%204zvCo6JNUAVdXz3a4z3iYz7+CCmYAinUSqdwX2Illj9KHAxQgif4irHkw6vMAEtwm6uQwR68oAph%20HMZNQE1EAawMQmGhQBOcQP8xCFZEAmAUuMMdFCBKfEAkkIC4+YC5DMQV4dYbxBZDNEMcwCQGOgAX%20zFu7cCAHpgC+zYsbEQAL7IBURYE4REE7zADBcQIiVRIt0IIGLOXFGIXCpBAk+QuxRMERNMF3Zcwu%20IFY78IEmrQE7JCHJkJxWpJd6kcM9hNwTmANcsgMCsMUokQMFUABbqMU4OEaA7VwMlEIMBM/wEE8M%20iEEpHN0npMEOcEEC0Fc0cUIoSFPyWEbVhY1naFNmnlgl8ILaAELXJaLYMSIv4AFoQmID+MYkpsdq%207tiOaeLcheLdZQc/Lc5s6hOQKQd75EfqUA48EZTmcE4rJpR+YFnq1Edvrqb/FDiBgo1YB3TAg3xU%20MIZGhcSAg2ABFryABRiNiESPZYSNnsHIipxeFbhe2OhU86iUi4iAAYQBHhoaUYUakljC7pVjffqD%20BIwA+qRJWLFjPPrnfwIoWT0foOhjgRrogSJoCEGWriQCDHTKLnyfrnSKgy7bHuQDPlRWUAxLsOAf%20xjVMrBRWC4QoBExAUJyARzYBDDACGYTkh9LEhSbLOrzDIBzCWbiBD7gBGXFBQeAWuJRbGjHAA7aB%20A1TEG/3ku3AgvgWXvNRLv8HACayKws0AJ1jMUkBcIYXCwmHNTSTMC2IcTORDOtDDDBxBreDCHuwC%20L3hCD0TBE4jDJlGFVSxh/8plhSqklw/MHAJEQFyagzyYg8gggMqYksogAFy2ATkgqoCVQwuIgQWU%20Ayp4HpwNGGKCQjJpAoWNgzh4T9TdYWRSBvJMT2YkAyBiU9l8xtYZ4mvUjdgtomkYAdvI2Bd4gSTq%20zSQCzq0GmduBIj0RTo8RmW2C4q7+2D4hDuWQh340WeZA2UGRzuf4x5WBznlo2UOlhyJQAoY0CIW8%20AOUlQwfYQgeIFDG+ABoAgRMMwRXEgDaGJziA3p25COiNyAGgntiETTLK3no+QIYFlTc6gjWElT1Y%20gi+Io32SowQsQz+AGn8G6MIybMMikKrRI6ZsQ6JM7KFUbI9cbIJq7MZyLP+meAIkrAIQ1QoM1BUk%208EoOIaSKNsERRAxSbKQA5sNXOJv4FZZIStzNUtdGngUZHIIfPCkMxYpQfNYARks+zMojPIK33MMb%20TAIXxEJMolFDjMEY2KQDOMCQukEcjEFAce28pIBH0ItvpUASEIIJUYAG5MNyEYy2CRJNyIQ04EQP%20QlIAJqVJ4gMuJAIlnOn71UoxiMMamJc2yMMTdEUWdgVXjEMC3MMVukU2REA28EEElAwWQmHL4BI5%206Bei7lwaoqF2CsEK7AMGYK5uJcGlzpKmQlNkaBjXsKtlYEZmjNjYYBOEnIYhwqpqMKJp8ELYtUYP%20fEEq0Cra4RiuXiKPCav/sMpmHsjmPcVdbQIr5BSUBKAHehyr5Sjr5rDH5nTO6QBOfrjCs05vQKFd%20ckiCTmGBEzyIgwijFngruGqBDBjBFVyBHUhBD8hAGBjACpRIS1nGiGAAiLDUiGgImpmnh2EAH0Kj%20CDyAATCDENjekBRJN6AP+vTDfDoawQofpyFsfManw3rwB4Nw7qmVpXzDxGYsoZywCf9Ixp7wP3zD%20oLzwP7Rwx9JwDR8oZK3CKvRKykLWD0HCQJLQQarsHrQAMpTAzeraIZAB0FIXChkWqCQxMpzozW4A%20DFwAXolfRQ7tAK5BCczMB4wMRTDtuz0EAKgAA1BgM0zEkF4tAKSBkQbH/5GCoL7JSyGIBBKcQB+5%20Sij8kQcwHJUuBcLABDMIkq/xILHQAz74lSfIHwzswi7Qwlc4Jh9g0hNoBckt4RJyUhWGQ6FK7iY9%20wBNkcspQ7hMgAAeIQTnUxT2gg18gjQX8L/EAXTlgQhy8Ahe4pTgkgDg8Vx9ERh9wzTS13niGWGdk%20XhlQCNls3e0agi2k2KsCAh60jS/4rlKpZuUEDjwpq64eGdzJ5jc/r2vuKjizonL0zfSeh/X+nd+V%20jvauInGizrRu2ZWlRxo4gQW8gBNg57Y2CO6sr+QpABToghn0ADo8wAMggIm0boZMD/KEiB7KK3nq%204YS01F9wJ03hq752Y//5OIKoKdrujSMGX5XBns8AGUkHh3BKq3SAQiyrZcoMr7CgpLBMMwpM2/BN%2043T1pULImmyDImTJmqwPBTWDUoKKMkIVJwKnJFYTwETQOnENmQoMbMAh2FAkMEIkWPGp1CwAFtar%20VBs+JABVP0I4/MAa3Ki5jIK5ScS6gVEzXAQAxMITOEAGakIaTAPXAte7LMEHMqlw0UAS+EECrANR%20QMxNeMAMMAPDeQAiZRch9QEL3kS1WRs+0AMI5AMjNKjGPTItaBdcqEM8YAM8SIUlX7JWPAEmhYxJ%20uGkCwBLiwqUpj1IohUMO5AA5+Ew5ICoCEM8xoMM+CJ0FoEI5iIEmXGr/ytGFBzyT6toU17De1lST%20MRtzMnhGM38Ta1RCMOquIWaAqhpDNacmrf5T25Hi2yFvrw6Z8iov3jFOr5L38tYddbgHLJ4H31gO%20PmXvKpJO4vkH4Z1HQEVreJiHInTBC1TB+W5rabyALazvSDkBFJRdA+gCBhhA/ir09TA0i/hFM1ZB%20hvxver4rOEAPOKwnM3DCCrynAiCs+oyJ7g2sSEOawSZsN8xDiqOPAa30jeM48w1o9F2QTVssTed0%20kAv5xoLsD//wTy/orqyCKeSwKTh5KkA5KewAY41QgyJBKsBAqkDAhxpWIRnxyB61FSOkz+raHEhc%20E5/oCX1FNiBbjZqR/8icdbhEQrqZMSiokVuPQTTM9RNEQxzcdQp8QnDIS3DsdbxMA1/TwCcsggaA%20AD4ol8ZBACc40cK1g8K0gAacA008F8FQ27OYJARQAiXsAnftAi5k21eIAzxggzqoAzbIg8doElYE%20LjbwQTZkgzaMpVmGzFeMgzx8XFiAUn7dwziEQYAh6j6kYZsdA3ADty+VwgmQg6Z6z3NJhjQtdzBb%20xqjSgnQf8wDYAi4sMyCgmIJrgTMbQqqqqjhZ8zWP4nhHb676mG1y4rxfR+C5x5M9zrAyhyoGnnHw%20x+QUR3U82ZMdlDsTp+nM8zzrTXJ4ARFgDxA0pyGcwZgFI4VwVAecL/8USIHrvJkARLQe3hnqHXC7%20moi8mt7/NjSJqOc2nniiGYk9iInuXbCLO9WmLUM1rE83oGOO83zPnxrE8vhLX4qPD3nRG/2suYIO%20f99AMigp5PDTO7muJAEkRD0S7EAqUAKoUAJTQ+QJdTUKVfHIeh/KjuwG6NoJRGQTHHH54cMgwIAX%20+wDhwpdZDwRBRMIZt9s0qNEYiBEXjcInNAI1NAJwAfq7pIAVhOBPDkPh0wAHOPoMPNIRvGAd+rEB%209AHEtW0UeMDDBAWnSwMI3MEeUAIj0MJCTtILfoU7ZMGq94g6rEM2vIM4vMM7sEM2sLo22DqtU4U2%20sIMWXiE8YNI4bAL/YfgAorbBA0Tuz6ACB6ADKhxDDMQAKqADB8QA0XEAbjtGNGUNHlLGhnHYAVfT%20ZiSDqAaiM6cGipWB5pl7Z+7uOXX3F0ACeEsOcRAvfyBOlF2OvDfHJ+o/QEhgM5BNHoJsKrCRsFBC%20QoEVBDZcCBGhQoQRFSZ0aIUhx4UpbKTgIdJKRjYcIXaUwMMVSx4jX7aUOTKFyJamenCwUCbAgBdG%20DBnqoEVLkQFaBhywAASKFAVEXmCQc+DAADhSDwTQuhVD161bwWEAKwAcOAFn4cAR8I9tW7fYciwY%20YalfNWv9uvXTdw2PIiX+AAcWPJhw4cESFFTD241fP8ePGz+WPJly/2XLlzFn1ryZc2fPn0GHFj2a%20tOZrjr7YKOeWdWvXr/9tgz3btWzat2Hbdqsbd2/fv4EHFz6ceHHjx5Enb7uKOSRSiRJBWuU8OnPr%20pkh5SeIl1XZIkFIhgTGHTHkNEM5DUA9hDYQ9TRhtiH/BExLoMCh58gQDBqMm/+eQj5ETEsCHAhhK%20EAOBJ9rYRAw32oiGi0kmVEGFNKYZI8NmQAGAQlA+acQGahoBaRUWakoxhWk+YcHFFGg4oR1pRJiB%20EwhoQa8PDzxoJ59zyNBAgyg8gIACIcvrIx8P8gGBniNg2AMCToppYY89NPhBnGyywEadb/75Jots%20vPEmmwLM9DILb/+2JJPMNcTx4YQT1sAmnjZKwCSHfXxAIIIH+IgAAQTKQYWDQo+JIQZU9kGllFKw%20ECMABDxAQAAPOMn0LAHgACetT8GpQtQqkqmCFlGTKQMXW7CoxFVDyigjVVsMqYQXXgAxxhgFFNj1%20C2cUeUnYl1ZaiAcJXFnII4kkQGmihmbBKCGLLMoDI4FmsQiibSXiNqNnt6Uo3ItSalYlmGo6VqCK%20uPUo2UYkaMQKHuZthN6XUnAlRVdssMGUVIjgIAALZDDECKCIQsooC+QYwIkeJJGkjkoGqKKMo+DY%20olOqAqgigAM8xQCcAzDIKoCytCqLLHA0QCut2bCZYwEFLLHLmrv/HOPLL8N47pkwxPKyDOfSiC7a%206KORTlrppUPrxpLUKDBONjDBZEs23trCWriq2eJaN65n0+1q5cgu2+yz0U5b7bVXccWVVUiJ27q4%20IXGJOewgSSIR+5BIRRJPKPGvBSHRi6IPCBKAwPAEyGhiDkYe5w+6ROgDnL8NAIThgvGOgKAACjYo%204YQFVREDkzfucSOaNyLhQoUxmhlD9tlVGAWAV9Kg5pNPqAmpxBRZWGKaFFx8kYYSPIiinXQ80CAU%20CELpY8cZ2sHxHAgQiEKDwfs4gZYo8olCGhDwwWWOFtCDwMoWopjBG3iw8ZJqbOB5P4Qx3VlHHW3E%20SeAdb9jhjTYk/yABPjDdJuRhDg5wQQeYIIcqVPEEeTxBFQjwQaFQYYEMxqAUFkCHBUoBhFLIgBwe%20EIEAWrYpAXCCU6HAQKdCFSpRnWpUpopVrVxli1jt0BC3AsQPddUrBUAMEsEalkuMxZBiMaRcz7rI%20RaJlEmxNMVsE0QizHFKRh0SEItfi1kK+lRKIeGRePAgJsRwSLiU261httJdLRtISm0jAFKbggSmo%20IANwyOAFBhOKFoaClAEUoQo+GYICoAAILBxlhwe4ygE89pWyiKUrIktZyjYVCrOcJRQHgFkJZnYN%20uzzGGtW4Rid25jNV8gwxQuvH0JgWS1nOkpa1tKVnTgO14cQjNv+x+UbVeNnL1mzDNrzUWm66hsww%204WZsvTzm2qAZTWlOk5rVbE3bmiOdu33HOm4zBSS+6QVPmIAS+IEBESBHCwqsR3Hr6UMU4KkBMuzh%20CEdwHCMocR/+xKc/c5oDDJBwgSa0gALZgMAGTrAJHzzBgJqIAwkS4AYxTGISrwPFGNLQjGk04xUA%20AAAXRoE7RSxgdymwgopS0IglrKh4MNqAkDghDQ/0QUg15YSNWnCE62kgeejZHgTe2T7ywUd9ECAD%20+iCQj2xkAx4hUAc2qKaOdbwPGyFgkze0AQ92JEAcbGLHVilwjxOEzgf3uEAcNFGKe6giAhBsQxuE%20cMFykAMV6ED/BwePgYpj5KAUOSgHpQbVMiGp8IVwCIUcwBGKKih2hqNKRqpUVQks6PCxsaKVD4EY%20RGP04FdGPOJK2rhEjzSRWVIcSEMsEsUoWqsiFtnitk6bRY3EtltcrO0X11iikIRkIq1tyBjV5Yp6%20reSNLYljTfhlg5cArAp8fMEZ/tgBQ7wAKQxTygucgIWLMfIFL6gCVUamlUiC7CoYOItYOraVFa4s%20FC2swidnRpfH5KUbOvvLKvF7mBEEbTJ3geUtARxgAQ+YwJlxWmrCURxufIOY2+BaPBiMNWJ2rZms%20KWZtsPEPdfjSasn8RjxsAzYLO9OaJTbxiVGc4tu47W3W4cF0/+5milW8eBV1NEUSPLGB/lCinCYg%20T3mOip7yKG5I8FQfkN+zAf30hxElYESTW9CCJuBnA0GKwjpagNBNIEAV+yhFHMagiWh84AMuAHMz%20GMCA2KVBBR+l0ChAMQ1q9G53v0uRSofnohaZAgYtIMM5+tAOTElPSDsqUvqG1LzzHEl7HsAHPdoR%20IKTSoqZRcNM6qrrhp2ZhHV1aE5zM5I3/CbCra9jEJjiACUyUgAs7AEUciIAKVbRhUG2IwBMQwAFy%20kKMcdlWGMmJwDA5wkIQiQEAKW9ZeFYJKk6FibA2bWwZbVEKHsiKVtC+Lq8wKsQcNqOMRhcWQNi5L%20icuC7RS1GP/Fg7Q2W7P11kCmBW95o/a2zGJiGM1lLJHsWyLssvey4HUvgeeLJsh9CU5yEIPudheQ%200xXKIKlyABnEQAsWGJUMtPCCin03KyabZFfOi14LcEAGVdjkWcwSik7BLC5zuQZe8GKN+uJBDWC8%20b2Fa4Qoa7DwFrVCltRThi5dTRuYyL/DRkZ50pSMtlzaIGnCoxo3YONjBUoewgy08YRAL0y1bH7HV%20pgb2MEndatwIMdmzZrUNY/0fVlfx2+Eed7kjh8V1v9uMuVljbH4zFYDL597EMwd7/gd9Q05AULW3%20Hj//BwY59s9//EMGCJyACDCocgLasQ4yXKAF99iHKnyACdz/CeICH4hGRQUhOxV01EMUAoDtgoE7%203tmgRSlaQolU2gg9u4gSOWjCHs4hjRlIox00FRKRDIcACIRDexS4HgVoqqR00CMKu5jDkM5zHvS5%20wx3e6HQIvAT+qsavfu8QR1fLVKa3AvDUjxBDnjQBCi+8ggsc6FOf2mAOPpBD1whARV376hjEgIOI%20IAfIQQSaBwE4QQMSSwPUIi0E4IUOS5NCQbEscIYsCxdkpVQgyxam7VZ8SFd2xRi+oAE8C19GolhC%20a42aqFzOLYuoSALUTVq0pQbXrSCmJY2wqLbyrQJwiyHeSCSI5SG0KN+QZSGS5V5SAFlUxAZWYSH6%20hQe8gAiw/wALgiKQpIu6BmALqcIntFAOCmm7qgCxQKYswiIszKuSwEG8ZEAGckAGAmBTWIhT4ABm%20ZIZmSIm++MIXRmAEGiAPeMYKkGAT1gkTUsBnlMAG/kAB7EFo6GvpIDESJXES5+tpnG5rNKztwG7C%20woQTs+ZrZAPEtgHtrMaYOCw2pI5qpmYVNTHtwm4beOkboCqZ2g4W5+4WcTEXc7Hu7EbGUmAV0gCc%20aCAJ8uUXaww8UiEZSSEVEmE8HOf3/OyoigGe4omdymMPGGFznuzJDqEJTmAPTiBAGOEIKKAdsqEJ%20LmATyMEHuowLcIcAVAB1SIAQVCAOPOoNoiEWVgcAxuAV4v9gFEZBF7yARD4hJPYl91ZKzz6BEpqg%20nlqgDzJlpgotCjgB+Z6HcNbJpwLtDtIBAgZKeaJAPazkBMTBHbZkHbQhC7RhHZpKFtdhqbzBHdag%20DUSNJt+KHcbBB05tE04gBzaACkABFEZBDPbBgnzAByLAHMhBDMgh1yxgKZSBAwQQCHSACMphHMbh%20Uo4tFMiBk1zGhRZrsQ6AsRSLFlJlVawNVbDtVUJQBHlFErztBGNiBcdNiVrwWk6LDaIlWyTAIAgi%20D7Kl3Yjw3QKzIA5CtlCri8TIicAFCfUNJuAFMd3FXHgAXopLWJArBUzBCirAFJTLC0ygVYCCuhJm%20KI5CBir/JuNeQAy3sGLAayxBZixF5oVK5pIGplWwgAPAgRMQkIVeBjawAZQUYOj8qxFzxhIcYQTY%20gGdSoAQy7B8SYBV8phUWYAgcQTHsIS/4gb+6oTsp8TvBMzxrqelWAziICZj+AcRE0etEDMI8bOvE%20JjaCieuoxi2qhuqE6WuyRh2wbsOWqcOeSRcFdEAJFG3c5sWKUTNXwV8gIQ2+KQlcoQKYQ1++4zlS%20YRmZsSGbbA8kL8jAx3AIbT3KgxH4Q3Muxz9KAECajAzWYAZK4AIoYFDaMQ5ABBRQQHUm5A3w0Q14%20NBpuZxqmIQ6EQQzEQBfSoF8+4c5u7/amQfeIpxAu4ASi/6wFdkoDCI2mCicKzgF9EkADzmGdQlID%208AEEZqCeFCd8KOCoyiMm3yEbXhIe4GGptEEWywROs2EN4ISA3uqt1kAn7+EoHQQTNOEVqKAUUGEd%20yUEdL6j/LEAMjqEUojJRrqAqA2AcjI1SBKC9lI1TOAUDmm2xEuvZro2ykkGxOtADK6GHbsUtfcUU%205FIIVXCNZFWJFGJdFIIvTQsvUcu10ugGfTXexMW2zKVWF1PcjpAm6OW3vmgyPcKN9IUlVOQmlMsM%20qhAL0GC6EiZbX6ADBsACTrM1W3NUHGlcPZVkZnMrylArZKAKZQADPIAZROCEzgK+aOZm+sEeFOOV%20+uEaTv9DOXnGFUpAG9giHD4BERegDq4T5l4pL+zhLvhLPCE2YiW2aSzx6X6jwWhx6ogJ7bDm6pJJ%206popQH+pw37pwzAWTMxOP60mwnjJ69pCxAo0ZmV2ZoVDX9zmF32xJkxh5+qIBvLlOsDpORLBCxKB%20GY+gcXYhyPwMqMInqPogcYyKDPBJc/RjP+RDPrzxCEqADMDnRcNBRvfhCl4BRFRADBxAdaKBR9uA%20R98AAF6nGT7hFUbh/8Q2DXwWpRBSpWqCBqI0fWgBfay0IhcwyoRkSwsHAqq0D/DhDvLBTIdEfaJs%20+cjEHdw0TicXfrLAHd4BfuBBHPCUAjYhAd6qgMoqHGj/razEgAviIA64QAw8jyfFoAXK4a8EABXE%20YOJKQQDFgAi4AAvuQdAUcAFPjlM7pZM8JizhICxNJRlkQFZo4bBGFVVtgRemN1dGcIi+wFXBLdyS%20KFmNkInACCNqUFz0snyr6IlycF3Od91m61c3Aoy8JXxJa9+WECUuYlk8wl44Io7wZd/kyIz6pQua%20Fwv6CAvLgCgWbgAaBuO2UJAqJim+6wxHxoXCIiue8mNSprl0kzcN4IQekOXkwhJuRjsdQ+Y6QQHq%20wAyW0zCs4AK4ShxK4BB7JhF7wBfmgZQctoQndod5uIcro+ks1je4IR3GYUu+xGrogR5AIALaAE7W%20IArw/3Qmscob4KRLYgMbssFzl8pzPRcBnHgN3KFLIsADxKEAjpgbDKAdfqAAsOEBRACKfwBPvTgb%20QoDBNgzEQKAdxOEHvKGOafaPATmQX0NFVuETFlS4UuAT6qgmVuEX3cY5SME5+gY8EoESjKoJDkFK%20jOpoiwzx0sOoSPTJ8ANw5IM/SgB9oiwf8qEENiAcICgM9oELvCANQOEComEN3sENHCCXe7SiLmoB%20OIQLGKUUBjUJaABFUmBJS2QYSgRFaAAJdEp9ciR6KNJwKOBvtec8ziF7NGCdzqMd7gAE8oGejopw%20AFcDXvJ91oElX5JyOa1O6YcdxOEdKOAEfGB0y+oe+v+0rFBNDEbhH7kgB05NDBJqHRGArkiOg0oh%20BrDgUTgAAURgHDTAUoSkveawUyswsUyOAmvILE/lGVSOVHTIAz0QBDVLiBrAGV7Cs2witEKL3Owt%20fGs1irjItVyLL3uVfH2VfVurtbKIDZLlWYgwplfif5OlJHywIcjIWJMwJtJFuDxTuXAiANqQKI4C%20kEjTJwRJNcF1AMpADsrA4sYQHBDLDLNiDTG4Y0wOZdQiXjPVU+oQOO9QhBX2MfDABJXr5gijFUwB%20FHZgByChAhCRDXhADXwhL2wmaPLVhxm7sSH2wGwgwS4WG8CBEpAABQoATPiTHrbBAGKgC4ISFEgh%20KAX/YREiQQPmYAcIYRBCIDYigAhU+wSOAChHe7STABQWwQ/4GAhS4aEy+x8eoAoo4QZQIAtEwAQk%20ARQEQRC6Ywdc4APggcHSEwSYwQT82gV+4Ig77OsEubu9G+5SpJFZwBRM6qRqj+Am1BUgATqSgG6o%20gxEapz/2gAKw0T+IDHya1kjU5z/+42q3UXPmYPkQJ3wO4aW4DJaFIQ3iNhIewQ1+IAjWFkLcIBJU%20oBli5xXk1lD3YXfjz2eRmQXwrCaWwJl34HzIQKd2RBoqkqb87By0J5uJpJu5ZwboIR1mAHLbiQKQ%20CgKyoH7gISW7hH64JKvcVCXL5AkSYBPCoYDe6p4R/wDVBnp3R0EHqlIMOOAEDgUBaO0eCEZRQuhR%20+qoF/MQDUIgBN4kTLAUtMrV4L9BU3FxUVC4UHuuxSLqkcUWzemCIvG2lwW2J1GWJZlWm89Ihoigh%209pIgajoxx1fednqnHUJZ7u0gJEImQEsklJVZOCLT4+Ux6TddfHYkFoAStKI1kaIDtlVhiMICjILh%20jmILw3rjzhpkECuSyktkCIYDzCsUAkDZDGvXVY5eh26+9rUTFkAJ9JpnfK4Vjp1nlKCV5uu/HDva%20pR0SgTg4QEAGFiAFXKAXvuTq6EEE7KAhWGDnyJ0GAAABsGAzb8ABsCEdBmABTkEQHgEQbKAeUqAQ%20yv+dBm5gAjzgCySgFRjgA7LgGx7AEBZgCVwgCwTgD04C33cuJBahBsz4G7jhAZLBC1qhAmiguD8M%20xKSbwr475EXexH4RpWpCAnTWCRm5bdTbPr7jmyI5FfpDyaIEAuagnDrnPJQkfBJnyPwsTfm7IZ0s%20dPxs+zRgA1r5wFFhFGZ5ByKhBD5gbddAlx3ARxlgoyzkozZhH4TAdlW3RVxkxH9Hb1nAkGu5nnAB%200NrBRlicFqzs+DRAldNjSGaATA3n+IqknLsZJQsAc6FKTNYB/LJAJVMyTjv3KBNgJnGSHUIPEwi6%20FIiUr7igAHOAoMshAQ66HDhADPoKCIgACDABC/z/CgGA10tD4RzO4qLVooXYXJNoKCxVzrDmPBnq%20fHp54aRRWi5dwtL/XF3MTai7SCFYS30xYvjbzSS0KN56un3dbd1sC6j7zVZPy1jnZY62yFmOEAhn%20Ql9UhLzNaAHsILG8FSmIwjSNQpDOvzUPmIErBgO+a1TW0GTMSwBWYI/KQI/Q+mTy34VCASD+CRxI%20EFuJBQos9VvYr9vCa3gUKfFHsaLFixgzXpSg4BrDjyBDihxJsqTJkyhTqlzJsqXLlzBjymxo6YsN%20CgRz6hS4DUSyBVZc9Pr2L96/bdtEKMjFAgcFCE8/+BB3h5MdCVNIrIPTowIBFOIq8VjiYlC4cBTC%20/31Yk43TiDz+TgEI8i2dIVPDcBRY8YeNIBIfwp0zkcaKig8hvm1jZoxHikJLAAwVGE9xzm07M2ve%20zLmz58+gQ4seTbq06dOod65K4Yq1q9YpYqewsYrFKlOrXruCRCoVJB6rEvXg7ckTpeJHWmxIROmI%20BggQNETxEAVCiz0nolPQ0OJECwotyIg/QuYE+XD5IGy40IKcqjCoRqVJE2dDpEdBHARx48PNGwAM%20jKFCHASOUooPqviASilxEJACCyzEtsQ0KQzz4CcprJKEJ3Mc0UQLGnAiDSfPtWCiBs+t0Y4H7bSD%20IopRZINPHygmAEEUfZBxBAT5zEAVNtmsg806Qv+qg00W2qyjjTbY8KENPN54884a7HjDThtYsrPJ%20BZpgIkYOYnCwiRhkYmJmDidwEA4598iQgzIxlEJEKTlgkkMCEbQjRBQCaBAKOKEIIKigGIQChwCH%20hhJKoVVUQUsVisIhKRxVJGNpGWXYoikvnBrjqQIKeNpDAzwooggPNtjgGA+s8iCBq65aIcGstNZa%20gQRs4JorG2zMwuutefAqbLC/slFBsboeK+yywiq7rLLQ8orrrLsym+urEsjaKg+NxHptBbLOGq4r%203PJArmyx2ZACq2mYAI4AAWgxwLwDyFtEvfLOq0W+ctBbxrxVHFBFAAMTHMDBAWAQwLsYyPCCDAT/%20c1DFu6EEQMs5ioayGTY5LDCCQgw51M81nUik0ckoY8RRNSI3NNPLMMcs88w012wzS9c4YlM5o4Eg%20wwKuCKXON0YhxQwUEowxAdHfYBPPNoqBUEUDFdwwiAk2uIKDA+k4wQMNKBSgGFFEbcPJF2zkMQsB%20etnlDFkFICCJFTdMgM039IhQiQ2Rib0NHJKk4AclKSwyQQhFQQ31QJil5vjjkEcu+eSUV74Za6xZ%200doqq8XGAm6r0OCaK6YkQQokppACAyO+MQfDcR1SksoOG5AhWHQQnBPeidTlY2ONKIaT++4aeDMI%20JRts4l4YMejiBSh+cLFBNFg6sIYbm7wRCQBx/6gAwPealLKPKqrcg0kcn0DIwjSfLNFIIxSygKEN%20SVxQQhNH0FJMFJz0EcpzzzlH7vpAHQ9QB0ZRSMcMKOChJmRHA01oAgTScQd8YCMEQVLHOrKRBWwc%20aR3wWEcH1cGHbLDjHeJgRzbkwY41JCAB5qMCEjBxAjJxQEz3uEcOiFCCHPhQDOTwgZtyEIMc0MmI%20R0CAAVbECQS8CBxweJcAAgWod8FBUVW4osUgNSlJNepSmLKFITgFCE8ZI1RoJFWpULWuNsIKVtgK%20lwRudatdzbFa0+JVHiQwi2D5ilezSNaujkVIaxnSWHPEVbSgNa06VguR2aqVG9c1qwrcKpKYdP/V%20uRyDOdmoKg1EeFcA6KWvAdyrA/tK5b7q1ahGAUxgVbCADBoFDnAcABwBsEAAViAAWUKsChKTIi4X%209aeNzQEhIFuIyCBispQ582Qc8UjLbkbNalrzmtjMJku6UZObiKYnPwnKZP4RNWbUIWko+IE41ukO%20d2RBHdswQCWAJggaGIYu6eAFNZoyAXF4gJ3roMfZ2JCCJCyBAR8wwF2WgIN18IVuQQgBUkAAOIjG%20swwLKAQKjpAGArwhC+SEp2UaJxCiWO6kKE2pSlfK0p24hjW4yZrmeIAb2ehmFZAwnRcSsToTJCIV%20nmBEExhBCeRRIhE7nYPudHeEOXxIA+HwQDr/0vGAdLSoRdnwQAJ014JwJKB4ZEBeCxAQgTCUogtp%20eEUJSnCID7zDDWtwgBui4Qb/AEAFKuACF8y0jzCoAhVcAAUBPjFYArAAfuqTn22SwIgjNPZifaAR%20AQ9oHQ0YEIEa+Go+8OGBJsBgBzxNzv1a4I0ZeEBJ3oDHkbIRAiNlYYMjVEcWoBQlbzzBGy5sQzjE%20sAFNXMBLmwjuJlDhAzad4ASbSNMRyoEAVHBABkU8Ypg88IR2IMCJKJqioA4lgFoCqk9RzJijAAUH%20Tnjxi5hKhqbGyIsymtGMPfBCLhRhim2tq1WzgmOtbJVIRBrrWIH8o7B0xUcJBKuOhBTkIRlJ/8hC%20OutYc6QjHY2FyEtGUlYp6Na65EjHWlnBXOWKDWxmQ1MetEuXAtOXFmRgSnwNAJWoTOUAqkCvRllg%20YPO68cJqKTBwCEEIAZCBLsEBzAAIgBMCOEcAFAWOjR2kIx9ZZkQm8swqb0QB1XCZNrfM5S57+csr%20yZlNcCIany0gBUIxqWKSchU2QGIROwDFIkABAMQoRikSaMUpxlCDxBiAFzyYBQ0EkQpQpEIQN6jB%20OjjRAzYk4RA7YAEA1mALRcBtBXOrW2KQohSIfoMTCuBB3TgBhRTcgC5kUxxBTNrSVrv61bCONUEg%208ZrVcC43EnBF6GrKudiYgje94RAMPOGbVP9QghEmoAQSKJHsVHThCJzgwBGOsAE7zEEDLmrHVNNh%20DgNkI08RSIcBwvFUClDAAyVAQvIQQD4geCENXdjEI8TgAwc4oA1wxd5cgcGF7+lVfH4VgyYES9j0%20NYIAghDsg0zxOVAwogQ6+FAoIPC/PvSvD1+FAIuqEzwywIgCjEBCKkiRBlJQogRzWKt4TpBad6g2%20BNoY2pGS1NqmYQMe2XhCNqLUwgS0gQKYkN6ZgotDHyDAB8WlQDnCwQFytAEBAijHMYxIJzWNY4kI%20iAICSBSoQA1KA9rdbiiqcA6yc7GLkPpiMsJoCzK+14wKWMCpToUqVt0Xv7HCZCIvWccC21H/WgIO%208LOkReFiNevw1lpksRLc4UtWOML7fVW3WCUrWXVYW93KtbnQxUlVLUAHMpjlAQbwgtKj8l6r3FcH%20Sl/6fNF4xjMm2ABoceOJ4TJhKxACBmI5sYX9qZa/v6KTkRkSazCTylZOfjS1DObmO//50KcZN20S%20jp6FM82MAwEzFJBnV0QoNqtgQA2y0BOfNKAVU3CB39IBCImMOEKCOAQ+zpYHhJ4gDYUgQSVMkf69%20/IFuhxM1ItADrqACQXAHcKAGFQAAP6ABdpAC4vcNY0NOmEFSrCZrGJiBGriBopEKtqZrmKNruGEK%20oJMhGZJTXkAKXaBsqUCCQKUDsmNsc0AE/5TQA0o1g3NgB5RABALQDgJADhoAhAjAIiJwXVPVAjlg%20Ih3SAhdAOxwgBKogBFfgBV6gCRTwCCcQV2/lAOzgBh8QDWD4Bv02CnFQCqrwBPvAIB1VcARAAwOi%20AjTQCBCSAqmzAXNACXPQAhBAC7QQHX1wDtJBIxt3DoAYHttxAjCQBL+WBKgDVIywATAAiRvwAzsH%20D03DBxJ4JJr4DepgJCAEJVWCWwmwBvdQAl4iBmtFJmKwCfdgdOMwDgmwdAhwD+QwDiKgCuSACjJA%20JydQDhpgANrARAjQB32CKIMSdoNyRWP3KJGiAZIydqGQDOiVKZVQCe31dsZwBT3gDKWiKv+tcnfY%20wirYwl/91V+5AmGBFCx+R3h+52CF944UJmDRoisURo8QZknnKGGPd2GR1C2Tt3eJtCrkAmIhOBt0%20SFM6gAsxIGRawHovIC9a0AH40pAvYAirJy80lgw3FnsEYwEDIHpEFgC3JCgBwAEWQAvCdDBeJygb%200zEfE2UPMWXJN5Mrw3zRd5M4mZM6+RFi5k1lhlFo1guIUzaLwX0s4AIbdQIlcAKD4A4hwA09sX0V%20gFCJ8Q9/5hg3QAIn0ARi0ASP8ANV0WiQ0E9D8AmL0AP8pxcPdWqbtg0r8AUQlU+K4A+FsAipsACt%20wFB+AzUXyIF++ZeA+ZeQkBu5UQ+bU4L/nEcuJKhTOUWCJNgFMHCHaZAKJkALLWACkoAEJqADJmAC%20MkQE5OAB5HAEpTAHOXAEHECIJkIO52CH55ADyLMBO5AKF8BcqrAPwgAKVUgB8rYGT3Bv9uYDXxiG%20k8A9XLAPTxAGPsAFr7CGbZhXXEAISTANS5A+dJgEx2aHfXgEuIA70aF1BNQOUQBA4EEGTXABpOCY%20vJEESZAIF6BsnrBs4rAO3rAOnDiURxICHiSBnIgNTyIO77BCopgAWJgWNfQlOaA8SBcB5qBbPrcm%20CDAOuGgBHPAlMkABCGAO6ZAnHsAJHnCMIIooYNd1ZQcphsIJ5qWMcjB2lYIphmCNnNJe/4BQRmX0%20BQuQC6nijatyX+FIK3JUSUB6j7kSSIYUYHw0SHhUSMLyR4E3eIRHYRBWeJYEkBKWSJGXLXYXSVM6%20K/4oAesyYujySXZwBDEQA1pQBqyXL6oUkav3kA/5LzU2ALXnKLLUKAhzMBiwAg0TehZwZPByDlKE%20ZMZEfCBhfDI5k1a2fNO0k4zaqI6KTdPnk6ABTkCBA+N0FPSwfbmgNB40NJ1IlNp3FQwwAepwFOzH%20Axp1B524qkhBf0qzDuDQBaxyClOglv93amUjNV5gBZLhFmxwCuhSAaegAkvzD9zwD6UamMq6rMza%20Urmha7qha6ugLuTiCrSRKr6WBgtAgv+schsyKANz0AM9QATnUA6YmQp2YAJEoAN2oAM5EArXFQA+%20BAREQATqypk9RAU6wAFzQAUboAOpkAQ6QAFCEAboMAqv8AqaEA6DQAHvAA/wEAT4dj1zJYYAMAoA%20EA1neJuBNVhjkAYqEAliqALx8wmrwQLYiWwbYJm40AS0MHEgMp7TIZ4v8hxNsBxp8Gs0QAqz2Ruz%20OTuJgAQ/sEGWiKxE4UHYMDQllbQaBKCqlQ0u5ELhQCUJkFxL2YpIZw588ATiEKHnEA4IQA6Csg/o%20UKFiggDZYAAzsCJaB3ZgB6Ir2XXgcDGBgqJHdkVZ1EprJ0bVWI1kNKNXYAeSIHfd+I3/eBeOH0aO%20fTek1KJIjItHe1R4ClZ4AmYtf/RghgeP9wiQksuPtyIrGpZ3n/sqiUuQ1dp5JmYC0FUG0LVi+aJi%20qidjZzovcFpjB+ORszRkGHAAugQvoYcLWAAxW4eMnDB8UKZMDMFMrYCoiYplNvmo0Bu90hsTPckz%20ZfYzrgAA/bROAMpZ5zQGKOAO3JtCrFVOxsAGVKkYV9kU6iS+6+QN2DBQSYAY6fACC6AE6GerEqAC%20g6BOHlAFPcADDIAC+FAFC1A1J4CFR0AFVjAFmZAFRGEUFNisFFzBFnwarAFiprAutPGlr2IDpkAD%20pgDCpZOz27oAXtADOzgHMlBLMmCS/zJgAukqBjKABfUaAwFADggQBiIgBALAAUAwClLQBV0QB1dw%20BDq4Q1SgrkhQP8wVBhYgDK/QBVSAXP0LD7/ZBhJrPdFQnN8jPvJAPvEBCmnwCQygCZEQCVwAhxBS%20CJ+AIamjbpCYP7iAC/kzQBy3cdJRIyUgO5BAAzSQBsyxA6TAiL8WsKmwBtpQn57anzVHTiUlgVkQ%20Ja0FD2sQDu+AQgEKDwS6CRTgAwlADgkgD9xQQk/gAWlBDpuwD+w2Dj/MARjaDjtnQFlHIsYIom87%20RX/CRShqt894RQKDKS/Qt4ZQzJUwo2WkAA2gCNSQo/Yljvrlo7RiYeUYSLdCpHckLf9CekeKh3i9%208s2Vm3hQmrmMt3e/sqVaSiv3lQLUYmHcQi65FhuctBrsorrQNUsfKadycC/3MpG3IAf9oi+sy2If%20aacEUwW/BA4KMwBBZsNYgAUyjAXgYAAiAChua7zJxBCG2kzM60yKOr0gHdIiXRKRSmaT+gA/kQcp%20IAhJAAqCIAg7cAgaMAoScAo0YDqk4NKC4AI/IIGhKgHihzjxBAiBVgiCkNOk8NJ+8AGuigghAAKc%20MAR5NgwusA4CIAl54Ao7S2iiMwaRUADtYAwSoFES1RMGfAq4SjTxIMGLc8Fu/dZwPRC0wQNsQDr1%20tQqHyyqp8glpIAldIK6UwJlEcJr/EnMOAoAAClMObgIEMUChDg0xCSMCPYwBFgAEOkAFVDAKnFkK%20dGIBWKADc8AFIqcDY6UKxyDEVJwDg7AJ4jBba0CxdfUGLvA9o/AGqhDG+6AMmpAG0yAImjAJeqUC%20BDANbSg6n0MDqaCZMIAETcABTTAHc7AHLXAONIIi+UAdWScdUTAHicCINAAJkIAEIqeIG5xT3x0O%20UJINTNs0+jk0rObeQyIkIYBba0CJUpINfPAO5rYGTwfKT+Ak5pANCLAJ5dp0O/wAEUAOXeUB3qC2%201NFEuXzL/yMoflJLGFO3ItDLhyIpKYamWFAJWGAIaMq3gDAEQ9ADaqAINtDM3nh3/5oER67CXx12%20jto8Ldj8zY+reIp0pN4spWnjK0QapY77jtycR31HzVOqLfJseYmUuB/2YZ2kLqziBaqbAxBzAKM3%20LwBNB/w8ALdQBHKwBXDQzzKwYrDH0AlzSwNTMCLZ0HYABSYA0ekqA/D6e8WkGRzjMRktZRzd0ShT%20k4s60oI+6I/akyYNGlIjCaaQPgxnCoVQCDgAAUSwAG9cCI3OAgRQNxK4GCZAA5quGOlQBl5gA4zO%20OSZ7GPlgB6ZArIkBAnKAlmOAAyHgAVCw6KtgsizghiTgDtiwAnZAA4RAF0dhNr/O6mrNE30Z18q+%207ICJX7wCwjlqCguwAPMxH15Axf86QARYUAqhl5rvUkuIjQ7kAA7okEsUagExAAQPvZAWgA4+jAro%20DgRXcAUmQCfqzgGKXa+fTQkXQASbIACmDQV+fXLf8Q5Z8ARTsgkfkD3aU5y1/QTyoCBqCLJcoMYA%20QHCKdSHIjTw6wCG0wAG44FSW+SLT4QEwogHnAHI7gDq9kQounwSWjjqAvAqFkADw4A7wy4k2l7SQ%20XFLkJIFDM9/1nVreIA7eMMlpIQ7j0AbFtQa2NQ7iwHQUwAG9KATm8ADmkABrIsvexrYd6ozdhct9%20YuehgKIZbrcpyqIygCllYAilx/aG4ARlNAQ2airObHfb8uLSDKRAeo7TUo4AZuP/yCKkmQuPPn5H%20wUIsUSqkUVqPjPd4TH5JH7YqQRpJIMYDVvClBukqVF7DMnAAuzsAZqrPYF4Epg/mW7AFAb32ABN7%20AfMnCFMwCh0ARNADUmAHD/3QJsDCVaQog5oQMDkyh+rnfw5lgU7oyJ/80Bep1RcaSGEA5HBDCZzA%20jzAIa7AOCNACYnIC5YGFJ5AA9kkUIOABLTABRdsTqJxcWFgeHPAIH1AA2oAAtmOfSJEOGsABTakO%206fDD3A8QJx6dGLQmy7dtBsAN+qHt38NtDzxs+lDg27d4GSF+e9jR40eQIUWOJFnS5EmUKVWuZNnS%205UuYJHlI4GFqJo8FphZ4kURF/4cJIkSAACmVQwYqCxxkcAgQABw4pwLAocOAYSo6AegsyJCxtasF%20qnQsKANyZShRLDGO5riiA0iJHDngckCgKgaUV1J05AgXzhs2dw58uPngZlOsaInfoHryRBUqTK+m%20gYoziQsAAHFUfBqWgsWnQjYKJbkwhxGjIxBa4JqDi1YLCBr6RPEQRcPtFkfmXEiUhMaOC552pIK0%20ylQSSJBMrUqTYN07byGwqfuWBdtFjh05YucYIps7b9ngZRMHnV2CBG28tQl3Lxx6BGvCHRGjlAM5%20IREikKOQIJs5fAyYwQMPOEFAAwESTBBBDQ4UIBRwQglFAE48EIETTgSAg5NQ4P8IoApayijjBSxE%20FFGLMgypBJArFGhAEUVssIEHGXngIQUbbaRpRwl69FGCCiRgo8cKhpyFSCElONJINoZssslZmixS%20yCmffLJIKXtkA0ssqZTyyyS3/NLJIL1EMsgyG8GRh0aQ7NEVCRrhwZUUrHDlxlVu5MELE2RI6wA4%20DhjghRi0GKCIAeRAtIhb5HC0CEPLMLSKA6qw9IAADngKnCrK+TCABF/ooQc7SgyAliugqARUCEMh%20CZsSFlDgmn5q7aebWq/BQxEl/PH1V2CDFXbYYCVQoJpbbVV2WWabdfZZaKOVdlpqq7X2Wmyz1XZb%20brm9xpEvbKCAJW28EefcfMT/GedcccxVl11433GH3XXXZdebdO21F15+5aX33HfeeRfedO8Vh51z%20x2EHYX7FyYajeP6J+J/sYrL4Yowz1nhjjjtmaQEbTJFk5FFHhcIELL6yIACkLEClnKSO4WormtEJ%20gCp0tMKZg2PoAAeVGGKwYOhjYiBrKKOJCtqCGHS4wigK+OPgHgSEiEEXKagA4oQ1EvBGHXgcWOOD%20wdxoww03BlPFMR9QEQaUBVTggotIIuGCEFAIYEFNGj5ZJYUkNiCDjBZa0ACCPY7Yo4VzYkuAk3wS%20gKBxMjbwhBJKEvEikQ1g8CQVU1JYJYk0ljtuDe+ymU6dbbLQBiOO1NHuImyu/8NmnWzW0QYeeLxh%2054fy2jg4gb422WSNcdpA4IQTUGmhHFTQIYccDk5AwJx08MnGgHYIxFBBBRHkJAoBNDgHQk4uvJCT%202+CAIxRLZTCxDBmSGWCAEQ1xAhBAelDDBkWYgho0mtGacqSjmcCpR1bwUZCGBCQgPRBNEGQSG44U%20JTFRyUwWtCCWojSlCYrJgUWqEpVA+KURRrACaCqTBBhoBRulwIUzDBKcFOgKNdEpBSkwhQ28QAQ/%20YWEAcNiCBUakBUPdT1GIQuIAtCCDJMqBUnKwgKWsWIWmOEUtGECADOxAKiJUARwHwAXKaIGBUJwj%20AK+KlQIs0Sxd8YpYc6SjsP+MRatu5VGPe+RjH/34R0D+sRuWCNe4VIKNcCAhFTtgZCMd+UhIMnKR%20oHDkIhcZyUdSEpOV3GQnIXkEbHhMlKMkZSlNecqL9cAMDbADEFIWg7Ng4RhDk0HRgiY0CxStlhwI%20mgzUMoBZDk2YTFsaMW+JBWUETRnJvGXQgHCMcmChFOUgBzoQ0AZylEMVVsPLKMRQjvg8bHdj+8Aa%203uGAtLmhMY5RhRjikIY0aOINmHhDNDChgml8Ig3TYAENaMACG0BiDo2rTR/OQYvFwSYUk5tNKArX%20ghPAAAkbmAMlFkGKiV4gFYXgYXF2uApIiANs8JAOdayTnW14ZDu1o13t1IH/jdx5Yw3ieILvzuOD%20cFAgHG14gjkiEI5yCAAB5EhKOTgQF3JkIx3ba0c7KoQhBPUBfBU6kAZCQQ4NVMhCGdKA+yBUBQ6I%20KAf0G4Cl8PeCSuzvCj0AGQBnVKMD6ohHPmIgBCFYJRBSMEgY5KCVROglEj7pg1kiYWALK8IVrlCE%20YyqSFdjgWBVuya4SwOGcaFLXusJpTjei7I1SIKNUpAwLQJDBFlYgqCQ68VBO1EIHDNGBFzQxURhw%20lBTvJ4NONaUFMjCBDmQggACYYFQmwKJTqrCVDlnqVTlYwAjeWCtr2OoanZBjHf1RAStgtwLW/ZUE%20lhHdQIZXvOMlb3nN28dv/4WrHCvBxiNs0IoV1iOxW0psfe17X/ueAr/75W9//Ytf+cLAIagkcIEN%20fGAEu8QEdoCCE1yJBiw4QcJoeMEsjzEUNJSCmTEoRTPTIrNmxuAYx+BZiHsZtFIAIZkbHvEAmNYz%20XlpTAOMYBzlQsU1l6EISV7gPAhz2D7A5oA1rcIMD2GE2dcpDFfvYRylekYY4cCEaYhBDNLgAChZM%20gwaF+IxvTCGII2igBbQRMxlosVDDQYAMt6EALchwjiMwYg5kOAQSkmAKjHoiCaugwZ1T4Iq/pWAN%2031jHOqQzndo9JHYf+QZLKRYPjtyud+XJhjca04YE4HSn49BPAhDwaQFAr/8c4eAAB8LRDgMYIEBa%20xVCGypchAtnGfLepkAgKxNUHheJDXBERbrGYDK5UohJEAIQxJAGyGL11RnFldpx+9KMhnTCDHMyD%20kppU7QsyloNRwmAeOIhXBzqWhZLlEgqvhEIkIRZNmZUAju7EwMf2aLN00uGNZiQJX2LhBQM4wAHk%20EIBHsRaJHRi4IWIrAyXKwd9lLaswaZEULPSgC1iAChYYHMYqhAKNlsIAHM5RhVfNQVbP7QeycFUN%20PKiBDXmoYwV2UAKYX8AKdVSCEthADQWUXFm4Om/Pff5zoAcdW4MsJHvF0QRMMALmS2c6zA/R9KXP%20AeolePrUl151qzMd61n/b/rWm46JEiQglKFMcNnNfna0ewwIEl77ECQ8YSdQ+BgvYLuDlxmDDKMB%20lkAI8WiTWUsQc5jvvlQmUVZstGMMgA50cDEHkoKOfZBDFaogxz6EgAogYI0L1mxDBLSxDXXgzgHv%20WMPZjqwKeSjZDccYBTxH8YZ7POINYtAEA/L5mX76JgmJgM2a+6ABhBZucofjAGxU0/swJ2ADxAnZ%20DkixnOTYINB0ikLorYONEFDHJBcBCTa0kY1KZwNh3tDGEzDtAx+kh8afnl42pecD/oTDA9hLh1Nv%20zQmpSlUABPLAbc5xDg3gvwIpH6uSECuSH66gBTGqAvlBKwkDBDvwAlMI/yAZqUBmOyCakJMZWqAG%208hIy2ba+8itu87Yt8TYTtKA8SEFvG6zDuisgKTcxicH56q8rWSEOhCEc5AEGqgAb8iwd3KHPmoke%204ABCGQAo0gIL6LgDYKL7aS1D0YIXILgmqgJHKSspOq7c4oAjIAKJMwGn4CUTqAQO6BAMqJQDSC6Q%20GwlYkRU8YhZ7GIFj65U5SgFMWIdtQKRVoLk9GQFfQJZasQehC0RBHERCHK/0EheWAD1Eqx1GbERs%204AZHZMSXikRIjERLvMRGrERMpMRNvI60+0RQDEVRLIkMiLAhqIMrMIJ9AyY0mDBlyIAryIBfYDs0%20UAY0OAsMi4EKUwYiYP8xo4kBoRAxZEIxZlqmIhyxxAsmVEAF/KA8VUAAZRgFKtCFKyAHBIgAc2DE%20LMgCdzibNvDG1HuCtokMKMOETbiHTRCDSHinvvmnT+izPrsACiizxlGNPcAFCLCNc9gDWriNw7kN%20CMgHDbgAUqABOlEOHqKBPzMFHVqFNVAH66COl6qYlWi07xsPhHkCbDA/9EO/znuCcTCqUgsAakIA%20+GgH+uueVmu18kEArfI/APQAlXTJ8pEQcGgBBZSBEMEt+DHCEcECQCA2SmiABUg2C1y2C5yJHmmT%20uqKgyRosIfGrPJiFWZjKE5xKK+Gra9vKxSqs+npB+grLxRpLG0QTNpD/r2jDLh+5E7acrDtptz/7%20rCCUgB4IgByIgSoYlNgyLdRKFNW6hfvpAEmBIvsROCmSInAQAHIIgBjYQh3QASwQo1DwkwEAhxWA%20A06hFCtio5GzFZO7Bp7rBklguTksAbILh0+oo1aQlZKzhm7oBn6oBvAqRNqsTdu8zWYhOhsIh1Ec%20RbLrTeAMTuEsJSgYAij4AimoAydQBi1gvBcwggxwggzIABVrReocCgdzMDS4xVssGmYqhQ5DMScg%20glKQpmMAGr5DMRE7hg44BiQcJsezpk9bssyTglEAgn1QhQh4gG24w28IAZkyJ49MvSUTAy5wvWjw%20gQ9Ix0h4BQKggTTw/yd/8o1U2IDYUA0I+D0N2IMmCEANKAYyCLMoaIcomA0NSIA56I3QaUhTMEhA%20+zM+Q50sCIHtYB2KZC/vKz+aKpf0Q781iAB54IP9UApmnJ5r4rT/SIf6w5AowJA+wD8MIZCqCgcN%20WAMBrCoNiJAWYMCcBBEsYkBcwAIsGLZKMAEokMAeqsC3opELzMBni6A3XRKwVKGqXDk7VcETlEHD%20IkEs6cq7qi9zU6zAoi9BnS9vSywO1CwZmqHsupM5+TO4DEIe6AGmkQFBMTg5wIAtkIMmkoP7+VTW%20ii1DuQUk0gJHyUsZABUhIIfnCQAZmAMgEioj4oAqcB84uMK8pIXlav8ukjO5bpiHQbKE0aQjK7iA%20BDiXE0gBmluAIbAE2XzN2JxN3JxWaq3WnjtEQxpOBPvN39RWb/1WcE0JM5AEL1gANfgCKEDFWrzF%206bwCYfiF7USDDNhOJ4hFINA7EdPFfFVP8OQwIriCK+gwdMC8UuCZoUjGDogBOjiAYYqeystPBDiG%20K5jGUYgBaxwH/twGhPgGeAiYNRiMNkg9HzDQOKAkLriHNbgHdBQDQohQeIJQSEgDSEgFRrjQNcuH%20EqWF1CiGxkkcCOCEGbCNEm0BPYME0WFI40ha0dkshwwBeLi+SbSYRhuPxvjYe0g/dpAHbuAGc6gx%20HxCqTxuHJ3gAslX/0nQwgPtbSa2yDcm5Df5rUg+oyTTCSVrALVr4uA8JkTEdU2ETLgmkwKMkoDZl%20k2fjEruyICWJrD610xDcysHKA2mLkkP1yrA0LBm83LGkL7BULCDJrhlqBByyoTLpQTrxrM+akSFE%20uAOQAUPQgn5TONUSONbSS9kqgtqqlEGJAXASglA7B6JK1QQBK0shIjgwqyqwn5CTFUfww1rBFVzB%20A19oANIklnr4hEmChO2iIyWwAQXAA0B8zXnoB2m1VvItX/PtFt3M1nBFJbLr1vV9X/j91gUoylxQ%20BC9oADMYAVSUTnfVhTqYV2GYTmWQsAwgC2VoT8WjgwvjMKHBAA5I/6ZSqNdeRIoYuM99YD0oUIbE%20AyZg6gqkCKp94BlUUAYucNdR4IJj8IH8yNiN3R3fGdAn2AdMGIVXAIVR2IRvLL022ARNAAV4elnS%202b0SiA0zK4YSPZw9MLMjIIPE6YPagIB8bAcy2IE7cwVTMNrlSNpV+JtVoJME4EbxgId1OAiM8T7x%20+1idWoMn4IN44IYHiIBPi2NVyNqtdWMQeAC0hdIn1SopPZz3iAJx6J449r/CyUkFPLMqOCg/qQQx%20bWQuRFM1rZFlQ8occTa6isofcSC/ikEWnDaz5KsUhJInCWXGPbfLLTdU7kr7OuUJYiDN2sAbYhM2%20KV0a+awemJkqQP+rIlgBT1U4T4UtKYytQXmtUXUUIpIiGSCRHAgAD4iAcgAHBEgQBPCQL/2Qjruf%20K+LMY/HM5tWVF+EB7moFf2gFOawjNrABZ/AF0Dxfdm5nd66WQ1yv+GXfea5ne+5NavARaihKc5UE%20XRAGYagDXRgB/w3g6SzgDlim7YzCY0AHOpCBUvBOrAAaXkoxgUWFiT0GVeAASTADOxAxF5u7Y2iK%20Io2BK8CEKxgFYeCCUrgCIhCD/MhGbtjYQ5MHdii9rG2nUQAFUNCER2CHxsjaJ0iAK3NZCKUBSEgC%20SmgCe0wNEy2GFiCDJsCFwlmcPjCofIyCJkgE5eABSHg+peWBv7n/YoZMAHhwhx8AD29YB/eFCWyQ%20B99JAAq4hwSIAD7gA58aB1VQnot9AnmIh23ghnQAgbNN2wLpnto40XCAgGNFFw2Igqo6h3KgBQ6g%20hUOOEPiRHyyYA2FLmTKohB5IAwrsIZtQNkmtZKXsQGsbIcnykiPp0xYikiGBN2pTQVGW3Hrwttze%20kno4ZbLEXK/kEkElNxvELMqioeNmy0e1Nxq55VoagEowAjng5Q7gN059AYMbOEN5AVFNuIAzQiwg%20ghwAh/14CgEQgTAQAMejZiu0HznITG3u1WRBueriLvv+FSW4I1vhOfFNlnf+bwC31vS9ZwIvcAM/%20cI+otgcaIGqw/4F+lgIID4YRGIFl+AUg+AVbbM+EvkUgUMWgGWl0iAExKBoOQIcRe2AxGJqyKIcw%20sAA1UAQpuAJC0QJdTNWkEABU0IE4oFguSCaUFoO1eQAQ4AaNZalGs2mgfoJ7wISSfQVMWOPUU4d4%20kAcf2AAfflmZTYMKTY3caALfi4IoANE5aIJi0IAmOAIjLtHfWz7kSIJUQA5TyOI/E2tSeHMIKAB3%20cAeBcYd1uNGYUIfyu6n06KnkMcn2+8gn4IZ4eAD6GxAohZym6p4ThYD+AORYO5ADYdUWqOwWCADG%20MUBaCNMxnYOU4QouzAnSDhllW9NlS4E2seS6yhLJGpKZ2KskCf8sIHl1DYogE8TTlSPlOz3LszRB%202Da33zas4VY3F1Qg474huLwTOSGgHlALtZCwA1gBKNQCJsJuUUU4T20iUgVMwHyiA8CAKsACE4gB%20oQKHpRACA1gBSxkjrkiGvCwrTjmAXXWuWmHektuV+/737hqBa3jW14Su1+TvAE94hRdEbEVwh394%20iNfWFDySZwOgnfACMwgGXdj4DGjPY6jXg54wCrul85SZpFgaoiqLUpCBobAAVSiFBaCGBihOYRgC%20gJUlDiBvBLiCV4gDalzGluaCGFAFc+CDSqQdiOGDcGyDUuCCGuYCH2BjdWBjPngCcriyIHbZJECC%20gVKze2RqCDD/4g1lBLAfnHw4+6uOAhggjh2AAUpIDrKO8y02hba/gDU4a2/wBvB4HY7hA3g4v2NN%20nr64B3JIjwhYpwfA6/9ItVsrEGloKgKRnMVOAEA+lyhIgBM1n03HycJpFYeSAVEXU6OoW+FCdVXv%20oTyRkSA0IB5pyiCpNsOdkVePbTPRQRWiIGrzoGtLQcttktzubeA/dm1LdlUmVLUMkhc67uNuExza%20ITbBEVOYdl96ATTghQHYAiisbiTibmFOlIXz1CZsLewGgjKoChkICroAhxzAggDg3SpqCmC7LXqX%20A/hJXjeCLmWxBF9YAIAHCH8CBxIsKFCCgmvVrPVr2NCatW7d/xxSrGjxIsaMGjdy7OjxI8iQIkeS%20LGmyYzdLX2yE++fyJcyYMmfSrGnzJs6cOnfy7OnzJ9CgQocSLWr06L9ZeWZJqCCBqQRqjRQtqNog%20mC5hGZQd65Chjq46WoEoi/EiRgwgRGLIOFYO3bFSMdDFGNXjSo4rVzhgiOFlQZcrQ6BAGTIEiwwZ%20Ah5EKEVFChUx+45xGaVDTBt5fLhh++b5m8t4fEY/ucclDihNj57E+xfvtbkIFHSASgMqSRoaSVJd%20OAJBAwRaR3YdIUMGApkmjJocRy4tX5Q+UfIdSZTKxJENkEyl2g7puxdIlJrM+VGggLYs8LKFQPpS%20tLc1CXyIa/+TINwmCuTGPYnwhN0T2piTjQEGpGOABx5EwUk7IhjQDif3UTBhAuK0I04UCWigoQYU%20tEALBy2cEwqJ55xDiwxYYIHLiolxIIMJqSxgig00mkKjDTzYkGOOPPjIgwSuSDBkU0OyUQEbRkrA%20wyef5ChBIz6m0EhTUFkxJJJJOpVlkk2xwYZSbNTzZZYV5FHPLF/msSYbeZR5JJlwwokknXLSiWSR%20ThV55ZVCCjmkkCnwMOWgOi5gB1svyPCCIVocUIQWWrzwghYdUKrFAHIccIAcchTR6QADSPqCE0OY%20IAMGAaiYQwABxIBYqxbQYsEAiZUxwK1V6AqOTdiUsEBCDVX/Q9E1eCiihEHJKrvsQBIs0081wzo0%20bEQnWXstttlquy233ZZ0jSMrUeAeueWaey666aq7LrvtxlTBLPDC+xSUNjRCjQ2KULNAHWj8UocC%20dVyRwRDCOGEEGgkDAYQTRFyhjAxyBYCODGlBIcVdRPSgwzECWCAMFU7UioaKbFnAlwFCEMGFLqOU%20QlkXcXCRAwLycOMaaJ+9NhofqoihCShx5DBOa0XzYc44poGydBK40ZDKBi0ARwsZRyzHHC3KLQdB%20MXswVwx0UeCjAQwwlNDEBuGlQsoqpniRiieUwDAHIz+slwU2IWDTWVHYvPePOvKws0YbbYiDAH7l%20rOHfOG0A/5hNBNmYk86B7XjACYMGzNBOFB22QAEECeQjjoIcJkBOCxyE2EIoGoBDYhVHHMEiLjkk%20drsdf9l4Y406prBjoT8SSeSWwxPJA++CSpDC7zxQeeTwTkFPpZdW+Ijlmtnb+WU9Z4qZ5pfbvzkn%20+WPOWcGdFVxZ/JWA/imBFYIy76MNXuiQGFuSaqFpqJNG+kIHMNUpTsnBAgPslBYMcYUe3EUGAeDA%20EV4lAw4E4Ha3q4IMcPWCMmRwV736lQIs8RCKVMNYzDohCpWAEGgxRFj9YMhEvCXDGdKwhja8oUhS%20Ii538bCHPvwhEIMoxHJZwQqnmIUVGgGvRkSJiTygRlSCAf+WPzRAFxm4Ihad4ISBXWGLV0ALEGJg%20AQukhQpmkMTDgCCF+6GDLkDoGAbQgQE6TCwAFgCHEBKQAyxgYhTCOM0rZFYKHzzhZv/4DOB2Jo/S%20cIEKr+DCPeQRD3UUTRtPeAICMIGa2ySBBmnYQQnCAYEW7MFrV9sDGXYxh13soRhRIMNyyNAH6eCD%20OuTZgCdIQYoukOJGpPAE3UwAgwvkAx4FYI861AGan0zyPdv4WzwsyQ52jGOa4ghHAtYwjvqI4wnZ%20oOY4Jle5y3mgHTNgRjsQAIFNkIEC4VjD6MRhugScgwJk4AAtRKQB151IBnvMwRFc9CIsUGJGplDE%207nJkCt//Be9KQAISkboUJRsQygafMMUnpKQjikLUCklqn56ixAOPQul3KfBom7xXJzO1SU1t6t6b%20Ykq+Or30SOnLE/ycwqcgEclP8qNf/YhgAVe9IFRF4BSkLiWqSBmQgAMowlExsAU5SOoKCpBED4gQ%20AHBUYY8xCMAKwGGWxAxAVymqBBbKoKsq8Kom2MjBAkYgQopMpFjHQiFeleUsaUmkIfp4YQxxKNjB%20Erawhu0IuFZSjiEytrGOfSxkIyuUIloBfUyEUiPsBUVqUEMRznCGGtQwAgUIow6mNW1pBdPFhWEB%20LWMEgh0uZgZEVVAYWCDjAAKQg2NgQAAYWIEdg1sO35YD/xUxKEVl4vAKKmCiFBxoQ9EOqUxKxmOR%20beCAJuIwihOwRjR+U8cDnvCAcfzsFbfJTRqQcIIO7WE4jJhDE/YAAQg0gTnzLQYEkFHf4/QBH1Fo%20ASw9gYRUIME6qdgNDBixAUrEzR3rcIc31sG3ZfZkb+qYyYXjgQ14eMMb0+SDPLzRBvmsAUDyyIbh%20xDE5AlmunO0oUDrteQIKZJN04tjQhuiZuhPoUwAaCEXqjgDQGAQURAHFQg9sVKOEbrRHrrje+7Ak%20ATZM1Ek5+h2NBDWoHQnKejiFH5BM6qUt20BIbGgFm9A30+6JqaVikqn4tucmMpUJfcVzip942r74%20MY95O/9KBRDA4SosdCBTBYxUAEMVqv1t6gBPDZUctsApGRjCCVCQhBRMEAABgCNFqBLBCixwwQME%20oAyVMIET1MrVttIEG3MA1lwb0tdrdGIByMorrpuVkGoFFoaH/TWwgy3sbenQBuOSLLKTrexlM/tc%206ptSEpnYRGroiLOKyEUu1BCWsIBlBGHBomFWuzAZ0EUYd3ECEM6CKiBgQRlE6NgAYoCBOGJgjDK4%204wMtIABy7EMVqECuDriAiYHfQxuH9ExoXiOPCPigFHGIgxi88ZrXYKM1fLhkBLDbBdykIQ1JoAQF%202kFfXMwhwYyQL32/Nt8+QKCUxtHAf5EzhzmYwBMLtjn/JRJR81TArQneyII3IDzdC/uEMzeJZjbE%20IQ5v8OEbfPgmibvpjWx6c3IGyEeCXtyOduQjARR4xIyz+QP5JCABEAhHODzEY33uswUtkF1AA8qB%20cvgzByaQREJ5R1GOatl4S4JfkrpkUd45r0ZW/iniRzokK/CdoosflPyakr0zqVlN2WNz99gspzjN%20NE5zVvOd4bcn0QsJSEKywpO1jGVJCJWMk1r0/yJlVENvKtJU3Z9UHf0C2JrgClgAhwhSVTEZrEAI%20cKDVvQOAQScYoxIdrAIcPgisa1Skrsa6da5xvUJZN8QeL+T+sMMv/vGTvyGJNfZQnqku9e+E/TFx%20f7Pj/y//+auLiUl0qA2IFCVrUyPbVqyDtw0BWJiWAGpFHRQGw/jeMbzAag0AOlgAFgCBBezeuAmB%20BRyDHWGgqIlRq7AFOVgAKqgCAhhXKZSCGOQAF5xANrwEwokGiF2XDiABF/gAJbmGa6gDN/DBOIyD%20KnCADrxCx3XcDmxA29ENIzBYgh0HMqAScsxXE+IXGXjNCTRBCbTAHHhCEzDYHjBC3JACJHwcGUQY%20PEBYZ2CDMv0E/M2ENmTDOyxdFmhY4MTHfIjDO4SDOKRDNmSDNmiDgrxYNnhDPiBAArjdINDY2MkH%20NmHThLQAj1HAOWjIOQRZQN1TiJzDERDBHFyAF9wIJ/9yog2sgkn5yJ9EWUR9lI7cSAoMyZJhlOJZ%20z+8MHg8EykW9ouJBnpSkYualWZ2cyZp0z+TlQfjUQ5mYT52MSZ3dlEetz0493uktCZ8JipOwXmKc%20BaLJQKSMCqZ8igV8iu2JSgd8ygHUW1r4nhiJQBgIQaehG/GtwAEgXxUcgAw4gQlUQq2UwQFEn1uB%20UKwRy/VlH66pULAAlkO0UGCVHw4xRAsZpEIGW7G1BFCo3zZsA4W5BIVN5EukIQtm5D88E0Qekg3S%20hETKBEbSH0mWpEn2hBfkn+Dl32ZZmyKowRdAQR04QQbowhdc0RDYZDD8QR18RWF40Ru11jGIkaNN%20YGv/mUVZ0IGo1YrJVExT3ttxxQAqHIMYqM49cEAkiIE4EJ06VNwiyUMY+IAmjQIHrKBrtAbgYAPS%20qEIbbAJt4AZudEEVVg0jlE3OeYIn7AJwRGFzyNdx5EMLvFd9zdwRwAAWekIiHMEcwE0vkcJ4rEE2%20uMM7uMN0WaROcCSGvYQ6rIc3aIbfaBiHrcEavEMbUIA4rEc2UI7lmFMEWM4apF0hip1omp07QcCE%203FN+4JiHyM4JrI7boUIOEAERUEESdOJF1cgrys8o9lQpDkmVZdSQpMBFOcmgBMmgdKL8pECWiVnq%20ZSeQtJRKzZT35EEroNmYnKeasFSaGGOcrJSWiN76/0hZn/DU6fFZoeyIJCBGxfgPpizapFBKphQB%20pMmBqABQf2LAAVQBbCFGOZgjAghADNiBHQBBACCo8mVQgspAJShKGbwALeBjq8GVXFVfNdDaXflj%20XiHENcRQQhLkQgYbtbyojNLQ+R2bT3QkCz5TRdoEZmokTPSoRFomZsZDSIrkSR4pkiYpTdAGD+TB%208XBWviiClFbRwDgBGmTATl4BGgBgMDTAH0CBE5iWMmDBFilKDBxDqJARFtCBDKDBAkLMMaDpMVTM%20mO6RuiGfDLgbEIhBDHDAPSBAG/iAGJQABTzBd/EBNjxBG7ClD8YBJkCXDaLlPxxN4yCAW76CFwQh%20Ev80wRGUAMmVjWEi5gYUQx8YhywhB3C4Ei28VxRuAAyYgHUsGNQwAs8d2C81wRr8wGSuw4V9wxlW%202Ej6DUXywTrwgTogKkVig3p4AzzUIWTm4R5ynTcYgDconYTQWK6K5gSEwwe4U9q1wCB8TjjgGICd%20wBGsTjmUg+rMwQZsQA+kwYwY1HGCIkeZ3vX83fPQyZLwiOPtKytmJ0VhFCrKD43YoitSlPU4npql%20GZ01RZa0ghKg2ZGwyZyZjzB23vnYWfGwQWXFZ/s8GX0mUZ8NShdwwAb6z+xZiiEYQqEJqKgMwC1U%20CqIBUBVsATjA1hU40IPOWwwIoBNoQQCEo6OhCgb/xJuiyEAZqFWvvFoIVQRDFMsCoKj2BQu1FGQ/%20WO2Maktg8cNFQAREfF/Whu21FJuNtp+PfoOObsPNoGWRLhOF9ShFhkbcXuRGeuSP1i1FWqaS7i3f%20mmQOUIIZmAK+5MsCeIEZHK4XqAEabZGVDsEf/EEGXAFYKEAA/sLAWMAB7N5ZTEoMDMAxMMycngUQ%20uKmcXqBZAEEXmQytROVxKYMYlIMqmAPSbMIGhJI3+A1pIIAPcEAjacImyAPgRKpLqCU7CAEClANt%201IYXJAEVCBmn0gLNmQAjcKEJFANwzNdzuFJ0VM0RoBIthCrPxU0ieAIMWEciJIIXeMIR5OoPONgZ%20/+rtTewN3vaKGX5D/bpEMilrFrDDO/1haqaDN7SDN8yAN3gA2WFrtiKit07IJnwOjWmIh3BAb7qd%20IzJicJqADnQBDZjCBm8wjawC5KXA6UGe6GHJl6hi8/TdldSIvSzPkv2OkyiPdY5s6c3P8viOl3hP%20m+nUlrCBEigB5YkJL4Kn5o2Pe7JP6O0UyPpJI3Tnj1CBqCWGFlhjAEVKh/5nf17jNXrjpMgAqcWA%20w3Ag/qSIEyBGONZbWSFoGWCBIXhxFShtPk4fXZmfCUktXq3QQmAE1ootSSCktMgaiw4ktMwxHxdy%20SJzfYvmEkG4k2v6o28YtaMBfkXJkzsAEN0SkR/9C5DIRad92sieXpIpcARVIQgN4Aab1gC6gshRI%20ghQNjGlBwRdIQR0I4AGaVgbQpBMcg+6h2+jGQAe0qRNYipUagZUC0Jl6bsWQxb055e7d2zHkQAyU%20QxjkoDmQAxdcACaEQzbwwQNcnKUSQRx0ARckAB98JExQqghil3mlgReAwgXw2BGwDgTgwi7QAjIk%20mAb0QQtAQBREgQfMAEBrAC4wR3wVJvnCABJ4Qg8kQhe8qifUnBckwhxI5g8waxb0qk/sjbDaRFdW%20XEfHg9t2JR/Exxp0WGriQwDPQARY632EwwSI5g+MXQJMQAJ8QNpRQCFiU9l1CDuRgQMzcKeyqw7/%207AC8pgEHm8Iq8F0sxmKQdNnimfCShCKUQNREpeLyXNR2WvWeMRSYOXUjRJ7DksmcgZRHQaybSB6b%20wJRYc55MaeyUVdZbf5kreNmTPeMrUgIHtNa9CagWlIH+dIAhKJWiZSNUFagWsMXE+NMEvUhaTGOh%20GdAAYMELbIqoKUoVKF8bS1/TVp+JYp8dLwse+xo//JUhXwu1LMTXXu1DJCT4lbZrfwTZHgUlO7Ld%20UmRIuh+QQjJup23evu38zu0nB7dwC9EcYAER6AAD9UAd2EEd9MBoKYAU/IFy14EUeJsujEBPSq5p%20WVHkZgAaeC7jGsGkOMF/xsBXaCm6IcykzOkx/5DRUE0gGmRQnJouq0TAA2wDH2SSJsxMOLTBE3Cz%20z4zC0hBBG1ScTGiYOYigAGCXJGSqFwzhOWjAOUBAH2gALdACcDACLvwGLUCAB+RzOtyBNJwDIxzB%20qtaXMJlAyVECg8lNMCEmJZjADLjDD2TDerRHRmv00e0NomKDsU6YdG2Y0pn0Gpp0ACPitibAIYom%202dnmB4hrNpXdbT7C52hAOLjdCZTAwJXAUNMAJHRwVj9Z6uVZfEJPdAIP9TjPkOgIkLgijsiwnrTP%207+gf8UR1deYJ96CPw0peK9RDTp1Zm70UMLLnEduUltwZ+9CndS7PSRWKKaTB/YQR5hKoyxZoB/+U%20QaEp2lNxI6T8MlOigwDQhcnaW7rFwBQrGhYMgRPYEdLeG6lpaBn0iojG2rBIhF15trK0QgX0WQrg%20OmiPQLRExEToQzVw7WufRDXYw7CQ9gtZQx47xERE+7FPO0bUaPrBhKRe5CZ/ZNtmct3q6MHVbSRv%205Ej+NibD73Cnu7qfy3H3QBf0QGwRhk1KAWH0wBd4W3XrAuVmxRWV1nX3ZAZoBU2aFhoIs3d3wAIC%204BAkDMMnzAuUxZli7gBMCjSwY5o+swUggDlccgScwMoQASZwAAKMBgI4XDtjAjnzDUz4+BOIIDnE%20ABXcRqamgg5owIfvk/VSeCjA1yiRQSj0wTn/9MEdgEA7rCoqmQCnNoEqTe/c4IIwwVeMUAIjXEDQ%202c06wIM2oLtbafRG00RHq4PeJFO45wyHLZ035GE2zMAfXggioh1MJ/BLe92EvFMUHPAgNLA7yf0J%205AC75kAObEAqdNwCbHBSz48rMM9xMjVITdlUW9STNMWPfLWaBwlFpXCRTLWdL6OXcOyP7Nnmc+ye%20C7GfC4kvupkQG3F72pTG6rmdjR5PxWL8uEKU/I4XEAEHAMG9VUGmHICkOZr+yJ6idYqnVEpRRXEb%205ZsFlEO9YQHJvIBSikqqA0EV7J4Zg4MFrHGsuxXTzlUe2zoeOIME5IGvE0QFgFIJlMAFWMEJ/6kQ%20GyiCL6B2X3Eta1M7R0j7RjD71a5oYD07/QNEP4EDCRY0eBBhQoULDXaz9MVGuH8TKVa0WHHbv2/b%20tpmDh+3bt4kiM24U+W/bg3Hi1ogTBy/kRpQX/3HTWHIix3TZtKm7mPFfPI40iRY1ehRpUqVLmTZ1%20+hRqVKlTqSbtksqLF0k9enzpIWUEFCdAMtgRpuCLLgW60mYQBqWOghG66tRZVjdDBrwdOvy6YoRv%20hwwK6hhRxteIE8VAlMU4ZuGAhWMDVsDacuxY5BgywIl4kBJBuSNELnDZJ0/ePmGvQMWZ48Mctovc%20sJkbh4BcDipmvKQB5YVSuHZRztEK1ScULf9aTXAdca7Bg4d20mZwgjAHF4Qje/Y0acLIBDJcTfYw%20osQIF4xU6D2t+fED3rosIJ1is2/fqGyf6viEUBdSIwDV0SYbb7zJJhsDEMymnXxYCiecCRJw74c1%20LLQwgQkogNA9lhKggIIWBqEAggQ+JCOHEjAp4YQTiNiBhhhN+eSTFGy80ZQkkqBhFSskcEUCHyuQ%20QAIebLDBFBtSYGNII1PggYdGiIyyyBSUpNIKKHnwkQcJKmCDSCHZyIPIFKSUwEYvx/zySya/zGNI%20H+thY84K8qiTjTXzbJNNN5n00ssKhoxz0B+7dKURHhDlwUYbvJgjgBgssECGDqo4YIUVtpD/Q4tO%20BxjA0yLkOKAILW7poJIXBpBUgHJkkKEcDMDBIFIgKsksMgtiAEJVJ6CwwwkLwDlAhjKqyK+EBRS4%20RqBqqumnm276sWeELxRpxZ9std02hQ2ysY8CFrYdN1seGmDlC1+elVZafvp5FlqG5J2X3nrt7cYa%20gbrhZ994D4rWX3ytgdfegg0+GOGEFTboGkcgouApmzhqRwwxCjiJooy2CWkbbAw4RwdNRCZEDAc4%20HikolIYSCUCVQYBjjg+ywGgmoTjyqaqcdd6Z5559/hlonm2gxhStoKCCijrsuAKLAQ445gUsrlhr%20rrDq0GUuXZbR+upOhPnFiU7qyAANNJz4/8WIssvOC22183ICDWVkOIaOA+i4e4stiuhgAAyItSAA%20Iczhhht5IkBADB1MC0OVUuJ4JY5RSggnNnUyiicnPsyJQJXcqAAFlDR6Q4IDDzRo4YjjNJiDuTkY%20mYMMTmYAwQANbA/liCZC0YAW13F5HYI9WDdvDmRMgKGJOTyhYA131gmBvvr4uI8m2SzCJov4/osp%20JGzgKXBBBA/0xsMEwvkggR/eee9CCT/8wEKX1viQghEpmDAcCk5QsYQcTqBgA6GT0SpsQMAUENAU%20NCAFKJJgA1dkKQVBIlIjrIQkGxCpSkdSUpm6FCQjbXBKiZJSI5j0JwyyYRZgwiAEgfSlev+o6U9s%20kqCd6JQHJtnwTnvSYQnZ1KcvBUoCbPCRj4CUJVcoqhGusFGUvJADcAhLVy/QgqhGJYdPfapTWviU%20HORwC1N1YCxRs4AIyCEDDiBACAiYFNRUdQA3jkoLMgCCAswgiSFwBgNV0COylGWJZuUrWgIDRAPy%20QC5ulcB6EPiEIbWlhAXgQVoDYVc/3GUNQC4Mk5mcF7smWZB9RbIflrRkKDVZSlOeEpWefIgNIOYU%20jmxDBEQgAABMhrGciAQb24gALjRBiRVhghA7iMQPQjATjWRsG9wACkZAUIYdkKAAxrQIN1q2zKBd%20E5vZ1OY2uakzKDnKDjl4lQywgAUZ0OH/iQM4RgeuMIJgjKAOQ7iaWtypNV10Ii9uwecvOoCGeWTA%20CRn4BRo6cAY0/IJsCM1LY+5mgYYO4G79RMMAoGGBAQQgAJ15AOE0hzgxICAM+7jCK14xCiJgYhPf%20wo/G/oGNB5ijc7rJSlbS0IUjnON0tIBOMeaAhSPMwQRzOIcBQAACabSAFi0IBVJbAAEYUKIJwWvC%20dsADAxgcgQzcOcJTyfADb8ynZUyxjza0gZ+M/QNnI4mHOtbhjh+4Iwsh4N431uGN7y2oHTMoUDtY%20Mr8PhGMNDnBrhSwkoQhNSH7mA9GGMvShQezvECzaBABBQYMZzcgGLEDSJxJIA1CkIgmm/6jgKhhV%20pETZ4BNHiiCaUKtBRm2wSUuU4Jn6ZENAZclOcCphlbokQ0H5SVBB0qEN62HDFKbQhzwELg+D29w4%20GSpRKQCSlSIIihwEIFYDeMF2OyUqKmIxjlqUQ6mmqAXFYMEJMYiACNBBjjCY4xLocGilnGY3iA4A%20C0OQRAN64AQOHCAAVRjAsYqCjRwsYAR+fFc1ACktS3RDEmxgZLa65Q2yhmvC/nBkNxzhCH0BbCCj%20BGUqSZywQFpDYAMbZShFyeBq2EMgMC7xjGlcY4Y5zAbliFg64GAHGwzjBrWsmVpTkowd3GAN9gGB%20By6wAxQUwKXT0wg2ppfLoi4IG5YDgf8tUgFNlBAoGx9h2URs1k0znxnNaVbzzopkii6Y4AgyyAEQ%20iHAFIuRgUsOKQQbYooshCKMuWPvDH96pi68B+i51cEJf8Mk2gioDDUb4hUIBiga6QQMz6zxGEV5Q%206U0fQwYADoAANspRcwjBB2EIAypGQVIdEIEIJxgHNso6k1xSOQzjIIfjaJoV15RDA6E4Rx8M0Icj%204KJ3jDiCB0CwjXTk9KZ9QCouepCIOUCgBeM5AiNet4vutCAKe4ABIyjgvCz8B2VLGWtZrXdWisTj%20G9hzRzgeMQF3bG978HiH+PhdIHdcyAeHfYcD2EfYCYQDsYnNH4TcF47HlgDiJ3gEBTb/oYMdWfYT%20LJjRJ2KUBst6gYGWjRHGqVTBI0XJSKZI0pFSq6QzWam0ZwrimGY+pD91aUwpXBMPRGsFOglRTb91%20k5fupNufH72EyvVhcpsLqCFh8IhHzBILoISEzVgAAzF4QQe4u8UDjBe8oCrCAG4hqgEAoQMyIAIW%20hBABAYThAQ8IgxDqdoAt0uGKx6gEFKQgBTvEoAoYTYYMBpCfOfTxj5KM1hAaIOEJVyAJlLhAkytA%20LiU0cgFjwwOMQRziS9oY9AwRpSjtYQ9i2MMapVf96VUPrc6HHvaxN/EqW8mUbYAAHJQA+Sx7EVaN%20fQNzzJgDKVxwsYks+X/rEIH/4LEN/3ogYHLaoMfy/SD5J3+jmc8sADfakYML+OECg4AJSYIylDWf%20H/3pV7+Z0ZSEHlyAEl2YqRdSQQUgcAADFgACFHTR/x7UQRj67w+cwRkIbQT0YgRGYBmEwWsm7Qry%20SaAOatKMQNIQKm46ADMawwgyAAN/YQgIarteIDMopRwMYKP4gBs0Jwz4QBWOYRS8IBi4gAt0IAfa%204D6AAhto4wHYAQFQgQjk7zeyAgmIQKc0YNgMgBOQ6hyObaiKKglbgAOEygNwZw6eygT2oAW8I3m2%204wS+Yw6ioAXm4AgSAB7UIctEIq2MAmPMkKzMyt0mwj7gwR0+AAUO4RHWoABCQA/lyv8bvCp8DqRA%20+moN/soH3OPfKqRCzGdCfkAc3kEczOd8EM5ENOThJAtEHuECPG7jUIuzaCAN0iBJ0iAJQJEGkqA3%20TGEBnqRIjiRJnsRKaGABlARJZgRKPMhKpKRLfC4PdtGEfA5MIii3dhFOnIQHZAhI9MTm2iRPimtM%20SiiHdGjpmMtPgKi5pgtKpOtHnsQGqCAHzAkduCtUvKsK8A5UQCUcu+gF6CAAgAAIwEEA0EEEwsAE%204wsDtsCiisCiYkALtM4JhsAEgGDAMEqPCIwosCFZliWS8mUg8IAVvIAHLi/D/KEVJhIiM0wCFkAN%20GqAT4iWSngWQ3EX2ZE9anoXB9KX/YTiMwzosJU8yXlYsJF8SJheiYR7GlR5gdWjhHgghyKrplXIC%20BGghERaBBNwBQXKpY7YBDrzgBoIAG0DgCEAhEuBhHEwgFQjhApBgBw7BAbbBmUgAHjzABHYACS5A%20E27ABUzmclhq/daSLdvSLZuiAnjAs0AxhKDEFEDBDtixB8ygAczADIKBN9RADZyBGhRBDYIhGK5G%20DQjNLsYmnxhQGNhGMh3tMIrgGOIGCH7hGG5hMAxqoAjqAGIACyzAAAjnAfiAD04zDHygFHThFYJB%20GHRgFDDBBnMpJ8bqCUJDDLjgFUQH5LzgzTjgHJYwFNrBAKawOErHANKhHcJB2HBh/w6KE3d8ynWO%20AHWCyjr34KcoAQZoAQKyKgrk6ht8AvhsiShaJt7uIw1zgiLY6gcogAQOIRJIoN5+QLAcIAvEYRDW%20wEAQpB3GJ7H+agICa30Iq7DS5x3YwUMg5LAsxOFapEUm7hE24QQoweM4q+VM4RNFhwZSQOU+cQE8%20ERRTyxWNhLM0iLMwC0kWQLQkQISeJEqAMU92MRmDrreEkRcpqLfC5EbBROh8y4V2EU/4JOmYrocG%20BUmJxBqV6IhsxBQ0IQZK4ZxiIAauqAjcaAD4ZlTGzlNApeyy9AVGBQuA4FVyoByEQNVEYAvciA60%206IoGgPDg9AVkYFIsIPD2qMAO8v/BDgIPFKGQIhJQDakVlCAXRkBfQoyURiwmQ08h8cASOgAOMEAA%20JjVSBUBSLdVvXqAbZGxRO9VToWWVJKIpOqYpsQEB4mAnZYLMhuL20qEFPEEQJO8CHsEb1iGXkpIQ%20guD2ZAAUMGEc5kAQIsEb7mAcNmARUAAbulIcKkGY3EEbBOACBAGaNgJzjuktrxVbs3UtraACjkgC%20dhGDgmgWeGABUkESvGABFMEGFGEBFiAXJIAaqAFe1QAG+a8BDnMuoCADHvAx84IBM6ATGm3SCEoW%20LvOgOLADOuEAEcoItm5VgKAcBoej4k4eVAEVSqHVgmEUkAYTEECZcoI2tMEcvMH/B8SgFKigN7Li%20N0BBB85oCauAEzihHQTgdM6hHZhT2DQAHI4ACwSgHU6nBc6hBcggOy/g2ojWdSgBqoSWFsSBPsKq%20KFhmPK3VDNfzItQhGwYhElwgEnDABXCABAbhA8T230igBcRhHfzzQOTHrxZx4NhnQE0kfcSBfNYg%20f+R2QjKkBSDUflrkCJAgtDiuRmzAN0HUBshVdJIEFZPkg7QRFVtuRU9OcLtEhHiLSIZkFmwLUFQo%20UYgOR/MkTJS0tOykW4MITm4rUIpuTJhRt37LSH+UUH5oSpo0gmykEWwgnOZGviDqSr+uVLbuAPTG%20HN107Lgu7WRANMf0Hy3g7WDB/2/uplKOQQ4CgA4uxY38JsACwE7xtCAPLMHYRSH74Rr6tCID1Xy1%20RQIUgGCaBV8EAiQ/NfTmARAwoNRyMAdpg3AIxwCKAGDCF37/N/RmkpWigiMEIA5UoJasiSKU6fYQ%20IEU2IA7EsgR+4GUaYCnjoZl6NQC6QBAGwUDGQQaSgBDcwZlK4By64AYmYCNAQAa8wA96Ad3GTFst%20QoFn2IZvOGeCxApSgHSTkU0o6OSIRF7l9V3hlRpsYAG8gAp0ATD/Ugp0AQqEQRiAwAkiU4q9BmA7%20QaH+iZ8KygjqQIvRIGA7gYv5AtRegBweoCZSMDVZsBSuwDWlYBTiAAq4gBxsIv9/140dOKAUuCAO%20RCd0VrZlPUAAzmF3AsB2ClkAOIGQA6AFwCE5BcADEAABGDkcwvB/hOp0cocIYMAEmqAFWoACvCF6%20rFUNA+Qk4k0dqpWG21McUOD7/MAF/IAEUMCWSYAEPuADSuARxCF8EEQcEABDPsAH1OetCnQSEYt8%20HoRDkrl+HkHiNiQcOGB/YERDW+4TfCN0PE6DQPSDTg7mgFiDUHTlkPiCiqSDDleC8mRPJAhNGKW0%20xsSG7AS5/iRLoORN4lIXBwXo3mR1bejnkkvpgIsagShL3tkVlOhJPmEUXgUy7MZu6EAO8K4DDKED%20zK5TOiCLuFSLCG+cjuAFxOn/ADAAAyrKabL0oSEjAEaapAHsTqsAHAyvj/x3IRegfM/XfNOXWQjC%20JQE49PDAEeDAJozC2apgU3vap5OaxByCJp3Ccm7PB+KAEBIYJURiqG/PHGyVyrIhAXQDFDbAHZIS%20AH6AHli4VwfADAjgBihBE5CgCwrBD8RBBrqABGQgFQAgCOjh9jDgFfwgCMzTIlSVIgSbZtINhw8b%20sWdYoYXLR92kArgViGYOg6hhFnLhdiUAib0gMNUAIzVbEp64/+ACL7ZYi+1iHgbqDH5hGfDpn+YB%20n8JYVejAAhDgfvOXG+IBATA2YwNwFEaBA+Qhj++DD9hBDDZgFH7jFXrDDEDh/xVMoBwQYDgLmQNo%204RzAwQiFNgA4YLpbQAZuCgEmWQPCQWjFkAKOwHZQZw5c55OdgxZIGUBsyTzHLCYowj7I8w0pQht+%20gARm2QUAwAVQ4ANqAAW6FgUGgQwGwZe9YScUpB0uxHwmoA0c4B3eNhEnpCVc4hEl0cIdC5ofYUQQ%207rECKIFGdAEAuTfaVYPalXHH+XDPBEoS5ZshN7VCyEXhueb+BMZNtBU9l511SIKixEfopEh8MUl/%20S3VvqLhcd6B/iE+Q1J5/pEiU6J154BPsABWoFBqggU2LgByNN6OzSAs0ugjGfAAsqswDz1KfaFJk%20ezLuxmn85lKw140CD6MOIP8U4ICPEJJh+hSn+9wf0rcaFPVQlbrG7GF+ZWNjMoIbQABBsmAj0sEC%20umEekJrQKz2TBFjHmgJznA8EDJiWTsZ6gGIbDOAIJvg/OOIBQqELFmEC4MAMlrIpy6BXZUASCuEC%20ImEDiIARIuED1qEMukwGzMCvV7gKJGHYccI8a3hj2FNlmD2bWKaGE1vap50orECJhERQ7KQeHltQ%20sJ1IZmGCqOFMRgjljiReU7xd2fUwg8HQJu0XTLsTlmG13T1gEeq0BcrRioCkI0CZsCEeCCce+IAc%20uGAUXBM2e5sKfJVwUOI+tGEcdlMTepM1fOMVuoAIwKEFsACRs1sGHNlV5Oz/CMSJA0IeCzgAHMgB%20dY7gf1jkHErACJuACHI9vUOeEYjAG+D7lLvnvavWahl+ItZhDU5APnEZwOnwDXDZw+vnB/RqJ/yz%20rxIAfdSH4NxhfdZgQFvCHRILbzGkfshgEwYhf+6HAkqAEkLLFDf0E2dqAVpOETR07Q/35NR5gij3%20mzVIET6hg/JetWAIUFwRSSyrRYWRn9ukLmHonn0Ohly3uIoLhwK6SKEx25m86eKkS54koanLBnTg%20ykvhMerGzcOcL8Kcu7wo9LXojSwqADCAE+QxDPLvMSQDoixgVPzmoQMMwFz6AIYFz/MU8RoCD2za%20z81XCXTaXxTP0mfMHhwB/wMQ3WUEgAhcYAJCoCOqIANKb32PH/sRhqkH2JWUCQQQQAVSdSNK4iRg%20yQSkNZrGXwCoIIUFIBVUYALowQCwIAkiIRSoQAV6XWQZBMoAokwXEuB63JhwZ1u6GElc9Pq2jdu/%20b/8mVvy3bdvFixo3atxGsePGkSRLmiRJEaLIkyxbunwJM6bMmTRr2ryJM0UKKxKssKnw82eFoVaG%20GpVQAamEpbMqNGrUU2kjajymSuDBYyk1agvU/AlWR1iGTmSXZZi3bFmnsRl+zVv7K27cF3RWIAiD%207V88bti4xTPHYZSuUVIGXxE8apM5jfGw8cEmj90mIppegXqVJo2XV0iwlP+TIeZIC3AcArSQIeNI%20aQ6pZRAxYWJOjiNEdOhoQo4CBQ0nECSYcyH2nCNHsMDQMWMjxZHLLabEpi5lPHV6S2LL+2/dmkEo%20HtX4MMFNDRIkULx59GEQhTXesrnPFsGbOARrEnxY887BO3f839Vf84M78omTQAL/rYGgfYNsolsC%20uoVDBiZIgOLFDl1cSGEaC2SWhiI22GDKAiIuoAgPH35Y1VJZXXUiViZ+YsOKULGYQlZssDHLTxLU%20mIINNCxAwyc8VJBHPUnxdGOOO2I1Y1I72rAUkkEBBRQbRQJVTx5TbkmlUFMiNRQbUbmyoyspNNJj%20jzoEgMUVMcRwDB1FDHD/TAcvdKDFAB0YYkgHRdyiRQd4DlDEARYMMEAV4AjxAAgPwGIoHYgiagEd%20B2Bg6AHgWHBAAFUEAGoA4MABB0vY5LDACJb0w2qr/ViChyL+zEprrbbeiuutEihgTTeusurrr8IO%20S2yxxh6LbLLK2uMIBiBglBEInNhhQyGTFPBNOhZ0Y4+y3n4Lbrjijkuusdc48oUNFNSkEgihxKGC%20A998A0I68IRA3UTbgJDMDoJEIo438mGygwvuiNBDGiSME0oPhUTSzhE7bLBGNuKcEAkED5QBCgnt%205LADDBNkEwoSKqCQBXXxYFRRcyudpFFIL+MEs3Mz04xzzjrvzHPPPl+0/xOZVd44ZQVFhVllUjjm%20kRQPPEnw1FVWZUWVDdRIkMtWiqjByghqdZJWXF5/PY9bnZSNxi9toXHMFghE4Nc/jvnFTg5xvCIM%20F7oIM8oocfRQSgIPSITNA9o80UY4pYxi2SteZAYKFGKUE8BnMYAzGgdYEJFDAAiQcxoWJuhgwhWw%206UAFJSd4II4HvnngwRGx5UDEcHPElk3LzF3UXErqhJAFNtI1N9J1/6iTzQSDgAeeGxPUgAMOb5CA%203iCDBPxeO/AhWJ+BDrjzQ4Dg/xewfFEgiMD5ANYXDgUfhGOgg5scsQESOyBBBRKaUNGFhgt4AcAF%20gEgRInqcAE2EwKogsP8RJvoQAxthgwUIaSlQqQACUyABK2nJgjaoEYhoYAobNEKDTUMKjsSUpqwk%20xYJpitKXhNIloGwwaVyKoVFWqBSoScAVPDBTmmxgAnTEAAho6MAx5hSoF9wpT3t6gRaKUAQtSHFQ%20c6KUHFbADAMYQARbOJQWjnGMSVUBAxiQAxk/5SkLVKEKB2BjqU6CjTksQAGrElY38LAAJeRqj3zU%20lQKu0Y9gtcpXgiyXIQ9JrmrgoRsYyEtE0lGFHtigFVO4lkK2ZQ9+IHKTnOykJ5XVDUukKxw32dca%204gAAd0DEAOc4wQSEp69tGKAFSBAEEi6gCSQQ4hATCEE6ONAFL1DiAqn/GEMkstEOLMQhEX6wnx8+%20cAcZDAQf7ZjDDm7QTEKQQJUVWVlG9MURl3QEIizzmct0902L/Gyd7GynO98Zk51UMA9aElNSZtET%20pN0ogyeUmgktmBUGukhFH9IKNRThDGf8gRXB+NovwOYLtbRFbZ3gxy+MEJcMFJEOGIgAH/zimH/w%20IQE5GEUXShEDvg1GF3HgggwQYA6QPuAJ42iDGCpjmcyowQs6QIcQPiMDDliAcjkY3RwsgABwBCAH%20c8AEFrCwAdvogBJcOEc2HoDMdqQPARSgxREYIZsjlOAI5qgISJxjEor8LhvwWEd01OkRlgkvCz8Y%20BHo+8IHv5HV60UNB/3oo4A54zACZ3ogPgRIwgQQEyBv64Y87EPSD9gxoDVEQh2W5Zx/4GWgN7aNA%20Di6ABCTo4AKU0IEm+veJNFyofxH0n4bSEEIEnsiBDYwR1EwE26tdxUomOhNS6HkjCPIIRBMkIQ92%20wk82MLBGFUSKcFdEJaWssGhWomEMa0iloeSQTGXSiU54QAMgCMACL4iBEb8oqDt1gFB6ciIS8yTF%20SeUpUQdYgRAuAQsMtPcFMjDiAOqyAkxhKgByCIAaQTWqN5oEGyWYIyCFdY1Y6bGPFN7jrno1rEJ+%20csOfZBY4nrWNbGBBDRmsxxIyga100IFb1uCwi18MY2+dK13rqkk8Iv8SgeWtAyLpIMcjfvBWmYHA%20A6WIxAaOPAh4qCQd5yDCBkTziDVcZ5ZG3kAJ1pCFbXigBWsIATdmeeRDJGDH8UhJOc+qnJpNhHjv%20/Ag52QzPOMt5znSmSSNcURQJAJdoYFqKCfmsJT9ncClAgcqMbnsVF1HDBorYSkJZkZa1gG0t87Ao%20Gs4gF7lkwAhoUEYM0BEGPnyUG34xxz04IAYucGAfeqMCFPrGhVJwAKaNmek4VCGGu1HIDI97RSkE%20oApw5EAGwyZHAIidgxi0gBznsADtcgBtE5TWBJwbxwMKZ450jMMD7fBAAkDXgnPQwsm5W/Ob4aoc%20dWTBGwJKGZzNehH/dXjjA49AAQpqgALyxCKv5ilPej7gjXW4xxva80aCDCS+H3yPP5D1BjwGJI42%20WNYDB4dAgbrXvkF8tgtIoERp9wcKEb2CCqOgghdClBkR+Y+2EGzRiwpqIpQzaUjKzYqNgMtB3/Yo%20Rlagp5YY+GcxCTToiYbKl46kNO2yoR5L51INna5dJ/HECt79LihygAB0gPGL6rXTnQgVRTzdAlF5%20GvsAzC7GKsjhUgcYABqccKcXDECN9xXAATp1AHRUwQJqdKOCrdNgOgqrV3iccIUPX6tdPTjGjPck%20HhwBh7xwgxM98EJoeVDJAlyyGy1uceM/D/pPhpLGpYyIOsr8DXVs/+M6qu8mtDTCl+tgY2WvX/11%20JLIciMieOhDhxjbUofrUy35e1SH+OeOq5rjerJRwzUjMylnn6Et/+nW2Ak9k6HOmEJrQYuq+nq+i%20ZzZ0MPwrUlH5ebBoRaifGrlQwzLm0RZ+hC3TZ6j/L+zfFk6jAQjoMAcfBidqDzAO9+ADbVAOCLAP%20V6ALrjYKV1AKOVACOeADDyBSEdAGNkUFFHIZFKILOUAO5VAOQGAbREAaHACC5WCCoFEbV0AEtUEF%20VKADJUAOMcUXpAYC2QA77WAAEbCDLWACnuAN6CQ872YRyAM+7wAPsEQSH1ERIfAOH2Bv3YECLuAC%20OIACsRAeejUI4f9QACEwcJLVPRMAIO6wcP3xA2tQPt7ADpYlDu1gWQWSAPAjht1DAWSwCSdwAaCQ%20CvfzgsGUBq9ACSxoByGnGQa0ACGCIiwCIzbXIgzUWmkQIylCQTvCfYFWIzanE0tBQleBJDkidT+B%20c1FBQ1NHaCsUJvTUJU+HNGFiT35WAWTCQ1VnClRQDgKADodSJ3aii1QkB0g0AGVXBHIgB2a3RmuE%20KDKgBXJgAR2ABWigRDFQBBYgB4wiBJjCRp2SRgFwAKRiKqiiKq5CSLCiCIaHeIh3Yd0wD3YUeuuI%20LB4GYuZQDucgAlhgCkuAAyk2AN3AeZ7Hjv3oj8oyYzZQDjSxMiv/0zsjARLbUJDO1xEi8U1o1pC8%20s4RotmZxRXu5BxE3dpHLB28ZqU4ceRPEkxHcQE7QR30niZIpiTPWhyR6lgeCNgv4pDQZ9JL0hDUw%20d4iDdmiJZnMuYjW5kAtbUwey0AFpAzb8cBZyoQyY1gGYtjbKYAT8B4DY9gQUwAGqMFNhgAqaMBgv%20qGrlUBs5oAr/hwD3gABiwDiF6DhdQAQxwDk6IAlm0AMmAATD1gLOlgNXQAk9EAdd8Dd92QVUgAXj%204HvYAAIZ8QARoAHg4AERwAkJwAnnkBrpwDvqYDxE+A3YAA/i8APikA348m7jlAXbQR4oEA014AIA%20AAAuQAIT4ADO/5MeE+AN2vAeEZANBgeHa2CGjnWGP/AOArOGbHhZBfIBuVkgusEBLcABF5AEmrED%20+WMZkkAFRFACeikJG+IFZmAGsKUIphBCUMIDnyBAUDFbMfIhG5IGiyhCgnZcmqgjTLIkTvNbgbZ9%20Q0M0WeJzOhIUL9lD+QQm05UlQaGK2XUjR3EkfmYFPrQKPjIHxmYBx2Be/aWLMRBfUCSMv1ihByCM%20cjAAG6p2VfCLZKdEdhIDkiIDWCQCGAAObHd32ggOVcCNcCRHggeOhDeO5ViOSqB4/8ijx2IP3RB5%200IINCmEINkAAlmQOVcB5PcqkTTpIoqQuNrGRy1GQKvEPEqEOfv/BkBkRDzfGMsEnETdWkhJppW6W%20kOjGhFZKe+AEkhihkeTUpuzCER+xphKhkneKp3l6Eta3k0CZCxIwC7mAT993I/QElBJADV7QAGmg%20BrA1aIIGflexaH9KqVvDChlAlPUHNmpRNhUlF5gWF8ogKPuHAYOzF/JgDm1wAjkwDnwQD2EgBlBA%20ci9IBOQgBKWgCTqACreGCpODClzgOJehGa9wBTKACUBABZLQAxcyCqXzgC3YP4W4IWYgCaBABTmw%20GNyAVTsIOtB2DhrQAlhwBOfwNtihe3eghChxPPAQPuJwL9CxhC2jDtrxCORBAviGAwBwAyoAALHg%20AEEwAXgFWOv/IFnuQSDwM4bgIz4Ki4YCY1nsAHFweHGY1Vmb0AI6kAQ0kApdoAnLGpickwM6EAeP%20A0AX4gWHKJ6mQA0QZAqOGp4wEiMtRwOaMZ4x62fHhRUFGhU88UCEhnPXZ0I5wjT01ApKoAQFKkNG%20Qon/FF1DUSQCal1NuyVs4BM7m6BokgKmkAJJMGsyAKHOiCheR0XRuAUHEEVPNCcbOgDP8KEdqqFk%20h6H99QIHEANOYAFhcAlwcHdkBAdkdCmk8nckwWAOBo6sIo7kiKMUxgMjUA0a5qQ8yiyNxISyVAmK%20sAST8BDpkI++wo+P67mgF5A1JhMrg3si8Q20l5AgMabgpBcK/8kYupMSxAMRKXFW6cQycNaQIEGS%20LROnIbGmxNczLrMcdnqlemq8x4un1udbFLQV7BeoL7kUlJoLeZA1aiAFUCAFvKYI9Ik1kJpoucAD%20WaMIZrAMutAJ9/cLssAPkLYMcUEWFpVpl8Y2nYYApsoNT2AOESAGmKAKfhEBHHAFmtA3VFAKMEUB%20RDAKRCBUpXAFYoAKpaALmtGoXsCW6IABMUAFV5ADUBCYqJPAdBkHJJIZipBaAKQD5MAHj4QA58AB%20o+NxOdACr6HAGtAO5pqZ2hACZwVnqbcO7iAO7rAO0PFWCFkR6gAPE/AIh4ADh/AGKIADqXkDAPAG%20QRAE4LE8P/9wmwUrDpw1h/wRIN8TPgDymz5sWe0wDlsssQAynOHAxhTQAhuQCmmQCqJFCamjA8OG%20BSb3OJrRA8vaIS27AFnRWoHMAyISiY4YQY9jnpHYE71VFfqpI08jNHnQCkyzfT6hQUxHT0YbaEmz%20Q/3JilGnQRtUoKVsoDakFE/TE1WXAqBADuPwJi8ABOsVdksERYSyBVsgB3kijMG4oUUAomqXDGbE%20ofOlJx0gA3RQCVBgCEIgBAG2txjQt9O8AgJgKoFXR8ACLBKWuIeno39kD9bAD93yuf64SI3EMhlh%20AJU7BSi2DUm6pNVQzvPMeKNnA6RUE9yQDgLTHvDapXCqe+b/oIb8TNBBTBHeNC+rlw0GzbtnZZC2%20qzvoJKTpEMRoFaewxw20ma4583wVUTgLjR3IK9IjLX1Uh7NaQyKNJr1AuRV+6gxqYAa6UAdS0ABq%20oAjRywYH9QlX86cHpX5doagjMARjERf8oAwP1b7uezbCkGlxUUSeJgSkxg188AQPABisSmoRQA5i%20YBswWApj+b8ejMBxAAS9yjiOkwYxjVKoIAMaHAM60AOm84JXwAViYAdmUEA7/T+vQARPYINazQEb%200ANIIAldEBtTpQNzIK4UaBHYEAJDGhJkOhGa6Q0FoA3zki8egR2amQBT6AesaR44MAmqiQPO4wZ4%20dR8B8oWH/4VwZBg+XqzG7vAObAixbxiHm3VZUXDbvvHGHAeDOXACtcE5WHBa/vM/gVl5I2IKWGED%20aQAKafByHeSTIKIhizx+NAJd0SWf0jU0pzzKRZIHSrBBPSEmVuA08mldYPK0TZc02WUUXBIlO8vK%20poAECCACMYAFSnREdBAoVIQoRYABK7AFUBSMvvwMA5AMt5AMBw7Mz8Ch//2LMoAoaGAHTgAHK7AC%20nnJ3fRvgK8AJGN6NqZLNrhJhN9rNFSYBy1ANnTtI9Nx4HuZ7HMEMlXu5D/EA27KPLq7jGxa6NBER%20ETNalBAJHxAC32CnCXljvzRaF8DkfsDkLvAI8LCQs7sNnP9QAklGu8TXpdBChBRJarHzCNiCEUS4%20hCtjDjJQAkFA5j6uugUJAhpwBAmQBSZJ0nVu5z9jBVgbIyKiBiLS0llzUM6gfgjlFX9QGGqgBg2g%20CNL7CYkuQD5NQA0gBV8QDF+wNxmA6WjxC8dwBmhAlEctDPOANpqmUTFgAXAz1TOlDQ/gAxxgbXyQ%20vwKACaOgAwoMN3wQAaXAwVJQGFxwDIvzCtupBq/ABTFwBTqA31dgB8JQ6yJY6yhFGY/DawtgBq/Q%20BTnwAFYtgMpJBH2MBD1ABXZgB5QAGz1ACUHIu8GXeh0du9+QBWx12cfDZqtHktrgAGsgBvoKACSA%20A5kQPVX/iAPf8R1rELAJAMQDTSCJBSDhEz7vwPA/zG5sOCC6nZvC2T1o6AEnwAgmsAG1Qw4GUA6k%20QwTJuqiH2NzIHcciIiS4FceRyNwu9yHfOVsqconcpSM8dH06SyQBqnTgjZ/4yQY8NCb9KYpIu0L4%20ScpFw0/urZ9Pw7M64UM0sAEeIAJsAgTHkCdhl/Vz0gG3cEWwoMtVtKEKrgVeLwfJIEVP1IuTMicW%20oAVKZAErcAASzndsREYfzgmBWzwzOuKtYgmd4AxGS2FK0AqF3wrenAsKIM/9QM47/nmR60j6YgC8%20wAOXWwD/oC3csviOz/mHZM+iGxNaZgJJsAMX0ANJoAI1/0BmG6F65uCDUdUFn7AILgADkZBkZgWn%20IFAFXuAC8mKRa0oSD+2QIAAOXeAHP2BmLcFmzEAFi1ADIfAzIQECCOBKcx6nd4792Q8Tyms1EaSd%20auAMzct+1IDoasB+ahAMwfAHX1HTfc5+1fv96rdTNV0YX2DpCrAMdUAWwkAWAHFG1sCB/Jbx+5Xh%2010I0aH4BiWEhAjeKD548MTeOHDkE5vg8iJBDh45S4MJUxEAk2KtRQI6V4jLKzKsFal5d4aAMCBEi%20wnRc0UHkCpBSpSyU0iFslJQ4VKjwHEVEwBMDD8jNyTGHUhcTJnpQMkEEiwlKdrz9+4bt2ze0/7Zh%20U8f2n/9atGvVrYMX4t8/ddv2/uX2Vp02eO9Q+FHhB4cLHI0n4XhTI1qNDxPWfPjwI5s3ce/ErUmQ%20IMgP0j/ckV7z4507b549c/6cQEOCNeLyiRMXBcEaD+LajTt34siJEy0igBCRg2wXL14WmFpgY4Ek%20Kj2c03hug4eNNM55bJew3cYn7d/Fk7eRnoeEFN/DS7DChg17CRXsy69Qn02ePPXY5PePv/3y+K+e%20CnhIQQIJXEEQvvysqI/A/CqQr57+7suDwgnvk++/DRVsBEIrUkhhxBSSOGIcVQIA4oUOXhhgAC20%20GKCIGmccgI4VVtjigCK0+FGLZGYUUo5nZOwAxxhrLML/ghgtkGGAFQKIYQAZyrDgAHDgwGAFOOD4%20K8y/sClhAQWu6SdNNdO05wsvbFDCHznnpLOCJC64YIMdrKCzTzmVkGABM3ypphp70uymn0TXZLRR%20Rx+FNFJJJ6VUUjwAwQAbv9DaxoBKFGEBhwK+SWeAbqypNFVVV2W1VVdfjfQaR76woRwxb8UVhDK8%202OEDbSKYI40bJpBrr236SouPdNI5xgsSCgghC2ymjWsbbrDhBoQq1PAjiBD4gGuvb7YhFxtt4JKL%20m7/InevcdAKQBIAg1npLm3Pl2nSbcd2yFxshoEiihhCONRcbt+Ix915jsVWn4GLrPVcdY0GYdtNp%20zzW4/1hcN+a4Y48/BjlkkUcmuWSTTzbZikYaSU8RQdUIRhdFcqHGGUWcUcMMNajJRQ01/viDlWB+%20VuNmRVx25o9gzLDZZ6D/GGEEXeqIuo5lRlimk05+OaMDWQRCIwOF5pnHITQ6QMOJYzA4iRs+5DEg%20AnPMiQABBAwILIITxEKlowcekCcMVK4gQhloMIhBmSteeUWN7q6IQYZSrhCGiBhKqVyHGMqxgByk%20CIeCiqFQiWEUHWRQJQIDygkqgCtSAeIIE3Ko4ggZcAFijmzc6quttPYVt666sliHrrbCPHYueJb/%20IJIbbgAgesbeQAGFyDCz7INBEnCne29+AC210koTf/81b9wRxxv1cQMttNrGEceDNXgbZ5x2vEnA%20bg00OCeCv8kxgSQk0YVUPGcBB0xFF17hHOhEJz0H/MR3ypMe7diAGvNJjylMUR4FNWhBEuiQFdZD%20of+UkEMEMmEFLNQKAeWnPRBiD4ngM0MVssEKG+qPhNjgHw9pyIQeomF4rGCiEa0CFBQwhxBkgIUY%20vOBsQaLRko4BJDlsoUc2ktGMhnQLOXTxFlrogC2SRCMaWcBGU4wSBuQQpcgNQEsHCEAV5NgxMpnJ%20EmmqBqO60Q0nmCEPfqKTK+agjbeEwxSApFMrFmAHQPSjGqhypDWssShYVdKSr6JkP/SRATgYTFzb%20eID/BohwiAkMzBxV6MahLrlKVrbSlZXqhiVoRQGSbQMEGjhBAjS1jTBcIGB6+Uc8xDWucdnyGKBA%20gV5siYATrGFgICAHB9owAC/cAAcb2MAhEpCFYqbjHBvI0yMKUC1hkgsEEeAANolgAkF06xt3uEqe%20SvCDEDzMWukgByO4YAIg7GARNfBGCzZRAi6cYB0PQEAJYJBNZ27jXRw4QSSwGY6BYaMdR9iADjYw%20iFGBQADNHFgEMIrNTYwqTGzxy6ZQtlKWttSlL4VpTMM0xEbw4BMLcJkaRqGMYOQiF4rwmc5shjNW%20wExoRVWDM3DmM58F4w9JJVrQ/qALsUXtampgxTKW/yGMX8zjFw7pAEMysIyGnEEZaTuGEB7gtgeY%204wlya2sE4MoNc5RDBuRIXRjMIYIwhAED0EAAYIWAClQcows2qUlUlNGTKxglBkO5ghgEgA7SEW5y%20UNAcOmLglBiIIALjkAEROICAHPQAC+AIACfAIQMZBGCJ5hjmuJA1F30Nsy3qIF5cgnerb/AhG1ng%20wztIAIAbqMC40MNBNKh3vQlo7wSDMM36wjc+6q6GNZ1RH2xCQ5sotKEd7NOAOLJRP7kuKwLkaAE4%20DLANIejAC12gQhcOmIYDesEMXkgDBcdDQfKIZ4Lm4cEswqPf79R0PfVRUHzy4woJWAiFHaoAgSSc%20H/8FRfhC8yERDyDEIBskiEL6+U+CKyRhC+GHhD7U0ITqU4FGkEhlJUrBJ3aAAITK4AUzunGMiLTj%20GBWhi3KgwwC+OIBn/NhIXgSjIVykpCXZGAtwtACUyjCAAMBRjnPkGDZysIAR3BGPatqjI35hBjYg%20Uk4pKIE29hKOVZg5TkpYwBAc0Q9Jpkkfr8RzntdkjTvbA1MgUKm+3oIuh1YhA5nUc6IVvehHyWqW%20JqOWW7jBCSr88hvx2AamkQfKDjhrVKAsgxme9Q0DmCAOj7CAGgpxAz9cIA43eAQ8OoWLLiTiApS4%20gQsmoNt/ZEsDpm51D9LwCQD0Ih0cQMIObr0DP0z/IAvrAkE7sNADQtxaEilgwAQ00IMkEMIFJ2hH%20C6iAhGUT4gMhaEcPFnCDC2giFTfgKAJMQAU8dWEHNVhHOl4AChzAox0m2AG5k00Cd8gFX26RacIV%20vnCGNxxkKpNAIw5Ykz9cQXGKoAZTNY5VrAYjGEVVKlOB9jOP/+xpI/j4MjKgi2VYbRkw02onhKHy%20eSiEIb/ohEIaggZlWEAVawVcW8PwgI/ota3peMA4OuLZvppDFUJQxdPTeoyIlEIKXmDcK4IBhVJg%20AQhDscBjvw65x1o2BjsxCjpkcAUoiEEEQgAHB9KLABmYQAbgwDsWiCADAQTgCLv75O/QMi1PsmUt%20/2khHl0kFiZhTgse2ZCHOuAxCBcUlwEMUEGuIYMDEkQDBdpDAQkewb3NuGMNljGNaqgb3e6xYzOw%20CV9tcBO/KKyhHXLLBtLJZQ4N5EAG7fAoJbzwFUk0x4Ddoa96tmMe9ajHwDyoqYLYIMHyHJjB+FFQ%20BxmcBxbuJ8IUIlCJK9AeBp8YPgjSsIJIVP4N+acCMKSQhUo8CxPf58RAVLGLScSCVdCAEu3gBgGI%20gYgYgCS5hSxKkgSUERkpAjqQgxgxsiMzkiIoglvoACXrgCyKkWMYgBe4AieQgQM4gCpwEgsgwSqI%20IyzbGGyYAztSk0lSFEWZBzzwIzPzByvYAG/Ihv9soIAUsEE5MQUFSBRIShNUQTRGQ8JIeSRUsYY8%20sgdO0pS/0Bi36BRUmockxMIsfKVYopVwMBmUIhcRIAJI8IMfeBgppEIQiAFQIIF6cqgXELUCoAcD%20AIQdeARaUIMxIIEdbIFXm4B1SIYuIIQJwIdx2ABBcIFRKSYRMAFQOARvSAcB6IFV8AN3AIceuAFf%20wYcjiAMX+IFqcSgZ2AFCWINfMQEbgIQPQIAuEIRH0IZ00AAkOLVsWIdNQAJC+AER6AEacAFvaIdK%204EVxOAJKeAQDMIAcSAIAcId0qAQvOAR3wAJQ2IAf0AYE0AEVSCa2UBdjcbhu9MZvBMeSKZGIkw7/%20MzCDrROGDAiGBviDkBsaj3uqZfg4mEmqoVEaXQCajzsqrGIFVsAalssAq2EFZ8iqOhCGmvsFYZA5%20sWkIsfmqr+q5tvkbPqAbc3gAvdIrEcCbizQHBBCCMIiAMFCFGECAMLAAZTgGXRiFK9AFKXiFc9SF%20LoCCYzgGZRCGK6A6LJicK7CD0IGCD4SIKLOAALAALLgCLBACBCiHACAHvGMtuwICHegCO5ABEagC%20LHiC4EkLutiGfjG8uvgG3NIG3Vo8tMA0hNEGb2AHeOADeEgAEiAEFRCEy2MA5GIMEqieRyCBSCiB%20D3CHbCgAdgCf1Oie8SHM8+EMHZSuBKi93sCN/9qLn3GARGwBgcBIBw84ghwQABHgAEqQhLIovvkS%20zeyQIOijvvKoKRtohPfIvvdYzQSpsP1IsAWBPgloBSXojw4ZEAHJkAzzMPxAvxESoRFKsf0IsRXb%20zdxEMfxIofqAEBYjkRZLARb4hCTYAG14gNUKQSxCwA7wTjL6zmOgQAocgB9LhluoQC1AzyRDgxvr%20gAHUAid5gSGwAyzYAgE4ABMMgAGwAA44ADhQQVypozNxlG7Agy9QAx6IEzOzE03Akz35QUBZgAbw%20hWs4Qi3EUEZZQjprQjxwBAwwABD4mxEl0b9hBlO5wgxV0RWtFEezAVoymcAAAU6YgyTIxHpCqf8p%20JJcH0AI2dMMH6IA4JDUTQIJH4IBqmpdO4QJQOIF8sAMvEBhyAQdQuIE1kAsQgANMTNJ0iAEvKEMs%20SANPzAYD0ABN+Ccc3QYRGIJ7UyY4kARB+IBtI4QgUAcQiMYLWIMd9IBRSAIU8AAouNFtqAIvbQNy%202IQ28IZQsINVGBZ9k4RDCAdWHIS/bIcTAAVCcIB9wbSvDMdO9dRPdbjVXJlyNIMG+AIpkAJdgIKd%20gZk/aACPi5mZg5mS0wWYScer0Sp99Jl+DIaryQA0KCqkYrmc+9WEUAiH9M6zaohjkAiKkAeiAwmM%20jAARsJvjoBtVEABy8B9VsAAigAZVqMk+Cob/pWiAxjGDn4QIJ9ABKbgCC0AHZj1JnhwCzJICKIiI%20KIuIGCACINhMDOAA3+sc1JqDHpAEKTCBAAAHLNABwHOLrTw8bSgevzC8tZiWLNAt4+ELTMOGbPiM%20tXyCH3gE5zGuy1OB6AEAFyCBlCWBQ4iEQ4AuHTQ98SlM1FAN7/GeHZy9NUCA+Jm9nfUA9WkHc7Al%20c0C6pDuHc+CfMlgnvbOOBTA++koD+nIg/TKw1ZQAalg+EGnNA4s+6ROQGSI/CeA+FMIQB/MP9kiP%20F8K+RmAw+NuQHpIQB6kP/yixH7LbFNsQ6RwR6jyRIwCBupIBC3BAH9kxF3ERJNGCKeqxB6SR/y9S%20T/XsAAt8ASMwghewXMvNkQ68giEwhC6xMhOUgSrYEnCoAjoqEwW4I0S7BjxQhDxYUBtsBQNRoQj1%20B9zkgWXYo0XZIzXJIxbVwkTRB0PphjOQgwMo3h8zXuPtoiI4g1Ty3eeFXjCTpReNUVsSABNYhEzk%20pmFSqWICpTVsQ3OCQxQogE4h0keQATNIRHLhUkdMAClIg3Ojh23wACnoAmLZCxAIgC6oxHHRX0lo%20tlNcBBfAE0pIAkFAgXUYl0mDgh0gFnK5hB74p21zgXlhBkCggXYqYC+ABBLgBGojFm3pAgAYBw84%20gXbzzFX7gXQwBEfcBC/4BHbDkziggRuYF/+NWQtQ1eEd5uGTWZnUzKmc+YNU1QUzWIBgkAIkTkdd%20CAZheEcmjplzTMeZE4YR6Mdd1Sp/HIE6yICnGsisUgBd6ISzORsj+AUnaLkOKAK04bljkIGT+Aho%20lau+AkkEIAcPsEgREIByIIeh41YgsABoYNYriBmWVAMvsAkgWCzKWUllQAd06DkBOIae/EmWtIOI%20IMrIOTuSFAALyIEcwIIcCAAB4ACv6AETqAQosQM7YFiHdYuNLR5i8h11aBi5KEu+2AtsMAdxSABE%20ZQcHaJ64NC7jAgBCIISTTdlIcAEX2AASoADTEIfB7J7TcADwMQ2bZQdveLycnT1v6I2dbYf/bIiA%2020sHbxYBojWAcRCAuDsC0dWAAMAC+XIO56Av/EqDDUoP9FCPiBOPAluPqm3N1YyPr52P4YwP7Dto%20/mih8EiB9Lg+FMq+8vMQ5tQP91sxDVFO3eShH1Kx/GixlSGRT0iBRaAAbDAADoiSGNkCKAIjMQKj%20MTqG73TAAUgGBJwR7/ROIzAENFAyNKiEDORPLXiBFgEHDBjBoYSjKrsyOtqyLotBSlpdRXjdH6Rq%20PwGULpuHRDmVRSHC6FW03LWzO8vdsSZrsvbqs15RF7WVWuKGdAAHSgCFbnHDYJLlTXsAGfC0cUkH%20WxBSTzm1I3WBXhgXA4iBHUABDYDfc/uG/xntgV6RmG/ghip4BT/IVFvaXz9IAB2wgQHGEzw5BGda%204BVoYGIZFxGAAkGoAUmUl3+gwwVAxM6+gM/+00Hsi1CQhAtIgBdIhDi4gDnAhR2wYRY2g0N4BBj2%20ts7WAXHC4Sns4eZ27ucGaQuSjgmVhGCwgz/wggYwAynoASiwA2WIgToAGp15Ve2WAp+BAmFguZnr%201WXIqrOyYle14gZghT/4gk6oAwWoAyPwzrCpqj/4hZg2qw7ouYkY0aIburYyACHIVrUKAw7oHLUy%20BwwoLEDeArYbilrV7lGwgGMQhpt0CTqAhgEYihWIAe6GAiBwgqHgTzoQgAEYwIjAgNACgv8lEgvX%20MoEh2DssGAs7MAGGxYYQ0JSwvAOIVQuJBUtaLpbFw5eNFYc26Iw2eIcfEANhvoFjJi4ViAMAUGYX%208AM/IIQNQIHtGUzSmFlrtq6b3YzZww378Qb4+Y0djABxsJtzCAcEUB1zMAAEqIIcoAUReAADiETh%20c1rnmLioXQDygA76MoUISs1PII/nU5B9ng8DAyEdqvQRqvTsS84HQZCGvvQWyg9Nz5AKoSEJeVsI%20KyGzZc4eepCIKxHpJJE4EAduGAeUtjEtOADHvekX8XXF9U4OXN4iGBLvvAXJPYP25Gk0aJGUzhIR%20lIEiwAAMMMEDwIB1roIBCNBbYUEXjEH/NYnqqa7qca9dCSBQOtPqGOxdtNaz3bUzNumGebCHebeG%20ec9qPIj33FUlduf3ReNC6q0lA6AFStgBgjM4lboV9m2WTFCmB3iBBhAVemAGO7BDC/ACeQlDPXmE%20dnjSZLKlKa1SesGGLB3EcbnrVPCDNcACZ9SMHcwHb7DYYmqHK7BDZeIEVvwASaxghzKEHfDEAtiM%20dnCHdWAGEKYHEJhSLuAAKsjEMaUFG/0BfGhhEvCBL+iVGdjB88mGI3/urvf6ro9uHqCG5jjXeW2A%20nDHH4hs+KPCCo8G4ibMBNfgERTCDe7Sag7S5LZCFXxiBpPqD/GaFL1AAJwjIDHAC7+yE/y/Y4hGg%207wxQBmXogGNwiTD4iDh2q7npq4scB7wzB5PkAHIQAP+RZJrEAFUg5K+ThJkQhmOAhhi4SfCmg8Ky%20gCu4AqNecRAc6hcQygM4Bix4gQHcCX7Su7DwOhO4gkqYAx53AhPAAsBLiyI/cmxYh3PRl688PBz+%20C2H6Bz5oh92IgDZoA3dwgEcAgB1QgWN2AQAYZi4nrue5ASSIhBMIB9QgzNMYn2lmDR3cDHboZoDw%20JtBbu3HeIhT0EO4EBw0eDDwAkU7AESwBDGwDsc2AiQULvHhZYGpBGo+mbNggmWalx0YoRaLkkaKR%20BJefbEjIycNGCgkV8rDxGdQKD5oVdP9aEQo0aE2ZPH3maQX0qIQUPKzkmcrmqCuhW7dWAOszbFg2%20eepp/Rq0AtVGbhuliFvogjduHmTgfaFlgJa+Wjr47fACMN8OMQBbqDKgipYXhjp0QIPmjGTBaCqh%20ecH32IADK1YMGIABw4Eq4D7DCVBFRpV/rl/DxlZigYJr/fp1u12t3zU8ppT4Cy58OPHixolLUMDv%20mrV+zXM7vy19OvXq1q9jz659O3fp9m5/75Z7Xm7xuHmLh959Pfv27t/Dj5/9mqMvNijAzq//NYgq%20XZKQ4A4868CjDTbcgLBOCN+4tk2D2zxQhhckFPBNRgOYccME69AiiSCPcLBAIRQacAT/Ei4EkU4y%20kvgxQTYemCBIJAWo06AIc+ywgTvZaEDFJ370ck4PmnywTjriNPGIO9j8s8026VQRBxJFegOEKUl8%20EEoPAASRERyUIDFINtqII0YT7HDSg4bYbFMFKJps0kMiRbZzRQqLfIDPC6kc4k4prxwizjrZUFDC%20B9owuJ+iizLaqKOPQhqppJNSWqmllbqVgg3U2PCFFJLYYUcDIaURkinUSMADNbk0ogiq1KAqgQ2q%20LtDAHwoI04kwvyijjCxbyDLAGXWMMIQTdShQxxBoZNBss0P8ocYXCigQbR1GoNHrFceY80C33poT%20xgNhhCECuQYIcY4QQpAjADkxoCME/zpiHGMBLEJA0QAUuqihhi7HoKMMEAMrUy9n6MQwBB0YaBFD%20Z3zJIMcBFgzwAhB4XdHDKFgQoUOoJgBhAhU9hPoCLTJgMYc5rmGjzTrrYPMNNjPPbCGDN6tzM2yJ%20vpbOGi34wI44bTzBxxqR7KDCDZoAQIgKgqhASNOCQL3DDRugEI44a6zxgztf/xB21++48w7Z3mQD%20jzfisC2OQNl4M047cLONgDjn5MCBCN1q9AACJ7dgAAiDG0AESCClochIJ6GUUqkrlYTSSDftRA0P%20qdpwEk07aXp5WzpZJUFSoud0VFikOzWrBFnlwdZQMklgFlhHxTUWG7ezZbpQYaFVj/9ZvpPFlk+i%20u2VFXCmwkAQj2nCDAAd5ARY9YIG9MFhogsWwF/WGGNE9ttgOhoYTeslwmAwWrCDEADIcQFoA7cMx%20GhxVtLaobLRZQt131eCxwHH/A9A4yblGNaxhjdzwoxsH3I18GujA9lSjgM2RTnoqCB319GM3zWHg%20AzvowQ+CcDvdsIR9wjGpjQDCFDQgBAwu4EIS/MAc5zhBEGLWoAaBIAagIEEIXAMCEZggCVejhBdU%20ACIv0OAGfqDEDvxQJBAYQAY72MEFmBiJCdSoSRnhBBG6gIQLUCEJhQCAA9LBgR50wYVI2EGfmOQk%20KMqgB1+kBChWwYAPaKAHfgiChQz/UAVKxMGFcdhBJH7ADDlOIATbAAcVNYAFq11AB3SExCHasScc%20FKAdJvDiBTSxA0IMIgtN+keiHHSpU6IylapcJStbqZ9M2eATC+hBDyRhBjV4RBE7aVxOYscpnMQq%20VTv5yB+gkAFhZOAXaOiALJRxhl8doAhFeIGxhoAH8Q0hA3X4wh8aMII6gFMXX3CW+ITBrXCBKwIG%20CJcqhFAuiAghAOQQwQMwAIRSxMACGLCAMtCBAX694pYL0IUAjqGLUaABCMqQATqgMRplXAEIL0jo%20Xj6zBQFsgWHVs4AMhiCFHmABCzqAgh2ukAMs0JKWMgCHBSpBhGyQEhuDWgeitkEz/5ttQ2c82w+T%20sPGEhZwAAWtogzzU8YRHaAJqN3AaKKpGiBtQbQeLuNogfvAOrnUNbGKz6jvE4Y630Y1tYC1IBLLR%20Dg8kQAMIKFQLzJGOdICAGw/ghAfIoQGIREQERDCDFyQhiZJ4ZAEo4dRHWJIEwWbuE4qY1S4vF0uc%20cI4nPakJY4kyq6R8pZfD66WmTGGVnwCll0d5Clm2UhWeuOJ29ZjFV5JihaS47ixnKW3ufPLaCjTC%20eHFxBQ3icAI+NI+jh6mYFmzRAVvspQiNecxf/iIYwAymL4J5wRm85wQjDKYS46uYXo6hBQxsYX0S%20O8ABArC+KqxABCuAA6OwkYMFjP8gf9JpjjX4p4gA4jeAElhGBgtInQmGMMAfBHBuAExB7GBQwApe%20MIO3Qx/74EdS2zBHAIiwgQtjmATe0IYGHvGDO9xQiyBAwAl+sKB/cGMbIsgBFzZwhBNUdRwyOIIY%20LlyCD8sMQufA8CDgkbNSZsQAHLgwJk6AgiJ9Ix0amMMGWvwIb+SMlP/ABj3ScY5DXPgERnaHATbx%20AXigGEICKAGGT+CAbeCjBRQogCLbwYF7wCMCtLDxGsJRgkFE4JIVisCQL3yINWTBSa9xkildaehD%20IzrRinaUFdySEi90QRIh4QEPdKkTSuNEmJQWZqqEmRIz6EKbV1DmMs/AzBXA4hL/K5CDFm7xggw4%20wQlDGMIXFKEIKWTgCkMAgviuUAdkevQYD3hCGMxhjgiMQ1xhQAACzKVsDKxAcKqQARCIoIwVYOAY%20ApOCF9RghlcMdB8xCAYUYnCMY6AC3dCAhsWGoIBZO+EYqEY1BopwjBjoBQtQkAIV8omFgYEMC3bo%20ARSgQIQXEOEKWFjZzGaKDXXkNIukhPjO7DezdmyiBCUIRwLWAA8+wMMHJIiDCuLQ1DRE9QY7IEAS%20FjHFSKzBG+7gmtfcEbabu00cXUUb3NYmVrStLR9zE0c4WrAJDczwHMcWhwHe2nRzeICeD3gAOIhA%20Bb/2wAweCckChkmSBdDAIzSI/+ViVfdLy+3kcik4yaZ1wtjTfqInZpkKVUR3FR584iQ9WYpR7N4T%204YXFFcibFVuyIpakuMIKuftJ7xafu9cSz3gsSMESaHCBBMgVARTTQhkaMxjj7qUwz20uZKKrF+mW%20Hg1GyIARDIGGIdRhfEYAQhkEU4QD7CUxVSiNDDSzgktcghPtnQP+DCwdPCgCOPldPnJqE8H/JrjB%200o+PPriTnuljP/sCHiGEKWVTEMyMD9i4w8zUQTMm7VSL3KiZhQg9M/LbVB3rt6mBYmaheHwD/+O3%20Pykt9KBtrF8WYEM8rF+ixAM2CODD9Z9rtF+TtIz42ZSFHEiNxAMA0oyBZNEB1v+MkzycBYKAgTjI%20+pkDFqQChTAIzYifzjjICgraorngC8JgDErKW9gADXjBK6RBTMjK5XSapvEgU9BET1AarZgBFNRB%20BgBBB5jaANCBHMjBvKEaLMhBJbyAE2TAEEhCLihCHQCBHQwBFgyAMgiDFOiCMOhCMMQAO7HTOESA%20sQkBAhQbuYSBAZCLuQiBBVyBE+wDLKDDFbzCH95gQOlCDJSCMOgAvKDDFsSAQinDYWyTsgxBBxTB%20AGxBeFXPRAGBE3xKHZSDEIDDaOQAyMQAEYQKFPSAFEBBDmSDzMgUTbHJN/AMLEqZokjclLWMN1DA%20CZTAJiRAG7TB1rRBApQAF3j/EiishCC8wg2AQhJAQtIQkjjAw8yFDdm8g9jo3NoIjTfAQ1i5DdB5%20gweIQztEQBRQwBEcAQWsgVrNAAKcgwdkg1txAzdEgAdMXRQRARZcXRxIwkfYkhrYGmCNxEqcBGJt%20iqrYwGL1ktrxxOiY1g9KQN6ZQiOwzlaw1ufgnSncBFQwRVtczuyclmelgBXMDlu4FuIpXj20Qj04%203uO5Vm4ZTyG4whJAwgZkAzeYwz7RQcUQV2MQhl84F2AUQWQ8Bl+EBk9WT/dUArYAwjYpQKxR4V8M%20AMVEpRxEpWLgBXoxwyW012zUhnX0RvIxX1gGR3JEkPFNUPRpH/ZBBwfZhm5Y/5/xpWVcyiV7PJgN%20lMOlOMhOtWAsDhqh5V+TpFg8vIYBhpgW5RSDCOZg5l9O5SWhFZopbYNgJorOJGZk5hQ38AxkTmYF%20fgM3MOANYeZg/kMG5geDcMOKqckHLEhOzeIsMsgKtqYMyuZs0maiZUoKqARjUQMb8GAPNkVH6gSn%20DaEEUMMCFGEGSMZkFMEWyMEzbMEKPKeqVSKrtd4VNIAkDIEd6AK/maIZeKd3voIyhEEEqIKxqYIA%20MFsEqKccIsAKzGFBYYAQoMIVQIEFqIIF6IAUjAIU/OErdMEoCAMR4FOvoAI6aBsQXMELHIMTXEHr%20DcYxdAAdbMExIFP1xEAGSP+CFFwBOIiAuYgABlBbDHAMFlzB1XWBCcCUzLjMzIgmxaVfaSamLWpD%20NqwBBWwCx/miD/RiG4SDGGACMarAK8QBIWgCVIECEqzRBiSAQIjDD+ic2Tipk3ajN7BDNlipz3Uj%203LQD0J3VOWxCCzjEWY2DBlCAO8KVRmRDBESEOeQAEcgAFEDaPnqBFHjnR4yKIoiEF0SOSHCKLuHp%20AugSD8KFDdDE6Fza7cgKDdAAD7AOaFVkqjTCTuTdZJFF7JgWbI2FbsVdSFbALHRq67zWVTSaK7CF%20SrbCSpLka4VkXCxBTApCCQBXGKCCBRzATvrF6fWFcvGkJHYAtmiBNE2iUVb/j+sZQvUYQw8ky/go%20aK6GRlSGBv2szwug1wpsJf5MBz8c3wIon1jmlxIkRzcUkHncxnPMZVqu5W20ZXTgRoKhZbm667te%20B/fdx6Xc36D5X6HtFCyWkv81yWtuAwU+yD9UIP+NpqBlkb9KmZOkGDdQ3Arin005SI1E5ihNbI14%20ZsQK7P295mjComNqUX5wwwFK2cMCICfkwAb0WMc2SKKE5s20YG3CbMzKrKXMRFzUYKb1ZnDm7OhE%20qgS4whACLawsAK5N1DIVgXMyJ3TCAXRuATPAAgY8TMZ8Cl8F1gLgkke8AhCQpzuRJwL4ADmowhxG%20QIeCqDvRgTJYAB3EgBMI/0MMzKd+XoEmdIEXmEEc6MAobAs6lMIVmFu9AIEwoAGENiuwDkARQEMH%20HKF3HQMQfFQpCAC5CAEGhIEQLOJJlcLA8RUVeIMD7h+TzOKPkVKhwYbFvsbMzOjadNxQ+WIb6Oga%203MMJ5AAmNFkkYAImXMAXRcIGXADKvoM3XJXOlQ1X6VzOCcQ2ikM28pxAmIMBtEM7RAECaIA4jINZ%20hWM4UEA7pEOKxVU6qKlNykAOyIAO9FVISELWNYAZ2FJJmEKpJMFAIlalfYSe6lKk2sTdXc4u4URQ%20pMDYZZpPzMJSHEVSpM5nrcXtsJZo6Y7NSlYjFN6pVoXiPTCqOh7kFY8rsP+A4LHAIgwC80QAxeQk%20Z4QeX/hF4YpeBwyAZdyCxFClYDjXYHQAc3UAILybEfgkZzRr6O2eYpRBGWBA/SiKe8GXfFHHV3Jr%20WPLACESHuCYxvE4fdMBlNZRHN2DrurYrE1uxu9ZlhE3KxeoHY/4l/lUcv34mY+oHg6iDYLKmlNkM%20/glmBcKma6AxTsWxXwrmxTpIYi7mKKngKDVJjcgiZD4mivWxATrJN9CDt+CDANoMA1agZIauKb3o%20zEryJE8yXMBF5/Rszvrd5dAETdRETjSCK8CFquREcRahExSrJDonHGwBK3+GcwLfCrSPBQxBtwHW%20YnlE4uDpKxCBKqhCG0T/ALOpArONgypEwLJFLkNFbr3EwBUoAxEMzKeMgiZQQRx0QRyMAhFgQimI%20AcLcU68cAxoIgzJ0Bh3QgTRJ6BYcrjIg5wGEsxMYYQyowgMIAAdYwOOCQylgwd7qqSS8Qg9srsyE%20AItWnGsqSmeW7unCTTAmQC+Owziwbo5uwiZwgBiIwUTrohhQQKFgwiO4TVc9qdmUDUj/nJVOac9Z%20KT5kA9uAowe0wzqdlTdogAbUJAdO2Nx4SzkcAQcQQdZ5wXXS6XXaEtflZg0Cqi6lhF95AeVszicU%20hVWghOIQak6kwE1oSuiYBWsFxVWkSlwUxe7MHekMDwTrlqYsZAVIRQUQ/0UKcMVtlepKKt5rNVqj%20XfASFIIfJAA28IEqoEJUTiJf7J4cWABUFq6uvjBkQIYWHABz9sXpEcZ0DQCrxVoZMGFRhrAWnM8B%20xM/6aAFjDJ+1RkcC3Ub/bGsRA5C31ga5fkd93UYVX/EHcdB8HZB0YGsUT4drv3ZuK5i8mpD3ZcSM%20wkMW3AwstjED4uuTmIOVrkPOhCAfI2bCQpwjt5+T1HFhwvEK+t/DBqzAemwX70djiiZsUDfF+l95%20MyZ1s2aMvkbI5mVhRjIlw3d8x2DN1iz9VkWnCfBXD2Eng3J/u0UpK4IaSMGydMAtFIEcVOIzuPIl%20LK2qrdoAOME+4nIsyf9SGnwCNciSGfRyBAhBOyGAKjxBuIwDs1kAOchLfAqB2uYaEOznFVwBERDB%20KFBBi3FBKZwAKuA4OezDvZUCIzoBOW9BE0JD4coCNEwoZBzDAXRArkEBEByDANwhwFgAAhRUDOSA%20DngEFbz4E4RuzezHe78GwLLMSk/vE4hDAoRDOADzE7QBAuSoD8D5PcB5AvjAjXJNoZzARzcplJ6N%20O7SNODzBlWZpoPOcW5lVO4RjBHygB0yvB3hAOtj0NmQD9KrpOchAOZRDF9HtR0ka+kpa1ZrCMKVB%20qOcCDyyAJHSB1qnOb+Jv3i3W/V51YtkAVgBF62yWTOB6Wfyv4eWESI7/jlpXBfJYtUiqtUyEpGtJ%20MEuKzmvBxQWzwEx6AzY8QJTTQTSFhhxgABzIAQvf3gn/xWQgdgdMJ3GJcFE6hhbIQbBagBzkpBZ4%20V1HKwF5oNgbIgWIMQBlUa1eOq3gsB/KVtmkXh/KRJXWA61nq9lx2w3cc2MEzfFpmMaWk2AOEwhxc%20gAs8QoV8ZmW2t021Axbs7gVEApLlxx0/9yKPsSBX9yipd2zysejycaS4PMy/KGuCucDK983jvCQf%20DwtwdejUxM9GqlWMsltsmif7dy9FaoBLwfj8anOy8tL+XtQz+AFUwj4eZCxxCoYrlmKlQdaqpzEj%20m7jIVQSQgwwQgRiM/4YAqMIKHMMVAOgYQkEpoAMCkEMO5AAvUsA9tEExg60qYMC7AEEO9Iq5HUC1%20H24HQGiRFwEdmDAaXEGy1IsF3Js+ua27oMIo/qEOiEE58IHNvOJBS4o2eEND55z1hsMaRMATjHgw%20fi2cM5sPIEAC3EMCkAOal4AYfPQaPKlVfRWWgtXa8NyVZkM6rAP4YUM6GADaDI43NN07ciD4bUM7%20UEA7mkM45MA5iMA52EEXoNGnjMp1EnWo7wRgFeSpz61g9d0lo8RNNA6lXXVnYSQPlMVUjEVXf/Xc%20ZUUAlw7pKB5AVHCVwoaNTykkWEmYgqFCKw8rRKxQT2IFKxYfPkyxZP/jKkEosmB7oMqCDAt05MgZ%20IOfAlgNaXnQYUERLB5tGYtbsAGcLTS1aBgz4GbSDoRcrWcpBSQfmMS0xgJYZYKEKBgwHDlSp8o9r%20V6/Y5ixQ4KhaP2v90Ha7hkeREn9v4caVO5duXCUSRqA1262fPWtl+/HVO5hwYcOHESdWvJixYsGN%20IUeWPJlyZcuVu1n6YoOCV8+fu24z0EITkguadhxy9+0f63/xWm+Tzc1AgAs3KF24sCNOiQLqPG8D%20/do1V9ldYQ+PXVx5c+fPoUeXPp16devXsWfXvh07wxQsUjSywiOFlRQ8xo8nz6MR+faNGkmIP18+%20/EbUJFBTZEaBEy3/RVbagqcVCLzkEgJXgKOSBhRRZIEFPjHokwkhXCCNV0p5IgxVIjAnjAce4OMB%20BDjgoodRsChFGSwyGEUKXYQBAohjMEAgggciYOcJPuB5Qh4Rn/BQnjD2iaEUILCIYcYXjtmiA2U6%20OEbKKNH4RRkn6rjCgmNiiAELCzCIARUMVEFHjFJ0kKILHTjQpjVssPlmG+a4co3OroDjKh5stBEn%20HArW8OYJBMIJx0Zv2kgAAR/IIccHBBYlBwFy7ilnk3PuyaGEBLxhR5w13gnVHXe88eZTccTJJptS%20xfEmG21UdVWbdLCZDVYDtHkgHRCwSecBOB/I5oFtvDmnhQQMKCcH/3BAiCAHO67oQRJJvFDDi2m9%20SGMBU3jg4RMvHlTEBge9MANcG3iQQIIKJCjIBoLcdTfC82wwxRR012VDXzYq0DehbuOrII+B2WV3%203YQQjkgChlbxzgpXGmGIB1ceSuiiiiqq+KGIN0qhkB0+ABaBkoqg44CgVsJAjhdiIqqDmowwpIMi%20XsZKJaAAFOq/ATp4ASiWiiji5pc7gEqGF2QYoIoD5FgajgOawyaHBUawhDC+rumkrbq47nouCZYB%20LLCxrTnrscvQTlvttdlu2+23177Gkc3KqQ4EcJAAWRsRTPiogH+2iSdwwP9RZ5t0ypDkhg+06fUc%20JBZBYZ3X/oEzTv/ALRdctjlZc+3yf7ixvLU6W7uTu9NRT1311Vlv3fXuwJO4vPMGWu88id9jT934%201JVPPvbwy28B/gxBSo5nEIRjhUuUJ7AScE2pcEJqJvzEwgW6iMEcc4RQJUQ+zFGFHA42kFYKKnqQ%20Qn0YMyiFRlXCECECPrjhRk9suImHGz5E5D8CVJRxBSBcKQZoQAMdjtEBaMhCFh0woBMy4EAgdGBL%20XnqfBdBhAVRkEBUxoEIaupADN30jTp+jk+lCk5xt8MkdCQgHp7QRgTWsYRzsGMeiIDUpRj2KUuXw%20IQc4EA4xlIACnVoDqkL1jlKZClXteMKqWiUrVamqcfbbBjdAYI7/bETgVbVKx6zSkY5XcSMCCaAA%20OTxQjiMgAAQPIIcMcnAFKUiiAdfqQQ/qaApx2eBB29IjH621AHchRALkiVC34lWve91ukAhhwyz0%20BcmBISxd/MoDGxCmLn7J52IWYci7IHY7izWCYg7pZMYsAjGKfccVhYCEH36AvxFtaQBMA1AZtKAS%20lmnhFjzzmRbQIBOfBE0oQVEJz3IphzK8DGVBKZkWnMIylnVAKlTJShUEFLWwKMBqhVnLAlrhtbe0%20oh6zqEc4xdkKJeRCAdc4y1n4wZezwY2e9bTnPfGZz7RlZjOdoQ4IEFCCR0wOBLQQhB8cICc5Ac6K%20IAhFD1LxAdds/wMEAfDDIQrgRg6cIBKPyAYINFCCDWygBD+4gwE4MIi/gc4DJ0jAHSLAARNsgBEf%20WAdwAvcNFL6Opz316U+BGlTYeUd2t5Pde8LDHvr4znfzaU/vHNSAIZSBJUtbXoIIhLwVcOIFXtij%20u6hHIet94hWb8JAqhGAOEalCBkTQQRwkAYoudOEVajADFJxwDHTsdR+XeEAYzAEiPgQuHrDR3/5C%20xI0RiYEIAoyBBZSBhmMUoUlboEOVDPiLFwTTslwCggXQKgAMKAMIHLAAOcpBhFdIIQfyICGcULhT%20z4SOT6aaoTe08YRx7HYcbWBUG264w0btw4foGB8qyLGJHGyCHf9MfIc7nksqJrYqVqWiYqy6uLnQ%20idEDHvgoNqYorGyYA4vjOAcHzuFDD4AoAkJAgAzsIC1JSAEKPQCXg2igCOv9URE86OO94kWQT5ji%20PO0pyINMcRCC3I48hHwkGy45MEwizAr++l2/+qWQhPBrPN75XXkonBCMrAtjFhHIKFlJA0GoRmRb%20OskxYRKUoaCEZwCKCTFnorOV5OxnA2hZ0GgGFKF0QAY9Y1nStKKVpK0AasrBRgnEcg3BnEUv9vhC%20GmyAzrpUIAm6uUAcKuA1CSzACw3wBV8s0Q17BKYbbe4GlfUZZznPmc51nozc+lkdivIBTubghA4W%20QYIC6NSKoTH/gCF24AJ4yEZOoolCLA1QhzTcwA8oyEcLLuAJSiAhFS5YgwaoADLDGSAHoDhEAuZA%20CVWn4gY1GLT9hBprWc+a1rVWXcQmRNQG63o97PH1U3kX7Kb2jgcO+oITaqkVOSBoBcyQg/LgAIgF%20UIMHAbYB9R5EjQXEYR8PMAcC4Bc+MYxiB3HNVrnA9QoiHGMfVrGKEEQQvwgYQK3aoF88+ofYEIWB%20HEDQwRXQgQHITmkL0KADAo8xACMY8BgrSDgdHouBMQkAFRboEjoQsI8c6IAI2XgtNkYHGtl2hU/r%20eJU5rKvFCIxDt4nyQRvaAKlGOQodqPBhOVBxD0qd4ARt8MY7/8TBjiR6g1RNdNUSXRVeWVkRfys0%20hwcCZY50tGMc7YhAr9JRP3Oc4wQcKAcCRCACEIFIAHFMXw+g0AWvRk9b40JXtakRPUVQoyDRsxcN%20aHCQQlabj2m416579y5HQlKSl2TXeDSpnkZgeJMVjgjH0JMRhEjkIhp7GMYq/5CBmIcFS6BBIgax%20DmyATwC0pAOPcWZMrAAoaMJsZjFZjzKVFOUFKcFKTVD2MmkeJStYqUJQnhY1KHMTLXDuizW6YQwv%205KFrVtgAbtfRAhZ4TSzdGEI38IB9BbACD9cgm53BH37xj9+e/LRBOKrT6G1EoAw9EAQhggCc4ggH%20cMwwQauzsP8NegRrVdkQvQF0IQ0OwQHWwQN04ALCIRs0AAk+oh2IIA1cYB22AdR2YBCagBLEoB1E%20AAsWAQDiLzboz9ZEcARJsASFKmLSIAkIjKgWjAXd49fiQ3fqg6mIjQdywb96oBKCQgaqAA44YXku%20YdmexgQWwAbdpdruwyDmbgFGAQHARxVUIXw4gAqyBRSyxULSIN1KwQI0CEysIuDALgIi4AmCJH9y%20K+u4YXvqJwJk4N+Q6xhKIQakBBoSCBq2ABZkYeFq5hgsYAssLgaUgQsFQAiUJAfQIQxiKkNeS6FE%207jlWCFZKhQ9ICFbG64nIcBwS4FFijlB0jlL2igOOoRzuYRT/u44dPEWJoCsVOyWKIsBUkk6LVkVW%20aqVyuOGKeqXqxEgcxsFVuCEdAgsbzEEDgKgFhMADyEEEDAAEQCAMwIEI4qsHqEASBInt+sgGJOAG%20G2RbCkIRaCANaOB6uOV3qu1B0KUR6iUF9MU8bCBg9qVfHqx3LgKTyEMCICwPCgbDFiYFDkIhyAMi%20+EVhHuZhSIwiKs8VJABirCBiwIMG/GACQoBPzEHgnAIlgMICZI8lbEZoLAAooCn1cOb3Us+XkmkL%20tgD3fOIYdq+WfC8rAuAAAiBqpqZq9EJs0MISHEES8sAt6iIFSsBN/iEcPqFrWmEB8MARHAEPWKEB%201EARnMEX/66hLP6C/KRyKqmyKhEDzzjDOliDGzZw0/ygBuDBdLZBBOwAZEJgG0YkB0ZqA1AgGwxA%20AV6hBs6SDQfBVWRAEgoBB7KBHF5BBUxKBhJNHLhuDeCBE0zAFG5gAtRB/UywMR3zMSGzOsQDFDQh%20DQiCBQpiwdCFkQrs13zNd9DDYmrQBh0ECrBAaarg2ZSHGQgEDqKNQbaxIHiA7q5Nv9LgCuZnJAAL%20FUYhW7LQNx8kDRTBC64gB2JABlBhHwSAHCwgAGokDLNBHmpRi7Thirytfh4gAXKAC3KgFBprRo7B%204I5BFmChJyJIDoLGZNBBBrqESwSog44ECMphQxCghGpl5P+iBrxQRRx8Ela+yFfAhx0IRVF8a+YY%20hRz2gQNioBxQCx18YBPa4BRLBeieK4pKZQZc8VWqa4rgxBYfoBZFIleCxRd3JRvaoB0Cqx3I4bzS%206wTOQQg+dESwYBR6oAt6wAwWwEHIzAuu0Aa7xe7EJTjTYEjzjpBmU5F4gA2swAZogAcm6V0Uwl8K%205mA0zB0r4Kly0h5J7PFSYJEWBiG3lPIOEiIiQkkjIiMohpQ8hgY2YNBGLwL2YUv4kCmSAkCABj1R%204gCCrGdcD2UARMhejw5SEwOKaQCOQQZ+ogxYBjWnoiqw4iWdbJvSzCwIoxrarAHYoGtcAROyAU4o%20YPq4Rgn/iFLK7IEV1MAZckERnLL4otIqXfVVYVXOzM+frIOiDKAdziHUHHKhRkc2mIESVEAuvyEd%20NMAENk0QBOEHskEB4sAht8EcBECkdKAHFgAScKAADMAJvOAR3AEQQAEF7qAdOIAIuIASUqEQCGFX%20YyMy2bVd3dUxy6MLSgAUDOJeVsEGGiYFVqHB3sV2zuMFgy0+FCIGu6VbhnMIqkC0DuBpWjNBDoAI%20vKDYEmk2w0oRMOQJ0lAMVaEUXsFCfDMLIURbhocKiAA5wQED0ME5l1MAOCRI6MfbPjR0HgAE6idZ%20iIBcRwEKrsB97HAOjwENjKADTkZo6eAq+HAFYgAKoOCx/4ykFGRgH1QBBFYItvBzOLBBHfjgCcQh%20AVIFTrRBrUYPWAaFAsLhUSJFUXKog/ZhH3TOB+4h6MQBFX9uVNjBHXZxiVqFEqfIunLFi8yh6VZo%20hX5FJB5ARTVgHHzRABCgHDhABtDLA8xBGdlwWruAWrZlR8sFRwtW28zlcqOnG73xXgwMkdCFXbq0%20ESaJIehxkw6Gd9TFHbWUBwRGCexRISjPIFgAPeCDwsjUIhLCIC+CIkzMIAciPAaCBWgABfBBHfgk%20ApjTT1XymF4PI4UCJX/MmVBGyGTC9lRCaILi9HQmmpBmB53mKiDVaofP+4pvMOxhBBpgAXRyy3ag%20BOj3Av+swGt4oAFY4Qs6AQ/8dwRYYc1YVYBjtYAN+IDRBivrhjqmNk5kwwBMIA1AghG/wYogOAlw%20ICx7MQJUdBQYYAJmgFmdVQR0YAduQBPmwARI4Vof4Bm6wA8egQr8YA3S4QjyBglMAAt2IF1DoGrf%209YeBOIhTJzwQEAlowF4GDDPf5V0OYokzU/AAhj0MssD4ce+6RQIUoQssIOxECwNck0BOxg7UABtp%20kzbHxUGyR61UAdx8QAfODXqGNELi2AbSgApyQIMCjhxWAAEEYBDF8AlApG9Dh7Zq8QHa4AQwYRSo%20IA504Qoeq+ASCLNmwiYOgA4I5Ghj4AquQAbCJAYGABX/ZAAdyKuEhMOHPwNOvGGG8pYSd6VXHkAe%20soFQwsFR0DaH0KrmjKtRwmETfIBVWmVU3EEciq4dkE5DVWUdcisfvMEc8AFOvoi2uoK2HhEBKKAF%20EMAAsCgCEOAIOAABxsEAsi6LysEOqKALzEBkF6COroVa0OUGsadyveBdqDHv7uWQ+C7YDPKSEK9M%20lZTYSKyf8bHCIKwe5AN4F4IhDPpM5xHzAvJM1yUjEnJ2WIAFkgAFelgdyIg5LYCyVuJpBgB8cSZP%20T6aYhOxPdyZ7cSYlciZomAakg+LItCBp5MAqWhIDhE8suqkw8MAZ2EAJ4pculKAeMiLMvIZ284Cd%20LMES/8rGHuzBzRD4qaE6qhdjVu0GAVrAWUXDCT4iBOrENWrRoboACUImNCKAC1QgCiKgDpo1BECA%20A7zABX5gBvgGgwtgLJWPEOKABNaBE6hAED7AG2YgAHZ4V0NQiA37sBEbOyLmArwhB3bAG484sgUv%20wSREwQSPIeADYNJ0TAupkKxxzEwAAwzAAERAAATEizHgBaBADQqpv6htzMSFel7hCnyAD8KgHEqB%20A8hhFIb0eoLTICzkExwEFKAAE0IZHNABHAQAAbpnt+gNRGpxkKPb6QJKBzSBkeNAGK5AGabkFyYI%20yLBiC8IECNDgsdCBDy1ggEzrOMnhARSKhEz5K+BkHP/WIAqCLume6Fe2R4sIhUFrWVIghW1RYYN6%20aBMoIFXY4QdKJZiLzhWXyJi7KBt00eQ6tUP5oDprBU7sJw3FgRwSQAPagWZBwAAkxVfqh2ZRyg7i%20S1t4lEfJrEa96u2wB33i2Ry/sZ57G8DEJV1s11/aIwWmlMTSg3UFWmHq8fDYwyEazPEkgmNOKZUC%20RqghwmIw+ztYYBEGIQR6mBueIIMOrmZWQCXQk2dWAiuYBmUsQA42+maErJd0bMecSWhaOnuF4igG%20AMmyYgC8GCapJqcHI2sUQZwEvS7uQgHMomzgrGyketEZHaqxklalo6BMYw3WwRwSQBPSlYTu4HI2%20XDT/sCAV/OADXkUbPECHb+AH3rILHBIEyiAN2lQbQkESWMAFHICiymABWEAFQoYTemARJoAPRIAI%20TGERPqCHE/vYkT3ZlaMCUoALtMEbSmAHkiAJ8A7vCMwU8C5CKNs7BG8+zgNhxENdfK1gbcAMsABG%20H+ASfnAFrKIS7IsacmFcqC0XrOdBvGAUxCAM+AABMEHdEAAKtKXev/Ebg9NCvtEL4qC0uBBM3EsI%20xmEMBat+pJsrBvkJtnMUNIEKguEV2EdKfiGY7BQWVgAWDuAKnAAInAAdVkAGjsHfkCQOYyAHzEFO%20DIdX49trU9lCp0gbeMXbIkAcJmWWHSWHIEUA7sEC/zhgwBmXAzaBA9YAitxhVaDLVJSZuq6LivQz%20G9Jh6WRDGxoHTowDcLTBALgoAjxgV2rWHK4ouh/AA3KACqZVW8xAElJBDcjMRtdu7kxBEmgcXbD9%20IHiAGiMEwXTH8eRRYu6xXzLJd2V3Xx7skhDGFQDSdgXGHk138jCGlDpJ8itvdhgCeQkhAUJgMfkg%20AjLoJBLuAJhMaOgAZZiGaSwyKCyAaaqAmIYix4RMpWcizXMsZ7I3aYSCBy1AUZtTm3DaML7ppwd9%20+fFCfeWJVRs9+qXfVc0P/Ri4HbAACUxDNyIhHLIgHQYT5GBDNkCgHWSAEnbAD3Qjb/xgEPZGAXZg%201f95fREI4QLsoAtoYHHwhxO+ACBWAXCAjRkWUDcu6KDkBVKkAt/+RfxHsaLFixgzatzIsaPHjyBD%20ihxJsqTJkyhTemyUYgMfbAk2dEmVhgaNNEnS1KTxycannyk+pQiaopEVHimsSDhqpdHSozZ42Ii6%20oEcOIQYMXLokBIMFJ1AkKeIhQdECRdRspOlCZRQRVA/4kNPhRQc5KgvS5F3wie8Cnp9o/P3rpQeX%20GBwECBGADgGCcRHM8eFGuXK8itz+yTvB5QKVOHGC6bpyRZmyDGg60Lk1YIvrAxYOYKBDJwYQZURI%20k45R6oo3id+CR9w28SO249q8iROXrbm25yD4gMD/Zi6CYwQJyCW4zp1cuXLoynEQI4PDiQTM3Xnz%20VsCdOG/q33trLk9b82zasCXPn21ctm3/8KGNgOlgY1E8d6QDAgjZRJAON9tsA8ID3DwAwjYVIpAD%20JTr04MUCZvTQhRqmOOPFhwtMZYMihVHhhSl78aBUCmmY0pMieplig1NKVcCGBK7YMBQPFfjIBhsV%20SJDkUa4oyUYeFeTxpJRFLlVklUW2koeWFVjB1JVXuiJjkUp5qZQrLA3FQhKHuBNCCOo8MA46x1hA%20xwBFHLCCHHkeUMQAA9BxgBwBWABoFXQQmqgFfw6gBaB44smnBXIMwGejgGL66AAWyCADoC9gYYgM%20/xxhU8ICClTTTz+qrtrNNZ0o4s+stNZq66243iqBAq72082q1lijKj+rFmvsscgmq+yyzDbr7LPQ%20RivttNRWa+212DZ7jSNf2EABSREa0MIGF1xQwg8hfPPAOSesEQJFxGEo4RqYlFvuCW5+k4557qij%20byhE+HHBEQmccMgEfGzzQAAH3yFhO0dcoAkmFLRwyCAFGHiZShx37PHHIIcs8sgkV8RCSwZmE84J%20G+yQhE1JpJJTTT/x5JOQQxWVgowyNsKDURKkKZUN1PCwABUywGJAGJesIIMTdtQhFjWKEI3WAsIQ%20oTUmxzwgDwdUpDEKOnEsYLbZff2k9k+DfeJFF/86xEBOV+XMHUFkD1BoGTcbb6OOPD6UwIUmcehS%20uDBXoHFaBi/Q0YFqKxwg2xYrrGABEFjEEAMWQABBxDFYUDGORBIRh81ExWVk4D/H6edNO0881/px%2001XojWMeICBAAgL4gAA5uutODjkClCNDDidwcEQLa8wAnzvZuKfcevM5Z59zrmuzDR/LGagfNnxk%200zo36mA4nYQGPCBhOukYYI4H3lD4gIY6EKGDJF5IQkUPapy9wIdEk8oCuuChvIAiDSlYCg8+oSMe%20mCJHUVGSkySAFB7IyElVQlKSgKSkPHjwSE86UpeUBKYotUJLrUDSU65UDzK5wktdskKRXpimoLD/%20QBCDWAecQmAOVZTjGHiilBy2cABBFTGIg2KUnapwACbKgVJF+JMWphipIkAxiJfKlJ0c9SlIAUoG%20ZTAEFrBQqlMpwBKs6oc1ftUNS+BBEUrIlRznqCsFXONX1vCVsITlq2z58Y+ADKQgB0nIQlqrjd36%201kgiJCF5OEc4x8kCNvxFum9A6B/bSMd94KENeHEDfP4qHzbSYQ78fAMbWQgBcT55nIhAiA/mwMc6%20jqPD0/0jHhvbSOpKxste+vKXwAzmR37ikn885wnhKAElZpIKUDizmTyx0U9OJpScDcUpRXkKSxrh%20MwtKgBpeuIIFVtCVGAzhC1KAghRyQQ01UOOb/wuQhAVsUwoicEAeYShFFxYwClRIYjBpSNvNevIT%20Gy3AoF24ghjQMTzF3C0C6asM3/hGkctgYw0nwIQmPiMFKehiFBlQBhDQkJrH0WELtNmCBY6BDjoc%204wDoKCIqeBOAUkhhdMPJqUiQkxxvzHJ12MAQZUYZgXFApg2O2Y52hsfU3pFDDCc4RwJyUAIKzEcc%206nFHPqTXjvVkwxzPac4TZpkNb5jjlsp5SesEpA1HgtVAEgJB+yyUDhEgIHctOEcE8tYGDpSgHC0w%20QRf0V0CzqeFDY1FR/ryQBi/QpII3s6D/aCAkDbJBKT/bmZF+1EEVOklKItxskq6kwQrMAoVQiv/h%20lWZxJSu8cClNGqFr08QCFuzgB994Ezb680M7JUpycpADNPwEKDkA1wJVkENMJZdcOVTBUR14waMa%20xacqNCqKhopUpV7wgi4O4FPP9dQASpWDBYzAEqrKYzd+dY03xpGO8H1vHdX7q1VVI1j1NaR+98vf%20/vr3v9PaVrfKURJGXiQeAKokRbgxHHiB5DIJdjAmL7LLiiT4G8SxSHEYeRkMW3Ibl0EwhgF0YQtj%20MnW5jLCETxwhjQTnHxDKTEUwjMm+HYjF5etbhS8SIRoDSKcVxSRxbDzj0k2ExB6+5YlJV2SO5DIz%20Ks6wRQw8YRU72MrwwrIwOWaTDXASrLAUx8r/iHABJOwACZpAwstsQoNC+OQTLMDZzhqxQW5ycyl2%20Tgs1BlgaIAyhB2ZQQzCGAAVq5EIR7FTDH3rAAWVorhT7eIAquGCGo3HgFYroC9p6oqI4M7AvglGL%20JEZRClQIwDF3E8I4zCFRyuCyItjwxiYER7g4vOIVo+mAMkiqDJNCowiCeoETXooBcq4AAZYbADqA%20QIXfkI44ltyxhmH8DXUIqKz4UcfqEBwhbDzAHO672zgcc2rHMPUcw0tAOY5whHNgtARHWAM+tDq9%209ciHPmHFXnLEh40niKOT2PjkS+QxjgSs4QlBldADsiGCrNgVHAnQALs1YA5zjIMDOVg1Bygh/wkd%202OGfXmjAiVDUQFN4QTAnCijNVAQjveTFFDworQJTICQJ5GEWSDoSaFWoc5xL4EdXImGRLkvaerQC%205yVsIZlk5IoYKslLEsgZCz5BCG/kNgTU8WGdaGPc4A6KDtSVjeQkhwEMgOMAheKTo7i7qQHcQojW%20dVTctcAoUEn3u4dqYhUsEIBSzQFVaKxGN9a4qvYuQL7wlSPia7Wra/TxV/q47xrzC+DKW/7ymM98%20sxDprZN4OB7fAH3pKgLhiKhjwhIpH5SbvOATH5nEU7Zwh4PaYS0fGUKgfzGCRY8h1FOkODQ+cpGj%20XGLY+/738WKdhlu8YuRjWGOjp3HzR//s0v/9GMSsSzL1fy99eInY990f/kZED2MNhx84UdYlRpKf%20SxNvuSQ32UDszFEfPjzAPghoAVWPcIISaGIHoCAIO2EjphBnJzNnmfVpNMdpfaEXavAKUhBoatA/%20UnAFdaAIiKYIkgAFUIA4w8YBMdAGfBABo6AGn6ALm9AFmmYzKiIkNrAKNqAjpmAzZuMFVAAE6IAB%20qqBqAjAOejMZrmYR6pANCfAI9fIZrxAMUiAMynAMymAEqXEMLhUoFiBsaBAAW1BsZacKGIAOFnAF%20OhABTEYRqzNtGpYZlqQf9jFWs8M6CYcNBvBV3+YNHjBu3LE7p7ZU/YcJHBAO41IC4WBv6kH/PfLx%20BPihDaXUHMjhDc/BB/4mDzJ2HNxgDgmwCRQwDnCVDhGQOx4gAu3ACQjQDh5gHnplcSeQA/8xDkTQ%20A1eABWHRAA0gCfjTWDUiATZwUA2IE69wQFPxQC73PzQgIzmXJEGhIxgkQkjic0MHWj7iI0LXWkth%20JT7CWkUyC7NQD9RoJmXiWhXgCk3iClJHAy6wDrmVShZHJ741KEVgXHcCKMSWhWVXdnCAAcxlRWv3%20Ah3wKHRnXINSKdMFKVakBTHQdl3ERAEAKGWEKo6nXsXSXrKSeBCpK8uQR65CLJK3XpqXkRq5kRwp%20SALWeSQBIUMWZMnnYKcHZBgGYUgmewqW/2U8ZmIMxmM7NhyM1GAbk3CUNG0q1mCrJ2QmlmDGx3w6%20BnwzZnxK9pJSBiEvZn2xdxmnd5TMh2HqcEmog2VSRnojVmVLuX4UdmBWVmHQJnzTBxwUpnvHp2Xv%209xHx9wTx0DrPAVZf1RxgNQ5GKDFmtgN4CYACWBM6oRc3EYAzoxeNFWgLMIFnoQZm8AcjcAVQoAgT%20GAxO4ARXEJmlcAxicAwRwA0kaDZQUA77pDaZxmk0R3M2wAI6MhWfoBc4IgWllocIEAaTkTcBdxy5%20pA7wsAYUQGtSUDgehQZOSFIdcAzHoBodMFIvgAZ2cgz7QI9CUE6kkQ2/N2Pkp0uZoW351v9JbrgN%20raMw7dAO5iBXImBU4yaeuuMB5okA4ZADJrABJUAGLVACczAIUeAeXUU99ZYN9YFt+cE62aBW8vAe%202JkZ3KAyJ7AJ4pAw22AACKABAmCeD0VKGkAB5LBqF1cCGiAd51A/L/BxDdAFUGAHPSByeqEiKQIj%20SRAHy5QGUdFYHwIjJ0cWPyNDFMRACZQkTiEBOIqMOGpzUAJ0R/KMZTIkMlRC10iNPrKNUFcmaCJ1%20SVACWZBbOiQPquCFgmJEgEIbA3AMm1JscLAF87gCGDCPTQQoWlAG0WWmjuJ1RFQpmQIpwYV3kAJG%20nFIFVcABVZCQZ5Qs3YAHhxeREClfjXf/LPYgeH3UkYZ6qIiaqMXCeeFgEj4GIafjY623YPESegrW%20Yto5SVkZeg1mZbDXe5lqIMFRYvASETRJqawkHNiXETspZA1WqsjHesPRN6yUqS+2kwDCSicpZJnq%20LxHylMmXYTR2GTKmkp+ULqYnrCXJZCSmnQwGeiI5hgjWSpLKrBhiS7uqZKkDbWMYe7f0Y9snrBoB%20lGkZEjSQBFwAnTAmcNrwAJJIm9wTDhRAAY9wAicgBiWQr+RSLmnWBUmQBKCQl87Ul6/AWGqQBoFm%20BqKhC+k0As4wGlfwAiO1dcdQChzwBJo5CnoxCuRQNp+QaTfjgqOZAqZgCkPhE3rxsV7A/5qogAEI%20IAQiYA55ExdxcRwWwQfeUDAaRQVSQAXBEAyJozhNqGsdcAAvMAQvMAAx4I6Sk4NhsGxZA53SJqsj%20eUr6wUn76YasUyCZ5A3jkD7m0A7joGrjEJ5FdVfjkDsUkAOMwJ4n8J7wRgFr8B5lZW/U81XroJ9B%209T18ow3isAbjwAeYQYQcQAH/hiHZcA7nULYOYiEP4xir9gTlQAQ50AbbIAJYYAJAAAWxOASeQgRd%208ItVc1CKYAqgQAkbEDY011hJcFAvhxQuSBaNMBUJREE01yRKIUEj9EFGYqQa9BQ5wyNDZ6RKJ0Mw%209I1e0iTW9Ak7MAhZoA4hsA5ZQHDlYP8nw6WOwAYpQBQbWyAA3du9YEqPzwVd0iVd03UAXpqFjpK9%2063hcTzS+YAReA3CnG4EN5XVevVIsbgRHftq/ErAMrHJf/UAsrkJ5inrACJzA+/WRijQS3EYZ7dAC%20H/CkzBdhlJEO7CGqlcRI5kABGJNw2AdhrDphUGYO+hcEqnSVPll9fQMCHnACH3AHwdFhH9Fj5Bph%20I2aqpFd+8JIOCcAB7oAP5fDBqTMcu1UOFAAPNIkNEdB/E3A6MtatLBZ6IIZ93RYBLUABEJFiNtyS%20EGYA5xAOSmzFG6aZJxAOFCyumIQN7SBVT9qtu4TDXAljxces0SltaFmuGYETG4CdrDP/rRjCB+lg%20iG21HvDgSPAAD/a2BkV4r4KDBAcEsAAYgH3ZWIcVDCPgUcJQB7pgBiOgC39wBdHlm8ewBbAgBLaB%20DpLBDlfwIRyLFynSgiKbAjBomiebmmiDI7oABKb2sqogs3wgD+kwIEE1Y1nADms7OFTAsKIhDCE1%20nLtWtGggyhjwUgewtC1lAbDwhVlzVlLMekJYxcdRSrKzxt0miZrYDhBVHUUlAiJwNyKQO+SgAQmQ%20AC1wAuzGAS2wCWRQApjQBAlgn4ToVfiBbfjgPfupH+yAAGvQnwYSPuJQz96QMJOouBBlABcCAhAi%20J3WYDnyAABugAxxQV0RgB1fgIVLw/wKnHAMK8CK3qCN7YQodpwNdQFkPlHIHpSM0dxMmi6MWxCMx%20+AlkEY2621k5p0LNKFuj+UJDWkJYYgWX9RTR2BTgmAJThwTu8ibrsA4f7YXLRUSNQgdbBCgYAI/x%20GI+DQqZTlI93t45dCgfElSjAJihdl12QogVd9Cl+hyqOQJHFskZ8unj9iyuAakfVEHm9wkYKvNiM%203djYwnkNHBKmij5zQAN+4ACTXWMkti8HU4aTHSGc0ANxMAG3mmIZcX7nIAk78AHvUsTGFxEp9gAy%20kAZ+ABFTO8LRidsZkWIGAAQ7gALZwC9PuXy7tQmb8B/DYQBHsAOEkABl6GLLOnwRIP8Gg6DEY8mq%202MAJUKAJpG1JGQECGJAEftAL1YarIHAOPbAB7qDDM5nHqFeT7leWt63HHvGvmMAHVgthsykdX2Uf%2086HI9vkOa7AG4VCvYlAv/soTNpEGY1DJr5AGSagLUKALEk7hfzAadZABQDBsW6AKsAANW4AKFhAB%20kxEBRPAKnwAFCBA2BNWCFrQzo/mCBIU2Z6MGVFAKOTg8qhAXFVcfAbdk8QAP77AJOcAFo8CzPysM%20TBicHfALylBEx1BsWXgAxyADYi0DdCIMUHAFUivZ1LbG+iGXe3scmaqdmhQB6hwZBhABZsvmv5PF%20GuCHLfAI5xCh7skyGzAIzGGf7HD/bwVdPXub0M/htcoxDk9QSubwBIYYcAoT5+zjAekgLxhicT7I%20DeJABEgg0lhAQEAACLqgAFgAplhgB1IQy0SzAKlwUF1wAQzxQDRwIqTAWJQ1uyZ3QDCHWRIUgzui%20JLhLQsM4dFHd1DGEFEMhjWQijcZLQq6ljVU9FDRwAd4gSd8AD+ugDQhQDgEwdpLzJ2ItKNklG/RI%20dmUHXI6iBflYpvmYKei7BW+6jmBXKe/ORfObXc9VBmWAp8rikIPtp7ty2GrkK4rt2AI/8ASfLB9J%20YCTxYQ9QBgtwCjfQC+CHSRAiAnaQCKyNDaKXkhAiBKo9AVinwQbWOhYGIG15HBpC/wFvHKqwSnpQ%20dhzpIAM0AADkfUuts2MG1pbDTZtiWfOYsWDHYQBEIAgo8PGR6vNB9XznQ5PicgI/YEsyxkrrd/Ot%20RIbHcXoMBntbWasYRg8C0APcvZTNSjsYkAYy/y69WjogUAVdwAUzX2VuWMxgb6tkyW2jmpLwIvJb%20mdv0HRIAWwKC++Mw1oas5EhP4A0ELq+b8Aj1WgKRsAEbQAivkBOfMA0/QQA6IQjOdGuFM+EUrgsL%2068yI4+TQcAlhsAJSSAdCAIQRoE/UMAorbjYhGxU7Y0HEjpo+QQ2a5nI2aLEWMDcVh+juGlTaRhF/%204w0+sAlcoAs+m+QhFZy9dgx5kv+FRBQDL1AnVH4MwnYFQODNxTGdqHMRYw4CiLge2oMNd8Doe/sA%20Z67O4AbPa+4B5NACHEAGYUwBb0sBGvCec87qOQAQa7J5I+jtnTd23rJlM6dtYTZs30Csw1aRD7YH%20AxOEE5dNm7aKIbdh8xAlXTYPBrCBSPeA24MI41xGOKGDkokeanrIOFapzpAYaIbYgSLJRi4JPBZ4%208ZKmC6UuNEylSZMkiZdUXmjwkJDCFKhUoGik4MGjkRU2XW2kkFBBwlu3FdjkYVPBbVu8cq3EtZLC%20rxUrEvbaDTx4cIW9gV0JFuzXL40S67KE+LZOm7kE5dBhOND5gJwiA+jQOUBnwGn/0gEsVPHcWc5p%20LVqODdDSQcvpInK2wPl8eoCF0L5Pv7i9+vRqGWX+LWfeHFuJBQos9aNe3Vo3PIqU+OPe3ft38OG/%20S1BwrVo/a9S7dave3v17+PHlz6df3/59/Pn17+ff3/9//bqx5AsbKGjuQASb+2YkTr7gYQkAHPhm%20uQn/mXAbA8rwohAABvGmnATW+QYbIQIQhxMpQDnkEEwOSSALdf4BAQQNctggkkHcWTCCcMI54ZAW%20EtjEmxE9OIEIIkr4gTILm9xmmwhaIIIRLDYgAIACvkmHnFI2YGSQAtSZMJ5/tnkgFA58xKQED9co%20YYMS1gjhyXTOeXMOMNV5EgQP/8RghJFSdBAEhQLAoSDLbfg8ggg4J1jHHB8SgGfBBzw4YoNDcozR%20gHMooODNE34Q85t4tqFHhHPC2eTNR9zBxgAQ8VljE3HmBMEACgaBhw9LN9jgBFfpEQAKTSb4psKR%20DGjhzRxyoAGAXrQUwEZMcpSoCim4kJC5RC1lNNSItuEmAg4YWXOTRxyNYJMlR+SEAnfUASGKSzEB%20lrInt0FQ3wT79fdfgAP+Jw1QMNHmHzIR3iYebg6MBxs++FiHnQQSGOQEMZoQo4RILuACCVCSoIoG%20qgRRARQVXolDE01GGUUXmGEORpc66tDlD2FkgQaaS8KAho5jjhGCjwceGIcDKv8WoMIHKtJY4BMb%20ol6LB7Ko5iHqVVKwAepPqFng66+9kOIKMchBIAK0zVH7opCwQVgdbvhQRQwiXpYCZmGuUObnoF8o%207ZgDjnECDdHosOCFvo8xp0kK46mQucfHHAliELC5QxwPQFoJG1O5SbTyBwxoJwJz0olAhAgMiMAD%20cDg4IocTwtGAgxNaaKGJDWzfQJMNNmEnmycGYsedhBZaJ5t1FKpoIW8eCMmc4CMQR5yGsPH8enGz%20acccfDzAh6XpzeFGbZcwo+WEHOzoAYjP0NBlhCHqgEKXHiRRpCxqbFgqlS6oSMUUAC7AFAuwShJM%20kQIrXC0JXZBEEhZAFrSkhWr/bJFLXOrChlbk4S0pWIxdCCMBVwDGFTwATGEA48HDeBAxVlhMCO3i%20ihSwwC+COAE8sBGCG2rjCQkgBwY48xlZyIEORTDNaCzgG+BYoDWuCY1thFMb3MihM03UQmhu4xst%20yOA0VTiNFpMzgH9hIwcLGMF03NONa2RnO+JhYxvHM4JrsOc87pkjgOx4RzzmUY975GMf+XMNRxDI%20QAI7kLhEsAEkfIEU0KrQhC7EDWZgYQEsUAEKztEDLvzgGw/QQheOsIYe2EAFhKAEEgiBAnhsIx20%20oMQNTHkDFzjgDqGgQhwIcYEmlCAOH1gHAohACUr0YAd+mEAWHLkcEAiACEhg/2YP0rAEFxTAHEhj%20JhJuEIl4XQhDxqDBMJGwg1T4YQMXiEM4J/AqGfTAlcwkwQ+wkY4W6ICZVOhCGsZQg3bUAQkTCAEI%20QmGHHSChlX6AAAJGkUmJCACgfvADIVxwTiGkiBCaKKcLgrCgUoGgCpJ4xUSRsIhI/EAAuoCBA5rQ%20hUMUIFFwiAMA1qCBC3SBmYl4aAgQAAUqrOFYZQIBJ+ZgSmaaIQXQygbSdqCJb0ZClgHIVrSWw406%20IbKUqbBoRcbhBElUExSQ8IM7LNCFEmQpHYZAgq7OAQNgxmEHLliSvhrWHH4RUq5zFVgaSIEJeSwn%20YQ5rjjr8Cg94eGMNPfpArv8esbHdqRUUKFNBHBxryzi4TLIws9kIaKaLYKhhGVs4hjK2AIsOoEEZ%20MRAAN7jxBHJwgAtmoAIqmvY0qV2tEVbT2lqktjVqeO0TYFsKFchGDiGognTmeIA5+FCmisQIYfGQ%20hypQIQZhvAxve+NsB2JQmhcU4RiICxwdMCCaAYx2cYyzkOMO9DgLjeQj6bDe9NhbOc6BgB4rAQE3%20XhWB7ZkOdQYwAALO4bo5nEADa+BAEzjQAhvFrgQXuEAJEpANeAykIAqJsDnuoDxseGN6EHmYQi5i%20joXIg3P8Gokqs5EOfBiAvelAADkiYDrixk11BhCADLBQBQEMYAh/+MMXviD/hT9I4QsLUIQN7mcK%20L0hCEl3wgilsAECv0EAqU+vKAkCxA618gitsYEMCtZaCCuTBLnORSx5aUYEvt6UuIPTLYli4l3qI%208IRuOcws7CIYGDYihH2JoV92QAGKhGAd6sgwOXrImSEeIIijwU0RjvibKhAxAK0RIm0aTZvY+EYO%20QozNbAbgaUfjpovJeUEZygBGf2FjDtExY3vQmJ085GGNbGxFK+pR6/DMujtKIA97qHOd9tTRj8Mm%20drGNfWxk50dABAoHXcu0DWbkgBAlqEQqIrQgCzlyTwLowSIIdQ5JaEJC6XhBA+IkhU/4gSO0QIIK%20PoANcMj0BGtIgAlAmo1z/ywWBeJoByZA8YgCzEEHJxCHAHSQhGhi+0kiMEEqIrEGD+AiDcPA0iXL%20Kg4NmGAHJMjSgqBdhwqoYBBRsEUaCOCCBHCCCEnAgTdaEAckUADjiCTBOuAgzH0ngAimoAE+dQGK%20CdwBATp4xSHWII4TRAIC56CCJoKwDQ+YIA5xisIcQHGBH3CiASdfQyh6AAkSGNNz9KiCGtJAgjUE%20gBKpGMQ5vqCJXgSgC4QIAj0MUAmWU0AHG48CAuawCLbetFjabIcJQLEBiMvAC1ZwgTvAoc5BzPya%203mBq4x/pgXEOwgOhoAQDUBACA2BhBxdIgDhoIYlGEOIHio+EStPhhC7s2/8Ofoj8JQfFpMiR19m7%20530SDu8NbiHsqcJnDpniQWh1ZAGwzBNHOD6wqkhQtLGaAAAACAGAlbXMZbqQ7vxgNoI/qGEEx0AD%20GrYADWUIIwMxEIJ9x1EODsSAClQoxSi8ADUbNIIaKWiEDa4mtU8wBfxLgfz5hN1aAKdBQDXoAh2I%20AXJoA1UIA7Uxrslxm+X6B6J5gn2IgVIggiu4AiCIAWhAh2OIgWP4GTTwmxPkLDrYgi3AADpAAyww%20h53SPQWhkG3QE/tyiBPThgg4sXTQhspJlPjShpfQntQJndRRHXI4h3JogQNLAP86sBZAHwoIhyPg%20ggvABArwBnmIsIJ4CI//wIaPGAlvyAdxGAdtGInSaRhu8AYEgIinqogn0R4htJyRaAeIawOzMa7Q%20mRFmCIAqEIIV6IARaAA1QMRE9DEvuB9HTDKmECD/Kwus4SAKaoSpSIMBOqBG4DIJ6D8nqyAJqIc1%20qwcNWgUoawvEgCEEEiHBeKFXXCEPsjM7Awz+s8U2SwEa+AQkCAfK0AaKwAaK6SFwAI4ByI1KC43R%20CA0ikiI6kKLP6AzTGIBbIKIisCJLO8bX6IBjNI0O4MYB2LQDqIJHkwEtiIEyiI0wgo7ygI80+oOv%204QFd+45WoAFmigNSqAA3UgJ+zIUy6gdfc4/0SDaCLEiDPEiEvA9AEiRn/1OlFqCEQxCHZDADP3Cq%20JvG4J2EGgPqAEMAAKRA3LdECSWiCCegBQXgEyogkQXABbyACL8CmEEgHAaCCRZgAWrAlB3gnLFCB%20R/CGE+AAdjAHTqAEFvADCbkQEAAHSaA7ejgVOyjKKCACUCgBV0mHULAmY/E4ZqiDT8CBAsAGOGig%20GliJZEgCdTM8EgAJbSiHOLiBNYgBL4imROG2QYmAEdiBCdAGWjADpxsRbfAGA9CApvsBEJABqtKR%20bRABKBCEDxAAScDLmKwESPDKf/AcEAgAM4iDi0oHXvACS3q7Xig8kQsBEei2QcAFLzBKIeQETWCA%20eWs6Y+GpsLyBc6IHZv9wAhsgJicABRLoBSFEgDioyXNoKuXikxwYhBPzulVoPU6gghv4gAUJvTSg%20Ow4wg0OIlrvrgkcQByAAk2wIAEmgAcq8Qd4rz/IkmA0Qh7cqPuGLh71CEELjA20ILMFKgHt4BEzg%20AkIgBC4AgFEAAOoL0FFoGV2AgvnxvvcJhhFQgAzogPPrgGP4hTo4hjBwv3LYBA7AhFG4gteihkb4%20xNnyv9uCGie7LWpQhE9A0QNcijjgghwgB1UYB1UgrqJxG7dRB/eMh4jhgzCAQAxAAAzYBwxAh8Bx%20gheAhgG4AifYAm4sjS1YAViABc6yABrUE+WywWMaEeQyHYVYiCBMh3T/uAP5mhGMaIl0EJ0XKy7+%20Wh1wOAdDc1MpDAcKeELbIYcEEINxuoAcEIgnAEMKW4i2GQkJw7AH4APP4YPmE4fjqkBBbQd8MBUx%20faeYSIAjOAFy2B4DMAcDEIFQCAUR2AIsGIFEbABF/IL6ITIeUAQk84KliEeuWAu2GKHBSIong9X8%20Y4NZYAOqASBRlAvGQDOeO6C2CAzHuDMWekXAiMVYVCHA0DMWcoy+KAQa8IM1iIj5rAg4FABymDTg%20uEYhusZrfEZHK4LPIA0hKg3QAFdy/Vba+MbiGIAXeEbTeAHE+Y3O6KIuyiJTW0dWg4/1wAM8MAZJ%20YAM2SoELEAeCOAEW/3AjCVAERVADXwBIXwM26hC2hLxYjM1Yjb2jZSsQukqUUGCwNdCGZPCCa4sR%2088JIEbADd5ulYLiAi3qAFzADFFgDW+InegABC7g6DaCETyCEQygBLDABLxgDMng5bcnZUvi3O/AA%20DiiBX9oQP7ioylQlGQAFF1gHesCQI5hWmJrWoC0BE0gCBuBIrVSANECBLNiGsFSBCUiUKhAETTgC%20Z2qwEhC4JODJKwCFz0sUZhjbGhgHBcDLdMgB3pwUcZmvmdSEH7gDQEgCjqMTQOBbAfgCAAiCfrIF%20hCuAZ9PZV+CCXqAHmZUEFAiHjwyCO+AAJDgEbziHcIrKT1ABEigBqP9NBRZwkQGNzUQZAJPthT2p%20ggXwgw+wAxoghNmdgw3QikegAEzSEY+TyRMQW0pIg9vNhnCYu2hJFLkjBHeQATPgOLurhDhAgWwQ%20gOglgh5IgkKgTM9ZjriKK/OMX4AhGNKzQAR5T70qPnWImHWIsHegNwqIXi6gPgDoT//0z5ZpmVry%20vvmRghG4m/gZAc/qgF+AUCg4BpcwmtSKv1LQhKahhk/4UP37v9tCURS9ra3ZmqcJQAQ0AymgAjEQ%20AgSY0UJNBz4YiYZxT4QhGqIpGqIJA1UY0sNRhgN4gZpRBicAAmXoAGiQUil9QXNIrkZKEGRRLjL0%20hnZoh2wAgTt4ABT/S4cZmRFtOAm1QRsDeAAQCB3VEYBycFME4CFy6JFzOIcWOAcpJIdNwASW4QIK%20YIflIwgIcwiR4ByHSAdviGL1wohsSIAggQj7sp6RwIcZuAM60QYxLS4EyAEieFG0EQEBEIBQEAAh%20qAIgAL8ROGVSVQAoyAlTKDJF8AI1MIUGYFWuUAs8AzO8mC2zKAuuEMU0M1bB4IHFiDJhdQtWdAUU%20OqFkPYzBsDPCeNYS0jNXYMXfs9Zg9AYPQABwkMZv/dZxBQ15FUdoFKIhAlfSgIZ0hVfiGIAqyCJo%20HIAOoNdwLI0BMEcZsAA54CLaCKMx+kd/BSRHGAGCFY8UKAELDIdP/2gjJYiODMADazgPX6uGgQzI%20ja1oi75ojKaOhbSBcnC2u5tOEsgBKDAFSECBnByTZ8vIjbwDjwTJdNACMyDJWsJc7b26cCBKQSCE%20ZqIpDWgBJFAqVcKCV+jJkwqoDZgDs4wWMsEQGUiDSKCMGZGBaU0ASiiERdDpanKBNRCTjKwDGvg8%20egjLmryWVCCEdCKAUaqmn9a7JOhbaJNKFBCBwZ0AfDgCUHiDScHIxXWABwCEycyCMkkHQBgUx6Q7%20ibAFQWi9UjGVKggGbdkkkSzd0/0GD7CJFtiAHTiBwrOBJLgBnfaEHaAECkgAYsnKf3gA3vUDRAEB%20DEgDgtIEU7hqtf+GAUZuqmNJFJ/aAZkyAROYTG+ggC4wygXRqLlzh+qMhGjhzB3YTns7KhOgBEHw%20Smwrk+CTX+v+lyQQBNF2m2M6kCvNXwohNGxYCHFYgzXwgcOKBC7oz/U+YOob4AHVhfkr0B4Asj+A%20ggyogxHIADT4hQxQBlmoAwt4CbQhB1TgAC6hAvvrGg9thP7rvxEtMvyzgfzJn6hB0adBQC8wAx1A%20BReTQOfBCEPVK9PaUR31YR4VgiE9gBjoACCAAlWugwxQ0mNwQWg4P2iI4uSCHATRtqUe73bgN4hI%20lJMAYzFNB3Pwhh+cMeJK49ARAQ0IADh943CY43KggHMQAAR4403/yIGY0gQH8wbAcoeOUEsy3IYR%20SRSPwAcjHImi0Z4EoAANGId08Jwn4ZzNQa76sp7x5gAsyIFzEALWkQFwwAA4gAMZcAL97oH4ETJd%20UIAeaICvGaClaIBUGDKuuJpL5IE7+8RafovAeIu68DIJ6DJh7goIohpY3Qs2I6EKqAcUAqE5UyFm%20tQIH/4sSiiEZyuxssJBr1YZ2GAcgRYdJ+4x1TddrxGdvfUbXKI1r7EZZkMYDaKIX0CIu0oIDwABo%20sIB4foEOwOcjyiItWI1x5KIwWjXp8FeJvYYvGOjwcAVMCEYKWFg2WugMcAT2SI9u0Af0QA+KzmiA%20D3iBN7aOHSS5/9oGc5CBUrqAtbOBk+On4tOmlX1OesAAvtSksfLMNZACyLRawPMALkiCQ/iBghiH%20E3s5llSlUoiDE4AAU/qAcUh4s9yWPSmHV6jI6HQWar2AHVCSgvgdbIiRrv7qfmpbY9EoUNAEtTtJ%20dyCIdlAIc8ACyAXsxBzbQRiHZcBLfLhaLtARPdcAXcA6EKgEUGi9JzGAIRCEQRAAKTDsdCgDlkPc%20RLEASQBdLekA0jVdnDeAF5AESlABAHCHdKiENGCrgkBYbRiWwUOmKgAF1eOpAQjeCdjbdhqIIEee%20cpCCC7DIdBgAc8oGEZgDpy6AKIC5i9LepVw9M5BLwd4BFBCDNP+AWW/gBBOIbs6lbgWB3+ve/eWw%20KyQ4ARE5lp2qkO++X8chw2x4B3FogzjHTxfgguevvgJG4AGlKJeZPykwg69RADTIgAygGe8/BlkQ%20BnQYH7RBgAMnBxmgAkx4BRB28PypLQu/8BTFPxKWGgBaUS94hSsAiHsRwph7wA2buXTY4jHkxuch%20N4cPCj54EAYBBgzH0ADJAEVKnSu6dGWAtu8YSnTmvmH79u+ly5cyXbrEhu2gtnYIxImLgG0btjvp%20hhL11m6ctwjZIhh4AOKBAQPjBJwrd05AggTgyoUr1+JcAgEIEpTLoSNOnA2P1nh74o1dNm025wb9%20h61dtnR8tvH/xaZtqbgEO7Vxe2nzDl+gNhNz2/YAATlyCISQs3AEnABO4LBgAfJxyBApI6AogGKm%20gZcFzhY0kNSjxwJFNkzZ4CHBipUUViQ04sHDRgoeVipIIL67ApvbxXmkaP47hSsJrmxLuL3bFe4K%202rdn3+5dO24rjVxBbx7eVaFPhSglCPHvm7Z1CMeNwwjuAH45dOQc0F/EQhEBAjhAEfj1d0CABBK4%20X4D/DfDCC1oMcMAAA9CBHx0PvhCDFhbIYcEAMog4QAD9VSETijJhU8ICClzTD4wx9tMNHiM08McC%20efizI488VrDDBiWUQIkVPRrpjxILDOFEBt1UY42M1cDYjYxV/1p5JZZZarkll116+SWYYYo5Jpll%20minmNY58YQMFKbr5JjbpuMWOB5V4ccMEWdgkl0tAbcOMAougkAUCkrwyCDwIQLEACWtI8Ukk7qwD%20ByU31JCODF1c8MM6D4hzwiDeBNCFC+78iQUoJ5yzw6Z3QcEDIUG4lxgno+yAgjfphCLFEgB4c0IX%20G/zglwePIBrTnwrQUEMB28AhySITYANCMkkQkkAOcUQagjbiPEJBNuB0cQMF62RjgReQoNDOCDtM%20EMI5XezwyDrdDgLBOT1oMqwAlCAxSFwt7HDDGgL84UcQ34BgSxIuFBDPP9uAUIUZXDjwzQO2SIIC%20BcHEqjA4X/98QgMJIYAAjiTX1hvBIyfkI4C+a4TwzTbciGDHDiR4ow0CPaTgxw8ckPqDNneMY6yo%20UlzQizr/xPNAGQ3HBfMSpXpjAiiHxIWADp8Q0ksLatwQhDa7koJCDgtEUkA6Ia/iQi80NwbTm3Xb%20fTfeeadIgyCJaP0N4IG/Z1fTKUIM8UvxZJENO+K8s8Y9J5DAhQsAcAEAAKMAoInmnFPxORU9dCFJ%20bIpIocUxHWRQBxrKoKSMEBOZE4Eq5aCCAAejxBAHNSlQ0whw1NgwPPE2fGI88Tz87lsKw3+iyCcL%20LKBGGj2UggBBBk30AB+FOVRQ99zIzn1FImBwgAxOYKFMHVD/CINGBlLocswWHSjTwQHybEPTTCnS%20XBM2+CAnD6whAXgBQWMklg58pEMbBhCHB8bRjggohSnmiEoEPIAAAYCDHOGQTAIicw4OnIMcYIHM%20CTYQhx0gARObYEs2sgGPudhFMRLzRlxuErGaTSQbEnyCQg4Sp2ysAygx1AYCIxIR8PEhAuCwgAxC%20IQIDCIADIrLDaz4ChToMwQ5f8EIDUMOa13yhAQvwghdMQZ3d7KZ5nzDFJ6gTnOoQhzjSqUAKTGGK%205gwvOsgBT3XYWIHhVKAe39mOIb2Dm0bkphHN0U0KlgAdvpXAGzTzi1yeoEH7GGg/BvpQEQYAoFBa%20SA5b6GSF/0IZIDqoskJaeEEZLFAFEFngQgfIUAc2NKEDBGAAr5SBLOVwIrutqEWWuNI18OAMNrBB%20R0fikRLq0Z1nQlMJPPCCJL6AByn1wx4wsgaVziTOcZKznOY8JzrTeaZuWGJN4dBbigojE2rdqQD/%20eEAoHjEsmfzJBGm4wSPagQUvAEkHaWxUF1KwCBfAoAc5s6dAB7YBHSAha95oQRxc4AB6pKMUqfKA%20DnZACBiokAYMGFTN+AICclCCVRfowSesAIACtGMOiUDCBjYgLxIUAHB8MYCyUNAsOKSCAROgx8Ss%209Y52EEGkG7gAErog1HQI7QYXuEAXPgGJGrSjB6B4F6bGdf9VTXhCVVTQxBq+kQ5a9MCqUAXoOlYg%20ibGZLAdpcNg34iExC5jhAu7A2AtSQQIKSOFj2+CEHVLAgA/QjBmZsuoGKsqFH/QsDhPwqWMEEFI/%20vDQNrvBDLyKAhS6MlKI7OEQ+RnWBi+n1AXCgwiL8MNGsLmIQ6xAAFBZxAR3Y4RUE8IM72mGHNBBi%20A3bwgiBQcA4pxPapkiiECj4QgsQgDp7WvS52aZAEIM1gZoED3HviEROZHC5xTuODW97BjjZ84BGY%20iIQLLne5zWkic5q47+fiMLo0LEACuZCChVZQBGEoAxbKWMYxwlCRdDwgAghAgCpQQQRUUMEGjehN%20I3rnu+b/Fc8GsiFehpnT4egtIA1pMAMVrke+isiDe//ghjzM8QSDSIQPIOBDRcKgigBY4BgxeMEV%20rpCBWtahDgNYATTosAUM8GFw/UPR/wCoDXN4wwMJ8AAOFZKYdBggLz70QBuQEoF2TNAAFBQBmjVo%20wnP44MEIGCEHAtACyZBjE5jQBFo0cYhNiAMe9dKGXLBhmJ9gIy+L2UbEIoaQbJhDGw9Ix1JiGIUI%20gMAcGpygOTIdEe45JAzl4EAMAiCCdIhgg+DIgR3sMAQoDAEIHIGCJFCTGteUEZuvSYOFs+PIPC6A%20BrRx4xyN44pGVCcFvt7jKoBTnDywgTiuwA54CFlI7yRy/5CEXOR4xmMeK7BgFdihgR8okAWW3CHQ%203hgLBsiBjvyw8pOkdBCBisCf/CSoQgqyd4U2JKFZSmiXB4AihCZ0PijGoAwDqAJ+7oaNtI3gmDEK%205zU6oQhqUrzi1cxDHqihAG6qs+Me/zjIQy7ycqZpTW3CLj//AQI4mECo/zBHC0ogLZqpNBQbIAQK%20loIFJCCBCHMgwgS8kQMTRMIPSKDEI+DhEhCI4AhQ5XkJ3IEND5QAURI7BybWwLPItjAcR3DBB+yp%20V72CAAGMQAIhdECEC6C0HUfQBM81UYICzGzLMtjAu7Yh0ENcDAScIAIKZuh2tBNCE02Q+jbScQ6o%20UkIHG/+IxATwkYMSOCAE9DBAALhACEKw3Rv5yMEJHBCxdLTgAoTwxAY+sBfRClVhGiDCB7IAsYgI%20YA6b6CkIMDCHBOSjFCfoKUfBYQKeAg4EpNeBJ3geiR+EoB2gt+RLVIqAEhACCToogQtQIJ8InMBf%20cK8kNsRRikH01GmJPwdF5U4B7H/gDg+IAhE8oQkdcAEUcKMHJyJLCSIIaQ34AAclEAIl2N4huMC7%20yA3doJwCLiCKFEISLAIMdFcIeJfgjNebMMQ/qAMfyIM3dGAbhIN7xVflXI7mFN59aQIVIEEcSEIq%20pJEiVIcUHMAKbMEWtM4W/EIwQEOmkY85hAFBoAMQ3MP/KNjA71hYhjWP8AhPhw0PNfzG8nSY9KQB%209XiBJsiAKlQE9zBY9/DBUsyY+CiR+GBhGGBAAKDDAPzYFQiDkjmBLigDHUADDaLDAyQgHc7E/gDF%20X0QAT+BFA6UDCPDFHWSDAXAZfYjDUYyDCIyDB0wQBWGQmnEFAtTHORwBB3DAnI1FOYjBWezADqhf%20DgFaXERfX4DAT0SEoPUFN0BaOhxENhCQBwSGNzxANkDGlY0DUzwEBQ3EjsXAHOQAJzwFl7VDKHBA%20DnDGMVhAjznBF6GGGoQRavTAEOgAFZCOslWAb7yRr9GA8ZiCNu5GszGPcJhCEqTBrzVHcTBTG/GA%20K2gH/xvkxiFN23VAm3g4UrZZwTpyWyHYoyCUwLBgA7cUDTZ4gwmRQwAUpIcEyLwhCC3JwYeIUhFU%20gbwx5CjVG775UhnIgCiBSIXYEoUcwwsAE36AiIgg3H0o3BwYk4xAHB4oghJYnEseiRLEpBJIwAiM%20nE3eJE7mpE6SEzuZnAJCDF9wg/HJhzpww1/oifn9BKR5wwz5hTeIQ1yYw57gA5WJw84ATgLdwVuw%20w84omjxogzpsAz08gDzwAUtkg+dlAzbIIlE6jV7VDFpCpTb4GVamQzuIA1JoQ+AwhizWXaXJh1hW%20mly8WDp0IFKM2zfQg8QwDlzERwjEyQylFAj4kDt4Q/8RYcNXtoRKMQ4OaSZCyAfNPAA8gGUGqlSj%20NY34NJBfyENY8gWkgabcTOZdsoPSAUU6yAM2NE2fSExVZoNogqb4dKBV6qVNNFpLvCVSZQNPzBCk%20xYcGnANPiAMC5IAK8NRisoM7xEVTTqY7wIVfEJFPJZqTMSB5XlchQAIpbModTOAEfhf/kJfTxCdD%208EEWuMVTtlcJwFfljODmEEIc4BlaSMI4qpEN+NcXwMEKHMMA/AIaHEMdlET2YGGOSRgqdA0PAE9v%20NA/wOOESEuHw/AYURo+JpYEXmIEOcEAE8GBFrKU52KI5hM+mSahFCAA09JgMXMEQHAMGAIEuXEGD%20YgD/HcSAOYwnkb7HHdKMXcjYBPlmnDDYTxjfIFLZUUQQlQpBmUUFVGQQAnQFAuiEV1TiJSZA5HDB%20Cu1AHFyAGKyBnshDXGpDovlJXzyAXChGpflmzZhDYDxYFEjlA4yDdCJABOzgAwjAPaBCZBwDEVwB%20FiAAVICA8bUiB2HACgjAFljAC0iBF6iBFzgDGE2PAlSCCdhBF3hBGsSReOQRN8LRbKSBNhYHcTxS%20dIhjEtCAc0wHG0kAcwQHeNgqdygSeQhHeDSHI4XHIKUAC6BHuLkDca7DHdjYOFRFORgkgADIJ4GI%20vOUHMtobMvKHfmikvaGOvWFkFWirv9GBDHQARlqA/0GSSEbAgRwoHIu4SErCSDKx5Eve65FIgC9A%20yU72q7/+K8CKXMnZQDmgHLIkBqKJInghKcIOTsJGHx0iGv+8JV+gSGLAxMX2ScSAF6LtT3zu0MOi%20iDoAZchGTGPQHD95rMNK7MWGrNxkbMolTl5d7MrOhF7JE0z41G7OrHz+j8y+JZTxhWJibNMALcb6%20iXxubMOO5ynezcK+aYogmgHs3AacwAmUgB+4gMyIpwVCrOHsZQJWV3mOrd2cJyn4QT70QgGsJ3u2%20p3vSBNwCjjrEBzw8ZQJsAglEAuXUV335p3+ihbyQI234hm9IwgFggP0IQwb8gjAcAyxcgoJJqDkg%20QP8p6I4O9FdtYKjyKE9tKGGHee4SSo/ompiJkkNFFASDPcB8RMAqRoRjYOFTWIQIQBE6WAAQYMEx%20xsAVOAEQ6OgxAMET0I0FxsT/JCxQmEMM5QUSTZkfKlBCIK8ePhiVegBTNAUWGkAivlkCiEACnAM4%20aAA4lFBkkAMHcMEOyIuZRkI4jKa5iEM4mENYDhGhIW827IXECJBURowsjkMUrAECpANhRkB9gM8D%20PEE5xIAYgBoQEIEJ5IAAPEA7OIXx4UNUGIAqYECPxYACSI8aqIZqSMIVAMEQUEEXtODxtJEe1UZz%20mMICqJEVJMdu+Aau0kAqpAKtpsBt5Ko6WgEPrIL/bhgHdAxHbsgjD5MHdjRSCgwrbhixK3zCDTSB%20OBRANqjDHfyZ0bQAB6hriYCIfiSkh1jA4Z6SHPiSDEhIgVQrvonrAYzruEJRtl4IBleIgsoSLwUA%20wq3xAcArSlaJNdRrS+IrIM9kTQYsIReyIR+yl/QkmyhgXr2YkR5OxY4XxSYQUIrt/wjazf4PJI/X%20JW0D4rRmYTBsWH5DY5zs4HxDWI4dzUlsArmEeDGGeB4tor2yHf7E4TAEwpJyBq5swkJyJAdOYUjs%202HlywmJWWCZOzRhG4ECMbjZGdXEDzahDnxRt8cbET9yhoB0tzYgXBgJlNYuXeekmkvaJT+lVWD7A%20/9+hnSf4AT9mQXweqUsURnn9jzxzrMSSLT7fzSpoF2j1gj/3wh30Qtu67dt+lzqoQwhIsQOswSBI%20TtFtXuH9LShMtIkl2ypIABuoEQ80QBnEABC8QB3ogjAIwxb4YBgYQA9WhCrkgBR0ARFQwSfwxoX+%20zvL4xoZ2boeOmOhKD6l6QRfkgBBQxKM5BZWlaCkLpaMhUI6FgQXEQEagAzrEQAz0WI8dAzocwxVk%20w5GqLDnzBco6RDY8QaAymPEhrx8CY6aZGQTtBCOitAQ/mggwxTiUgwBMhWRMhQCML/luYplqwglA%205Ve2QQvIpTY8pVROplI8AKLZRAMZhKIVpgapJf+ONdgVhuE4WFEWezQWxIAMTJEGtEM63IEBzMBQ%20cEMYBIAy3C4UOIMiqEEHO4Mz9EAlOIHodMGoaqNtpMAnmKoE5NEnJDEzOdttDJspUDRzFNtsBMeu%204fASQ8dwb5t0YId1LHcQ4wYL5GMFJAEjrEEBuEMBrAN4l1s6zDUHVEEZ8hi39gdDfgh/bMEKwAGF%20vNILVAh+LNkt4RsdHwA4zFIVYOS/1VJGACkyylIZ8hI42PG4KhzDOdyU0OtK/jEg46sEbFw4IbKF%20XziG7+TAntx1dSziQLP5ebUdRswxP6wrY6wrE7N46hV87hCy+Cz/QPP+XLPwwgRQgqwuP/Jiq3j/%20yCZGXp240vbyO/usk+2mPL+z0r6zkN9hojVNX3g14ujVj4tsx5KXJztZxaJ4OSPsKFNslBUtyy5s%20dXUsOUMsTQTzWxbaGmjAGkTBFJ/4/rw4BuasM6ecyoptPuf5KkACJMAAGMyAP4PBPxeA2g40ewKO%20dyV6QruDOLTXIRSdCoCCCqhAHKiAILDq8ZQHdNSDDKeBCVyBAmzEFwRDgZk0mimYAZQDFUjP5/RX%20deDqTG9uEzYhEYJo8RCu80APifF0F5yoUQ+Fo0FaQYDhWg6FGJqDEIiBU2MAOgTZMdABBku1E0DB%20OCgtjJ8yNgOF7IS1k8oiBfnho3GZAI9DNjCi/6A6akUYgBAgQKmVEGSwe6kJgAZERjhwACZQwQq9%20AgttwCCwQ6esAeglALm3QwLEYrEHUV/QL2FE30RQUAQFKkHg2OTWmQwYKjmgAgYIQDlQ75y1Az7k%20gwHcAboHQKLGz/SE0ckrABA4gRSYgSSM6m9f6HMAB/NU4yDRkQQABw2AQirskR/lEQ2oY64GB3YQ%20/c0b8XBYhxDnxiewAAvAqiscqxUIAvl5g3evg5/JxSyeQwto8Ycc7icFAEMerqSeEojAEn3jR0Z8%20CC3JIAbAAQaMqyiB5PmswAoIQdz/G0aWCAbchx0PgEnucYP3gx9HOCBPeDdQCT9kOOM3vuOfk/8i%20vxN2VTk4j/h4jtfFIk6KYxY/sbh5Dc4rE7M3lyzEIOku37PGkmyWp6yJO2zQ8oUlZ/nDUiyRwm0y%20a77xykQw1ziZG+mbluzsv4fp4/k2tCbsC//DhrnKGqnHujJDaOw9O03x7vLlu/6Rh3nqj6eI33jn%20D/md5zn4v8QqnKcfCDoYmH8voP8/J7Sht38BFMAPfMAJFOANCMKlXzoN0MBumwcTA4SEFDx4LFBg%20BwoaIMFG0NmnClYYVUIMhEGl45WNRl6opJEgodFHao2oESRogyA1lDYUfWqpyAbKkzEVLbCZxosZ%20KUQEPODz4EE6bCCC+sTGbRvRdObMAW1qzsL/FSJAiEiRIgyIMiDCRunqMu7ft23bvn37p86s2LJi%20sanDZi6bgQgRsgkFYWBcO3PpHpgz8KTduKbpDGTbC5SoAQMiECDwgIBcZAHjFiPQICByuE2ldMQB%20tWNHHE0lEjzRtqbEnE3iso1D0E7o0W3ckHJL5y2wOaT/Zm/TNi4BOQQRfAJVJblcOVVhhIQJI0BE%20uxYtNETxgA9E9gcBrjgB0qOBJCmSnDX4YgeNky5mJHXx8gllCgk8UthIkcLVfB5WPkrIX+E+G0zx%20IglT5KugAh5MMbAR+u7DTwIrJESwgkb+o9AKCl1J4ZNCPmEBvxSscIUFVxL5YR133MEHngKy/8Hm%20jggQOKccCwKw8YADtsDgADkCkCNHDDDY4gA4MJBjgAHKkGGAKoAU8gALqrBggAMEMPKAAGSoogom%20DxgSA1iEWMGCKF+QgckAwDkAnCn/eRPOOLEpwaBr+rmzn27uvAYPRZTwB9BABR2U0EIHlUABa/LE%20k9FGHX0U0kglnZTSSi29FNNMNd2U00499fQaR76wgYI4TT0Vzm14O3WssExV9c1WWXUV1lTNQjVW%20sky9NU5V04KTV1VrfZPXXGtNKx5gV601WVlTfRbVYeNU69l4xFqVVt5u9TXWXqHlTddpu3XWLLKG%20lTbWX3dFt1de3c121mCT7RXWZl99tVhc9f/dl99+9S0EEkg8mWAGMHoBA+GEFUa4l4YdfriAAhqe%20AAIUIrnghkVoIGAaFghgAcT7LHSF5JIJWqALKFQeAgphtjgGmuYYY04HM9KghpoFdOgCJB4+4oEk%20giRQSSWZBFwAppZiMrqlT2xSY4E0zLgCFaCCaoobbKwGobarzSGqKT4EwOgVM9Tw4pUupDAjJzXS%20aMPVtLDBxix1tsFGV7H4yGYub+Zq6oHWPDDgarnaeXGbvvyKgPC7RJhLAASEQAAzATwIozIBMCMn%20uRO48Ay0OJDg4gTWECjhhAQMy8Ybb7LRhuvZsn7Am3HGqYsb3rLO2hwEwhnOanNcsz2yCMz/UUWE%20MBg3QIPpzmkHhKTuQicGC9DJoIceFGigvC/qAAKQtbuIwwwD6YtQwYE+4k+CCiL8yP2BaEgiCRv4%20Q5AHGgxMEMIN8aMQQSMaUQUyNCECpmAVNKDBKu6zhA0tgQYbEEcBVFQAfGSjAEMBDjgC0MEbfUlH%20ORIhj+DwJTnw6AADkIEWBmABKeXoRj5SoQzK1CYaTkkGX6IDHQSwAgyUKQAxEOKZOtijA+xrTgax%20xJ30pKd+8MlPhpLiFAmFqCbyo1FO/NQWudhFL34RjGEUI6e6YYlRlcpf3mIXt3aVqjUua1rsSuOp%20bpWvVrERW248lqvmpUZ6eetb3cqjre5F/yxxKWtY5VLWt+QISG0Jq424klYjgWWWeRUrX656Ux8h%20SS9KFnKOoRRlGlcBME8E4mALA0MgwIAIV64SYaxspStpiQgUNOEQLrjBDgQBiY+BaAkPSkEj8MOD%20kpHMZwWRRHi+IIU6KOMYQIgBNMKEPAxQoSbUkMACiECFk4BEmyP52UpsMDQbOA0+TlvA0ngQE6Sp%20Mw1qMIMOUBGGB9jGAF/rC1Bkc7elWM1qIiiFJGxSUJsoIpvUEMeu2mKWua0FG//ghjYiYLtxROAJ%20dHkAXjwQgXQQph2BIY7WlhKBjvIlApMxgBA8wFLMIGAcmEspZs5xjnvcgwNcoAIoXhE6Tf9gggK1%2040A4slEcp8SmN2/xgDjE4Q1zHGVuDzhKOsYhnCfQ5gFPeEwEwkA5ewrhHMQBigE80IJz4GMs0XuA%20CIQgghUAoQ4sk4QazDMEJ9hBEuzpgRdoIJOQ3MeY7WMDG/jDvvv5hwapSEMK2FABNkjABvqTjxXu%20w58NZUhDVtjP/QobwBSw4EPA/OwqXLGDQbhjBhVsET60oY12aICDHQTiCEWYoxL2qApFOkAVBqCF%20LVmADjeSEjp4+4IXVOFKFtiSllpIhwEcA4Q2Uu4AYoCF6lWhiEjMwQJGsERHQfFPVBSvFBG1KC0y%20cYzpVe962dte93IqVKMqxyj1hUdB3lf/kpHEL33zC6t3ZfKQgZyVtABsL3R1UsC4KteBo8XIBOvR%20W/kC8CD3da1+ZZKT9+KWfxs8Sf5+eJSlhIQfipHKhLESEbNERA0QwYQWZ4IJyMiEHlxQC0bUohY3%20SETACgEyYAYzmMMM0TFLNh8vzFWeaoACEK6gDAscAxUCEIIQyCEFG5RkmzmgAkoaweWh9YcHJSFa%20O19igwWYAp1LO+cC1Bk1M0BBDD3hRlbzmc90ZIc2d+MDUYDyk76cYxRpiFpNkHblcK7BkMRKyzfQ%208g26uUV4bYCp8cxhPI4uz6QaSIA49uKXdERAHCIgnAfIIQADtIOlQgiOlCviAc2BIznl/8ApETSx%20g8+EjhJiYIc3KJAAb/ABKXeTarDHgg1tiAMB4jicNu42FKDIiALkiABtuBGBcEg7AqpQhTn4IAIO%20CEE7d+FAC9qhGMXw5QFhQAcQhtBu8NR1CFJwmxnWYwr7JHMgB2LDLBrbHwQJlgdpSEUSeOBYBKVA%20gQeijysoW9l/U5bhEpL4hBq+ChZYHD8WX4UffqCiCrJoHXcwhwdoVMQAHAAdtZXDmkDYoxduoYRJ%20auGUplQmdGgpBjIQwHPQhEMZ3KiFXxIumiyABSJggYYvROIclJjFJ/YpvOOVeqCUgCg7nRe979X6%201rneda9fqoxn/HCwAozfT/Lr7KGEFf+BE53fYp2dwxxu4x7TlUdFtl2Sb+zXsSjprEXuPY1s/wcn%20LTzKte8r7SBWPKpWETBPpFiVrAyEK5lQeSZkQhSYF4UecNx5HZMCEoVYwuhZEEwQbch/IiJyfozc%20A3kvQA1SaBl0LODkLQgBHcJYZ0gWwAEdaGRoJOmPBB5bEqC185wxQWdNXKL8liCtoGrogjBiINaN%20+uUwQKHNUKJq1AeoggheiBqbW0INp5kfAWGJR7h+xei2uEUetWtMG55ivAgE5nFk9YCmPZANrQrG%20HNpBBPyC1DghAkRABFyjcl5DBAQAHM7hAQOgHMKBAzBBE14BFDIQNJAAExDgCcKBAhD/IBuQYs9k%20w42wIQLyoR1Y4wGKDRuoKgHOYdwQ4J4eYBw44BzaYC4Eo9rKoR22gTDWCheOIBQ4QQDUBDoeQAhk%204K6uwBig4N0U4AsagCW8wAoNxD7yTX0qIA+6sN/+DUEIS+AWq7HixxT6yrIGouEOZETwo7AihLAK%20qOF8jIGWoBBcoRAOAR8ipoIKYB3WQRuyYUbKwYNSbk1Obrd65Eh2i7eqAANWwIe6pEmk64UCoEty%20SNRWQAZyALtkoHrQAbiEhA5cyIVkgN2wwIUmEYnoRAHsBE+cCLymThYBRQKWoRuwblG+Thd3kRd7%20MYzii1TGLlf+TpDoDu/mqFbsS44y/0mOwsVX+K7B6gtbCu/woCVctGVV+siRpJFV0i4Z9auTriWR%20FIzCxmUbsyXu7Ojt8O4b8wuUFg8eUaUQACYRJsDEYmnyAmHyLI8JRMEf/VEPArLzcIwUGAASVmEJ%20EJJkUsCBrMBCRmT1SIYNCqIHoMAMcuEVoEAKgMCeDqAUnExIBurKtimnymk++iMXJCAPfiZoVGKd%20lgadbAI+lMagou8VrqAnAIopnGIvuIba5uwndOMBOCAO0kDQ0Ikaym8BFuos0MJV6OYfsAEe4KEt%209mYckA2mnqAvMuoA2+H+EtADokAEzcEbGsPS5qIyEEAEPAABXarUGuPVYC3WOKAULv+gCzQQNLpA%20ByhAHBKAAsJh2rSGD1xwbvDmBbPB//ABb7jhDgLHdyiAAzhA2h5ARq5NMDLqngwAAQxgGxaDGTzg%20BbAgABzQAjhABkLBAATAFO2g3YZAAehqmRYgF8zMC9LAPgTkNgfCsdjACxtrsNynfRQkCWggBdwH%20fxZkPz5CmFCP4QBLgDorgNoQgS7O9FJgEQYBHlJLRVpkHUIgEDWAED0oulwouLhk5VyuSR4RS1qo%20TLArSzpIhQYAOsIAHLAAF8ABAzyxTKxHSKhEuVwICOyACNAETQZgFZvuu6BuFqeu6loRF3PRFyNU%20QieUQl/RjGwgHEBswYzRHOPxvhj/bI7saJAQjBvPMV3ORcNYRcLiSO30q0TLEVXuThg97JD2qBrN%205VkaSfD2y0N71FRKqRBuAPJODMX2scUq7x8BciBzrCBBDyEbUoBUb8hW72cWQAp64A+oAQqcAAos%20wDnQ4QWyAgNAsQdQQgLSgAOIwBT6Q5xCYvjmo8uWpmie7xNcAj7cSSajzwx0gQNEADESgynkYi9+%20EgSwISi5gQ/agAhewSjZbJ3MjxpoAG6+wVrCQiycMgt+YA3gwS2eoHYk7aKeAC/mYi68MjpMyqO4%20QRDDodzqTDHGgTHA4XHmgnIoR3Nc7QHlki47IwNvbQc0IQd8oC/X4KlmwzDhwjBi/6NQQeAOdkNr%20+KYxPAAEyUEcTMoxBMNqhgIE7gwEmEHKBKAKYqAK2koIQsECzkHU4EAG2s0O7KAHEKoBGqDQbMLe%20BATNbGAVNGKw9u03vdB98iMFTCENTMFn/kMCWMB8RgRf74PhHCTiLCtCCEhiIe6zLq5ELs4PwqGC%20KugPs8C1yMGDXOg9k4RKuCRIfIRLcgsOVmC3mgS7Tu4QlYuGQkEIOCEAckDnjpDoXCjlZLZ6gkia%20ZAALgKAMDFRfsGG7uutRYnFBpU4CRqAaKlRqp5ZqeREY0Yi+tmUc3xEe29FEj/EYSRRGo/HBwgJF%20yRZVtLFs3TGNZNRFxUVs6euTFP9J7u6r8Kaxa31Ub+cREhIBAlJJlvQxHwOBH5N08wKS8zovERig%20EFZBISOO4SLXP4issZJpARrADBpADXThCoDAAiLHAmLAO47hGCxACkzCCzbRI0IizMJJAlISzNQM%20+WjCTuW0TgkN9tTgFXQhBigCMTaqL+Qin2IHUeesz7hBHspBE8SvzczPzBBNXRyNbrDBHR7hEd4h%20BPhAHirNonbQokTt/hTDLxBHGyzjogzgo/xiMY6woypiHCIHMzihAcFhc8qBA3Lgc0AhCW4NFOLg%20AkrHePhgWQ4zpFyHL/BGdnjjLbKhHZzq0zwgARAAVPviJ9MqKRYDDjQnEjHgEhb/Q36DghNCARDs%204Au+QBIQShJicwHEz0ACVoEWZJiIzzgdqwvzADgB1t4Yrn3qQSDswxXoYxUS9oAmyz8mjuKa8z4s%20jgUa1xVogBF+oOMkxh0iZh08th3IoQXg04VupEBPLrdOCEsSUUh4iz1hFkoI1BE5oVwDIBQaUEuS%20znr80xMDAAEwgAMCgAOuwA5ybukQNIsUdLz+pBUY1Or6IWoVpWoTWZEX2YvCLhgXL/H0dmz1NpL5%20q5IlGRkxWZPR7ms32ZP5ZR4LIREQ4R7zEREIt3ANd/OWlBRA7yBJy4FKRrMikuEq4IfngxroCnNl%20L2hJdyu6gyrM4CNswAuI4Ahe/+HLSqJBwsxNV7JoYmJoZvecYELNzOxpXuEVggEKYmAzAYpwNiqf%20hm375kweHqCc/yECSoBRo8Yo4WkN1AGeb8Ut0CILwiESIoECplIb+OAJbIdUbccDLuoAjecB7mIc%200mHOxEEDznesFIMx6Dh51reOwYETngMzMIAcZDAHiAAJ9FcDPyMONoActPIntOFZ4WKpLkoxkUJr%20jiJrGNgDdGM2rNUxnsAnx6I3xsIAOIGDcsSHVoiDOzg7mIETOEEGTGCukEYRvkABeiCFU+HM2klg%20B9be4MdNaZg3//Ujftiwspo+ZCJgP+F/CIhkMkSHSSZiJST1KhbjWOA63WEN3P8hRab4D72zHWqq%20g5gkFQsUhMDBSMI4t5xkSpIEu6oAHYTkjX9OLRGQLRtQubiYPUnxc8ekg9LUBM7kQBUgahO0ARCK%20B6KOUFqBBkBjB9KgHqiIDVhiAXwBkRnZtV8bti0FGOfrk2vbtm8bt3Nbt3ebt0cp9Pp2ECLvlJkA%20lfuxH/3xuA+380ihFgImIRNyId0wPyJXlushQXzGBuQpGHRCCqggBoiACK5AF8Z7BKBQEX4mDahA%20DHrgI9igQbSpy7SpP94bJUYizMKsmtvJThUBJ9QgGIJhFAagOcztm3nynsZZa8rZnBGVAqjAURs1%20DXhKYzlVHSwVLdTBGx7BBS7/QAzWwBvkQR7aIIL/OQEtyiubAgRMSjDwIgE66ink4gA9ABzUknGE%20QHMc0NQohxzAAR3IYRM22jPop1c/AwlIw28gONn6jyxvp6i6pie1xhyY6qloQ6taXDBuejbuIHo6%20s0t4CwsGoANeIElkAA4uITt2mhngwBZOGF6/gBKaugfcYyVowCjvlfXOh/j47Tfbx33ux33qwYYF%20Qpg+IV9rGSQorrJUT+Is5D4u7j4atxAIIQEKoOPWoRfoOuS0geTUBBxUSEqejIZ0S0jgAOaMJLda%20luZIEWbBQWbBoWZFbaNSCk1kixJHc8pEgBwI1BOVJLO9y1HmAQ86oQ7+gA2k/8gVLqCpvOEEUoCK%20DKIT8MAe8kRPsCi2q93aX9uRsba3t53bu93bvx3ccXseV2GUFUZw89HyVDlJE7cWGKC5A4a0iEyt%20I8SsBcjgfGZovMAqpEC8u+AKoGA96MpszEA2PyIXBuQIdAAlQ+K95WP4lBmyrqxBriwm2gn5HDV3%20s7lLVaEiLsE5vFn7fhJRg1I3uGEcNiAN4OMmcOIVUMAHguAdsiALnPIbsmANSEATCCESHmENnuAD%20NyEcBKOi6EIAHcN4lqIdGiMwHmNw9uLUzDKlWip5EGDGhSAAKMIBJbAc0KEcxGADijIJ0kAQhrwL%20LiAHwsEHWiAHTqAFEuCpmP9CKLLGWNNhn4ciG5bKAOYGBO6+xeuC2XBaG/Dha+5CaKfEGIDACL68%20A5zgBQSAGQyAGUQtzd9VEcoje7Qne7zgJGiAhT9BaDhEIzBrhsvQPwDI4PyDPngAYUOG4gprrYdJ%20rR9EiekwglZkiiPGD6v4DjSdRjCA1Qfg5KYrANTzr2Gu5UzWSVLRhQyb1Wedg2gwO0TAXO8YFA97%20FG29rTBAiDigZGVAu7jLu24RT6I9VMyo2A0lBUogov4hAVahUMKrFRbAHizhGqL2Fqn92vNf/6X2%20agHin8CBBAsaPIgwocKFDBs6fAgxosSJFCtavIgxo8aN/yAVWrWITC8wJMH/BDoZiElKJixFuXwp%20So+eWjRrkWIAaZWrna5OVXBlxZUEVz9/1vtJVIJSCYoaSJEyhMioLj3MLFBETRHWBdTyLJVgKgcQ%20ahJmSSCrNAW1Rl+/UrPB42wjGzaopaBL95OiBQvSqFETDMoAIZdErBARhtkDA2HMPXjMLTK3B3y4%20yaPMjY+5E10W2Pj0yUZfUCWiPfqwxl0Wdf/UZfFB4oImAJgeJfggBtOJNRG8RXhiIIKHBAjGGTAn%20HIEGBG08IGh33MA45wJEmBMhxIMQ7AI8iADHKYyAcgE4BChXLgeXOKCSpEkCKv6OHXEu5Nh0goiJ%20Ex6wbXuADTfbRLbNgNg8/yAgNuZ4IE46BXKTjjfieAPgAwVug007a0RhgAEiHFEJOAeY4AQaL1jQ%20AYkywCGAACukA8IlxmjlTAMNfNFDjpIkwQMPNpiSBg2m2JACD3MRKYEVSilZQQV5VMCGFTxA2eST%20FUjQSAparvKjlilYASaYXo6ppRVe2sACC1yykEIhSZRQwDoF4FPADAXEmcUd2XhwTgACYFCFBRYc%20cICg6KwAxxZwHIABBose8GgVhBIaqAwyWBAABgFYYGkOWFRhAAgPMENOAJYegE6j6FxKBwaHCcCp%20pZgGoBA2cyygwDXV9NNNN/38yms3ljgyAhv+HIsssimUoM0/32jwSbLHKv+BrBIL2OPINb/2yg+w%203n4Lbrjijktuueaei2666q7Lbrvuvgvvu8J+YUM4HN2Lb7767stvv/7+CzBEpny0CCIlkYSSSiwx%208ZJMMMlEUyKkTOwRTzz9BGZRrtRzyk5WNLnUAl50IQwRV9jRhRc2SJALy7nkQlYebCzFAxY5LKBU%20y0o1wrNSa7WFFzU8CP2Wj3d5psgnzizgzCvB6BKDAEKsgEF1iIUhQgRhQCZZZY9R9oA5fAixASih%201UUXDZigQEI0H/wAjzrqfAPPI1wAQAghXJAgRglcXIDJJgmME4E57ZBzTjnnJBBBBOOMoxxxCHgQ%20QXTOeeBdhyIgIADnUnP/LsJ3FnAwejmo5KDDDu4JkoQg8b2OBBdHiDGHbgjwUaB/Awr4j2S5P5CN%20Of79g2E65hiATfLJb3NHOy20kIAB7ZRhggwHYHGFCUAMMIAMTlzxwgABwHEJM5c44UxTNUqCYw+S%20LBBXCqaYssCQbEnAQ5EpsKWkkvWw0SQpNalJALySmT5xFzaNKUyuINMCtaQmFpjiE4X4BAtocIEf%20ZMMd6wjBndyBj3WIcE99AseiNlWoKgSAUYhq1KQOAA5FTUpEBwhA914gg0xtylJAgIIJBAACEBgA%20VjI4RgBSJQB0xCAGWLCAEIQggADsMABVqEKtSoCra2irV97CgwK+8AUv/+RBWsmyAhJOcIJNbMAV%20ZEyWEmzwhy+MAA/B6oc94oXHPOpxj3zsox//uMdrOIJeFAiYIQ+JyEQqcpGMDBgNIAEJUpBBGgdL%202Epa4hI9NAxiNbGJR3TCk44RZZT12FhPrBClKynFFF7oQfaoEAcvfGJms8jFLGS2FK9IQGY54IAX%20bLmzKxlpZ23B31vI4qNk4kUvzFzAX8ygCyBswTDgWMF2whABISAgApjJjDf5AJmw8UEeHOhMaO7y%20GRK8gQRt+4ADVqMOeTwCb3nTGwA0kTfAcYA32QhHDkrAAQ6Qw3EIKKgAyKEBD7SjNwbwBie26aHC%20ba5FFO0cdsqDHnAkTv8MOngFKFzHOtfFJwmpiF0OekkBBKRjINzAhvEA1FIBxVQyxBvQNrSRDW1g%20CAT+wYY4KHACDQSHFliQAQZkUAkglMF6GHACFIaAhQ5cSg4HMIYznCGJqzZAElz1gimU8iO6mCIu%20bOHZ/YTCJJBFaUpXGmCSeDC/T6wCgWSyQpZSwKZGNDBNEFyFlig4wYGB4hFy4mAI1uGOXsRJhN5A%20gEZFFAA6BEpQjGrUCraAAUYdQFJwaJSkCJXZASwxh5riFAcq0QMqWEAxIiDipTRbhRgAAQgWuGgA%20wFEF80jxiriyRLiugQdnSIANxmojsirgJSu0wrjVGq4icvUra0jXW77/AqR1r4vd7Gp3u+yalw0K%202cjwine85C2veTnihVQkIREiqWTCFiYKhjUsk5ysBQNukhOLdQwpHzPlfo/SVgnYwAxU0AEsU/EJ%20HgCQDbqUGXFxKTMilHOXbblfI4bZCLJk2EdEG1qPiJQXrezlL2p4hTAE8ABYuOqJYQgDAjAgBLBN%20BpyZCRvYKJMAKqTBM5/xkRjWyc43fCBu6oBHNDQRBxXE4Z55i4OTL1ACCozjCUfQwQZ6GY4nQC4B%20AvDBOZaz0HYoFAFRqFw7ROAhbbaIHFWjaAssAI7OHZQDXNjBR5PQutZ9VD5x2A9xEmCO3g0oHeMQ%20BwKyQaCWBghDF9Kd/0uVB4JvYCgb4lhO5QQQCgFwIoquirMAeqiLOgDBCRkABBAUoIga/cVGDfDC%20VfA3vwvb4H7DTJKtURnAL30JZF/Kn5ZoECQhOdCuDSxTCkDDVwtuiU0s+EQakECBw2YjBB5UbDbW%20cYd1tAMBfZIiFQU1qEy5ClGMoupnM/tZ2MogBjkEx6YscFRh9AALUlsBODgVg0Gho1AxcAIQMCCC%20o96WU96u1c1GYAlfWcNbwFUEcx8O8WRJQAHVqIZ0Fx7dbmCcuxzvuMc/DvJzCZJe5TivyU+O8pSr%203JBd6EIiLkCGKFCyJCdRGHxjIpOc1zcRtYAkKEPpMaDspJQeAzDIbP/gBSRQoQuSSEMjFrxLmeXB%20wQAcLhvswAEptKWtZTVmXNDi4aFduEf5WyY19OLMv+gCA6OCYqbCYAAEkCPGIKgMN5ADNnM8QcYR%20IIIX0vCZBTSCBZF4Q+EjEYlHOEBuT4iGCh6vgtk0WQX04UIJEuCNFmyACCfgAAL0joAEIA4c5PCO%20mKNwucpNJwJnVjMGyNEicNy7HOSA/UFRsYE4pEEQu0/De+Czg1SAIuk5KM7nB/QPEDwhAc8DtO64%20ljyBODod2NAG9QWyDT5oQzge6BBjPCSCdDyAO2W4wgh0kYEhKGD9DdCqGlitBlcrokf1i8tSLsyW%20IvXPSVe6S5GeXgH/ZvJXdIFnwEYDdKVAYKJXjRAUxzZXeOVXeEVBn0EDoLABa5AFInRYdXInIXAH%20+FBp5yB7NSRZlFVZmNVZk0JFNSQHkkJVhGJDr4UOmxIAQoABQDAEQJBDgTJaFkAHqCIDL4AFMQBj%20R4Up5aBCjVIrt6IAlrBwuwIs3YAHikAtEWeFbSQBI9APFbdwd9QP0sVFISeGY0iGZbhH3gVeK6eG%20a8iGbeiGAkEFlEAJMBBz7lVzC6NzebhzkJRfFsMTYDJKRrExFeATUDIXSSAJdpYGKTBcA+RgMlMP%20kcgGQsEGcSADVMAy95MkXbcWZOV1HOZhcCGKdCFiI6YGCxAMGGAA/5cwNeCAAS0GRdzUTY4ji8fj%20GAhiDuWgCTs2JD5yAS4AAIf3BmsgNw5AAnHAAK+gAgAQB3mjAqBAefVxAtNRDhzQAvcwDo8BOaOX%20UGfmAQmFesHhHNkROp7zORgADtV4HuWADuSwCZgQByGVBmPgHnj2Ol6wAzpwAgnQDhYSD//AB+0Q%20DhzQeeIgPHyQDdTHaNsgaBiyDi6VDcPzfOMgANwUROMnAg8gKq1lATEwBFCQAVdQB3WgAA2wau/X%20AGbQaqdoA4ogJHExM10nYCzAA0EhAU2SAjRAA7vmJFJybKYwV/DxHmngVwkYJnYlgAoEQUSyCsBm%20CjSwAxdwAuKQBf9ZQG0F4A5xgg8euCejJ0UqRFkr1ChwQDUvFCiUUkOatUKC4m1ShAGsKANAMITr%20hgVOEAMDoG+Fsm5GZYOX4m1txlu5gnEb13BVeIWHeSwTx4W80i1f2CvzYIaRKZmTSZnAMnLf9YaZ%20qZmbyZkBYwc6QAkXgAy9MAM09154qIc510mk0Ic7IUo9sROCuF9WcBSpJGBp4AVetTIMdhRlMQsz%20wySU2COSwAFY0BX3Z0DExBZgF3ZCE3Z4URefQA1XkXaScACXAGOsCHdQVJFb8zVCQA4ZORlh8ASN%208RgRgAW+5xmNMA2EsGR7k3huUJVtAACC8HjQqGTM+IyCIAhxUAL/bWA8BUUcjhEBcqdR3dE4zjEO%20YiaOnIMA2wFFD+oBApCO5TA6qEB7tXcCmtAeDOB7Y/B79hgfXaCPbYAguRMBCUABHEAB5GCQ5mAO%202iBTDJk71WcOejIO2PAPy8MN2QA6GvkYBgAj/xFwGKBEL/ACTqCk6gdGV6UGZvAHZmAGkvB39DMk%20w4U/caEkwnZXdpWTppACVdIKEqAlT/kZeIamCKSUR/klZmImegWBY2IKoCCVmKcN1BYC2aBYInQH%202OANUZA4sreWcoApldUombVZK5RuK6RZaSlFFjCDmbICYSAEAXAMlrJu39NEP5hZ7yY+KxBFOXRb%20oIoBgelb4GIJ/1NomIhphUogAcugK9bQK9egD19YR5WJq7mqq9nlXfbSmb8KrMEqrA1hAjnACIww%20SXZ4SQyjh/Q1EzbBmj/nh64Zm/1VAUcBYDOTk0GyMk7Sm1YwdT+RAjuRPwJmCqkADujgBV9hFl3H%20FmRFdkTTYfgDnS3ZknzxF6hoAYXBikLQIZfQIi32NeLBAeBQi9hkDmEAThywA2kwJHfhjADABYV3%20D1lgZMioZGMwBkuWZPbJezuACWsAAncnHONAoJxDDnEGHdJjeo0jApsGe9uhHXKGOFLEAeVAep2D%20ABygCa3zob6HpnhmZ6mwA0RwDiYLU9owDm2AAGtAHE9gDulQGf8NqTzVl5DZMA48pWjpIA7kgACI%20gR1oppFCVKRQRDVIiqRKWgen6AxqwFWSIAWSYAYOe6VKMUxswAM6yYCf8VcH+DFVAiYS8AkHuApp%200B5BIldawoBsmjECiFdEUiQ+8mwlEA5rkA1ZcKceZCcaqA3ekADn0AJfiSkWICmpgqiUEm6btW+a%201VmZBVmRyiiIsQLvJgPdgz35hir7Flmm4kQUyilwtmmlmhDYcHCn+i1SaAqryqoQ56rLYHG8cg3z%20sCuy2g2NuavXi73Z2y6XmYbD6r3fC75vOAdYMAdNEHMzZxKnyaw5BxM496ysCQnTKkpI0TH1QJtE%20ca1uBVcTNCX/4fpW/Jc/PFBsrkA/XtACQqALFIYlZqEkWOLAxER2Q3MWoYgXV6EXpvgFWHAJizE1%20l9Bi1mQdj5GwApADMiAA3hk2jUMZAjAKskQkn8AFXJA3s8EF0fAEbhAJKpAG9zkGkKcC/Mk6O7AB%20GuAY4KTCYfNECYABCYBm3hccItAO7aBNGKAB2yEC1HEe5RFQ5fCgcncPJaB7ScAASQBsQItnhjt8%20O4AERLAJxfEAvaMNMKplbUAhASIgjIYNPAU82RA83iA8BZIO2ZAA5YAYNihFCMAM6QB3LgYOLCYC%20LwAESKoFAwAIapA+KAm37uNqcLEzcdF/9XOTOSlXnzAkH8OA/yBjBTZQCHThe5AQJGvapmLytxBE%20QV9iCvBRUhtwBBRgudiQgdk2J3FSfZXWAt22KZMFWp26WYLyWenGKIlyqIeauwLAipklKJeCDgOA%20Q4WKKpuCAYJShOUBZ6AKB0vYW+EihVS4vFeoBDyghQv3mFs4XdpLz/Vsz+CChuGrz/vMz+ZlB3ZA%20CchaDGAwEihxh/KFcy+Bmu9LCh9hMUTXMT5BFEHRJJE4QP2HF8P1JG8Vpk+iJVBCpnD1I0AgBETQ%20FnZVARa2M845NNRANCzTI28hGklDnafoBWYABWz3ADYoBLAoNV+TNUJQOhkJTi22dw8wDjkACnSR%20t48QDZHgnv9KFglrcGQMwADQCKIM8Ixj8FGsAwpcsAlrYADgZIuTccUt8rVCejwdgjnZ8WLhmbAT%20qlGKAw4BdQ5dRg4cgAkX0NU/S49n/HugsANdgARXRgHeoKM7Ghnm8Dh2TDwtZSDaoCe+YQ7Bozud%20Sw7hMA6GbCkBkFD++gAR8Cc9/chXUAkvoAUBAARs60w3LQXu47D2Z7c3ORdgehTbqpMIFBR0wYhK%20cmxlKiQ6SZNBIcuucMoBSMt0lQoXMAc50HlolAARCcwidCcPuQ5dmzjeVigwaLoWID7ePSiOSrqE%200lmdBap/YqSM8kSaskPw9s3cPIOUBc5/IqhtVs7Di0XQBS7/hbnOVzhx11Bdg/m890zgBX69l1ly%20/azgC87g/hKHctgEYIC+Bt0SCO0SCyNfz1oLiQBJ8kutp2S/pYStbkWmnLxgSoJWMuM//vA/qiQB%20VCAAMYAWS6FKKo0/F5alQ5MLHkY0pEid07lqZvACifFEV1OkWxMGm20ANggOCBAGk/EA5gmj5EAF%20oMEDn+ADqvDUhPBRAPAImLCfIKoCHsoA/FnmvCcIhDAHUnaePf0YLkZR3Sd+xyMcFuU5BrAYrZWy%20dy136LEJMqAeVAAKQ+mhNOAevvd7vgcKcWBn9UG5T6Cj3NA7jD0OfCAQkm5T3HAHfAAC2eANORXH%202tBTe8I5/+nqbi1AehqQkf8RRX4SAE4wBE6ABTjkBCR2ik8qCV2QCvCjFDPzFXDFAo2Yt658gIz4%20pftj3A2UJGNCV0f5pkARgGayCmzSlKBACTlAARqgASt6AoeGDXoSJ3dQANemJ+IQDudgzIUiRaBV%20Qz5YBXjJqDGIl4yCWeMGRexdTZmlu+JjpNZjqLr7qJjSZtXBnab6W6ra3xHnqrkCmdH1K1Bo4BEv%208ZGZzw1u8ReP8RRBBFhgApTQBNIwEgijvvElCpnABIgAXzIBAxserR8+v6dUFBWdvyTuwKiEpYHL%20f1DSCkpQD3mgBAzGBpLAjuu6FO3q4rO9YRnm0i0NnYrwI/97ca/O9ApfEAMrkCpRLgIe/Cdbs+Qx%20Jh60l5Fh450EygVJ8MI+AA8+8I5IdgFiEAlJxgCfMAavUOZ1v3uCAGyLoAnF1zhyhwCMoWawl9be%20J8Ua0B1/4uSLIdqIozi1xwE5gAkGxuj1OI9pwADANgY6mWfvEXwjeu3RzQcBgg3yMA4Usg3xwJB3%203FI8pXfCoyAKCSGOUw45dMJZIxwW+QA7aylYAAVKCgSnfQXvp5KtLaWAB5NfISVdkiTINbhB4ldW%20MLg7GcB2FcoMmFyBS9xAwUBeckFdcAEboMvWuAktEA7igA/JQydbOSfrkAU+eu7uNisrtEKuCIOF%20IihysG//3s09lHWoALECwQoMGAJYsBAgALoDAgwuHBADnUMMBzCgY3gwIQZwGIQwC8MJzj+SJU1i%20y7FghKV+LV1Wu9ZpgRJ/NW3exJlTp79WNZVIUOCynzWhRY0eRZpU6VKmTZ0+hRpV6lSqVa1evebo%20iw0KJr1+BRtW7FiyZc2eRZtW7Vq2bd2+hRtX7ly6YO2YoMSIzIwZYPwGAhyIyWDChBEhGixqlx49%20tWqRgrTK1eRTlF1VruCqQuZTm+tVqMdms4QKEhpJIC1aNOk8rfJUYFOvVWwlbNhIkFROiA5FqCVY%20kTDLt+/TPCTwMM6DGjUbihQ1h/58gXNFC7xIMlEQjYww/2FWiHggRIiBBwaEiDCwQkYMC0LCmHsQ%20/4E5btpydPnUiMY9Pux8bCohEkweIYGQVwRJgwEVQBmDAVAYEISBNMZIIwlQNghnnHHIWUgEAcAh%20BwNyBBDAAxEiiAA9D84RAAGOECAvRQTOKeeIHErAggtKqNjBCx/ToGGMJGgAckggiawwjQpBASUV%20UJDQ4YQEzEmHD2weeMIcbLjh8p9tuPlyS26wqXJMear0khs+DBCAAw6EeAAEEMLzIIJ2DABHhhyA%20gKIHE65wwgksnGhADS/UcGaBBdJQ1AbfjEONBxs+sYEH4DbjgQVTPknBigpSANLSFFLgodMKLGUj%20hU9W+f/NClet6NTVT0eFlYYdNpjjAio2KGGOEjiI4gl8sPlmnRkKKACfbNbR5okoyCHnnIMCOIDa%20Axi69oBsq0hI2wMQkmEAC6rQtiAMHELHggHWk+Fah6g9KIZsLTI3XRks4MgCGcAJIzwBxsJmjgUU%20YMmoa/BQZCeFF9ZJghGuuSpiiSemuGKLL8YY424s2Sqcuj4GOWSRRya5ZJNPRjmtHnqgZI5i+vIL%20jMAEK4yJw2wmTBRRGmPkscgmA7oyzS7bzFPPOvusNNhQO00C22YRrQLX8qgnNNDyyMM3L7iTIQ3U%20hBOOtOEkoKaRsqkhmxrqpnuuOUWd+0TRBb6QAZYAiJD/QYiLhDAnjEviS0+AFQLAAgsLEOhXvvj4%20eIAcTT7hYYF7nhgHAR/+u2eNTbhQIUJQVKBwQgTHQJKGJC7gYBwRECgnAAEC2BdEcFpEwMQ7hdBg%20dnDAQSDFcQQgp4UcdECiiy68UHKBT4ikofkgk6Cw+QqlVzKJNEDZIXskNuBAnCce2HLLf7iM50tu%200gwT/C/n02bL9c0B5/AHtgHBAA3OaYEDcPKXwYQeJBmCHYhQiRgAQRILUMN0mlMd5DQQOahJgSlo%20YAPguII0FYCVKy6VAhqYwlOlGhWpOiUBDn5CgxgkoatI4wpaucIUtzpBCZCQCkpsQAcbOEEUstG+%20b9yh/wDuwMc6hJgNbyAgHLs7SBWwZa0AVKQg39IWQxiCEITIAV4WmaIM1vMCGTDkIt9CB+wSghB0%20mKtaA3AdBmJgghig5xIjEQs2SjCwahSlG/2IiSJowjA+KgwoEKvjUe6YMUIW0pCHRGQio5KVrXQl%20ZY+EZCQlOUlKVhJlULDDFVw2A2nEbGY0w1lhkJEznTkmEZCABNBUOZnMYLAemvFM0jYDGzY0ggen%20qQDWYFOP1/CyFVWrhxLqwQPbLEAHqhCAGcL2tbGZ5ji2JBsPFEGN6bztOdWRW3XUkAZJyAsIMRDP%20vYRwie4w4wFhOEC4AiAuAfSLPPGBDzceMA4d0EA/m/9QRRsS0IY2+GAN/SQBF0AxoYGOQRAUil7o%20khCHEpCjcuAoBzg4YAFyyG5EJkJRBCpHog+BIxwWiCERdECFLhzJBied1PKcJ73mkW5CR0rSkpy0%20A03gcA3aiMc/4qEm8e10G2kakzYeACZ5aoNKDxAq417HLzlFQADCO8I5zpG7HPTADD1wghar8AJJ%20JNA5zTGFIoxzUlNUyjSSKitwLDWLz1wQg6uwgQVhNSobsGBUt+SgKVIASyvw4IR91SCotleCI8yh%20C6nYARK2dwJx3AEbjsWHO44lxHVkQxzRkiq3EsLEzdLLIAipyLS+dS8LHAAc19LIuo5xr4VUywJl%20/Jb/uA4QkRi0q4wYAUcAYjBAcIiAEysAmMAU4AijdKMaeDBFH5XbMAVcoxpEuSM/htKPbgxSkdfF%20bna1u12mbKyRlgRveMU7XvKW92MCxMIRNJAPMHTyL4FATM1GOcqc6UExtfAEZFYhGVVagZUa9FTV%20QOOZzdwmD2xoIGvqMYtcvqY1SnBNK2ojAaxJoAdCUEUPfLPMZRanacehpjWrUx0zmMEL2bROAwBF%20BAw8QADH8Mh5xvOASwzABJX4LAa6I4LE0YdxT9jAAmywgDchQAA+QMAaLLcGH4iBEAz4hCAQRCSX%20ks50ggCFJk4ALYXkNgC7A1GL2hEBA6SIExWtqAVy/0CEC1AiDqlAngQ3ldJPbKp5nyAADRgQJOYB%206aXTq5CFsKdYHWziCeeLBx+0wQedho+o2DBHNiKQDmx8CQTZyEakyWMA1rVACOlIx+/C0YJzeACj%205TCBJKggA4cIQAZdVVQCFWUK5JjC1pU6aQpsUFbkkGqWnsoDrDhVmrmCUK+dUtWmUoBBFu71N4FN%20gydKsIkYbgAJXiBFKrZHBnE8Fhvr+KE7KLuOJ4jjHJtoHRURki2EKIRe6iotBuCdzg7cy4wamZa7%20M9LEgqzrtQMAAhCwgMYnjksGLzCc4P4Vx5SspCV1rG438rjH5VbcYdV4LnWNKxTrctfjHwd5yCXG%20SP8blMO8J0d5ylW+8kfaYQhYaAEE8sHeXrwXMDWr2c5EUQvGOAaV/D2FfzUj9M1o8BRJc8UrZ8kG%20qDWCVE5TTWuwRjWqycY2FZZAF4QQASAsADVZO82Bm9YIRwlnyAgslNwUJQUgXMGq1/FRF3owBBNY%20oG8FUUUYRLCCAYiAGSvQwhWMUZEYDPxD7hxqfJ5Qz098QgYIGBG0ENDPNTAZE3FQEulCl2clESDQ%20cdhADmTAgdbllgOoiCgCVIeidrDORljAhAlICoofddAUC9hU43Pf+E8UwnlDsvJL+6ykJTFpB3FA%20AiYSIA8v8cEcVuKDPCLNh/I9QKMaOvQ2sGEnc8D/x/kigKgAZFRqOxngqJwgQg+wIAAD6D0GJ25A%20iU8sZLTSf8hlndSxaTXL17Bw2MRGNlpJARJKgVXgFOAoQErRDDZwhSRAghI4gRaothnCnhqCAHe4%20g3XAhwLgC2ShrCK6hxYIgNYJgCoQF2sZFzqwlm+JNwygA9YqICDQAmopiDDqlhpELRq8CAs4BnAZ%20FIGTCIPgAIXgABlwHRIJroEpmOmqroPRIyWgOIXpiShUGCj8iWW4BmuArn6QLpfoOJEDwzAUQzH0%20Lq5guTNEwzRUwzU0iUGZA1pYr76oOZlBBPgKJcJABlFIjJ5zDFLQr/4aGgIbus9ImqqxDTZ4DUlJ%20/4FGQETYaIUIk7qqoZpDdBozEABVsIBXaKaxsaWmWQBQMANQeAVdgAIpKDEVEwALwAIpGIXCCSAj%20lIEViA9VEA8MswAnwBctKANecAI44DtAQQdwmLEHYBxueAJKoIE6i4EPgRZyQADLaQN2YId74AIE%20SYNPyDznURIiSYJXQAJN0AHRK4dyaAELaIFyIAcP0BAPmBEOmAMd6IE4MJ44kzNb4706u8d79D0h%20cZ7gCxLiM50kEEjsyZ4LyIE14AM+IKJskIdsYIcniICh4oPKSQANGYds2BIiAh8+mBNziAAE0IBn%20lKoIoIc4SQcQ4AYRAAId0IB3CgMZOBRJ6AEpOP+xk0IrR+EBU7AeW1O2SYmrWdqMUeGUCwKOvirK%20RoCVUrErFpIgSNCrzXghCDyBqSyBDXCzxLqAJkgAIJoBd/BKDxyiCFgDGokod0MIJVKIboGXcVki%20C6CDAXgBJwCCF0iIMjothcCIgrjLayk4fRmA1QKCQDEc11KILsMAOMAAgJmj5no4iJM4PGiA3qBC%20nGgFnWQSGqgAhmEDtXEGX3iuiOO4MRTN0SRN7SI5R2LD1FTN1WTNkxkALDABGWiBl5FDOrw5mzmM%20+GICPWQCPuzDn7kMyvCveuiMX/oUKxAwQzRE0ZAUGzgNXroaSOQlSTww48gDL2gPBKCC5BibPAj/%20m9NohE/wArmDgivAghgYAigQBl3AAlVYAXQggvYQAnCIge9YAfc4pxfzCBmAAkOQgxfQAi2oBDkQ%20gi0IuIngF8UxRk0QMhvIAYhCR+CBPAR4gidYAzHQhAPxMyDJs+jhxuvpAh2Yg9Ebx3OAlgSAPArg%20gBIgnlQgvjTAv02xR7jKv3xsPN/LMz7rxz77xxcVNFCIgws4gTYQhyRrA2/QKG94vokMh3JIgIj0%20AHLIBm6IgGwYKi6JExBoPZCUKgOwtDjhBiGYAyIQATnZBgPggB4wHin4n+dADps8jgWAM0qpFLpi%20AUvxjGJzhUaADQwqlVkCobvqq1UwHSCJoCTY/4ELOIKpnMoc2IALUCxP2IBHiAKv7IUf+AF3KIBx%20g4fKIYeIAgeMqJYi6JZqoZYpWrcpSssXCDj2yBYbdDe9rJYywkF9cVUZIIIrAIIuKsxg3B3TgqOw%20kCMlbAlr+Mzqsgc88AUvyIOFsYILSIDKa4IUWBglUAQFwINOwANriLgvpK7SBNdwFVeJKUOPac1z%20Rdd0VVezkIMYEBQygIAo6AVpqLnDgC97rcPcZIJR2pnGMCXISCWgeSUNqocAcw2CTU5DHA0eoBQe%20aDAHU4JIDI3pRDCn8YJlFAEiWADhoAbbQJusIY3TUJU0eAUqyIGCOAYduAILABSC2JvuCI/ZOf+X%207giDGBiFAQgDAbiCF9gCOJCDZDAC/1wBvmsIdPg0eRqqcXicSXlQMHNGZ+ydJ1CFTSgFLoiDHbCe%20O1seIFEpIvGCHaACE8iBcjgHVDgBMbCRqryAwxqSXVuAZKwre7THFNCUxmOBT7hbFrjbQsDRldrR%20f7QePxM0C9kBLmDUTQgHcWAHJWUcczCiDBmqNmiBCOCGSLtSLrE0A2i9BOCEbAAB+pmTB0AALMiB%20CABdA1Cj9JOE47k9N0UNBLseL6A18IygA/y1WCEVpJyVAdwMp7OBvXIVXQtIGoCEHaihEkBeRq1K%20a6OECyiBD4gCTI2CCfiBXuiFdcgC7C03HyD/h2AMI4tgQSsSrYpoN21Zt2o5hto6QVMdI7wsiIPo%20iC86rdWiA3nDAoErrcKM38JMTIZTiYLBOOjqBmuwBEBoADZYmBQoAW0giXAohGpdgAxwhDuqBtAs%20rnHF4AzW4KQ4zXX14A8G4dV0giu4Cw6I115grx8AA0SQGcHAV0Tg137lOceohVPaL6BBTv8qwE55%20RKAUsKjxjZMaykgk4umkuttAjQUgAsThADNAjY8tjeAQG1s6qTQwAx2YiBeAAixYAR4sUAGoxb8J%20A3nrIr1BhyuAAmVQBZW0hRW4hGeoBGMYghdYgTEeACEAY3gixnCgAhrQtRzgqDB7Rgzz1E0Q/wNM%20yNAkSUaVukckSYIu2IAjEIM54IIL0AQkeLOsnaA620Z77CDdo1vdy9u6wlsWKIQc7dCVcikerR5Q%20INwg5YINwIRNSAB20BI10SjVi0jRnZLKjScu4YbPDeZ0iAAPaIeT3Ib1CQ/SMwA5eQB2nE8o8AIz%20UBQfcZQgto40cBSmI6FJ4V0U8hQG5BSkjCAW4NPMCCFSsSAWggTESlQIrMo5iMBHaAIi2AA/8INI%20aIIJmIDp7efqRZZNzQLKIYd78F4aZMHWajcpUjcqyggyysFpKd/3La13eS0M8LeLOLh76Ygwmh0h%20gIPCTEKCeTii+NaN6QZJQGCFsYIF/odvCP+HT4BgPDCCO+LWbpiHDdbpneZp6uIYMwzhoBbqoSav%20HlCAHrADXGiBfJgB6wWDIPCL3MzNGN4FGf7XP5wMo2EhgUyDVZCaVmilQiQ2EmLYsqKwiM0lSPwl%20Xro6JF4AOzgPAdABYvpYJCYOpyMVtHICcCCCIXBLDCAnVbgEIehij/gOGQCChYgBZdBVZRCAS3iB%20DJADWLAFBTAGQHiBKliBLWgPclIcPjiBHVgAXRMDDxCC3xkRBDjtZ8QAH8CAcuCAUljbq00CG228%205tk1B9QB4ukCVxbI5tEUFpgUInlb3jMFTTHAuh1lvWXu3jvlHKWBPMvRCUGSbbQe6zE+5NP/BIO8%20hzagj3jABoiMAIi0yEOTp+eTJy4BAVD7knTwhpOsNGUGPw+Yn5Q00fK4gvlbgC6QBFOIFLSyHud0%20Gqc7blNBIan5FGUrFU6xlN9QShtYBYetBwmgASSoIUYgrF6BQAqgynuuoUGAAH6egKcGg15AlixA%208Wxog0+NqHThNxZ0rXVTaHUTFymSompRQVhdiIIgIx7ny3k7iHAprTD6su9AgJAGB8UcGIgZCpNu%20iW7whR5Ig2ZlaUqggHAIh0Og1pzYIyWwASlQAGx98peYrp428zMPQ5IzOaJm8zZ3c5OpA5e7iznI%20hzvgi16A6gnQVzJggkzYVz/XmcZIhBo+/yXg1KChq3BPEAQ/toJf8q+l+6Be80nNiNjQUOuqg408%20+AnkkAL3UAWY9A2PDQ7h8N3clQAb0AGWXVkiUAZYCANXDwMhCMxYvAQZuAL2QIdyUIZ9IAghGAAF%20sIUtAAQFGAL/fIEXOIYq6I7ziA9jJIJr1LUTEIFpZ0YBGAc8bpFzeW0OGJ7djoMhabxpaORRMQWC%20RB6WqjMWMEADvO3j/t0QultRLmVVoVvmNuW+je7mme4e9dEfPT5NMNxw8O6dmg/rS4Bw6B30no/z%20Bp8HmIFm3oZ0MIB0oAc5SYdseA9VIAch+Nxt8ABSKw8TODFTSAM19e+cxLW3tUmn0z0KAv/KorGB%20T05nWcEgXbOrZWPAJKCEErgRX2EEXxkECpDAqvSDC4iEQUD6QZiAIADogE5xIyoHjCgHcelLavFL%20t7TBVFU3KHLx1sK32+IWWj0ILIK3hi5MhfiO+awWJSeYQXLyg1EDYmIYJXAF50mBnlgYkFUEX4CY%20brAHl9BCb0XzwSd8RCpD1HzzxFf8xV8LJxgCumuZGaCHDaw5Pc8EUWAEPTgEPWAEUfDzPFyMPvRD%20VOqvVoKER92BDmIBsf4MV7gNK2gEKv5dYpK6WZia6WRr29j0PDCDrQsDBNCBBQDZSGGa2J991FAE%20KsACIqgtYVhZj3iPFUjPZVyBUojPjcf/gGMghzBABzqwgDowhFswBjwABDm4BCdQgCvAWRFoCInU%20zmTUNQ4QgWv/VNfB4xHBABfpXnBABYA4IkYMlzhp0nxKOM1GwlUpWNBIQ4NGQolJaBQq9KkQixQp%20Ejbs6PGhKRYmH6I0qdIkgYktPxFoSWNMGgIHJd48CCoJqB0+NW3IsSnBE3NF+UQ4x4GcuHERzBkw%20x8ecU3PZPLTLdsdqOhDpsiEoBw4Buhzk0m3jFqHFuQcIRi1YoMiLpC6mJPAwZYOHDVMLTNHQa+qT%20jZEVDls5/HBi4RSNrEiwwqaCFR4OeYyksWNDkxMlNlzYUOLEiRYUyHy+4OIQikGIBoEJ/wKmQK9e%20BUKEyOItwb1y6MAFGGDhAIYDFgYECHBchoXmxpujw4CuOXU6yocHQHfdQhV0B5QfACc9OYbi1L0n%20t3A9AAYEcICD+yd/Pn1sORaMsNStWz9r/f5fg4ciSvhToIEHIpigggcqIcEy/P33XzXWWANhhBdi%20mKGGG3LYoYcfghiiiCOSWKKJJ6KYIojXOPKFDRTQF6OMM9JYo4034pijjjvy2KOPPwIZpJBDElmk%20kUfO6AQUPQyhQwt30BPCHb1AkMkhtdywCCmkLJJIIp7UwogetZBJZiKkQLLKKq64YoUrFbRJw2c7%20SERDBfXciWc9k1UggZ94pbBXBXm0wv9GPYTmkUc9h+5ZARt5+JnHAgiEIUIEMpgBKV5/NiIBZR7Z%200EheXnSBhQAxOHEMFmgI8cAlMggDhHAWXCGDAWEggIoyyghhgRNydHCLLZYAYsgKlxjTgBQZYCBE%20DOhww80DHOyQEEMciOBBWAGUQw4CApDTngAYqAcOOeduUgIXryAE0kMsJMSCDfCCNBFFGnE0UqDw%20UvSJvih90pHA765UCAGF0PBSwvbilMRBE93EEygTx6HJBVxgwsEm4UTwwBPkcHBOOEshgEDH5pAT%20TlbetNOOVdmkk047UXAwRw4yAKHDEQakZUA550QQQBdxLUCXF4rwZYopPPCwAA1OpzH/mCke8WBF%20YpFZEagNgYkEGWSIfeSQKZAkkQolRDRRAiMbUHLBHKQNQsEgJRyyQSSstYbIBLXVVoDfWWTxhA/l%20dIvOdDIckDh1AVRhwTGzTgddec81F4B16n2n3ADMZZdcdsVZjsG4xrGnXXjpBQAOcFUEcICN2Myx%20gAL6adjJgAvinjuCDY5wDYYU+mehisMTX7zxxyOfvPIldmOJi+EgGb3001NfvfXXY5+99jw6oUAP%20V5iAwDbb0DNlDS54oiUk62cEyZZdJlILmF6uDwmbib3pSj00bLDBDkk4rAKtUIKeEkOZw7BBAqIK%20lGQSRahWKCqCj+pTAiUgKQyIQBUR/8CADhThJ2rMQoGdmkUIHeMnv6QBCjJQjgCgEQMMXIIOx+jA%20AAaABiJcQQDcCAPOrlCKLaACCAdYwQq28IxbPOMScBiCGtQgiRc4KwDSQgAmvDAYhpRDBAgARzm4%20BQ5wkUMA48JAOSwQxnNR4ASYQIIgQAIveHFEYPNKCMLiaJJCeKQRJpkjHkWiL5GoJGAqWYJJJpIQ%20AsDkEzPBCU0iwjAASownPqnYxTBBAacg4B6b4MARNkEOCpDDHBGgAAcSYI4HZCMC+EjHA0CQjXZ4%20oBxzwEIp7ECFUkSgZz+7lBXT4AUzpMKKTLPBXrYmNcL4CzIpsMJjXJECzKwiYI35Wv9ivNYXGpQt%20DkhAAgxEs7YLhGY0FKBACx5xgkOgkwQoaM3egtC32+BGNwkgXLimU8PhUIdyx7EAHahjAdGho5/q%200Y5ykqOdAXBAONnJXHikYwFwHMA7k/tOdDLnuXKF4nUlkN01KtSfCAXodrobKe54oIBqLC+lKl0p%20S1vqUuSxyEUw2h5Na2rTm+I0pzrVnhOGYAdA5EADINjGN0IwAxTUYhEMgMRS07SKJRRiFYVYHym8%20dCY0pYlNiLlTCkKjCU3sgAZWUEIr8IQYT7GBDbM4jASodicIwhWCjNpTpPhiBg4IIa9C4EAcqPEn%20P3WqAiHkQafw8pcFUOGfQgiDEGT/mAELbMGGUBgCEDDwAAFcQQfCUEZxtNABIq4ADs84lha+0IAG%20/MEJvRLAAy4Vh8D4iwZA2yK3wogBcoDjHt6Sjm/IsUkOiAETmvACRR6ikYA9ZBUm+UQ0j5uvNwps%20Jcj9l0cA+S6UvAthBHhjImcCMUfWKWKCgOTEeoKELiBBB0tJQDhIuTEK5IADTjnHCcKhjW1gwxxd%20AQEIREkVDnAAC3boQQ7M8Q9ujIMD5TCAGCRRtC5IQhJe+Mte9LK1wGCmrSnwVGWeOZKNNKYjbWqT%20BJy5ioikAgltowQl+oeJDfihxYxoAgXWEI5BoKAJJMAbaybgTr757TZZWAc7fNut//Ic53FyWJxx%20KLedAUSHXOppHUHFQ8bGTbl05MEAOLJcnvGkjstWBk5y4CAAjcqOdhjqBh4WQCCSwplBEujdS+ts%205zvjOc/Ea55Md+rnPwM60IIedPSG4IQrEEEGAjAHUb9RABTcYKljgERGorqEp6pJTfWrX1RTMJk3%203ckKSNgAETBBiU+M9YCUeZMB8zCZthZmUIhqRVkTtSdF1dULtxSAXoWAhTRAyq+aakQFGpFHHrAh%20Lzzwgh1iwNowHOMKukDDFo6hgC84IQYBUIUFdKELKCiDDgegQx2MgcRnjHYFgPhDA+qAhReURwjm%20AIcO0kDMUJkCFUIAl+rCiAAhkP+DnuSwgILLkYMSEIELF4hDEpALx+nSSyPLlfgSCEavlIyk4tXN%20OMZTohKKIBKRC6uTIxl2EEimQWKCAEUXdgCKOFygBBy4RwIQMA4EnIAIJUCAOTwQDlMeOB18GF9/%20zQECAwigy1gwQTnScWAqYgEBMuhCGiTRgy6YwQsTrvBNpvaYP7H1X1YADA2W6RFXdMoVn0iCNpGw%20g0RYDJxt698FkBDOE0BgDQkYhGfQiQISZAIFNfgx33ATgnXAQxwjK0d59mEc4Qh0cdEJaEAtIINj%20WAA9A4VomLmMAc9ZuTxhFoB2KkecMYL+y+NSnehed5/8CO8/lsCDKd4c59tL4KT/et4973vv+5fG%201AblIDTxi2/84yOfppQFRK1CkY1t/OMb60CBH5TKgEpPAdNscoWats/9qNrAFX91lAS8EJQSXCAJ%20LFj1YUgsmcnA/yMpqABZCcWoWh9KU2ygQRe6MAoBiMAKCIEIBAAULAA1UAOkhFCnGBthNUIC8UXR%20QAE6PEAYHIATjEAd0MEA1MEIxADmCQAQmIEZCEOqHIAcDEEdOMK5HZECKIChvcALDSAGmAAoFIYN%20SAAbfIIYJN05nMu4JEAEIAAHyAARYgIR5IAYbIAmxMH/XIS/LNdJdIRyTRfBeETFBdI0VCF1XaGx%20GdvGpYDGTdxGBAxFJAzJfRfE/6RcyiXBeEnMDrzCDqCXDohBEJpDG3AAEiIANrSWOJhDtGhDOmAD%20N0BFOkiLCCRdEbYKN2wDAuiAJuQAEUjYK0BYMGkd06RBKqRCEtgAM71JHvRJ1ujLYZxY2SVGIzhT%201iSBHzDCZ1CC26lYjIHTBfiBJ1xAJJRA3FAABODYIbjAaqgTCvhY37gTPK1DNrRBC4gBB+yDdFgH%20HfSTHETeP22Bd5SeDMQAc5Re66hOdKhORCWHeIjROH4Zl6WelVWZ6oyZOr5O7MyOhrCZSN1enOWe%2078Te7+FjPurjPsKj87xI8gFkQArkQBIkfQwBFlyBHeRAKBgAI0rfILjADagAKf+MQUaoyRIsgStk%205Jp4H5v81Z/wgAKlgSa82AVogiCsgtUoBqiB4mGsFQ98Ag/QnxIoyp4wiqsRSgKZgtaZQheQA2Nh%20wApgQAwYoAUBVmRERmDhBQ8owgLYQBpYwA5tAblBQQcUARoAwuMUhzA0gBlcARAcw1QWwS0Yghys%20AFkagQI4wQBcwRBcwWIJABGYQUzG2iwswBGAERhRQDkIQDkgHBHoQBe8AhJoQheAAhoKEhR23L+c%20RBg6BiHFiyBh17944RI0gsaJoWOyAL4cEkzYi0zYS2ieHBvyRBJ4QU+43Mu5TSndXDiUQxuAADek%20wxM8wD/EAzYYgDeMgwd0jLT/GMAlYIAM2MoDRMs45AAlcAEVpEHRSMIreIEvLQDTkAqdjIRMhiKo%20dEQ1hY0BmV0hJMEOvOI2bRN4yt0sUoIfXAAjnAAFfAAvnlMk/OIhBF4NIEIx1oY73Ib0ISOAcYDh%20eEfi9NPlzEp5GE5EOQ5zTFnliEfreA6Dskd5CIAA7tsYlaOYlQd8qKPoqE7qoJkCXMM9BsgCzOM8%205l6E8Mc98mOKquiKtlTwzVRBwmiMyuiMZg+T2IEdYAE48Iw6/AM8QOQNSCQDHAxGPhX3dSRlfE1a%20fRAxJYQkcEEJaMKoXQAozJ/VZI0V4ElLgqJhKEH9KcqjSBAoSoApSIQEmAEG/4TBCoyLUCpDD6hB%20AiaQqIiK+IlKSErAJygCVPIBBshKDLxAEchBEdDQFlyCADiBGfxBHaABHRSRLLzAGRhRB2iBFqCB%20E6DBAMQAFggBBlzB0RATX4TkAojBuZDDOWyCDBxcKWwAFcRBHBzmU9ZJRygSDQyMSoDhH3VNxWFh%20IknhFaKErqLiF3IcrioSIh3XwphhaIomNjkMJEnMxGjdDlRMCYTDOLSBzRHnA5xStPDBOIBDC2TR%20A4hrBYIDFshAtj6AAZCDGEiiU/qShDklMZmCaV7EKkxTZXSYvYKaKFqp1aSAZlgMG00EYdodOMUY%20es5iLlLA3j0COh0CDODAIf+oUw0Mo23QRggU1TG2QTlwwEAt1Lj103NgnncMh+YhqHpUzm80aIOi%20bAAAoAjkFTkGpRh93phdqDiKWXzUCDZs1DtmSDza3oiOVD32A4qy6NEibdKqCJ/ZAPTQ6NNCbdRK%20bY6YQQ/YgQkAQQs0JPRlwQdEAiGogAoIwvVtV8UpV0e6QtXgxV5IADXkqdaZARUcYatuwCFcgFix%20gP58givMghXMGhs4k/50aVndWv7tyavBJA6CAjgE4BYUUbU5wSiYATXkAqc0wgKFip8wRBqUgggc%20gy680AoUwQtowegeACysgDJ8gRnowgs47hZ0wAhkwC10QAdswS1YQAZcwbH/HIMMdKoi3JsEMAQ1%202MARBBxwzQEXUAKr7sTDgEQVQgR0+dEfOeZiVtw0LJcg+ZGw5hHaWWb1MuZHOFdnugSyllzJWUSz%20smHzOsxpym3IBOEDpIU5aAMfRIsHiMEccAAC3MolGIAQyIATWIABgEAYGN0D4O/Q2EDRsEt08oUv%20ScRgFJeGcRhmEFsFpIAzeUQ0/etmiMYFhNV3bpN5EoIt0mLdPsIgfMDc+KILRKx8Ct7eWKxtGN4x%20jgPIoIJBJc64Wc5zMEfkEUfkVE5BheN3qGN6EKFwNkuljGPSidEABmCYsR5EfZHnndnOvp4laEhI%20Ba3Q5k6JXojRKu0Yk3EZ/4NUi/zj1KrxGrNxjFrd1ToBBzSkfGTBPbgAIUik2GJERtyRQ4AK1aSA%20L1kRc0qBYFLBIzrMBZwACeyARyQGCxgQ/TFKBVRNPZBV/eUfBM1CAoUdskGlEDzuFmxBERzDC1yB%20g1FDWrmanxAWKyfEAnRBKQCBACdOB9SBE3TAEMDbCgyAFCTqMTTqC3yBAmSAE9wCNLzACziBMmwB%20BhCBLphBGigC8XqQBCyAn2RMJOrAeXmBw8CWGT5vdc2qHw0M9T7EvPiqZrLAdlmXY16mO6Md2lGX%20GPLLS9hzvRTr+ULCd5FNToxmyp1mF7SYWWTDA+TXA9gvgpWAQpKDEPyvAP9UgRPoQAxYigDwnLSA%20g3IqwidonRd8ggKRaRJIDTaZ4jN5DQ+IH9hgk0/sgN1Fgmegn9v5xDahpx8QAhIQAnrCgAtsAAo8%20AhmgwCHA507jAA6QAMUGAeHBk5TgA1iQQw6XUebt8HBMIz9J9XgcR+eco3hwdXI0jnAyLsyOixih%20A82KQLrW7DqqHq+1Y5rBo4B0sRcvCNEWbV2b8V3j9Rgz7Yu2cV/79V8DGhRcLRDMQRVEAAjIBx+4%20wdeGrQowgCCMwURwhCkUwtQgDA04xCekQg+kgiDXhXOCArs4xg6MRvpVXCoeBq0JUCtQBhsMEK0R%20UFy52mRssgJJgF1iARH/ifIWQAMdFIEMKYkZHKCfTEZhNcICO+UCmIEOWIAAxOAAGEMGvIB0h9sW%209NQQfFYR4HIdcLfrHgAauCUQAMEpE80BLrCfIA0b6MAc6ICrLqcZOk1CSPYdFdJ8h+H0apzHSWFH%200PN1icT3fuFjXK5lOpOx5fcXPlwiKTgieaaypiEkNAx4AXRp6gQllEALIIA4IMATRMs/RAARxIEJ%20WMC/jUsM9EAPVAJuoeqzZbQ0L/By4iA1cDRCpMC8inSoYMYNbtgBsUEKJEFo9E8JbAIZeAYm1B1L%2043Tb3DRO06Jq1C0J6FgLuzA6ZQLFyrADFEAWYOzhaYM3IECp+obpAahx/0zjuAXxcyAHenxOOY7R%20hgaAcAaAXo31ClTxQxnAA9B56LGe6Lxsh/pOhoRoXMt1guQeSv2HGOd1oit67wXf8AH2o0N6pGOP%20ExABFpTBC7TAWXPDP6hDAnABAITt2ArCqCdBHxkSNtH4TiLBhPnFAiwnNRAWD8xCK3yCH5BACdxA%20wCRBCpyCAJkVrekJrcF2bCMKTqpVsfFAHtiAHWAALGzBAcjCLRTBtMuQKUOBFEwY09jpcT8vNbwC%20r1HWVFaCEbzABaIBLEDDAFjqFqCBBnZABghDEayADCjDEPSAFAh3U8YF0ijCK3iQDUxzHFDBDhDX%2084bmrJadRwTMZdPqSP9Mr8M/hCL5C0q8MxY6BsU7sq4uk9UIeDwLqyjyCxkGTGJuVz47eGhehMOE%20Fxs+50SUjYqJRgmcwxMMYgTMwSFzwLeyBy30gCRoarmagAzklQw42L3Fq598wl8ECjYR1zMdN2Ck%20wY5HRgWsQhyoZwnQzWh4xgYgwSKYV2gYrE0TQk7n9C/eDTr94mrgwHz6WDHC0zfcwTpoQzskwLmg%20Q1QPh+LQQeRg3t5HVBArB+K4eejJrOiYY+pE6BjRrAAEABbEgEPvG5etnueBwwpEgAF0qBb/DhcP%20uu7kAp3ZQ/As+uiTPu/ttaSjfuqrfpA4ARYIxxFggWVBnzqsAQ6Mfaj/P7YgQAIBeMREnBgACUxg%20LA0rR0qizEIe+EMFCIJoRMJONHIrzDpr0x+wWzJZvfaheCmYHuUsUEMPnK4RyULtdoAsTPsMjbcd%20SIEk2BtgEZOrL0AjLEAplAIUAMElrIAT6IIRHMNaCgFAHAPyogMGLUDoaLlS54oTKLqkeFmwQBE1%20i9QUKTJjx4wiNQtseAGV5pOpTzZo0PiU8tOnQmlosFjSKEUKFilZsKipM8WSmo18NrqZRlDMaSmA%200qz502dPpK4aWUlhxYorqlOR1oSaYmtOl58IgP3klcXYQitTpk0JCSaNJGnawpWb5m0SL3VTxaGy%204QS5cU9QbdCRI4CM/xzgAtihUsWAECxXYqxAgMWLIhuKeFDjYUNCIxs2Gm2mm8QUDx6haXhJY4ON%20BFNJQO2gtKFEiQ0XNog5UYILElCgkOCOtMGFHz9IbuxYdIMQIT8uIh3CcciFi+mZUAyaEKRXAe8h%20wN9Zl05cOHLn0VmwMCDAAToW6BxQP//AAXQHMGAIMMBCAHQB/AMHA3AEFECAATFAYAUED0QQAwMf%20RAcIIqoQQgQEBBAwPwLzQ8AAEf4JUcQRsclhgREs6UfFFfu5Bg9F8vBHxhlprNHGG2VUwh8lJFCg%20mhW7YVHIIYks0sgjkUxSySWZbNLJJ6GMUsopqbzGkS9soGDELbns0v/LL8EMU8wxySzTzDPRTFPN%20Ndls08034YyzSydiqMKCF+wI4AFu4lFnDUwAUEFQQRgglIZCfFJpKBqWSqECNlrJQ1JJlai0lUtb%20YWGH6DRZZIcUWjnl0grqwfRSS02tJw8lIp20AglghdWMKmBZQZZbZOlA111fQOOKIaAYpQeJJkpj%20Abg+kYAaL6SQIoYwhBiiASyOeeGALZyoQwsLqnUCiAygkMKMjxSZyLLLMlvACzOgAKIHM6RooFyV%20WqpX0bFWGiOJmJyyaSyseFoqKKHSUGGHonpqBCoraJLqKpoUTmqqqKJi2OGlLvZXLHxzKiusr2gg%20QK21aIirZLjeSmn/tLtoMCUNL3bo4hUkchgHgRx0IIKDI3KQQQYTsBABBAMswMKCMEQAAqRzTzPN%20tEYk2Cy1NFLgoTMbXC6tAhtA0eGIEnS4QGzcNsCktg00SWQH3GqLRGxCblik0EVUuOG56KarDgfs%20akBkuyC8KwC8b0JYJ5sozDuvnPksqOK9/rhl3D787FOvPcQCIDDDAgcUQDIDDUSMQHAODOBALIDg%204EEhMiQnvwELRBpMbOZYQIEUh6zmRR1x7N33HWeUYJkf+7GmmyCpTF755Zlv3vnnoVe+G0uwDEfO%2067HPXvvtue/e++/BN/MKGQaQAYshAjDggX/UeYcEAAiJY9AxcLLp/6ybcHKY1UiVWLXSPFqxv1Al%20wQUluMAO0uCKUbXCH5iqlABbUQ8JApCCeWADGx41i1h5YQCw2MIWitCBM+zqDGjIALB6AAUd2EEx%20VIhDF4y1AGpo0AZp0IWeLgEEKBxAAGg4xgCucIVjyGAIzZKEGcxQGYsoy2kSKJckUjgEIAAhiE6Q%20AjVssJKWlIUsZUlJEpIQlp3Y5CdSGeNSklIIQcSBEAg8SlJc8RSq0GQmVonKxKiSx4wlhWE+8YpY%20CNAxLpYFLCMbWVtKBsaUnQxlcoEEbEABRipgIgdE0AQRysEBLBBhDkQAxwOGdgAZYCAMl7gCRWyw%20gJN8JgWggRUPXP+2gNI4DWsLoIENUpAGJMyhBJigBCEoMbZgboCYtyFbCQ7hNj/ArSiFYMByCGEd%206UhnOoeoQQ0msJ3uCA48IRBPNtZwHnKcIwCQUw9/Hsc4OgRgnejITzkPkLl4aohDm0sQ6x6Egf/0%20J3PlJF1hOMAhcmjoQP8hnRA4MbsS2O4aRHKRGiSwqt/5wwo2WMUnQNW7/j1KET4iXvRAGlKRjpSk%20JV2elbCkpfCtlKUtdelLYRpT8NFpiGUAQgBEsKd4sCMSzSGECgRBv0B2LCZo4ZcVKmAp/ymVgaEK%201SoIgbYdYHSBDYSgqfJQDzaoqlUXzENE86BBHixABh6URa5EWML/DCxEAc2SQg+oYAcTUKEHcXjF%20K+IghbvqggpXEMADRCCDGAgBA0BwQgZ0oQBhDMEM5rqMZTRDDViVK5V2EMYVpmhYNFjgAENQg722%206K9DlYV+OOlYo5QSMIEB5ROCaI4K0qCToGCFK1dJmMPqqEc9RgwqS2CYTVgQSECOxSthIWRLDGnI%20RjqyZTRgi13qsgNQiCQvSDBBDiqZsxwIYBsPMMCC5CCfHlimXHAxxWc+AzWsJQEkTZTAJ7yQiunK%205gJIsG9w3raD4GACE8Mhpn+Ls0wVQIIBzhSECp6DAxJQUzqZqIF2tuOAXnTTm4UDZwIScI5ylANA%207VkPf9RzDMa1/6c9+THohgpEWA51TgSEzSfmOlxO/xxIdARCB+cARDoDKdR2uBuSPeqggDTEyHcV%20IEQ41rCGE9BAozZIoQLwUA176KMfyDPplbGcZS1vGUrTS6lMwRxmMY+ZzGW+3kBeEIMOyCAAQjBA%20n9hBgtcKKg1jyIkfy1IIluTEUZZ6IPCUUI8GSrAVVlhbGwXBggq0YtEBPBWqLnXBR61KUhfUYKUl%20u4AXrGALcugAGs7wiwwIYxkPaZYZGpAGNXhBEqphNRWIUIoJlYLWHCBHYWIgAypC4Q/lagBFUGmR%20zNhAM1azASWGNcVfoSEGTjjGFlZwDGGQpF5cBAuf8ZeGQDZKJ//YPiNPGtEIAiQhDnEoCp+BQlvb%20OqxiFNNtxqRSMZ9Mw9phGWpw8XWWsOg5uWpB5MlKFnCYyAWSAxfJDnpACSoM5ggIAIF3LyGEF/yq%20I59Rl0Ra+RnTfOJYpphl09LQBR1sgBJd2MHJ9RsH/SIhDje4wCFK0ATbbCASwzGOcZhZqGci2Dok%208HkmroNNRHwgCO7gZggKcIfCeWMNCRgnhzmMDjl8mHH0uU9/8hPPBzXIQKxb8YNaDAcdbyjG5bQA%206fRTDhsXiBz/cSeBZmciFK3IHsfDgy/s4QgjmIENv7PCBrQRInGkQaMLyIARHNFQewzJGlx2/OMh%20H3noodQG5TD/8+Uxn3nNb36lQDACFoxwhQzIQAAR4AYf2tDTn5pbqNNIt01CdiiMNmLRrHpgpXZU%20KqdGEBQusO8F0mCFWTgwgA8sfj0e9ahS9W8WlZZU1CRggxjAAgMhRMMvhFEHXQSjAV5Qw0cospmJ%20jFVdr6BCs7qgl7rq4Ao9aNYf1FCRjFiEvMT2DGcys5keXEESVFCGCaTACegADQZgC6CBDl4gtrZI%20LDoGKFigEAhAz1SLBS5qi1QLuLyCBgRBEEjiKIaBtrSCKhaGYezIKt6NBE/rt/DM3oprkIhrLGKv%203w4pLdKALWDC42iQLtLAZd7ClrzAC5Ag1logDAwgDASgChyi/wfIRRFcBiZOAqM+wxQmojQ+o2XS%20IBUuYA4wob6kSxBQbhGWw75o4xFOABNcADeoozmewzhuoA3p5gYAoOcyYcHm0MGySZuOTnDWIQSY%20DsPOgQL4CRzko3yqbsTkwz7aAx1WAHQEQAgWEUFSjMYOpEEGJMcWBx0yZJ8ABAPIoaByrAVkYHZq%20RwEaSkXqrh98gRV8wUokgch6pwI2IBv+ARsGr0Z4Z0cWAA8c4XgWrxuoTEW64aMkbxiJsRiNEUio%20J0s4bxmZsRmd8RlHJAOcAA2coK1iAAOE4AH4wBt6Sn4EZQy0TSaiYgmOi7hoj39sL4By71KWrxUg%20gRCQwA8wIf8JKqDRTCUdI0irJIgNJKVVKo0NNAhqqIEIMIAOlMEJhEEXdOEPGkANnKEihs1qoM+J%20LiIjPgGLjCXkXgEkFsAZckECckERckEznOgiiQ2LGkGyNsMLTKALpEAGnMAMhgABdWUAZOEYYkuQ%20uu3OBKkQ+KwrWOJ+uE2LcoIAwmIaZsLdpsJidKvd5qgpr+ImCmEpZ2IJyLGLjOvaro2LDqUr+a3f%20UCbgmssUxHLgYMKWyPJYRKILNkAGBKTZTMAhvABrbGAzPI6VSoIGbKm9aqgLkIAKcIMILkATkOBg%20wEgQPMW+nGMDmmA3IgEGaE5sjCMOIwEHcKA42jAOXcDnSAD/BYCOb/xmAnrB6ASnANbhNEPgwpwO%20HFrAcuJpAEAMHWQzPebDPyzHAtwJdISAdRrk60THQXozc05soOZD7fLj1nCzaEyAx3xERX6xG+zB%20F6RzBBag74oMCTiAAsKhBD7BFmdECWzgCxRAAerOyqqseITxGNVzPdlTpChPpaAxPuVzPunze4Zg%20CKjxCxrgBTAxDHYqEuTnBoCqzgLJt7gCA/8FqYrP+HjnHkMlBZJgbS6ABkYlqRyNVVQlQyNF9/qn%20FZqv0l7llV7SAn4lGL4vIyriIpQlVnjAgiQLJGHlI5VlAYIpDTAjJHMhR6lhJC3C/hSBBrCIJKNm%20AaAICmBS/wrq4LCcwAiO4SbTgN7+hd6uUif5zCfiCC04ZmJSAC2yMgVP8EvzaARPMAVSYiqHoY8c%20sCgF6d4GySvO4iwOpRDOopBURuDYQvbWwmRsSS/5NC66ANZsagiwAAtMoAHQy2mgxgp4wC1kqVGv%20EAlG7gIitTBVbhEOcwfa8Dj8IBJQ4ARIgDiI4+aewwUOwedwAABQNQ4VrA5JIBMczG+CIAh+IHC8%204zTXIQu8IQES5xwsgAP4aRBx08Q8TD3kwwJkoD/s4xEbkTcZpBIzpxJ1LEMA5MbAwXXQYXH8w3XA%204T9QAUCwQAeYE3ca73gaDw8awGqAp3daAULBiAYqwHfyIP8zFMEXzHNFrKHx2jNf9XVfp8TLbMB6%206jNgBXZgCXZM6oAhEOsL6ISU+IAduABTVUB+xmAMwKIqXQHPciIqag9V/gxDLeUUXMEVaEA5QIXR%20LNRU2HGrAIh/IiVS+NGCXiUgF6AU0OEYnCAYZChFG0FGYaU1YCUPPlJSgjYXZuEjbaAUNoEKvGBH%20MUIN5IUijAWLbACvVoMaUjL6sIbVfgUKEOsPMqBXioAOvEAoWIDeyIhKydFKncIlYiIFdyItUoDe%20ZKti8ohuqaICnpLd8na3yDEmfAsofOsqhyqQjMu4BMklHvBNtQhOk2uRmsvfVIYsJZdPbellJGEU%20oMAOiID/UFvNCzwOJmzgUXJJNc7LFLwg4UyACMJGbDQhDjxlEUABDDH1BpDAOTa1CR6hCSLBBYjD%20OTQzEjgTBybTOvamM+sQBbBpO8DAHbrD6NahALLANN8hHKj36X61nPgDP/RJNmtzPY4V67gOoRbR%20QD4HcwTkNyEEc2bTP/wjQTyxnP5DBuwg7k7Ex1SEH1pkdybqOxkI97zzO3lkGbrBeIznPK0hPfk1%20gRV4gVXkPQv2gSE4gucTCkZgPCuYIY7GHNrgAmJDQA2lQKviQP2oJhR0QW8vR/wX+fAWo9510Irv%20VC7FgnTvVCpoFiTtVV5lrLBACNBBDK4gGKI2VmIFIC0o/1ZydCSPeEZNoRQigAPiAEUVQReu4NQk%204RVScgFG4QrMAP+IzTRGUhGO6Ao6QArUwAk6AD+3ABSmgbiqlEqdwieaogL5jITfliT8iI/ANI+w%20Im/tVrd2QiaswCqTghyvbXCD65Db1CfNQk5XQs9WQmQgVwbVwiTQErn00uMm4nRXiK50oAsk4S9B%20gVESKQmi0AtmgwgwQQeQQBO4cANj11OSow3V8BAe4RFQIBLW0HahQ8FQgASqQzNX9Q1QwDNfdQLA%20oBckzB2U+Xn3sADg4R0SYA3EAQEQgJxibD36w51mM56qjj3caUMwYAWEQEG6jnX+41kxZ+tMbHRm%20ExOFQP8VzNntAqAcZOAKRLHHiER3FGF/+flGeqSh7hV5BrgfEJiBDfqgjdFf4VOCGbqhHVrMdOEL%20RkAKJPoLdAENMCAC2kATCiViC8UoWaBirCKOyEhjAej2TBj3dARlMUVGGO2F2XGCKKhlJUWrLghW%20XsUzumATImATSoEDSmEU0qARNEgCZqECjrrSQDKV1EDVymUBciEN9EoMzIEc7OAH16UOHkMYoEBp%20P3IBXBIkMHIBYlQkF6CMO0sKMgANRqAOcBIDbQLPfLIm4LhRloC4GsW2biIsBjnczhRMI0aPRRCw%20A1knqOIDA5ccQdqQ7y2QfLJj5DTPQEZkHvmLJnlkIEH/LbSoJbKITz/BMqSQ1SShCyjBBMSGk0jO%20vtIPCbwgNYLwbC6AEDThOA5GOQymbtrQbpzjEAYBBUogwG6uOkg1eIXbMucQeR3MwYIADLhDwn5A%20mQtnD+HBHX5AHLLhCT4EAcABcuwkNs8ZHR7H7LI5PxZEcxyx60SAE1bAfAfkxvJjEl9nH7b1oMIA%20sBBgew0KHLCAOUuxF1VEn2+xn/tZAkagFPEVefAVoRV8wSWP8izvoSE8wiXce6BAAb6AFf6AFVjh%20C4QhBhBgozVQfoIqZJbgr/UIjZDqpFHY0RbUqkylgS4FxmGYVbJqqyJoZSsoD17FCiSgHqNPB8bB%20HHDm/zzE4BVmyKh7vB4BMqIqQBGYRQpMVA1MVBK6OgfCgByuwPvcyglKIYikQIYs4lgy4mUiIhfy%20gBqgWiOA4E6cYAjq4Av+QBfGQm6PYifjWifiqK7hGimq4o78JaQhxrfq9kvVDSrB1BX+eibO1AEh%20UE0RmU1z4rEjPSdCRoso+yvTwqjqNNPJUiW2dCWORS/hQpakEBS6IOHKpjZ24zZ0gBJSgbTnIAds%20o778YDCT47Z3QAWWI7fthgR6+xD8AA7XUG9WVTqI3ec885quCREQgTt6oRee23m7KQuo2xv4ABuw%20wQDGATFoQT1kgAP4Y1qRtTYn5z4gRDZ103PEuXS+Wf8QV0wAOnEfaAwTVaG+HwBatPVaGxEcwpVF%20kEd3FkDABd4f/rka9OF4gLGAGXzhGT7LFHrCIT7iJX5NMuDN1YAVRmAE/uAPhgAVEkATWKBggEoQ%20jFLQ7/YqTLAeZ8F/IQ2lWXwWXDrGiU+AMnRlW2VDb7pnYcUGuCAC+CAH4qAcVKEcRiFZNMiGNShE%20hXYBGuAP4LwBggEiJEESckAIyMEEPuJdFgAKrgAKhEESMMIGRvKsmWUI2k8kyyUXFmAIBuCHjgFY%20FODXsmgacOkoeqLbtILb6Bq1LIZiRnhv83iOFCbwwfQUhgHRqUKxC1lNQXrSqfSxJ/srLFmzC6HT%20M9v/LTKdXlggi1ZiB0vivD6jJGowDWIDCSiBvyhBtX/D9Fm3di9gd+HGDXUdt3PbDzrTlwHAbop7%20mko1E6hpb/YGeZUdVnuBO4quO7IhBLJgD7PgBxLAG9RhG7pLBDBgcYyVfEBMPVCh6rROELdOANz7%20+9V5vl9MQ17HdfaBHPYBG+0daRqk7dChE8mBfucOSFbkRQZewHuEH4QRILr1G0iwoMGDCBMqXMiw%20ocOHECNKnEixosWLEK85+mKDwr+PIEOKHEmypMmTKFOqXMmypcuXMGPKnEmzps2bOP/VqTOCFatl%20I/6o+VKqHBIWBASBYpCGAIslVqycqkA1aqOoVPO0/1LiT0mrr63qKeHaKk89sF/9oQ271avXsGbN%20go3LJk8FCY0kUJVgg0oCbhy6cECATseCXBIk1M2Th01ixIq8qBmqa8SXOl8WKLqCAQEWL2mCNfAi%207AoUKF4Uqc61QJKuHnViHBvyxYsz1VAOYBhwwMKQ01DMfJpmYxqLFNNSKF++fAnzRimcp7AC9aqr%20qFauTreKPeqwq86hdr/avbx580uuDluCtBABp9OcOv0kHymL+/jz0yDwqdCn/vwVQsOANPhnioA0%20pAEJgQz699+DNHySgg02mJLCJ6aYYoNyFH6SxA5IgJJGEmmYQoMXO6QYBxKUuFBCJBcQcsMNKixS%20o/8KM94AgB8uHIKDC37s6AIOOPjoYyYkoJBJJj6SkImSNURZwwQTBBJEL1f+4E4B64SwTpchhPOB%20N/H8sw0IIggQAAdVyGDBAG4GYEEAcsppwZ0HoJMnBhgIIACf4AT6JzgBgAOooX3yqWig6KBDDgbk%20kCNEGA88IAQCkJKDTjnoEArOSdjMsYAClhjUjTXV4KEIV/606uqrsMYq66sSLHONPgd1IxBGvPbq%2066/ABivssBZ1YwlH4eSk7LLMNuvss9BGK+20LbHSk08j9KRGA1QQscMnCTIgyH5PSVXBVFRVgFUF%20WrX11VlnjaVWPYxt1dVXb7Uyi1tjsUUvvWWVRS//G/WwcZdiidkASgt8yCCYKuQYRk0jucyyWGOJ%20UaNGD0L9sZMCuvzhTC6SyCCEBZKo4YUXupgmhRlqLEDNzA0I85swMqBRBxQjqKGIGgNcsoIQQhwA%20BBRDYBFDGo1I+Jx00jEXHnTZVZ2deOeZpxx7n7DQyDBXZy02dqeATR11SL1n3331OZXf2ywUwkJ/%20EdJXNwsMDtgfuHkz+J9/dWP4Hw2m/Fc4c8vZMKCFFCqexoig7EDIBZGUQIILMt5go40q4LgjAAC4%20ILqQRZZu5JMoOInkk1IiMgEiQcQO+w+9bNnlOvCEkMUgJ3jz0TYPtEOOnFW8eeecdKITAB3HB4AO%20/wZ08vnnoIFiAM6dhVovvZ9+Atqpofv0iUAY5ghBjgWoNFqOBeUEUI4AoJYw6jUF7WqJqqzOqv/+%20tCrQTzUD2dVArEGsAhrwgAhMoAIrohGOeIRaEIygBCdIwQpacFo+YYUaMsiKBjjDC69IQ9cKkYYx%20pKEQ4jlXPSpQD3RRJWDuqocM49WVuNgrX61CS7/y1Zh/lYUxBWuMYxRzF4XJ4Ak5MIMYwiAEwyxg%20ATbggWLYcLFceAEzDfiDAjJQhw42QBELAIIQ0AGFJzZACqgBo2ZykQtFmEEBp8mAETCTrS+a4QBh%20uEQYwiCAAZgACOgQQBKalpxpNEI60IkOc1yhnP9GuMKRkMSOcrCjrqw1Ym54SwMNvIa1sZmnbNRZ%20gijXswQCuMc9bEtl2+B2H7ndhz7+idveGnQguhFoQQSKpd/4VjfAMecTq0CcFZZzoAQJYgd+oBwK%20DoE5GqmAATfKEeiCJLpqDmlITCoSCpSkJCdBaUqvCwIixhk72tlOGwXI3TrEcAhxfIQb6RACodh0%20vOLNqVH4lJNu0DEnRfVJAIGi05pkQKdAGZR73XOe9DJFDgSYDxUc4EA52oeKchAKAfEbVanq9z/8%208e+j+5PACDgawAWa9KQoTalKJWIsB17wpTCNqUxnSlNlaYuD21IENRSxofsMaAzlOsUp/NUKFlb/%20ACxj8coKWSjDpHpFK/2axVBz2IquJHUtBaNXXNjFmMZUgIqJ4YEXjhCGHHiBCGGIABDMABrNSJGK%20QpTAqKTwhRHUQQEjaEAWVeMEEWDgCk8MhiTMoAgJ/IyNGjtjXTPgBF3U9Q8NqOsLYBEGAxjgEkJY%20E0CZ9ommJRI6UUsBIxk5TKuZNjrkUVclK9mdV6ZBEGkw5HewQx7ylEddYAObKHcryvfQYAyolI/b%203GYf4sbtuP5J7t6Smzf/rMKWfeva3HhJoP4gSEASYuSFEMeDCeFtQMecXCQOEQk/0GgRnOvcjABQ%20C9CFzprV/NGRWNdN1tXAdbBzXewmEAQwuMMd/1/KAjzWoQ54HOICCVAHN7BhAASsaU5uKt7ynHcA%20CuOTT9HT3j8JZQEZxKmgjAKHAIj2J+cJAFOPSrGmOixRdEDUogHAqEmwkYMFjKBUACzINTwKUv3l%20L1YSUEA1CKirgeS4HwJcqZKXzOQm96qBNihHTadM5Spb+coQtOsIlrEML44sMWyADlIGxALsnIUt%20bIFqUs2SLqrIEC156JddZoEvVrWlX19hM8Hq1cOuzkIxf26EF07wBBl4oQfjC8AoRuOFJ9pAMXmQ%20ogSo4YUv6GIIdRAZZH3mDCyMEQsq60LMChuzNiqiAcEYgRRGIEdM80QXGcB0B1ZwCT1aVgTgEP8D%2005KDnBQk8jnT2c500kNbqzQSK1ZYbbKN7VOmlJm15An2dZBdnvWwYAq8JcAYxvCe4aatuK1kZbgJ%20sB+7kbsQCCrQcguX7lz+55V541sSCmSD+yznOIhLwXSNeQNC8CgSLnDmM6EJTc+BLr6jA5LocFAL%20bW6Tm5mQEn/3i1/+/qAAXFqHgNfxjWxEQhODeMITDOCBc3SYTsdLufvypCfpraBRGLhwQjv8YRAX%20asScwBTM+7QPAUTKeucoByosEKj1dSoAKwCVqEjVD1T1gx8EwcMCesy/H/ev6braFQGR7OSue/3r%20YK/fsTqC5bKb/exoT3tI4KiAndQhGGpATMX/7CLmApVZKmdeS1us2gqDWcEVbd5zWZ4aZ6/Q+V5c%20cSpY/tVVu2j1hxbTiwTSwIEHyCANXkCHpUwgmZUtwBSJwVgeJMAaM3DMGUNxhurN4AQhrCAGqfHC%20TsEYM2q0sQFQQEMG/uAxBSxjCHh1AhQaIAlPh4EZ5gCBAQSACqZ5rZG+lg6+RRtJ0zoyKvjZjmqX%20rWzlIEWTUAFlbaOyHfPktrfvmYL6CcCAQgCXAFOoD7hXKTdXurJrf4sQ4Bq0XOjGG5Pplm6ahG+r%20MH36pm/4NjfgdUz9FjrmVSPQtDk4sl7vNTruNU2icwhM8iSogwJRol/ihF+xcyUzkHFZ8CUF/7YB%20fnAECeABCOBgHIA8MjAAA6ByyvM8jbICqnAJf6I8/ZQoGOBhBKU87gMOyiNiJAY9AaBiAtBzKYYB%20FhUpAYAKAQU/MyY/CkA/AGQNusIPO6YIVLc/VucqPLAMlkBku5JjSRZ2bNiGbmhAUPZAajeHdFiH%20digtUvAHZhAMUpCHhTV6EqAEszBMr8QCrjAVeecWdcZ3e5FsVUEVexZndzZ4W3FDeCYwdqEVLMQY%20m8gYbDALB5MEHGAOJ4B5FvAAYQAEjeZ5UCQBjccYPABGO0VXqqFXPXAAIgB7OzUzC9BoisBGpzYE%20HYAGmvYHdvUFWvQFauAMCmABK1BZqBgBCP/ANL4WfY0gZgj4HMN0fbY1THxTfsq2bN1xIU5BHoNo%20Np5kBbkVf9vGbdo2BgywbWqzNsTVNqdkSqbESgECS+Q2IMr1XMzVbupGXf6obsdxkMwRTMzhU0lw%20TDiiAoQAOgJHcJ0zgRfoXjmiI+w1JE2SJFISJfwFOxNwX1QyAT9wcRn3JeuADdlQAheQA+EQKeRA%20KIUSAAPAAXBSgxbAcs5jYpQiBBhwPHmiG3zSYXfyPJ7iKeIjAJtyT31CDj4HKX4iKJuyhNZjhSWB%20DVi4UUfWDV84hmEohkHWdFz3hmZ5lmgJLC1lA8lyh275lnAZlyrxRGqkGa44el2lLtmYbGf/tkNX%20dVVsxlQFoy4SYAV6US/5Uole0SpXpXdx4Xh28YkVAIp4IWgnYA4csABpcIphIAMpQ3yjsQCQBleJ%20QXoSsDFftAANsABqIEawZwML8AmqITO/KAHO8Aew5gQKoAZ/UFcj8JnEJwk9MAQxIAQG8AAGkFZJ%20kB2HdGz35jS+VlpXcxW2xTfPFo7iWEnN6TWNcAqDKDaPVG2lBI/x+I7bBgnvNwVPoZ7qKX/tgY/o%20Jm5dEyDf1Y+uJEsAmX/8F2/SZYAIqZAH+F3iciM4EpEz8kwVqV4AoCMamSMVKU1+QCSZgAP29QH6%205TqvU5KxAwa9UAD4sA4ZdwfqkA0ngAlH/0AB5zCTQVeTHQYnzWMnjeI8kzJG2EOERMlPR2mE33NQ%20mGIn7fNzkCI9mgKVRxhQnzJjNXZjRlZSXxmWYRhkQ5aWUjqlVJoRG0F2cpmlWrqldCgBPCBprghm%20eVkVy5FsOqSITpUvsxAvYVEwhumIhQdV91Jnb/FUAaNV9TALnBiZ6WKYKZAEJ/AALdCLlfcAFtAD%20h0YFPWAGovmJEvBneoowreEFZjBYqiEJQABYakQhM/OLuaAGIdMAO2EZlqFXDaAAqKoAQ2AHdvAC%20GEA+5hAGaUAdoAV9v7Yc4RlJ04Ydc1MI2rd9lTSIrNVIUPGd4ogeZAM27MgA8diOzcpthf8Qf/fR%20nvExfwCyH6j0NvUXN+TWj+QmS7KkXLUUOMqFXQ+CkMcRTAnofZ8wBjTQkILAADswgQfaORT5kBmZ%20kczKrOsVoaWzTSC5XyM5khhqklqCcQWQDXcQAgybDS1wAhJlUYRyhHZiPDppATH4PG8SSNBzlBjA%20cnxyAL1xlM5jUIJiPXISgxYFKQY1k+3TGdZjhFXAJkqnUUtaEHhgCk76pFlIQNawdWQJtFU6tETb%20hmsph1yatEq7tDElAb4WemClp+3Sp9vhLn55VYyZZ3UWFo/4VW3RVFSVpounFWSrL3bRd5CYLnjx%20pyfABxzwCZuJimQkCVBwBVTQaGH6Zwf/U5rUkAampwup0UagkQuwCUU6NWkz4wy60ABqoGXIuIxq%20oAAv8AKAQARlgAUK0ANXAA5CEKugMEz3hlqPJB3bWFrjh2zedxVtxn1RMYjfeY3kcQq3dR6uMAxl%20UzZTQJ7M2o7w+H7vUUrs0Z7X1ja+1a3bqkr0wa0Ccm748Vz5+Vx/szfSO5D2tq7RsQqucJA+RQPx%20WkJJUHAJiqAFt14qAAAPuaDPhJ6LoJEcaV/gJLAfOHFZ0qHw8KEhQA93wJIJQAEU0ALt8789iXJ3%204iYEzD5QGAMykE/PE7IiG3Mjm0/gMJOB4rIYi7EgZrLXUyiXMig0l1FCRhBHtmNqoBdh/wiWsAKI%20puALaVgQP1u0LvzCXgdlUsa0NFzDNhwthlmYejGZXzWZ71IVUREvSaUWatEvXcGY+aKIg5kucSoW%20VsUvcCZDZctna2oXbaYujQCo8nACmokKlfJXUtADdgC4NjAxiQG7gcYD1ACbjUaXbCQzT6SZUNSp%20qlEZQxEUPnNqw+kEhsAbciADTtADdEsH5vAEnxt9uHpIpBWexTY24OhC52IFgyi75zGZlERt5SG7%20uMusA+es7Qh/0Xptoiy89tit5OKe+DFC99if+ZGfLJCfDiI35/ofB3iAq+AcBYiA7uG97qpt8bqv%20nGyvD0ojzsSg8civ74UDHlkDH/ABU/8SBK8TJR/AXxZnTgjLcQyrDdmQAAlwDhGFPoVChPxUsTPo%20JhYQoxyQwA78PCyHDtCQJ3dCBzjYsgbVPg/mPt+zozQJDiIgBH5CDm1SBTWrAI5wEPyQKgogBQtQ%20VWLoCgSyChWwPzYgCdmCBwQhEFontDC80Ry9QEd7wyAd0iItE1c8CxbDxHm2VC/kKor5lwydQ4pY%20xEUFiQDDL2JbiWTbVQFjFmt60leMHWlwmTkAt4UqAEDwCpXKqDOTF5+VF2usxrFIe42mBpIgGZjH%20qGBUxnWsALwnFMD4BUMAfE4gB0RZBVegBmYABH2ynMRajWU6HoxsHqxFSZCsLlIlycf/ui7Ihp3d%20YbvDMAzsR3AM0Azb9qzuQQBLoJ7Xxp71odimDJ/K6234SB/Jm8qyjEmYRDd706vvVsvrGh74gSAm%201G3dVticHMw0Yr7EfHDmywDrm8weyMzTXJIfqaHl1AsHCw9cgg0hcAfa4A0JEA7lkM4xeM727IN2%20Ys7HwynnrCgxerE7eQzS3U+EYlE+F1D3fA4Y3Ck+5z4jtsHWUwUBACpJulH/UxD2UA2A0ABswD8V%20sAMncAKPQAQsECusogQLgAeWcCpI1g1Ql9FF1tECPuDDEocjfeAInuAiccV5Coov1C5fwUL2krV1%20WolE7CpGPKdGJeFtUXhONcVxcRaa//hD7OLTjlhJQe0NmACbo2gpqqhGPAXV0NE4PEDjYFSpX4BG%20f2QHbMVWPNUAaTB7wQAFXhR3P6OqYe0EHVAJWlBrLyAJUlAaV0ADtBq69uYctkWdYjPXyya75yKs%20fYrJe52dmVw205C7p/2svbttUxDK11ZK7Sm87el+8AnZ4CY3+Bhux/U2pnAfq5Bc5do1fY6Q3mfL%20zvFKj6028fcewBy+6mWRROICqh06ROKRsz1xI9k6GvoDsbMlGNcl2JAF2rAO4qABFBBRMiAGMsAp%2069OTyHMnMTh0Ges8j0KEx4AFL3AMM6jrMSAbc4IKchLBRec++PzPPHopnoIACOUpA/9t3gdhCZYg%20Ce29P1awAdmADdiwBmngYwtgLJYAQFlHPwTBhQRe7ubOK2vZlgq+7uxewzxMFaDo4OwCQzWN4ZWo%20mBb+Ku6iFot3VPc+eErg4Tv9Q3k6xXSWB2vaw1/liFZAAyfQBlygODKwR2XVAHS81HhB42VsCqoR%20GV8gyGA9ABgQA1IwGoeL1DvlDFkkFBuk8ki+E4AABFuEASuAAccQyGxlA9nBSK+02dE5HmNzLqzV%20Zpoc5mL+iNy3fVIBSoCtbWneDMfcju7R5uzJnixQrfDHNudmvHlej2rDH8aVygXYn4C+XJgdoAG6%20BMHEHuyRNqSdfou+r/YKvhW5oKD/Q6EkgAN3T6EAe+m0XQOxTSUjGATW/OmhvpLaMA7h0AIRpeoq%20m7I+eHTYU8GcEj3KwzxYcAVAEAMvEAMDcAy9jsAYKwMcoN0S3D4H5c+P4lAiEAZ+tbIzGZVwAAce%20LO4GYQ/9YA944AV5wD/Vrg0fIQ5J4GOKoAB4gAe439/zMO7kfu7O//wPYeDtPv3Ur6Xy7ojyzhhP%20RWd7h3j48v2L+cT2ondIpQRnJheFh4l9x3hTfFTsovAGUxWAmgCaYANpsER75Jk2IItrDBA2ePCw%20UZBaQUULvCxQ06CBGklQZGAY0EPNAgm5FkjpQk3RRWdqnP1RwOpLBidOFIyoAwiK/4IhL1ZcsiDs%20YgorVpak+FSIBo1Pn1ikSLGkUU6kSa1UQMqUadJZSytUiHrq6VKsSadKtXIq6alTw5YQYDCGwVm0%20ZtWOIUCg0BQWcKdMm0KgLty4cAu1bbvXr1sWBFgELhRYsGAWhYSuGty4seJCkIU2TjGUhSvLRSsP%20XjL402G+dduaPasCrQrUqG8AAICDRA0UmXDgyIQCRY0PNSbs3g27dqYauoMMD/KjeK8CyddhywIP%20GzZ2CTZx4CBDDAcL5cpZsBCAewB03rtzLycAAyoL6LhzL+UESAz4x+jIOBbjmAzqAc6BIwcOXAD+%20wMEAAQEKFECICMJ4IAwBAijHP/90DIQDg38qtPBCbEpYQAFL+vHww36qwUMNHthQwh8UU1TRnwou%208EYbbRKgYcUV88jFI1+uARFEa3b08UcggxRySCKLNPJIJJNUckkmm3TSyW4s+cIGCi608koss9Ry%20Sy679PJLMMMUc0wyyzTzTDTTVHNNNrGcSoKcppplKjZmaSWPVurBs5VW/FFCCT4BFbQVQU8k9NBB%206+Ez0D/zzCOPetjIo1FIH9Xz0UfvvLOCTfOgqgI2ptoqDQ7CicOGNGRQJYwwUOlhAVg98iINhExR%20xFYbcvHiiy9AakgBJzCw4FVFqEnDDCm88IghRf5o4A9f/hghgw46yGCEEYZQgFf/Jw7AYIWazMCp%20EaI++emnwYhSat2slHqKKa+w2sqpOLVy6t6cwJolrGlII42BZgA+awyC95pCrrgSDmwauwY7jDC3%20+vqssLYMC+xixyZzbLDIJCvMsco266yxzkZuDDS+CCAYrdNSU4E1AGqZLTjZagvuA94mCGKCGmZz%20LTjihtP5h17cSa6AddRZxzlsxkmAAupOwA+VcsLjYLvu/uvOu3LIEUIA9CyQIQbuYiACi7FfsAAD%20OsRez8H9NPDvQQz4w0AAcsgRYNUHFhQAnQfR0ftrAQ7YEpscFhihQw+r+fAaPBQ5kUYaW0khCcxp%20qIByGiVYvB9rQv+wxx6fNP10/9RTV3111ltn8hpHpiynTdprt/123HPXfXfeew9TVDhFFVXPO2ch%20PtBDkV8UUEL9HJT5RZdXoh5O8wiVjUMz1b4eRe+81PhWZpnz+q0aSeIEDkBZIA0xhBAhDAyuuKjY%20jXSBFdaLFlBEoy96+KIBhvzhC0OgQxGgcBE16AIKUlgANajBEDWs5A+6YIUCMvCCAXQAEHVYyQi+%20oAAgdAAaGDgGED6BlMqYiwZDwQlO2FWvdsmLXvOSVw2bIhXhbcUrYQkLC/4VsIGlhWBsectb8nIw%20usSlYQgDTWT6UjG/7IUwhPFLYjbWGMZERmOb0UzJWDAyMC7MMCkbTWlaBoDVrP+mNa4BDgpIAJzg%205GxnH8iEC1xAG93orBfDicJwfnA0pCktG9jQRjvWEA7qUCc74CgHKgKAChlwR2vdQQc4DkQOB1kA%20C0QgWwxeEEn4pAcdjgRcAEx5jnPgzT8Y6A94KmlJBLEqAg2qpN4Q8DU4BOBwc9gQ46zRDQ91Q0QL%20mBznjHlMFUlAAddwXOk8RDrXRVOa06RmNa25pChNqUq+42Y3vflNcIZTnL3bCg5FZadNTSV6yVNe%209P6UokZBD3mCmgqk2GAFSSkBT/vUFD/xNKc8zMJTm5pT+UDBATGkQSEnONADhHCFhdAPClAwQxrU%204IUGeEEN+8tFBOvwBWco4ln/ChjAAK4ghS90AQp2MEOxPvIHKQyhDthiiRN+gYYibMEQI1WAFOpg%20BGUoAxpCSEMjXGFUorDQCi5k1wyv0pR31esq8KKhDKfiinvqECzDGEa/BDEGIArsLAEj2F2WiLCD%20JeysSqTYEw2zF75crGKAYYFQPmaZxxSmMCGzzE6++Ne/dgYuZOQLW/5lGtTAjDUy81km3pAJx8Yx%20ZzyrAQnsCJzdBG1nxzkaPLKgNOdoQxwICEcLpkO1cpwDcNvBD3jCVjX+kAMdlbTAFaAABLGRzQIx%20wMIxDsAddNwNHI7Uj976Q466va1rtxSBEBAAjkUWCAEEOoAutZShDTkuRKXr/wbkFIFM8CLTc9fg%20rjOveV70ple9600S7LQ5TvjGV77zpW99aZfDeYFKU8NbJ6HkuU5/9CnAfvIvohZFPaqESgJsUJQ/%20NbWofeKpAp6ClEAFuhUeHDRxpjCDGPTmUCKYQX/U8IIUJGGGjF70IftrlgIU0ID9OaMBI+jAAF6A%20hiH0AFnKUoQzpGCGOmRAyNiqAwfr0IEtdIAVahiBAuogjJcIQxnoKOpRc9LCFzo1K0+VoVa2jEOp%204jBUCO5KBYax1U/4S2AqCGtZCNaWKYzlYGals13kMtiIQSxibn3iX6Z4xc1ojDKBBWwY5UpYw5LG%20ZS9TrM9mM4nfwDGPvekZDv/uGMfNapZoyilAFrCxjmxowxviSEBpy7GJrt1DcJhEBXbAEwDsWCBA%20DhJQOa5ABSJgJ5K7RdsxgHs3DMBaPxowUN28Ux0OWFIA0xXAfzgAIL0VCAOhsG6WsMuh0QGzG92I%20XDHD+20UKUGZOuoHMNl7bnSnW93TzKYNzmFfeMdb3vOmNzeF96gcGm9O3PMepNb53z95O8DxLDCf%20PDVh6klgwg7eUz/3K+GAWu9TTJGAF3JABBrYwOIBwEAYVAEEESsiIQBsgBnMIAmH6C8PzfrCH5wh%20Y4d8AQ0doMMBsAAFRaBY5CX+wxCEkQE0GLkOy7AgGowwgl9lYAh/CAYUrnD/BRpY4ShSf+ENZ2hD%20q4f5qaLSOn5FtcNZcJUsKhgiy9jsZrbYZQmiuUvbl7h2hDlsjHumQcrgKkXBSHFjJgNZugZNssCM%20Ze0OI2OiV7ZomPnsjrShDWRvlkc3VNbSlxaOzoL2A6IZbR1IywKos5CNNSCg1KjuGjnOgQpyPBdr%20pDx2APpTDvCQwwJEuALaLBA2GdCHPt3BQO8xWVwD9Yc7igTHLQs0N2gLCLkCopCVtmEh7C6uGqXr%20UXe7DW7so0gCy3Dctruhj2qEf3XmPhL5jaRdIpk3RD5CP5Km37hgJslx4ieS+Ydkfx/hH0Ta5f+6%20kRQ7Kqk3ARxAAixAA7wQ/zqZuBzKlHXir+QZlEPxk4EzFAgcFO2xHuJhOIPbwH/6J+JRwAqgAR2g%20hAVAFSLwMFY5hpZagBsRCTP4ICl4iJDKhVzosQb4AiPoAF9oAAUwAjR4gRc4BjTYMZG7KDWog5Qw%20AiMIMpTIgCK7FpNoMl34Aih4siv4BKaYOizLsqmwiqq6IRhaCq/YunJyKq+zCrA4hUYwC9MQmDYb%20ojeLsykwmDmzCzucs7yAuzjLO8KaK5TJMz+7IkEcxMDAC8GQC4bpw7JjgMRitMTzGUhzLMzSjdyQ%20DRcAgDu6Dd4IAkTwI+IwGqThPHgYJG9IAFNMrXAovVbzGnLQDkrKpO5Arv/+8I8AwAIsIJvwEI/c%202jXBqZvU4o9lMw9GMiXsCMbjA4daYqUAwQA4gAPn+4dt+IZ/yBBF4BD0s4Zq2DY8MIVwy77wErdl%208r4QmT5sLL8f0YcdAabQ2TYhYcfGcSZgsof2A51qQEce8ZEesYdnCh1+MLfQ4a78A5LpI8dyK0gP%20sUeDbL+BDB3tcsf1qz7vU0f9M0j2Ax1x/JD5W78kwT+H/BD7w7+GxMgfcUh73LYekZIAlMYDXEmW%20bEmX3J2CEp5QoRN0gkDhUZTnKbAU6ZPliZ7ucSdBwRNAcbAHc7DjqbAcsoEu6IIS9AIduAILMIcw%20sAAo0J+QKjkpkIKeaoD/kHIGGmyWCtqCLVi6HjQCmeqAA3CCIWiphPgIKUCDY+iAoPspNPiFJxwC%20D8IWXVAAYdCFOiCCE7ICK6O6pjJDrrs6e6EXwuSye8EvMcyXsCAAQSC7sUKNgGmGtRiDg1mCsbBD%20upgzPAxNubDDPuxDuEoZjAG8vhNE0EiMuVKrwlIZlVlEl3lER6ONNwiOSesZO4oZPPoARNAZyyMO%20zEOOUPQsUNOGbDDFUguHVNQO6kg92NMO7xCPFhAcvOkPASgHGciBrMlF76CPYxgA7ug9VdoP42q2%202TIl1yMQ40Ku4PMPAREAZ3S+55tGDZE+dpw+bfwugfNGY1Km6htJ9jOv/4bUth4JP/UDnX+EPyHB%20xnIsN/PTx4n8EYAEEXOrBn2kSBDZ0ILUtm6wBn08UAIVHXGMUB+Rx34oSQQdxwWlRwt9SAeNvyXp%20x3RsR4EUnXukvvgLUfH7JRN9r5ccUiItUiP1kkeZhZn0ugdjHgRTp5wUFHiywEqpB+OpFKEMOE0Z%20SofTQO0xuHzjgTSglQXoAjuIgxjggwioLTVQAymAKSebQpfrsZdTBFa4liEoAi3AS18wOg96ASHA%20AGUwA49woJzLgJpDAwVYBiFzwk7wwQ6iwjrQBSkQBiCIOqobzKprzArwQi9UzKawiqzACarwiqmz%20KvwCCys4s0ZQGUYsjf82w0zDeos9tDO3A81bxcPS3NXXfBjEUE1CPDSUEQ1FnM1/AYDUsM3Fg7Qa%20QAQ3CE5LXI1M1I1J40RNO5qlWYd16Dw+KEVTPId7OIfpgM68oc7tSCTuiLbjarbqkDVkNCULKKnc%2087X0YKW62Y9zsNflO4fsGBBbIhxjlMVQ6D0s2QZ1mEZeUgBH2LYM4Dbvu77/BNDOUYD8c8ju2y70%20I0gaTceIxINfcscDBSbwk1AGDSZzY1F+kNAQ1bZ5ML+IfFmSjUchaVl3BNGWNdlfwkcQvchtm4dn%20AhGE3FiS3a4P0QdrsMebBR0eQT+Y1TYn8dkY9cj9E52LHZ0LHR0GFab/fkDJKlHJI/1asA1bA9Q3%204SkogKoURmmFm3SnCFQRCKMetY1b6rGToNzSLuXAu0UnCVPbN5EAGyjBBaCCUfACIlgQCygFM1CD%20KtQFIXsxkaBTkVCDDxIyJzACQChLVmgAI9gCIXiBBijUG3EGSXACuSwyJuwEmLBLJ/sCv5xCKBCG%20E5q6o2AqL6OXT/W6pDiKL0QKUbU6r+vUp9iqaXjVynRDtNPMOJOzOlzeOYM7JeJV6CUjvXMMvhvE%201oyrQyw82YTD0kismJkER2Msx9PNOmINP5gN28CNydI0B0iOzkMaeFgHGPFWckhF0ivXcriH7EAP%20RXq2B8mbVvzf6gyu//8IT/qwj117kALBV2RkPrxxEANxnwj4Gvdkpf7oPXCAxgqRxvvET1PoAUAQ%20siEYAmMwBuuTHIkNLwnwBR3tR3EM0QHVWIzdWZrthoYVMmNQOkBwghy2YZNUWe7y4Ygst5zl2IaV%202Yik2RvuhhGOyCMGpvcjv5ed4gzIYTyIx4vE0Cn+2P2cvxc1WW4bgiMWHWykPxdWWXYsxynm0ICM%20yBH1UIHUSKXNYn9U2RUNEaf1SPPrkWvQpg4WW0AOZEGOryRNwIWbMKrgNy190p98HhVpFJ/klEUB%20Hy2dlEruJwcTqPDxwD0Rn741hTRQhDSgAk1YgCswB3PAACxI3DrAS/+ZYoWXE4mQcIiQcrJs6QAn%20mJZ5UIM/cAItGAAg+NyL8oiNOkI0cMIgK7KVcDIh+wMBCoY/SFzZ1dQs67J4kapywrorAzMXepdU%20Lacz0wmCcRkgusw3Yws5PBi7+Ew7s9W2S2dijV7CeqvDuKuhqN7BMMTT3NW0M7yVOaNJ0IPZyAQA%20mASZiUTImgQXUAFpvQ3Y0A1nDc7h9KP2VY7NgwdtICSnCYf6LQcOaIF7EIAECFePdhDotABXOwe9%20OYfpHEbYe9cqiFcZGADdu4/0SIBmY+mXtpv/ULYDMYAHmCW9UUbkYsb6vE+V5Ab8XIAeMIEhuAId%200AETsIMcHgIUTmH/8VKAKd7PrTbhiPTqbpiHHlY6Er6CITCBqNaBEuAAIHg6Ev5q76tiEh7hHt4u%20cRQ/YxjhIbjilqXrRtXrEb4COxBjuX7qIwbjbshrvzYGPDDhKo7qITC3rea2KvZqCZVrIdvqJX7Z%20vNYBMQZrGI3rh63ihtXjpt0/jXzZf4RI8qNZ+LtaKe7IoTVICN3qfriGbngvrx1k3u5t376dTpET%20iJuwJhUURs5JAqvA/+qv5LFk//InPbmU6EZkBJuT/epbL5AEU1iAlVoATRACc4AFFVRcZZ7TkJAx%20VvCgh2gyHjSCXpmHEbBTPMgAs94oZFGDF9yfBhC6OugEbamgbKkD/65siI1ShFPdVKgC3mw+VcSM%20IaZ6CqNCVcfk3VUdO4Axjcs83rSD5yloBlz9cFztw3iWZ7niGENjTXkuLH/+52SFNGDIBEibDQBw%20PPBFoxtg6Bl3aN3kmYnerB+o6G0tgFH8LG2IDueUDtLzAQTI3wCeTlhDae0oV5R+NkaCEPZcD+64%20j/uQgXK4m/44BweBNlaqJOlSEBAQAeMiammjEKSukOdTB22gACSgBDuIahjggguIaqc2hYjF6mTS%20asUW4xANpgwY7Kp26hAegsE2AfoeAs9+ajtAa6mGAUqAgQvAhDnYgLSmaoZ9ak+vcxiIarN+2SuW%20bEc3ARO4gsYWbP9Rd/S0RvULyHMdqHMdCHUYuALLTmxXn/UrmGqzLmGojuoe5raqHuFUF/YjVjq0%20HmyzHmG5FuxfJ2G5tnM9l/ZuoFClM2vSdnRc70gffuI0VlqTHR3+TOzMBuOfRUfZRuyDHOKlZW2H%20BEAK+OPfrnd7v/cw8ac9yRTiJjACU1vq+cnlcZ6eLBREMXhKydI/2adLsRSHl8mpsFJOAR4J6IJR%20SAgdGIU06AJ0kEoLQDEn+2+YCwnJHQFWSG9nHgkFcGZfYIVc2O8MUABd2ChJ6AEpmCg1oIY2lRZs%20AfA2bVMY+4iHCAYpsIHcJUx3qaExvLIUYPBOjaGjT4rBxJev68L/rxgGlWkGy2xDsoJDO9NDdg5x%20EDcr0iz7FO8LvcAi1uSYFO/nlVmZNqsFhIYs2cCBSKwFZGVEADjf13gE3ZQsnQGDoKnozhJybVAH%20cyA1jk7Fc+DoBECAvIF87XiQ6cSOrmHpRIIt+ZRPeP2t4buP9nyuWVylWYyQZYuAB+AGESg2/9Ab%20OPgPN78SbBCHE9iAPI913A91HegBG+hzP9c+EA72wV5ZXY/qSK9146d2Ws9zVLd0Hcj9C7B03Nd0%20qq7iYE9r3bf9R7/huY5IR4eBHJABLEDr29+ADTCBWN8ADhgE2zd/87d05/dsHIbqO4eBqdYB26dr%20Scf1HAYIY0MG/+owoeMgDB12jHXLMETHhQsGDx40dsWODhgSdVwZeEXHhgsZKXbMkKFbt4cZh1z5%20CFHHEJT9UAocOMRYBpwod/Lc2W9mw4d2YuLU2e3nz3nXeh6VOW/mvKIyke7k99OatZ/8ln6xQeHf%20t39ix5Ita/Ys2rRq17Jt6/Yt3Lhy59Kta/cu3rx69eZp5bdVXyWzKlTo28qfPyX+WimpV+FUvb9+%20lTCe/Jcy5sqZMVOux6ZeYCWU++ap5xk06DyFCVewQngW6QpsJNCmosPGAiJ20pjJYe4BBl0NdNUp%20rmDEsi/OnClqwKrBFwXO1Cx3PmIEq+WdjNT5s0CRGklShkBpoP9mQS5nzhuob6Ao1/v0akZICQbE%20Ao3WVvbz58+asGtWzBKgFUukwEIKKfB3CmGn9Mefggry18h++g3GmhUMZtjfMKdMMwYDKoTIQDMq%20NEMiiWOoSMAUS0zxIowxxsiijCwScOMUNup4IwFj8PjjjSwUwoKQRBI5ZJFGEgkkkz/62GOPKkoZ%20ogoAADDJJJnEomUNW2aSySRWisjADbXgQAIKKJCAZg01fFBDEHHKGUQvDhRQADx44gkPH+pk0wYC%204QhKwT3kIDDOEwgoSg465ZSDzjnlBGABB+WQEykHHAQQADidSloOOAdsegA6pNJhgQwxWEAOJwgI%20IAA54GAQq6z/nZIjgBAiGPCAEK+6Ss6sAmBQRRX/bCNWWGJto443J0R0wQYblIBJJFxElIoViGm7%20LbfdeustD5RMtEFFJ7H00kEiQZsuSBsQwQgMJVBwArkbMMJFtCWEBG1EBw2RwRUmiNQuESFZe5Ad%20gGA0MCAndWMMSCVoEGgOIW1ABgVzXDBHONlkM28C4iRQArSM6EtuQfhGZDC/BeHk0BU4AaLSBiYQ%20sTJJOA0hMAwH7+suuQmlm5C6F8AQEkUDDwEIETwPDVFIJjiBUk4IHdTSTQ4xlBPX/1Kd0kPQ2tyR%20HSaYNNVSKNnksExBKTQQT1zj0c01/FRjzVLXXONIVxQcuxfg/4ELPjjhhRt+OOKJ5wUY46JR1gph%20eSiGmGiQg6ZZ5ZlzJhnnkj0OmGxsMKaE5H7lcXoebBQWGeQASiDbLKrHXoEEs1Fhhw1e5GDHAmkA%208ZsQOjQw3ggKfPHHccup98UIdXyhBnXUOPOHGqx0sowanbzghBrvUaOGF19IsgBzecjnTC7VT7ce%2088I4pAw0aTw4f2v1B9jgfgkiiGCFDAL4YCMQJCErUOh/93PNYx5zCgdtaBgEOJGJVDAmBlBQSj5q%20kYwyOKMa7ShHL3JSk4BUiCkYaUgmVBKSCLCkEAKpGVByoYooSCUr6QEYiNhSLBBxQzDVYkw3uAEO%20zpSmIAaxTf81mMAE5hSnAtjpTnfKEzywgY0nrGENPhBUOcLhAwSYgw+JWpSjHgWOcnBABpaKVDla%20EABLjXFSm9qUBSyAAQygo47HkAEHMOCqPcIKHGu0VbBEEAYRCIGPsMKArAJQLGOVJR7b4MMgdkCI%20o51AUPTiFw2+pclNeisFIPGDHzShkR4owA4Y4YJGkICEZ60yJKrcwBEwcYEmJGATG1glJiiBhENs%20omIrE4kp7UCFVl5AE9GiRByQQImRDO0ClOgBKeuQASiskgwJSICzkLABCoSDZCUIRxXDQQYNrCEB%20jNjBBU5wgoqpsp0RIYQynQlPUiqgnvTsgR0iYkySEcITmqD/BBWg2QNKPOsCyqQEQRmRS0r805ma%20iEjP+PXLXy7zZhCFiEFXtgEsOMEi7BKJ0BCGNYX4yyZLU4kzS5CDidgBCvVUAB7w4AsFEORtQ6gD%20HurQCWPYISQJMcFAjFGHgdihI0PwhUzrOVMFNIAHX2Gk4qIq1alStapWvWpVSWOZ0ajGMovxS2Qi%20kxjNkHWsn2MdWFvBunp0hjBscBzj+uIZNsxOrhhSHV3pyhrasAGaPDADB0axgAVwwQBhCAMQ1PAH%20YTDvOdeBnnpYUQcnfME8kFWEIliBhl9YDw1GiA94Bts9+CjvD9Vh3heWelMnHCMGMSjFJxg4vwr9%20J0D+208j/5ZgJAlhSD/2OxCCKNQfBg7Ifw5K4AL506EpgIhKJSpRiqREIw1SF0Y2yhGOaASkJ7FQ%20hSpkwRROSAAkLYkF3u0uCB8IpRgywEpXqkWWapCJNsUiFjUIkw/hi4P5oiATOPADAFyQCRQcUU69%20SKIDeuHEArhjT3xi1hoQkAByhOMe4SBHAsbxAHMggBweJsenHFXGMJIYHH3MlKYmxQE5lqqOqcoj%20AkwsAFeNMY4mlhWshCAEYL2qx8ICFhwwgJZjYWMTO/ADtEqgTn1d4BAlSMLkOCnlb1khCalQJTov%200AVJUMKnIdkBKPjVylsmAZ1IWMQqKZEIUOwACTtIAhJKUP8Ca2kkJF3oAhS8kASC6sDNSBBEEhZh%20TJBay1pr9oIXzNADSXghyxfwww4EgQRC+MHPBdUnJcCMTj4jIQmeTkW0Iu0HWQLaC5IwgxlSwWhT%20t4ugG6C0JlSZCkSnAlrRuqUqKXEIXMf6ApiIdbQiUmiNiCTYLrhAm7sALWu5kl//XCZGL50RVEab%202AO7GkI2QIlFbAxqlEiCaCXRA1ObwGkmsIO4xU0EiERUJCZYdNncLVAzLKABDTBDA0yRgqf+Dav+%20/jfAAy7wgQ+uAoDJTGUAU49ZoPVzflkMwj+3mYT/RTYVYB1laCeb0mkVdY5RHWr+o7o8xG52tJtN%20F3rAAy//WEAHaViADsLwgDDIwAySqMMIiINae7enDkZ4nnqkoIZcpM8IvyieSdC3vPMwRwILKF4d%20jvMHVigg6sW5KRSAAA0MKIMKNtDPbO93XNoOKH8p+AT/NmQ//FmBBZ9A+wAROCAA0X1DCzxFhxY4%20jBiWSIIjYoAFx1DdwW8Qux784Ha7C14iLWFI4y2Ed80r+fOG0IVOYm4zmitBK2EJB8CoATAyEXoe%20jqlK+60BgVGAAxf8EAA4cFMSldhEJzYYitj4xzjW0IYrXjgB98hBOcbRhg/DKgAcQMUaLXACC6Tx%20jx5+FTgoZQEVx7GOAUCH8WMgA0+do8fgKKMMgAUOHhdy/423etUcEQkHAaxALdg4QSoGza99ReIE%20pNBWlKes/3qkIc4lUOYGzMEJzEtEyAsZDKA4dBO0PEILnIAYNMEJYAIScMGSHcGSXUAJDEIkqAtE%20aBMWuJkf1IuSQeAA0ou12BomyJkYbAAVDJMOlIAYnICSOWATFKA6NUEMqhMjGJMDqhO5nAAHnMAR%20RAQFiIM6UcAahIMDHkEONEEO5IAF5sAJtMAjnMAgcNMghMMgYAIRlAATlmALJOEVUkARzssjaCE4%20UQAVRkKwsQy0zMsGVJIMlmDPNMEgWNMjaBsx3Rom3NqlHc2ttWG/DExEIMFD7YuWpYIiQhMlYEIL%203ExGyP8ZQvUAJhwBIlqMM1HCERyBRlACI8yBDuzADugAEx4BJbDAU6lDvxEcK7aiK74iLEaVwjHc%20VlHGYLgGxv0Ft1Bcwk1cZThG5IxOK8xG5JBOXKkVG6jGxTEcbAAGyaVOXtFO7cyGuOWODOiAF6SB%20HajCzGEAFJgBS2SAEzgP9ZjHH3zBQHSPIqgHc6QHK2AH1TmPGgwHFPQA9JCPGiiASQxBJygAK3yB%20UP0LSwyBE6wKEKSBcIWdbSFQhWSIfuhPgghX2bXGLGhI233CkChIAVmkgDjkYzhkcu0H3g3DEoCI%20BEFXBGUeiFwQ4WXQdb2kB6FXk0jeEoyXd0FekUReCGH/VwvdCAzFUJVcySTAF3yBySQEEQBMEAMU%20JX+hwBvgwA2oQJmQwBHFXpz8wA8s2J00WDbAAzxkAR+Ig+4lgKAoyiaolKVYCjmoAjlkyvSVUQxU%20CqWAyqv4AKy0wIrBkRtdH/ZZQA5sHzlwCqwIQPTJgBh0CjrI2Iz5EadgwI/J2Pq5XwmAAgRemsVs%20QBron2ZySwogAQxgAihCCyacQBQMQgGygzZogxStAclIiziopja8g74cQgKoJjZoAzvQyza1ANJ4%20GZP9TDhoAx9IkTY0C7FtQAuIgzlgQ7P0yxwkQDbYZhasQzfFoTfcJjyQ5RqcABeUwBpowxqIQR+W%20gDhk/0MC7NoJeMMdpGZqrsM6eAMF5ICSFSEZzKc3DKcUpUM4RMsgeINteoxtStHtYUMUUMB1YkM8%20YMMPyBkFkIxEeac3NOCBYsPHhMQhvGZqZoM4UMAlPoI4eIPInMytlcA1ncAmbOjPPIsLRBu/oJLR%20nGCSWSJESQvSOJnRTFvRkCIFyCiNXgAXHELHFJkpDMI/ONIqxiKSJqmSLimTioVaqcZgGAZitA6F%20sM6UfpVoTOloOAbjdKnjkI7FpYYSqM7JBYbpOKPFgdxgXIYzKqPGzYYEdAEVKMICxAARMNooCMAD%20iIAqEMEXXAEaZECgsgL0QA/z1IEuKF33TEd6LAehxv+jFDTPTfXAOUrBF3xBcWQqdtRTBryAEbQE%20EChDDFABNYSd/exH2T1IAuHWgcSdhvhPazTCgcCdcJ3CLNwqA7GGg+xqcjGQgzAXBUlQBI1J4GFQ%20S1KXdh1eTKKXeakQCZHQTepks3ZXjvjIBfHIGJxIiLiX602CC7jA6rmX38kQfBlRmsiXC/SQ682X%20VQbBD9CJVjIYg2WBNjwBO1wToFTYFrVlpWwCGRlKYKIY+DHfiqklrMRKOeBRpWzKp4BDYhofB3Sf%20j3mYH1mArQjL+OkYYeLYxs4RHIBDWnwDNpTADqyBOMyZRLHSJ/xFXxhc57ysZKCVX1RAClyZRNWZ%200Wz/gCwl2SaoJ2sWFHkyp4Ni4Brc3jo4y8qQ4dCm6MqcQDZgg8iK7MicoGtiwyOZU0Q8QjbEw1hg%20QwKQi0g4rdey4a5BxByUwCEYTZJNC0alJzaVQBMoGZOtzNxuQBME5z9gA4euzCasg1hgAwKUQAtk%20Q9eypnXm7RpoDI0iIiOsQYVGQjhggzpow96+ITu0AHluQxbsJ0bRJoVSQMh4g+h6QxKKwzqo5hpg%20Ysoy20VJ1AagEon+rI+WwFlCCwc8Ap0RmkTlQALkwyY8C/1pQAi0QCE8VTwkS5Mmr/IuL/MqTgXM%20QsUZXJaCjmvo4pSuqWJUjmq4hlwxnGE4zunETuq4/xVriE7jdBxoGJwyCqPkpM7ruJUE2IANSEIX%20WOOddgERlMOeqgIadAFx9ACmjsBlTcc5Qk8dQIEuCHCjssJzSBbO1cEVXN00NY+lNs8yFAehjsAQ%20oME4jgIQyMAVpAEP4JZ/tEauPsgS1OqF5E9wlTCGMBBESoitLhBFZkhF2h0Ny9YwFEiPhEjfpSTg%20AR5LHmuNWNcGZddMnpfkQat54STloRcMQYlPTsm2uhdSWklUKuUMZcmXvEEXkwAOWImZVGXsvesP%20KFi8im4WYMM7kCXotkGFGcoWXREZHR+wkJEM5LFhLmwLgMr4cUr0lZGmfMofJaYfcYCJJYCijJ9j%20Bv8mrQgAOsQRAgySj0Gyia1AKBwAWoTFyO6AoPzMrU3bJJ1AFaoTKd+uOh0gKk/hKZdyFT7C7bYA%20Ge6sjwabRLloRDSBOLSAsBEbiX7tBtQZBWgD4pIMDKTnybou0UDLJjytOFShOExRHkLL0QQt4jLC%20BoTDHaji3w7CSyTZJT3aLxGbtamTRhwCBZABIhbUMl+a5fJmRLgAhIaMBuSSdaoDNyyoMx0z6WpM%200bwotAjhz4jBILCD7MrLCUAEiWpDMhMbEcRtHGJocdLLCUTzP1Cutm3AIKyBLdlyywBvARZtNjjo%20Z57MJsBD6k6UwURUE6Bm5ULLEeQDNgwCDTwV8jb/L07ntE7vdFsQRuUUxmR8zsVJxle9xsOJBt2Z%20DsldjuRwFemQaTKywWecTpfG1fe2DltBjlQPRl7NBm6kAaPxgCRwwBz0wCgQQQzMXBhggRSgWjA0%20QNT9gWnBRy7AdXf8ixMMAXM4AyvMgz0UT9WNQAYYgROI4wsMgQKM49RlaicQKqZ2hLiVAiqMAjXY%20QELez6n2B4UIV4Poh6wO0GswSEX+TwoYiH8Mhq2iKkh+ZK+icA8HK3T5sAXRiIu8yDAMXjMYcbLu%209o4wyeQxcZDwyORNKwsxF7ZGiUkGJbcm5biCiLZaSRBlCRGRgH+FcREV2FXGSYPFK4O5AzzEZjiQ%20/6EPkKUWkcMcgxiKXQqlCHIeDzKogMoaiRgeyQAglwOl/FE5VEGlTKysICzG+pH2YQAh9Qr6YcD6%209QocSOYOhMycHXPIVGc6ZYMqZkN4i8PfPNLt/a1qdq3IPK2xiKwRrjQGnsAG+qg7Y2AJWBuxYYI1%207afRGKg2bAM2sOYjPAE2iEPa8gvt6gsmUMDpisMQXgAZXCfpdtMmJMAaeEN0bkM2VCHoRueANss6%20z2gw97gR2tqIomyPTpSJf/Q6b/kxfyi9TMtxVjQfZMMghEQJcMAgNCAiqrhlhsRoRuAshYMvRQQm%20QOfIaBTwzqA6PUt6Hks72PMwZ8MaRIHhqjQoG/9oONDyyjxCEVboL7ko1XYMPLi4RodDNBPvU+Ut%20T386qIc6837v41ROLx4GYyzGYhj1l2L1Lzrj6IhGUwuGVKdOaUh1asA6WWWcxUmAFdDGNCZjHsRv%20NjZAGihCD5TD7hxEDjyAsx+DFHjBH/TAZOEcK8y1M4wAGsQA9ejCTf3BOrJCBpxBTtVTJ6BBBwzA%20MRC2Yf/cH3RCHVzwHyDHCECBAEtBDIhBF3xCClw2gZAdCfcHhoQdg9jqY4z2hPgHrIKk3TX8frjC%20fuwwSTZXsJKIiQjxihBxBuW2bhseEv/I5EXecEvreeUIcbPQT5pkUq68VEalDFkQlXRedRNREIH/%206+mR8ZzkQy9st7yuQ3dnQxYk4CZsAgVckQ94mA8cPTlsgltKyoqVESoIMir4saOs0aZkCh4xH6Zo%20Sqe0kWLGyq1ggKS8SqNwABaoyoz12BzJygoIwQpwgoIXrTg0Qc/eJniSzDAzJ29uE5R7g6bfHkMH%206UWzJiPUfd6e7JQ72b4AYiDGOYxCaAlQQndWkuiSoTdswzYk87MMgoYi+TrcuINuQI1vA+l6ww9A%20p6FXUnRuqJxVEjFrQwLMy85a2wyGw+n+LiPM4dBiOdJElB8q+pTHITtI+YnbbXmyQ4MOwpgrv4j6%20YbSJvgw2wc9U0u6nk3+OzGjWYJdbG563wIGm/zQGYqgU7bkvNygijmaDYvnakqfmg3TP5MsJILks%20nWgL9OcJ0MAm/G1cZLhcAAS2fwL/FTR4cGBChAsZNnT4EGJEiRMpVrR4EWNGjRs5dvR4MI+SChWU%20lFTir2SeVq38tVKysuXKlWxmwXzZKqRJly5NplQSMk/QoPWCsslDlA3RnylVKqlXj02FFDxSSJBg%20NI9RCTYWdE3VQ0eAGFS6UAHy4EEYCz0kQXGirAOaEQ3+qMmlaMSLDnYbKKiTgdUIXxmcdPI1oo6R%20AUU6GBlSp4OsYx1GqPm7LLCCEYh1maFigUuaT1WtWJFQuoKV1KpPlV7SqHTs2CNlqx55alaFU/+6%20Z+VerXtk6tSzWhe3Utz4EivKl5xytYTAGAYqmlFXwQD7GOnaCUxZ4n1KePHjyY9vJr47AfXr17NQ%207949gfjx2cuf0p3FNBbj0zdb73897bDDToUCDRxQuwQHVAEAAHB4MBMcXHDhwQkfRKGGCTScIIgO%20f3CglwJEHFFEd9zJBh5xKNiEg03CuScccnwgJwFyyuEAR1RutABHDnjkMQBwyAFnxxZ05EAGJDkI%20oBxwfATnHAwQIOccAQQgx0pysBRAyCHRQceCGHKwAB0MwEEHHDMDwAAOTgRYoaFv/tGmhB0SmNOb%20bLARJxxvvCnhghISEOeECwwt4YRBT9ighDX/slmjhA1OYCebBAC9YAMKtMEG0g0w3QDUUD3F9JFH%20BKUAE0ZHLYGCJkDloglxnmjCUEwRbQKTRrFRRxtLRz1BT2yw2QabBEaVNBttvKEggWy8YSccQDN9%20lIJLB9Emm3AOKaGFEw4xlAtDGdnkB2yjtZWREjCpNdBwooUhXEM3GGRRdjMtNFRMKdBTnEsxTbVW%20LkogQ5xHW1i33QTWSKCJTRLYZFRMW/AmgRPqPZSCQTzlAgZ9k+Vzk0gv6NhQHeQtoc8EFD2W2TWe%20WIeCDeKdYw1t+o1Y0nAsTqBadh/x5tx8xT3h0hIi3aAJohG9gAUKDCLoo4igljrqqq2+Guus/7Xe%20muuuDVKJDStyKmknlVZ6KSaZcDL7JJNQeqknk4QCSiicoKKJjbwryEqluXdqpR4JqOLBqqyuysMq%20wb2wA8kAiDBjAS+ACCMMVSwYRRJhYgDimBdGUESNP+76ow4n1HBGihGu6OCvITLoJoNOFMCjA8Yy%202AwKNDrIALA/5qGsgWXqQOyKOnq4YhMqPrEhBdhmUy223Bp5DTXog7MNtd10s4K4kYjrnrVZjrNt%20t1N2Kw258a1wZfrYhoFuOwKrm5+BBLsrD//wzsNfvSkArI898HnPAOVTwAFO435T2E96ANi/MURH%20QNPJzoDqlyAFMahBOHAQhR5UiwoBwAWZqP9BhkaooQ71wgHuGNEMRDQDE2VjHfBYQzgo8AgXbeIe%20KkPAlHqkox/56IdNGpKNLGAkJvGoRxZoUgBa0CQBCAEBVpLikNKUADOdCU0BkIEMmmQBLwbJTBjA%20gADgAIeGcGMgh7BTQXh1sxO4ylC5OtahaGWohl1KUidgRK02EI5KfesClMhUxRIVM49lQxzKGkQL%20qsUocawDWhYTBx84dbQSPGJUMNDVnMKxx0BRAB7bKAg2sgGxC2DCjxVrQSJ7BchAiQNo38JEApY1%20KkwMopG1OkHNeoUzjsmLUTWDWbza5SxMeuoQfdqEJuu1CW8ISxudJFUCDgYqTJ3gmb3ao6T/xAHN%20PGFLY5jyIynXgCp5nUAc/ZKXvPbFKVd+alTJhCUEMLEtPp4gZIywWMQuAKyBsONiFziEn575x1rN%20oVkMc1i9WNUzdtnrAjtIgdMuMjWuWdRrGdXoRjnaUY9ujQ0/CelPgtITu7HEH2lTm0tQ0tK4vXRt%20c6ubUKBClKzMYm6zMApPoGKavEnAcLlIHBsU0QNwiEAAAdCBF7gCBQSEQQgYeJwU3OIENCwDdApQ%20A13+MBfeBWMIngtMJ2q3u0684AxocMIX5kKX05EuMp1wRgOM4AS7CoMIMeBAHBqRghTE5jTVg54V%20WFBY2OSmNsHRXnAYqxvclO823RPOcYhj/5z0uaZ5yjHfEpYQQQZUp0AUTJB4viOeYeSPf/e5TwMD%20OEABCtCA8FGge6aBHtVGRz0PzK1nm6Eg+1mQQBhsUIMmNKFDSIhCJBjhck34gyCEiETrKICJ3LGO%20EHhjhiuiwD1adA8EJGBGOdJSC35EXiaBo0vlKAeTlqRe9SqJA01aEpPI4QEhWCmKV0JvmoZUDjKR%20AwPrRa8FZBCAA6QJDmJcQRkfwoc57GANo4SUvTZAsodu4BE9u+XDQMWqi2EYaDgDFjbyhI1enSAc%202hgI0MaRDYCi7JmjzIae2EixFgxKZIaigEB6hTB9qdgg6whHE5qlrUCpeE+L8tSIveEtD//zE1ji%20qBiIBZJkTyGtkZKiZZW9ccxGqXgb1EpUpQAlR0YNoptzWsMJ9rWNdYhjhicYRDa48Y1tsANQ2DxI%20r1gZrRQ/TZ0bmJiJO4UpQwFrG00WVR5BdYJ19MpfHQ5HxSjc6DQXJBsxY9SfC7INSHOBm9/A1jpI%20XK1yYVfJoloXqJCQgnBkBBvymHGenDVrW9ca18nC6Ed53Wtf/xrYwG4ESUWKFbkdJQ8tUSnZ4va2%20lx5bpnzrG1SKguyg4BRvR3lJVvLGhsIhLnG5yIXkRCACC+QACGbggSK6EAAhCEEVWPCCGiRxBd4N%20oS5+GV4D6NIBJ/zBL18ITAaesYVbdKL/DmgwQu3q8AVF5KIBm/FLXL6ghhF0IC5QGAKZcgCKFNig%20EbD5TW2WQwMafGIJwBl5+bA32dTgprG80Z5temM+9V12CSlYgitk877oUNBA18mObsmTQNT6z7b/%20888Ddeva2AKwEAO8j3vCs58FAnAM92G6gKTTWwuOoRBflw4GhTvc5KLgQYfIBArYXkITonBEKpSu%20O35QgBCQeGE0fBEHTlCOcPigRuXYxDm0hAofGdGJApjSEd0bpHP4F0cWeHwAcFRgAYxjh1kiEpSE%20BI4AKFEAGECTGD8PRnAk+E0Mdgg26nSnXlHgwycQwyNacGVrCsobEGuCo9bgKgpQDGGZ/8IuoHRQ%20gkH0acbJh3PBbBYpMsAwHGsQVvJn/ATqO+sH6WyBvB4RrGVt81CwTP4Tlh9OceaJYiXQhPCdpSLY%202wud2MIuBcSfDetbav0UeEfMsImNb5DS+joF+cZv+bbvoeSFA2iNHQaF1tBvDcThAf4v90AlHNbB%20/iwwHOqpWSjmRHSty5asYGYtHDbAD+Lo95wFUjBByRqKWfxkBPno+IbvUBJAWygB96iP/BZlE9yB%201oBsG/rlBqtvxqSsASGlBOpIznJAk5gGWG7t+p4w+UYQCXZgCquQCq/QCrPwApoFCmdtU0Yp2MJQ%20DMeQDMvQIBYgb0IiDY3NpHRCJnoipf/IZideKifoRih2ytrYIKbyQKd0am6SIg/T8A9zgSt6wN1k%20wA7sIAYkQQIUwQtyAAHgLQbMIA2kQBmc4C8y4A/+gDAaTg3UAA2GIHSWQQFc5xduQRY6AOEywAgO%20ABaMoAHEbQi2gA4yQAFuxxlYwQk6YACMQBJ0AR3IQQfSgHn+yjQGSzYagQXSQBBoQDmIAxmHQ7G4%20Z3wY6zgYC+Zow7Gg0bK2pzT6ajnG5xTg57OsA7SEroL6p7TC47SOTjzOo3/Yo+kAaD7aw4DssR7R%20g4F0i+i2TuwsqDsUZEEM5AZU4AZuYEJIgO1Q4BBIQCFJQITcbgJAhERG5Ad48O4qRWX/3EVnTqBF%20yOG7tAQkyaFHBAxLIlEIiITy1kuIiGRH4ku9tCgHYgAcBMC+7ouK9gsDvCQY0SEA0CH00EuMwOHA%203iT1HoJO7CTTGKWGroxVvAEeWmXSSgAUkuAKaQAUdmAHuqAZtXIHkoAUvhIULqBg6OUEKMEr0zIt%20A2Vj+k+U1kAT1FIu40ArBSENkGBf4mEb1iCiNEFedMAP1DIRdiAOUiEJkODQBgEttTIJVoEG5HIH%20SOEuG+2ZxCGiIJMxHVMrQYEUSoAgvAEGvDIJ0uAK03IKd8DkdmDRDOU0vfI0u2AwtRIv/2EpbSU0%20qZARPAUGUqU1kQCbCsVWNkAtacAU/6zSKtPyMEWGUS6gNReBNCMqDUDhNK2yBLrJGy7gE6yyNb3S%20LkmhNTegYJ7gByjhODFTNhkzCUDhE1YhK6dwNCvgLs1TPpOAJObQPuHmPl2iAsoTM0vAG8wQQANU%20QAcUa0DBBg4HK6oNKOSmbHCCJ95mbc6GJ56NpKRNJYjCpuwwQYFiQw0HKyRA3KiBKxrABKIKChbA%20DExAEnKBBxbgCsYIAWJACqTACTZHGDLgCnThD3QhA4agMvBiLjYxE/8C44zACBxh4WThBf5grjJg%20AF6gDupAAZiUE1+gCF7gC3oAHWLAC0ajET6hESYLGa0gBWhAEOzyNVpjNbRnsYSjsf+usQJyozUk%20Szgey3wsS32WQzmc5ziGwQq0Tjqmw0CqAzt6q3/c0R0ZKLcWtT3qEbbWI+roo4AktYGazh8tqLem%20AOwANVAD9TpCyyDPbhAGAQUUslRxAEMy5O0coCKzge7cAR5CAFvyjiM5QAw8ModCMgGmBEgETPGE%20QASmZEfUq0tUMr6YJACChANi4AgsACTLLb+k6EpCz0u8qByuaIxCz8CshBNWQAAegvV2wF1W5Qgi%20Bp1URBzUIRsuoAJcCiXm8F1PIjVKYhWcKZ0wYRXwEz93wgqSAFOmEJ2c5QRcIV7zE25eggawSWBZ%20oBVSIBFAZQdYICTuUwlSQFI2IVv/aOBd49A+WaphkQBjCyIBPoHZKDaleKICLsBPSkljJ7RtDpZs%20/KECfHM39egCksAKmM0NW+IkWmED/MSQLkAQcrYlUgAxuWAHCBZtKoASMOlTKIEG7DOl5vVgG3YH%204MXQaEBnW8EKbMAV4LAe4iAK1OEfvAEJWKJteGJC0dYlUuA4kyAFDFZq0SalTlYkKgClOFZf5fZg%2069Zv/xZwAVduZRYJxIFADxdxE1dxF6ILFoAHNtTbriJBK5Rs8mBvbOIlZoEo3lBu4ibaVsLa9rDa%20EhQrBPEqGnEB0sAMzGDeJAEIhCAAzCAXFuALvECoFAEK0AEB0AELpIAKlAEL1EpK/32UFYZgCILB%20GRTBGUZgSi0uA/CAeR3hDDrgBYyAFY0ASv1CM0bgC6KUexGjRrXgCq7AAnRgAUAuBVggBUauNsoU%20FJrxr7RRfherTWXuNrhnGmPOsnDONdBnGIoDfgRkfg6kgh5oCtoRUcujPxaVO+ixHtUj6iK1tVhL%20HhmV6SDI6wAy6wKVgjoYO27gEFDgEUSYVB3ShDFkAlT1hCryVQsARWYsuyggRjyyRWLEB0LySjZB%20icoBHa41EsdBCMiB8nyEWG2kHMzrRoJkSBpHSBBABN4NAYA486zETPyrwMDBAsBIW2tyBbwVTlav%209Sasn2Zo1WjvEKbFbPM2cNdYZv/LM2rZuG73EwlMoQIeUyvTQI3hOKXqwY53ABLa1R9SQCtT4CTW%20OAUw4QGz4QQ0Vo/9dhX8M09OgAUa2W9boY/pk5Lr1pKT4BMgARRogAUAmZLt2DC/UpRRQpBTwQr+%20VglYIAkO01MwOZP3c2Ri+ZThuBWQwFEoZgfyOJN/GZiDWZiH+WQLd3GPGZmTOQy94HGFAkR5wAao%20Qai8TabIJiouV22HYg7bENpK6iYAJ9o+dKiKYqisghrawg6uYAhqtwdeAAMG4At4YNwe7i66gByi%20qhSkwAzG9wWcQBcUAAik1Aky4HScwTIy4Aua9AxiR0pZ0XUyAA2KYAB2RwH+WQr/urcOwsp6r2AA%20YuAFZIAKkoAGQu4TrIfkyNRMm5FPFUvlGguyHgsb43Q3xEdNxfE4yqc1+lc5YqM4huG0IEiCCDgd%2076cdjS5RV0s9lg63WstRCSDq6gO2nro+LriCvw6CIGiDNdVTBbWDQ5UEBqFUwJohHVLtVHVDnosi%20LfIi8QEe/MRmVoQD3AVHYqRG3EVLZmRIzgEdHq8md2hKiARHzotIvGgTYjK+nkgAjjiLwSES7SsC%20DOCJp/VLsFiJPk8GLKAmrcRbNZsTwLVOpG/NsEnUFCqXMkUczpaY9TWT6yFu7daXMxle63Z9XjuO%20ISEOkAAJZBm2H9M9b5mSYzuY/0tC2YSZpSrAFXyba0kicEWCBpAgDeohmOtYEzRBtxu5FVhgK5Fg%20EVKAmLvbu7+7u1tBKXdNmcvbvM/7I4QKcRAHRb3gfIXq24QiJdiA50bibLbtvl92KUpqbkxqbWwK%20cnOBGgb8dKEZviVgAaCACJwAC4BACvriBSwACL5AqO5CEbpCCtBBBMgBpNVAB2IADeoACggDMTKg%20DhpAERShAVyHFf5gGV5AFowAM/qiE0aAdIygCKBBCzJA43Cxe1tRfBUgwmUgB6hAB5DgE6jCpFcD%20fRqBBl6ZBZBRTa/nfKY8soBjpuVUTsXUpm2uNRqB52QDOVrDPSKoGcpRguyHHf8TuDzgMUBogKqf%207lEh2KkNSKrVA85Zix8Z+B/BLoKCDkHGwCABIBIWslRM5RAaUiHNmkOCAETSmu5+wBuyYB2yD5Fg%20r4Y3wWEQwAfCoRxWhPBE0ojVS1r760fKob8C27ADAAHaISVv5LLBwb48IAwgGwF2Eot6+CcpLwZk%20AAPejROEoIvf5IsbIinv5A7yZJSUBZFocBAE5bRpG7ynndoDV22FeV+rXdu3HXClwrcpuQJWYRW+%20HY5LltvPHd1/WQlWYQcuQPrQG97jXd4rAituVxKooAfcmwecmd9LogIa4TTwlptZ6m2mzZn3Jtnk%208G4Qx9vYoMJFNA3O1yq4wgv/FMEqcNcJTAAI1koNqmoIYlGo1MAMJEEStHTDUeEKJIEIMAAIcgdK%20g0EXopTCc0ENtDcximALHOELGoAVEA7FixcNbqEDXCcUv2ABGgAKXmCi1/kKLlsGroADTIAG/OoY%20SS41WIAG0oAAjFEbZaOlv7E0uqcmvqcVcKMVhuPsCat5TjocmQN9xPEUfBqBPAsdEUSBD5jNwyM9%20/DHP8dE+BOipn7qw6BzOx4AGIHUeA+RSv06rOViopwOEIkEhjaYhmyASLl8hB+EDNqTRewG6qOsH%206g5baFAcEIACWoADUD/1Y8RdaqSwQx1KkjhIFO9K/KuJhOjxWHK9WiAAquS+/9ALSXLgHN6t3HBy%20S3wyi9EEiy2v+Ddbijx7jf4BjQ6iyqYvkdI43bNf+7ef+7sf272/2s/er1whBcjf/Muf6gsZ/Fti%20feKX/QuXvOdd/uffvCscRB1RCiRBDR5OpgAiF7VcEtgoyVOvQp5WrZQ4dNjQoT9/CPMczIOxgo1P%20PPKwqdewlcdZbHjYyMWDmkoJ1CT1WCBBgg1JOewoyqXoC5ArQ4ZIMVMHypcRDRQ5cyYJypWlAsKQ%20C1CqyxULWNAcOKZrxJAMuljlOqpgyLI6v16c6TTCV4cBeNQ4U/MlQwc6RTo4gfJHzYg6Q+rw1aVA%20BoZzMmRQspHChisrFRhbef/smAUNGiweN67QGLLlWYwrpGCRonOFU61OjW41ehZm0p4/sai8RDPk%20JY0WQz6FexhuK1M+jfnNYIyKZioYGA8+hsCU5cybO38+pdlyAgR+0/idnDoBFtS5e99OoJB27lO4%2006g+mYH29dqzV6+OPX7yMcaLqyh+XMUNF5EORSIRSYABbuDCISgMMkGCCgbhQC8FPOjODz+44042%2062QTTgvhJJDhJhx8KEYLFJSTQBsJnLPJOeWco2IAHMgQQDkCICDAOTGWAw454KADTjk3tmABKueQ%20I4AA4BxZjgw5BDCjCDQeiQECCGBQjgXoYIABOBYEAI4QIogghAAYCABHmf//nIlmmtrMscMaab4J%205z/eINHKRHbeiWeeeu7JZ59+/glooIIOSmihhh6KaKKKKuqKJoxsgAmkkmKCyRyQUpLCooSiRsMF%20G1i6QwoV+JNCC9jEiWqqqq7KaquuvgprrLLOSmuttt6Ka66tEiSBQAuoIYkZCyiiiBoL5JIHTgtQ%20U5BFEtn50EN1+tMKGwopIdJBPKThhQ15NFZnPR95ZEMaiqSxALoCQVFKDxLkIYEZ4GChSK9evABE%20UF/8ocAXDez7lhl/QPECvhg8IAAqWPRABRFo0LHCC1BkcEwHdRzlVido1MHKCJ1koMAIZ1wCSydv%20sdJxBgPAIscVI3wBhRNA/+jSQANBQRGDCGEEwAUopiBmhQSWadZYCp8QEJplp8iGmdJWNPJaaKmp%20JloFpWHWihUpTBZaI7HJBrYVS58yyynDWDHMFNUFdxwD+KnwG3RyQ6dc3dn9Rt1544G3XXnsdcfC%20FOIRcN4Yeg/+93vYVddMfPDl17bbKgDAH3+RELgBgQWS8MgHH0zweYJBOPhgLxG64002WazzTgKD%20UAB7OBS0wMEJR4jBAQUImHhOOCquqOKLHJRDDo3klOPjOeggz3yMFnAQIzgC6EgkOS/KSOP0R84Y%20ZpbgjIlOAAGM+eUKYmIAR5aonopNCW3+sw025qSeDTbfoIlN/nLSqWn//v//D8AACnCABCygnUxB%20AW0oUIF3yN8CtXGHcNDAgHiqQBI2cIJsKBAeCSgBplJwAnXoaoQkLKEJT4jCFKpwhaxCFkvOJQkp%20SKFeXsACENSAETWYgRoYOYgSJvJDIGILWxFBTUEaghEJmCINabBBPY5IEYV4hAdeWMACzGCGBvwK%20Cse4giIwoggTQGEg1PjDC2JQhz804A/7+gMbv6CGOP7hCkAQhgVUgQCo9EAXVBDGMQ6Ahit04AB0%20yMBRUDYER3CsAQrohAJ8YQRYbGEER2kAK/5lBEJyZWIv6MAQ2NgDvrxACAaQQQ9A4QWOdMYxsllC%20CpLGmVUSLTOmgRplGoH/NdMwxjRkW41qJFOIyjzGFWdrpWzGJja0LYEAacBO2/CDHOXMbZrTUdt7%20CjEf96yHO+B5DXgG501uIi5xiUtO47IZn8jVRz8A8IML3ukCLrjgAn6gZyRKcKAafECfNZhAEEb3%20IAhJyBtZwEY21iA7EVEgHOHw0AnEcAQOhGMNCEhAAsiRoRX16EVHCEDxpncj5EHPR8x7HgdyNL0i%20ialH0pveOY5EJBqNaaboCN/4BCAEIZgPS3AARxVUpQ33JWAb6agCJXawAz8MYh3fuJ+cwpGNOU2L%20glStqlWvitWsKqoQCUDTNrYBAgNkw0Kn+scaJljVVoCCAvVLkzqw4Y0N/6ThBNtgoV3vite86nWv%20fP3Hu5TVABlKQhFs+AMGLCCJXORCDa/goUecFURqSQshIbHWtTCyrTSYggeYqQdE6mERNsjEBooI%20rCS02AAgAMELLoxjrxoAha2MQA3/+gMrvsCKrfzBGUb5ggyvwCMOtOsVZpDEEJQBBCe84BgDQMNs%20R6CAOjRSASjLgCPk0oEz5MWSRPnDENaSgS/U4QpOQAMQMuAyBZBXMFeQRBe6YAoJYGa+rHxMI27z%20mFhmxjGXmQVnjAaa1DStAv7tpdj++4lPfO1rYsPN2O77GLKRTWxnGwZ3gJMf4hSHPtJMGzXpZk3q%20aJM64hlnN0ncnRMHc/873CSn4gjQDMXJh22Ruw8A2kk5etLTD4TosTs5l099iq4XDniQAyj0A3Fk%20IwTa8EYCYEeB3smudrc7gUQtigAPICAcHGjBkM7BUSGR43gk9REHTPqjM5+jSERK6ZRmBFIcwbmm%20xcPAU8THJZzudExwCMBPU9U+GpRABGVQQ0IawwAUFOB+3FgDIwaxBv5pddKUrrSlL70oGoTjfmA1%20AC5SkYQkKDUE/0gAWqlqBRjII1UJWMQJytrXWMt61rSuNQsJQg1neAFYuyasGmKAhWAswBm/Gki9%20pAVEf0BEJAxhCBvG5ZA8pCBdNihIBTx7EJHAKyZsoIYXpBAMNdykDkD/MMMXe6XYBSgACESpWcf+%20MALoGqEDROEtsRTRBRmgQ7hUyOK3r2CE5G7lBU6ItyNZUYdujGAZRjjDLc6wDOpCN963NYITLC4F%208cY2BnR4AWCc0AMpgNwLcbADKDg736bZ9zZl48xo9stfsbVCNZ9JWmp2yZCyRThrrwTNbG7jYM2M%20reUNtsIyr/Ob4UDzOMmZgoc/3BzpSHM981lPif/Gze+AM8WBCw97Qtwexsln7MK5wY1d4Id29vgG%20cWD7Dm5AiAtsDgUkQEEN+unPIkMoQmt4hwYPKjuGasB3LbjdEU7QAhJZtA3j8ACXh9ejFhSGA78r%20x5mBZPkzDy9GLkIF/ziMRyTpjUMICMipjmBapDOjQ0zL29L4xlSk9KFPfXDaxje2wYcSrMIEoegB%20D5JwiEosYAk3mAA24mHWEiSgHUiwGqafD/3oSz+rpggH/LjBiSGYYoinWEQNQnDWqtYjDuKANZwS%20kIRX23r97G+/+99/pmSpodfLoka9cuGFYAhMDbm2fxOzDRFCBBHSAloLEW08YAocUQEfsWygJVo8%20oAj2R1tmQFuKEFswoVg4cRRf4ARwdFuWZEkIdwZGoAAN4AwZmAtmcEfgkANQEEOv8Ae64AQVgxcZ%20UHAjYARDwArLMAQj0A1OUBYZ0DEKEHFhoQAKcAwZ4F1O4F0wgwYvgP8GW3EFbiEJVdQwV4AEjXBo%209KUZ/pVMBgZzL1dgS6M1kPFyZDNzpwBhBLY0KWAbRgd0EkaGEdZyZ1M2w2Bh6aROxhE3crMEU/CH%20c1M3YKcdemN1Xrc33+F14qGIXzdOMTYGkCgf8EEfbmN2OIADLtBON3ADOyAIn3gfcCd37xQJOIAC%20KPA5QfADDmI6EZJkGtRka8AhCRAFFUUBJ5ADh1cOLXAPWDYO4rBltONlx4MKXWYBQPIhx1iMz+Mi%20FtA8LfB5RlIkawYmHgAmT4JS5FAY6EAOdiY+4fM9RTJT6WMmtVdX7fMJF8AJ55ADHzADcNAFrqAC%20E9BU3GAO48AH2hD/DiWQBKMyff8IkAEpkIKiaV+VDi+gCFZwAxugAzRgBQDgAGsACVWVAiVwB6qS%20AKCgfvDHkR3pkR+pKziBRcfSK8mSRAsAbuImborgBaaAEXXyQyExgBKBLZB1EBLQCDzQLD9UkwUo%20E8MSgcXyB2jgBDTTWr8CRw0wAmqEW+7WMR8Tbw2gBshCEF4ADg+ADjrQBd+mC1AgBVx0DHWwRksp%20Mh3QCUPQCXhQBEbwMRmABzYIXRmQAfHmBEPASFGIF7oAGGggDHzxBb2WBnYgBjLABSmwhSpnhhOm%20cwM2NKnRS7pkhmw4C6UBNcIUS2GjNKWxG7qxS/7FGRJmdCJWiTXG/4fS1ByBSE2DWDd/Ix6GWIiI%20qBzewYiL6DeFYE22WU6UiDfZtE6Ug4kuwIkq8IljkAafCApmB3d+4E4GImSqWAANwnc/oEEGJQ4W%20lQAIEAUIdQ62E1Eo0gLksAbicI8nQgEfAjw2AiS08zzOeIwmxYyWFySfNyVSQiROUnoeQHpGkiMY%20oHpicj7f8z1Ycj6zBweo8lXoeAHegA0PUFQ9YApjgAOL9lXqoA3c8A3Y8AQwYAUDeSdK4Bmv5HyC%204qFuGBpTFSgfuhgmCigV4AqvZAUq+iee0aIvWih50KIlSij1oDVuCKN+wnM4eqI7SqNZVQjh8FUG%20YAKmwAAfgA2cAP8FFcAAE2BqVFUBSLAG5nd+pLCRIMmlXeqlX0oNCxAMVfQuJmmSaqAL5qYIwcBb%20VbQQRSREERFE0fIQGAEvC5gHQMQQIDFFKkFGekEHx/AFA4ETJggX/mKCKBOClhRxI4AyecFbiqUG%206GAOWAAKipAuUAAEQgEFaJAB4WZJCoAGHYAGRmAEvyALt1AHvnAGHSALhhCXIJMX0aULRhADuuBG%20euEEYqkLaGAHRWEGU3ECo2CYKVdfMDcMXjhg82UamcGG+yWGtSQZPrdfujSHDlY2uxFhoGkF2Wo2%20wyCaldgMDDCuTNd0afN0f4iazTF1qkmI2jE453EdhMNiLKZ13yH/Tl8nY7qJN1OAYZNDOS6QiYSw%20CIKQBAzwiW+nAougAjugH2bnAiQgZP60ikj2A+G5DvnDDhyyBrKIAINXnlZGAeQAZptAAeKgQAhA%20Ox8yjNMDn8xDUsmIjFWinmsWJUKAn1KSJVEiJUZCJIPBIwIqjt7DU1gSCliCAQYaPyXwCRuQDfBj%20AIBgAxUwBop2e9uQDQkAD2eSDRuwoYKSNVawGP44KKihNa5QAZG1ojsgKUjwtSfKtpDiCW8LKGqV%20OZiABK5QtqCQORuAKXt7t0iQKYRCA317ATSgtn+SBjAQKYebuH7SKZACAzTQo3nSChfUt4OLVZp2%20ewZwDpGgaNsg/wIK0AjzKJFUVZFYen4aqbpf6rqvC7uxdi4UeBOKZaZ5YAZ4cRThViymYBAyKZND%20NKd0ehE3mbbKNpN22m335gzBsKtTuQBrJAnE1pRGMXGs4BYe46gdM1s1MyxmwI1QUG1hClzl1gBb%20IV0KIJcZcKpGcF1ngAa+MAIZUBcZwDEK8AJGMJXiNQJOUJfBsEbB4Bdr1AHHAAVm0AN2AAREQAWc%20VTX11a35lUyNsTSX0a3OmoZP0xm8pDWTUQg2t8HJ9IW44a0TLGEVkKyguUyPs4d8KB14uByB+IdP%20F3XVNHVg55rrMa+JeGLeITiE+K7mRIkhVh8Qe2OEcAOLwACFUP8ISbADhCBPhCAIDGuJfmCKCDIB%20P8Ag7uAAEvIDUeAN6/AA2iAOsqMBsshQ5zA7LaAhg8cBR1AC4cAH2yAOtWNllEcOGmAjI2UjyBMA%20qAAkgOyMmndSbSYCEXCNNrI9oBd6O9KNbVYkRxKg/+lTShtUSfAIZfUA4GACksACxUdq2PADJTAI%20Ctq1dPsnKYAEkrIDZBsoVsC2kdJ8g1KRf3cCpwYoFekNCrQJuByjTqsN69ACnzAoFQDM2kABvuwn%20xrzL65DMhYIEKKsNCbADlasnrYAE7KBA4lDNIroD0iwOkrbMCapA3pAGWlWQ8XMHGrQNBlAGw+cC%20EanMAsQCW4r/KgkgCHQVu/vMz/28QsQyLDbgWMhyproQbm8RR91iEUW0bAzBk8TrQ9HGBrOQp8Jb%20p2BULOKWF4u1LzVTFM6wRiboDB6DFkexDL6AvcvgSG60W17QAzmwWuP7ClhAB0AglV9pg6OKBiGT%20lhngC+rbCXphliOAB0fYAR3wBc6QcRxIbjSjC35hv39AMU6wFFLQR5owtVXDmGZ4YMmkGhU8YZkJ%20c0ujGhUgGTTwCWsoNqOxrdgadF+4mN3qYBX2h2sjrpHThx6WNuoqN9IUY6rJmq95HTnsdfnKiIIj%20TbYpHtYEidOwmzDmr/QRijcWnILAAJDQTItACP9RAn5QHILw/7AuYHcKksWr6MX5oGRj9QRPFju+%20E2VQNiQJoAEtUAJccARPsA3j8MZWlngsoiKJBw730CM0iwrMA8jFCHkzYo0RYAAiIABVktzZQz2S%203I3cIwDocADhSCZ9VgV/9iZf9Q/tswMawA0KhA1hdQTngQNZcHvisAEX8Ahj5bWDkgYJpA3ZwAio%20/Ccs0ASweAKam8sb2cu0vJFTKigVUAJlZeCvzAhlFX4HvgEKPpGEognrcCbh/Lh8gs0W/g/ZgARl%20uwNP2+Hi3CdWsAHacCbakATovGnwcybtjAVeYAUq8AHgN+EGZAP2HCcJQApi0Lr+DORBLuSs4qcR%20OBAYQZV5QP8NahAMbNqmaiABNcnQRCSncgqA0fKSwpstdqrkYRpHs6UIwoAGUnAsuRZHtIUycLEM%20brEMy5DmndAJbq5GxdIDV9AF47sAdCQMkiBH8MYXcokyHlPUnXAWI13UcVEETuALfSGXXyDAuoBe%208KYMdmExWqEUTqADumAHOvAJzrrBFhzB+pVyKQeG3LpKRPcJH7xL81U2q7HWDjY2yNSsQ6cbDlbX%20GLaHee1hMwyIzmGaq6k2wf43OTyvhiiv4XEeV4ebgyPs6wGJMIY31FHE93EfDJAEhjMGgvDELlAC%20ACLFoA2xdRc6ouPFEoI663Df1dkhFDB4sjM7C6UBHEIBR7D/AUSgAeawBh/CsiPSZV0Gs8izCc44%20JMNdDoC8IqX3JcwdAUaSJM74eaRHPSvFjTjlJOITjiuQPj4VAGfiVGmCeyWQChrACe9d49sQAGmw%20BBEa3u69AWx1yoOSBF31D+pQAvrtJ6bwCNzwD99AAQCeyiVgy8QsKCkwB94gD9pABvPMJ8asQfAw%20zMW8AbuMzEq/J8x8389MKNFsDutAzdacJ0oQzdvczYGiBN8s9l5vJxVwAeMQzObM4l4FAu3gBIpQ%20ATtQ49+w4AUEQj+OJhmp40MO+IEP+DGRC5/ALFxO0Ere5OIWpl80gFVu5dGibNlCvAYYEuKC+L1C%20DUDhFkpB/+a94gwUKEeX5EZvIb+sYNLL8AUhY6hScAU9wCwoSQTCAEe/4kbiVQd7wV2NZF1DrfrQ%201QGwUARyWQflRft/EAzi1ZdO0AHKcAyBNATKLwx2IAxE0On81awWTMGNEUuzfhnRaqyWkRo/2ghk%200+on3GAOdoZfuNavLuu6MR2j2Tbl2nROtxx73evPQR0hNh0AsYQAARYEDQ4kQIPAGIUIaTBk+FBh%20IYOFplgkQBHhxjEEmg3sOGYMAwYqTJJkMLAQDUGLCLngEimSHxWCBN3w4wIHihoffE4I8kPo0Hzr%20tGnzhiBBgk0tKIQLd45CixblzmlIUI7CCSIbTiQgJ7UFh/+pHMwGKFeOQ9oAY9OSE0AurNVy4AQg%20EBGhnYgwIgTEtcAhADkEQhBgIIcYHLoAdvkKCdAYw18BGKqAq/JP8+Z/2zTzKZFKQCgvFW6saTeH%20B4FMWf5x81Ai3Lp/2S5Y8Zdb927e/tIMymbOGybcvY3rTlEi2/ITro4fr5AGyfQkFZ4brwBpOhJQ%201q/zbkVje/fv4MVP3+G9fO7wO6aDKr5eN4vtO1IokZ+bhXskO1jgzy8F/nYwRb720HMuPwW/KySc%20bzoDQYAhbHCFkAlC0CwBGhbkUL8TsOEsxAwXaUIdEU9EMUUVV2SxRRdfhDFGGWeksUYbb8QxxxPz%20yEOCT6j/4TEXHofMI5c01FBDkVwkkCAPJZ7MoxUlpGyFSvyefNIfJaLE0kksrWyFjQqY5LHJIs0Y%20JckGzDBDjSUVUWMBZ+RUo4E6/2AlTz0byDODOr5oUwogdFiAGjOuUAYKKexs4I8vFDAigy98GWEE%20VkboxIgzOnDEF1/yxKODImTZQos6FAACDSmcQVKXDpTRpY5IXzjgmDp6+AIKYa4AwpQKrPg1WCtO%20AdYKK2YhNtgKlj0F2V+NRXaWZSs4Zdlim23W2GGjjZZaZqmt9pRwhx32W3HJHUbcU5aYYiGRGBgJ%20pZFEmqLeYaZgdxh22a2332ba9Wigfjc6aKOGEnIooTFW/1JpoIIKIgBggj/6aKCP3kWJJJEGeoiB%20HW4gxA8/CLlhh0VUeMkFFw7hqYaegPohKKGicMcobzwQZ5wEKOAZqnLG2uQpcsIZi4IcSsjBqXOg%20asoss84552eonV6LMATkAsdqBDzQKy8DRECgMnAG+yvrv8gBpxwLzBbiawzACWWyFQSAo4oDwNHs%20wRC/AW0HDTgxwQYrSEnFFFdU+CCEbbZJRxxtNMtmg/jWswKU7SBpZcEKkuAviVkWnJJKDkOvkkMq%20Swc9dAAVJD3z0UkfvUrUQZedddld7zB33RqEkJMheJjFjwm8yWYdbNbYUPcAS3hcxQRA+VBH6aen%20vnrrr//HPnvtWRwSSCKDzCWXBdSgpvxZeNzySSm/3HJ9LbGEH0ov15+ynjGt+P5MKdq0gRpFFrCB%20BHLRP0UoKRdqcIYz8IQnflxjBKzCVAYysCgpCAMKkmiALpTxAifUIRgNaNQfdJGBIfiChHhQACs6%20kQFHyMIRneiEpTLghAx0YAWyuIICXtCBP7BKhEbogBN0MQIoKAMWsJBBHcwQDCkMwQk2SJaxlPWr%20ak3rWsdylrEacaxWIOtY1QLWtLzFrWZFC1vlEhe4xkWucHmLWOg6hb7a9a54NSNj9LpXHvnVLz5K%20TGD1QohGHFYwghFMI4X4BEEe1i6ITWwjFVuIxugIEQb/2EQQH/tYHEpmkpDhIBI4wAHLajCICUwg%20ZhOIglDW4I47ZKMNCRiHzpYWFakEDWq3NMtYTsCBFgTNKhSg2jkIEzVyZOUER+AlOTyAAARERQDj%20EIEHxuEBrxlAFWE7DFziUpe7xCUAHLDLX0QghMrIrWwHCEBmTuQZbJRgBwnYBifsYApgsYAQifvG%20NrCxOM/URnKj84eUcidQ5RXUoAdFaEIVulCGLogG4eiMASqhiCkJgmQ3iMQPkNfQ3lSAFBQwUYoS%20QAoxgGh7J0VpSlW6Upa2NH/fk8D/vLCA78XvSuyjn01vmj4sscd+VjATkajhBUmYIQ3UYAOTlsSG%20JS2J/0nUyIUiGnWpX5zBFxCsAxo6kMNgmAEKuoDCFdBwjA4MQQEj+EMDHqUABcxwU59aRifmcQtH%20YAqFElRAHToQRCigwQl2+sMI6jBCOmRADX8YAh3CAIscplUXwrDBsyQrRTEWaxbbapa1GuGKYbWi%20imWkYhiZxS0zZpFY4cLWadFIrWGdywpLaG0cISaSeGUMXh0Zhr7uVa998TFiEYNkuwTSMEJyTGHG%20NQgLHqZcFkyBuYXsSMAg2Qza3nZeIxGESWqS3UUsAmSEIFnKcKCynQwCEaVEJXpplg1tZGMp44gA%20OZ4ClXAMbWkUWJp8ezkWDmziZ01pGi+vcrVwKCUcMv8Qwy4LzEy5wFIEsfQANSPwNSEYpjICEALa%20sqYUAaDFLnLp5mT+sgI4YKYK6hSRZ7ThzjX8AwQekAEjNlCCIITgG/vcRj7/gQ1tiOM2HAVykIU8%20ZCIX2cjleeji5BlZK7iCs0tYxAQSAIkiV2AD2XCeIKLXUi532ctfBrNL0UckAVJjAV7wwlGJpNP4%20tcJLNhUo/JzEJfa0Ilj5G+ACFvCJoA6JTEVqUlThxIovjMAXy9BTHQawBTo44Q9/uEIdirjXDtRB%20ViP4whD8pAA0nOEAZ7DUpTJwhk6wwhdGmAcQS93WOvxBAWZwxhcCqwsRvoAOUKgTGi4hhMFCgdBS%204AH/GIVlxSkmK4va0lYFunXGabWRjMjCVrNjKy7PjmuNqn2tFdI1jNe2qxC1tS29ppBHOe62j1MY%20A7oXArCLXIS4jQQJwhaCMOYqdxosuHdBplHceSPkYrQFeLyyC4AbbNcmOyDEBSLhgpHlhOG12Al6%20S/mDCUDAlDNYBz7EAZU26MwqUClmAsJBgU0sLQHnqMrIpxLg/palHCHHigDCwYFdciAcSwGLXLbW%20jmVGOAIRAFuFK1MYBJjtL8wER9beNpm3wcGcBzixBdbZmXbuYA2L4wYIjoKNfO7zH/FQB4i0cQJK%200KAeR0Z72tW+drajPcnbaActNjD3uXNhAyjwhoaK/9yKJFDApCd6XonCPHjCF97wh0dRTXmUVAmc%202QuKMBObdZpTm+bmSzyqx5TwY+dlzUJ+eZiFBHhAjT+zwc8CZGoumOoMOH1hGUgagQKW8YUaDmAA%20RtifpZfhBDT0vhOyqkOlhjAEY6DhBbJwAivUcKlOnGEevuiGEbrRgS104Kxf+EIDFhXrwLKiURk4%20ABAaoAhhbOEAQySh8nkwbPYT24pebMQSUiDFbblRWsqu1ixK28Voe2u1qAVA/+OsU3AFAlwCV1iC%20c9EXhMCYO+qIfsktOeotQAKkeEOI5iqIQ8oI41KIjlAIhViufGMuESyYkPCI6AI4kKgtkwCZGxAE%20Bv9gCYS7gENogpm4AZxQGRcggZdRrwn4AAj4gRC4g7x7CmYSuVkqpqEBppQrh02AiqjZBLNIsLWI%20CvwqsARQiqEZi15aGmFKAA2ACgSYpgijpmiqMKETArCJC7DAsHEQgKxJuqR7QxGjm7E5MRRRsUN4%20p37iDH7ajGxYA6RAAvVou0I0xENExETcDd7RJx57AD44iq37ho2qsgvAMhShgCTYMsTjxE70xE+s%20Hv2rADY4ny0xEx5IAy+wgSHJEslTnzfTKS15H8yrANHhvArgEpgKvcWTgKTqkR5pqqgaPzWIPVYI%20LBOqAyfykyEQhi8IBkurgwwwAjTIgHkYAhR6FE3/MwIgygA+yZNl2JQzOINIOQNYkIUXyIBHK7Q/%20OKy0YoVg+II6eIEY0AU1gIJjcLQRkKARaIBGsJZ/BJYqKpf3A6MUSIEtIhdq0T8zUkhsWchoqyJh%20aSN1gbY0SqMmazIEPEDYEpd0eS2QuC152RgIjEB8MUnfmrfoogjn0sAMNBh5OxjlUqSZlMl7g66U%20DAkUjBftKjgVYIA0YIAkcAkXiIQSQIFIuIFEwImcOIRRmgBSsrg1qLgJqJls2LhewkKwiIqtPIco%20dBqSo4BiIhqnOSYOyC/60oAs9BmnKIcqPMsC8wCei0sRaIcKw4sztLC42DA31DA5BAc6nJs4PIB1%20/1IHfSqBNDgBo9CGv/uHB+EGHlsD2RAHJMAdRbTMy8TMzDwoU3AQPkQRvdu7NGgCdmgezcAGQCy7%20TQTF1WTN1nRNzhAjXFw8J5EANVAz9LE8+KE89XHFLnGzWWCDzDud83GzMjG9xTM9MWE8JpEAG4iT%20BfifBnAGQlsrS4FGtMq0Y1CAP5CgYOgENLiFX8gANNA0QEhGGpLGDPhGYjyDW+CUbnAEIBKVIvgT%20KAAsdlSDeKwDKfiCFzACYRgCXEOsUzmVYPvHKRItgMwWK2iEgyyXgHQWhywjCV22YnmW03KjZuE/%201MJIJ1uFJQBRV0gXddEXigi425o3e8mtCdyjiP+ZI0Nyrg18mA08GHnLCIooiE+giETStxzlCJx0%20F9qKpJLQLp8UBJHILkKIiUg4hEO4gBvwLpHBgRoopUEYhA8opQSQslXCB3cQOWAKyyQMB6sIGq+k%20GpuTrzPdJaFJwpDbyiesr5HzQpETw3ZoB70AunGosHH6C3KSi7AAB7x4w7pAjAv7C074CziQgxJT%20kRVLgibYmXDwBpPCBm7YMW/YihJIgMmsTM301E8FVVDlHRahxCKrB/EoAXFYDm8YBB3YAVdIgUd4%20zVml1VotPDGKkjwgRR6hhjRIAx4YEtfxzSrpzTarkjlrhXrIg3oonSnJVSkBzuPskSZhg+NkvFz/%20MAM78IIvkAIEUiA8GQI0GIHDwrQ/kAJ5PIAhGKEMGIFlyABZMIJfMIRM6YAZ8k9IyQAF6AQFcIZl%206IYz6JRoFM8aooMArQMkkbUE0sdudAZheIFjeIERoAbEshQ8mBBpCaOMrSyB7DxiSQHY0thZ8KzR%20ckj9OwXPchZio79zwVBqm0hicbKNdLJpSxd2CVKR3BgXjcDd2qMK/K2FoIigzYgZlUmh1UAcLYSk%20lTceLaR425iNgReQLFKfhAjOSTgXuAAXmDs/8K4bUBkUIKUPGIRRSgCpLFt3yAZ3WAMIIDmzuDml%20kIqy6K/9OoE1VYu6rblcKoelUIqYG9M4ra+c/7u5cWCmKBiHdjCAbDCAvRCBxh0ntJELETuHABBD%20ASiHxggnylgBIeCEuYEDRUUREKm6cFiDJqCAS/SGNfCGb+AGb3gETe0xygzV2aXd2jVEGkiAFinV%20IlOCChAQSrgAJEgDK8icFDgBz7TV5FXe5bWezsNFZ00qHlgAowqq3bydYu0SZqUSHnEz2XHW4iyT%200+vFaj29BYACLJACJ1CAAkqgwBrPg4UTtXICOpADW4HGs1oGrYqUERiCZNSCIohYI9jXOlgGPsmA%20X8CDS8EDCZqhfOXfLyDGL3CGBsirenQGXRiCGDiGKwCsQhs+KDrQBK0sa8ksLaI/YylhYHk20P8a%204dBCI2vT0Jc9FwREwGEZURJdgoKgI5wdiJ09yR9uFz/aCBxVJKI12opggR1FpIQQWgJIpBoNiW8L%200qclCZ+El5RYCItKOEJAgpC5AD8AmZVBAbDFUrG90gT4gE1dDnEQuajYBDHYWw8ghyZsQrOYL7PI%20WwQ7gry1Y63Bwjlm08AlMDGcpp1rB8X9ucbtCwRgDHQwm8MoBwzrMMwtGzokJ7rBgABoVBbTBnbI%20BmzABm84gQ14hHEAZW9wnH/wBtm13VZ25VduKFM43eWg5VpejnUIh+RJO2adBWbVjVXYBMZk3mEm%205mJ+EWUjVikpk0/wAlBYgOrVPChRVmLFXiX/qAfTU2Yq0V4o2RIiMT2lKhPRS6ryMTMoeAEoAIIv%20iKoE0rQZugJdUBI1EJQDOAA0CL5KqYN9HbVIOau2eoHbGwEnGAJMqYM88YUFPjR9paGzajUoeDUF%20GIJLMcYeahT+fdgMYD3+/T3gaWELFS0LxVhk+xV/hD8IrUVk2dBieVDJQi3WopYqYdlTqIcZnll1%20sek4sgJAwpjaii4VzZeT5JffAhilxVHmci7lKoSHSeqlTuokTmKC0IhEEqQfzclvowEsbsAxOFKJ%20SAIVQLgdAGsk8IMN0NomfYRBeISzvlIK+IBwmADS9QZ4SN2bYxpe8oFxIIdeUgua24ShicIc/9il%20E8iBHNhj/lpTwmgDpVCKtIhTk8vCrSFcZopLA/i5Ow2Dr+kwCygHDMALsJmMDBubyLALOtRcukGx%20EBFdd8pd0xSHE7iAC9iAI/CGwtyMVe7U/KiSehBZ09FtX16QZO3l2y6P3N5tBQFu3/5t4BbuICNu%20ggpV2dHt1TGyChCE7diOOLju9yDEQrSCDfAG5DXm8Bbv8I4SgtI8CTAFX7UBafXe9VlWasZeXWVW%20br4dz5szXpxWpWISG7ABRTCFmfqfHnCCKzCsXGCVL+iAYxAG/nWCBRDGIXgBLEADBfgCVmirga2D%20XwiihXWigf6F5CtGfO6GDIihtpIUxHq0U//RBRqKaEXwoSX6AmEYgGNogFxgtTrgaGlzP5duNjBC%20SINMAWYB8mZ7NmG5LP+TopaWIpgOFnGZaZaNrRs+rQUc0itOgpEkN6A+NyHewKKWSaQmYqV96npb%206i53YhvtQKsGuKh9iBe84jG48kpahB04OEKAgSY1ShQ460fQc58Ihw+ggKUQB294gryjr7DoLywM%20h5Iz06pAOQ4Qgz0WgyYYbLI0i71lpquRi5QLizklDCxkJjCsU8rOiwgIA1UQgMAIAAy77Esum7FZ%20m79cOkNdgVAYzBRZsXcyTW7Ihkd4bVLGspBSZVZeECtAghKYux2YnPKwgh3YAEbAhEFUkAr/cHZM%202AAkSIFpd/YZw/b8oHZo34D00JxU2ABMYARNyHbbqR3WIYVy3wBKYAHa0d6BWnf5UII0gAFrhwFd%20TkTpTkTc1ZvxFviBZ173qTNT5AEe6DPNezPy3U3JC04uecXtBT0yE6DwyQXSYxKZIiozKCABV19n%20yIUGWCFooINuXXHy4YED6gF5HAL33aEzUE8FoL4iMII/ESwd0s7uCzU8oMaz4l9MazU1GL4/cPk/%20cPH7NFcnqDQKjr0nsrOB9D8SpvrMehYgZ4H581jlwiz8E9nLSrbMAqOAZBZtOdmRRWE1cq3Tuuk4%20iqOLEAlIgPN5SYM/Kkk+4pfm+lkzX2oy/7/RpE3aJG7qpu7yHSWYRlqYlHyIK3+ISGKISrKJNKCB%20JLAk93ABTCiBE7DSExhjFDiBR2DrPyfdQS90D/jSwCULAciKkvuZr/TKupWBIyBsPualcEjLkwvL%20mUPTqCAMwlgmxT45DRgHUoemxh0HDJABcMILoMuwcqoMC5ABzI3DOEzUWw9dTh50fRKHuWuBSWVM%202+4QFvC79iqBVfiOyrSBE4AHHjuBdJeP5FjMdTiBT1gP14F/PsAGCqD/9y8BgMCGTduJFP4OIkyo%208GCFDdkGhqOxcCLCVkkubLiAxArFhRVSpNjAB2KSjhNbpbmgYwMhgyYnsqCEkZLElxUpef/Thk3c%20jlY2K1ZoJVRJqxSrfP48iDQp06ZOEZpK8G8q1apWr2LNqnUr165ev4INK3Ys2bJmz6JNS5aoEiVK%20fRLNMytPnrZxh7bNU49NK7t+2QJWkgdv3npEW8mlqziPBB48qEnIJVmCjQULvEjyokhRjwMvRqhx%20VkcWGllOGihSIwW1olzUnJkZkmHEiAwd0DjJUCfDlktbnCgYIbtOhyJ1WClQsOwLqzqOMrBqoGZ3%20neoNpIxo8CVD8Oxqvpv580XXFTTHkWewMetUhfbu21t5735WBfYVrFhJwYLFpxTxG7FAAwvxsbee%20gezFh1986ynInn2n4FdfKxDiB2F9p2D/COEwp2yIYYcYWrHEFATQMIaJaTBg4hgETNHiMMO0OIWI%20MsbIwhSF3EiAjoUQwEKPhbAAJI9BEsBjIUbuF6SPRxbZY5E+6hglAWMUMgYkY5SYYok0MCBIlyos%20wsCWguywAyEwlFACCic88ggKh6T5yAcfUEBnAmt4Y84T4ySQwDmblJOAD3/22QIF4dzTwiYcbGLo%20oifIcMIJORzBAQctnHDpOeQkQM45LbRQDgWahrNpAghogMA4HmhwqgbnJOBBBBGI4IGqHggBDgcy%20BCCAECKIIAAGGAgrADgWyGBBAOAE0Oyy4AgLBzhbaTPHDuEkUMIJ3nhzwgUliJONOOJg/0OVN0i4%20F1+68N23bgU0SPUPQTT412676oLkHg2P6IQNBauwm+C97L57AjbbYNNCEgG7WwEPLAS1SgnaTJXA%20wgMTDF89LBg8UEGtMDywuvGlgEm536xx8cgiV1BPX1ZskFM2FKgcoboEQ1Jmx9iskcrKN9uL7wXh%20atPzez/be+8O4mgDjzgbYcxyPVZckM1U5yItsMAVJIHEDqYIYsonOyDxScZba22KwEKxvDLLSz2l%201Lpu3xwfDRSUq5bee/Pdt99/Ax644Ge15U9bffWVl2J+DcY4G3X99VfihxOGmF5CPb7Y45FRkwsP%20nkuQh+eeW5aLIk5cYsEXzPFG2h9qLP+w2QINxO5aLmooIMzqv2TQSQYDbAHLCmgMocAQHXRQhxEv%20KLAdd7T5UocCDTTwxzIvGIEGHVI4890Iq2eAhgLdNxCeLlAogEYGX/yhQB080Jcugmjft959CubH%20XyH+5fdJf408qAIHspeD4NOgDCEIQ/W5j4OscIp6gKhCGRrGehA4jCVEqUQnWtGKWPSiGNFoCjaK%20EpSKNCQhKUlIRjoSC430JCD1iEhQIhKPVrQlE10pCVMqBAMYoIIb3EAFKhAEDWhAJiRowgXaktSa%20UICJSESCBI+gABUHEY41sMMc5hgHAsJBjlFRgBzk8GKnNnGOcIiqUY1CRag4ICkZUIr/AxQoh6Va%20IMZznIMCigrVGfHoxVSFAwGCFGOrBCmEcYhgHELwQCIRwCwLtKBXIhDCsFawgmFhIADJelYALBUA%20YgkADhjYCjZKkARGlAAjkroARh7RgjQxbSpPS4JMYHABUCDhArZkpS55mREkICEB35DXI7xGNl7q%20Ugd+INsOUuGHb92JAuJYQ0ZYWU1ewkAHyMTInZgmjlRaUyM70AQvy4SEJKRBEJjIR7m8wYhtYgSe%20G/BaC8QRDgocAhSp0MQubamDXV7TmhRYhza80YJrek0mvfwlOiGRhA2soVzZKIFCfUmJMmHEa+SE%20gRgosIaCgtOiGA0oRqTJNIIgc5fJ/+zlNk9AMXltQqUb0MQxq7mBiyLBpVNBKTa1udJs8pIM7DgB%20IZrABSTA4Kg7qOg1MwJUr0GVlUmgQS6zactqAhWo1qTExYJGMLcd7SLbTGovfYpMcA0urWpdK1vb%206ta3bsUtRHGZXYSSh8dJbjCJG4xeI+fXv2KObYtZTGQkQI3O5YIxiTWdInigBiDAwggNCM5ooFEH%20Z6Smc9Qwgxk6V9g/1OF7GRitEY5RhCK8oBND2A4djKAAJxhBengITndGwIplKOAPI0DDAI6xhSFI%20pwG0SV8RdAEbKdRBCl+oAxSuMBtWjAAKPLAP0FjWnlPQxz/8A0kh+pO/T+zPCvQxkP9QWmGg+sQv%20Qa5woIQmFMAHOegU5o1ghipYwQlikERYUpGKPPjBGrXIRvvZEYFZsIQkCemFKyQRC4OEQh9BuElN%20ooF+b5gEKu33SzcgxA0EkYQujRMjJWhCm06QpkhswAWREMMjBvGBTVAgAeHSE5/OUY5FiaocZPzT%20HMtRDjxuQo10hNQJjlApPI4KVuQAFR8NRQ4NeCocUC4VpzRAZVWJAAHkQCSWJ4kAAXTSAqFAwAoE%20YOYyYwAdzbIAOBCQSRnwSlihwAAcSGlKTKRyA6uMZzVLkIByiYMSG2BHNtZwgg2UYA3ZWLQ5sgGP%20bGgjG94wtJ69gY1uVfMIM3a0Nyj/YFMKcCscqSxBOLwB6UWjuqBXXHSkJS1qP6N6HZJeQwn0LA5v%20ZAuZgj6BOL6BDXmcutWpRjWl07QBbW5gEOGChzkeLa47DXvR63i1tvAk6mQTutGT9tZZE7BoCpyg%20BY8gQ6nF4Wk/c6sFmGClLedAgVPDWxybQHQCTA3vSTeB1PbORrP5veg+LRrY8NbJVLbRtEaL66Do%20XrS56U3wonl7HcD2xqof/QMZL3ok4jjCFEtgS1Ivet+o/vcjQgouccAACeHIhjzgIXB+w0Pi8ICH%20sL3xiHBuIOcwyPkGdp5zjPw8IxsAtb/9LeuWyzrSkRYHr+Hq9KdDPepSf7pc92KY/8OxoT2Qyytb%20JvfXr+uFr0oIihL4Ihi6hK6wjJXMZNiwmdt9wQnGad/3jNCBDNBOEQuADGe9sAC2q+ELI9iNE5xQ%20vBEkpw5D+EMG5JABJ3TACMOB7nGWO4LcNM82L3hBBqCgC/EMoQ5o6MAInPEHKQxBCn9AH3UE/z76%20sJdhI3tQfkBiexaYggWNqD0L6oVdAc5XKNgdvgEV1B73giy+8b2QfOmbISt8yEMccgUG98ulG67I%20RVO4YIswKOARETiGCHawg024YPAu2IU+ovCErW+l9/OISx8WhCCGOERBLOIGmtgAnNh0gnyjmAtc%20gAtsAAmwySZcURs8ATw8QQS0gf+fbEIAAMqNnVGpWIoc6RgaKcqPtcAFVgoH4BEekUMXjQoHiEqo%20PJmniBGVtYoAhEOpJMAhaZmscFE7REA7ZJmu8AoGlJkAbIEPosMBOAsGCIEQCACyhEoAVMEBhIKd%207cCdNMEmSBoFNIGJxdMF6JQ2XNFAeFrObUtWzAwjeKGpUQAmwAAmUMBLTcVOHBqiMU22OJWf5U1V%20YIOofeEawuG3RBRVZEMblsBAGRTPbQAmnEC9gWEs8WEZCiJGEKK3UYU2JEDJ3SEdFhMjkgG45Ryp%205U02HJQgZuImDEKt8dwfUoAo8ppAwOEGcMEZhoMayks4HMIYzuE2DJXQteJV8Ez/tc0hVqhDVUCi%20KYrDP2BDKjYBufyDHRrjL24LNszMH6phNjzCHJxAOEgKuQyjI+5UuHyTIGICBGiDNmACIUTBWAzE%20N34jpMmD0qUjpJ2jOULawYSFwQnE1NFjPdrjPeJjVtgFG8SHYZRX5oCd1/mFQAKW2JVdX9DF2UnA%20QhqWIrzGAjjDF3CPZORdHQBBBrxABwCH4HUCGhwDGjQANViG3vVA4ZmBGkBBA0TkEKBBJ+SWM8Ak%20462PEwhBEdDBCrRW4elGHSzXC4RedShAMCSHLoRecAhXHcCWLkiHM1SPFCjA+egG4unCdB1NVcrH%20/dje7fWegrjC7i3Q8GGXec3C/3wZiNZciPAtXwEpEIZMSIUQyCzEx4ash3tB3xLEnwahyBikSPZt%20X/eJkIwcmAhBiQvZJYTBEAs1iQo5GIUVUQtNGIkUSYlUyZYQgA5N5hh4yYXR3w5smIhJiqSIwSEg%200zNFQgmIwSZ8ALTpSQRwkQCQQzmEiqhYyqH8yWx60Rg1io4tiqJEyqX82I6Nyh6JSh9JmaccCqcg%20gJ+QEQL4gACoiiAxEq0YC7IoCw8OywEcQJodgJr9SpZ1UrNYyhJuxR1gwiKU2hqEi7isQa7xErig%20mqkxHSvJBNGNHMN5i0yAizcwnZ65wxPUJ8VhwiGsXKfNlDWVWn2Kw83hZ71N4f9NYcSBMtwRXIAf%206MAjcAutpcmIbQIZeFt9isuh8RqqxSclPNMFKJQfbMDKfSgvUQKsjZw3zAEusdIJhCIlkFML2Ns3%20XQA5sah8mqiP+iglHEKH4lopTujQpWfIUcCPuiiq5RqFDoLINahMDJ2ULho7QMAmJCmB2iisEegz%20YUK9zZsftGgCuENMkVMJlNyPhmh8slIJtACeJGhGJJqkPQKiVVMtPYI2asQahIU6bIPe7OJW9GI+%20GuqhImqiDg7k5MF91MOjHk7kJA7i1NXXgV3Y1UNd7FVd3FXaRUYuNEAPLBcW4B3urNYXvIAWOMEA%20wMIWzMYXKIARbIEy/IHebQb/Z7xADkDBEARADzBlHRyAEYDGHzRALoyAFsSAcPTWFhjAJRyDbDyP%20AryALAir5VHP9zSPLiiAGhylS36BIojOCAiDtkpPdbgk/CTNvQTQAuGHfqTAEuhH73mlzdjP8M3C%20XOKr/dwPhLAlWK6lWjLfhOxrAkkQWOLHEtjllGjQGOSlifiXiEAswt7IkoQfhKVQ+amfYjomhTEJ%20ZFYYDRQChUHCDTHmGMwf/nXmBpRmmphYCUTChCIBITyTipnmFCXAOzyBObAmFyUAOJxDANjYBSJg%20qSwKAvbJa5oR0cKm0IoKBeARbALK087RHGELOeQmpySAC96mGInRIJ0DArTD/5fREZwNgAVkJ3ai%20AwZgpwUQSxHmSjmAw7EMQBUEgJ1RFTxpBChAQhrQQBKAQkXx0jnRQBokwVIBqUKdE+HmEitF1Y86%207kXtAC9pQiokwd4KgkJVVOKObBoYrokuQhrkDI8qVBzsbdcELjPFwQ4ULt4iAd+a7o8mbuUSLugS%20buRqREO5boixqCCkQN92zUVNFSnwKOPK7t4S7t6W7vHS7lQVLuBewA7wLSksLjIhASnUrvMCLw1I%20Lzwhgd4WUeFqgvPmbdcMLxJ8bs5gLigM7g74wTnt7fq67/I2VN/mkuYqLuOSwuD+buwuL/2ykiZ0%20jTgEqlfM4aCSI1gMsDAq6v8CM3ADOzBWKAZisIHLTDBCApZgEKSl5tVdGaQ/cHCn0gUbiOQQvEDh%203R2sGoGwSivywMIlXAIdTM8fOMEx1MF3xI4NSIIOmIAdQAHbCoN01AFOgkYGDIEiKMAWWNbgZQAd%20hEEYdAD7KBdyvUARoAH7CN4f/IG2KiVtUA8Ws4IulJ7pDAFweJ4Shx66Wkh12YcApcsSNIJ/vDH/%20vKW90vG9Tsi93usCDezwuRfAgoiDVJDx1Qf+OFAfU8iBfayKCILDToNfIuwjI+yAuVCTRBiRQOaQ%20PMl+qBALgRdkMmZkYonHimwoF0I6bZgfqBgJpMkhMAImzMHPaQQSzGwBqmn/jIkDO/gnaw4SOfjs%20p7gRo2BLqegRGRHtocCmbGZKqJSgosjRbYaDo5yRcTKKqRTnC45gp3AKbKaKAJxDFVQBB5RBDMTA%20ABwAHVgAHWxBJrEtBiCAEHyZmXFzFVhAFZCSOAidJ/Lc8+YSPvOzJwJdPwN0QOezQF9AHCBBP3NB%20P/8zQC+0J/ocP+/cQj900AHdKio0Pze0zyV00KliRKsiRwf0Rl90SAv0MU00PusSSkO0J1q0IIq0%20R98zRy+0RWc0SHviI1gNXBkwLz5wT/v0Txvq4lBOPQjQ1mlwYBy1XejF4yDG5DRqXRgWG5gOFJTB%20AAzAZyjARbrPCBCrtG7B/wrIAizAghN4D2iogRlIgRQsABZgABBkhhNcwRec9RAcwwB8q/s4gwLc%20RnXA1gscwBYAgUpasRLXweuohgKEh/SsDldjcWgMnjPkgmhcAesl3nKg63W9xxoXUPHhj1de1wAd%20yL1i11zKF4NESHwdiPJ95VdSSIPcT4WQNr8OQ4hQ7InspcPKyItA8iPbCI9I2JIAtwlFCZIASZLw%20RwzxSCd7MoOtEGWCrMn+UCqniSqjmE9dkyb4ARes7CGIwSDcCbdoUTZwkaeAA3nTkW2+4I352G1S%20kY8FWW1eoB6lUY5xyhhRoI6NUQeGihdV86ZoWdcu2de+SiRp0gtggV9bwP8A0MGwJDjbmpkg+Yqb%20KaEMcMVAsJyHyoOsoaeseSirZQOHo9qjOduixVyHm7iHjxyznaOJRxp6eijNgXiKr7iHyhpBnfg6%20eqg2pOM5SlzTjJw5Rto6jPiPr/ijNY2wBdw6mMM6JJ02CPk3wjiTL/nRmTiTIzmRX3mq2biJ05yL%20+3iHE9SQs2OW6ziHO3mZx5qS93iPCxvNHTmRl/iHo6ObH9zIrcMDJDBQ6/me83mfo4VRH8TYtcdc%20JHWh+1VT8xViEEXm2IDfKUIDHIABeEYlYPFtsAJMwqQayOotyN0ldIAaKAJmmY4Mx3WvXEHs+N1h%20QcEx5IZxVU/ghdblHUP/CTtBCQv251GP4C3lclHPGCeXeHwPTEbXd1zHCGirc9GGXEuAAl0X0Kwx%20eg3yvVQIfIw2g9DHaIflWGo77RkfhtzXvzpQuDdQiGjNATXffR1sBvFXGjgsAUzDBV3Qbh+YJfv2%20DDnJYCZmJmuycfPH+sWfxzIJk0ACjyRB/RECzZIACpRALObpPwugZ75JIb6Do9FcOkSArYSgz4ID%20bFIRoDDzpczRGUGtfjfKLy8KrHQKfyfAlNlYqbygjcFYBZIRNguSF6nKqdhKANBCs1SBDGDBOPdW%20dm6BBRzDDgrACrSzO4PZPKcFPC5w3iCMn0u9VnDDTk/91WN91mu9njPq/9Y1qgAZethLauOEXdnd%20lRfoQA8sgCRYwAowzxBowQDcAh7AJHTRxjL8JBocAOlB9q3qghP0gBRgARWMZC58qh38hhQY3knC%20xvfoQgYYgRNUx+ZJAaxLArcSpVwvwBdAgXj8jhMwx1ZHxxWvhhpkMXOFHitA12XLR4FcpesXiGa7%20x/AtCLbPV2ljO2fzKwIpXwPxK1dGyGsTiFAEMoggbA0xLH+1+xQ0wmwf2BJQn4HpSAmRUIE5CYGd%20kJLwe3Jzf2KuUMhiScHfgB9A0SGQwCHEogCSqTWVwBFggtBFwiE8wgmQgEfBQxZgAx+kgzawJkBo%20OFcOHDhy4AaeC3eOAv+HTS0ctnhY7twmDhxOXGyRkYNEcgjGIUCQgFy4kiUVLhwYziTJkyLJfUSA%20qtw4AwYiGPAALgAtnjJexBgwQAudLRgsxHhhAYMAASJFYgBXpco/q1exZtWK9dtWr1/BhhWLFRvX%20sWfRplW7lm1bt2/hxpU7l25du3fx5tW7l29fv1bzsBHMppUSJa0q5MkzS4niwoYhQ34cmXJlyYYL%20twqsWTEbL1fsLGjwYoATBXVgrUDTiRWrTmfODGmtQEEGQy8MKXD2ZUQDXVcaQJERmgePXGx4UDOD%205YqkpVDUKHL2Z8RpNB2G1HnxooeiBgq+/Pky5IUdNc7USBoxBM2KF3//6mTIPmQZ7yFXgqn5UkfX%20CF3gtftklgqsINDACio4JUEEGVzwlFkUPKVACK2AkEErHnxwlg1naeVBDzmM0IoRI4Qww1NElFDC%20BEdMYYkCYWRwlnpQNBFDCZcggAYaxhiDgR4FGSNIAqZYYpglkExyCRZYIICAJp0sxEknoWwSSgKk%20pAHLQj7hshAmWfiESS6xLPPLLAlIAhJBFrnBjwsiiTOSDfzwA4k7L9CBkRJOOOKQDS64YINDThiE%20ggTc0UYdbLTRxhxvPCCnnBbOIUeAcxIqqRwKygmnoYsc2rQFMTjigFSHOKBApARGIkehmFhKadNz%20WPUAgZgSYDUmH8i5/0gAc7h54IEIBGhBBgsCGACoYwY4xoItDkgqBhnQMQgDBJ4SgKcA4uLGqrL+%20Clfcccl9C9xy0U1X3XXZbdfdd8ulxgYbJMgDs8MMW2wWey3r119/H8ujns7YkMCGHqBzrogXRvhC%20DkM6maeO17aQxRc1WKGtDieKWEEL2jKAYogh1IBCCHB6kCAXHvKgRhEbGpBCCiBkqGMB6RrwL4Nj%20oDECigyc+EMRNaT4TxfyMpDEmaEVuKK9DnRxooMMMjAig4aVoWOIP0QOb4RgRuiAjk8Qa3DBARsc%208UALGVRwQQTVjjBDD1uBsO4MKVTxRhRr5JtFCW8k0JURC0QQxQo8rP+gHrj5PgVJJ8dIo8cefxxD%20y2mUXMKVJZl8ksopo5zySs+lLL0QGs5k4UwCPsGy9UJKV70QBpJgYAdCcH8z0Av82GGHO99kJIcT%20iC8BUEEjOeGDH8RJFJtvsMmmnZDOoRQcbCWldKGWSAJ1E04tIv4i8VPtqFNycnU1nPQTGuh8cUIy%20CQFbWYpJjBw4eGKbYA3gJAAZjlUFoBDlGEU4AAbkcAyhBICB4HiKSARwgKqYKyvngtdVwGXBC26w%20XBrk4AdBGEIRjpCEJVyAFxbAsnxFRjGJmQxk/HGZf/0rD5opTGAKJgE25MELUOiBE7SwhSJ8wRm+%20WMYIOpFEWcDiDGr/UEN1MmaEFTxACEOQwhcyYAEnKMIMB0BHd2yQizwUhxo8UIQUfNiABaDHGcGI%20jxGOkQEp1GEIkhgaGusgiT9c4QpEpIYzpKCAIdBhAEbowC2ckIEOvEABIzjGCo4BBQUIQwp/sOQI%20MqAFshkoRoaLEYwKp6EHMW5Db0vQgBBTNxCdshV3G9DhIpSgU3hIbiwiEYoIh6G3zZJtCsKQjZYE%20uchNThA/cpKRkJkkFkwBTFbyHOhEVybPdel0OoJdl1hXOh2VSXVYosGaBLGDG9wgDuMkxA0I4Tt0%20UmIDG5gDn05QAuNFAhOHKMEg1uANd4jDG9rARvRCooFyUEQDCBDI/0Ax1RKRhAMjLdjUpDACKjHI%204AQOjWgLwiEAkshvJBOJlfxsVRKQ3Com5DgCF7Awjm1sQ1giIIcALVAFC7ygA8w6xgGgcQA6HAsd%20AaiWUxAghAhyq4RFNeoHLejBoy6VqU116lNBaAZQLEAC+ZrMvvb1QiXEMIYz7FfADlPDgbWCDRUo%20mGIW4IQXHOAAqVFALnLRAFYsg64dkMUy0OMLBTzxBbAAwQoAIQU1XOEAdVCEIq5ggi5Iwgs6zIUE%20qAHZLnjhsNTQD3rqkNmrwccJPWhAA3pQBwVYcggZMAN6RCbaDNB0AB1AgyKL0AldkIYOToCCJIPx%202T80zQYD0uWF3P/GyRiVsmzB3ZDb8JZcC6ESbyDy2+EgZCJfAg5FiSMcgSLUyuIC10MjCuaUIseA%20H0numMOwgjI5R4AcsWAaU2rdNqNppSaRqZpagp3rtmnfM9GAAYJg0yIWwSZBgAIUA17E7QTVzg2U%20YHhHKEETiPcICuQTHj9IgDiygQ1uZIN6k7oethBCEQpQilUJsIhDFFKO8HWEeEdwSEM4Uo70mQR+%20CSiHQ1iyEPSNRH7xk4kY7KCDBDwABAZIhwFOxsADECUGWujAAAwILQscsCAOfIoQOIGBCUKVy132%208pfBHGYxj7lcZvCCDdjQGH41hkNrrkxXtXovyzimMWFVTGfyIAH/PUtBACvogBxWsIIzOCMXzmDF%20COjaiWWo4YhIbMAXXrCCSxxAPnOEwtIU8YUemMEMknisniXAgwWk4WW5oMYCBDudPwQDCuEZAhDq%208AcpZKcHvzkGGtSogJtqQZJ1MOQiFQkNNPxsCMfogBOEoYBU71YXPAhuJzl5IBJF15SyfGUpqY0Y%20avctuidSkSxneTgM6ZLb315RgrSL3Lbh0gpHGt3kKjcGJxVpGEdCEjOXtN5ngu5Ln+vcv2F3X22W%20Sb/ehEQSBCwIGiSBBmlIAsKTAAokUCLBeVqw+AbxvTU0Lxvr8MbHM/yAJ9hqIAgpyEEwVb2OmKQi%20HVHIPSCCkROL/y/mFOXA+gzKkvkloCEOxdQmKuUSVrWKHD5AAAeIQIQAjEMECBCBCATAwGQdw8kd%20sDqz6KDTA2JAKtbCFhyISmaxj53sZTf72dHuLjNQ9c72UsyA9iVnGG4VM4qxzAsFtsM4k9WsikmD%20cMIgBCdwbAuOMDRdEb+M1iieFRloJBYkvQJYf0HZmG6AJEidQsjyQM82kFdkc7EAzy5tOl8Ixheu%20MIQGmKHYW1tPB7AwAjUEI9JF0IXjFdABIySxCEwcQiLRMPiQhccZZqiDMHp7oGgXjvkG6lBwjatc%20BS13+shlrizBbW1x3xLcjXv23GIZfsCNewlTwJK8h8kAycmbSP+Ys/eSivTvKaGJSv2e73y1WbrX%20bRNNp6Odfx8OdQRw4Qjsd+6EEjQBCQSlBCRiEDwFUbLBG7IhBBjlDrDhAcwhAsbhUgxiUmSAIMhB%20A8gBIjKCAsJhUkzQU8YnI2KuI1bw5nZso2RiIDbhoVqAAnAFJlwCV3rlIgKAIrguAGIKKJbiGLaj%20A4rA2LRgytBBKjCggZxCy9JuCqmwCq3wCrGQ7Cir7fKFDWbBC/mlhuauq8KqHrTqhTSjrHbIMipA%20hzivCywgDMJgAOrgC4zAEBbNF+zBFxQtYpZhHjpBPI6tDtAAFgxgBWIAOpqmAXJBEUSDqj4tOUDN%20YDiPB2aPsnL/QQ10QdawSAoKbQgOQPVi5tXq4LR0oQiM4AvQoA5YIZH2owNgoQjQ4AWAYBVFRhfq%20AAoaIBgy4Aps4NnMBm4M5NxGKbh2CZUQpwLQRtuKEW22bZf45vnGz0Fq6bluZEMQw/pShHCQZL50%20BN6CpEeIZAqGoUi6cZmcqUlaRx2fSXXccXX6z0ycpOAKQU0EARJQB3Z2pOHSABR2IA52wB9/h53g%206QgeIRx+YA1+wBvgQRu+oSu24QIzMAJIihwCgAPwByFCcFIyolPCAehiZRMyQnweggJMElRURRyg%20IgF07lYYolMq4lVEQhwkxSR0zFUGyqEKIgCwAAtiAAicAA2q/87qFkmtmCWmqoUnyiEAwOEAwi4L%20oTIqpXIqqbIq8cIMbIAL1WxD7K7O3gwzdsheyBDv1BAyWmiH1JANTqgHYiAMtmAIRqA64nLxEA3x%205sHqDg1aAEEGLiEMVuAAtGBm6OAP4OrUFGESEdNgyujU0mABHksXsEABGqBkuiPTnEAXPmsX+aMB%20AOlq9uMLWGFiGikDZGELXsBqOuAKRuD4nAAITu8KkK8VYMSXhJH53OaXDCc3EYT6uo36lFFGRkkZ%20n0tuwo1AuK9xhJNvbslvHMRBCEdChmFzyqRH+CvexHEKsPPe0NFz2PFJ7g+b3FEepUQe5TEfd2QM%20agcSAq7hHv8uDdJgwAgs4naAnYiAeOwzAbJBHPLpXCIyWDJQBITAUiySA2TA58BBICBCe8LBoRbi%20U05ADC7CBEviIVIlHBBAJS8UAViCVT4KJRRKJcnhHtbHVXDSIJxCAMjBAoDgClqzNYmSKF9LrYQC%20WcBBKgKgCm50y6xyR3m0R330R6mQstYwDNVszWwoMriqMcbqX/huzSqAB1KABxBEh9ggDaigC4Dg%20Eo6BN1ijAfDgGljB0OZqrvhhC7ZAtFagtgbgEoTgGDBACFYLA3QBrhqRGuCqXgpmFvSsOOZlXhTh%20sRShB4BAFxZAOUbADNRA1qgDM8VjMplNruSqkeRyBF5AFtD/4AqMYAAy4DU7IBGjxg5SYBaaD7s8%20KRhPqUGC021cKRmFUzjtRjizsftgqdv2htykqxipq1RDiRpvpN2C6b7ST0gmZ96QKR1Zx9/u70lg%205x27Kf/KUx4h4eAEQU125OGmNQ0ajsC8IAl2QBN0QJ7s8yDZAR68YVy74h+6ghskchxUAQEqBRzK%20wQJOgCkrRQSrB6PQZ1YY4sQian0W4iG+pwVW5cJuZX1YcqBM4iSGjn7qNSbc53rGQajAQUWvAAiw%20AA2AgKZe1AlKywimZQCYskbBoQWGEEhN9mRRNmVVFoS8ILLczs0oA2a7KoY4I85YqO/UjAc+YQE+%20Qc+soGAW/6AL7MAChKADQDMDWPEXLKY1xjRitgAWkFYLXiADZEAIIGkAtiCRjmEI/vSwbkaH8izP%20CqYR+tQ4dEgChsYLomNoau3RJCn1/uCz0GM1R4AVQPMLOqGRDq02jGAIMvUY6kANGkAYMPY+LjVU%20z81UWQRVXwm7Grc368FCEgcZf3NyRclvpIuWqnFvbpW6xi2XqBGXGue8vkuYgkS8jIlY7a2Zpol1%20u6SbmjV0BG5LzERLUOf/Asy//GsRQIHhaGABkmBbJU4HMAFcT+BQGHId4AEenud5/iEiL1ADseUe%20OvAiDAJTNCABMIUCziF7yYF7OWUjOGITbDJB74EhSmx+Rv8iAezVJFNCJtvAAzbKJiliKa9HCIQA%20AdBBBnLAYo2wFjXW6qymNbWAWRioKXgCR2VgZRm4gR34gSHYLVLI7rrSLCPDZutOM5D0ggMjMRTD%20YEwhDT6BB3KIDWxgAa5AAHomGP7ACH5hBOahCPoh8RKtCGTBCJxgyoRiBWDhAI5BGTD1Bb7gsO5I%20DVQmzyaRB+aF80AtFz7hMFWGGrxg8D4LCuhoa85jOmgjLiNVAToBNDMmAzoBk6wuA6oYCnQBCoAg%20B4QhBb6vQFbEbdCm+oSRVadvN+cGj3tzlOa427wPOZWTOP/4b3JJbQxncf4YQ7pRm3hEvHxkWMex%20/JQpHeX/S1mp6R1Nh3bjsXbX5MBuwHd8p3extR8JLA4UsJ34hALE4R0kUB6yoHmfB3rTIQNvBUUN%20Ahw4wAJS7hyeQiAwRVcYYl8jKgUZKiNAklbmZxxUcug2CiZzbMdg4iQSYqAcKKgEYH9/EguCYvCu%20A0aNIGOPAYBAtsoKQoIi+JzROZ3V+WQ5Tyv7BWbpjmYbo5UMYyzzpR7CsmBS4BNMgQcaoaw6TwLs%204BiuoA7iEg3OYBl84RfmAQ+MSNGWoROqBggGABYuASkw4BJWQBmGAAq2Qw0akWjswAzq5bGooREk%20oA3nBdSKw2AOUzFywQxiAA0ccwSgwKaJSA0ESVJHwBmg/0gBfKE1vgAPAGS10KCSWo1oYiAGdCBU%204WaOKwS5fott2qaXECe6FkdyEQREIldBEsfbwq85T+QaoxGWPreQE8QMNdf7zKsbp3OYgiQc2c8c%20J7mZ7JpM5M8bnVXgAi7gxqCTD0wFdoB3k8A9SbkLDFBQTiABvOEJEmAQfIB51WFRYvmftEF6BaAN%20SOrGOAChNECjBIJ7bUUDTtAERwzHWPJTOuIeTJBVxoEiTXJVSsomTwJ9csUlVAInf7ApBMACZAAL%20iKBig0+tXqCbF2mRtkMGQBZHaxQOMAAO1jm6pXu6qdvsjsOdvVKGNpiDK0MM7ezt9hSlC2aHlJgH%20JIFRxf8YDYwgLh8aoukqLhXACbbAACbtBdABFgQADfoDDbbU1KDACa7ADD5NXvQsh1A6z1ZaMU3N%20EX3IThsgbr9Aaf5ACzS1YVhBEQ6tOhxPrkRrb+FoCG5PCnrIAlT0F7EL2sbtN0/1QnbzbNI6usrm%202naTGVEVlojzb6orjvvGxtkNdLeaRrKxc331Shr5kfvryNkvmThHvu5adsJzTGi3WfPPdL4J4RJu%20WgXBC0BBy3egC5BAEzbgBMKBldegBLjgEBIAHhblIR8SG0DgsseBV4LqIMpBBjggACiloAoq5dS3%20JGwSYE3CBxrie1RQIXzAA8YhAfrEQmX7JHIsYT+CfXX/TFtujCnJAR1ioBSYQxicAAsAGLk7oICd%20jBaPReoKAg76rLpVfdVZvdVHqF7ujIVi3askw7sP40hXqEjNCi1TeoxMwWsB6TTRwBEOLagRL4mY%20dgScQA5gwQI8FgP88gWuoDa0AA0Q1QkG4AqoiqX1LM/0VDDINgX2tPMiSw0cM/Q+q5KcoQ6EwDRl%20gzMNrQ7mwWpaYwTiljakZggUACj/GxUEgAM2KW0Sl3HaJhjvePqoDXHwBnHSbY5rHPu2b29ufDix%2076wPp5XCja3NKzp/1XLQU0iOHHWTHEkwZ0mmAR3t+t+sxP5Sh3TMZFll55uk9eEiLnjlUwFLYML0%20kwJK/yCdCAHNs6ArhH4btCEdsiFSPkIA7uHGjkCXKUKjECAKRDAcNGCZuUfFNsG2VWx9NIACSpDR%20w+EIxMBCcyV7P+pVWKKgRoIiPsJV7pwgkO4KYoAIXk0paAoNEPrJhuIYKgEItIApu65GU93VCb/w%20Df/w9+KxwlYyOKOCv4q7MUMz1Dpm224xBkPUbMA7bo8OMuAMOqA1gjoul+EX+KFu45I8XmBkDsAA%20qEgG0OA+2KoXhwALoOBOP03PvrCFxj3PGuE4WBr0qCFn6lAN6mALBuA0WSGLG+8FzuBq4jJRqSYo%20rVgoYsAn6cACBGRUFbeOYxWPczOVXPU3m5HGL+S6IP8erZ9LuiykONkNuRYncXBcb9p6SWAn/YqJ%20AVQA//uL/U4eIJYIFMii4JKCCFkUSsiQAEOFCgnQWLiKQKFCFmlASsIRlMdXO6hwORFOnLcEYi7s%20EJRE0I1D7tR9m7kNm7ZsERCQK0cOHAcOMXK0AHdOAwINHpIm0KBhzVEKRhNQ2NQiXAJy4c6Rc3ru%20BIdzCRIgkNqCXFizWM+d26Q2HLm3YndS0LqTg4UA4GQM0REDjYkYdGK86PACzeABiAm/kHFAgAAM%20ocDBEQDnn+XLmDNr3sy5s+fPoEOLHk26tOnTqFOrXs26tevXsGPLnk27tu3buHOXliAhD28lwPO0%20ykP/PA/w48iTB2+FvFU95sCHBy+ehw0b3xJsaFdjB02HIhm+L2vAitWyEcvO/EK/rE6nDHW+DFkB%20AkQYGWicoNmCIcMAYQqYwduAvPl2XR4VSGBFI71JwAOBEuTCWy65mFHHEFKoMYIWGRhhRANqOOPM%20Hxmc0YERCoygQHkZDGHECxdagIEFQFwBBBApnFLBjjzuaEUFP/7oYwU6zqLjjkcWeYqRRlbA5JIV%20tBJlK1ASSaQVWOpoxSk6noLll1wayWWYY3JJpZZdIklkPVZu6eUwpwxjhZzDLIHRRWMwkAYDfKog%20iAp8jkEDAQ5Ns0QjAxF00EOMFrQQRA4tdNFFChUy/xENNDBAQ0ug7NAFEpRsQBI73qxxgh+CYJoE%20DYIQMgE236izzTc2ZeONTuWUg0oOMuSQgwU9GYVUOx4cJZYG4SS7hgYUcLCJVchSkECx4XAgrTgI%20jDMOAmPpdFVWm5RDQTluoSVWVi3wdE45AeQKTgw6XBEUEIwJ9sK9g303wDGLDQCOACs8Bg4GcGCg%2028EIJ6zwwgw37PDDEEcs8cQUV2zxxRhnrPHGHHfs8ccghyzyyCSXbPLJKKes8sost+zyyzDHLPPM%20NNds880456zzzjz37PPPQAct9NBEF2300UgnrfTSTDft9NNQRy311FRXbfXVWGet9dZcd+3112CH%20Lf/22GSXbfbZaKet9tpst+3223DHLffcdNdt991456333nz37fffgAcu+OCEF2744YgnrvjijDfu%20+OOQRy755JRXbvnlmGeu+eacd+7556CHLvropJdu+umop6766qy37vrrsMcu++y012777bjnrvvu%20vPfu++/ABy/88MQXb/zxyCev/PLMN+/889BHL/301Fdv/fXYZ6/99tx3vAMF3Vfvz/jklz8+DTuc%20sE747GPujT9JtD+9NheQf4E4lyWAxPgVnCD//5Hbnz+8AcDoVWB84dCMOA7oD/8V8IGIWwcDkQBB%205yVhfAnYTDjIR8AKejBwGyifNj6ovAv6I4GbocH/+DZAwhbyLQU7SMEKXXg8E2ZwMyaMHw13SLcT%20+IMCPvRHCnhIPBOiUDMm3AERl/i2JAxRguNzIBN9Z8PNvC+KU8wi2jZYAssIUIda3J0RN7OD84Xx%20jGNDQgVG+A9xkO+IaLSdCbt4GW+cQIX+oAH+4sjHrb2PgpfBIyD7SDsTmq98FyCkIrFWvz1aJogD%20XKTsTLgBq1hlA2UcXxLgKMlOLk0bFQCjZUA5Q0+6roqZ8QYeG2jKViKtBKzMTP38UQFXsm6MmtGG%20DGnZQVv68me7PGT5pPjL0qFSM5BkYTGXmTMfXsCSCYCmCWnATGMikDPaIJ8oq8lNmCVhjZzZ4DW7%20vQm6Y2qGfEokpzpZtkFlciaJ6/QcLjUjTn/QMZ74LNkOKrC+zlCAg/nUnDkxY0J+BvSgINtgOj2j%20TYRejoGc/Ic2BBhLh1oUYxQ4YArA1xlI+mMHvbxo4+hHPiSQJJqDuAAD+yfSllLMkG+kpzD94U6X%20Im6m5kNfCdho05769KdADapQh0rUohr1qEhNqlKXytSmOvWpUI2qVKdK1apa9apYzapWt8rVrnr1%20q2ANq1jHStaymvWsaE2rWvEWEAA7" height="454" width="1210" overflow="visible"> </image>
          </svg>
        </div>
      </div>
      <div class="fig"><span class="labelfig">FIGURA 1A.&nbsp; </span><span class="textfig">Recipiente de latón preparado con grava. 1B. Esquema de disposición del suelo y el resto de los materiales.</span></div>
      <p> La siembra se realizó ubicando seis semillas separados a 60 mm por maceta a una profundidad de 2 cm (<span class="tooltip"><a href="#B24">Socorro &amp; Martín, 1989</a><span class="tooltip-content">Socorro, M. A., &amp; Martín, D. (1989). <i>Maíz. Granos</i> (Primera). Editorial Pueblo y Educación.</span></span>).
        En el caso de la época de primavera (época 1), se sembró en junio del 
        2019, cosechándose en octubre 2019 (120 días). En el caso de la época de
        frio (época 2) se sembró en noviembre del 2019, la cosecha se realizó 
        en febrero 2020 (107 días). </p>
      <p>Las precipitaciones fueron medidas 
        mediante un pluviómetro ubicado en la zona de estudio, las distintas 
        variables climáticas registradas en la <span class="tooltip"><a href="#t1">Tabla 1</a></span> fueron promediadas para el período de 1972 al 1990 pertenecientes al sitio experimental.</p>
      <div class="table" id="t1"><span class="labelfig">TABLA 1.&nbsp; </span><span class="textfig">Características climáticas (promedio 1972/1990) del periodo experimental</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>
              <col>
              </colgroup>
              <thead>
                <tr>
                  <th align="justify">Época de siembra</th>
                  <th align="justify">Temperatura máxima (° C)</th>
                  <th align="justify">Temperatura mínima (° C)</th>
                  <th align="justify">Temperatura media (° C)</th>
                  <th align="justify">Insolación (h/luz)</th>
                  <th align="justify">Humedad relativa (%)</th>
                  <th align="justify">ET<sub>0</sub> (Penman-Monteiht) (mm/día)</th>
                </tr>
              </thead>
              <tbody>
                <tr>
                  <td align="justify"> Primavera (abril/agosto)</td>
                  <td align="justify">31,7</td>
                  <td align="justify">22,1</td>
                  <td align="justify">26,9</td>
                  <td align="justify">7,6</td>
                  <td align="justify">77,3</td>
                  <td align="justify">5,5</td>
                </tr>
                <tr>
                  <td align="justify"> Frío septiembre /enero</td>
                  <td align="justify">29,4</td>
                  <td align="justify">19,1</td>
                  <td align="justify">24,3</td>
                  <td align="justify">6,6</td>
                  <td align="justify">80,2</td>
                  <td align="justify">3,7</td>
                </tr>
              </tbody>
            </table>
          </div>
        </div>
      </div>
      <div class="clear"></div>
      <p>Las atenciones culturales se realizaron según lo planteado en Boletín Técnico para el manejo agronómico en cultivos de interés (<span class="tooltip"><a href="#B4">Cordero et al., 2010</a><span class="tooltip-content">Cordero,
        Y., Hernández, G., &amp; Bello, R. (2010). Manejo agrotécnico en 
        cultivos de interés para la alimentación de los cerdos I. <i>Boletín-técnico Porcino</i>, 20.</span></span>).
        Es importante aclarar que los cultivos fueron atendidos de forma igual 
        hasta el inicio de la floración, a partir de aquí se inundaron los 
        tanques según los tratamientos, posteriormente fueron atendidos con 
        igualdad de condición.</p>
      <p>Los tratamientos se aplicaron cuando las 
        plantas alcanzaron alrededor del 80% del estado de floración, lo cual 
        ocurrió aproximadamente en ambas épocas a los 45 días después de 
        sembrado, lo cual según (<span class="tooltip"><a href="#B7">Gupta et al., 1992</a><span class="tooltip-content">Gupta,
        S., Singh, R., &amp; Pandey, R. (1992). Surface drainage requirement of
        crops: Application of a piecewise linear model for evaluating 
        submergence tolerance. <i>Irrigation and Drainage Systems</i>, <i>6</i>(3), 249-261.</span></span>)
        es un estado muy sensible para el cultivo. Los tiempos de inundación se
        seleccionaron considerando los resultados obtenidos por (<span class="tooltip"><a href="#B15">J. L. Marquez, 1985</a><span class="tooltip-content">Marquez, J. L. (1985). <i>Estudio de tres tiempos de inundacion en el cultivo de la caña de azucar.</i> (N.<sup>o</sup> 0138-8738). Centro de Informacion y Divulgacion Agropecuario (CIDA).</span></span>) y por la disponibilidad de macetas para el trabajo. Los tratamientos consistieron en:</p>
      <p>Tratamiento I ------- Testigo (0 Inundación)</p>
      <p>Tratamiento II ------- (24 horas Inundación, 1 día)</p>
      <p>Tratamiento III ------- (48 horas Inundación, 2 días)</p>
      <p>Tratamiento IV ------- (96 horas Inundación, 4 días)</p>
      <p>Tratamiento V--------- (144 horas Inundación, 6 días).</p>
      <p>Al
        momento de la inundación se colocó un tapón en el tubo de drenaje para 
        evitar fugas de agua, el cual fue retirado una vez que se consiguió el 
        tiempo de inundación previsto para cada tratamiento. Durante el tiempo 
        de inundación se mantuvo una lámina de agua de 5 cm por encima del nivel
        del suelo en el recipiente con el objetivo de tener una medida de 
        reposición. Se utilizó un diseño experimental de bloques al azar (<span class="tooltip"><a href="#f2">Figura 2</a></span>),
        con cuatro réplicas en las que los cinco tratamientos fueron 
        distribuidos aleatoriamente. Durante el desarrollo del cultivo se 
        realizaron mediciones de altura de las plantas, diámetros de tallo, 
        número de hojas, incidencia de plagas y enfermedades cada 7 días. </p>
      <div id="f2" class="fig">
        <div class="zoom">
          <svg xml:space="preserve" enable-background="new 0 0 500 482.759" viewBox="0 0 500 482.759" height="482.759px" width="500px" y="0px" x="0px"  version="1.1">
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haMW2QZN%20yIGS17EOOQK0He3Y5gYwoApCYOAEUDCABHL2D9XUlHv8EEFRHEGAAyCADKNYwgfgQAlbmAD/oCa2%20gVttaYq4FjgDGXCBDS4R4xGUQFhFSS97DemZZaoHCf3Qh78OoAkxyEAGRSiCC2Lggn4CVM6Y9gEF%20YBEDBRDiEB+FsQFKIBK+TmSdGDpCB9YQBY96gA6miIKkRUxiE/dzHgrIgAIePYpR+AAYMEhBLP5R%20g7IoprOgIdWOSyIAdVjkFx2AgTDogIYoAAAZV4gCkpWcAybvw8lQlvIE4EAISiQDBh2IwxccoaCJ%20RLhsGzmKI+KQggjMIQcfWOkH6EAHODdBzkeV8xwJnGIS7CEPEUjBEQzmmKIIQhDdGs9GYKQeddAj%20DGWGRgSuAGkZ1DPSls4upgFeZw9UmQQO/xgDDKBxBHZwdnsLWqdAHkKALbTgBORWxRK8+YYdZAAM%20G5Ajk9dBC27rAhYWsEAtMoEBD1CAC5oowwiehJALJZs3MCFWg76ACRS0ggw2cEAVqtD0Aa9DBtzu%209rc3wA0MrCMHf/jDDSiwgbkqogdrQAAKwBjhPjlIleMxr/gQcXNa8IEPRag7AErBhwhG0AEOsHSB%20VeADG9iiCUyYgCWO0YUWSJ0AaciJBjAk8UUKBCG50Mn4WtAFOyigniqARSiiYN2TKgDym55j5bc7%20DxWQAACS8PwInJCG7fWVe/TwRz4YsYkdVBkOSzjFDoABjFk4IOj7GHoOip6DeMDCDkrPRP8pMkAH%20MyDgAa5wgnOsrmOt/2MtJYCEJvIAC7FXAQwZmMU+ivB2JdNiHWvXdusQD3E3d3W3AYqQB2awCdPA%20ENDhGI7xd4DHGzxlDcvnCdnACpRgCS7ABCSwAXxAC46HAZDXTypAYAFlYk2gS/NwDAj3AChAAMIB%20QFcnGhF3EGTBD5iQDxFgb6EwDyTQgcjgVqaAVLYHeUVYYABHASfoAiogBWugCfkgEDEHgesEL5Bw%20CRTgA6HgA970Ci4wCxngA7DgbQAVdIonRypwe69mAvOQAXJwCTgQUziIEFlHaP2BDn+hDiVwAC3g%20BqMQQYoQBaOgCycYdHAURzaABrRQdLf/tAFKMAErVQqWYAIAcAVncAbecAT+cE7aI4ElJBrUQQDn%20sAkNEHQkMAsk8Aom4AOZkAneZAftQAEntQ/9tGuPFgNMBQD453FkgAMDkFBPoBi+IAEOZRh7sggE%20AAmmSAgfIAcsIAcqwARFgIIAdY0mBnnaBQuw8GgZ4AE+YApjcAtiwACBIBDE1W5XGAcJYAZRYAra%205U2wUAQY1IVmuHZo6GS5tgR7QAe7BgtmkAAGYBPxcYell4d7qA3i0A1ukANgMAHvqAt7cIJzlYgb%20sIiNmAOPGImTSAuadgZXoARiEAm+Ax1+J4EZ0hRGkADNkAxypQSkAAA24AMm8IrkoE2z/1iLuKZr%20THaCKsACYCCGaNADCXAAmoUExGiMhIaM2aEPK7kAckAIqjCTADBHTDBw1+hvHuAAlTeTupZ/PtAA%20p3AKPeANcUBcEfZuLlEs6ZAzApJVOrBeQeAHm/AGPqAAETQB67CEuMQHGXAIYNAAijABHlB0cNRP%20cqYCMnAIGGAKDdAD2FA0negQe5Uh2/IVJXAEjQALAFBPGSBwWTlHKnBUpmAKFlBnoZmaWXkJQ2BV%20SCEZnxGK91ICfiAGMfCNDhBQR6UAlwYLphBBSwAHGDAP8RBl3GRLJqaLDpABwPcCKHAUMjFGvLFM%206XApAmEGJwBpuLYBSBWJeqkIp2kDZ/9AAhakmteoi1bJAguAAkziP9tDnRjClm6pPUSiDsahAQZw%20CXmwAz7gAnm5l3OWfZKGCoeADA2QCBmwfYfZVkq1DhJEATvQA2RwBPqgBg0RBpUJIJcJFgEgBrCg%20AuuQAfMAmlnJBCpAe7EGnuZpnlyAA8BFSI0CXxMoGo5wBAhgB7MgA2DAmwJFAZa2aXIwAZVQCWSn%20AMXJTXZgS7agVDGwnPvwBpdgAMNQA+mgAdI5nf5QFJfiBHGAAO0wD5CmANx5VN65DsWQpHJwBhMA%20BqhgngWGgifIBAhgAGowMWMEn66UF+ngFAY0Eg0DL4NABtlwAz7whh4wYAGnVAElBxj/tAPCoEu1%201wRyZAt0IEE2IAdv0KL48xRZyg6WKSxGNAIJYALa5QPrgGu8KXIzKQceWASJwEmEsKKq+QYt4Aq/%20gxo4JqNXEn9kYAoA0E+6pgBHlZUZMAFC8Ax5kA0NUASHcAiHt0sTYAs+kAHeqAKn4Ak44A/dIQDf%20IhoMsSefUQIB0KsAsA65JmcRFA8U8IqWMA+6tJVP5aZ0pIt0pAK/KAGykTgmVBTxqad8Wi56Cg9X%200wLZcAtzlwEOcKgidV37AAsskLA7IAQPGanfZgtooEvhaAFCkAC26gTQUWoaCqoowQ+xkAC7V4ZF%20EHIjxwQAkLKvSm6ympqn0AIF0CE9/2IVz3QlBPANLxAFvucCKSusFJCVE8AEyQAKYzCo89Csz7pL%20TTCtuLgP3wQF/qABPeIPchGy4OoQBNABLxAKKiBpRYCuGKCur1gK60ACa+oAb6AIK0pHBPamL5AC%20X4QTc/Ed/Hp1DoIXIGEZEnAEl9AAdnAFt+kBGaCbdGeL+0ACV1AKOZAHoFBl3IBL68AH69CsEhmJ%20+2ACoXAKlwAEWfBE/JB8GeIQoDJxPOAJBaYIocBk20SLjjUBRWAKb/ACZlAICwACMRuadsAFkMBw%20CuIp/qMh+WkBchAFr1CuuJe4G6AA6/BaqGB5USAHJVWm+yRnkCdSoRAKmRACenAXYP+llt7qDzDx%20p45gAC1gvMj7qwqABvkEUCvlAFcgBIVQDSBQBPOwu0sVA+2AAHpQE3KxFHgaHqpiGEFRAjPABT2g%20CIT7jYfbo3LUT5m4DpYACnlACFUwuUxmuc2aT0oQUv92A55wDl9wVd0aGqZbdQsxDV2gi6/Quuvw%20uifmTwMmlkMQBDg8CPp7jabQBUQQLRMhvIWUITxABplwvK8AossrR81LwbNwCGMrBxRQvbq0DvvE%20jZCnAkUYChYgCQEAviccGAxRvquhDzywCUeMvGvYvu+7DyuVAWcACkCEAobrpm8KtzFgATDwxcji%20MANsIG+iEBuhEWGFCRxwAnTABGf/p2syIEeg2U/kMAeFsAIoAAQ3YAqvKA/yIGX7sAfxUHcZUAR1%20xAVS0DlHERSlqw9ZpRj+gAe4gLBvcAP3eI1yBAs7YAFDMASFcLs7DFA/+QArAh0Pkhjcqk6BUZv4%2060024KAYcFRypEtnYAFzgMMoMAnVUAuLmAOQl3QUEAMRVJpHNQG4QAQyWMafKhJ/6g9+cAL4K4vN%20m2SHQAglBX75NglAUA0GMARmsKLoCbciJQnk/BDl4ilFISDbAidXBRYSQAAlwAiSEAoC+oYy8G2P%20rAC3IAVzgAgGAAQ98A6ZvMl2IEfxoAtB53Ex4AMs0AXX4BbAOx4Osco/cQksgFih/yAMHqea3LkD%20oJDLUrAA+9zLAMAE35AZSjHMt1PMGYIHDVBpp2CX8xBBznxbV2ABzWAGCzAOQXDN2Qx5dlALQwvV%2020UBHjALEQAapIel6GwgSl1prLsB85BknzbPmUAJcLAA9gsEuqy/bxoFDcAIRE0l1GnQv4PQWxUU%20M9YBnRmsCsBUjqyo/TS/VJAEsaAHQuADuDV23LAPDmDFAXp7DlAOl3A7CBEcAOIQpPEbfcAEEbQD%20smyut/ijijCON4zDutvLBPYJmSHMBX3UYcwVjWACWymP3tzMQ/ttCoC/UmAGRJAEVCAEtaRWSkC5%20ZPu6NtB0CSCDwqW1DJNojcAEnf/kTbooRyYWdEmGCnAwAX8AAkEgxbYdA0xw3ZZyFwSdDoIdyIPc%20EY6w0AQADSYQorf4phfp2ApwBSswBCAw2aCgC5edwRvgALSABp0NeQDQB6KNDmedQvpw2ikBARsw%20CxhwA4qAv6/9oxZADlLwArmby7ZNjSlAAIXyEbt9tcbMFX0QBQjrTXUG1UMbdLumAOQwBCiAAs2g%20DHnQDtAt3dWNAdQdQVBwDV12Jd+63frQB7yIAd6Uqhsw3lmeA82K3mWQBBsAC7ZNYC2OrwPtXrst%20TfbNERFhGfoADVepAm+KnqoZBVQQBFyjDZOwA+1Qi5nQTa1thCtVC1BgyhZeg6H/QTUp0QongGdQ%20dqrDmktVHAoKWAggAAIGYAC2TQGS4NfvYdQyniEt0ACQ55sUoAvaqKi+TALvyAnJEARasAMUYAf7%208AEfwM23laj7wAR0aykj4VAOkxKjHkG0lWvPPAEiFnQAoAhEsAXEQAQLIAVjzusGkwWSkWi6OhCG%20gdBFlGgM7dBLdYKyugO2Ww2TvQDC0OcA9eeszWSCvgSSAANYIABIceGJXjw4Jg5c8JDt0ADuPrSS%20rpcUAAovgAh4vgVEYNtXcAIBHRmgjtQAAgMssJVHFQXxkOpZOY2TxQnHgAiDMAbDauu4DqnXhQue%20XiENQ2jBrg8S7wEffgO49m26/5TsdZcMQAAwA4AIczDmLMAI2mAT156zBWEb2q4BLyIBAsABYlDx%20lXeCrw1QSHUFxVALQzAJdhAKOYCXEQSg/TSmFLAEVQADRAC+YDHj4wEvbQADTsiNTPb0ZxhXTGAD%20JEAHRfCmO/wGePDF/PAD2eEpnpIhLLxUTQALy7wOtsabNnAFNqAFeI4CQzAHY2AB/VQLXh0Pqenu%20Pmww8eWpANIjOasP07AGERQK7ZBicmaGbkWehAAHs+ABQWjbpsDwEhARb0Hfz3SDRK/myWcZbdAJ%20bgULZEhgbh/1V1ALhVAI5GADWe94XC+mSLVSawAJVTtxiG6Z+lCyBUaGZ+f23/9mYLvOBC4w5nZw%20Cd+LE2zh9+5FxGRwBQTWBK9Q+IcvUtGYB5dOBIUgBJE/+ZV/+esAEKY6BdCn74s6dv8ULmTY8J8A%20AQX79funjwcCEhhCtSuiwIaNdev27ft4JgMcOKpIzLI00uVLmCOvdIKUpV8NdDXS+ZPYjx8/hunS%20ufMXNN0XnkfwWWhnwVSofTIUTFWwwQYFClc2AIIz6h23M1f3rePDB6sDBxso7NixpJImPfqc/Jzo%200O7Cif6K/uMpoQMFW0XmhbRjh0KTfQrQYpgAxkURFVeuxKTsckcLV05qCOiHbmLPu6H/xdK0IbEM%20HzZcrkP7EQwGDB4mFCkGzIb/ggkYqlSZgHsfVqoK7CCYok+CE3XqRDtEh66n3gLfWsPq2KRJyOCv%20FEna8cqED6iVKVO4pMdfDZyeC+qb+NMo0YVOhH4Jo89RIwt2nIZSsS64Vayi2ICQSuiI5wxuTFGN%20LLMoQEsttpZYAooRvvjnJ3ooWo6hvPbiiYAAxLAlJBnWKeywxBZjrAgAAJCDBfEo48IPArKAyJCJ%20+gFtw4ZGaAFGEuaBRbWRWHPAtUpImCCDdTKxgALcdOPNN+CosgCCRRyRwB92lONRoeae84eABChx%20QA4TpLIOO6psCOWZPEJB04cYY4oCggGywAknHXty78uFzlnjhVf4KAWNVwoz/20qeeRBa58mKICF%20gsIMQ0wB2BKRw40ddInnDUnEGeGOCipgxx8nAP2nOb38SadUCWJpgRwZiliHk43aCeWdVzyNJx7r%20XrKOgkyKpcCGeWRY6QoKGpijgwIkMK6oVBvSS9USIEHgFAwqeeeGPPJQoopDCPk1pJA+wuojG9AI%20iY91VACADltgiSITKTYR1R8dnvjzS70KclUHHbIlQw4HPKBAQXfR3WcDiCE+7FduuFHLhhzKysCD%20K2CBZZSyHuCAAAn4+aG5dPhp1dV0VFUIiBZqkYMSS2wJRdHEFGj00UjbqdTSxGDLAABhhNhDlwYa%20AWLUUtnJYq8vWdXr1Qr0Gf8ABC4ySJaOdkwxpZ093onH12BdGrbYTI4lwYUJSDjjClNOiGQbLeWq%201lqoeSxB1nLAqOIVcMXFgJBDzkVX3WM/ahheAIowAQ0b5MjkBQSWdgIJf4ECNGB9BtZBAiAuaQAM%20BUwZsuGQTItYrSYotvjYjPnwgAQmTKGADlr4+EaPEkoI42R0Ul5ZKJf/IYCINaJIaYJ2dgAFpAcT%20H2mqCXqr6iqfCwuFKwyQWYOIEfjVIR0NCipeoZ+E0qeEAxJYABgJX4NtAlQq5kYJJSQ+y4Ec+s8B%20Ngy4gBPJEIYbknYEfSxCH4+oVl0Wci1A2WcaXWBNIkiwroZh5WFFWgca0ND/P8RhxRR7OMTgVPGK%2077niQj+B4Jc+07l+EOwfjgABDMYQAw9kYCojgVi7ckALWvgnYvv4VRHRgKnGoGIDbyDHGiKhjRKw%20RwDNocjK/gUobRwAAhYghEpgAYodvMNIFyMS9awHoOzZIRQoqYQJoGCAGhEsZeY7X/rSkYUSDAAH%20a2jAEhwAQNgcwn7405+D+Oc/ABaBEzdwgxDEwAACMKMgYfBHGv7hQIW0kEcTMQAEWAEGMCQibe0K%20CVZMw0EPgvAqWFmYLhIxOEKEogVAKME/NKABfjghbxt6oT9iqIN/lMAALbhFETa2w4dZ5YNBpEVV%20IEbEIsbjiJnCACkscItL/xSAACWQAET4xJdWXfFLAvhBACLQDgVIaAKrc8kN3PmHePiHD36EV0g8%20KE04AOIKMOBAGCDyJwnUMoL6+AkLfWkIdKShA614hQo2AIAY7COVnMiBLYKooupJqINYUUIGNkYO%20GGjCCovQSwM9o6FM7nI5SEBHCcyZBwdUgRCE2EA73Nk/d7aDAhuYQMVyA0DFrMMHJkgEGCbwCn1J%204CY10IAT6Bg1dDCEHezQQT9cGoE8jMRYTfBfDj5imgk4QEIe3CGl7KAIJgAgA9HIhiemQQDjfEEH%20XRIA5wgqTh4JoAYDQMAJZOCWdQ5xJO68ATzlqdF6etAEulAFHHDRgnx0k/+cQHECN1VVkIKqzB8n%20/YcVoHACFYR2HzFIpf/WQQuMTkCjaMAKAMAwCxKcAAplGEDn1OCPLFwyRwzR5IaQwA4JoEATXYjp%20TGt60xzklAL7UELFANkbB6xjFD7AwGslsYktSMAQNWCHyp7Ko+ZIlaoCCO5wI7rVrn7kYWEd6xEV%208JvCREEFSypHF8iACG0sQqnJUUddeYJZvPpWHRowQgdgcAM4zPQQalmukZDJLgizqwhFuAUMUhCH%209vAjDPyAyHc3BBp+FAQ9q6gaadbggn3IKyvFskCLDcOuikWjFrXIBAbQkoEmpqAABDWEQpwwkUDs%209oEqXY5m3PELaMAgGWj/wR9WyvJM/yjGAcjESrH2kYEGPMPCcbirQnIBD1yqii4oXRVO/GGFFMAg%20G/2zzupOGY93vKMd7dgNBjaANgqc1gXIwEYKDpAFmwglF+yABzjXs8LiqQOYTjBAAk6wBAUrQYMO%20fi9JIgxhGcigB1AAAgEylMufqEcfl2UPRUKsD72u4g76GEHocOECFezDAldwUi3sUAudwpgbMqZx%20WNHSiVmOYBFASYMTbHJSTIKzeOlghzBbcAI+OKDJFHiyaUQiZSoTKxMjgQUXZkmAYVPWHe4IM6DG%20zBAqOmEEw+QCm5vATtPAWc505s2djUUWGZwAAp12RKDZIRRBGNp8AV5O/0FKVYEjpGANTFDBPOhg%20A1jIBn/4s9j9APBQJVzhfkrIwyagJZQsAFhzxAOUUFJ2oWvptQY6WoQrqtGCBZhhDFFARYJVQYgq%20OCAGsHgFGmwR0alwwg3N0MQDfvGFfuRWITliOpl7W/C74rIAHdCEGXqgixzMw6MTiAEArhIKd4Yi%20FB+JgQqMeoUXRABaGmAHEgxKclXpBSIv7FxznCCBqXfiBg1QxAY8wI0SxmYdTQD7Dsa+jwkc4hAJ%20LkIz1F4ADq+86SnVy0TgDigJSIBUOsBCEBaADxPQAQ0eM2pz8XeGiV9cK2dA0BlCsIADEEAHuwj5%20XUfespILBSiafQgVC/8ygiDUoQWXuIUcSHBzm3uAJB9DQxH28Rg06BsHI5CATZSu26Y7ncihcYQj%20cIlLApShGtvShQkUsLEJjMR2YL/BK8b+itFWjwVkgIERFvGDqb4d93H3x9z7VH2cuLsSKAMhCAFg%20MAUm6KlEqAIbG7xQYItXiIcrKxfFcwEyiAD7SwP/YzrK86V+uLwvkQBtyAJZ0AFzuAYCaIMU+IZC%20eIEdGK2FUYEiAIMMAKUMiIEHlIIX2AQoCAA1UIinsY+pQodTS7YNSQ6U+gldMg59QAckQIK6+gUV%20/AZsAAU3GAVOoAVdeAVYsIAXmAMhEAJQuIQE4IA4qJY0gIc7uIPz4ZH/kpoLDfiHLCAASEgBTViA%20PACGUOAETji/3EgEVJgFyIgCchCGHugGKIAEV9AHnDAGfhCK5vgJD4M6iOgw4wDAGmApfhgANvgE%20TSiEPBCGUfAADFC8EqoEB2iAZPiDBwSGHliDT2gDNRAAJNABBcosh7A8kysebZCAa4AHgsGjEbCC%20cYACMugBZWkHWAAAGQgr2FC+UGgAMoAABqAC6nsEvkiDghjCIiSzI1SHJMylvnCETIRCPCKALeCB%20buiDTlgGXFiGUeBCFsCDNeiERpAGLSgDuPKHH/yHXFjDNtyQNKAWJdQHAgC+c4CCEOgBH6CDHDg/%20AAIDbigCJoiCNwiB/0tggDJAgRHQB018xHSIxFMjtUqMCH3oxX/gLnaoAX4YgQEIgoQkg2WggyIw%20xVIEpT9IhgYAO4z0A9oSAXR4Ah0QOc3hkA/cRZf5DEdIIIhAh2HQBy9gA01IAQTohi54AazMA2zA%20hgiIgBTogDYwAlxKjiw4NX8whORoGb0guLvoEIUQCh3JPF/SASRIFb3IAmbwBVGYAQ54gAfogE+A%20hgdghGm4ACOIoi9IzDTgBxFQQmwMSNHQMKFQh1xQAw0bEwLIBzZ4AChAgDXoAjzogVO4AUnAg01Q%20O2hoA3AoCJugCMvkB/4SAIPiP6YLGEfohylCAhqgRXbIBUfIhzZ4AP873ARsuEozeAE8wIML7ACw%20BIf/Ys1duDwI4kBlS8pAWI9FuIlhQAdmyKMBKIMV8IMXmMY+gIBuwAY/SIIDyC81aEx1QIJ/qI/O%20QUt1UEt/YEu7cMt/gMtLnMu6rIg0kBZfKAFf8IURcMkBGAAUCAIUSFAJ+AJZSMwswCUREAEnuBvI%20tAvJTIfkMCgCOMgELYNwYAA88IRG6IM+EAMh8INwKIMRKIFHyAIFoodcuBAnCIPYnM3N8cAOsQ/c%20bA6ImKpckAACCNEkYABs2IRL6AMo8IQXYFF9zAIGUqBFWASk603e2gvqfLoNuSWWilC55Af0qAF1%20+IJrcId0uNCCkBb/Y+ucDEkHMh1KghrT9Sg1/HSIQ9NFeIAHpFhLkNwFihhIQLMRdGCHD3SHH6jQ%20n7iln/iBfkA6itCllZlUyFSgnBgGJEgHJoSI38rUD9Qrp9msDGGIn7iDbfAuRyCeUzu2qDofXWQp%208gmE+sgCXdKlDMkFd5gqdqAH2cwCeuAFeMi8zHuIClgFcDQ2g1qZpWuPC5nELtUAlPmCgPKHHxhT%20dsACfYDLPrlE48gCd+iHf0uOgoDWTKzTDCO1UdNFuAwnfvg33PyHgSyppaMHQUgHEfi+H1hUXErM%20R+3ASd2+LxGxnNCJNb0JXe2vSmQ2d+0HJ7CkFVpDfqi9dAi4Ve2M/1YtHl1sDpZs1qfp2IkIVyT8%20hwt1glIpgUWwLAEoFXWgB1S5TErFvt1z1uWAiJSq085B0w7VrIlITAntnFbJ0NAYN1PLLJDU1pJU%20V5NrDpTxLmE1H5NLByME2oX4E5stCF0CyT+xq/VQVqmFTOrMUnPNPiHj2q51CJoVuK3FWXUwqJ3l%202ZAj27JVCKFdocx62ok42qN8WqUNHqbNPKc1uajtWqqt2qvVPc3RWoH52bh1VSED2/UQ27FV3MWd%20WqKtXCX8saYryb0Nr8ml3Kx92ToVVmlJ3ILCLHQgGB2Iqksc3c5VCIhIDtQVSc2B3KcVipJsXTHT%20rJVhusyq2sRFn/+Cwl26tdzMutDs09zNFV5cBCeuDd2mJV1JJKjTJRjVfV7cfV1Fo14i/BPard3b%20FV4eSdZW4d3S9V0IWt7W9VsPDElu7F2fJd7K88ayrduhcIcv2Fp2XV7OEd3KbUp0OFsuldpDC0l1%20GNO9VR/z/VeABV+GuKUNZLopGti9PdfhvdMMVV/LK1R22N7y9dPKjd/Wpd9xu9/E9eDgFTj+JVr/%20BeAFhswBRocCRo8D1tQE/lcGftYHzpEIlmGlpeDKFV6/fdzJWwht/WFwClypdY9+2FN4yAujuNCC%20GthSIZi0DEnPeM5Qm6r+Et46hVujhFwLvuGFoOK6UGAPTA4qkl//9O3cIO6Jr91PqPUJok0pJAZa%20JWZiJybiNJ2LUEOPKdaBKqYiLOYHDd5i3O1iyW0IyKVgMd4QMq4iBZ4INOashljjyQXSgkIVfQi5%20p0EVHk3YOK7aEOaHiQC0UVtUDkOCKT6K9SmBDz1QWI7lD5WWhUig/uwHemhdKuaMirDl0V0PlEkH%20Xr5QhiDmRg4NbooiuRDZTHKq9eAmJqTS6WzczsVkFnIqBdIHSopfptvTDHlOmbVjUk66kPuHH8Al%20YxAAdTCHChifuCQAUZiCACCCB4AGaOiAByCCAJgCUYiiaikITLDaOs7QXaYI37WPRUAPbWWIMKgW%20DD3mhiAZ1hXZ/wvV2sxToIv22WUdaHGuXM9AiFqsALczNmdmzWuAVEM428kVCqIQGH3lB0OgB0fg%20Jm0gABTggVZgRzE4ARYYBRNogGU4AU8IAQiIgHDYghH4UJswhMn0kpWG2qK8pEKNYRnWAJ9o0/Uo%20yx/9T4huiATypVw4uIPbYFwiZaZmtuT4rfrUrHBOYsudCHOoxSesgGuuU0D7grnTq9Zl6f+6T37Q%20gESdiKWUgF5oA8GEATyQAkWQAx9oAht4B1O4gTGQggWAgQRIAUjwAt/pDJ0A5L2GanTrB0Xjrhp4%20AnTQANnErTrdsH6gAbt7aIhWoCxgah3YhlIhFbLGJdyEU0VTtP+pEp7/AmJp8Qe1BWRNDShXdklY%20TtAD3aZREwAZ6lyhmFR+cO1+wMwRQIFwgAAyaIAosAUSqAJVGG/GsLfqgg0SKIZLgIJzSOr77NT0%20Vd9QSw5B0JGALoFYHgAE1e8PlYuzHdmufgi91gdMcGX9Vu4DTVACgCIJaOgIZofyCW7cVV+17RJB%20cASSiecAiIR6vucHiIR9FgUJeIjofmrqVtrKykwiuIQeeIFnMAHWWAKUIATGAIBiSZLXyABTeIEF%20SIBIyIdHIOSVjO/hnu91NoQ19QJ55nDAhAZGIAIOmAIveG4aiA+HPuZKdAL9KoFfmAJIYPLAZAQQ%20v4Be2JJ/cO3/4InwtgbayotgnxDGIEiCTeBuMZCEcmACJnCBd+wEojbqLdDv1q0L3ksHgoEHVzaA%20b9iE+eI6FbABE4A4j4GFNUEDOjABF9A6D3AAEtgHMrgEAxiARVDpxdXhCdYGlxRRGOiDENhpFnCB%20GJgHXJAEPm8BBGjRAXBYZs51Mc6FdJCAYUyCNWiEVccFFmCCfTABFsAFMeiEPtiEo07qzuGwShTe%20NqeiEHMFNuiAFsCGQhACGcuf/rgVeQCFQgipDoAEKwh0U7sWQq8AdyiBI8DnZrCBCUgEFoEFOQiF%20IfkI68i0UdAFW8mhjQGAPLAwA5Asdf9RpTUECbCCAKBKGDCD/x1ohyvwgfPLABnIwUJYAE1IABzY%20hR6j6K4WisLugG9YgzxwgyhziRaxgR14ARj4BszuBZKSdlFvQzPmnKWqgSzQbm/Ah0pggqGSA6zg%20BlQooWO4gRlzrlnoBAioA44kqMYsa9EFSJeRmp8gtBFAhEaQBJJ4iZAYlp1qE3Wpp99YLhxaBgTQ%20R3roF/OpFhCuIw2QFngQhPtFAS34eVdfhwd8wT/CAFZSBBWQigxgghPoAy0Igo786+/7h7pXB1RR%20FYLpHWkR1/XAiboiAB4QdlfPAyGYeGQaiSUZLalgATHoA6gngPtU2lMrCF7GC/nNUjNOINxED1FY%20cUnIiH2odP/boQCjR/obOIVa8KkMCAVs0AQiyAdMaNSCqno2vHp08NP3HIBW8IRogAywH7xIGfup%20gDCyEAmsiLUiGIVN+IYR+CXzya1O5ujQuNcEGjcsAIcHQABcoAMSKBE5YIt9+HusAIhQpvbJUFBk%20X4M3mzTdC6NBgzF+Gv6lUwfvkb9/Gjdy7PhPh44SJSToU6dOn75F+tDVEBAs0jc8PlyoePZsRzsF%20Cvbx3Ddhwr4YBveZyNOCiBd/GpCw1IASZT96HPv182jVqsoaw0ocQOCpBzALUYLuo9OkCU9a63Lk%20gGVjggcHRV7d6EGmhYER2nSs0oHuKb/AVwd3pOqoxLkWV+T/sDi4gee6dTwf89S5Lx4FCpEjb9jA%20pMi8HM8Q4BhAr58/J/+yrCbseqM/f8P+ugLSgouQZO1YMNkAoF07B8IdbMhMQYGMgj7sCMnDBQIQ%20Aqpj62Nn3UnG1xupPv3XT4CAGv34aRtxQBMZC/PAwKnkwUVknsYp7FOxDxYsCj5MmTAVAi8B6KAz%20nkaq/YNdbNlpZxVK4B3RwSYvKGOBBXIEVYQLNqC1zzq0sBXKWw54IMMeDcxhBgwpxCIBSH4BJtiC%20VnFnRApmmOJDUJRxKNlkle2EmWabdaZCERmMIsQCKRwQlROsxfhaFv6w5EgBKWDzgjA3vKKIHL4B%20Nxxxxukk/8M8oYTyTB554JHCFP+EkaB17KT2JHcoeQeeAOhosMgBKUQwhwVFYFAJHCQUEd8+8/Vk%20CgVRuCWHDWOskcIR4RG4mpMJKvjkRqqVYMVtGSzBBAV2WMCEDBkUsYEN8sgTTzxoLZFBBpyMYktk%20aIzigxgIlEFAPyal4x0/dsZIVWwCpqPPAOJ0cwwrOZAQg46braNTZxzqlFlk2NbHAh+WFGGKJwsQ%20YKeBsG36pD7XxHYAFLis50AUUTR6BqtogMmqDbAoQKsC+ZmQAx37SNICECP4YghVDx3I6T/gcfSE%20DgLoE0QLYlw7jyKm2DJPJVVgcK0Cwu20DwD1mdJOKO14sP8ECRjg0UIZJWQRhgBUWaxpdlRBnMY/%20rjywiRtxFUGBInYY6oIMrLoKK1omc3JWZKOgQccVCDxQjwDCEmvsgshKic6yBiTQTDI5sBJDjzt2%20qwBlJHNL8j6+dVjKPDfc0kIsX+jzsJP/xAaxRsxIEAg40MBACy3COXoFBQBcYYO+w7Hqgw0FbUuB%20DTnIsM4OKd7jiAAMS0R4xAJwhIQOw2DywBqgzUMCC1HQkUEVIpNssgL2pQwccBk4UAkYUkTwgCt/%20C8gdzxr5LPimVEkvvUaxnRPCEh94YElyKsTAggoqKEEKKWw1QQH5HkyArW8AgKYKIXSQdm5g/DxP%20Zz8oWff/D2InsELLKEZBAhnM7Sw6EU5x7GAH4cyNfRS4godK4QASiAEH5+qUd1CzrhjFZgQg4IIu%20lgAIJYTvJxiIxx50Ypme1Ac5MbAFfsBQCU5wIgOJkAQMRvAPdNBAf7mAmIASxA90IKEEkCCDCwjx%20Ado9AxQNUARybGCDfSgAAxjQ0U8mIAP8vCIURVABAIohBgYMQB/9oIGAosQzfzxvcNuZHvUEF4cE%20kIMSS3DAZmJQhCswAQAqIJ8tcnA+8gEMbkPSIyEIAQszJOAI+qjf/Y6Vv+qwg3+a6EEOaOGqeWSg%20gE04YJgUyMAgse8KUWBcKTLggVmkwBd/e1gG3Qgxf2Sh/wAJyEMOlrAEFWxgAkpIBAZ0kUIVspBt%20GdiJD15hg0qQgBO0UGUmWjAFQdSgh/pIx7A4FcTYDBEdNHoBHQihCgz4oDnkiMK/pEhFK9bNmD9Z%20B6NeYQIVMEEFpuhBIw7wiH78II1rZGNVoDcVOLbmHyOYBhnm8YEP6IITsDrZY2JAChJQAgyUGF80%20NlAyByhhA5nIxBVs4QFauaAHrSgjP36gkRrUgE4W0wdL9RGLEFCAG4k4RSZ0mRmdNMEGkbGiBbLx%20gjnM4yBUVGEC7fAOeaBhHRg4BAL0cKAEaUBAUAkou7QRAUksgRK6YBQFJmBFBbAlA/O4D1h9oMKT%20SdGKN/+4wUITcQZNaOMHgfHHF76AvzppRB8lAEEXEgGGlOVOnTyxwRuAgapU5QEULASTDewwhh1k%20QgWAAEQ1kicA64DtHw1SnUDf+J0BAe4ICZDCOj5ACbY8dCeP2cD4dGmJWUQjoxvt6Ef1I6IJrAMP%20moiFPtTAj9XsT5IoSeMMOkEBEiQiEzu4404VQDWnJqIBeciGFIrqI2yVSqlMXYfINgGJqUapqn8x%20I1Zj5IgpIOC5lhiFccSKAbJ6zgUkQIa95DCKtR72LRN46wfuCABNXCCl/PAHFvQqSb7+wxFH0IQZ%20ZjGBVRV2ivLZwRtUQAcy5aEHjx0OLOywA8qqgBCJ0MT/ETCx2Ro44pV91YfEQus86U3HHyhJRSey%20kYdXjEJ4FGiHAlnIIVpQQo+Qi4wu8ajAPeiiixggARM8YcG/ZSEwE3kSdpwAnkWI4wQb4AY3alEL%20XUpROFI8yz5IkA0zUAERwIjBTxSAhrN0pjh/uEGsfoKHVlQvSvzgLHohRgAidMEW2dtDPNgiH/ps%20QMMWEMIYhNAAtSogMobtjAX2gKsl8EES1SCABipQAZE8CZtPeWUJcBACFajiEFLIw1qFw1sfmICK%20wvMBjhLFOQUksgoZ8IEFRqyCCZABByUIA0uuWqcYyzKDOSuQjTHRiGz0IA/tyAEDgWwHIa/DEnwo%20QhGi/3AFJN9xHUuOxzveYUUASCEByWuSRK4cIzWCRwLVkMSXoyFmByyhzA44cxNiEAMpDGESQWhA%20EeI85ybUmQI3+EOeJ3CLCLSUqoCO5ILycVpYLKESukh0DhZNmSaEYgx5UIYiQqETS1sYABuwg6ZL%20ocsdJMAK/HjCqAlQ6mV15x8E0MQtAMCeHmQj1g6YtQ/06AEw4GfRNuA1IXy9nBHz5AUJIEAWYrqI%206X22etHrR41RkoUj4GMWoMjDDkxBvEQpkAJNiEwOjkGOF+RhDJrhwzrQoHc08ESYsHiFAubBhFMg%20IDqGEJBKOOWkh/y8B7BNhKl+4m8pZgaMWigDCFAwh//g/NsGmVGCEn7CFil25hYQaBKC/syOq0KM%20GJe4hRyIJwNbwErvk+lMFLIxhzm8YAeAZ6uF8wM5/ETGByEgRglWUQF/hOFJVn1lbAzQAgCQYOkj%20tkM73M6Tn7wHGG8YsfD24fnMNGECDrAib23wDlhYIBMh0AOMa6APCQgIHcWCMWib3UYbz38GYjA7%20KLzBK6xdd7kd3B3DC2RDNoCCInwOHzTB3vEErOCHZVjAGrABAfBDTLkYlmkAPxBAAjRAWE1A5E3A%205I1fylABCBBBELyAIjDQ+IGe6OUA6W1ALfQBpsSGBlxcei3IOazBLdjAWNFePNhe3fiGHLwAIiwh%20FaD/E/DxhPAN3+fYwAmIgwQgwSo022s8n9fxAAJsQBEQzw7cAE5on09MAAnMw4gBwylUFOWRn/mh%203zokk6lYgCQEQPwdl4DcH7Nt0IGcmixwwAnQwUjFAC8BgFixih1QgFr8gRAEQRAgAhXcwDz8hJhZ%20QFhhgMttQKrQARpwAhd8mgBswzaUgM5xSmCoxghcUg7wAR/Iwx5MgMvtgxWlG3CoQCoEAQoMwAAg%20wg78xDsokB0owVMdAh6hAaPd4F3ZmAZsYIw9STP0wA2YwCGgAjdswBiMwT5kzweMIYVIASJogRnc%20QjKskDopgCtmxkf9hB30QAQMgAQ8hLxpB3h0nSNM/0PszMPKrQOaid9bYAAT2IEZnEMQAAEohAJ9%20yBrojNgO2IICzEpkKAEuEEEJBMb81d959aFHNIk+ZIEEfGQkcEEMCEcRuBwiToAi2kGH6EIeBMEC%20gIAZREHCTcAl2gEG+FKjZYAM3Iou9AAMaEMN3MEdEEAJKJ4HHsgItAIexIMrvor4sE0tvgNwUMAG%20mAEREEE+FMIpAKMwEuMhGGPeTdEGlIMnGIIGxEaVOSNoPUk3SNoroAIczAIp7IA2cuOIVYgSimMe%203IA5ThE68gEFtF8m/AQF9IAmwKNEiMCT1CP+/YMEtAI2MME6gMY6zEM/StFP2NMgBIEBAEEPZN8+%20KP8kQ+7AJwlHZCTCLDyABATGR2Jk1+3QgPCfP/ADeKCGBBCAL0DDC0QBN2CALsmDLgBHb1oRa5nC%20AFylGYSCLfQEkOTOY/yE3qECKriANPBCBfyABozEk8ADPKRGDaBDCUyDJ2RGO4DCDSTS22QRb+1B%20KOgCEyCCBbyBLuka5zQV3wEA9ZUCGMAAEcBjOrDDXbkDSFgkB74GFDSABQAAHKiCAwBmJnBIOlLl%20FUiBLqIAFVRDHlCAFeHRiIVeE7TiEnzlBrzAJxzbgRWoa5hEVaBEOsBDI0SBEPxBDijABKDC+iiQ%20FaVJImHAHsSCHsSADOCdR30U5cjaT+yDhwzK1YX/R42JDUcsj2zSJnh4JAEQgG7WlG8uwasIpxVh%20AFvoAizwIgoMwQ3k2mVkRu7UDXSigXTugz1YJ3Z+5M7FxncSAA+IgSmVpxAk0hJIBo1mkQzogjDh%20VzGcwnwaB+V8zj5cAQm4gANQgniNQAnkQjrwA3YIqA4Q6JNAgDBYwAaowhKAAWDSxzpE6BUAwAtY%20ZTUEwThk6IYupIeC6FeegRmkQAbyAz344WCoqGddUzo0whk8XA091Y3aJAakCfwkgin4qC0UgZB+%20VCYU6dEdaSZZERQsQnh4nZNuBDahBkrMZm0Wy0hAgwkwnMshBydkhrYoQGYAgAmAQjNkXhSIyhLk%20/4EU8ARwvNY+vNVPWIA0XIOeOAWKuoYTUAVIZIEBXMIbXIEpAcOs9NTt1Y0t2AAdmAAsIKQckCes%20ONVTgYEJ7MErtAMJqMA36MG5UCo/vEmwqMN4aKFrbIIkVJYHeAAdhEKQbVRmCJwyvABMBoEW7IAQ%20jlW+7sNZwMpPXIFv3Wq6hE1AuYM7pMMXQIAQ3EA7zCLJKJBOjBgYgEERKIMB6EEm+IshcU4TMM46%20PAb5oYUJJEAJ9AM6NKkGcUS3Rmm46gNRMoIkmKsKVFoOqKvcUMAZIIMwNMM5oMAVzIMuvRq+tkPd%201A2/TgALYIMsBGxnaYcTfEE/gASzvJ5vvEEDyv8AmmWLxNoArLyCHMiBvfzYxlqRYI0Ce74CEzBB%20AuTDuWCTpbKRih6Yrl6FGZxAMeyDKo2CzW4bzlIAE5BAKiACJE5CIQBtlyoAcNRN0cbD0XZBK4Da%20cC3tazyP02ITNvSAG8BCZ8TA1dpB1u4A8TDBGxgAMSDDcYwt5WQSj6TtPrBAK2ACVcCt/mmQELFE%20pfqDBHwBB4gBMkbBY9iH+LkKW5CPAqwAJAbBCoRvZyTZcBBtMFJIpXUBCJTAbNJmDxLsP2CuSdwM%20JMBAFByvC7gBKEgR6fmjDbzC39VvEcSAojzkEmDAFinC993ACUyDSAiCOgCo7mJTpUIMDrxAA3z/%20kgy8ATmMoXBYEXDMcCjsgISQgxDQx/MS7RvOTQP0wDQESA0cJQcliKi5gyM4S+SQzx4cg1q8Fayo%20X/UlLwpEogEf4WPwAWspSqJ0ARHcKiyJzfOITf+SzVn6VRuIAS1khm+QBQUocA6Qjw/oghksgBnk%20Bh10Br+BiQXXoU50gbFVmf2speV6xxeYBD0gLAQ0WhEogDCsMAvXjRTJkzId7z4cjXFQkS7Nlw3E%205w4gQyMAwSJIQDrogDo4wRDbLsRQwyXoV6pYQBPfwBNjAHDMgwsowimc3S0Aw0BkcU+N39xQABlQ%20Q4Cgg109iaaIGjzoAw90wytswBmQgi4cQ4e4/3E8SJF9UYAUvOQtjEWdaVSH5ACQqOs+mAIZQEIG%20ToSBAHJA7d9sKkux2NgRXIIFeI5Z+YbbeQgajN8EmB0wsMAVUIhPWdF8aJSrdIYCcEJU0VJsYJxr%20UIVEBAZVlAARwMA72BGGCVlP0BrmyIELxEVPdekEAEcU+AAYoOQbdEM1YEIWPC0xe+BKSw+MLAgK%20QMEc2IIVbYAFPJxOAOM7gJsKuEB9YAh/9QRZfZ75OUAezK42pIP9DRcq8oOofcEixMI3hJV0JsMf%206MRUUoBw0A4ydJgUAEMm+G0WrcMbPp0VSUEL6IEEOAGCTE9sxBhDD1ENVKo+hMH8QcBEp8o8dP+G%2022VSRmfGBGTAWylCd4U0Boy0ApS0RuUAFAyAGuHVBxOGS3ugBsT0AbSACcABJQDDDuA0T+CaDZiA%20+/h0EwA1cCjCHgjWBtzCJRjAIvgDPFSEOizj9ES1dgwACHQDHSRCJZBCJmj1n6bbPKyDIc4wJ411%20ZfQtBYSecFjvAJQAW2P3ggRGXJviNywDGqLCHuQ19GYfXx+dCrwBKCzgLQz2FK1DYR92FWGA1Q2A%20dHgWQInNMxYGQUEPJKyBG9BCx4E35ejST7zxBixU2z2dAvjbiMWAJZQCHxwCNzABNkyDBIDHaVSu%20a7wmVEMCAvzBOmTAT6jS8IBBImSAFlsY+3T/3KzUQjH4UVwIQwR8sf0QcTqMxzLarlsviD5MgSYI%20wyEkwiFMAFvExwboHZptlHAUuefxhCUsgQVcgSoIFi0QmNicToxYeb1JADO0ARkUQRVUAgUMBH1q%20KAY4wD4AR2TAysbSTWdIDpDK3BJEAAdckCE8tdcJyFXAUUDFhm3cgCVQwgdEQzF8+BKEeD2P+AeU%20uE6g+A6owDxYAitYIxNIgx58QW32Q4uxS2NmUFVYQQScgH3NAq0s3fklwkF0s4/gCxx01TxkAjCc%20qgNYQicgwBZkYD9IOZUfM327xiL8HBeAgYmBeQ5wxj6QOVqYOaF3szptACWM6iGowgQsgyaM/0AW%209EMaKMWVa4edC8BHlkABXIILwEEVmAIsLFpmbGiht8OhI/rbPIbk1JMCrHkpRBXWZUG9A1SlowNt%20Y3o/jAAREM2Ktx/lYEAVgNnTxAP5uEq6gZ4ubfUEsPr/kIIcdMGn/QNLJdvADgZKgIQ78B94+IMR%20JAAesID7XgELyIBwgIEH9MhjRIYcMEEDmIIiwIL6qJKkJIARwFhxXbfuOm22EwY7CIAe3BIAWJEH%20zKEPPEaqJ/hYz4fbyZAcWIB9kMMlXIA/PAE7ODadL4hJ/EP9oIRJANYe7IG4NW628A6SNaggQSDf%20HSHogYEM2EAovAIXEIE26EN2JAtp6WHGY//6CJQBFLhBKZSCHEQrGlgRyb+KyZMCyr+Dyi8ByweF%20JdDCGZQDBBhAR7IEF8ZIzuvAzqOEBgiAP4zAEECAJIjbcunLbBG50kdGyihQ5JPABBS1JEBBdGBr%201kP11rtD1w8GEiDBCFQDF6hAIiTCiIRu2q/rCrF9E4QqCzAGAODQAPgDOyCBDt77a+x93+uD0yas%20CQCEritRNuwraNCBAwUK1q1bsmQdrSZN0KDZZ3CDEm4e1tkKFeoSEH36sjj558QfOnT9/o1U+Q9m%20TJn+aPrrd7Ofv0cBIki5YcPWxQlD19mwwQ0Dnw8YlGTKxIePgg1SpEw0ikxSNhgcFgnI6U//gAB/%20JmWWNcuPnzp1WUbq48dulzoCsTpEKPQiz6koMUjIuLgB8MWGpcYUHtOuXY9NHQpkEcBPg9q2+lSi%20pfnlC1qzm2OyY8fMSAoYz0IVhAWriY8MEyZOvPga9usJGSiEmtPq05ES/jRoQOskC2fOamladock%203QiePm0cfG2Dwr51CycuNLguR454BsHMmqcrj5kI0ySAFVDy5Mu2N4X/q2kTp78wKDStseBjlFCi%20RpF+4MPUKaikomoiE3wIJRk8WrBCAq/CAEuDLPxp76y01mpLgxrUImCELapBQIpsdjCFCRLyw+ig%20hmgZgxxyamkglE5gKGMER/rxTbK2KuPn/7LM+KGwLM/8GcEAKPB4Zx8VKIDFFtVYay22KPfJIAMV%20bsAGCiAIKOER33yTD0iZiPPHOCTYKYG+LnaIzrl9jJKOuiYWKgi77AzygEpdeoABgS0keMSrmJxQ%20byT2yjL0PZrSEcAYDXy5R5MuaKHFgQnczM4pCuIZ6oaf1sEAA6MooADUKxS5BcsDVEInnS17IytM%20mNT6h5+2slAHCXVqgEyAa86BAoFC8vjDhBhQpHOdeYooxQQ5hLgkgQBc4WeYGgT4gp4cR0oHHc30%20wUyzWGFKowIdstADihfKgeWKJjjJYagJ1tknHqPe3Gch6/Y5wxRTlklgCrVKGEmNGtCRQP8fcf9J%20Jx1bddChhoivuSeFZZIxqqGFdlhzn6E27pgbbvbJQR550MiBD1pMAAabBA4ggDLP0nDCJPUkkMBQ%20mRBNlFsNRJBggCEgWIaPSjewAdNMNOXUU1BFJRUDCiyQBIIhBqBBpTNL+OFHWMOctdaRblWLBrTo%20yQIFRLSAIARJtisIMGQVyEAGF/BphIEyBighDH7C+qIfbfXh1ltwf1T4n4f1GQCIPiSJggJ3OYl3%203nrtvShfBS6SgwVJvKEGEzP1kWCRQWtAWGGGHYbY4GsGMECaE5qwIWMFNo7O4x1AJgUAkk1GmQ9O%20ToAAiAFGiLkGmIKzGWeWEO/tvGtiSSH/ghd0YcUSBzyIJhpQ41XBBx8gH/WKKwDYp5oHOtBDgn/U%20YUetnGAKF/EwBfjhn1/aeCAFTSKAARtCyIMQeiAJRnQgBR1ogxEk4IR+CGBV6AhL/VIHPwEwwwoP%200MQChAELMBxCFaM63z5iMJsMVKpyNggFCDrQASNwqR8r+QqZJigutKAFJ86jCcIK0AEy7KAHiiDR%20aoYCAOh06gac4ERFZKCAIjRBES9YjB6ywA4kUFBcP/jBeUowgiAs4BKjoIUlKjEBUkQjAxgYSiIA%20cJpRyeEKLADABs6AAEaUgQASUINa4jchWh0Oi+25nxMkwKEDJMEPhSADBPrQiE6cYBpJ/9jCCAgA%20M348MII1DKRwTJIO+KlDHyNAAQ4gwIVRYEAVcCifCgBgrKF4wAN9YQIdTCGGaKFgBLuR4Qz9JgCF%203fCSOMnCMP3hiJGAoxAhAIYpGjAlDwxlAz6gABLpsEQ6KEAGMbBFA8gwIwJUkR2bBJI+FtEPrA3D%20ECVoQ/+EFYp9zAMUoLjBK+hAiyVQiROh2EEeXkAGKEDCFTDr2/0sUxOGiVM4/mjLzSaTMEyiY0sD%20SxgO2TMZhHLmYf0ATlsWIYE4BKB/Cwhgp3QRvhjEIAqnuMUCzKCJBEzjALmUQBXflw73+DFnYQJm%20DmFCs41mYQRs+IQmCuGGZJSiEhg4xP9SMVAJPpzhCkWIwSuSgY0IfKIN9eiHwYwByIuaZRH6MAQE%200fEPCXRoHFAIQQP4Aoo83GAPtihFQmSQg1BwEwIMoMIAOOSWLT6GRwa16VfLQpPJMHQk/9hqxCop%20USdQlCUWJaxMMvqPLIQhDGxZRBcPMA4EXOKRkliGgWLAAhZwwRMQaAEPqIBLSu4mHcNQh01pApOc%20AmmnODFETw0bygEE4VedWIYlwKBUpi7BEgC4AhNiEIoQXEIceitBP3LRLa9OFiYMfawIaqCBdDij%20BFZgA/++sYYu9ECABMTDJiKQwDaAwzcjoUdYwiKCgtpkVtiFSS4YloscPvC/MYxgxFj/FVjJ6nck%20ZEKLwTyjDkPQQz5GmEEAHqC+T6TgAYzgwAWM4BYk1CCxNWCHiJGj0MTSD3H/pQdM5KMGfyBBB7nQ%20Ry/2l4JvbAKAeKAKHrrAXvcycDL+iIs69CsTCWhjosa43y6+4AsCDGAAZUCkEMjQh0Z2Ag8MCEdM%20CfAI+5Jzq/S1b2DxS+QiM4xhDxxrDgVADzcbLGIGU0k6DNyWIrdkJDfMmojFolAnjGAExoPyoCkZ%20Vg1gjZz/QMcTkGCmdJh4otcVl4pZXBPPyLiLHUoCA2CwiUtY2RML8EM49FZJ0pFzETax4p1hAg91%20pIEfj0CJP9whiApUgB29EQE6ZqtD/33U9h/8TUcNhr0qa93Qzgctsm/48QNDAPOGlcZJWAKMk5cU%20OcS3xrWEEvyDJ+gAM5jxygMhw+wbCkDEnoFfDXJi59tOWrc3oUcgguOEEtxbH2H4hyHQAeOH7Yof%20l62JO9yRZjX85mbtY7WraUUzf2TBHbK4tTp+0Bs++vrXw2QYO9AMZwkyO9mD1S9koG1uDTjcPNX+%2077X1G4aEoUPb6ni4y7PADx1UoB+Akzc9boQWDXCNVwKwomd04BVIK9Z59QswzwVVgjy6/B8CUEfM%20+8GPx9LECfQgOMMAqwF/3KwErP6HZ1RyE4ZdnFY7RBh8+DhbPOf5hjl8z/wk/dXinP+brCqh9gwT%20ZVsBe+bOYeFRQ2MykpsBcyaQHl3zeHpTYL9bYSp/IIF32Y9hsueGt646MM8+22izmuwy7Lw6WBJY%20hrKdjzadTG5vMvc/3vnuaAlLJsedqJr4PWvhLLLgFZ8wmBheAoiPSW+BH+BKPz7pFJQ8uuWcw8uX%20Hi2ah3bn6YzikQf2+YkfCX25T19ok7kmw9z6H61P2AD3Fuz3ni5Ojm97P+r3oOBf2MXR0uBAveeB%20urq1+2+PdMinuNpqoh8I7it8SrFuLcF6ifcSUJOKrKCyb/hMrPu67/tsT/wKjvzq7qLOz8TS794a%20j/+ADf5sSv7Sgf7ewoJYAv+krgb/9i8E/e7/Ii8AaWIA3aEAaeYAK4ABvc/EaMiXWA39Tk/P0CGj%20Dof4fk3BwsX2Gk/sVA7NTPDi/ksJFe/OdjAsaLAfuCVi1AIeLK+hFIzZbI/uduaXvMr16C7Num9V%203s4tLGOYsmDzkO3exC4I124Ii7DSgiwJjTBRmJDVnBDN2i7ApvDAsMsK+8zs0GEL1aEL2SLIfO6+%20+o+iKq0ME08E/ygNuW8NV88NLw/a9GEOWe0EH0o9PlDyAuxhSC8D4479HBDa3uP7EgynHoi+bqL8%20vipc7AyYeqsmhnAT16MVb2Lvfs/3YkX4zjAmoi3cZFH2UjELf6TObKTgWK7IRjHv/8oKFNfvFHPI%20GVcRspJvsiqwFz8RCf2O+2xRAxEqF0/shngx9iIIG4HRUIRx3IixDKfwEunuR5YRCZtRB0iPztLO%20xKSRW8rqD79iMiQkGcciFdXCM9KB3IBJA0qgfURM5noQ2lIHIjeP7oCNYXzjH9LAmBoKJdrx61CH%20wMwq4WJQnFBOLR4GHv7hEbAuOGTxv2rPxGjmC7AgC9DBvlhlJP0hYmSQF/lBJdTi0QxPvgAnLEDS%20CUbCEbDAERyBTAzmYdxh8dzi1poQIdsC60Jy1swB11KPW/phF9AC6CSgBHpSLS4rAYUvVtKMI//I%20I+ksEIgRYbwSDMeiLZxAxMoq4f+a585cUh1g0vH8KMH0Ye90C8L0wRF08hoAhx9EgOOCcijhrSiP%20crY6cO1u4thODs+mciqrEgnKBSsZih+2ktUSCx0ekkfgUOjY4QkASzMwywnCACU0yzE9gyUuS87Q%204T0aELfCplAKUwdErqBOwhACR1fizGDCAsZUgsE+SdrAkbA0ry3QQhFVYqzSIRc+LCADzuXyUqEA%205wnYbQBlgQRrJQu+QB1uUTjY7+787j0eBh1+oG+w0JN8RgREYBUqAB1mTVEk6AcTazVfzjVpkAZE%20rAaAjh/6Zvgegdv0gRn04cNUMCXkLDh/0BiJUx8C52GQM+DGIgxuwkzULc7C4t//CGzE8gsL7ww7%204U4lquUmBMGTOC5CnnJ0oJItvsAQPAOC3AEeZOGPSMI94ZMz5FPB6LMmdAAJrOs1cw4eJKg/ReDW%20kufhIIxbashA70z4tLAGCIkA8qFDVmAQXoALQsDKuGAOGIAagmAAkEwDVOI9dIU3b4olzYL4suBh%20jvMryo3a3ONmKgnQBm3Q8qgNw8Xs0OzOHgYWqatVnmwArIAYGEAZuKARGokLCsFNJ2lgHujD+g1+%20sADuoLBLwySH1rFQBEw+DI8id3R0sOALeIEXGOpmioP68EzsvrQ1r6gEXOECHgAaNqEbugAPGmBj%20bqHHNAEaHmAGRIEfImbWnEDd/9gBQ/O0sCCNT0P0T3vDWjSKLURhCjiAA4QVGjrgAYggAKbAC7rE%205/zuCRtVBx6VYUogH2bggL6BDE6gB27BX3ksAjQBw2YAHLYKHbCGCC+kDU21GFEVJ1T1QwUMJZQS%20FBdKVuFBB/BtdGjiB3L1VPXLMzhRHwgABeoAAhpBEijgDcbADiyAAlRgAp6pCGwhCnogBCAgFSYJ%20ZughmG4CKcNGYT7QOLtl7nhNHQppBKwgHCIAAsjgkVjABKKACSRBDDrh0yKA1HAJZiJGcRp2su4t%20Q9mtBAZgC3gAAi5BtOhgY+zABvCFShQAFiygBy4BArQAEfaGAATsQWlNLdDiY/8phAYBixgdih0e%20ZvC2JNCCIAkGYQG6QBoa6QTmAAeoYQuMB2YS5gTFLmSzkx8W4QKgoQVe4BRGhRzGwAIU4QpiwAPA%20YAJcwAde4QZAYQfIIAVmwAsQRgNy6Gf/tj2E1j7lz2j1wQogARq+oRqEZQfa4WkyoWXzoBBaQRM6%20ABKsYGtroGvvDGwVUWxnIAUQYAHI4QZ0YRTWtm0VAJZkwAcs4A3mAIyggA20QQLoIWKMo2+BVlwC%20V1UVq3B1INZGRxRmQFj9B4CEwA3cYBlgIGAH1goSK3NX0xG47h/Cqxou4QRIYAkqAQyeyVJiw15s%204B3e4QbuCgKqYQsQtacArB//HkRhRkLbaiD8+s2sRGkQLoEMyCEKHEIVCEGHl+IvQMUB0sgFxAAC%20zmEAehJ+UKfIKBIenqAfJGALkkkSdKEI9gEDdHhU7qUhGuIibAAWKOAdLmEBJik4foA51QGw8pFC%20dlAYNeoffi4sniwfeKAFpKEBWIEPlqAKQCVklOAPbgAYyuEW6PYcJqlBiO2xxG4kcsG/HuEIHiAC%20sEEOioASloAEKmWDYaODPxgxdiAbovcIJOAxS+ImlhNMxIWFrxTrMpSQfoEREAAPsuEWKIAOKuED%20CKGWl0JzNgBUYEleogAbNOEBCrYwefeiKFK2BCAOviEChOAdcsAW5qGKCeGK/9tWOrJ4i7s4FKQg%20AjrgCPTh4AyBj874/cJEjUeZ7t54BjrAeJvhGI7hjvMYA/b4DxpAEWrhFrJhAdqrDfJ22A75DwOh%20Xg+gBcTABTKADvagU+JBoeOhIhoiIbwnXl4JDGygC6DAAPKIJsKqPGB40siqYW4GVzyDAIAAtGaB%20dT2gCOrmiWYHOijADuygibg4NYqgCK6gE7LkeODHSw1BH3zBAFqAC+bBEpagj29AEbhhAh4iITIH%20cxQgIRIiEc6gByx6SyKNH5RNYebOKLeTHsipkqwgGxqhB04BAOigoK0jHqZpB24ggxMBDCrBrU1A%20Ei6BhLfWIO8McBjmFzoABv9OAQwcwAT2ABluwAQWuqHX4aHVKKInAAzAwATmAAZcaKa+biT88q5R%201aMXz9XUogBSYA2EgXUZex5kgA5kwCpa+qXnQQF8AChsQAbmIQqeYQEARh8K886eTR9coQNaIRr2%20oRJKQR46xQ6UIKmXYKnzpamf2gFIgBSEILKtINXID6vv9/a2uuxGpwSOwIdqgbuXSwaKAK3Vegc8%20wBISwa2TSg6QoRC2uZsVUXORQBtQoBU6AVQwwAFAQYDyACiy2AbaYWP+2w4oYAMmAFSWAE8ygAXW%20QBNwqbKr8rKB5ApNjGEEwR8IoEh6oLHnwQdgoaWBIRReeppdQwVMYQfGYE3/1gEOCGEWqOaix3my%20xsIKIsATAAAMEsFSRsUNQuEGkuG4txi1X9oO2sEClCAGSoEOugABgsCSKAqN26P1ehEdljgMnuyn%20scESSoEW5mEU8ONdsiMH5gUwUAEDZnYPdMG3k8oDuKAFLtprsUvESgASECAP6rsUlAG/88AH0IC/%20/fu/dyDAddmHPeCHKUA8OECg3GNOk0dcInxb0sEdrCE0YCAPBJ0E6IAFbEARouDDQZwCjGIiTooC%20NoYcTGEdqgCDKQAGUiAO9K3I5AMSNEEKzmACuAEM9sGlkWgPetxNfhzI7YAElEAGRqEHxmPJg6nJ%2045PvjPIfK3wLvgEG8IAS/6DCFpqADnygy2nhyzGCBGbBoEfBBOaBBOCgEorgDSK7w8SujcsAAmzB%20BFRgHzJ9HopLsZWA3oeivjFgIdDAgzsFACzBBUqhCGp2zUuABm5OB9vcyfshsQSg0TRgBECgC2CJ%20BADABGyApo0ltCdgqasZAACAsYsrBra8CWBBDm6BDBZgAO6MALYACm7BEvggIk5qqQ4BDGqjU0bF%20ORabKCDnreHABKDgAKaL9zBDYejUxB4IayQgH1qBDPaBDmxADppEBc5AI6KBG0ihILJDHkiBFEJh%20D5IBGdqBAhIBpUchGchgDRAB3dVAHBCgpKQqCkwhjTCgCoaC3okbKeo73//3/QZioAgyQAHmQQ7G%20YA2IgACI8AkOXgYXvuELIHQxYNsn4BVe4aSEwsY1XiEYYh2uYMDrG3yapOLHwAxagBiwlwN6Aioa%20wu8PoQoSIWpM4ebZRD8Wex1MgQKqoAoyIAdggBHydui/oOiB8+ghCMRevRBI6BVCwRZsYI64QQnO%20iHfoJTs2gBTs4A/2wA1e4QpEOweEQQouAQfEbhEM4BIoIGaLIIurQwFGpQgAQBgaQA5Cwd2bIAcW%20AlQSeh/oXQHQoAkA4salIf74aeD3pd+/hQwbOvznL6ITeOjYqUPRTdI+DBNU2IoHMt66kesovHkD%20jAKLIir2uXz5MoYPH7D/VJjwhslJv3769P3LErGgDh09+fHbudOoUXVM+9HzN6TRGGCmmJDwMGGC%20yw37bNhAM+rUKTv75imggDYen3UbNqiQMSHDnj9oQhjQli6dE38/+D38y9CJE6bsBEiQ8CVLmUvF%20bFnig5bkugnciu3IAyrHKFQYYMKMEWOfCiYqAHgzQKBGDXT8/OlEig5dT8C0/0mARGZD1nXzRjZp%20ouAsBSb7hCDzCqBrjuAYMNy4EW+fEiUK0DS5wQWHv4MIv9R+2DNiOnRI1BHjIqTIhEQqfIQUSVIR%20sB3koqgowsLzSxUyafowIcYF/6DDkyMLBcXPUEUdhZRS/DAliACuaUGG/xRvKAJAVlm9tIFXo9Dx%20ximhqJCBcBSIxEdbGygQ11yviDGNPvDoVZBf3zUkGGGGSeCUOFxkggYftERGEmVXIPOCELqsQ0Ii%20+rnUUgz8iSZGNSMgsZoG/mSBVD+xzXajQyMkcAsFUvIXnFdpUgAHBmCUAoAKzYHkFQV2rPXbS03Y%200M4bl7hSIz0KhXlgFkb1I6ETZnSRjGiJyITWhk2g5QIYhKhSRQbz0PGkaGdKOQoLjJRw0D+PRNQQ%20O+ws2OVCRuX1hRP6aHOJEOSEoogK8xQRnH7cKFGKJUuUMosKXmk4wR9/yLCOS3u8k4MJCQyQlI2E%20HuiPO+PJVkIJR0DwRv8mdNDClnJLLGFnFEwsAcceDRzS2ZNF7CMlaEXE0MIBYWjQjyF77RTRlz5d%20u1AsCZxiZmi8KqAmwzZU4mazclSSCJ02RMaHDU3oacM7p1xSQEEaCDAooVvyEwbJ/ojSghDJMJFV%20DLZEqtWkFFz1ARwQryNDp1P+HEoCXvT1j2BOpLqqPoci5So/7KTTjz/6fEufIrDso0CJCvg6gQN8%20VALGvMdqqCyzLr3zTjy6aFKAPgIYRTC22n7ZbQCbKFMMHSPt02EO56Ilx7pL7PEKBod0ut/Pa0xT%200E5AAeyPwHH/wwMXyckRyj7rOOAAWjDZcUseiASBiAEg3LBOc809x1X/mhdTAMsJkJQwcBYEZ+GE%20Qa0RMEUIijQxygZX8Mw33201N4sthVQDQjU3vOLVk6G19NIlxDghwGo9dbkTmDvl5aAAAugjASZt%20iNFOKK8AwGzPXWncxDq2uPBHNUFQ0Uo7tpwN7TrToYGGDQDgCmZSARfO4QTufME714pIT2LDDwkM%20QBMNgEUUKNAbO9jhAx94jh1sAAhCZOBDdPCc9FTQEhSGRggJGIE+EnIypUgubuI4AQAAYDUVbK5z%20FIAJMm4BijwUAgQoaAXqVOecG7TOYWgxxQmIkAUDFY1ge9GdP0rABi4owhZNAMAGRsKVMG6gORko%20whBQgIIgICMU0fNM/2j00wVx/CN7stEH93gysO+lwyh9QRT5CMCBE7QDdpqLQbPe95uR0OEYQSAG%20FUBgAh/wLwf+UwIABUiBK4SGCyBIoFGwYLsGSk0fECyBwUIBCwIyS4Mc9KAN4AAHD2jGBHKIQqem%20p7DQKAMBbfvCU2pklBkSDA+SyIAD3vC81GEALW1UQiI24AYQnAMRUtjBO7Y2hjFUoQr0Ihda2pIB%20FkSAACUwlLXCFBEN/MAwBJgGLtDAMwtQwGxjxEAmMkEBGxACEDt4QTWoMIkbeGWgNtgPvVwSmnJ0%20wW2q2V6rgpItbe3RIBr4hz66tQhGsECSMeCVaAj6leDE4AxmWMEQzP+QCRv0ais2yEEOOLEBUsQp%20NCzoQgJ/8ANHSJFQOzkMBLNQuXNdIRP8aRha7KQKVchBiCCQgikQV6+OisYEXJidBEDZj/AJYIGT%20uwQLMkCCUAgDFvNoDjMLuo+4XGESQUCBFrIxhmsqIJvb5Ns6hkSBtsjABd8g53bOeaO9iK8fJSBA%20K3ABn0z2hivNuWc+VQGHHZihGmVYwR9AilZPTY9exbiEI1RTA/JxDyJBcYdElVLRixa2Aw2gA3EU%20sKsYgBQNvbpCSalgBgvAYqVcaelLrwCAM1CvGI3QgHFzigWC9VQCENSHjxxAiUzY0lgqNREFCHEI%20G+RhCEFIReaeNJr/edVrH4qQBBEI4IssZIEeWuVq3PpgggxkYAfJNGs+0QqAKPjgHWMwQxCS0I6N%20pXUCXhGgN/O6Aa99gpzmJJjUxJeFEvgiAfNwwTqKgJY37oNzGsQnGGaRjbYOYQHkwCyUTgya0vSh%20BAIYyiLsWDLSRsS04NPdPxwhgRI44hMAWIcCeLWrUcw2OEU4QyFWQIVCpHSlfPNtDlQUg+AUow9K%20M65OCZaXw4ivNTCQBCXgcMG3rJQCmdCcAmJghiQcoAx12AHinmQLcRJAAln4AtSUIj7TTq4R75iF%20A26giFeUdZn3dYkcYLeHW5hhC0mwgICzUuAv4rUtLrBEAvxaqgZm/0F8tiFAAjTHm0xOacMO6DAF%20EoGBbCzPAFQYg4kRKhrqqeAKfdCGAJBAFBg3BKI0nijcLkoAAnRgDzxzAQnO7IMhK8AFVzhykt9Q%203a0ox6UqUkFwrtCIRagzpzsNU5YlsGV/tCAKH0AXcH28tX14bh0dLUQQIpGPQbj5zZ7hTQpKcFU7%20Z9UoeXbH5GBwAvmixQej4JwJXcKCTCijrSigwhx2gIZt3hOMWGNYD9W9DEYQwCc7mZxRspDjB0hi%20SWwBgA8ACM+SXBwWcmAeEfQwBIQJ2I2xfkkPWlACfiCBHRGBHOQWokfUdk8CaWCEJJpQBCbIV0oE%20dUlwFtnWIHRXkv/7QBsl/xfAtlg7BpJoRRa4o14sp8MRSrMRFOywBA/o9ZDNqUUtyNgAAySBCFt4%20K709o6tP0E5QSYnIYGNMKD9woQgZoEAUvmLwi7vkCnLogRmIAIIFVDPiVZh4s1bkML754Im0wx7g%20w2SUNHRrGlzQRW+uwISvAHAkJgxFFAyAxgH4oRimmPktQSMJGEjgB6rShz98HjV/AL0fNT7U+HLM%20ATHYYF5mKepAna6AURyjGsyD5P6q3j+sq2gfMpABJ/Uhgo+HklB5ITvc/tGCBnhgCVEAQBHc1/a3%20Y6AIdgjCAAaQxlTcHSYqYME3fOF7X0AyreEPfzc5bAADDfAWMtD/EiPRMBeDaudyCKpwBVcAQGNj%20MRoyEvEQBXgQAAXxA4KiXP0QBq2hD9cQADCQDKPgASqQCMnmFZyzD03QDu2wYXBQBccmCU8lPaJB%20L8nxCjAwDZjwD4jiJQrxQOjQNK3yD6/CDl/gGm3ABabQAHLAH+7nEm3kEr9iCZYACEtAAqlnA8ii%20LE2gAlmxB8S2DzAQAD5hEB13LX+HKv/QCj3wDnIgQOtQCmtBM/sQD3twA+QgBQuACKlwA/v3Elcg%20CQ9QAo1DMsEHh5NjAC2QORnAgIa0Dg84hokwLHCgCuVggWiAgfEwNhMwEjlgCpcwBdvBL/SgXAJQ%20glJTAlOAAHtA/wcykAhKIAewEIMOMIM1uA8eUAmV4AFMcGi3hFCgsQ+m0ALEYCBIQTIWRUpK2IQM%20AoevAjVZMDWNoAhsxBIuQD1aKB2zECznMgFFUIrJ8ge2cIYTsAck1wJ6kFxv+Hm1IYfC9w8ggAc2%20MCIb0Bt8SAEbEg+vIAxvkA0LQAWp4AaIuHhPJAHbYYSQWI9hQgDfMAYxAAZO8ht7Ul1eIVw3gAwN%20cAUkMAsAxDlZgTZeMR2cowDxYAEtgAn8EH7pIAgEozJOoI36EAwI0AN0UASJMAHQUzwJxjmdowgN%20kAzxYAkZUArIOFA0EQVCUwJhoBM7J436oCpL2CBKwRTq8BRpEP8CPQAMFuB+3SdtXOES66ALp/AG%20FKACLmAiasEWAjRgapMDLtABrtAPUBg5EwkY2Lg97sADZJAH9mGKtOBSG2ID8eBSnJABqAYGf7CQ%20DGkBnsAG+uBJGpAXDnV+BEMAOMAFMdAcMbCRmkgCAHADF0IBswAGTYAGJzkBKWkDK+kALXkCfvAF%20upML6fCKENUT1dADFgYGGWAKNhBGpGZw7fAcxFYKh6QfKOQVMxEKojIC2tBzVtkTWMkOWlktS2ER%209ICZqRACO2AHyfF+HFI8+1AEJrADwGAfwXFUKLJ9WaE2o7AM00AAO/EvAkAwgAljQ3AJeaAIE+AB%20CoCYObAhJ/L/UpzAIrHkBo3CkJlABnrwCNXID5sJY515LVgQCy1wA1UwnPPACZRUClnxCmcFP/oh%20GWYhByxAQMWQBwigB2GADk+ABK5BMEwRHr/XD1MQAT0gmhgwCrrgFb8RHCy5NZPSDhqkQTfwB9Ex%20HRtAAc8RCu+gAt4wBYHAEOM3OQ4xiXmwDh+gChngA/fUFsHhUr9xnNuHlvsAQEUwD3sQD6PQBFLA%20S8ygA0hAj5PTE/rGD8L2AhmCCjawWywyAUh0ks1yMcoJHTs0AUqAQw3QDjZwogCwACkwAIvwd9k5%20ILFBjQQjQSBwAktAjEXgUhnAB0pAYNAzUHlSbyRBAi6QSVEw/1RcAAMDwA81gARPsBc5qg47uhMT%201AP7kAiJQAcmwItGqgBIOoMUsKRM6qRQqgRSSqWvgAv4EAxFkwZOkAY/0aUOgQJmwAXrsASqsJ5m%20inlpujFitKYuAUC7ogt74ANNwAWtgAL6sKtLw6cvdGef6QmZAAYkYAKvEBxZgagOYIrq5qzPIRIn%20Oa0UIAftMLBRIAcwIA4oIAE1QDLjMxue+qnXIgIiYAQpsADZ4EXWtjcxECerh27B0Suk+Bw3YEGQ%20BQYT8AIJEAv+QAMCYAgEaJMCkJNK4Qh6kABSoAsKkAhggAHBIYp2sAPkqUEuoTqocAhV4DU54BXz%20sIeWsAOFoP8JAoKTDcGl31oBcZAChWAJpeBSNXio9tV0+hEPaFGDxuQAlQALZpAAR0A7YRAGRfM0%20vpqdD/KrBjMHe+ABbnJUduK0ULtuwfEHN5BXqnouS5ABZ3AFwgUHgJAABUAA/lAD7FAD0tg4fvkd%20ITsCkLAJtyBA7MMsLeFFLOuyLuuHNhCzoXAFhEAIxLgG4jACjyA+PRsG+EgoELYg/LAII1ANZPAK%20j1mzTGsDi6tBF6c6h4AKVbAEd+UVhLeHO7AJETAA3voP2/qtD6EDFYADCNCctMAJbKs6KJpZMBG3%20ztoOGeABYLAEobAJvOtCSiMY6bCd16KjRaGjIwACZEAHGWD/X2ihQU8bvQXVLArgpJE7AZPrAV50%20mpSACyAwAASQBaoSuuHBIN+aPVmwCB3QCseQAdQbDZnwtJmQIRoylCrSFsVjAz4ABpWgCHjQAV6A%20BLEhKz1xNHEoAKYVEUbBDjpgBB0AA8JAv9DHOUi0IS+xOeSCBpHLDahAAvGADSlwBEH8E7bjxeP7%20DzUwDK7wABGQDcPBDb/CFS6VAzARu7FblA5AAhngAvEQAQ8ADqNEPgeBKL7qIEyRDo+QxIVwA5D1%20ZpiFu0tbJ265K/OQCYpADhBwBK6RPTWQDhVVhB0HJgSjsRZlBVCwDDlwCIdACiy8A6agGxqypmzK%20N6HgA5VA/wKSAAEHQACxMQy20cnDO8TuUMQXmg4EYABQcAKE58QOAMVasRXrsBbrIIob4EzcMAEs%20AAFAsAj+IL5bKsYMsXMlcAAtgAdRQAJKwMZ+6FJwHMdHWpQuUCIsAAUH4EDZeRDRCMDqEMjqsEcE%20IA6bkAwhlMggtchM1ENo0BtRAAwhwACdiz2fm8nDh4QD45kEUAE64AhHoAndYAI5QC6c4ANt4VIg%20gTbP0Q7x0ASUxAfn4gCnIAURkAIFIAH80LNFExGBILxhUi3fUxHG0Bp6kALYsAOYlbhBrbh20A6b%20g7sZYAHYkABToA+GEGNOYAhj+63k1BOx0AHY0A7NoRVEkv+4NfgcaKOszWEKUgADKRALYeDUThC8%20/IAONfBi/QnMNWZc/kAAD4AAwPAKbYrO6sw5pawA7+AGbgC5HuABGSAPc5DHVtDDbb0Q3boTsfHQ%20k9MtvFABjkAAQHAJuGACG+0DpfHR8RDSNzDSJc3MKC2hCQAEBLAIfISTWzKHPLVvOM0aWjICxAAF%20XADUQn1UTFrUDoC7iSAGLZAEA8Aj9dit21xYPSHMLdAJVcARCst6R+XVNwDWwKEAZkUGLQAELuQl%20rrEdwgR6ce1rraENZdACkvAO6bnXy1qUfg3Ygn0zs1AE8tAFCXAAA+CxtmM7j00g0rivLTbR15AP%20RKAJ2AD/ChRACRwkQKGhIRmQFUrAN2hhAS+gCYxgBAdxNNsjALHx2mGyIHmhjbkTG7lQAkZg1y8g%20BcpwA6GwDus3uRggA/PQUSqrAlI64QjwAEfADxXA46G7zYCRBdcQGzXgD15A4C+QB4EjX+txqJNL%20qpqiAocmFj3wDRbue949HqqiEB1+Iz0xFAqiD8ErPlMDDTBgFUwgWz5AAVZDAaZwX4R6AzvgdldQ%20Cgm+BB9gB2V91gKQldnpe0zI5R7uNurA418wAihQBxAQAqFAAhwUazGAFVmBFSSwAUygCBQgBhCA%20AwOQc/yQ4Xa04egQ6LXx4ekQ4mxNIIW1BQxwCYTZAK+w/w72S6oQowAXZmxycENRkOk4EAQEoAE8%20jiU/DhgLtBr9oAYEMADjAAGd0AAkEANxwREYUAmTe8N0oAINEAVvwAV9cA4brA9AIR4VwQ5bXtNd%20rg9fnms42VMjcABQIAbzgEIt+gqwoAhREAWwAAsmAMs3cAq18AbiDAd88AGUcAJQAAS+gD19np08%20Coej/h08bjROMBSFAQ5tkALgnAd5IASpvCSlUArz8AdCUAiF0AIJMA1G8GL+QJVFo0d75PCA4eU6%20oA4cSz66yg8/QAP9QABGwAEJEAEGHgXdFxrtsANCkAfJIAQv8AIszQFxsBOC4A5pUCPC/hd+RwMT%20T9e9EP8AHaAJMDAHRj8GdpBXMT4PVzAGL7AAmpACOGAECWQO6dATjhAGQ5EO/qBl/HktPSE+sfEF%20PbEIUxQGjtALrYAAkncLI1kJqkAIw1kEisCWMZAIECPtMgAKC/AND+AFEqATBIJHh8FxMRaJ1wLx%20ai3xOsAOP1ACI7AFPOAJfUAGXCAJkrDZpeACuHACnQABLTAOZbDB5SN8ffsaeeHy5f4dMT/zPXEY%206lAD/EZY93cAdbAJfSAGYoALLBADodAAeIAHnXACjXAJ51AGI1ACTpEOufDtGkr1C5EFvlsDq6AD%206SB6wWYF4xABfcAFsN8DN1RhuCAGAMEFQotxZQYMcML/L505fQ356dCRzp8ECQIE/MOYUePGfw0t%20okP3RR9FjI/+LSqBog4UMmMozIJDSFUlD/tg7ThVZAIYDJUyxOgEYVw+AiWcoOuXtCFFff+SanzK%20UapGfvwaNuxXQ8QPDfz8+boGbkaABw86fIL2gBGHC0b0CahQQQeSfo+w1gDZ758/f1P97vWnTl06%20q1f7CTBGo0YNJCD5OdEH7gKHSA+gQUuhdtqMeyMI+NOgQYQGa/pKlJCw6O/q1RQF19DwyMkjfjVo%20sMuyZQZly5jVsnX7r8aTxujMpXPXt6tXfw75sdbovGrSfl8S8tOQNI0TcG1SaIJBjoIKFQAAvNrx%20ptwp/wtCCrXowCHOD370+eWiftVfOv7pruoDCbqNqvqvHw1+4OqHhnwpgQACfBnhoAFQGMAzTN5a%20Ra4avvBnEWYOywswATXiSzDCGnJEH0MEqAokdJBA4rEwTJOAAG0ilHAAAjwjwInQQptIm9OaGrFI%20AiQwRx10HktIhMVqwGQEKaXUJscIizoKiSfw4k8Qf8KoijnnipSOH+oC+edHAdCxSB8CtuBhkz7E%20EAMXFgCIooEeJJGkkz4uqaOMESTgZ7Su+qFHqYb26++/AIv8xwknIEqno5EkqEefQpGgIcWGvqiq%20Kw3S2MuJFP1JVADB1LnoPzP1GlGw6frhz4l/0siCHv8BwsjiMOr6sTXSYDPCLq4K1NEnC30wgaiC%20VZwQAdIRqwqjOUcESAqyhoRDh69IsV11sI601SeMa9SpYBsWh0S3gm2nfc6pfqqiD6QamJT0n0ey%20+FKUscpK4ZPM1rpAlCzYvAgyZpI9tB++9otLB34okgBAdKTFiFJLUZMgi02R+A80UZ9zolr9vlBV%20B1YtdSgqAWV9lb9IMTLEYX+wtcgijYLNNzRnj52xoWYrqApj6LjiK8WkWm3oqBqc6EvecAXh98tk%20k1Xnjgp2laAEfdp9V8Ci5Q3zB5DS0SBffUstVx9HdjwIBQq1WQSTpGi4yFJH/pn14XQinpipR40m%20vHD/ww9HHHGdAftPH3/cSQdmvpL6ovIvlH046sQ357xzzz8HPXSjF+er8ccjV6eqyauzHPOHRYc9%20dtlnp532MG/HvSpJf106ZxddrD144Ycnvnhic0d+d95zXvP3i42HPnrpp4eUKX+SSgcddthZ8vZF%20/UGeOZepJ79884u3Hnvtucf9+/BXPz9++ecHnSnDeNeIv6Ryxwh++v8HYABHZD+s4C8j+psX7vp3%20PVgJ0IEPdCBIWKQ6yCiralCjTs4Q2DgiQdCDHzyfBMPkD8gsoiHVWt2v4AGPRDXnPyCEYQyjFz6k%20qIMdSNBBBWLkhCyQK1nX+EJSVpQ3GRbRiLILX1LM/4FDGBHNKz7MQhZQhrMaHNGKV/Sc9SAnGJX5%20p2sNitCUDiKlojRFABDBYhrVSDgtoo4d6hDE2yQgiikEoDKX6cADIhGAKYhCAv84ow7WOEhCsmZy%20zZtXFkowgiAkYRMQIIMYJFEOJjDBBbhYRidCAIEIhGMLFSpkKEWZkUPmxSquYEMHWoCNQgghGrVQ%20wgZUsI51cEIeoCgEDDTRAUhYYZSbq1xy+NKkMO0oCNRgwDME0odGdKEQDJjEJ0dwmknpgD79QEc6%20arAofoDEWyPSH8scp5D1WYQd/inBhLZAjUHMwRMQ+JMzGUAMaeoDCdtjR8Vq5I+qUeVVUfkmiTI3%200P+7LCYLKAiHN/BRCSb4wARy2MA+FKCAfVBgBzuwQzsmug8WBKUOKBiBpkSAnapQTAJ3uAOZ9LE9%20wfBFA8ag1tfUMa+GwO2YgygEF0LAzBPMgQHUCEKFvBbEw1RlpB2hSD/AdhXHxKtIWPiCLEjoDzWE%20SgPBmAEjUtACT3ShB3nIgxDw0IU1fOMTD5jBL/74BIn9YEX84aY3NQedcP7HY7lY3zAEoE19uCKr%20CUAAArqAhxdI4QVkjYAmoIDWX9TghuzQxyKOlDl//mqBHBkoQRdxmMWIggiXkAQJMLAPOpjAFPvY%20wEYtugNFaFQG+zDFG7CBAEbkAxP0CpNJUapSlqr/w6VdUUND2GEOQ3hFH73I6ic0sYY14KEHtyiH%20JLqwCQRkJq3J6kfN7BOtSyk1Lo7qnrQMhUMdYIEAKAhCHSApCRPoQhF2iMIo5rEOisrBFGPowSVa%20oAUq6MhjeCHhAvmyOGklpXT6gAgSBJBO9PKAJVzowSt8oAAPeEAGCsiAD66giExIohGX0IJBvPYi%20iNCgUlMZX5FMWINhlOAACPBED4BhgSjsIwaknWiOKbqPCzvAAwooQhFM8QIytMAAI9CGDlahA3Rc%20JUwFps4w+YG3YWyzRiOwAg9acIkTWGIJS3CADGDxClDswA3JoEAUyrHJQWzhQTpA6eq2hQ7BXOUf%20/4ODFHZ+UAOIfGEEMwDsAsbQAF3IwxSmoEATaCkDGTCBAmOQghlmCwU2jAB8jeGXgG9GREgZ2IU4%20ZBUBBsCDBGhiAWZ4ATBM4YMMtLrV+7BFMWCRiR2MAQ/VZYM29DEciGTTLykekUcEcIQObOIFyrCA%20BeRg4yK4QKI63sc+5oHhMMsgBiYAhRkikIJYSAAiTHby2Ir0q2FqQAA1sAhKCDADaGgCG8/4Ayv4%20sIRSFOEVbxCCMP7ghiiYwgK3eEF12+BtrTVHUXeu85yfJ62KseMJ9ChBEMzQiHIUgwJMoMMHlhAF%20WCRaog7IABjAkAgFqMAGZ2hACArh5qbsIiPgVf9pi5DSnEWkIxeSlXgI3mCBBpgADTIoRSkq4YAl%20MBrIYHDAtEWbCCY0YgFu5os1/JGXBoooI8D+i61KYIUWcCEDS3C0HSzABBlkoAg2sME+6Jtj8qgg%20BvOQAQYwoItRoEEMCCgDAZQqLpp2EDoQ+R5fKKKDJ6gjDOctRCPyfYMmiJYEJODGBDzABz5Yghuo%20EC0Y4JCBYyzjEtXYwjQFYUN2QMVmIGqy3wU0knv24wiaQMAVziAHZDBhHZSAwzsUcQUffNwBlZC7%20DADggw08GgEdiAUzhiVOPLPGOXlxYS7883oEjEESp0CGDejggpCLfAkKuHAGKjxRuWNABeSIQAf/%20jqCGNPCF6gI1fZFI5YoHbMINHnBAESjwXhI0WwZoVztoi7YYID8MqDs6uAIEeIB6UBW+K4wiATzH%20eZiugQh10IAj+AYyyANhEAJksAXJm4VEiLwMoAU+YAVuIIFZOAQMAAQSTIY5gI8jKAHSK72rO73m%20CZsRwQIsqAdtKAMo6LIloAQ3qLVbkIMziK8YUMIb24cm8IEn7Lg08wEKkAQjK4EqO7D9cSroaIjf%20wYikiJIf7IJToAMbsIUmaAIToINRMENYiMJDc0JF2AELCAUfmwBUwAMjQ7K3wJYoex154Y+Akhfe%20gRW+OIcQWIIP8ABLYDS3YwHyAICLagIFcAAH/6ioN9gBCrABH7ABWAiFIvAAVSAEOkAAHCAATZkV%20aREMvVAdF3IHd3AxKOACMCCEHysHC3gDYACGG4gHH9AJbgDGaJCDGyBGRQCAKqgES1gGCDAAArgz%20pIAVO2MpAchBAcGCayiBfEgBGGgAWkhEIhyDMSCFDeC9aNsHFYg2HxgFWJhCWDg0tBsDGEiBX+AH%20AcjCBFIpLwSkftAHbYSBF8iEUSgtH7AFM9xETrSBQ6MAdrSFi7KAdsgAB5iADIjHBLCCU7QIcvtD%207JGIuSJEgIqDBCAHSgAzWlqHGCiCK2ACAFABSaRES1wtTUS7J4wBMKgCQoAFM0iAI0DFV1HFmf/i%20GzFxhFcUhQ6IAGU4hCpIhCLYAAs4BUy8gT2whRiYAG5QAlKIhjMgxhsIhQ2oAgywhGPohm/4hWeM%20Cml8I2pUPY7gIWHBiO3JBxjggnboODuwgwBUAAqgALmrRAGMNpNcBxmYBwxQhS7QBFfolW6pGnqY%20K+ezJx2wjkNyhQgQA1OIgnioxL7cMXPkzH2oxHWwAWK0AxsQPxWIgjXQhHxAxVtJCsb8pqoIRI/E%20nyzAiBGYBjKYhw/4AF3ghHiIh4mKqIiKAmSohCWohCpwx4vizIsyhRjwgFZzgR5ohQHQlB/AiMXI%20RzYJk8NYhAGIADKgJT4wyWhDAzTIgfPMgXj/oIBMYE8LOIb3PAYKIAUlyIBSoAMhWAMECIIScIqa%20OQnH6Ydes5S/oM2MkBQneAJ2gARNKAZlgwW7xEu95EsH8Eu1M0mz44kX0AQO0AdsQqHSKZIUgQhg%20kZSaWdBQCAU52IPMpNDN7Mxo+8zQvIHRfM6UNIMN1ZS0+Qd6cM3XVIiOND0Q0QtbyYIjSAApWIcP%20oITz9M2NCk5FaIAlsEk4sAELUE5zvKjxsMN1wANNiAV9qKp/yILtyc4JehUJWNA5mAdaWAfxXAfy%20NE/0VE/2tEv4jM8N4AYA8IAcEIZCKEUskBcBgAwJuB4BrcaN4BmNiEUh2Anz2IANwIAqkFTf/0RD%20tIuoaNOxSpS7eYiBSgADEmgCI9OUw/CIqmMNeEiHCGyIEjCCBBAC3RwFTtgocwzOaLtUTF2HL8MA%20BUA7AJCBWfCAK8iDSzCAAvGVoIyX2AxSYGEcfUiFTsiGPHiFUYhICmgHCDXHeSgCuQMDFxgztZNU%20DHAAG3iHPdCFVwgFDCABJvAEU2wKj8GO7OwefgiDR9gCKHiDUtBNAFy7CZgAJQDYR/XNHGDTifLX%20iSoPCrgChWWBRjAAbfCHFeFHrNgeiThUtixQjCgBcUAAUCiCRGDJR43USY2HSk27S81UB5A7OqAD%20T/WAV9gEIsiC7DCEUi0S/sih/5AADogAUP/4AFXgBF2YVVpFrVvFVV3lVRsIMg8AAwrIAzKohijS%20hw85jIt4sn9QVhvEFoyAmmVphGz4qnbIgUq0VmyNtiKQAU/FABmQAxMA168c13KNh3d4B7kDAClI%20AFfQBx7CDg2Q1yfTB55tAEvY17Tr138N2A0Y2HWgBYOdgIkCgCLIBL2MAjk4ARDABNA4jIrp0Ip1%20odUYFidIg34YgksYAwuIgS/7snVAAxvQS720S7t8XZk02n0YBR9gAs/0ADsg1kXAC6XYG3BiB29x%20gkWQAANIgDGIgeCbwtl1Xr1EO7TTS7XTzNxlAhXIgGnzhiPABK/JFW0y0y+0GdOzlQMrUnz/mAVQ%20yIMdMAVPrSjZVbR18AAlIAcpmIM5eIMiCFeTnChd2IMxU4B5YIJTQAAgIABDAAkTKpJW/JXjxVcS%20qEQPiIZoeFQLfdNHxWCRxYDEpaVSsITcVYF5qDwj0wZ+2J6RaIoQEUSM5doCHQRPIAdFqEnVZV3X%20fd3YtYPZBUCj9YEmKALPzAAKWINpsBhsuVi/YIcaGCZlQdMIyAlPnQdbeN7njV4bpt4W/eEiiIHw%20wwUOHaq90s6x8bT4a1YJmAExSF9QeINXcF8KgF9aIoEJIIfCKoQG2If9paWJ8k033CgLWAM2IIDa%202Ka1/AsGpo4SgIRNEAbxw78JruDxzGAM/5Y7Dl6HUqCFGHC7NuUDGMCBa/iBE1Y4vVhhjihQQ8CI%20XWiBHtgBFyABSqCDd9jKtDNHFq1Ef7XVinrdV2gAdcS4KHgDCEABfVgFlCqKBdaAhqCBbnGFVJ4A%20JpCDYgCDCQBMHdMxWipP6aWAiKpEGWABZUgPOfAAF+gAVyCAC3GH0ZtXjIiiUY6U/5AFDjgBOnhO%20TN4AAJgADNgAG8hhNmWCN6ACuUmCF7ABSaUAYgQFyH3UsqMDNOAELqgGAhCAbdiGBimSxTiNjkGO%20AdCEBhiF6z2FTKCF82wCvbxUxs2B8vTNdmgHj1uH89yDeDg0ALgCFVCCHkgAZ2QME2qKMf9mjQKl%20zUCIgxYQgh2IAQcAA1t4hVjmTFqWyAmg1dkNhVcoSBuLAmAgAyBwAiS4g4nmz2k55l1DBzU4AgSw%20gAlIBAvIBAyQZv6l5omy5ta1YW0GOTm4qB2AhVkggQ4ogK7RB0GAByW52nVuzEixIIqJBC4o6vwD%20gHr213y2S8YlgVSggmpIgi2Yg1CQ1NAEhRsATlnKABkYBVvQhR6AAW2oAWLuagGxaNT4Av5A3sq1%20MVwk2BwY6Wz+S4JF6XhQaZY+T12IhyjIZvM4P00ogDBYDDvjaYHiJouosxJYBDYQAxtQARlg0feF%200Hte22ogAjOQAhaQA738stadT7vUTQf/2ABSGAMuGAQB0ACKQLcioYhQ4Ycv4AFPCAU6sIUzpKWI%20cgM30M1oA1gKEIYFAAGeeN0meDYFeOvzRANdOAEGcALGeIJkuax6RCQXAp+MnIgHgYYXiAJuwIAv%20kwddUGkQl7vz/AlcWgEqGIN9+LLV2gFL3Qd/LU9UQAUXkAZeqACuQI0iaZNtqYo64IJT0L5RYMlo%20a1KKKr4bMAPtBgEhOK3OrOIpd2MuCADUIKG948gcPLAMb0DTIIAAiO7prsSItG4KmHEMAIN1KAMU%20QIQVuALgpoDwtoGrJO8PMG/07gI/GA335jTnk4Dl4IdFCABPiAKCRENaQq3+/u99UAIV/ziDFUCB%20JKgEVDjwBF/wk0aDE8iGrNCSd/EWC4e+5baILKgRAuhwCgBxEdftdjBxDDjPedgANygEKliBWyiC%20F6/rHaZxNLDxfbAHHecKkhiRH2+KqvADT7BrWuAE1ELy31SAiCpoSZebSagxKZ/yKraDLpgG452c%20VaQV/yCSWSF1vmqQB2ABWABAlPy/uE5zIUiFIZiDJCgDKcgB3XQDUIio8wTvJXDq4uuBTSAQPiyS%205hgbAmAESbCBwES0HIPrSrRLFfCAFT+AJCAHREPD+FX0fZDxaOsBMjiKuQB18AkT/cFwC6cp1IAG%20E2iCek4tGeCE6V274nsFNwCBIRgCM/9QBh9QggnggxxAO0mtVWL0VwuQhmtAh9A44qn48afgBxjo%20AQoYhSJ4UwB4dr0kBEJYhxug91u4hV180bA3R1hggQfA8uuRGawVd4wg93GyCHMngA5ogE70ASVE%20W2yOKH8VBlAQgnmv94z7gHy3en6fc39HLQp4AygYeALjQlSkzRLQhHIwBUZTBAq4MAV4eAewSyUE%20hkI4gAsYA+DOeMCMth2ONjuAgqkTeSLhi9sxeVKnqaJI+JZnSQXPAZkHTgoIBWGggiEohAUQAp6X%20ZloI+ipw9g0g+glgAWyQhaT/ah9XS6dvgTe4AltA232w+n3wTawnBAXoAWpAhFsYg3z/E3uxt4EG%20SIGzD3eMgKtx/yeHCZV0gCznhoYooPtOfAV1l+VZPQOAGDNnAZUV5QAoUIAGDQYMGyhA5LNu376G%20oaDw49evX8Z/Hj+CDPlPAz9//rB8kdDhTIZSfBRZkKEQDcUJE27cWLIk04sySRQUWSd04r4NRSka%20TVqrjz5+NWro07fR49R/G01i5YeuRrqSEr5wEIOGQhSjKijakCcvRw5SpOysCCI3SCofNinSWtdQ%20gY13dixYULCuC4gS/jIK6Cdy8cer/tSpS6cPyo0MDibIaNLE5kKKSpSEehYXBYoVeSiiTq0atYsU%20JbJYTdwvalWPGTdezcgvneQSBDo0/3hnw4cNWK9sIKeYECm5QkOGLKh1JeHChg8hruNDsWGDFrc5%208mPMOKMTf1++EPjGIgOfUjBldt5nE+eSD8UKlQlXZN5Qokc3JHXUG1A4okEN6NCmmFUKOpYVOuik%20o4E/+pTQhhi0QLQBAPvEsA8FarHlFjA9mAFCIQs0MMpd+6xDy159/RWYAl3g8NptAoi3mGOQSdZC%20Aw5clpldE8RnFAVCLABCNUlQkc1qT6bmQgcE6BPbRgmClBFv6fyTEUlXluDEA7igpoItENmABpAT%20THSDMi/cE0srUgjTgBR5cMONTQ0hJ9R2GEgCgwRa1ZAjYxpo4Ig+WPBSAiO4OMDHTv8W7JPBckXZ%20sMMNDSgihRkHJLHAMwkJhVxyqNlkEx4RhOlYVVdKpaCDEPKjz4RHXGJBDjJkMI+GFDRBSw5o2ICm%20Cu+4IYUUyMTABx8U2NFOO6eqBaACnCCghz9ZmFSboVT1Y5IOOqQjQSuSrEkkTSyuY1MmO+wAykBE%20AEGFEMCmlpC++lIUAwus+qMBbv8kWJWWvHXJD0mJUVgCByeooEIMKjQBiylprjkRvCsMMEIQiKQi%20jBRj5LknBn0S1ZAkIDS11bciiaBBVLxgUYI4uJSiE2CVXrpBpju0E0pcAwxABSikrmOqDamlOgEe%20rbQarj+vzharRw5yVWsY+kgAga7/vPr6UBM50EIsREXdkIyyxRThbCbSTrv0PtVuoEAOUAzArUlf%20KPjyguKSKwEIJziQAWe2UCSUu/AKM0QQA6BQiDL4orbvvv3iQoRhGshGcKwG77albhoJEBU/bXQC%20AAmzgAHGKLZoBqQD+8BLCCFVLEELLRLZtE4OagE2ig/7qGCCDRnIsEaN/NCAjt9ZavCPIzQvMgMZ%20e9BhghyZdOiztAmtqBAFpiiR6j5NmIoGrw6A4YEM6+yhvAT+pNGYgg9GJRJuA/9jEiRruIEWS6gE%20KTKRJp3YJB7xqEIVJoAaa9lNHrWoBQXiEQNLuOQQ3GACNqYhAQEIgB5Ve97f/FGB/wqkwxE8QIAu%20inKGIsgAIguByCEOoYB4wOsuxJKbchQQAxLMQwZF6FBROhEACTjBCbAxSVQeBLotdcVL/ShdVI4Q%20AgDMggSAyAAdbBA7INFuB7bDne6y07vfyQMwPrBFDJggBx+4oAiXAIIENPAgEtomevoQxDVKEIsQ%20/MEFdChGJoqgAu+1A3wO3If4KFC+u6APOWgoQikc4AES0EKQLQDCF7LgBPt5BH9VCsn+qmISILTg%20BpagxAeiUYwDLiGBC2zgA+sWwQlWUAXzsAQrULFBaejhCyDciKJI6JgTqqMEBrgEJ/YBAADsR4Zj%20oUANb5jDCSjkVD3cD1Bi0KEiUP+ADHrQhkeWOCF9OLFv/4BiR5zQD74pMQsIwIMiMsDAedgCObJb%20B7wgApE8nEYoOQBM+dSyB/mQgAV2UMQLEjCAEvADhNwiYTsZlQU1aAIbz3hFxJgQg8/gxE8bGMMY%202qHAeORBChNwCHIosA80VKJwlnBBO+gghBSMYFsm+eTV/MEOduRPR6XcyAiIsAk3YNACBmRIFfIU%20D3lIBEC2VIByskMUXbKCFqSQQxeqQYB/PGUrQSVhVMaVjhJoowMvEIIiTMAraRqlfHZDzmeApE1G%20KqBXQ4SFHKJgATxAQRv+MITUenrHkLCTH5/shwj9sYgsDIILdpBBFSohA+LYYJ///fQnQNk1UAsU%20VB7xYILhbKCIBnRhGiOAKOfo4Q8SkuQfWTiPBMKAgy4IIxTP9IwSQjqRkZb0pHeyic+Ssw5LgoEW%20tniFCU4gDgLsdFsfMclPx0rKofZjBGWAghtKUYrtpakhTpVHdqTKL0ZaFTUXpMUZygEBA+gjC1sR%20JR49Z1YJEAAHa7iBBXyggBhSoDMbkGsO6KoEu/IQr7xSARN80FdT0KgeUzOEP3hqksP2FIpdcoJG%20cJMFEcQiAWZ4Q0OK4ANpMRJIEMkTThyAgUOgAjAbePEhHqILTkxgFnIQSAIKIAFb/aAkr31eVIb5%20DyeE4QgpMIMQGiIHGxjlVE3D/8ASbIcBfUXZpeuwTBFYAIw8zAEKBQiDRP+RGKz4Y1wmYQya9+eP%20RwQgAlK4gQ0QJ5/eKQ0pG/DTUZz1mX3YABmSyAYMOLCIM/sDhBWub1QgE5VFxCEBLwBFKAwHkbwA%20iaTxaAJFPKWZuybkLKHwAVlMoYgE6OFBNajVKEOJoFGaRMOK5QffpnjkEYBgDRYgARjmAQsUK0DF%20FGDxDVwMYxnTGAAUGAUdEjEBAOSBMNpQVBYUJl0i6wOE9LANrmEgBDiQwASwwJTcplxlQlx5OcVl%20kQfAIINMRbsQOa0BjrLAWDSrecgiaTNu/BEGFGhC1z4YRU3wbCo989kozpqAEv+Y8IpQJAMPLbDC%20B/sRhkRrYKJ4bLQ6ohJfEHRBCHJgHXZokekxbJoiZpACsECtAInxNRQUUEQnWjGCrURoEa3+B309%20txGEKdYJiUmHIDKijwNIeh7z2Ici4GWDYM+OXQp3FoYoYJT3KZAtqECFHIQABQM4uikl2fbzSlAC%20RCkMhFhAuhBUQQhY+EAzxIVIPNYEIArYIAeXkvKzN5CNF0BhCNmuATuoYgiP6yPfIDElmv2RDgEY%20QwO+uIcmuqC7ywCaLZnIBLD2VcC8s4Xu8VDEFW6BDSgc4EEQIsDZNcBTPDrCEby5cA0O0AIhvGN1%202FmHUXpHFEIcYnZ37dc+rtD/joU2IATwrcAqCsU1Mz+ouqNMENBvQw/eZGQR+SVDEV4OC6dDPXG/%20dRYfaAELq7NLgZzQxYuL0QkGDEAdOogKSWxFQrNrIMgRFUAJBoCDTsABISCH3E3AddTdZdxd3u1d%20uWUAE5QeGTAACmTbT9UPrJSVDqwZKPVP46UDOmiACEjAAAwBBCwDHyAg6G1e5+nL57FFDmyeAsGC%20BUgCBAzBADQPOrCD2QXZkdVX7M2ePxzIAAxCJ5hAIoDB7hWF71EE8AlfgpUJBYSCHDSAGCBD3pyQ%208+SPAEQfUO3c8/CDKwQcOTDBWXhIA4TCK+xBPEiLlGWABxhODPRFO5jCIQCC/xw0QwQ8gCj8g1mF%20R30hVjpABjtkgSs8QATMQTH4ABF5lMSQoWpMgO3EgAXkASjcgDx8ACVYAgXg4S/omx/mCKIIQBZc%20QyykQAS8gC6wgiVYUjREQ0Okigr4gA9EgT9dwRVsSDU8QAfogQT8gzqwA2SEi230IVnlDzroAPP1%20AyHKmR0M3ELwBwz9F68gTwx4ACGoAgb4gKa8QgxUARhgQBSYQQR0gBd44vOEwQjY3glcgcTsgxzI%20wWnpwh6YwsWU2wSAgU0UwSu8Qyi0wyHAQRRgQwIcgBo4AR+W40fwBo9kAQHYXheYgkt9UxFAExO8%20XCMuISFMgCKAQh7cQDwsAf8clMIJtMABQNdB5sgP/EAoloDHLMAljAItWEIlTAApREMGYIBNJAIA%20wML5UYAcXAELAMAGnAECMEIZEIAEqAFkAOOQdcTGFeMxVoAhEEAZtAAeRIEPoAEduACzzUMRWEpe%20WYoKFAEhBCA/CoMNrAMDJcIVdIFAfpVJ5shT9IMEKBkMvIAcYIAqqEIlZEATvCQr+I4t5FM+wcIz%20BWUR7IMdzEEXpEAsGMboCJm3GFM/8Ag/SMAIGEACtMIL6Ak3AAATnN8V7OQevMM77MFpZoIFUAAA%20VAIGeOM+gAJjxoIEuAxcLoY+LEI/NM8wGEKFpIAmFEIehMI+zAMoUOIr0IH/AGVABnBCKOxAHrwA%20GUABJLgClYRBROkfmiHM8zTI1AjAgTiBBPiCAaQADMSAC7SjD4TCLD6kBbQDYODEG5xCLbwBACRC%20IpAAKihBLcBAChSAPryebYoEEtCbPmAmFHBBFFQCWVZBBphAcgpL2aCBZsRixOxWJHIBFADBAEAX%20ZHaLOk0mZOSCZY6ACCaAJ0xAIigBCaiAHLAAMkDEK8joKyiQItjBFRRBQzTEPnABBGwoOhWKgIaE%20zhmCFjrPZW7BOEBBCDTAD23kDeyBLVSSA8hADoRCA5ABBDAAFXDoCDRFSgpARmgnl3Cn1HTLd6KD%20E/TfABgAFIjBy+mkD9Qi/0TYwTyaAk6Q1CnYgeqsziEoQY8CgZcGqJCChBOwwxMggQCIQiR8gxnc%20Aix4wCW5wGdQKqV604b40x58wwNswVF+p26ASwaSUAZuhC+mwyMQAAFYAREggBmsVSWCASVYI7o5%200EPsAScEUVGMwQJowgP8gj6kQ1gRKkhIwI9xmAjUgAakgzOUgBWwwQOkwDesQRf0gBDkgRD0AB5s%20QgSkQAe0ATjUnz7QAwiBkAiIabdABgk5kZCJKsEoiihUQwssgKNmAhPkpe0swZVRqC3wigKMQigM%20hCYwghEsAj+k5LCKRBYQHjsMgz4MwDm0QAiwAAn0Sga4xWecAaXuA4s6IP8FiEEfjEM+jAAB+MIU%20mWsfOkZ9kSpl6gA7+AMBuMIIoMAgXEI39AAycIIHwMEHfMBeekBQVhAd2EJXbkAnQME5oMAIOEIu%20qBrCeoQEaEOV8IMxCMAP7MIX+AIBEI1P+IEQkEEf9EEjdAIeMEA4HMDIPoK54mY/0Fu5nuvUpOvz%20rCuahcE/PIK76hwK1AEUIAA5FAMJYAAhfAAh5KsM5FP2AMU80IEpSCcOPJQ+aAANRI/TPm1UhAE6%20bESteAEk/CYMrJwQaMof6IIuxMMe/IEQnAgCpAAOEOzUTJEAmKtHuMPsHsYwvkxTZkXzsAOBaoRs%20eUEAQIMmeO4bUMC4weL/K9jBDeyAELwAr6YAB/zCFyhlsj5CJxIqPKhDGvDDI5SHP7iDIJwQOyCK%20CKBDZMiKrQxZLvAGVxyIqoWp0eXPdk6mY+BmlRgCO1TAEwQCFvzub+JBNhCvkZjCXzQAMrwB6rZA%20AgSAESjMDwxDmA7qsHINgG7Eti3kCCTpGiwpF5xAAzQAJ5gACyyDGHQCBLQAD5QBCgyAreQC2wpA%20bP3D7LpD7VJUH86K/HWFIfyDbxBAkkZAH4SAGOACCzDBKDQAC0gCF3BBHyDAOJTBajkeEqjDqrXr%209arDhpVHFriDLCDTDyCKUp6vrWRBFvAGO2zJgRzIC8NvlchvmdKvzgkd/zusQgXsMAFg8Ar1QScI%20MQtEQSi8QQNIwgl0QiNcghNrQ8FGHgglEeV6BGRMiNn9WMBsRHgawQVwQCR0QApAQwo8ACNMwwUY%20gWFUwB3cQQXoADqAagy7QzAuCAkNE7sOWakqJeJJQBaAgyVHwgNAwyZ38iffA+s5gdhBZlMi7E+l%20U0ICY5eYRLHaiizziOeYjm64GVYIIzEexoN0RZsJwE99RDDrAyZ4AS53QAd8AidHAgeAMuuVQHz1%20A2/MrmQOqyM3TCQLjMVRyAiUKNFAzj7jcwl8wShvgymjclO+cyyDqKG8MpqBi1J2nKLUL9T6wgho%20A9GQxj5zqGEEzDAT8/+wGjPmtjMgJrOQMbPrMjSXIN7oTHMGbvS3RMU104o2/xRPebM+EMA1aG0+%20kwY+47M6s7M7r/JBEypvpOw6tW9YvZr9JUxGiMBSI4qykqlHwAM8hAuontBk4i41Lwj2XWdE1UAg%20jktkwMPs/hQSeDFkegRvRDXlnusYewsTZRu5wjUIDXPjbYsWuwOXjI41a4XqcYlbi6qB4ODussNW%20MIzslS87fHU/ZIHH2VvcUq5QF9Y6dWBY1QANKHTCkISXNHUbR/VUd0RVl+lVryz2eQkI6YAUK2U6%20RLU7EN5Am7Vkp7XTrrW9qZNbx3Vcz3XjjfHs4nUq+01L7zU2b2BL65v/U9QAEvzUYNfAuEYF00LG%20uLCDISx2VDT2FTNyS6fDuIxLovZD91azZD/3MQoCFkQFL25gKSUMuIwqU6ZyuwZ0BbDDDCMe+o5O%20U+uGAIR3VHcS5bp1sUaybjzIuHBETyGeSeT1BvIbPK/34snKOeGckBX4a2WBIRyerSgM57zvMDOy%205ziedo9LYvQPknGYYiksSGt3OnwB15j3hw5MUyq4eKh0e3diKVeAOrgDhfwY14yxRntJV8ufDug3%20bDhtf480gBujDgz4cHucgct4ggP187Qr4zURDkK4xynRYim2J913hr825Uq5x+lcBnr0/qQ4U2Z2%20TzH5bpwQPJwTMVbJ/+u+776JeKEuyEZoYYLAgyDM7nTrBqJQLhjfiOphodlhV6H3Q2InNUrzj984%20ETRbuOi4NeJNUZ/rxg/wBgidR63xTxUP65cjXnkcGW4IgKbvVFJPLprpRjqseZtj25uT60oj+KLx%20YGzIRtXwjTvDA59r9p8DY6CrHsEQuqEPFaJr9P6oK+Y6+mFAuj84NPpmLtqNjhmXkqY3uMoaNOOh%20Oj/UT6lndvQ4gaKM+KGb1YZVWBhsxDuDx89tSbhY17eQMvyeB2yIqT7wDWEJQJHGdRLZSjQnUT8g%20iv4hXhsTaqTnjyynwxiLHWMssv2s7IM8c7sbyrg4ej/cdYbPboED6P+C9DlJfBLBs3XVQPy3rCy2%20Z4XryRY9wAZJwHBUjPiR60AueJLeTA09oPt3QBG7d6GhvDurxfuIf+i923llk2tPFWsY1K1V5F9m%20B/xTDyvBv/mhmzHBZAGiLLxIzPlQb4TDR4bnkJDES3rF68bF53gGEpbCHLjH0zbiHeSLExO4c7wI%20UEUneVIYdHaXuB67ZoGeQ7b+LLpT8nbCpMMvqsN3dIQamAS1pbhHZPa4DPS358/ohLxtZq5uADkK%20MbmpasRM46bOrRMOIoFiXPZ3vHiO0C5WILMyT4h8EV6Vt/QibwQzbzmPr/2TbwQWKAql/0MaXMUo%206Xl3Z3YYOIHh+0P/VO/9dY2+oUTF3x8MZKSdGh8Z4s3WKKGdOZzyD4hAMBcT5Oe8gE5+Rpz4thj9%20LyarYpR3jgMo07JDDYA+Vov+k5P+DJs+SKN+fGEz66PvkaFDhQPownA5QPATyO9fQYMHERrs1++g%20P38HF6JDxy8Mvxrb7lTgRWDEgC3EBlXb5K1Poy6FcBCzMoAAgUX++GnQsLChP336HC4UICBhT4M3%20szAcyE6dun4y0emogATJPwktBwzoKLWlthEjtPVTp6Ofk5swFwr0OZYsQnZE1aX7d5Ptv3Tozjr8%2056QGWiTsJNITsJDvP4d/H/4TuLMswrY7ixoFLHdgDcePa6Cj189h/wWlFTDrQEL5Kz/ChRHSNChX%20YT+Jj5xYxHxHUL4LD1K0iAADmxALb7pEiKAJ2oMZ4PSlSS1CdEGHX/3p5Am6IFChAnUUFYD0so5/%20vaZwIMII2qcODyK1uZBvRIl+7MxxxskvLEHm7wueLaqW7c1/gpiycxI4XQ0d0dWJbKEvvuhrscAG%20W465wwRIjLLFUhMoMsgkMkQAf6z5D7PM0FEPps/gEw2wgiKSSKJh0HGEoy14gCKEE0YpghZbFIhB%20hQkm4IYEVGbBpRMIBtliBALWU645tmCSCD6JBMqpK/cW0gcTFKgIZw0IQhCDBVxmccAFFk4QI4Q+%20IginDJYw4Ucitf8cEgu+NxfKAid/srCphBI4igoFqaQaUhsJJMDkJgn8MRGddAjiZ0TPFAStszXT%20efAhAf4TgKD9/HFkkRKsmiqqIYdsicig0om0LzgZ8usvEk0zMTIk9Clhhg40WUCKd2iUYQIwVIgh%20kRwxwACMRG7oAYEU2iASrH4+qy9JdJacSNHk+nFzIUdc4SEBBGDoAZhQ1qnEgSUciIGCDTIxIwIE%20OgjACn1+WFNVN998L845j5OgBCumCGC7FKDpjQMOphBF30ELNRFRwRYF0dH1IJX0H0q54scJTBdx%205YIAInmgA+/AC2CKXwi4Ux9STS3uPYkYqk8f9jqENgvMCAiiEG//XPiAkA8w2GcDCvax4Z13KCga%20aAX4WCceE4S45AVESpAzi6KiU0+ff1Qu7Ad+SoUHHpg0EMGfEjoKBwItM6HAgis2AGCDDWywIZ65%204xECFDRcCKGRcwaQAB3HKLKvXtBMjkmAGtJpaYskNunDE08kkaQBWEYBUwwy+oCBhy1acsQJAUql%20ei9VWa2Xrwfr9McQdJ5gqp9FVrQSgk7EkISFYkxooAFJQuikkW7CEbIENSNDJ4vBWV6rPs/6MSRV%20zI74ZhMh+IBD557h3oeCoY0+upR16NhDmRcuaaEA+9hBQp3NbLIv67IESocdr52QSYMsfMmHiASw%20MeEdRYqWiba9/y1udIuHMkAxCjS8IjeRAAcSakADDfBDH44YHOGixg8RgK4G9WhDB76BjRdI4RY7%202IEpXuGDJsAiCrd4wW7a5QVHJKdUdwkQQ0jzvsKc7i9qSA4NLoMOfbiiDSmIwBpeMLm4UcAUN7hB%20KJDBAiFgQxMJgIQX1ISOYdTggslri066chMCDMAALeiCBYqwBA9oz4R2eMc61pEDOeYAjgrYBwnc%20RoF2IOMP2EhALAZQAn+k4z+IQo4Ox3IxeEhnICo6AALI4ANbZCAD+4gBALRntLg1oQn7WIcLWFEK%20WsABDCzgAgIMQAA1IQEdjbqgTxLDxRK4IhwuYoECPOABHKlQBv8OqMIHgAmHSgrDWBCoAwoI4ApC%205YIdVRvRm3ZSKkkJpB+7OE4JUBCOFiCgB2/YAAZ0RghyrQMNtljHPCxhCXQ2gAxQGAdLJKCVprzJ%20i+7rUMs2tYVvROAFaPQAGNi4AzfCcY50XIcCFACACWzgCk28gRAi0AEraMMJ6VjFIik4J0T65GKJ%20mQ4/DOGPOBgxD0VAgwJkEIN9qCCTRdtkJ8GXTj6UYgkqqMUaUnAENbAsVa8ci/p0UAMneIEDKbCV%20IhTggAzssgnr8OUSdgYIEsRgB3MoxAJaEAkrlGAR+kiH+hSzKmiCLlJ/CcMj9qKPR+ijF9VIwALM%208IJMAAADqiD/hDgdQAs0oOGclnBBEeZhihcsQBNalQA9iGK6VP2FeOnQgL60kQ88eGIM5LhCA0xh%20gj9s9g+dRAU3UIGjOMqDtDECQCKE9UshbAIBe9LHItVxob9stCf2ickPBICFEWyhBdg4xjpmMYFM%20pM0HKliHDPiQXAc4IFgTwEAVKBEFoy1hCRk4QQuCMAC6QMunP93MCAyAgBDQgRI8+5Unc2AHU6zX%20FHYoWhQ3MA8wiAsMXEjAEFiShSzUYD6qIg1zqPkgweykHxLoyCPFwAQVMEEOPpCDdCmg3vU68RRj%20eIMpKEACMIR2FpKAgAFGQCjFGqdNkUGUvkoAiUtIgRynsAAs/+TA2c12ErTc4AYGRktaXaiUBIkA%20RBXAAIxCIAAHf/IoYGibEPvIhD2OGMADIiCEY/ABDMJNmw32IQPkKpe5za3CEq5whShEgboKeMUa%20OjAAf9CAu93tyTCQ8IUjdGAN2ZgHMDFwCBLsYx50CMWLAQ0LyoWiCEWYgFKX8MIEpDIM/+BvWvwb%20GACzR8CMMoSBD5CCNTBBASooAgtsIOaiBfoGO7jFKd4AwBjMAgwkmMUtYPDHGY5YVcyqC7Q4NdI9%20wJEScKgCBiagBGFvYB9zhGMTKDBcUmxABQooggKYoIgrWKAKlSAHFA5AgOYpqdY9BU2BpnOWEgzg%20HGRgQhFksP+PUZhAy+224z589jMKOPEGtajFBnq5VAAAgALkIAMORqAPJ7jZJ/qQAG9xkQg4qGIf%20N8iDENzwCgxUAkc4WqkKMF4EBWN8HwpuQhc0cQBBZnFhpHvPcU7GLA04xhA1M+Mr0ECHvcJxHiTI%20gAIs7jMVEIKUodjBDV5hiyXAoRSc2MQ3DqANWudEAOmD1lM48IBdy4AWS6gEGDAgbCUQOx5yPHay%20M7HsDSBUBkW4QjEUUQU4vAEGjCBAULjtJPiAWwNnqYcVEtAD49bcBDKH40GLYEliy5ve9j7DPCip%20BJ9R4A1zSIEBTkbw2oqCEWuIAgYIcYiG5wEUbrABGKpccXj/j34fRbjkxTcQijxE4AGuqMia3PNf%200KA8KNOhQQ0E4AoojyEUaFAgX2s+D5ROIAO92vddZyGHHQgB5pX4QClG4QdNPKAXtG6IExaCiQM0%20IhQU4GQnPXnOdRQ6BjYK2iuisF5YYDZugx99DOiQ/ksMYYIkXojsCzNwZv0HBX6QBBOWCwBsgZNw%20xKVsoGgoJ/Q84NneJo6caAN2ZRYwIAdOYAEIoNFOzh/+ozOiRB/UgR1qQANQYBAQIA92YB8yQJeC%20xgaIDUfOgAJe4R324B02QAlwRAHQoP3aRgUsgRI6AQf6Bi9kogbcwRGu5j0E4iZKxSHmZwC0gAze%20gdUqbh3i/2b0VKAH5iAP8qAKCKEKSW/0TCEUXmEPOgEZBiALMoKL9GERJkYizkJw3udimkcCIKET%20XsH7OAne4IgOZMAFZKBX4M0GTEAO7CAK5EAOKKAK3W+lYsAGLIALcIAffsD+BAxOgOgJDuASygEF%20HWAffECFCjARD5ACQoEOJsADSGAC/qoBc+ABg+UQMGAUFAEBYgEDmcMhNnA90soDI0MDqAAKCiEb%20diAGiG8CVtBncETMxFAGa/AGc5AF2+YKKIEPbgEKDAAL3iJs0qEIj3DSlDAdHGJ9DqAFXmAPemwK%20vRAAVOAFOC8P4KASvPALY+AKFCEU7MAOQgDy7oApvOJqBP/ADdkBDh+kSR4C++hhBBLgDWAhD+Ux%20BgrNBGxBDmDBubAOA+ZBCboPaNbh0IIlA0LBB+xgByBAG2DCPUgMPuiBWlJjEMjAAnwA32Sg+GDB%20iZaraJyKGxLBBcJHF5pgFHxmH5qgHdqh4iagCEbhFbpBHEoAPsJRHW5iMAosnigjC/yAC0ChAeQA%208W7uGQ9wH/IMDopgD17BBoQP3jgJjuBtwdKpGGCgFUYgCwaiH75g4OrlJoqCLRxBHMhAGGxgFvZs%20HwrQDtohHj5AFRYuEcDAruJxHxAK3kZBDkyBBZChE0BgABwDUbrqICRCINtkWgpiL2KhBcghFBiS%209BwSAOD/zwdYQA5arRL+qQhIAMM0kiMtUg4cERguoQBKsiaYUnWEogWkwAIoAADmISZVYCZvoCYp%204Cb3jA5GIR5s4SXNUigrbgHRoAHmoAOULgPv8mUozeD2IgyOgBxBYQdsQAY8YCvjpgonQBU0Tyzl%20QAHmwSybah3gDQBIgBIsYQcIKxayYILY4wvmoi490CnXMA4SYA6YbxYqCTAnIMIG8wMWDg4SIRF4%20bjEbswgETQ4mBxj+qD8QxQg1U4iOsAMDLH6ygAe4wALk4AtJz9MA4CPDbAFAYA6SoRQcoEIVLx7+%20wInGYAzmQUNDIRNOABIcYSc2sxszMK0KIAQsQDi9T6l8/8AGbswB4igHcOQY3CAPXuCuHoz0iobs%201sFoFOESgAA+vvEpY0ID6mMRIIELWOAV1gEMlguObEAo11MBFo4cgEF3wGAJlogC6rTTzkAXRgEW%20aqELlHIRFgILHIFe3uMmCukpcKALdoBFM0AGbJKc0ADemGAWQgEUOG/fMJTsWOox9agLcECQ/tEf%20MOUbc6gf1DQsNCAdsMAPugAWsMxFS88FMA4WfGDMJiEItKABaAEVD2FHe/QGfhSwZFMSiGARkJRE%2064Ue9GEhFqENTuBJKeAKfGC54qZKrzRLk+EZ8oAQVIECGgBMKYDsiqBoroACNuEc0NSr0kFNJREv%20S+Abev8AGUbBBcDgn77nTtshT3nODlJNEagrEYumTtcBPzkh/mrBj4hkMrBAH+rvTSRVB9LhKRLg%20BZRhbWJyU/cK3nAEGXZAVK9ACUpVATLAIaPAB9QVDxLAFZLjQl7VXkkjSQXCa2SCHRyhB1jgCkyA%20V+GtCGzAEJkAGSaBCrZAC9yAFSxhFrhh63KAFvhgCQ7hEDJgHhTBFMAAFyJAleAiIK/V2wqDTtLg%20H0pAHMTgQV0qWAAAFkjrAIdrCcBAD/bEAIAp5tDybTYgaeThHTLBAhDzBAqhXu/PH3ZCILJAAtaw%20jFRA+KbWARZwH+LhpY7tFmjUDN6ApuKhHc4lWOSo/Nr/gQVwRBc6oQBKwB3c4WJFQAPqpTIqQB0I%20oIx2rG3oYB72qmjehroygBNotBqqIQ9uwPtIz10Rb8HgDx9jYRFi4nhQTppShWf5wWc1IBeuoREa%20gAJ8wGg17hO79QWroQy0QBhogRYSgRuW7Wqzdms9YEwpwANmIQHI9g3PFk0LsgQYARcwQJOCZR9M%20oW7BjroQIRI4YADKKwfMaR0GbwPWgQ/k4RUyoRiGhQVgQHEfZCcmSE5ihQ0iwBaErxQyIGDTLXNt%204CzXIRROYVhXYAyo6x1E95smMAc0Tg4UIT0poBsggQBc9xowVnbfhHbVoQR4YBPkIQbapux691w2%20gLos/8EEJgEFUCAI5uB4wQ/eEKprAQvjVIoCuCAAHlV2c5Z6C8J6sTcXSqAPhtNoRy8UQm3UQMB8%20/6Dqgo0UMuEG/oC03qZrmWgCmAAKRkBN8DfJEiIQ5oIAEgAQ/lco2yGAKcDegmWvlCAG3OAZFgAF%203OZH6QhH3iZp4mFILSDPmEAaenNxCcMJCsTgQKALXJTYutJnkkoBzOActqAMkkAKLDcH3yZYhmal%207hEDlkAVloEISsBrvsARwiZEusIJCkkfQOAElErYyqloqCuOhksdVeAP5mAIhmABkHf0EGqcx3n0%20cMGY/WEm7u8mTueMSbRn4UEm0sEXGmEPMMmNY0B8w/8sFECACrTgD6gsR/BYj/l4AwBLERoA2BJg%20kMuWndGWOZyAAFJAFRpZKCFZkjGAkpVAGJphEgzgDDbAwuJhIxcKgvngFUJBETIBMQGgD055g5cj%20SkqgFbCBV+EGy94mqRxgAbaADQ4gHKSAkniZhn9ZBYL5y5ahFXzBdb8giJn5Yia1FZZBqYKtia85%20B4ZrA0iACbiZCibBDDYgixmTnMsZ3ljgAQRJndWjnbFGVr3TdSVRLmHgBEzPjQGgCFQgFGABAORA%20q8ahEArhFcqhCIgNaZILRzzAEqJAzM56eChN7t5jdPRBok9vPcHVBoCpCrhhuHBOClaACl4A6xRB%20Dhj/Mm4QKm7WK1hCoQVm9y92wiEW6XFboAdgeRQBV5xxrgqAgBiI4ACowQxUwAVGDwLhFo6YKFj4%20wATstxshdYceRJr0oQUawAMcwBhV2JMpYK98TwoQAREMIK7c2GjnYbmxZi/cWmVMlB/gWgMMwRH8%20L7zxet/kYDWnuCMMYA5GmwkKO7n4ALHXIV7lQAxAwLEX15AhgidipX/hTRQvO7M3OxMQqmnNYA4Q%20MwoWEvxMWwFg4RUEDQMSAYNb2yFe2wliuwSgQAi+2LYXEaFwhAr0JAhWIAb+sgWLe0xNoSNZ4RNG%20wIIKornLYnGhGwreIAUnIAaaoIGxe69sYRSywQyq/wEIqGAOwttFyy8FiGRi+MKhE6IzFyJj2QAG%20fLU0rfCv9qHvMI6Sri6X7vpnXgreSEC4wxAGAkBw2trADaI//EFfOIAL5NQ+v/BHx+AGkiaSqXgA%20UGASouAUC1sBOOm0KSA6j6sLQAA+CLIziTgLWkAIAnE9iY1XTUEKzKAQqGAFhCAKmOCVN6Bkb2QC%20fEAIFnogMorSY73HW+ANrqAJTI+liO3vSBoAgGEBqgEEkoAKyGHKvzBGU6AEcAL7uE0iZI/Lj8I9%20QnMeVEDM4c1GAo8ObAAXTOHQApaSjJHNUxj8ECoG5OANLmEK6JytmYMdwHFT2oALTAEt//xHbyCC%20Kf9gDIKdCIggDzIs3BGq0RXAB0zAB3a3CDwBEmQdMAgSM/QDBiRh0xWRVykgGwB71IVADljqC9/G%20FjrVQW2gByLAF1JjgugcNJKQuSH+0dFtpXb973BEBd5gCKgYBbSgFoyd9ADgrAmAUJidu5w9MGKV%20IAduX02gCdo8/MavD/eBDjxtw4dWDnxVp+GttoO0CBqAHFrAhwCDp+CDKPyhqwoAAW6AnNsvqahr%20CRh9aI5cBujAiXSyAZUmHqr+rmfkFVpAD+DjtRnLYvwhIyrgH/zgBHg9ee0I6d/BiVLQKJ3IFNxG%20AeJobuDN41FqH6atC6ZhAGIidgFF1ttCIKpyB0L/gRZGAZPiBkfW0wY60udOgWhdNPVh3wbsgAum%20wWSutShKhDSG3jMjGgfEwBYSkSH/TgbGLwbOzRNhjALOAK+pvurjpuyYwBROwA9ctevvCT6KIgwG%20RbrNngXRvsyaoKhlwBaSAVwcGILn/j5JQAZGIXygYAD2XrY6cz8y4x/qoBMKH7eBUmicCCA8gJlH%20J9k7CgA2KFiXI168ffts0VEgY98VC1xwDBCgoaMECf9CihxJ8h8/fvpSmuSnxdMOG3Q4AVBhw8aE%20CTVrggGjINSpHRR8QBy6L6fRnIq4BCCwKKUAder69UOHzp+/kFKlWj3Jz5A7LCNifauWcAOAYnJC%20/4WiwNaGwgkOMGBwsK6oDQq2mqyTIWPdXg8kKEjRpEcCjQoV0P1TWbLxyH4CalQdAWlNHlNsKSg6%20U0TBwnVNQjepGdqvX4eHCGGYsAPUjlFVCJGCMQ2k48Yp/fFLR5UqPyf6SpQ40oGEEgvCbjSgk+Hm%20hswQQxP1TP1zjhx9Q73y4IBciwKGdOjQJyEdvNuNa9QQLiFLunSxWsCSE0PFmzfXpW/gxk0uXYY2%203CDgBvsohIY88egCAABXxKCALXkgoMcjVOnjiD79QCXVe1hltdVJ/bjzxQgDENGNHCxcoWIUUSiS%20mVsKwOVfXRSQphdffsnggQdyrFENCpigg5hijP+hV1I/w1CVxQgGQJFNKFdQIEcUDXrml2ij2VCa%20aQ4Rcshqru0QDyFVnCFhCUaSlNtuvaGjwWKYlKBNB+UwoYgQwiQzyjzOQbePdENVZyVDORQxjyKh%207NgAFPnw88QT5JmX5kjqsffFewNoEgoL+8RwSib5NUEgfxPM5VcOAQ5YoAIH7qHLFRucsU8GaNwC%20hSv+qJcShhr2w+FKWunGzw9IIKGOBI4c0AEllpTCCivIcMKJX54R+JwF2FqQCQUb3LTaTQVuoIIc%20LyRggAT+aCDVpLc5JYAAYSwyzSYWVFEFIGC0lVNmNdoAUXVs+YXGXZlgUAkYrGBTzTX9sBuSVR3/%20UpWOBsCVsAg8AYhRRBH7zLOOx57dNME++hrF78kUhIKGAw6oAEwEtfljSD/+0CNAww6fZFVW/WgD%20ySbAlLLELBkoscEG8TQRj4A77JBJJgTuowAhHyhwFwUsO5ABBVFeUUoGtJVgiDrskKfPP1ThLBKI%20NAvLDzrsqCMcATiIYQkfdNBhgiWjUKtAuBRkqy23In8bQ0IAhIKAOAOgy8+6Dpd0oQA09MNPCQe0%200AAYVVSSyJQmv+iv1NQFvM7AbGEARiU5QGAAFmpPCvE/UknMTxrkSUDAEY3Mso8Ke/ktMsn9ho4y%20W7DQQYkDnkIBxCL+aJUF5OzqHH1WJRiguSUY/+xoNNJKM+001P9+QIjVbGWdQYpyUPB1C3oQ8M8T%208Hx0dtokWb8uPzQIgEQNSDBJLyKAgGy8gQmqgINqrFaTHKBhHR+IIB8U4EA0XOc6thiFLeIhBRho%20wgodQUc/dkW72LHrQtFDAjucUAJIIMACGYCDKqj0lrjYqwpyGRkF7NC06wjIDvsgBCHgsIQXwEwC%206KhB5ELCtpM8zB9N0Ye8PJGNzfHEFjWREQYE9RmIWMuLBTJFAxS4AxhEoin+OJtkZseulFBFAFz5%20ByY4EIE3WCKCpCCFQvzCh3V4JlwFWkcf0fDAddyEG0WIgoBCUQQxEIEAzvBVDSSgD934BiVnW//J%20zhrGj3exgx3o2EUay3AJPNRCBWBQhSq2mBMHQlCCFCTkBTlBSB/EAw9QOAABfvA4dJCQeg7LTT+e%20wA5+LAIFCJDELJZQhSjVEAM3zCHJeLgDH96AAkEkhCoq0YMP6iOJSwSW5fjxDydYZVf6MMAlXmAK%20ltEqi3HZoqD8MhRrfREWUYADHKLQglhcCDhoqwEbJ+VGdMDxJE5YROYawAc86nEhffSjAqJGINMQ%200i8ii4EpBJQME3jDAARwhABykY41XZIx1stCFnRjiGEZgyo6EIQjjpCCCEhhH4fIKQaeQwHyQaQm%20+ooBRBKiiGJIIgEFKIE+/qcOAVhloJF710r//xGGk+jDCN+AwQsaQIIJ8GsfEr3JHwu0Dz7wgS1K%20gIsDkAEDaMRhev5wQuR49kSrOEGuWZiZPgKgCTP4YB4Z8IANqIlNltGTKIGKkVrnQwEmRIAD/1DD%20XaPHjhpcKHIF5YcG2BaGAEQgD/OghVn/xh9SmWof8RjsGMbgEIewZQMxKAUtbvCCTeAAJOlgRzrS%208BHKgnIxmUzpSk+yWX6oBypZIIABEsAFAOT0Szzl1lCA2q/6qCAhURBDI4BAAALo45PscOpTwxmS%20m03VJBpYhHKh0AVF3OSrdVHsWAtkVrSq9QRQMMAi6NGP87KLrv94ahbKmYZ/3EwCmYKBDRTA/7LB%20Nq2w/0FsYm/CMgo0AACSQIAV6mqIGpQtk238Jjo0e5ID50MTXVCAWSe4j9Jyo1R0Qa1qWdtatgCg%20CKUoxQ26gIAt+MIJ6ahBOoDrWyIFl5wl3B9X+AEVzS7CC5EYixTasQ57gUEGoTDFG06hiE7JRS77%20OMULzNCBCGw4wFtp0zlB7DDIPZV/iilAmV9AAQ9kQAYD24MF7LBIWMACDRThTmhDkYdsaKIDBXAC%20V8gz16zU9SolpIo/tGGFBMBgDIF1gAcU2TQfhOJpoiOkLR7IilFwIgd2kAI2UnCAEjgiwPz4JFSK%20NCkNadIfF6JHOozQARiAwqzzwMwbgHEfO/+YQhdo0Ms6lKCEIoziDx3dQ2AtwYlVxwEyBw3Jrvoh%20Hh348sgdUjJXmswPNZRgBONIABkaUIoPVAIDRZCDBX4SBQDE4MuJmEcDyAAFHKBgBHV9W2/WHE43%20pxkdwLFCKy4RhQzMQgajkMM7orBRO4TCBj5AgwwyoLUiuOAVQiBDK3TphM1q4CONNvjsaoeOR5xb%20e3iYBU8yoIgbWOANPrCBIra1FljYAA10QIML1hGTHIwCFj1wHlPOphtZq4PWabK19VLSj1woNwF4%20MGu8r/CGW9TiFBYIRTzQsKd1XOEMGdCbCQwCBjsvAwJA8AW2nQhcDHX72yF5D92lkpLJXk//FnBT%20oT9EAYkUaGIBeRBCA25gAhvA4hWQD0VrsLGJFATACJpFAmLqzhv10AzqBMWQANImSXYgQb1sSAEZ%20XpAHYDQgBkV4Nw61to7EUWAHeTCDJj4RAFdIII7mhPR/Y/dUSG8oHdaTcwR6oARKVGIJN8kACRaU%20VjBkAAxycUEROLH2G7hhDSkowNmAU0luexu4kZt1JZ/6ESToIB0iiEUKPJGHMQjhFbQQbSnWkYH+%20W98BqHAIs6A1S2AJlSAPc7AJ0CB+X5ALbkJ32sYr4sEYeodkfKcPfrch6AAVucBCI7AF44AAjRAC%20JyAJDbAHr7AHknACJ9AJEHAJ41AGA6AN//xgDDqwebvSeTXweWwWYpBBeulQLGXjCgNQBgwAASHQ%20A4oAe8y0E5q2DjQBCw0QAv1WBiMgHIr2G+X0CI02EsXXIe8RBo9gTiWwBQsQAmgHBkvgARMQWCqg%20AkqwI3GBfXxAEKGwBzfQCWuwBSOAgf+ARuZnZOn3dOtnFdogAXGDfAQQBC9wCbcgDCyQA6NFCztS%20iQAIB9wABga4BEtgApcAA1ZAAJjwBerwgEgWgRkygZkEFSvxOCHiDsWnGzSwWY+wK44AD+6ADvdw%20ARzQCpqQAp+QAg8QCRxwAUYgikpVSVkgAL8yUMUHTGnyIe8hFQP2D4EQEiulD6LQBg9geP+bgAc9%208Aar1QNd4AmbkAAdwAbHSEkrpQEe9h7mRF6TIgA/oAPu9wXakHoIgA2ncE0XYW+/038jEwXAkAcL%204Aff0G8DUAI0IBnfFj34A1WTwjN21Uk1IFVYMACp11egcAP85wEYQAJXwCKmYAdvcHO1oAx4UHlt%20oAZwow6YoA/vohJw82EFNTusyBVS4Q6wWHydtFlp1Asp4Q6ygAUEMAIokJRJOQBMOQLdRQASYDHt%20ATvNKHxotkmRI43pIBVOYAgh0ZVOkAX6gAnaUIRJ4Ac90Ah9sJYhgAcMEA5UQIROGZNb8R7pkAtq%20YJXy6BgcIR7qgAUlMABboAVIKAksIgf/UbMPw3MFO9ADCFCFKEAA2vAuSaQPKzUVIoRmBechW3GR%206uEPBMCUW3AOUBACDUALLIMBiXAGbGEBDSAHp9ADxdAJl8AABzACYSAAn0QeM3k/u7krkgZp8HAe%20OqkO4jFkbMMR/hAGF+IITkCZ6mFyS0YV6oEOSZIV7yIcvPFJi2E//zCNJmQk6lF3xRdFQrIKcoVX%20ItEPgjA9pmcI9ABe//MP16APX9APNdCQmJSV45VkOFN8iiYnEtAPiPEE/GAEbPAACaAJCACOL/Cg%20eNAFa4AA6KiOEuAMNdBtFTAMN6OZe5kSstY2xlBcKQEP6lADHvEL3Gh4a9AFeMB6UoAH/9jQDRTa%20AW0QB/4gAPSABVnwah0hFR+RDjdYAei0ZCExnK2Yiu8nTpZzTk1BO6MnGcRVVSdBndV5M/0wM/2g%20nTXZnZT0nVsZnugxnrtiFdlISTVwBwGUnnJVTiI0FQ5ZA1BheorBjqOXRD/AaA7zhf75aAFKSbmA%20GDrwA8mFAmVwlnhABhDQBxCwen6wAmXwb1AJD+zQbU9wovQQfHsJXCFqFRowDCcRBvoAFW5ycqFp%20qOHAAIl6CWvpCdjAAJD6byUwPf0llv/wo/0QpENapHG0qb76q8AarMI6rMRarMZ6rMiarMq6rMza%20rM76rNAardI6rdRardZ6rdiardq6rR7c2q3e+q3gGq7iOq7kWq7meq7omq7quq7s2q7qGhAAOw==" height="280" width="290" overflow="visible"> </image>
          </svg>
        </div>
      </div>
      <div class="fig"><span class="labelfig">FIGURA 2.&nbsp; </span><span class="textfig">Distribución aleatorizada de los tratamientos de inundación en las macetas.</span></div>
      <p>Todos
        los tratamientos fueron regados cuando la humedad del suelo, (medida 
        con sonda electromagnética ML3), según procedimiento descrito por (<span class="tooltip"><a href="#B13">López et al., 2018</a><span class="tooltip-content">López,
        S. T., Ustariz, A., Cisnero, Z. E., Rodríguez, G. A., Herrera, P. J. , 
        &amp; González, R. F. (2018). Calibración de sondas electromagnéticas 
        para estudios de riego en diferentes zonas agrícolas. <i>Revista Ingeniería Agrícola</i>, <i>8</i>(3), 31-39.</span></span>), alcanzaba en las macetas el equivalente al 85% de la capacidad de campo del suelo natural.</p>
      <p>Al
        momento de la aplicación de los tratamientos de inundación se midió la 
        conductividad eléctrica, el pH y la temperatura del agua mediante 
        termómetro, conductímetro (WTW 3310-2CA308) y potenciómetro (WTW 
        3110-2AA112). En el momento de la cosecha se determinó el rendimiento 
        por tanque y sus componentes (Número medio de vainas por plantas, peso 
        medio de las vainas por plantas (g), Número medio de semillas por 
        plantas, Peso medio de las semillas por plantas (g), Peso medio (g) de 
        100 granos).</p>
      <p>Los datos fueron procesados mediante análisis de 
        varianza (ANOVA). Las diferencias entre las medias de los tratamientos 
        estudiados se determinaron según la prueba de comparación múltiple de 
        Tukey HSD con un 95% de confiabilidad.</p>
    </article>
    <article class="section"><a id="id0x727cd80"><!-- named anchor --></a>
      <h3>RESULTADOS Y DISCUSIÓN</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p>La <span class="tooltip"><a href="#t2">Tabla 2</a></span> recoge la distribución de los riegos y lluvia durante las dos épocas de
        siembra, estas cantidades no incluyen el agua aplicada para provocar la
        inundación según los tratamientos.</p>
      <div class="table" id="t2"><span class="labelfig">TABLA 2.&nbsp; </span><span class="textfig">Total de agua aplicada como riego o lluvia y su distribución</span></div>
      <div class="contenedor">
        <div class="outer-centrado">
          <div style="max-width: 1160px;" class="inner-centrado">
            <table>
              <colgroup>
              <col>
              <col span="3">
              <col>
              <col>
              </colgroup>
              <thead>
                <tr>
                  <th rowspan="2" align="center">Época</th>
                  <th colspan="3" align="center">Agua aplicada </th>
                  <th rowspan="2" align="center">Lluvia (mm)</th>
                  <th rowspan="2" align="center">Días con lluvia</th>
                </tr>
                <tr>
                  <th align="center">Litros maceta</th>
                  <th align="center">Total, ciclo (L)</th>
                  <th align="center">N° de riegos</th>
                </tr>
              </thead>
              <tbody>
                <tr>
                  <td align="justify"> Primavera (junio/octubre)</td>
                  <td align="justify">6,69</td>
                  <td align="justify">87</td>
                  <td align="justify">13</td>
                  <td align="justify">800,58</td>
                  <td align="justify">67</td>
                </tr>
                <tr>
                  <td align="justify"> Frío (noviembre /febrero)</td>
                  <td align="justify">4,87</td>
                  <td align="justify">160,71</td>
                  <td align="justify">33</td>
                  <td align="justify">217,6</td>
                  <td align="justify">12</td>
                </tr>
              </tbody>
            </table>
          </div>
        </div>
      </div>
      <div class="clear"></div>
      <p>En
        la época de primavera fue superior la cantidad media de litros por 
        macetas (6,69 L), debido a que en esta época las temperaturas son 
        mayores por lo que el consumo del cultivo es superior a la época de 
        invierno, se realizaron 20 aplicaciones menos para la primavera debido a
        la mayor cantidad de lluvias ocurridas y la mayor cantidad de días con 
        lluvia. Estas aplicaciones, en combinación con la lluvia caída 
        permitieron mantener siempre el suelo en las macetas por encima del 85% 
        de la capacidad de campo. Por otra parte, el volumen de agua aplicado a 
        los tanques en el momento de la inundación según los tratamientos, varió
        entre 45 L y 60 L por cada uno en la siembra de primavera y de 39,5 L a
        45,9 L en la siembra de frío.</p>
      <p>En la <span class="tooltip"><a href="#t3">Tabla 3</a></span> se puede observar los valores de conductividad eléctrica y pH del agua 
        utilizada para el riego. Según los resultados obtenidos de Ce, el agua 
        utilizada en ambos periodos se clasificó como Categoría I, ya que los 
        valores alcanzados fueron menores de 0,70 dS/m, por lo que no presentan 
        restricciones para su uso. en cuanto al pH, los valores obtenidos se 
        encuentran dentro del rango permitido para el riego de los cultivos (4,5
        a 8,3) según la Norma Cubana (<span class="tooltip"><a href="#B19">NC 1048 2014, 2014</a><span class="tooltip-content">NC 1048 2014. (2014). <i>Calidad del agua para preservar el suelo-especificaciones</i> [Norma cubana]. Oficina Nacional de Normalización.</span></span>).
        Estos valores de Ce son característicos de la zona Sur de Artemisa, el 
        agua utilizada para el riego es de origen subterráneo cársica, trabajos 
        realizados por (<span class="tooltip"><a href="#B3">Cisneros et al., 2020</a><span class="tooltip-content">Cisneros,
        Z. E., Cun, G. R., Herrera, P. J., González, R. F., Cun, R. S., &amp; 
        Sarmiento, G. O. (2020). Efecto de los polímeros en la economía del 
        agua. <i>Revista Ingeniería Agrícola</i>, <i>10</i>(1), 13-20.</span></span>), muestran valores medios de 0,7 dS m<sup>-1</sup> a una temperatura de 25°C.</p>
      <div class="table" id="t3"><span class="labelfig">TABLA 3.&nbsp; </span><span class="textfig">Algunos parámetros de calidad química del agua de riego</span></div>
      <div class="contenedor">
        <div class="outer-centrado">
          <div style="max-width: 1160px;" class="inner-centrado">
            <table>
              <colgroup>
              <col>
              <col>
              <col>
              <col>
              </colgroup>
              <thead>
                <tr>
                  <th align="justify">Época</th>
                  <th align="justify">Conductividad eléctrica (Ce), dS/m</th>
                  <th align="justify">pH</th>
                  <th align="justify">Temperatura. °C</th>
                </tr>
              </thead>
              <tbody>
                <tr>
                  <td align="justify">Primavera (abril/agosto)</td>
                  <td align="justify">0,664</td>
                  <td align="justify">7,3</td>
                  <td align="justify">26,2</td>
                </tr>
                <tr>
                  <td align="justify">Frío septiembre /enero</td>
                  <td align="justify"> 0,674</td>
                  <td align="justify">7,2</td>
                  <td align="justify">22,3</td>
                </tr>
              </tbody>
            </table>
          </div>
        </div>
      </div>
      <div class="clear"></div>
      <p>Las
        variables estudiadas del desarrollo del cultivo no mostraron 
        diferencias significativas. Aunque no se compararon estadísticamente las
        épocas entre sí, en la <span class="tooltip"><a href="#t4">Tabla 4</a></span> se observa diferencias entre el diámetro del tallo (60% superior en la 
        primavera), siendo favorable esta época y la altura de las plantas fue 
        superior en un 24% en la época de primavera.</p>
      <p> La altura alcanzada 
        por las plantas varió entre 52,9 cm (T1) y 61,5 cm (T5) en frio y en 
        primavera entre 69,62 cm (T5) y 75,14 cm (T1). Como podemos observar en 
        la tabla 1, los valores de temperatura para esta zona son superiores en 
        primavera, según (<span class="tooltip"><a href="#B1">Andrade et al., 2000</a><span class="tooltip-content">Andrade, F. H., Aguirrezabal, L., &amp; Rizzalli, R. (2000). Crecimiento y rendimiento comparado. En <i>Bases para el manejo del maíz, el girasol y la soja</i> (Andrade, F. H.; Sadras, V. O., pp. 61-96). EEA INTA Balcarce/ UNMP.</span></span>; <span class="tooltip"><a href="#B12">Kantolic et al., 2003</a><span class="tooltip-content">Kantolic,
        G., Giménez, P. I., &amp; De la Fuente, E. B. (2003). Ciclo ontogénico,
        dinámica del desarrollo y generación del rendimiento y la calidad en 
        soja. En <i>Producción de granos; bases funcionales para su manejo</i> (Satorre, E.H.; Benech Arnold, R.L.; Slafer, G.A.; de La Fuente, E.B.; Miralles, D.J.; Otegui, M.E.; Savin, R., pp. 167-186).</span></span>),
        los factores ambientales tales como temperatura, fotoperíodo y 
        condiciones hídricas pueden modificar sustancialmente el desarrollo 
        fenológico en el cultivo de la soja siendo la temperatura y el 
        fotoperíodo los principales factores que regulan el desarrollo y 
        determinan cuánto durará cada una de las fases. </p>
      <p> Según el 
        análisis estadístico realizado no existen diferencias significativas 
        entre los tratamientos ya que los cultivos fueron atendidos de forma 
        igual hasta el inicio de la floración, a partir de aquí se inundaron 
        según los tratamientos, posteriormente fueron atendidos con igualdad de 
        condición. En cuanto al diámetro de los tallos, no se encontró 
        diferencias significativas entre los tratamientos, los valores medios en
        primavera variaron entre 1,34 cm (T1) y 1,11 cm (T5), en invierno 
        variaron entre 0,8 cm (T1) y 0,72 cm (T2). De manera general estos 
        valores son típicos de este cultivo y se encuentran dentro de los rangos
        de diámetro (0,4 cm a 2,2 cm) y altura (15 cm a 200 cm), planteados por
        (<span class="tooltip"><a href="#B17">Merino, 2006</a><span class="tooltip-content">Merino, D. (2006). <i>Caracterización
        morfo fisiológica y agronómica de cultivares de soya [Glycine max (L.) 
        Merr.] en siembra de invierno en suelo pardo con carbonatos</i> [Tesis de Diploma]. Universidad Central “Marta Abreu” de las Villas Facultad de Ciencias Agropecuarias.</span></span>; <span class="tooltip"><a href="#B24">Socorro &amp; Martín, 1989</a><span class="tooltip-content">Socorro, M. A., &amp; Martín, D. (1989). <i>Maíz. Granos</i> (Primera). Editorial Pueblo y Educación.</span></span>).
        Según estos autores, en las variedades de crecimiento determinado, la 
        altura de las plantas no se incrementa de forma significativa después 
        del inicio de la floración.</p>
      <div class="table" id="t4"><span class="labelfig">TABLA 4.&nbsp; </span><span class="textfig">Desarrollo de las plantas hasta el momento de la aplicación de los tratamientos de inundación</span></div>
      <div class="contenedor">
        <div class="outer-centrado">
          <div style="max-width: 1160px;" class="inner-centrado">
            <table>
              <colgroup>
              <col>
              <col span="2">
              <col span="2">
              </colgroup>
              <thead>
                <tr>
                  <th align="center">Tratamientos</th>
                  <th colspan="2" align="center">Diámetro del tallo (cm) </th>
                  <th colspan="2" align="center">Altura de las plantas (cm) </th>
                </tr>
                <tr>
                  <th align="center"> </th>
                  <th align="center">Primavera (abril/agosto)</th>
                  <th align="center">Frío (septiembre /enero)</th>
                  <th align="center">Primavera (abril/agosto)</th>
                  <th align="center">Frío (septiembre /enero)</th>
                </tr>
              </thead>
              <tbody>
                <tr>
                  <td align="justify">1</td>
                  <td align="justify">1,34</td>
                  <td align="justify">0,8</td>
                  <td align="justify">75,14</td>
                  <td align="justify">52,9</td>
                </tr>
                <tr>
                  <td align="justify">2</td>
                  <td align="justify">1,30</td>
                  <td align="justify">0,72</td>
                  <td align="justify">74,05</td>
                  <td align="justify">61,2</td>
                </tr>
                <tr>
                  <td align="justify">3</td>
                  <td align="justify">1,31</td>
                  <td align="justify">0,75</td>
                  <td align="justify">74,66</td>
                  <td align="justify">58</td>
                </tr>
                <tr>
                  <td align="justify">4</td>
                  <td align="justify">1,27</td>
                  <td align="justify">0,75</td>
                  <td align="justify">72,5</td>
                  <td align="justify">59,2</td>
                </tr>
                <tr>
                  <td align="justify">5</td>
                  <td align="justify">1,11</td>
                  <td align="justify">0,78</td>
                  <td align="justify">69,62</td>
                  <td align="justify">61,5</td>
                </tr>
                <tr>
                  <td align="justify">Promedio</td>
                  <td align="justify">1,26</td>
                  <td align="justify">0,76</td>
                  <td align="justify">73,19</td>
                  <td align="justify">58,56</td>
                </tr>
                <tr>
                  <td align="justify">Sig</td>
                  <td align="justify">N.S</td>
                  <td align="justify">N.S</td>
                  <td align="justify">N.S</td>
                  <td align="justify">N.S</td>
                </tr>
                <tr>
                  <td align="justify">Es</td>
                  <td align="justify">0,034</td>
                  <td align="justify">0,015</td>
                  <td align="justify">0,9938</td>
                  <td align="justify">0,602</td>
                </tr>
                <tr>
                  <td align="justify"><b>CV (%)</b></td>
                  <td align="justify">12,1386</td>
                  <td align="justify">8,768</td>
                  <td align="justify">6,0720</td>
                  <td align="justify">4,44</td>
                </tr>
              </tbody>
            </table>
          </div>
        </div>
      </div>
      <div class="clear"></div>
      <div class="table">
        <p class="textfig">CV: Coeficiente de Variación (%), Error Estándar (ES), Significación (Sig).</p>
      </div>
      <p>Como resultado del análisis del rendimiento y sus componentes en primavera e invierno se observa en las <span class="tooltip"><a href="#t5">Tablas 5</a></span> y <span class="tooltip"><a href="#t6">6</a></span> un comportamiento similar en ambas épocas; es decir el tratamiento 
        testigo T1 (sin inundación) presentó los mayores valores promedios por 
        plantas, disminuyendo a medida en que aumentaron las horas de 
        inundación. En la <span class="tooltip"><a href="#t5">Tabla 5</a></span> se presentan las componentes del rendimiento, el mayor valor del número
        promedio de vainas por plantas se obtiene en el tratamiento 1 (51,3) y 
        el menor se alcanzó en el tratamiento 5 (47,5). En cuanto peso medio de 
        las vainas por plantas, podemos observar que el mayor valor (3,7 g) se 
        alcanzó en el tratamiento en que no se inundó (T1) disminuyendo a medida
        en que aumentaron las horas de inundación hasta llegar a 27,9 g (T5), 
        se observaron reducciones desde un 10% (T3), hasta un 18% (T5) cuando se
        inundó 144 horas. En el número medio de semillas por plantas no se 
        observaron diferencias significativas entre los tratamientos, aunque el 
        menor valor se observa cuando se inunda hasta las 144 horas (115,3). Por
        otra parte, el peso medio de las semillas por plantas disminuyó en un 
        29% a medida que aumentaron las horas de inundación, el valor más bajo 
        se alcanzó en el tratamiento 5 (14 g) al inundar las macetas durante 144
        horas. No se observan diferencias significativas entre el tratamiento 1
        (sin inundación) y el 2 (24 horas de inundación), por otra parte, no 
        existen diferencias significativas entre los tratamientos 3 y 4. El 
        mayor valor alcanzado en cuanto al peso medio de 100 granos fue en el 
        tratamiento 1 (17,06 g) reduciendo el peso hasta alcanzar 13,56 g a las 
        144 horas (6 días de inundación).</p>
      <div class="table" id="t5"><span class="labelfig">TABLA 5.&nbsp; </span><span class="textfig">Componentes del rendimiento la soya (var, CEB-2) sometida a diferentes días de inundación en la época de primavera</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="justify">Tratamientos</th>
                  <th align="justify">número promedio de vainas por plantas</th>
                  <th align="justify">peso promedio de las vainas por plantas (g)</th>
                  <th align="justify">número promedio de semillas por plantas</th>
                  <th align="justify">peso promedio de las semillas por plantas (g)</th>
                  <th align="justify">peso promedio de 100 granos (g)</th>
                </tr>
              </thead>
              <tbody>
                <tr>
                  <td align="justify">1</td>
                  <td align="justify">51,3 a</td>
                  <td align="justify">33,7 a</td>
                  <td align="justify">120</td>
                  <td align="justify">19,6 a</td>
                  <td align="justify">17,06 a</td>
                </tr>
                <tr>
                  <td align="justify">2</td>
                  <td align="justify">47,6 b</td>
                  <td align="justify">32,1 ab</td>
                  <td align="justify">118,5</td>
                  <td align="justify">19,1 a</td>
                  <td align="justify">16,53 ab</td>
                </tr>
                <tr>
                  <td align="justify">3</td>
                  <td align="justify">49,7 ab</td>
                  <td align="justify">30,2 ab</td>
                  <td align="justify">117,9</td>
                  <td align="justify">17,4 b</td>
                  <td align="justify">16,1 ab</td>
                </tr>
                <tr>
                  <td align="justify">4</td>
                  <td align="justify">47,8 ab</td>
                  <td align="justify">29,4 ab</td>
                  <td align="justify">116,5</td>
                  <td align="justify">16,4 b</td>
                  <td align="justify">15,76 b</td>
                </tr>
                <tr>
                  <td align="justify">5</td>
                  <td align="justify">47,5 b</td>
                  <td align="justify">27,9 b</td>
                  <td align="justify">115,3</td>
                  <td align="justify">14 c</td>
                  <td align="justify">13,56 c</td>
                </tr>
                <tr>
                  <td align="justify">Sig</td>
                  <td align="justify">*</td>
                  <td align="justify">*</td>
                  <td align="justify">N.S</td>
                  <td align="justify">*</td>
                  <td align="justify">*</td>
                </tr>
                <tr>
                  <td align="justify">ES±</td>
                  <td align="justify">0,496</td>
                  <td align="justify">0,749</td>
                  <td align="justify">1,405</td>
                  <td align="justify">0,479</td>
                  <td align="justify">0,354</td>
                </tr>
                <tr>
                  <td align="justify">C.V (%)</td>
                  <td align="justify">3,939</td>
                  <td align="justify">9,459</td>
                  <td align="justify">4,627</td>
                  <td align="justify">12,425</td>
                  <td align="justify">8,455</td>
                </tr>
              </tbody>
            </table>
          </div>
        </div>
      </div>
      <div class="clear"></div>
      <div class="table">
        <p class="textfig">CV: Coeficiente de Variación (%), Error Estándar (ES), Significación (Sig).</p>
      </div>
      <p>En la <span class="tooltip"><a href="#t6">Tabla 6</a></span> se presentan las componentes del rendimiento, el mayor valor del número
        promedio de vainas por plantas se obtiene en el tratamiento 1 (75,39) y
        el menor se alcanzó en el tratamiento 5 (56,82). En cuanto peso medio 
        de las vainas por plantas, podemos observar que el mayor valor (35,6 g) 
        se alcanzó en el tratamiento en que no se inundó (T1) disminuyendo a 
        medida en que aumentaron las horas de inundación hasta llegar a 24,27 g 
        (T5), se observaron reducciones desde un 2,4% (T2), hasta un 31,83% (T5)
        cuando se inundó 144 horas. En el número medio de semillas por plantas 
        los mayores valores se alcanzaron en los tratamientos 1 y 2, los que no 
        presentaron entre ellos diferencias significativas, a medida que 
        aumentaron las horas de inundación estos disminuyeron en un 33,8% a las 
        144 horas de inundación (T5). El peso medio de las semillas por plantas 
        disminuye a medida que aumentan las horas de inundación, el valor más 
        bajo se alcanzó en el tratamiento 5 (17,63 g) al inundar las macetas 
        durante 144 horas. No se observan diferencias significativas entre el 
        tratamiento 1 (sin inundación) y el 2 (24 horas de inundación), por lo 
        tanto, a partir de las 24 horas de inundación el cultivo es afectado, 
        por otra parte, no existen diferencias significativas entre los 
        tratamientos que fueron sometidos a mayor tiempo de inundación 96 y 144 
        horas. El mayor valor alcanzado en cuanto al peso medio de 100 granos 
        fue en el tratamiento 1 (14,55 g) reduciendo el peso hasta alcanzar 
        10,60 g a las 144 horas (6 días de inundación). De manera general no se 
        observan diferencias significativas entre el tratamiento 1 y 2 (24 h), 
        por lo que los parámetros de rendimiento se afectan a partir de las 24 
        horas de inundación.</p>
      <div class="table" id="t6"><span class="labelfig">TABLA 6.&nbsp; </span><span class="textfig">Componentes del rendimiento de la soya (var, CEB-2) sometida a diferentes días de inundación en la época de invierno</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="justify">Tratamientos</th>
                  <th align="justify">número promedio de vainas por plantas</th>
                  <th align="justify">peso promedio de las vainas por plantas (g)</th>
                  <th align="justify">número promedio de semillas por plantas</th>
                  <th align="justify">peso promedio de las semillas por plantas (g)</th>
                  <th align="justify">peso promedio de 100 granos (g)</th>
                </tr>
              </thead>
              <tbody>
                <tr>
                  <td align="justify">1</td>
                  <td align="justify">75,39 a</td>
                  <td align="justify">35,6 a</td>
                  <td align="justify">172 a</td>
                  <td align="justify">22,62 a</td>
                  <td align="justify">14,55 a</td>
                </tr>
                <tr>
                  <td align="justify">2</td>
                  <td align="justify">70,01 ab</td>
                  <td align="justify">34,78 a</td>
                  <td align="justify">154 a</td>
                  <td align="justify">21,58 a</td>
                  <td align="justify">13,58 a</td>
                </tr>
                <tr>
                  <td align="justify">3</td>
                  <td align="justify">64,28 bc</td>
                  <td align="justify">30,1 b</td>
                  <td align="justify">140 ab</td>
                  <td align="justify">20,21 b</td>
                  <td align="justify">12,76 ab</td>
                </tr>
                <tr>
                  <td align="justify">4</td>
                  <td align="justify">62,33 bc</td>
                  <td align="justify">25,11 c</td>
                  <td align="justify">135,2 ab</td>
                  <td align="justify">18,48 c</td>
                  <td align="justify">11,16 b</td>
                </tr>
                <tr>
                  <td align="justify">5</td>
                  <td align="justify">56,82 c</td>
                  <td align="justify">24,27 c</td>
                  <td align="justify">113,9 b</td>
                  <td align="justify">17,63 c</td>
                  <td align="justify">10, 60 b</td>
                </tr>
                <tr>
                  <td align="justify">Sig</td>
                  <td align="justify">*</td>
                  <td align="justify">*</td>
                  <td align="justify">*</td>
                  <td align="justify">*</td>
                  <td align="justify">*</td>
                </tr>
                <tr>
                  <td align="justify">ES±</td>
                  <td align="justify">1,80237</td>
                  <td align="justify">1,1862</td>
                  <td align="justify">5,64808</td>
                  <td align="justify">0,45034</td>
                  <td align="justify">0,4443</td>
                </tr>
                <tr>
                  <td align="justify">C.V (%)</td>
                  <td align="justify">12,253</td>
                  <td align="justify">17,698</td>
                  <td align="justify">17,6491</td>
                  <td align="justify">10,015</td>
                  <td align="justify">15,857</td>
                </tr>
              </tbody>
            </table>
          </div>
        </div>
      </div>
      <div class="clear"></div>
      <div class="table">
        <p class="textfig">CV: Coeficiente de Variación (%), Error Estándar (ES). Significación (Sig).</p>
      </div>
      <p>Existen resultados obtenidos por diferentes autores en el cultivo de la soya que coinciden con los obtenidos en este trabajo. (<span class="tooltip"><a href="#B14">J. Marquez &amp; Enriquez, 1984</a><span class="tooltip-content">Marquez, J., &amp; Enriquez, J. (1984). Estudio del efecto de la humedad excesiva en el cultivo de la soya. <i>Ciencia y Técnica en la Agricultura. Serie Riego y Drenaje</i>, <i>7</i>(1), 15-26.</span></span>)
        sometieron a 3 días de inundación el cultivo de la soya (variedad G7 
        R-315), en la fase de floración reduciendo al 62% el rendimiento en 
        relación con el testigo. Estos resultados corroboran los obtenidos por (<span class="tooltip"><a href="#B22">Pujol &amp; Espinosa, 1985</a><span class="tooltip-content">Pujol, R. E., &amp; Espinosa, E. (1985). <i>Resistencia del cultivo de la soya al exceso de humedad, Informe de resultado</i> [Mimeografiado].</span></span>)
        en condiciones de parcelas y suelos aluviales, señalan a la fase de 
        floración como la más sensible a los efectos del exceso de humedad.</p>
      <p> Resultados similares fueron obtenidos por (<span class="tooltip"><a href="#B5">Cun et al., 2018</a><span class="tooltip-content">Cun,
        G. R., Herrera, P. J., Duarte, D. C., Sarmiento, G. O., González, E. 
        D., &amp; González, M. D. (2018). Influencia del tiempo de inundación en
        el girasol para la proyección de sistemas de drenaje. <i>Revista Ingeniería Agrícola</i>, <i>8</i>(4), 21-27.</span></span>; <span class="tooltip"><a href="#B25">Trujillo et al., 2017</a><span class="tooltip-content">Trujillo,
        M. E. E., Cun, G. R. , &amp; Herrera, P. J. (2017). Estudio del efecto 
        del exceso de humedad en el cultivo del maíz (Zea mays L.). <i>Revista Ingeniería Agricola</i>, <i>7</i>(1), 60-64.</span></span>),
        pero en los cultivos del maíz y el girasol, sembrados en época de frío y
        en primavera, estos autores encontraron una reducción en los 
        componentes del rendimiento en la medida que aumentaron las horas de 
        inundación.</p>
      <p>Según <span class="tooltip"><a href="#B21">Pizarro (1985)</a><span class="tooltip-content">Pizarro, F. (1985). <i>Drenaje agrícola y recuperación de suelos salinos, el suelo y los cultivos en relación con el drenaje</i>. Editorial Agrícola Española.</span></span>; <span class="tooltip"><a href="#B11">Jackson <i>et al.</i> (2009)</a><span class="tooltip-content">Jackson, M. B., Ishizawa, K., &amp; Ito, O. (2009). Evolution and mechanisms of plant tolerance to flooding stress. <i>Annals of Botany</i>, <i>103</i>(2), 137-142.</span></span>,
        el exceso de humedad en el suelo disminuye la aireación y por lo tanto 
        la concentración de oxígeno, que puede llegar hasta un 2%. Los 
        macroporos, donde normalmente existe aire son ocupados por agua 
        provocando un efecto directo sobre la respiración de las raíces e 
        indirecto al modificar la acción microbiana. La disminución del 
        nitrógeno asimilable ocasiona reducciones fuertes en la producción. </p>
      <p>Muchos
        autores plantean que gran parte de los cultivos agrícolas obtienen 
        altos rendimientos cuando se logra mantener el suelo sin excesos de 
        humedad, dependiendo este efecto del tipo de cultivo; así como, <span class="tooltip"><a href="#B14">Márquez y Enríquez (1984)</a><span class="tooltip-content">Marquez, J., &amp; Enriquez, J. (1984). Estudio del efecto de la humedad excesiva en el cultivo de la soya. <i>Ciencia y Técnica en la Agricultura. Serie Riego y Drenaje</i>, <i>7</i>(1), 15-26.</span></span> que estudiaron el efecto de diferentes tiempos de inundación sobre el 
        rendimiento de la caña planta y el primer retoño, y encontraron pérdidas
        de rendimiento del 30% a los 9 y 6 días de inundación para la caña 
        planta y el primer retoño respectivamente. Por su parte, también en caña
        de azúcar, <span class="tooltip"><a href="#B16">Méndez (1994)</a><span class="tooltip-content">Méndez, F. M. (1994). Influencia de la humedad excesiva de algunos suelos en los endimientos agrícolas de la caña de azúcar. <i>Revista Ciencias Técnicas Agropecuarias</i>, <i>4</i>(2), 79-82.</span></span>,
        al estudiar diferentes tipos de cepas y suelos en todo el país, reportó
        una disminución promedio de los rendimientos en este cultivo del 50% 
        por efecto del mal drenaje; <span class="tooltip"><a href="#B9">Herrera <i>et al.</i> (1988)</a><span class="tooltip-content">Herrera,
        P. J., Martinez, E., &amp; Giralt, E. (1988). Respuesta del frijol al 
        riego en suelos loam arenosos con horizontes gleyzosos. <i>Revista Ciencia y Técnica en la Agricultura. Serie Riego y Drenaje</i>, <i>11</i>(2), 7-19.</span></span> en el frijol común, sembrado en suelo Gley ferralítico de la llanura 
        sur de Pinar del Río, al evaluar el rendimiento en más de 30 campos de 
        frijol, encontraron una disminución del rendimiento de más del 60% 
        cuando se sobrepasó el nivel óptimo de riego para estas condiciones de 
        suelo y cultivo.</p>
      <p> <span class="tooltip"><a href="#B10">Herrera <i>et al.</i> (2011)</a><span class="tooltip-content">Herrera, P. J., Pujol, R., Cid, G., Méndez, M., &amp; Alarcón, R. (2011). Problemas del drenaje agrícola en Cuba. <i>Revista Ingeniería Agrícola</i>, <i>1</i>(1), 21-32.</span></span>,
        al revisar el efecto del mal drenaje sobre la producción agrícola en 
        Cuba, señalaron que las pérdidas de rendimiento en los principales 
        cultivos agrícolas del país a consecuencia del sobre humedecimiento de 
        los suelos podía variar entre el 30% y el 80%.</p>
      <p>Aunque no se realizó una comparación estadística entre las siembras en primavera e invierno, al comparar las <span class="tooltip"><a href="#t5">Tablas 5</a></span> y <span class="tooltip"><a href="#t6">6</a></span> puede observarse en general una tendencia a mejores componentes del 
        rendimiento en la época de primavera vs la época de invierno, la cual 
        pudiera estar relacionada a condiciones favorables de clima para el 
        cultivo. </p>
      <div id="f3" class="fig">
        <div class="zoom">
          <svg xml:space="preserve" enable-background="new 0 0 500 188.495" viewBox="0 0 500 188.495" height="188.495px" width="500px" y="0px" x="0px"  version="1.1">
            <image transform="matrix(0.4425 0 0 0.4425 0 0)" 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sUasQBcZ%20UJYCThALB//DAvNQwCmw4d0mwOME583xAO7rtYd6uSkRBdxEN7bDAPRiBSuwBgbKuoI6sAD/fxLQ%20BJpX0AtuzFMBaO4BM3rwxRxYg3ODqEMiZliJQKC5F/XbgKFX8AJpQMAKiU2DJha9gG3AtAdoWDRY%20o9kEK6Bggm6QwSfmbAKBLOAX2TjHC+bsgn8kYc4rGIEEUkGGQbAgCJwjATMcUYAzo3kEVCUBItCM%20giEM4R/3gEAO8pzYxSpg0WhWwD+GUAdDTyECy0bzJtwXgBz4uhc+lMY8Ft0DBgjEBHOW9gzPAYI5%20v0AIgaiDNVYQ6k8s+hPzzMCiY1A/PKP5BuCZwqJZQGJ/FMIKaHYA86rLcHydE7sI+YAqrMCMFZBB%20ADVYAQh84QpVnBkN4nDHClAgCw8cYQLM/+jvCpTRhpGjQBlKcLkyEFqFmDPj0w4QgCwobnEJ/IMO%20GQ9EBiaxggUEghYmcMEFKCBvZpRg3jmYAy/m/I+M46AXZ4YFeN6wgiHUYuXScIY1FrACA2QjwQtg%20wZsXwIYV9KAW++iFNYYgjQ9ofAgraIAIRl5xPuy9F/0YwA67joMVWMEa7KjF2C2Oh7T3wxciRwEn%20yiByuVvjGFygc6u/zPmkhPl2Y9bYP87Mgh+MgH1slmIZSFAJRrshFSvQRGFz0INZVMDtXxwCCzYX%206CBIwxYrCIDt/wyFHrCgEBWwhgogsAINMJbRxoC97CHQ7gowYAWpaAAzk4DwOJTBH+ycAv8cEDAE%20gy7AEdLgAwgKAYsXsKAa3IjECgwxi3M04AVkkEYgUv6PMrjUCyAABHCAAoFgZ6FSDVjAaK/VdeAR%20A5BGACyQfYfUALBXCcN2CxJQDXiHCmWgA7dAbwQQANmngW3mBmd2WVkQfGVQCEUnAfDQAwhQBjlA%20A7u0DcoGAkEgBAkoRbMAA+cQa2bwCVYAB2mwAy8ABAz0D1kQCAGgBYYwBIMQQYEwC/IXALjEAjkA%20BAGAAHXVcF5YMAfjOghBB7KgDKNnBSKwANAACEY2D/8gcq3ABjHwD10gBlXwASjwDy31Co1gDQLx%20BkY2EFz3B4VHMdZgBQKgB2OwQ/WAJhj/RwlVcAE4cAsDcGErcAuGhA2MAAJ9sAsgcAT/gA1pxgJp%20sALN8A92sgKWQAT/IHG88AZ6oAwXoAdLhgL1wF8fcAYmMAlWMAwT4AFV8A/dgA0KAAKrIAJWoA54%20YAVfUAMsIBCGRwErcAUy8A9vcAGyQAxGoAdfUA2JiA4DUAuWMApnYA7koAQ4QAUCIQKq0GqxsAKq%20gAPWwAsN0Hn2aBSf5xCChDGjtwI+9A+3AAIh8INzKA3cAAIogEDSMAR+iGc88A/ZkAgg8FK6xzwy%200A+FIA0p6Ibb8EXDsAJJAJEG5QZWEAvZAAILIAFQM3dKCAIIgERTAGmq1AQr8AkkMFSp/2AOIYAP%20GlB2O4RqEtAAaXAOWGAN8PAPKjAEXkA4FJh/n8AM9eMCKxAC2ZAJ+FAAamANPDVNRWANB1AN2/AC%20xyYKIDAPaRACxdhc88R8D/mD6qiBdRAqEiAB5xACwgACsPAPOQACXxQB1qAF/7AJIAmR6yN+IBAM%20/0ACnDRJ/2ADnJAYCTgHTmQIKBACBXAO1hAHWAACpSYNiYFnGkYCcPAP6GYL4MFO8iANt8Y8BviF%20rnkrD7dBW2QQdKAKXvAPKICGtfAIALkC6ECaVrAPNTCHjNAD6tAFedhSXyCPAhEONaAKAgED3bAC%20f6AKK5BG1rAGOncF/1ALYuCINQAJ2f/wARk3d87QVuIwCivAAlbgA+tgBaAoiqywApCwAh+WZoaX%20RjigCufwD3oAAB+gBywwd9ZAD4Z0eizghqNwA/9gBOr5Zr8gAH54DSsAAOv5D9qwAvXwDxVnCdxA%20T7IQCtjICv/QCHoQCHNnD6KgAKoQDeZQAzT4QivQanwwfwPwZpRwjzoqFPnYEPtIMLi5Anb2DzGw%20Ape5AqXmD8CQUO5TDYjgh+gAAkJVDXwQCPxVkdJAAr0wCxJQAa5wSNJABjkgB59SP48mBUvKoDOE%20CWNpBfH1DyrEQrD0ahlAOFDQbrCGiQvgA8ADBBI0QQYlBz2wlGr1AsngD7wQCG7wD3P/0AM+xAB4%20GgjwcEgS4AGusEts+g8zAGto5oawxHwaxgGX6D5DkAL0IwPrk2daNwR5OEzMkAIkoAmpgETVAHyl%209oE8MESLZQABkAkIuALm4D5Lyqk5UA0saAPOlw1O8ALat0jmAAIFUD8qRGJGFwQYoJKvma20cl2y%20mV0DQYYJ8ATOsAYisJvbkIsGAJCUgA414AIOWg/q8AFDkA8TYAWvQAeBMADvoAV0sALpoAQAgFB/%20II1XcAIsoAw6lzK2iCZABwlRYAQ4QINpNANzUKMVa4q7YAUAgAfsEAj5QHXWeQKGJ3iF5wU6N3PO%20sAHicALgIBDmYAWF8A8h4KC0UA2+/7ACF7sDIjChKyeNC1OhHFAKGSd4/YoM2GgH5TCLKptGQMIF%20Z8AGbOACpRAByVADCyAO8wACoIAHd3AGx7ajYNsTPcoQPzow/Qg8RGqkP5ikS/oJuzQLfjgFPWAG%204JEFEzltuycNgNALDiABPtBqkyQBToAKezBajxYMRLACNDhDZTBYBABp4KFCDwlLguljUDBy5hAD%20MXAL27an/iAKmDsHLGBQETConHN/kZANIbACMaAGPdAE1cB8vWAOmTapoUIEgXCpMxQHx7aptKC5%20m8sH9yINMvACtzAPybACYJUNQ0AIPRUEl0gDvdADUPAPemZI0sAMRSADjqCOw2Sr//8gA1QAAtbg%20fJUUBh5wWQkYrNKQuNZAA8BbaplABhI0D8DwCUjQhfNkDqiQBvVzACBAYgMQAygAAhCwcNqawK4S%20m//AQQdBhta5AhaAcbrgRpa4ArjwD/62Ah5gBzWaZwDADmjmhwOAZoHQoCwAivOGZumQiM/AiKfV%20sG4kDHPWC7QwAm9gdxPUDPGAZsyAB9ZAiLLwjDq3nisgeP/gDHOWAIDgCnNWwQnWdoZnAhNgCoBw%20AUY2QQvwASn3nsrAdWj2jGGcAKxIhnZAB3qwCmRFC3P2CDSAZtGgDoyAZnMoD3M2B+Fgwj4Qtnys%20E2O7EGUrMP1IXGl7pN67pGjQpJr/AKVWAAXg0VJX+n7ztABlwA1B0AtdGB7FKFSFdLhLOgdNWgHH%209mg8ELkrEEmUuwJ1Wg1QYAUzQBDgsQAvWQH9gA0QaQ1oEgEg8AynmwpOkA0SgARo0AErYAth2Q8F%208A8SoJWHBAwesABhVQTHBkNvKhCtxU0FQHZoVggk4A8kYA3TYJG9gAoUMw+NrIH9YEjMWwQSMAIv%20MAiEcwVIOhAHEHVOxDzoq77AakhLCs0DgUz/0Amo4IdkEACXANBUYAXhUD92TGICcQ4oEADRqsAU%20vSrc2sCzWRASx52KUaQMQAdnoI59PNJq8scKEcgBE6QxqwHWgAo68IPB6g8S0HUG/9UA1tCQqiyz%20zHC3zBAI1chOlVANKSht1YCJH+k1A5AIDXCmJzkEefnNx9ZppQynK6RKlWtIaYAELEBLRKAFoynL%20MoAAcwAeVBAIpwXADgAe9+cEGQi6gWCTlXqp/2AOkkqpibACbtgCOXBsxYcErIgBhdCs8wRDU6AB%20wbBwJDAEFcA8DdAL6EcESAACjmwNKScNEtC81YCa/3AIDAQHEGAvh2AIzEo//kAF6ctmMd2lLMBC%20/1AIchAMNiAQi6zBKxBfvBAGpLkCQKDMo5YFexCzwKkGFFXRxM1NP6NBGO2tAtEItrkYxRDB9QAK%20JD3doWHSCYHSANOPKPpmD5mAc/84Q8w3oPP2A7OHovMGAvxVBmlmDW9WBtWAAYFg3s/YCR5g3spH%20k87Xk+at2/+wPgpXDTS5bbCEZ03APDIq3iCwqAtQPMx30xNEAJyDBmkWCcX7Cf9lAdrmPtfn4IEA%20C6PzexPE3l13D2l70yyACnQ7STCABizADNaABlslA9ZgCIQl4Q4OAhpQDftnSIOg2P9wp+KNs/+Q%200A7uvTMkATTQA2qA2ruEASFuDYpaow7uhwdgfOydAw1gBnWw3khqMPs9Avpb3GJ+gGGI3A5sEKVg%20OWWR5kFCMdT95o1h3QiB3f/Sj6LAAoHghtKABYGA2zMkDU2w3U8zTJWgeygQDNb/8JDZ8Al4Tga3%20cEMpxN7WAGzV42YsAM1NYA2VsDlJsN0HHJiBIFPSsD4hWVzs8+ekqXbWgGvVcAMvwA0k4ARqVwE5%20gFf/EAYD6gQU+AkyUA0F8AKB4GFqNQJqhwh10AKNpG+3VgaYvDmiywJ18JUHKAo9YN5MKAeDgALA%20NkxP0AsswKrlO20LsDlL0AvAJg1w4H6Xzjzl4ApqNwf6a9lOkAPCfQ193kJUut1BcHbPdtOgdA+F%20zt4MWg0qgAJ4zm+W7eIRCA/DPeYUzcBnDucSP/EuIecHQef+0o/cQEiVVA6isjn3QEqTdDoIPEOE%20JPKng/KEQzh/fkjVEPIuH/Mf/y/ylcTxJv/nK38PLs85m7PzHo/znEPz00RIpcNNK+87/4AOVmAL%20AiEFqEfzN8XzxzS8CJzyNEPy09Pz3PTzlQTzXa/yK1/zNL/yQu/wYn7REU/xar/2JGHxBoHx/RKk%20FWT2xiNwBqAACvCszUb3fI84EJ/RbB/4gr8Rbl8QcM8vGt/3v4IFvpZmWfA/ih/5cIP2gD/4ln/5%20EVH4BHH4+yINwZABkp8recUDGZABiJlEoZ/6OvP3yo35rv/6BqH5A8H5H38qzJP1Fq1Yqr+t4cHy%20u//7U0P5rQ/7xO/6si8QtG/yZc9NN9U5PL/8wB/90l9OrF/81l/8x/8PtC8N3v8gChAwDtPzDxrA%20AAzQBCfAOVDgAIUgDwOA+tP//vB/OMJ//fRv/H5zPpmjKswTk4EAEKL++SPor9owFi5cgAiTDVaO%20BbesUeEmreBFjBk1buTY0eNHkCFFjiRZ0uRJlClVrmTZ0uVLmDFRVvuBoESJfzn/Dbi2QedPoEGF%20DiVa1OhRpEmVLmXa1OlTqFGlTqVa1epVrFm1buUqdMO1AdWe3kTwo1pIaWRA9OgB5SxBadKYvcgZ%20ZkWnF3Uk/Iu0QohFmYEFDyZc2PBhxIkVL2ZskIBNnDp5+uxa2fJlzJk1b+bc2fNn0J6/hh1bouzb%20j9kCMJgCAhbqahGs/ZD2j0D/IC/WgvyLDaIM4MbBhQ8nXtz4ceTFaUL+OVmpEin0FAHFI0KevHc5%20S7URJG9RrNDhxY8nX978efTpkY4W65SsWZEFqs2z4rbgPwZW1EirBi9HotniamCICoDDKC4EE1Rw%20QQYbdPBBCCOUcEIKK7TwQgwz1HBDDjv08EMQQxSRw5Kqeeym5npKKhwKVLHCAaC4qGGIFVDg5R8l%20cABhCFmsyUY9IIMUckgiizSyM/ZKO02k2uizj6B/tFgBH/6WqCMREA6ISwYCDSSoGjiAIIAAUVoQ%20ZUw001RzTTbbdPNNOOOUc04667TzTjzz1HNPPvv0809AAxW0TiD2G2k5FCVT/xEpF1hYwYpKgBLG%20hH9yWcGVf7ro4Y9/BFjhlSNDFXVUUks1lbwk3TMNPpH+UaA+1P4pxAp8DPIPQDkE7DKjf6awIgdU%20UAkg2AACyOFYZJNVdllmm3X2WWijlXZaaqt11lhjrdV2W2679fZbcMMVd1xyyQWBgWq87MhE5hSl%20LClP1ohUKF9UGcEICnrJyYsVhhCqGg4CFnhgggs2+GCEE1Z4YYYbdvhhiCOWeGKKK7b4Yowz1nhj%20jjv2uOAblUq1qfdQA+kfJ2PN769qSsihkgClGWSIItSVxowfWoCjkh0IgKMFoIMWemiiizb6aKST%20Vnppppt2+mmoo5Z6aqqrtv/6aqyz1nprpn+4RN11a0o0J+eUckXeoUgBAZQ7zlggp7b9DUqbFeq2%20+26889Z7b7779vtvwAMXfHDCCzf8cMQTV3xxxht3/HHII5c8bxeWGpmpkkdyFQQoLKrtnxZAIKA2%20CKx4RrdqqgldFLDFEuuUVAbRyXXeaqf9dttzx3133Xvn/Xffgwd+eOGLJ/5445NHfnnlm2f+eeej%20h3566aun/nrriwd73RMjI3vRpM7+QSguVLnlHxHchvsMuYtaYYBT45d/fvrrD/XypTIPSSwFQOjk%20H2mkIRFZqMYQ6pATKuSgADlAQU5osIICbO9LGEAFPEyWHAxmUIMb5GAHPfj/EUR5byfgQ8rZIBCU%208p0Pfer7xzP6dZQVnMB+M6RhDW14w6zgTyn6A0kchuAoa1TAH/wywD8gEIghDMEKm6gGFPrFjBUw%20IC4dkQYGAmCGC3YQQR/kYhe9+EUwnoRdYxvhu0q4BgIAJQ8riIFOuqEpTonACquAoQxxeEc85lGP%20NtRhUnj4kSKkwhAVQELNNLCCPAykDEhwBATS5Q8CMBII25DgBAOggixqMC4liMAUw/hJUIZSlBgM%20YYrMWBRX3M0UUXDHGhgxiroFYgXny9EKZEkJpMRwj7vkZS99CaQ+IuWPHuFP6lJHhB30QgaeSx1w%20ilnJglQxACXIZAaroYIE/1jiCAAcZTe9+U1wwmSMIizbUThwDXReowD/iMENgIEHdL7jHen4xxvg%20+Y5wTKeOv+RnP/35T64E8yjDZBI+6jCFgbBEmpj8oMyUYQlLjGEJ0AxnRS16UW+W0l1PcccKImEV%20XQJUpCMlaUm9Apb2kGxV1QRJNvaQDZdIk5oelIYEvpAAnCZAGQ2gKEZ9+lOganCcpnzKKaQDUjua%20VKlLZeoeBWoUgjLpkS1ZKEuNI41sgAKnTHjAAxLwhaCGVaxjTY5Gv3fKz4S0qWtla1vj99SiRLUx%20MrVqcf4Bhq0yQa84BUBPyfpXwAY2JUPdqHjU6lbEJlax6YErUeTKmKpyEP90OH2AXvXqVUuAIqGC%205WxnPXsosZGThKA57GJNe1rUZqaxQ3nsYugq2VVYIgGWtewDIrrZz+ZWt7ol7FnHU9rUBle4w43K%20aoXSWsVEdoN3tURXacvV2+5WutMVrFnL+NukEle72+XuUIwbFOQm5rUbrIYcKEtbzIIBt9Rlb3sv%202tvrGja73aVvfYX7XaCEFzHK3WA2IuDc2j6gBXV1b4EN/EXrljM0wLVvgx3cVvz+RL9wyQYwuEHJ%20A20DGMDYBlz8AQwJVOQj4yXvIJRRWb0CgKskgOmBXfxiMMJXwaSd74NtfOOSRlgnE5aGLazxQ0ek%20wZn4+DELUvGEapCgAj//XgEP6spfa8pAGQlAsTJU/ABlkCAnxvQkjL38ZeWElqjyxXGZzQxQHedk%20whJYwRz+4bJPSMBz2TDgP9SQg4bEwRpyYOeUKilNC0p2FmKYLRMo8Sgr9GANPggGHzTgBTU0wB9A%20aaZwauNXMGd6rDIebVprfGZQhxqHaX7zSkEijR9Y4wm1ccEKQmAR1YmuNiZYAQasoQneuCEQrNMI%20YKSBhRfsgcDCmexsAZCAevQABHrrAQIMMA8FKGAePIDFHrZB6WGzpBoNiAAJMK1pcHfx218Sc2HD%20w2BRp1vd8iO1fquBBBYMRFZWCAGUfhAIWNRmCivIjTHiMjNCgO1z/wiH/yP0MSQwAFjFU54CtNGh%20gE+8YNl3+9ULYkAFc5jDBGQQBSYvIw1QWGIVKV13yZkyVZFwGq2eQbfJXf5yYKJUSazySDV6wQKL%20/GMWgXi1Y0AQBLGUTgNDIEC6BlQgXm1iATcYwSd28IkR3EDqU6d61a1+daxnXetTHwENPnHe2mqh%20EGOfRQoIMQ0EGAIBqMgB33qQA1csIO5okPscaOCEDiQiEUEIwtj5HolEdMAJTvjEJ2gwAsQjXhO3%200ETXOzCGbCZgDB34BOO3fnnMZ17zm+d85z3/edCHXvSjJ33pMb+AJnQZhOX2LZlh/nrYM1bmqloS%20CF/AgrPgh94eZkYgIv/QACfwewi5khmBNPIPB3jgF2nfgdp/8YsdRP/5O3DEDqAffexjH/rXz770%20rd998Ief+tSv/vINMQ2vdpXKX5hGBdxfgWlgQhJFmMUstKCFFAQh/0VIhCFe0IPBAQFOaL5Bir8U%200IIiKIIUwISzcz9DeMAKIATK8qoEgIZpMAQfmL7p+z4O5L7v477rC0Hx40Dw274R3MDw88ASHMEO%20TEHvY0HxM0EXVEHtI0EYXMETtMHsE8EcnMEY1MHuo8EazEEhbEEcLMIXDD8PAAKUA6HuGbNz+7TY%20m0Iq3Ix2M7WP+Ifby72d6zl/kAZuGAJrYIY6EL6iK76A0whuALFswAD/JNAHcpAAEJMAOeQGOpxD%20OszDO9xDPdRDPOxDQAzEQPSHAbCt5oIHbxDEPNyGDruIbAgxEiACSZTENCCAWUCC27MGa2CBQLAC%20vAGBHUgBNxCCcyjFAoABGZAAg4iLapABFastJpCAbZBDWgSxOcTDP6RFPrxFRdTFQMxFP/TFPgTG%20YFREXgREXOzFXiRGXWRGYVRGZFRGZjxGQZxGPvzFZcxGbYzGZ9zFbfzFRkw51ouvc9OGKjxHdFSt%202VOp2qs5eJO3DnA1/mAmscgDK8ACa/iNaxoCN9geVsSAYEuXERlIabgEaLCEFhiIBiEmCDGme5CB%20FiiDT5gDFOiFXmAG/2uQJbwJAEMoBAiQAg0AyS+oLAAoSb0CBQkQSIJcSZZsSZd8SZiMyQ4pkSc0%20t9AIBBbISZ3cSZ7sSZ/8SaAMSqEcSqHMiZ1cgUNIR6XspytsRyoqAxYQiH9wBRAggmx4AiFrDyJA%20AyfIBhZAgpxggBUwFI6AMg6yiAgAAzkrjGL6iWoYhBYAgkiIgVtopxfIAY3Em0CoB0roS0qAqCJo%20AAn4EbdswnA7zG9KsE5jOT54Bsd8TMiMTMmcTMqsTMu8TMysTAvICQt4zCvASE0MzYx8hqUszRtq%20SpqjIhl4uxYgAxZwgGrAAg9gANBxACC4gUCAgn8YARZggEoYglQggv8/syKG6iKxGLeXGDid2IZB%20gAUIcIA8mIEZ+IQesAJPzBsBZDpzoAIycIAWkIMlaABsQ07ELE/lqMnWOzf4+SUpyAA+cE/4lAIX%20GAJmqM/6tIZ5ME39NBXUzDZp0AAQ8MQw8IZ/CIYVsAEt9ESiywZpkAEkqJsjgyaz/DJWBApAGMkv%20+IIxGANooAQxCNCJs5tEG4IAQAE0oIURKIQyaIEIGITa4DLVM08ZPQ7FXLnOaDl+koIN2FEelQdz%20qEiLDFIUoJT9LFL16E8mEYIrwAIiOItCsIYDqIZzuAJbiCDP0QEMsIVXk1ArmqkZrSllSLGSHFMm%20AIBzwAIsgIIySAT/BAgAa8gbnAQBTeyHXiCEIjCGFniCbGDEaHKQGf1TwlA57HIrC5gBdDhURGUE%20G6g7V3CFOWhUFTJSSUWSdcQcLESLeZQGfGAjhZzHi8jUUyPObIMxaWgAAHuuBwCAlHykRwQxIoAB%20nNECQkiFOsjJQJCl67QbFsgBBIgDLSAAWDgHfMAHGCABVTQmGAVUZV2JGh3U1EoHE7CBaDUAd6BW%20E7gFbM1WbJ1Ubg2oSs2fSyUJadABLTAD8uy1Lh3VF6uGJYA8FKMtnSIGk2EQgUwdEniCFjCGInCC%20OeiFfqgDZctLu+kBVEAARGAAHng0WzCDTJCBbCA5gVxWiXXCdknP/wWTwuGKgYzbWI7tWHOIAYzt%20VpEtCiQ9iUuLKVH9U5mxrXflKttShmUaCVYkOQloADkQBSAoBCq4hRtAg/8DQL3sAU4YgQ6Qtk2Q%20h44bBC0rzHOFLHWdWBodxxnzNDPLVhfA1qt1ARPIAxvoWq81gSsYWbENipItDhKTUWnAKyqrLZxq%20gS9ciZn9CX+QgSeAhRZoAgVIBgP4BCTgBA8Q2LoBgQBIhRvAOBOYAiCIAD2ltKYNjBaTBmGDWgRD%20T3K8WJMzhwWQO82NOxOAtmj7XAXgg7Gd1LIljglFTIvQqrVNr7cNjApNKWkggQbIBDPQgCyQBwco%20BEQYAVQIUbsJhP8eqIMFQINGjYRftaDZiVhiwysweFrJFY5mdb0pVIAhqEgUsF4UuIVF2ALu7d4M%20GF2lLN3hOFu0lYBjozKcAgUGda24zQlpiEMZSIMzxQANcAMGwIQdAFqKY4EdEUNmqIAgMIZL8AdG%20JAe4WMiY+IcISABCm6jn/SBBld7SjAUWSCILHoJeiAU+2GAO3mDwhTnxtbSUVdZt+wLZsoQvWMur%20QpB0qTQClsNXhQc4IIAiQIBa1UnArRtr2IFEmIVzKAAOKABiHcwtS9aZWIIpyyZlGATnJdXGTYzo%20jcKRPYFAEE3RfAYLyGItzmJz/GAzC+GQaLHkTFeJrYY9eAAxeAD/bxM3B0kdf5CAPZADLXCCBcDe%20HshhFgiAOGCAkNQADbCFS+Cp8Tw1GbgpKvOqFG7iA2tQFe6gCJZiL9YJTuzJFeADDsAGTMbkc1rP%20SOYuMN6IgTPMSdMJwIDdERvhZb0HWBgDLAKnBEmd2cmGEgACA6BLbL2BAPDdurGCAEAAMpgHYJ4H%20CICDBiA53vCSmtIq56JAAMCwLx2EL1iF9XVkqV3MoSiFEziBLtYJccCDE+CFE1jPUgBnXuBk9zHn%20ThaKfogldl4BdNAGcv7mck5n1PrkjJAGb2AAbGUdA0E+ujQA+QATugwDReDSaVJkJx4r/giKmxEF%20BpiBPIhOJ0gF//393RxIBRrYTo1zgAiQgaA4AoW7rARAySeWrpr6AjFAyPWyJsqdWqJohDN4EaCg%20gxqwGze7AAqwm/YhimpYAXqiZ6aIAb1po0MoaqM+hG0GaqWy5wOZgxyQhxsAAV77EgYAgUKYghzQ%20BBmAgxxAAgawhhsQTipCZYmN0b9aaKDIhkyAgwzgAbdehCBAgIqOpR7oBeJ1Ba4sA2iYrT7oAwDw%20a5flqdR4MZDLqQTACYIQ47KqZhsNigXY5XnRCROgBk5hhACIgkXYlG4QgUDoA6O4zpBRaqhQgL1h%20BtFeKqaOpgYIhEQAoAUIBCIoiGqYi3v4B7uwhVQYAm74h+CLoP+xviSEfmCfKiaSywYZKAAMSO40%20nQVDaDu88UQrAAE5tQcx2OsEAAASIOAvROBFvqsJxKklCO7CeGSjMMeziexOqQEayIl5aLMPaKB/%204BfTJooQtYKQPe2i0IYBOOqiroZY2JtAwG9+Su0v0QIfmbQRkEe4mIucsIEV8LHWLq98HM4XCDTh%20XuSZrTRumERJzARYMAQruNVbfZS8YQFHSIFOwIcgFlaHvR0X3q24aIHzUj+YLWnBiOIzQu9iUAVz%20yIn0WYYa0Jd/iBv6RjRPXIP7FvCl2G/+PoQT8Mn3UfJR+9YdCleOsDncm7Sdo5IvuYVAiIVguIE4%20yAZrMAajMz7/jUipa0gF8ZRyU6kGUChTwE4Av+0BFFiAXliA3sObHvCBQuhjkOyEr+Hp2tmlJUg/%209LIEADDmrhg38j4K8fmJYlgBKvDxGgByISfyuXGUFVgDT/dEnCRKUR91Ui91Uz91VE91VV91VtdJ%20AP/JH7PiImt1Wq91W791XM91XRfKWbIcKvcjK98ILcQ5LQ8ELocSc6ibG5CBarCGFtiSXTkQW1CA%20TWgCB0CCSmiCJEiCTdgEbv92bw93cB93cS93cj93c093dF93dW93dn93d493eJ93ea93er93e8/3%20d992fuf3JmgCCPgBFBtTk2yBToADODCGaXiBYgHYHF6BHniB/yCQtmAG5k3IAig4gAPIeFHo+CzI%20AgjIAh6Qh38neW3n93QP93ov925P+Zbvdm6HeZV/eXBneW9Pgn8fg+biqsvCLCDQdpnHd3xXAAz4%20NhyH9DUYH52YdCK1lDOogbf5BwtYAWsYCheyAk/39BWghyvYYq//erAPe7Efe7Ive7M/e7RPe7Vf%20e7Zve7e3gCuIe7nveize4mdYByjSGxfgiUzO5Gt4e8APfMEffMIvfMMf/Ge4Bl8nDdpLzSu/OS7k%20Odk+ACpIBRdgBg3wByjVFSHilWR4lB7wAL+VbusM8ei2zk4MUNNX/dRH/dNffddn/ddvfdivfdq/%20/dnPfdnf/f/Y733b133fx33e//3hF/7gB37iP/7iR37jT37np33VB9Holn7pJlhKWFuRTgAfaAdO%20aAcfKMBpuMBfCBZUeAFOyAFdhlO2yAG2CIBfcMAH3H5O4IRg8QD7ZwtlUzbppv7TBwgQVqwItBKo%20oMGBCgMRVOhwIMKEDxMiZKhQIAgPlBI8eMDkI5OOlqKBQFiQ4cmGFAeiZKmypZUVZKpJ82fzJs6c%201QggKFHiH9B/A65tCGr0qFFPa1oYveDJEaB/XXogm9AjapsVr5AGPbamHtg1fLiSLWv2LNq0atey%20bev2Ldy4ctG+4yPlLt5nNoagYNavbz9mMeYSLmz4MOLEihf/H91wbUA1uD4R/KiW87LNar1Y1PxX%20yEqImtIavOBUYMCcQJ2sVR49pEjNnNLOZckCpQkSURp28+7t+zfw4MKHEy9u/Djy5MqXM2/u/Hnv%20LMChdALAsWMCMHAOQNEAhTt3WHDgqDFzCd6lS3A08GjvXh4DQx5W0K9PH0SPHjlQVShT4sklZgjY%20CRywwALFd90hpxt0zDHYGyygJADSRx21AMuDDQInnQZZnBMbZphV80NPPwU1VFFpmdMLfdakEEUX%20qBBARy119NLDGP8ogYMHvQzhQVRkTfOVGPWsYQhjSSq5JJNNOknWNfPkksswVOayxQwo9LLllii4%208iSYYYo5/+aSjkEmWQmUWRYiTtVUwIJl/4ywQmjS/EMAC7BEZsYQEFhTxD/VRADCAWvKFug/4aQy%20SKDVROYopI06KumjkUJa6aSXUrqppp1a+mmmoGI6KqeilhoqqqR6muqpqpq6qquswtoqrbPCeimu%20uT76iiW9AhCZpJTqGilS0uhQAAbJJjsLITnYt8JBQzAj7RALjEDAHo5KQyxXuQb7KKK4hivsuOCq%20CpS4MigzIYUdgfHtq/HKiu4/ILKpE08+GYWiWougM88G6GTxTwzRqFCKCOig48BP4giADiMKiEKW%20OJpYsYYYGa9hRTO8kPkxyCGLrNgAMzCCjgInK4COKy273P/yAiPLPDPNiZkJrFuTVXbvTdIcEEgh%209S7wggTbnEPEoAxEBoQVXljDjJ00rICPvZdJg0EA8BjKM9dde/012GGLPTbZZZt9NtpiV6NuPWNI%20U7XZb297qTTZEKHD3cCYMcs0Q7DwNwsWPWtNKlpogA8HBeCDjw4S6Ap32mFLAIolHrWbgCURQB75%202SOWuC9RcOViRSRyaUMfkWJsvMIpNbv+OuwzG2AD7bXTfgvuueM+Bwex+/57yDejqabX0viYxRws%20nPOPFysY8M8tgSThQAC9FEAACE4U0kMh2Wxu09UBqLA15+Wbfz766au//tjVLPHFIOz3LDf9b0Mq%20jRyzfNL/Cwr9o9BDIJ4FLU7EIQux2E0sOlEAGSBFW/IDXzYox5HLJUAF33vgvXbyuROF7i2C+AQU%205CKOSFwsY6qzAg0GADyyhKMJK3whDOViAnPQsIY2vKE5YiCFGPKwh20R3lt0Rj42SeMELpjDHCxQ%20r2CsYAqBigESqVCAamyDAXOgRSFIcEF/hG98GPwiGMMoxjGm7Rv1ImOItnUU/LkhErqbQwBAIMBA%20cEIT87jjHUUBhwbYaY1vO181GmAdy4WEIy3YIhr94Tl9cTBFH4sEkYz0CR8ChRdzAMFYKKnJTZIl%20Dy7QHe5cYA7b0c4Ei+AkKlcIxJylaWfFC8rbiICGXgyi/zOw5KJREBm+Egwxkb78JTCDeTZE/nJu%20RyGBCrLAgDwwMw8j4IQcnxWIHKSCBlSgggkM4IAWNIAEOGvUH832j0Eog5APyM4/hCmifJkIKPwC%20WRbW8JWNudCHJ7hFi56Ryn3yEyhb6MXLWnaLeSigoAZFhyP7qdAnrbItQiSbNIRgBQakM21d7KU6%20M6rRjfpSGlrkKM/UeBQiPAEKfOCBPHjggDjsAIDS7EH10NCyEQSBAHLoZqXo97V/yKEj7QKABIhJ%20xkW2UygdHFM1tjAQecrTClNQYQwHMKf69KB1C71qKi3AjP7xT0soWMAitjCMLVxJrMPAKloL01C2%20PJRsEv8QwkctijVegrSudr2r+qrRAmVEAKN4lQ23qkECGBQAC8oqQxB8EIAAPosFILDGECJ7gzgY%20owVySANO6le/auzhnBQKiSWAClINMtKdRxWTNpy11NVZo3cwPIHUVrCxmPQAG2m97T61YQ1nTKu3%20zhhCBvgg3OFmQBu4PS5Z1rqWtpKNJpy76F+jK93pck0aS0iAGBIgA79SVzb0g5Q/siEBYBChvAX4%20gRYq8ALAsWAFMZHmCypQhDIQoBPnwEcISCABLtrBcgAAyTkzJ1QxEhV0CR0TM9w7kBVY4xA8zAPq%20mBqTISC3wv0cgjUyrGEWbOEKFvgwiJ9xAgtjVblqYW7/MTFQBy92t8UuvmsglWEJzCnDmy8em2bt%20d6k0tGAWKdBEV3MwBIYIMAeOmEYhIDCNGSsDAP8FbQL2MFp2GlhkQ6gPC4zLw02gLiwxmQOJw7zQ%20XgSCvX9bQR54gY1rrHnN1/CYmH1o4rSguKNYY/GN86znRFaDCIPEDlC5u+ewGTMo1dCHHH7AACfE%204BY3QEMAXPqsi9ljQhwpwYAJTKLSGvXAZLIGfbTcwyZcLCxraEacU51Wc9CHsYx1QTV4IetZ82LE%20qn7dnNFS50RCd9C+/vX6pLENCU2QCQlIACjiCuzyidTQDVDBASDggBkkIxlO4MR7xXDOFjiXo6Qt%206jtF/7YCB2tSAV8x0gturW7kbkCA9KHwIeItb3Kve0y5Psuu0Xi1FQt62f7+N9eyAYYZfxZzYPAe%20wNM3t2/W6wmSOPaxwRBOb28a3KcF2Qps7UMFyHaeVuhFvUNu4Wu4ewUiF9O9zZJvMvY64S5/eRol%20gDlCVsgSlOAjzB+4LUAY2xKgmLi3qdxImWWckuiIcFNXgIKTMz2t85b3AEq+Atc2/TApL8vKQ3Q/%20wOJKNFsP6Z37nfOx+zobX6gczTH3BWWTXX3SUAEllBFUGFe8yiMrug9hILWlxsQaZqg64HFLa1pr%2048rQajV95BH4Hz6G4cttpdgzcwnhUq1nMNDAcDUQDP8iSIMIwu0EN7a4y8i3vfQtloa6KgdgSyhj%20u6aX3xJqiddv213cGu8hDD5hnyH8ffG+rzAHsIGNdQh/+EZcgZnba4LfN6bxw3Nl17KACgDOAQax%20qQYsPIAfZ63AFtmgwUFAUAku3qvlrz//njkr446cUxmDID36xxaovxZ46He/fQ/TMNUhwIKTSAgH%208wXgW3DAM1hAAR7gO9hAIGhYhrEAmAHe1ZFF1slGD9TBEmSBNWgCN0AQLByAHKgAEgQAPgQBC2RB%20CfQCCIRG+WGNGcBf/L0gR/HUsT3AjC1BRcGg+ViXDGQaGtGe/dkeJxXADbDAxGxSDDAY1QmgEsIF%20LwT/13DZxTxA1rRQC1+sWwRyxQT2TAuwQAj9gyvQCYgAixoMwRR0AwjcAFAAQSCIwgVVQ9jhIBxS%2019tEQK8kAF3F4XNd19rx4BjVn2l5Gpng3SadgxT0ESU5QX3kgCIsISMaxgBsAFltQSRuwQZ4Ff9c%20IjOIGm5dIVJkYWYggTXESRCsgPXlxD8kwQpkQTVYwyxsyx4MASFAjtxUAxa8wPvlGC7moi7uIi/2%20oi/+IjAGozAOIzEWozEeYy8O3A/UCzI2ozM+4zMCgjKIgSWAAU1Aoy+GjQ/+IdHhXyPORSTQx3sF%20QBJ+ozkWRsQYlDrOgSssAMy4Qi9cw1Vx4lF4oj/8/8N6dcYsBIIK9owMaEIqyEADsIAx0IQMDEEF%20QA4RhAAMEAEUIAE86IAOwMBEViRFXqRFZiRGbqRGdiRHfqRHhiRIjqRIliRJnqRJpiRKrqRKtiRL%20vqRLdqREWmQayEBFziRM5mRM6iRP7qRP+hnEJYAdkIBP9iQMhAARaGPd/WDICOI5xgUViKM80Uc/%20XMFTXuVioAMp0U4MfNIteOURnZIm0aNR2KNmcMY97mMI6IQFOM8/7IE1HJJrGALc/MMUWIEHcMIv%207MAOcEIABIAHAOZfBiZhCmZhHqZhJiZiLqZiNiZjPqZjRiZkTqZkViZlXqZlZiZmbqZmdiZm/qVg%20Av8mKgQAKqACJ5zmaIJmYHoma3Kma7YmbFImaJImKuyAIZwT+3GEIfwCJ4zma74mCDAA0PHMNnZa%20N2JlXDAAQzDVGqzADdgWckYnYygADuFQDACi75BlUJhlPqYlaNhLOQABEf6DCoBAazQALMJNNfDA%20DdBAGDhBKnRAGNAAfdanfd4nfuanfu4nf/anf/4ngAaogA4ogRaogR4oguYnFSjoNS3ofTpogkao%20hE4ogEKoNQUBNBRbSJwTIUSChVIoft5AFmSaHxrn/UmnW9ADCERSc9LAIqIojC5JBsxBKCkAD2kn%20UJhlKrBAOv1DOPYjF+lAD4CZNOgDC8wCTTzBEJT/AeTgzDU4QgPEqJROKZ151uUA1ZO4YHGGW1N6%20I5UiRXOmzurU05eWaarh6D+Y5SywAKb9gwtYgQ7YiWVIAy+sQBCkkzQEAhoAhQOoxgVdzQs8gQvi%20IaEWap5JwNnR3EdgjuZQ3AZx44maKVnIUakZSUwonqRmqoWhqT123grsqQOsAA/8AwawADrUi48g%20nDSAYglIABpwAuetoPgMqqHWqq3+lTTQoYaCljI0QDYE3aOaKBBq6lG4gHtJGIPFArEu621xKuQV%20zzmwwJA5QGQ0jw38gwxYQ8zcBAy8QIa9gBlskRvO6q2Wq7nm2T8MXLGdUwLInqNyGpdinJdq6hyI%20/2NMBIJVMqu+zqPzBdGzFs/b3EM5cNE8gIAqcpG9aFZ1zRWtnqvDPizL/QOxFVIC/F1dbenFfYxT%206usC2Ee+7ivI8pOzEg+OFcAK0MANDtMbQizLtqxGScMhWAfERUDKblSJxqvGziuxssgKfCzIDoA3%20hCwnjSz0EVoa5AEcNKzVMKzLNq3TdlQDTGM1agMfhhHGYqeYbOy+DoE+Ce0/NAMZeO1Y9isrkSyO%20zV/kmN/Tri3bso/7WMIXbEPVWu1SQuqwiq3XGusKzADe9hDRKu35jF7bDi7hok81DALbTVmw4mwg%206mzfZqom2IcTPe4L/a0wqW3hZq7mqs3catriZv9s4/4DqEkd6Zau6Z4u6qYutFBuzUzVgq0ARYEs%20A0zSjZKtQ/0rMAnu5u4u7/7a1R5n8GEDBwwv8Rav8R4v8iav8i4v8zav8a5Z8rWX47IuY7hu0jXR%20vrbbCixfDFluMGFu74av+EbXzYIuV9AIC1gDC4glUAgABaQvCyyfETTCArKAC6SF1t6WBXjYMXzY%20MVxDP6QvA66AslIvY6DBsSJrGOgrqdVH6cCQ9+Yu044vBVewXf1uWuCAKRCACNRCBURBUJACLdjB%20M8RAzPABCqyCFExAIKgDWuRvmD3DEwrXM7hAZN2w39ioAc8FKhyrkazOAi8rPcTEgllBMkCw7bL/%20Fe6mGLlasBM/cTCVL9YaBR3IAhAABT6RaQw4AlDMw9JxATMARVakwgsH3jUI113YxTPkgTu+zAI8%20zw6rxQn0wsU0lRWMAL1lqoomMBGHrSol8eOZbXXFhixWDSHr0gRDsSIvMhhh8FlQwAqIZSuswKkC%20xTkIg0yZAAcIAA6A3D8cgypYQ7e4ozuuwAKQcjumMiqvsiq3Miu/sivHMizPsizXMi3PMhIdkS67%20wOgKEDuy8lcG8ye5gC0X8y0bMzIfszInMzMvszMnswsw1usOATE/szU3MzZfszZnczMnD9Ktzgq8%204zZvcy9c61pEMNeQQBD0AAg4ANChXiIEjiOk/8E/iEIAWIMhZILorSwj97M/G27dCqtZ7EMkA0Ux%20qEIl6wgOaOsK8IES1IAn38EZUFgD1Q6EmUAebKVGbzRHd7RHfzRIh7RIa/QMKIxJm/RW5oEJlBzK%20qGNBZfRIx7RMzzRN17RNf/QMzIPhocE8zMBN/zRQB7VQi/QMbIAmnNsaoEIuaOVQj/QWsAU6l58h%20sMCjrUAT2IsEIAEIzMELdIAMQIEpI0EgaELiygY//zNap3XZOPJAr0AGAMUk8+0/GAEF1MIzpEMv%20BIAg1EDMfHIol/GUmoBGmwBhF/YM9a0UsAAKyOO+pkEzYIzqoAIcIPGZ+KsgE1EBBAIVAAUaBP9C%20nGaGckIAukhDDnhyGKyAGrThWas1a7c2cQY04yLFBKhCGQCFJ4BAEV4ADmz2PywCCLwCBeRANvxD%20VpjCC08vjMZAoy037gi2c9uAOUAns25A1+prLKCCPGnMGtgDPVQuIJ/YErNJNSSCNdjEP0hNKSoS%20M6ACLGUDC2CCo8iBNWjBn2JAoHaua+f3E7N1WRgBDlBDEHRBDryCPzyDA4gAGzADQc1BD1RBGywA%20JCgAGzT4cXutObQMO7KjCazMSedBdcfxU6popdbDQPgx8ER1iOAjnKQlP4pGNgyBIbQjDQiBBFhD%20QbpGQmLGwikKowyLj/84kAe5kA85kRe5kR//OZInuZIvOZM3uZM/OZRHuZRPuZDzoBSrBR2wAQrU%20gg/0XwwsBQpzyakawQdoyQtIAv4it77agJZwCf+YAyVugJzLeSaBuBLSgz0gtT3E7h9XdtkWrXiv%20V5yoJfgMwpAlwjT0ACoUgDUcwNugZwVgRj3HQRH42A5owSwUgaangKZ3uqd/OqiHuqiPOqmXuqmf%20OqqnuqqvOqu3uqu/OqzHuqzPOq3Xuq3fOqmnACKIAvzx91pwAArAcWHAMPUOw9MwA7JPyxxIQQY0%20u7PXuZ1XHRAwJyEgSp87Hnhfdoh0Q3f+AwN8JxepgDUggCIxQCoOAQHQhKHnuClOwTS9QCpw/8IO%20vEAA5EAO1EG927u+7zu/97u//zvAB7zADzzBF7zBHzzCJ7zCLzzDN7zDPzzER7zETzzF93sd2Hsg%20COeAXflbmIA9OMBhEHu0/8MVLCADPs0VPIPKr/yHj3ycHUIiyJORGIKaywyKi8h69ehnqCDqDUEr%20VgM85EAQsMa2GDp9Ww0M7IEWwUIqwMM9SAAJRD0JyIDUV73VXz3WZ73Wbz3Xd73Xfz3Yh73Yjz3Z%20l73Znz3ap73arz3bt73bYz3VC6TSk6jQ2W2XujxblEKZJd8VXIPf//07aOK68QJU6as4jMBqDQQq%20lIJ3+/ntaruIxAELkMA94lNoBMo2MEMqbP8LLPRAE1hDIgTKARBKIb9NLe4BNqa+6q8+67e+678+%207Me+7M9+7Cvl504xmIg83qtF4BweY/HBCaQDLwh/OqRDHpNYKjywvhqAVILzA574d9NZeKeRHATC%20AgtBDtCAP5yDOQxMKgSCneSBFWBBACzdP1ABCFQeEWHNEgCufr//+Pp66O6+YqCAu9noAOR//gs+%20VgHEnBUrbPwzeBBhQoULGTZ0+BBiRIkTKS7MM9CKlYG3Knb02HDDtQHVPpYogeBHNX8rWbZsWW1e%20IFfWUoX4F4zgv045ernqQcafhkAL0LBw4E+aS5fVMARQoVJpVKlTqVa1ehVrVq1buXb1+hX/bFix%20Y8mWNXsW7dZqPxCYRDjg2oaPcxuuOEEXb169e/n25RtjYOAV5v6RNFzYb+KKNwTnUfwYcuSIFwO7%20kOw35MiSJ1NilabNloZgafxVw0mmsJBgGmwNkCYtdCxbh6xKa2oGalrdu3n39v0beHDhw4mbrUag%20bYm3cS9LtNscenTp0xdqs3793wzBgXtRhyxwu2Pv48k7tDHQcvmOmUl6NIkyd+1q81/D8ODqden5%201ZLq53/VNqfiK47AAg08EMEEFVxwuLWSW04u9Qx6TsIKLbzQIW1O2JDDAfjYbiBrMJTIFcE0GsiA%20EVW8zIQFVnyIvc3g80oaM/ph4B+yAixh/0AGffwRyCCFHJLIro578CC4IpSQwhedfHI8bbDhgMoq%20r1ghkCyzZGGFJ6tBAUTCoBwzrwHuIhOhGN3jrMespCmsrACfKpLOOu28E888y3LQrSSZq7BJNAUd%20NDILrjj00GPeGYIFa6xp1JoVrrFwgF4Ei0EbQjXdVCI1O3qvMwV3bFPPUk09FdVUCTyyT4OUtDBQ%20TmWdFS8ppODDVlyfWWCIXn1lYRHveAFzhRgOoRXZWT2tCFRSi5PTWVWlnZbaaq1Vik/l/FxSvViT%20/RbciaTYYpFyy80gBmZQWHfdIcSLjIMhXBgg3HrJXJaiZhcc9dp+/f0XYDtZ1dbVP5k80//ehBV+%206BlG5lHg4XnmaXGBiivuRUy+YsFmYU1jwZFQfCfSV9Sm5gwY5ZRVXvm3bCGEFeGOZZ5ZoWsMwMWG%20PHLWeQ4XfPaZI5pntiAHEIIdVGSJSE6QX5adfhrqqK0a+GVAYxYa66z/GcAcc0wwwWsTYjBn7LJj%200BrZK/oJMQOkRWrvUzb3NTlaqe2+G29qXd4WZrT9/vufWwSPYfBbTDDABHcO/5oXwJ+8xtLArJFC%200KQjWhpAg/prSRq4++u8sM2najrv0k0/vVSq+bba8dYBv8WVOWSX3RUb0Jnh9tvzeMf18iwgVjBr%20+EDTcogwr0qaJ4wxRpEBG/jhByDKuIT/PyKilwMp5OlGnfvuvf9x74K5Lc/b3s3X2hwUell/fRRM%202GKD+OOfJ5bzJYspsBNXMIH4t2UMtTYtsEaWcnCOzf0DDVpaAQOqQYReZAkElcje6Lb3PQteEIMt%20Q06rtmawbl3NfiH82wyGwAwTmnAIt+BDBljIwkXUT4R5WQSXGlM5/61pRlfhRiB6wQ0z1GEHEujP%20P5gRCBiEIAREkAYShgCPcggEH6JTijSwIKAMXhGLWQRL+Do4PvKUL4Zh/BsfAuEoM1qjF1d4xhrZ%20+AwxTmQLgQhMQWyoGRwCkCrScIM1VPAmF6wgBEPsRyAMohJpsAAJBiFAIAggxZV0rnOn/3jBIOjD%20H0tC8pKZxOQmNdlJTn7Sk6EE5ShFWUpSntKUqUTlKlXZSla+0pX8ec0sX3NJWt4Sl7mUJS5jmctZ%202pKXvhTmLXtZTFges5j0UcsGCdbFvr0RmvbjwApYUE1rWuMa13iHNrUZTYVsYCD8c5sd45bDqlQD%20CSxQyT8KYYVAroSIK8iCKJonA2vMgj+DGAIhHCkNGTyhASSARSpUQIIGNGAQB1XoQhl60IQ2VKEP%20hShCJxrRil7UohWVKEQ32tCOMvSjIL1oSDG6UJI6dKQlTalGV5pRk0JUBjGVQDYkQIKYHjSmMiAB%20TW2a05nWNKc6zcZNcSqDmdrUoyWVKf9PiYpTCTxVAkQV6lB9mo1s9HSqQJVBSznK1aSqFKxfnegg%20nkACR1KFi69inTfZGkMsvVWOV+BFOuhKVw5kSowKOFvIblhOPE7lH71gQVL+MYtAhIAl1RiBFUBg%20hRfsggQgaKQ0GjCECkTlHw4IgCYqMIIddFYTCEACEkSrCdKe1rSiLe1oV6taJKQWtacVLWtfK9va%20xta1sG1tbG2r29Hilre7FW5tXUtb35oWuKvt7XJza1vjLje5tx0ucqf73OYyN7Smze5vEZDd2f6W%20uyOIAyJGoAlNOIEQFQiteBHxCU3c4hOYQAQhEjGCEdwCEe2dRiLq+4nOdrcCifjECJz/oN7ukha5%203kXuaDVhiE+kwL7nFbAhzBtgJ5iXBpj4hCHYO+A4fGK85R3BJxIRB0I4QcROQISBoxtd6hI3uDBW%20bnWbW+MWu3i0qGhCfrCiOvE9s61BFmOkQJQBbQwAyUnGq5AvVLyHHE8q1XjBYP3xDy0cdnNpyEIW%20HDCET0jAGi3Ip2UdWQ0eIKADQUDEDhIRhER0AM4deLOc4TxnOyOCznmeM571XOc495nOfAZ0Ivhs%20Zz8jwtCA9nOi5+xnRTP6z5AutKPfPOlBU9rRi3a0oC8dZ0hjOtCgrrSn65yISAQB1aZONX9VfWpW%20RzoRDChED1YQgECwoAMMQHUQyvCC/xXkwAMr0IQoIEBrD9C6A0CAAANo/QkHBOHUQPjEQKbhgEKc%20GtWuZrW25RyJQlSiDis49gpGoGtUAwEJv6b1HCpRiG9PewUGIIADehAIVMiREBoIQiB6gIoVgCDW%20pv60pPFM8E4XHNSWNrTCM93ohXcAEU4wRBbOOpW0epB8IGTyxmO4ABCtwDHV0IbISc5x6jjZIVCO%20SjUEu04GuJNz7QnDCmxhjcnqExNRkUZUZ9qJVCzBHzWF6tCJTnQSFH3oR0e60JcudKUX/elIV3rU%20oTr1pjN96VRP+tWPrvWndj3rXP962L1e9auLvexgJ7pVocr2oVvVqtugqdOfehwQ8P8ABk1YwTz+%20sQ0J+EMGL3BCJjrRg7ORwBoOkAEErNCEf3AjDgPhwT+emo1/jICaZnX7T9u++cr/AwUIKMAl5mCI%20nUpA7nPYwSXMgISzZcPviPi1Gf6BDSsEQQfnsEYF/jEPK0BABh8Kwj/mLnWyN73sZg878tFOdhIc%20veJRZmbVDmZy68fwOtn/hzk+np7rNwflDVE5ttJJ2A4AEpIT/IcBaH7P+ZSgB2446y8x8II97HKY%20+aclUvTff///HwADUAAHkAALcP8MMJdI4AY24R+kAQaQwDFegwjwgQIpMJBwKXCsAB/+gQReSwb4%204x+mYAWG5x/kIQeIwQkCQYn+IQb/OCH3ciAFekAeGvBN5GAIGGAISOAfTMARYOAfsgANsuGXNiFF%20aOkf3CAQzoEkLiIYGvAHraBt/oEHAkEUCgMDemAHeqAT/gEDQKAK/2EIRAQdAqAA/iEdVoAjEFAA%20+U8N1VAt2IKD1Kr6vo8Ow+gQOIRDtGEePo4Z6rAvwo8hxs8lpAEIWIAACmMBQIAIgMEWzsEfCsAw%20YgAEzgEE0MAg2kkIkiIbpCJA4KFutIh7du4GPKAMvSDeGtAfZgFLssQKRqBH/sEFUEEH3sQAekAN%201kk7oIAkMsAKRMEngKHKuE8IJEAOzEAGc6RzaCAVKksfQnAFNOAQeuAGcgQpsiES/25hgqrsFlYg%20iv7hIjQgRzJrBA0iA1ZgChrQEW4hJuDgHwpgBeYABqDAGsrgH5JgBdChAZrACz8Rb3zMmdbKDwNS%20jA5hSqqEA9JBClZRS25NICsCEBdCEJeiF6xhGJxgH22BIO5hB9BhA6gABJqgGgzAGuZhA1DgBoAh%20+kqjgkARi/6BDFbAAn6QBTTAkPShDIzhB9ygDOTAkWARAcxq/UCgE9YpD4RyPsrRFznh77ZvBbCA%20JGABBGawyqAABLbgH6xhD5JiAVIBHfYRKQxCAcQEKmCRG99EO6RgnbLACshgF83xH+AAK6fACmyh%20GrKh2OqNCl6DBAohEHIgEBSAGv8v6OK8aDzAqCEPM4SqwQLeAVESpVEe81ECgV4QM036ilnkBkCe%20AAlQ4QUYQAL+4RlO0QACIABeoBBkQBoOgQZQARVuAR/qhnRYMoMoqw4cQAJ2wDISKyFy400OwgUq%20QIjWLxDggCh7ADf+ASldwQe4IRib8k0OoCppMBn6wYCsYRDeRB645BOQsQFMgApcgRnA5gAIaxu7%20UTtoEilIIA6swHC2ER3+IRVSITtAgDj9QRRewC+p4B52jt5sjQEzyB/l8IMok0CDzFYO1FaeAQWs%20wVd6hQXcKCAfUiEichBJIBMa4DWyoQOGQBe3gRiI4Tr7QxvSgBi2ISUfaSVlM4P//mEOeuAcVoAG%20kDEbHGABXMFGXSEGDGkQXMAVFmATbsERgLIWhQAXrWAoq4EXD8AVAmApuc+AuuEArGAGmcIKCkIb%20hiAb1okZVoAADEkGPsEJAqAHnMAJOoGw/qgbLwItV6IaYKAQPqEQZm4eIoAFniA7bPEfLqEHPiET%20KoEFOEIeQIABiIH9zhGDBhPIClRRhYwPzMVcMsAF1IVdhoAw20pCE4JCB3GX3JEjkGI/NqeWThRF%20A4BHVLQlnWAFgGAITsYf4CAICoEBdA0CkmLnXtUBYOAWUAEGXoMKdiANXiM7nnEXe2AJXCEQmJMF%20e+BX/wE6pzQLVsAaTGgFhiBF/xhAjizxkcxqCnJUiOCpPKvsG2UpeyxvEXogEwTChCLFGs4hDlAg%20S9HJGmQgFajAIGCgBzpVMKdvdeZwUfvV+vgAYiSGJM2hFyzmYugomi4VITJ1KohRiXQkRU3VgqQh%20G4ZgBfrQJTZxJYSQJSh2EwNnBcrwEjwgGXYuBKpBBNvGHzoADapBIHSAA9EgDoITFnrAKqtBBuCg%20APBBFFigDIChGhagA8rAGg6AGik2EnL0gF4OAwzCBEhRGvAhkObjH2CAE84mBISgAHRg5nhAGnYA%20BRADCawzAMRJB3ogNwUTDptJQB1CAFrBBXoGQg8iFuLWFd7TCD6gZ1wAYR3CMP/9FXCZ7BlyZgby%20oHBnwAT29mfmIGPOR2EPgmFHxyxsow5YVWIvCPSELTAfiValKD+qQRRAwAm8wAZAAByNIRCMQQI2%20MwuGAeT+4QlyAAG8gPuaEBikgAFAwACCQQjYEPFU4B+oYAUwQAdWAA26lWKDwAk4liVgMRA04Dwm%20jwhWAD+ggA/4IA56AAJo8E3QYQV0MXRHwAuCwRqm0QGsYAqCQR5O8VD19ccigg1egAZGQRYQwfIM%20IhYYxQbMQS6eYR9MYRQ8IRD+ACL+NnAP2OSwIWy+hoFjwIEf2IEd53ENInJ/A1ouF0ATgZH4USky%20aw5cAQ2sUhqKwBDfcgR6tCD/SoMAPngB2iZq0cAVXIAWXKEMPmcPYsAMSCAZgoAE/IEBRgAWoOI1%20TFQpyiEGelQu/GEAYLQBqKBGb8BoXyID0AADVCILbBQNwkAbKHYKahQN+A5A15b6HOICZGEWDMIP%20eoAVDsIEWOAYDuINuKAHgOEf2mAFeO8hVgBuEJiPKTMGwAaQvWZn8oCQdWbJOmaC/6GCfeOCMVgw%20P4EFetgr4GadXqAOkoKSNdZzHmk3Y66WULGQOGf+2kMlQhIrezOUBxEVSwMhHimTAdR9//EhKEAV%20jqYVVmAG2LgXNmAGZiAWLgAHuuMfjgFaGaKXcYcgbueYl5mZm9mZnxmao1ma/6eZmqvZmq8Zm7NZ%20m7eZm7vZm78ZnMNZnMeZmTmSJM95A/bw40xAmZcZYt45YhSAnLs5D46mUywzXzCTaTCgcjnYkaUG%20DK3Bn8/JAWZSVAlEGuCBBSJhc//5KhAVIvZhBY6GAu7RILphFIZiAVjgBfigBoT5Ds5gCKqjYAt2%20BdZnAUo6pVdapVuapV/apWMapmdapmuapm/apnMap3dap3uap3/ap4MaqIdaqIuaqI/aqJMaqZda%20qX16pZ+6Z6I6bl3gYli6RD6OBT64R5maq10aBVJkIhJ5kXujkR2ae6rBDVjAEA4aQC6BLoXEnzBA%20ks26x2K5bRlCoqPwlt/zH/+6YRLEZAtAoAJqwEX+4Q5UYaTzuI8Xm7HNo2ANFgVs4ApiIRY4gK/I%206TLNCUEo13LpunSkgQRCABjjZKCf5T88+6HFeF8d4pYd7x/8YAUY0CAmAQ3eRAF64BU+2iAsYAVe%20oIA1rrGDW7h7jwUYpXHvBZ9HRp9rAyHmT3PY9CBENTZRO29mibq7J0AxbiG64QJqoQJCQQl6ARIA%20gRewQBoYoQckAQ8MgBrKgQ+Y4QiUoAtA4Ah+e7jvG79lRayXO48OYROmQAGygIg5RwfkYR6UUBo0%20QAGmYB5O4ETL+rojXMJNBaIhgg5qYCDEoApjwArOmBEGogcA4B8uoBEGIhD/DCEiDDi/V5zFK2S/%20NTuP2tgEbiD+sIW3V2AY/oEAcgAJTCCFHpaCSLW0J1w2a4nI6yS7KzUhxGEhXCAM+lovVLzFp5zK%20o+PF/4oT4SEQcCQbEhHIkUICpk1K/yEHmIEc/iESViAT0Spij9ysKQsePNHNiaTCK4L7CoEvpLzK%2095zPMSO5lYa/oywFrAFZhfedHqkAhiAIovIfWAATCkMO7iklbeMF5HzOLzeXGgANQKAOIsCfb2kQ%20cYlzeYwND3D/Ll2FkeR9O0IcwAEc8hy4+1zWZ10vrpwfu2HK1smwDr00AqAXNEBKs8EajIE/KqsC%20Kq6WsCAV9AH/2tDZnx3a/6Nd2qed2p+9GkhAFNzADQiACPgjBPChErk3/9qUAMrgALZhl5i1DIDA%20DX6AANJgPtLgB8rATBsICNidAH7gAEojE9wACH6g26td4Ae+AN9Q1WV5QGld4RceL2z9oQWLsHY9%20sUTBGp5ALbdA2CdLBixr5eDAASAAChzAEUAeAkre5E8e5VNe5Vee5Vve5V8e5mNe5mee5mve5m8e%2053Me5UVBDWhgFd9RDdRACNQABFDgHKAAAggAAkSB6Zle6ZfeFqDA3+TICdQACpi+EzwuEEBAjhAA%20Drxg6vdOCHhgFUEAS8pAA9bmWrEACp5e598e7uPe5h3ATLUiyROV4fNe7/9h5M8vJ9BXbsoI6+Xe%206TVewBLVcvLC7DWMvSfl0gM4YQciHxUCwAOAzQMuv/Ix3/Iz//I33/M1H/Q7P/Q5n/Q/X/RPv/RH%203/RTH/VX3/VVH/ZbP/ZZn/ZfX/Zvv/Zn3/YxX/dnPwBQAQFyYAUIwRh8LQAwYRpoLRUQgDVRYQde%20i8KQIBVYcwcQQI5GQAuM3wdegDV9YBpSwBgQYAWQoAiwBBG0IABW4LOmgRC0wLBYoAJ2IAcqQAsw%20T3Ynn/JzH/d3n/8BwoPAHAI9EBxY8KDBhAwROlz4UKHEhhAhgmAgTZq/jRw7eqz2A0GJEv9K/htw%20bYPJlSxbunwJ8+WKEzH/a9q8iTOnzp08e/r8CTSo0KFEixo9ijSpUqQbrg2o5nMkgh/VPFrdWO0F%20i6r/ClkJgfUHi0RyCq0I0sCasWrS9gzRotGjtEsEDsiB4KgFnAMHWvD9Cziw4MGECxs+jDix4sWM%20Gzt+DDmy5L9w9oRZIaoalBU0qhljgU5GCVgH4ESYVcZYmVktIsAq8cQakgYyYA2Jo2JvBDgqMg1C%200OvSNhZoskkgwGLWEzPwZLQIxCANvCXwSGBZMWIP6cncu3t37JfApbhXr1YjIJKkSZQql+qc6T6+%20/Pn069u/jz+//v31mz6NWsJUVZXXUTWfWCOBP//cskII0kAFRCBWeNDD/wo9IJdINdW0AIIo5BX4%20D1SnpNJAiCZBhaKJKa6oYossvuhijDDOKGONNN5oY4447qhjjzz+6GOQQKaYBwin/INBIBCQkMoK%20ZRAQooY/WAFCDyCAUEZJ1UgwRBls/bNABf6gqOE/1xnwjzQspJLmP8wAoSFUmgSSpjQmAcEClEMK%20yeeefvbZ44kElgdSeiuxx99K8CXKaKOOPgpppJJOGql/UPUkFVWDciSNHIGM8E8DdVTADQyYZCEB%20Bl5ggM4KeWTTAwolxbBCAR9aJQ0GqMAz4Ka+/gpssMIOS2yxxh6LbLLK+vpPHtil8MII0ixRhxWB%20IAFMXGl4wW0wXhSwkf808KiVUTa9+CDBh9I0YQWU0gTCTIgqWKNFuBIw4whWB2iiCQifZLRswAIP%20THCB6I10aEqOLkppww4/DHHEEk8cn6UAChhsHFb0cyUW/3ixApplbrHCFv/AYeEQKzgAMIHVYBCA%20Cr0WTHPNNt+Mc87LNrsCJzkEAuU2OoSAD1gccaND0kkn6I808wKREQm9OJIupzoEMsc//pQToTWp%207BAIXApGssI5Gv3zQw4/p5LGzDq/DfexhSK8nsKNMkxx3nrvzXffft9nMaYBavqrNEQgggYCGGiY%20xQozaD3mJVqYkREBSKRSyTa34gqzGW7HDXrooo8+Os9QqLkAWxm1vJH/Fiu8/noKGolLb9S9TFN1%20uJ2sEAbk/vyAxCezWFNGRtXMYQU+cRl/zgoxsEV69NKfZ2jd7TGK99/ab899997zHThPmX5O4IMl%20ZaTDCy80QN6DcV26+VW5BlAC+dLfj3/++l/FczD/uJEn33lEFFToQBg6QAMPNY1LFciICoYANQ3N%20bgfMIAF57gEVBwRCDXYiAHSaNibVSSAOL9iD/faHwmXNTT0lQdTdaPK9GMpwhjSsYcWccinxDe6E%20m5JGCAIwDwEia371S6ERj4hEnfFMA/+4xgrMIUSO5FBLHPnHEIZQEgZYwRbVEMU80kWCFfTCdyYp%20QD9eoAM7GWAFsdBa/zX4AAGoKGIIN8hG/JKIR2BRj24ttBv2YGjDQApykIQcZPh2Mr5jZYMY2RDY%20/GSWx0hKcpK/4hkf/lGAHLxgEDyUXxYC4QoXsCAM25AAAnJAkg4EohADkgYVaDEHZqBCDg9Sg9qE%20wJVkgMAVc+iFNaAQRUoKs0Ah4eNJ/Jio7BVymcxspjMddkidJNJY7nMkzIo4zGxqE4maCUIaMiKK%20QsjgjoOqRhYMYQgGPEUHAXiBDM6TCBJwqgi/8EEcOqG6NKSAAAAzXBB8gIAKYIGc25TkHll4zOsl%20E5DPbKhDHwrRG/5HcBjL3yM7WdCMalRnjQQh04olDQkkKCPXIQPk7P/YkWwQQQJ2VFf7uCFSzW1U%20mytMmEL5o8yI6nSnPO2pS6KZk2nij4gYnalRj5os1oHwWKyrABp6davVRRVXq0OqMA9q04Ux1Kdc%207apXmwlUnAj1fhe1qlnPikQZsA+tbCVUMRHqwj9+da50rasMw3qTsUqPqG3tq19Dp9S/shWr1tOq%20XQ+L2MRODK820Wv0yirYyEp2spRFVk0L+0LFanaznE0UY2vi2EFJlapVDVdpe3jNolZ2taxtLVoJ%2028eb7ienna2tbW8rlM/GJLTl8WEB8EEEdUkAH8QNbtOAgY/fBpZzMVOta58L3ehS8rKxNSxur4vd%207OJEtzDhLa740AP/ZrAACd8Mlz8QAQLxzuGdMogDC1Cwgk0QtGmpla5974tfgx4MrsjE6Va1C+AA%20X5e7L/GuR0gQiFv8www50ETVpNGAGLTgH3xYQRBHYA2S0Ep5ooUZJPML4hCLmHTUTah1BYziFHOW%20wC4xMKd+YI09KIhBDgpXiKQhg1SQoRos0ESIftAhgs6PVyMuspGPXDDYmjizKm6yk+vK4pa4eCP/%20SAULtNaVr6irGgyeRzWwxJYGDIEQd5wdFko4XySrec3RTbNVShzXhT55znTuaZRZMuUx9YIFZ5tF%20IIzGERmQ4BM5gEU2rMFPCA9BTLgS6YOw4IgnqE6qlK60pS+N6Uxr/3rTnO60pz8N6lCLetSkLrWp%20T43qVKt61awOtQS2MSwlx9m/da61rZ9555XkOSt8VpCfa9y0AzDDGiuggtasEYGMDGLRm/vHDAKh%20yR3s4AWoqIParo3tbGt729zutre/De5wi3vc5C63uc+N7nSre93sbre73w3veIsbOst12VuzyuRb%2063vfNcy1SXatFa7M4iseyUY1OpGDMPjDGm540LIxwT8eICAOmEBEKjCRCETEYeMc77jHPw7ykIt8%205CQvuclPjvKUq3zlLG+5y18O85jLfOY0r7nNS+4ETWTBzVLcL77lyu+gC517/i5Jnv+BhCsryAkN%20qmZc/mGCFdjCGv+z0NADG24VO5okHCSK0p++Diiwiz3sZB+72cuO9rOrPe1sX7vb2x52tkBPWHDu%2072z/O/S86x1iRf/HrsvAgiyUxBU9IEI29vBNTpZkjRhYU0nIsALKdfgFRGaz5S+P+TH5HLNA37vn%20Pz+pvufZHyToQQBaQIZAVOJlOZjHHlIRiR8wYJT+6AALGOCGISDBuOXzsHMzD/zgr7busn2JEgQx%20j+RzoCXr8EUT4PCPUrRBAcnPwE1oC/rsa98+ot8hsKQBhUCAYAXCgArIDFCNEawgEM7bRjVkoInX%20pSIT84Ws8O+P/+fK2u4vmYAe6lALITNF/8APK2AFX/APAoADsaL/BywACDaBfdsngRPIFDh0MYRT%20OCHAAfjADdKQDWTQA7DwDyRAXMA1OyRogr5if/nHgi0oWMR3E2+gB69gJ54QDaGwEhcwCuIHAP/Q%20BT0QBf/QBivwChCIdxSIhEkYFN1XUd/XNBmBD5yhNaPFKfUmP/XlglmohWe1f8XXEo2gCotQEgzy%20OCWhDTHgCI8AAn1wARQwRv/wDCtgDRA4AEpoh3f4E0yIgcMiDTBQCPDAcyroe1tIiIWoUTBoE/uw%20AmL4DxSwAuhgEsWgClPgCz1wBHdwBgtQEpiIRS7BAZ/ICytwBZ9IiqVoiqeIiqmoiqvIiq3oiq8I%20i7Eoi7NIi7Vo/4u3iIu5qIu7yIu96Iu/CIwcwAs6oYe/JxdpYk30Y4yGyIzNGD1deBOKyIjF8Igl%208QZsoGB5sAZ9QAc18Iac6BLaADvjSI7laI7niI7pqI7ryI7t6I7vCI/xKI/zSI/1aI/3iI/5qI/7%20yI/96I/o6ALEaIEUtYd7NYjOiJAJiUKIWBPSWBIuUI0JiAPjaAXL4I0lEYedGBMrUId46JEfWRPF%20qD98pZAlaZKjA402cQHOAAmA8AaeYApBWBLiABWMYAU9+IN/0A0iYAWrYIQgCZRBaRIiaVEHeZJH%20iZQ3w5A10Qh68DprYAxQZwVaYBI2iYBtCDuUcH1HKJRdSYFEOf9UWJiUY0mWKrR51RWDvJAO6aAI%203vAPMTACD1gSh6AIRPAP3YAHa6kIHVkTEeiVfwl6YElWRlmWhWmYwbKUOhF1kVAUfgmYj5l3gmmQ%20yniYlWmZLnOWS8YT2BALw0gUjgmZoblvkilagnKMVGRj5yOIzXWZremaiXl3oimbnkeavUUEn8AM%20Q8AAMhUu8NALuakAUwgBzMAMvYAFnUSSrqmchpmSnTebz8lvtVke1nYJZGAFDsApMtALhmAG6icP%20/8MCQQALdRAAadRhrLmc6UmWsKkfoAmd74li0ikX8BAIs9AN/0ALTRcuMqAgcNADQRQrj7cCQiBk%20hKmeB1qSzSn/Z/DJoHUmnwWCCNbAFUwHbCBUDYOACgqgDdZQBGzxQGLTey8gaQhKogl6b5y3oA2q%20ok32oFWEAr32D79mFf+gAVawAeSgFmwhA8xmHiZxDUggAysqpH5jjApKa0OKpNrVolihFX32Z7fy%20D5uAGRKAbBkhZg30ZjxwAzRwQKmQCGFAA2FKA1QQpmQ6pmWKpmeqpmbKpmnapmvqpnEKp3P6pnUq%20p3ZKp3eqp3nKp3jqp3v6p30KqIMqqIUaqIdKqIhqqInKqIvqqIoKqY0aqWpKA7ewc3R3omjpnEnK%20qbW1pGMScAqiRYCGFVgQCJ3xBCxAFYrGaB7xD8mwAiDgAajA/wmokANXgqu5qqu7yqu96qu/CqzB%20KqzDSqzFaqzHiqzJqqzLyqzN6qzPCq3RKq3EugKsFIhGGpudqq2d9an/EKpd8aQdQQQ7UAeZ8A9P%20AAJwIg3LVjxXQQRFowO2gASXMDQwEAL3iq/5qq/7yq/96q//CrABK7ADS7AFa7AHi7AJq7ALy7AN%2067APC7ERK7EBC1yxlqmamaLbqrGI9anVgAgsIE//AJEwYCcaUQ2JEAhAUCcs8AklQQAgoAHxszrV%20cGacdFolirNHdrO/gq3tyZUbC7Q+9anSYAaBEAf/gA3M8AnZEALzgAH/wAOBYAJpoiE5MATvNAcg%20QLLlBDOVl/+zX7uF7Jkf7hm0ZdtQnzom5sACBsAMC0AT5+cmvEMFMUADBQALPfACmtADP7BUvWWg%20YAu4+NezY/uzZmu4ZzuQOtSEPXQI84AOU8ABjLMyUOu4j4sOyqMBCoAOosCbvYeegQu69ye2+EG2%20h2u6goS2TWMS6DMExWE+K2GyWpJmyRm6tYt5g0u6hXu6u4u6iYtI3gdSl9ADbhBMIPW3tou8Rza6%2091G6vOu83pO6vWVNdfBhyWu9ypuZs5atz8u9huS70gS8Yfm510u+Iba89tG83au+exO9OLOC5Qu/%209oW7zKu762u/4PO9QRW+g0m9yxi//9tW51sf6Xu/BQxN+Sv/Vvs7mdULwA3MWvOLvvVrwBP8MO17%20M7nSvw6swcN3sdrrsxQMwvg7UYpbkMHSUQNDuxuswn4FwQMswSEMw46SunaCmrgSIpyyuqvJwCvM%20w6/VwfxHuDEsxHyHwHmlwOXTRSZgArawOdXAAWRwCVVRDZegxA7Ae56LTT2sxWbVwvRBwEMMxvOR%20uoWQA5zQA0NAoAWiA66wAiblD2bQCyCAClYQBCjlMse7xXlcUALsxS8cxn8sxkXcWEdcHtkQCC9A%20AgXQC3VABJxiBvC1AsmQJmhgDQVAAvnJYZ7rtXrMyXucvUCcu4AsyowytEBgDZkAFRAJbOlnDY3j%20xp9SEqIA/wJYR1UacgqbdGNy5z66zMu77Mu9DMy/LMzBTMzDbMzFjMzHrMzJzMzL7MzNDM3PLM3R%20TM3TbM3VjM3XrM3ZzM3b7MyBGBbVo6kZO8rlzH2CDFqE/GZWxhVeAWgQJg0gY1J7kBxssWzTsDnS%20oANCUABpAAVIIAdpUAADTdAFbdAHjdAJrdALzdAN7dAPDdERLdETTdEVbdEXjdEZrdEbzdEd7dEP%20LQQ6EGuf7IWhbM4n3R/ovFvq7KpN6muBkMlNUw0gI8lyAAKreqXNRgayygnS9guogAoFIdRDTdRF%20bdRHjdRJrdRLzdRN7dRPDdVRLdVTTdVVbdVXjdVZrdVb7f/UF2GF5vHDJU2/KE3W8tGx3zqqH0HT%20/zAvHsKq5pEF5mAAZGAAjhAEeWAAea3Xe83Xfe3Xfw3YgS3Yg03YhW3Yh43Yia3Yi83Yje3Yjw3Z%20kS3Zk03ZhU0FMUt3JI0T4nACnX0C2rAS4oAHnd2R4lAKns2XG+nHZc3aAjnCv7u4LrNnZ6MF4SpF%20a23TbhBmQ5AIMrt1qTAIrb27RRrWOPEBsgA7wWkSIlADrxOQ/6AEjvg6Gqnawm3dRNGxSTehTUce%20Mx3J/yABLKAFVnchBVpC/tvJ6Z0/XfwPtQAJUWAEngANS2AS5qBgCrACAZkLPVAFb8CTPtmXq33d%20A84SQyv/FlDyD64AAo2sA8CguiDzONUQCG9oFrbCteOr3hkeSXz8AWfQBGMYkf+gDaDtC2dwA2/g%20hhi5AvHSl6lN4C++XSrdXSxtFcR5DjQQCB4Dt6oipTRgC0SQCCBQCVCwnSfstxiu4Ul+RF08kYzY%20CiFuEgpwkwJwBt94BtRtEuK4fuPIfl2+5V4O5l8u5mFO5mNu5mWO5meu5mnO5mvu5m0O528u53FO%2053Nu53WO53eu53nO53vu530O6H8u6IEe5/nt2gOov7FdPiHgCgvQCxqgIXEoyTTQCwtAC65gnNrg%20BAuwAJ+wtUYuF3is5KOOP3zskI04iSwhAmeABv+w6pr4/w/g6BLXgA3XwAErYAG1vg7XcA273uu8%207uvBDuzD/uvFLuzGTuzHruzJzuzI7uzL/uzNDu3TLu3VHu3XTu3Ybu3Zzu3b7u3aDu7dHu7fLu7l%20Tu7nPu7pbu7qju7rbu7pcOgX6Fw0XCfbEAbMoAaIfjY5jFqUSer/vj9drIjW95aOsxKvXoevXhIW%20IId0COMPH+OvDb6K/n1CsAKMGTDvC/Abj5LFbRN0IAuvABU2yEIboApzAA4lUQqjAIQJSIQ/CfEx%20DxMWzBFEoAEwkIxZzPE7HzotDBUU4Ax1EMez8A8KwAk8MAorwAILgAJTq4A50AtDIAZyWd0yb/UF%20LuMFRv/jPTR3y6LxPA/2OMPH/3ABvsAI6OAAT/CWqIAF0+e4M3BJpSACU4AOCiAKW3n1eV8SNF8z%20KRz2f18z7N0SuWAFjPmZAq73KM33NPP1gO/4ATP2g/8JwHT4iX/1i18wfv/4m58sgh8fX2z5o4z5%20BNP4nG/6FivOGHukoQ/x7fvVN7uzR67zp0/7I536HhzErN/6Wd9iW98RHkgEjTxVEkAEMpURxJ87%2057nDtc/8vhL5n4/4ug/IaItjQdADOcAAXe8P2VAJFOLpjIMKPVABFn6entP858+zmp1v0k/g1D8C%20geACaBAISdDdDBAItHAD1kAF2bAZADHHBQtNJKT5Q5j/UKE0DAFUVFMYUeJEihUtXsSYUeNGjh09%20fgQZUuRIkiVNnkSZUmXFaj8QlCjxT+a/Adc2zMSZU+dOnj15rjjhU+hQokWNHkWaVOlSpk2dPoUa%20VepUqlWtXq264dqAakthIvgBEaO0J4GSyXRlRcdBadmGoJGZZ4UtVC9kGljR6WBFhgHg7V0ZWPBg%20woUNH0acWPFilNUIvIw5s+ZNrEeBVsacWfNmzp09fwYdWjRnrVy9lgAr9qK0RNYQ/nOyIgRbUSBa%20SPtXO4s1LdWqyeENeCLDF09UM0aeXPly5s2dP1/cEjLOyaNxXraeXft27t29fwfvvXRXpV/DZqz2%20ggXE/3+zAoV4rcWKGmnV4OVoHVZagyEVhCeUJsBqsEhlj2oCRDBBBRdksEEHH4QwQgknpLBCCy/E%20MEMNN+SwQw8/BDFEES3syLHpJLNpO+zCY7FFF1+EMUYZMRvvtNQy6ka9g9p7b8dCAsGnPhVyQMQa%20OQLkzz+JqslimhS0CGKHImZJoUorr8QySy235FLLIrTQooguxySzTC3BDNNMNdfMsogv02QzzjXf%201EJOO810E0wx7+TTyzf37DPQKt18U1BDrSQEiuMwkg4m6lLUbsUZJ6W0UksvxdSzGstD7TxGe2Fh%20R/fg8+cfBqw4p777grDmNmkGGWKaif6ZAgQUUnFkB/9H0EAFhQB6CeDXYIEVtlhijx02WWOVRVbY%20F56tK5UXnF222mavZTbbap99IdppsbVWW3DHVfaFXqCVFlhyw2V3XWSnfYHXeFFxV1x728322VQC%204BZff+tl19xUUEEFDXPvBTjhfKHtV+F/ES6X3wBQEeI/i0x0FEXKspM0U48/BjlkkS3dNCnzFqWo%20GjTWK7UQK2Yr1T0zhOyhEmv0g1ULi/d7QgZ/YHEEnmpkaKBoo49GOmmll2YaaX8yQcABbYguepCm%20r8Y66wYk+AcJLbQhQWuxx0ZaBmmMSYUECchmW2yz1WgHgn+obrvuprNpAAkC/Anbbr+NJnoQEv7B%20BIn/f/r+O/EGzMaCE1jmVtxvqmWo5oAcNECZJZcylqm6SIMaOXTRRye9dBq3Is/kTjNfEhEQzP7n%20Ftlw+ycCEIDArYkVLLCmg3+qaQEEKCz2B8FqTnlhjxE3rKYBBDb5R8EDl6fwHzRmoX5DAuDKHsNq%201OCkkui7v1CCVGwh/8JqCp8+/QkHRAWO9t2PsBo4PNCgm40wjqxzSDkGnekEOEACFpCAJUPKyTIi%20DSEEggb/MMMQwiCNc7hAHv8YQgD+IQFNvCANAaiDTGgAgiBdrCEPeY40MsGJefwDOqXqRRGIpxwg%20LMCFz/meB5JwQ+dIQwYvEMUMkSMNRLyAdUPEQA4O/3BExlQjAjmQAhMj0qj+0eR/1umYAbW4RS52%20sUUIPIoC0SOPFYDqFzD4hxdWYIB/2IIFKBhCDkRRDSisAAUoCEQTxmKLHpRAiompxhNQoQAeOucf%20KMCEEBkjjVn0o3g4xIAHHFBI5uynDhBQZHQqoEHoMKQHLfhjYv5xABBgbn+P4ZwVN4bFAHrRla+E%20ZSxPZxpO3Ugj34MCHNZSDQ2sYAa/OwcUYFGA4lXjHLCAQsUyWQ1RDCECoTxMNS4RAEK+8JCEyKRi%20pKGFfkggm4ixXw9a2Mk9XPKbiLlHBVAAzWhiAAQEoORy/hG8KO5vc1X0HABluU9+9tOfRAGjUcSo%20Ef8FwSAHaNiLghCi0IwY5IX+kIAEHioNEmzjoXw7J2K2obaLkiAbD5WAz1640YvyTaKnPJH/Vjma%20LP7TpS+FqRYDWpSBdkQal1jAJFGS0cTwtKcl9elhgipUoF50qIbxKRUftVLRtDSmT4VqVD02U6LU%201Ka/K2lWtbpVrnbVq18lCf+WqqJWStWsZ0Wri6g6FKuC1a1vhWtc5TpX5yhVY2RNa171ulfrrFUo%20baVrYAU7WMIW1rBivevn+LpYxjbWKn71CWANO1nKVtaylwXkPceqWMd21rOfLQpkeyJZzJbWtKdF%20bWoTgliV4hW0r4Xta0XLE9Kq1ra3xW1uuWrX1nL/Nra/Be5eZ7uT2urWuMdFbnIHw1pVuja4z4Uu%20VIerk+Iq17rXxW52U6bZxOozut8Fbz+nm5Pq9hRBlUwQgNKbnPMutL2LXO964fte+SLmvcWjb30H%20E6CF5Pe+++VvfwGjXwD/J74E9gdz88nK8DbYwV4cL07Ke5hsiKJKsGDnSqQBiyq5gb/SIEIZUlAG%20GBx1JAFqgRsMEqADVEkIGTZJfcygBUykQB8BusQspvRIbaZBxFpIA1t0UCc3bMPEHhkaECq2UDNQ%20qQxsgUeYnnzkBTpmbwmxcBEIgCAJuCEFs7gEldGjgzI4dKFdbkEx1SAmOAR4uZkwxovdS4AUYAII%20/weCQ5h+4ObVcre33n1woAVdugjPZMKFqUYZVjAEa+QAFmIGSTVgEQBrDMEKkQgQCSg9hEAUBNIl%20UuMKeBA9BqyAGdYIBAY+vRFpZKEHlR4CPKGQAxZwehbe0KYMVsZoZhinANaotAN5TJj9jEDU7NFA%20D2odCDf8oxM5CHYkDiSYgwABBCvgRqnc8GpUMyB6CAjEEFiQijTAuETnsMYKtMDDapARBJ2oBg8W%20PYQVZGHVFLmpJlYAveKRYAS1toYr/gEBEAT7zktCJT6vyNKyDtrhD8dUoWVy6P02gAW3+EcmXpCK%20tTRRFFoggjZG0IPHdSAQcPjHPI6tTQkYOxBZ+P9HAVZAhcMxIwDaDAEINMG16PnDADnAwj8iwQJQ%20inIKK+DDP9KxAoy7IhCHSLmo46kSacAgFStYQQailw0qBOAcsGFGNsxhjXT8oxAgEMXUS9IWMlwb%202/VpQhnAQQSDkQACLGg2PVZQiGGnhI7WAEEgynDDql89B2rgxgo0IZMFYJswBQiAFfbtwmqoHOYy%20afkLYFCNOeTADIvibXOJ8oFaBIIFK8gFTgSAg0C03hz/uEAjVtB6gQ/FqRDHfe6/iDobeUqeJtdG%20qWKwglQhpyv1OYYVgHDIHNSnAS+ogJmFagZraMIKMJ/FEGA3h0B81L7NhIdM6tOJFZggeidYwQj/%201B4YWq0ACkpnejV6kQLciMIKw1j/SaSBBWsEoQcZ8I06+iVp4AAriIMXSL1qiIUVsIH8Ewlp0AdD%20KIR+WAHv8w3cWIQc2AM0CARuqI9b8IAgY78RQAMCEDyxkAYIqIMb6AEzuATb6IpECAQi2C8CeIEg%20WIEWkoYPeqCZyIIVIKRquIYVOIspSrjNGgpPqABWUIJaqIAomAlSeAE72IVJeAFA4IM6sIM24AIr%20UAfbazjdE8Mx5A6J+weKE4xDWgGL+gcqIL57+4gUtIYDOCRDKCYX8IAS6yk00IRFqLd/cARmoDwt%20YAFyUAxDqAM5KIQgCIFqUKOzkAZ8WAEXcMCU/8iNQBiBQaACa8AA27G3QAqAKZi2/dIBL3iCHBi1%20auADX4qec5g9qaMjBqzEkJCAmekFxwMQfwiCF8iGBQgAifoHc3jDwJCGTgiBARC8GzqEAIgEBegB%20ISgDaxiE+iAAFpiZwWiAS8iAyasGW0g/AgiCZiMj6Nm/FXi9KfIz0RMKOpAF6ImdyYM9HFC/qDMB%20Lgihf2iDFbALoVgBMvTHf9QOM0RD9rvFbPuHMBhG9iKCHlgA3EAkAcFDmBGqA7CGNBiGP3wBQUww%20QlyMFwiEHcgBK2AGf1CjKYieEFiBOZhF/fOHMugBThMfAigl39gDVCADPiPGf5CDHkjFVZwkCv/C%20OljEACtoQGrrioJciAKMgX9YAB9gQ2FcssDwDXwIhFlwIWkAAmvIBmHogSeYBWuQKOABgUfbr38Y%20x9/BgBXoAU7ogUAgAx64vt/BAnOkJAVbOJ6ggBVYBJlohRVAB5nggjN4vX8QgTNwBhzoBZk4BlUY%20gp3QhjvqBRSwo8hEAcq0TMjEzMrMzMvUzM7kzM/czMxcgAW4I88MTdNETdBMzdNUzV4gzdZkzdhc%20zdmETRRwhdrETdnMzdlcAMqkTd0Ezt+kTdIUzt00zuCMTFcoTuRkzuVEgd4szeN0TunkTBRoQKMQ%20yNVpDjVkQ4QsvuRwjL2TCRSgv/q4gRzQw2j/QoEQ2oQ/TAWNrAZCPCnEqDUzwIdfiwM1+klJpEQK%20KyYGCARUSMl5AgEvqI9pmgKcZD/b0TomWYEdAkqsS0VbIMqVDIl/QEoAKQQWgKdeQICnTEjBaCCr%20LJ4eUD8b8IBLKIMhwK9qJMvB+Ict4EZvNAdgwAdMGIK2o8NqSMtzVIjQW7Ce2Ae9lIliUAWT/Acj%20pTnCrIFlqAEb+oc7OIPG1IlqUIArVbkZuNIt5dIu9dIvBdMwFdMu3YAhmIMNGNM0VdM1BdN5MAcW%20QFM2ldM5HVO/pNM7xVMF2ABruIV5yNM/ZdN5uAVriFNANdQ6PdREDdMNYIEY8FNFhVQsdYHE/8RO%203qsl31MODHW8NgzR6CgAFliAA6kGFKiAO+QEszmMfyiDQJCCc5gBK3AAaQhEyisCFliMAECB6PkH%20ZhgCb4RElFRJQDq6LLiHWViBGFCBHvjEJwgAfjMMSQOBnmRFoLy2CSVCCwUJTc02hOBRpmM8VDBI%20cwCBAoDDiJAGeKhKmQiCQLCFczAHD4ACLbAGEkiwHwCBjoPRs+zGNTpJa0CAFZCbAZm5ujzC7vKJ%20IdW6f+jLX0pSVVhSQViBM3hSmbiDFbAG29OGF3EFQnIRKaBSF+lHF+mF1HORRcjVFwlZF0GBvVQr%20Sg0tS1UdW5KnxmOP4fvO6ICBIegBsTikF/+ojx+KA29KVSqwAhDwgGsDATXA0WzADU0IhMVwhFwt%20lVNTowaUBl4YWPtKA04YAQmoBiLghFuQgToog1KBAhDAv2iCBZ78nVX8S2nABhCogEDYSwW8VsLQ%20Vm79VLsolQUAAQ/8hxjghPQkxgJIxn+4gaL1gEBYgVQgBBBQAdxYV2AoDLOc0fKLHh2whgpYgZuo%20hndYAW8z14L9M5/gAlV4BJnwhB5gBZlogxowha7oAisoBDbIgWzAxxWoADDUWIZtkQz42BZZgQEQ%202RZSq5NtEW1YgdRhERTAPxeZB5cFKJhNIO1kjmqohEAYtTToBU0AhnJdIH/4hB6gw9+xngr/HLgV%20aALwxbdB+AECaAGEDIKfCd25YYYX0KZqHLU9sIZEgIEXuIFt+Ic8sIY2s68GSAU0QKMTyAFKdIUA%20gLphNbc4/IchYVk1GIJPKBUDYIZBSIUYOIRqIANrUBRqk4lb1IYDMZ8c0IeZMLbw8wIQmIK+87t/%20OAEW+IHfgQc3IIAIGAErgIAnWAHfkYZeyIH5lMp/2EbPLYAcuIHBSYYhkIMcCIOuoII6MBB0TCl1%207IluMAIKoIYwwIUeeIVqkIIguIQP6IU4wAU0MAVwEIAFqAB38AN7qALedZEFyIMXWYSLRVnibREU%204NgvCt7wUF7mDY8hYKrvUADknV5aillM/1UOafiEQIgBZvCAcJjgkviH9gwEF7gFWoAeKGCBObiF%20IbgBfBWqmbjIC+KGEeDTF2hB9sU3IqC0GKgDJNCBf8gCEFiAWwgEkzQvNwCBXriFOWABueEBFnAB%20F+gBJxBaYsMHF+BAY047BwABV3CBQICeu3OFOQCBQsBWm5IBMhiIlGxAMlDLW2hmDWiAHkCBW7hf%20Rdhk9NgEF5gDK0ABGugEnMAFK7CFg7w4Dtyy/TqAW7hFY76EagACK/jlQPC2WhEIbo4nIL1LnhAA%20NnAFOZaDwLUNI5iABXAFTQCDfyiFD3AFWpiDdRuKW4A6F5mBhG2RKzC/F7mFjG0RG5CCF/+Jhets%20kWrAuBcxgGd4ESnw6UdGZIGy3kpqgDgwhE84AOWgo0RIBKdGAAjoCg2oAAQIgrIzvk4IgherukR4%206iViDDMg6wpQJglwAEMwBAZYpG2AgAqgaw3g1kqoAAlsRKRKAx/4hCCIgwpoM25gALd2gOkpA0MY%20gVkggXKgNhKYBQRIhCB4a16m6jhAAEN4P1tw6g6QszSEgKcOggoghKjkpUIoMSIoBEOoAHuj5eKR%20AwSIA8CugHLjBrx+6+IhgsI2BD2aCIteZJ0QB514h36IBIBEbocbbtHJTpmtpIjypoPwPsaAbgnw%20KG6NKBpepIXKBrUZRW3KhuxeKIiSqNf/5gtpkAAiiO5HAoYVQ4zuru6F2obsZov5plfppjbrhm7v%20k4DwVpuPQu+I2ovpVgn4hu6IyAamLZ6NWm8CX4n/5ij8ou/iOXDiAe6lcAd7EJ/k5vAOh5HmluTl%20+K8hqi8F3W71Mu/VwMkRNy/hQLD9ci8UHzAWpzqFWhAURyqGWggcF6oSd7MXt8vg9vAhJ3KSod4w%20WmrtUvIlZ3LluvAih/IopxQQr+cmt/Irx3K3CnIp5/Iu3z1Irl7nzvIxJ/Myf6sn9/I0V/O+OnKl%20FnMzh/M4l/Pm2PI1t/M7J402p6kkn/M+9/M/X650DFI8J/RCjwoqB/REV/RFF4k6N/RH/4f0pUB0%20Rqf0Srd0LU6lQf+MRpAFFjA9POiORtADxt3pf1i9FTg9382ORTiDHviCf8AD2Ws96bUOFvB0FshY%20dmw9Fii77KCDUWfcpFu91gNC66ADHFiDIJAJJchLTxe4k0b1QBDEz3gDCmABVJCJbpA9FvDjf/gA%20YA+EXQANUV+DcMCJVjgDMWgBU2c9xj3qzaCDGgABllZiVB/QWJ+9QHDkmZj0S/f3f/9zRxcNWXgF%20LxCAFXgEAd4OPWCEdJBMrWsFU2gBJfAEarjj7HiDLlgBEHj1Z7CGLdT4I8iOAUi3KzgGC5AJWXgE%20Wzj4V+C50agFXbCFeFBkhTUFJqz4i/8HDblYASuQBJkQBGbYQkbogSjYhY9vAxFYAZHvjHUISjGQ%20iVJYgSuwgEUjXj14BSgQAIIfnM6QzBVYg36WiTdoPHX/h0lwBCZkg2jQec0wAaxbgyKQCTJCAQ6w%20gGv4B94B+aXXiX4H+L8H/DFH89D4gBWQAZlovTTgDguAur5MAiOohbP4h1G41uzIAFqABCsAgDf4%20gB6QCXZYAQ2yDvTjANVbgUGQCVT7OusIBDuQCWaYB8hH0klgxdDAhmeIAZ//hy/eRylQPDoIhK7A%202hzwjEOQAjKiBJlQQJmogeEVAFW4BJmwtIDujFjgnTUwg5mIAV1AATFQhwvAAd/5B3f/4FfOuAYL%208AMrYOkZcGQj+AAQ+PzQ73s9ryo+D/z7x3/sEvjPKAWAqLFC279/y1ZwKKhwIcOGDh9CjOhpTYsP%20Z9AVLLbCXMSOHj8WlHIGTRYQfS7UYFZw3RkWIF/CLKjtwopeKFC4+kdhxYCCAq/FDPpx161+vTb8%20+yBLQcYVJoRCfehuzat/ImqgKdjmTCAK1gryOrMiKlleKyg1VCVG3M50Plc8Ixt1SD0hBbmsyOKC%200hKLeQryWxFDrlATVkAVZFQTRT8bF3Co/BevZcMN1wZUg1qiBIIf1fyBDi16NOnSpk+jTq16NevW%20rl/Dji17Nu3atm/jzq17N+/euqv9/0CweeGAa0gJR60m9tDbhMif/+OiCpG0YqqmZFRFBTrUNxOc%20DchgEmXkyV+5B+0mYMU8BQpWrMKhque/n+iFflgxKRCzdBaZ/mPdU/fB5I4VAPwjyEgFKVHDMjXo%20ARZlBHbEwQqWMLRTC/Wp4tw+cFHYkTVimFFQLU95QskfFiVzlyqDhfiQCWvMktgQG8wTQw9l1OBM%20QeZVdllmQm3W2We+IZmkkksy2aSTT0IZpZRT7lYNAcKVQJxxMXokjioriFPQQc5x+ZIvZ/jBi04r%20AOjORmV2JAAOgZiDghU7eFJDHSup4hKcEL2xnkIrKIPDCqWIuQJQfz4kgB7mvCEFC/+SUKDKPAWZ%204BSjUlGV4Bm0FHSHKqrUMARYX26qkIUJLGQdRvWtoCascaX6z4h2CSBLLzFY00Mz8v31T2AwbjrJ%20Goj9g4sLBWVgxRh6/thnkJhpxplnVGKbrbbbctutt9+CW2VwwylU3HG1KrRTFf90w0I0+KD70Dxn%20uABOQSLokUhBo1jhQLwKKcGFCSa4sgIn/FDQAyD/KLGCKf8CvAIYBa3QR37r/iNLNOdA/E8jqsRT%20kCuWyKNHIQVN0m/HpBzGMA6oZPOPFCsEMUEgCxuxgg/oDrACq/9UY4IqMyiUX5b/DOGBGujqIYY+%20/1wgsAlDgIAAF7UgUpCbDNQ6I7L/uPSwxD/i2ZHwwg0/zJBl1BJp7ZHhwh233HPTXbfd4FqJpZbn%20xmtEDaaYwK8d0nSskBGyCJaHCe/8M8ECTrhThw9RFK7QFlZ8wXAtFQjDxhoYQzyA5zaYAALlOJhi%20AL+rEA6xAKrcYoMNgVTgzwS0IDIKMxVQHi8fBvSyAipJACLA5u7cEo006eBQgQkpg/4nLyaYs8Ia%20uFRB0wozkH5INaiHwe8jMW86QzIrWDECKxIotEA9ETTuShyjoDD5posYUMsKLzQByDMvRAMXN4BG%20NZRwPM9FryBrG1JQinStu0EwghKcIAUrWDfg6K1cW+rYB/wwB1dUgDmVg9oobjGH/zksQAokdIUr%20NCGKERbkGZowxj9KQYcF0GIORahcNy7giRO+gnAC8AMLp0GfjtmAha6Ywy6gVgwWGuKF/9rAAlxw%20C08kIgp4+AAaaKGJVfzjDXTo4hwkUSsOLGAOMfCDC5BxgVvEYImuYM4QWVgBGNTqFq64hR4fQQKF%20oKMCcoDaBFiIAAKkSgFVvGIQotCNNiyghRMToytyuMNpMTAmDnybBTvpyU+CMpSiRE3eyFUQc8Ew%20lRAJkypb6UrCZFKV1YjlKx3Cylq+shoECcoCq2WkUQIzmMIcJjGzhUFT/gOVuFwmM5vpzGdCM5rS%20xKQvH1jMa2Izm9rc5mlKebRTbv9wmuIcJznLac5znrOXbfslN9vpznfCUzaZwdYxv5nMcKIzn/rc%20Jz/76U+5qLOBbosnQQvaSaBFSRqzNOY/pEGbf8gDAtugkjf39s+LYjSjGt0oNAOqyYEaNKQipZs0%20GDAFTi5JGiRwgDyk4VDUEA6lt6lGFhgAg5eqhnA4lYYMUIAKCeAUSvW0KEeLatSjIjWp0PEoTDY5%200qdC1VvSCEQ//vGkalwiAJ8AKkxhgQZYBNU2Dg3DCqAg09JUw6tZeOk/zscDel4JmcpUKl3rate7%20FpWpL3FqVPvq14Tyx6q3ycZqpPGEANAgG2EdjTSCYIUgnPU1hAUN4QxQ1siO5h//86CZYqvxhBd8%20YhuLddJQNcg3vKI2tapdbTP1ChK+/jW2svWNNFYQmYaKZkhvm2VmPtO6auB0SIsdUgN2EAaXKrQg%20YVVpGSTgD+D+lrLABU1mHDrL1u10SHmwQidcqtvcFgS4MPhBJhxKODng40gKTe50l1RR07I2vvKd%20L3035dqPwHa2+t0vbaaKggHwgAcDMO8/bMGDDNjFH9LQQBqEwAMM/EMGfOCBBmDg205kIAuK4GQ1%20zpEFPpBAE2FoqDbgkAEe8AKl2ZCCDKqBAQ6QIAsZwMJnJHxTaQghC9zYRifO4eEMNMC80uBDBvCR%20BxB0ohregMKJCxCaapziwEKo/wYJNIAPlx5CAxnIwIB5CgUiBCMDGlCse8dlz7nWN81qXjObPXJf%20j+SXv3Kec04DYY0YrGAFVOCGNCSgAWbk+QUayAwKUoEKp5AgDnl+rILN4IE8O4GrCs5EKlYQCAPU%20QRhWZUAP8nyLAYdGGvoAASLNMYJP5DkVEqiGHFjgBsKNYAX4kIEPFoCGPH/CqtWYRyBWUAcX9MAM%201WBAr1eQihAo9BT9CLQEDgCCTVTjEAYoNhX+KIoe0MAalvaXe+N6Zny2OdziHjdr39yRONM53eoG%20TTl6jYJhoGAFIfiHBgKBBgWQwdiEi7c1pmALBlhBGPO4RQ9g8Q80sGATLrCCWf9B8w/LJiMPeSaa%20NgJRhw04oV+iMSwLfvCPTK0AHVRgzz9KAAJjZMYF8pYBAlaQAzK8gAUbOoA1UKGAOawgAJfgxv42%20EYZAVAKrvQCBASIhc1FYQR7/aEFNhqGJFYzgH86G+gwC8YIgK6m04Dwtubvu9a9v1NwRQfe6y87f%20qVoDG/9wQCBgUQ0FWCELQJs2BP4Rb1sURAh8YA4fVrAJW5kKH1nQgXllgAZUnOAfBOjBX2ZhjQI0%20tBeoAMZLeWoNRGbqUhZYgQH+0YDLE+4Wsg4xqf+hhhXkmgZljTDBzbBgyFejF4aoRt877w8NyADp%20PPhHAIbAMRlYwyVQ6EEq8Aj/8Lpn3dtEBTvzm+/8dAqpmpg1O/X9WluVSKMBQxBFGlBBA+BWwxYr%20GDEKAnCkagxiCMH3+z+QIJjrOtzZ8pilDHZgg38sO/jaXgERKi8DEGyIYXCMEPTAU3weAYSevJEA%20AqQCCVQDEazADfzDLYAAsv3DkS1NorGAtiFANfAACBxAQxUE0ildTVjVPySCNVSDs/3dPcTCCnBb%20kmjdPXHd89ngDeKgKokdRJBd9flgVE0V9snAEBxAARSgronfU5QfdYmCNTghC5AcMMTcCiTDdP1D%20EqxABjSUDKTC/Q3BCliD+g3BEPQfZZHA5X0cCEzZJRzh57VAAuLDAqJBi+lA/wROoAfc1D8IA5JJ%20Q6Wp3woYgjRsQg6owJH8g+5Vgx0qWAtYQzZAwbPNUjCsANckXwZtXQ5iYiZqIrrs4EP04A+CYkh5%20Q2Bl3xC0QBp4wPcp1BVwnt3lgMOJHrxoAMkVBAZ84aD5wyFaAQ/MEgk4wv0xg59UQzcIFmUBH+YF%20gl2YwREC3xv+w8jFIQJcXTXU4bJQoAXaQLDBgJ4VRC/4QDWIh9vl4iEGwvyZ4HMFgTU0GwjMQySS%20XNaZ2fJt4jzSYz0SRic6xCeG4j7C0/U11B4MwQ9IQyQEghcAjTkMwSChQA/AYgX+AwOQXDv+Azqs%20AB98RjWYQQ6gAWZAQA7cX/8hlCOziMJkKdgxfpwV2IUQgMBTkAALOME/nEOlzRoSTGMdzsEEroBd%20pMMC5IAZXAIIvJAaDIEj0B7J7VoDICIIDEEnWFUduATSMYA7UqIMKh982eNVYmVWRgQ+NoQ+8uNX%20blO7qUQ1qIA1AME/ZEFNmIPo3aTdgQAsrgAfgQCb2Mot1AnDnR+e8VGv/YUMgGEMmIM1GIKkGRYI%20eFymYIHpWcFTVEMgsAAVxNvK7cAL7AE1rkBOsB0a0EDBeIAQ8FwdmAOgOYI0qEEOoAANxMDRJd0/%20NIGvmcMNBAIZoKUVkMFzzSJ2wKMl0qBW8mZvYiVXMoRXguVwFlNtoQDQyAH/CGhBNUgAEHTaCiAB%20jUlDPwQCNyhYAQCay4EAdiBCnoEAEIgWdWGnpTFADHzCc8lDnq2AJnTCxrVaGTzjCkAYBlgBDShY%20BnhaIlgBPnRfAMCDZeZENhRCnvWCOYAAHNzDJuRZDoBAAIiWKOTAgmZDFlgBAxDOFKjnPMQMD9CM%20aEHACvxFJcoVuPlmiZro8wHnQggncbJoMJ1DATgUMBQADCiYP+CDj+nAZ2zDjT7ZjZ5DGhQA4ZGA%20j+FDePaoj/kDEeADaGiDj51DGYqGBASpNITAOfBZNpzDkiqYj4UAN5zDNpBDAeADUGHplfUZkRKB%20lUqDNxBpATiZNOwokUpD/5rqgIIdgpN6g0PRKWjQ6Wj9Rjxa5YkK6qB6XYoqxIq2aKKCkktRFqMq%20GHLtVFBBKqNCamlMaqQ6KmgQFnI9qpBhqqNmKqhOaqghVzk0KqdyaqdiaqMyyXtdIqHCaoniQRtg%20ARFwyawKwTYUBAfEAplMk6EWBKIq6rASq0jNIJrFarIiVSmwgyKMI3p0AwcIgTc8hEV4wBFERTdc%20QwHQ0kJ8gCpAAzEUBJ4FizgBa8mBVLGq67pClavuprLC61HRQQ1Ewx8QiBE4w/s8BB2gjr1CRc5Y%20gq1CxLy+AuW8wSQQDTmdq7Cya8M6rDAdK4nG68T+kwDUgCP8wQAQhDYMQP/HMoc4dGxPhCx9hKz3%20EMcAdIMzQMMS3EPI7pJCHII2lELJ/gPIZsYAeEM3jOwpDUAprMADjCx9cKzGAg21HsIAHELM/sPQ%20Im1HRd86WdPDSu3UFpO7IivFYi0/CcBO5NmypGeeoUA35AcY9ox6Lq161sMRIY16KgMgNIJY0GVB%20vMEo1IMbTIB6usI9NEIPRMExYA4dqGcgnK16IggU5hnjVMoKPMI/LAA0DAKe5ZkBGMEoqOeyPNPC%20pivVau7mglLE1mDWgq45PUY0qAMjeEAVdMFx9t0vrMd5nFLF7IQ2yO5C0IEsHIBFfAEwHAVOvko3%200C0yTIAHqIMg9IA6iID/ClqAFfTBevTBCVQMTXhDI1SMrhaENXyBEehBAgACCvCBJyRAPnjC/RkG%20AwSvOnQB5lzu0woUO3Fu+7qvBFmtxIbu/IrTY2jCREaDJKhCTsxMLQgAC8SM86rnSVhaAjnDClzB%20PzDDK1yFem6PQoxCNABvVmxC8YqAqVhAIKiDAAhuz/SBWITRCmDrF+YZACgFHyQT447B02FEpozC%20KEjgPKCvM2Eu+77vDeMw3Hgu/fJwOT3GYDBCNHzBZcrMCjiDAIBAOeDBTpzANVTMP6TDCrAACyRe%209a7AMfyDM7zCB+gBOgwAB6TDEY2CGAAvqOSCBX/FKVjBESiB4DrvB69A/2ZUTH48wwCwAAB8TCy0%20zxjsQMh93AqMwgTE8Ay3lvp+lA3ncCIrMlzp5tX28CM3k5yYQjWggwdoAVb8wzMcBh2wACCghEvQ%20RB80AiCEQJ5VMaxUgVIowwXUwhgszELMbT2wwgRkxTD0wBGIQB28AQWAwBFwcDW88U4kRcVI7yF0%20gywAwAXoASv8gytIAS2MwSScAXaMcSiMAhL8A9xlDg0bclNl7iKDczi3KqC+KiSbczPNKzVEAcuA%20QheswBCwwBCQQyMEwh9Iwx28sx6sABMoQQ8ccBa8bDqoAgh8SQJEwQKsAAjogQd43D8YARs8FgVE%20AzCcbx/0nTV8CQAAbv8UOC8/v/OXMAFNWIM+a68e2Bkk6K4YHIAnvPMK0IAR4AA15ANeGEL6ss36%20Rq046/RO/0ZVlvM5A/Ur4YEU2AI5pEMWNMAJLMJSx4USZMHCiEMGyMMiZECWLLUWMkQsUHUGwIE3%20WMBS0wMEQF4YsUMWnIMAeMHyZMET4MEiHBgflMAF8EE2RHWJZMBWq4DMXHUJSINW50Im/IMFaIAE%20XMNS8wA7vEEb2EI2lDVTcvNNH3JO8/RkUzZs7HBQY7bXdWtS1bBkV/Zng7ZpxO/nZnZpmzaFdPb0%20hfZqV/Zln/ZrwzZ6pDZr0zZtj3Zs43Zuk8Vs13Zvf7Zr63ZwC/dWdvP/Xn2zbyN3ON/2cDN3cysE%20byd3dIMzcDt3dec2dEt3duPwclt3d8d2DROAamv3eDusNPj0PW2Bd6v3a29Bcb9WCRjCG5L3fHNu%20NbSAIcgVByzCevN3Zi8CNphs21QA/PR3gWNiBFQAMh0CL+ixgTs4D8dCOgS4QE0DJgRBInRAhmv4%20hnN4h3v4h4N4iIv4iJN4iZv4iaN4iqv4irN4i7v4i8N4jMv4jNN4jdt4jCdCEKTANCCTNjTxgwN5%206F7DCbysQGHCNBgCAviAki95kyv5kzt5lEP5lEt5lVP5lVt5lmP5lmt5l3P5l3t5mIP5mIt5mZP5%20mZt5mqP5mqt5m7P5/5u7eZzD+ZzLeZ1/OZP7gCFUODJFGy9cg1ZvwQYI+qATeqEb+qEjeqIr+qIz%20eqM7+qNDeqRL+qRTeqVb+qVjeqZr+qZzeqd7+qeDeqdvwSLEwjXwwoQL1Gao+qqzequ7+qvDeqzL%20+qzTeq3b+q3jeq7r+q7zeq/7+q8De7AL+7ATe7Eb+7GzOkNowyGcQDpwwDVAe7RL+7RTe7Vb+7Vj%20e7Zr+7Zze7d7+7eDe7iL+7iTe7mb+7mje7qr+7qze7u7e7tjAy+cgNJGBQwg+73je77r+77ze7/7%20+78DfMALPLCnQUPo0tEebdAq/MIzfMM7/MNDfMRL/MRTfMVb/MVjfP/Ga/zGc3zHe/zHg3zIi/zI%20k3zJK3zSasNmB/nKE2pvAc3Lu3zMw/zMy3zN0/zN23zO4/zO63zP8/zP+3zQA/3QC33RE/3RG33S%20I/3SK33TM/3TO33UQ/3US33VU/3VGz3La/3Wc33Xe/3Xg33Yi/3Yk33Zm/3Zo33aq/3as33bu/3b%20w33cy/3c033d2/3d433e6/3e833f+/3fA37gC/7gE37hG/7hI37iK/7iM37jO/7jQ37kS/7kU37l%20W/7lY37ma/7mc37ne/7ng37oi/7ok37pm/7po37qq/7qs37ru/7rw37sy/7s037t2/7t437u6/7u%20837v+/7vA3/wC///8BN/8Rv/8SN/8iv/8jN/8zv/80N/9Ev/9FN/9Vv/9WN/9mv/9nN/93v/94N/%20+Iv/+JN/+Zv/+dvjIqgc+rN/++cTNsSABUyN2UaEBZjDorh//ut/5eQBQLg48e/aiSErVvxTuJCh%20QgsLhjWUOJFiRYsXMWbUuJFjR48fQYYUOZJkSZMnUaZUuZJlS5cvYcaUOZNmTZs3cebU6dJcjIYL%20EGY8gcLnTqNHkSZVupRpU6dPoUaVOpVqVatXZcYYwutn0IwWWBTFOpZsWbNn0aZVu5ZtW7dv4TLM%20s0KKRKAJNc7dEJdvX79/AQcWPJhwYcNTLawYMtGVV6EsWFw7PJly/2XLlzFn1ryZM0igeSbe5Rhj%20hdjOp1GnVr2adWvXrytKQVjXbtATeQ4OycN14gaEkmEHFz6ceHHjx5G3JI239gpeKBBGH2Jh4jWE%20CpJn176de3fv3/2yWIGCYuPxMTJIMSF+PEWE5MHHlz+ffn379z0mXrGA4l3aDtnbSyLomMPPwAMR%20TFDBBS+TrbT+HFvItxVcCG02BjHMUMMNOewwqblWAM3CAhXiBSH+mvvPwxVZbNHFF18EUUSJzJuI%20QMYuhFHHHXns0cfsZISQRIWAQrErun5MUsklmWxyMAeNPHKig0xbyD8nscxSyy25XMq6/YSUyMQV%20BDxyoC7RTFPNNcfZ7Ci38iJUaC74JBKPzjbxzFPPPZdcTkjqFgIrsonGNIHPQxFNVFEG9VNxoUUO%20Ki29PFhAATiJFvlt0U057dRT5IAylKINXBCPBRfKnMiEBz9t1dVXYbUsscVKGmLQWHHNVddd09KL%20JN9S5VXYYYktdqcYWDgTJIOqNNbZZ6GNdqQYUFDWIxealVbbbbnlVoEFrNXoBBew69bcc9EtFhsT%20Ls1o3XbTjVfeeemt19578c1X33357dfffwEOWOCBCS7Y4IMR1jMgADs=" height="426" width="1130" overflow="visible"> </image>
          </svg>
        </div>
      </div>
      <div class="fig"><span class="labelfig">FIGURA 3.&nbsp; </span><span class="textfig">Comportamiento de la producción 
        relativa de granos frescos en función de las horas de inundación (a) y a
        partir de 24 h sin afectaciones por la inundación (b), en época de 
        primavera.</span></div>
      <p>En la <span class="tooltip"><a href="#f3">Figura 3</a></span> se puede observar el comportamiento de la producción relativa de granos
        frescos en función de las horas de inundación. En la figura (a), la 
        producción relativa de granos frescos, hasta las primeras 24 h, (1 día) 
        de inundación, no muestra efecto del exceso de humedad sobre la 
        producción de granos, a partir de este umbral ya existen afectaciones. 
        Con el aumento de las horas de inundación comienza a disminuir la 
        producción, Figura (b). Como se puede observar existe buena correlación 
        entre la producción relativa de granos frescos y el tiempo de inundación
        a partir de las 24 h (R2 0,7973). Existe una reducción de un 0,14% de 
        la producción relativa de granos frescos por cada hora de inundación y 
        se alcanza una pérdida de un 50% a las 67 h de exceso de humedad, en 
        este caso el cultivo de la soya muestra un umbral de 24 h por lo que la 
        reducción en el rendimiento y sus componentes se registró inmediatamente
        a partir de un día de inundación.</p>
      <div id="f4" class="fig">
        <div class="zoom">
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hHK0AhQJ%20QGgWZvCAQAjkuC1IwT4vG4AYJKAGNWjCYE/hAQZQ4AQ9oAEDcoAFEyjCCDGAQg1ikAJF8CH/BxRQ%20xgWI8A8g5AAC3qDACj4RjnqigMhDsEAEUkADKrwAAY9lbU4AKxDBCgQSUpjAIx7xugOyQn6ReGIE%20GoBSzGWrgStjRexArYoH1OwfGciHKQ7oCVEnroGs+PSl/7GBGEBX1GkqgBSwMYkaDEEUK1uZJyLA%20ikh8sgEEOILDPGFsghAb17COQKtjzWpXC4TZkiK2rDLgzh2C+tngajW4rA1uYVNb0ejGiGstAtuV%20iCAGR1AGEV7AgBBEAAgYeAAQhJSABxBAE7pggS80UIoWPOAUqoACBtSxACSM7ICa8MULWJEBmWpC%20BBkohQiGQIMlpIITGvhEDqSBSSWE7RhP//AAk05BaQGIYghB2JxAIu6LGlzCFWUzAvHKEQNJRDwJ%20oIBFBkQhCiwwYBSguIASCKAIS1iN5N6w5z96cYQEXEIKMrCBASAQhET/owEwyDERMuABCKCCvzEQ%20RShgwM+CoCAIEujFVYENgiNAgA9ZjI4oakGBByxhEiF4BBZK0NYhhKIUEBiCFC7xAl6Gou4SaEAB%20kLqyHlw48q2AAAagsIRS6CIHM+hBA1CgBD68gBwgYIUk6pgCJThAEgLYgCewIcwlrOICR5CAJdK6%20hE5I4ojpvgmj/+Hof5SCFkdYAggyaAogSEHLIgCBNSJqiQyQQAk0KAAQCjAJIHRtATzrq/8BjCAA%20H1ygW8dIABUctgQR0GIDoxAIK0QABBlowBMGcIAA/tGBICQAFBngACLQCQjgCzEABLqAAJkgAo7A%20CqgABEKwDyCgC5AEVBIABTPADqUFCyCQBMD3D5ewD0ZwCk2wBALgBJcgAEZAC48jAiJQBKSAVAEw%20gfuCCiQgAUNiCuVwBPmQCkhgDUDQCT0AAyTgMJ2ADftwDJTzAjWANQVgBEZgQAsgAfsgCcF3hROx%20bhXRbiohAiM1EBDQAo7AB6gnEKUAeo/zD6qAAQLghViwRUOABeEgAjOQAtHFDlJgCSkAAWkoEE8A%20AZtAEJDwXDsAJ0iwRkFgZJhwBOn0DwD/Zg0EoQEZVEOlAAXkoAqVEAFUcHCXQDMRxQqh0ArKwACW%20tAE5AFYSRQMoEA6wMATe8A8C8AhJ0FfFVgC2hTkDUQAUAAGSklxE4AjskADhEAFe2AKJYwnWUUOZ%20QA4W4IjsQAID8QmRAAqeAAUQgA1WxQ7xBwkXEAM7MApHQAv7YgkOQA47kAHkkAENMDk8wAJWuABD%20MATERAvskAGgAApOwA5OIAMPkADSSE5DQAFetwLoJBCtIFPhcGECIC5YWBPDV3yl4ARHIAA8kEFF%204AsQoAwbQAPkoARP0AkgkFEYwAJLkAOnsAA54AC1cAG+oAQnEAAciQJgIwJLwALsoAQo/9ALCXBb%20GWRAodAC7JADG4AJQZADQ1AC1tACgVAANBAEcJcFj3AEF7AJFEAF5ZABneANBNABfadSAwEDMMVU%20DSABMwABM7AB0MQCQ0AOQQAFWRCUEvAEQQABPMBfEMAO7EAFDbABD/AASiAFIsAC3gQzAhAD1YEA%20fUkFQCBWQZACOxBQQwAFDRCS7PACfLACvoBeK6kEQeAAqtWQoDkQWkgRXJgSzvWGAlGUkiACDyAB%20AmEDOAk6PUAOG5ABQ0AmoUADWNADdEgAd3gKO9ACMeB1FBADASCINJACNuAjWCMQLDADmgAEHiAK%202XIBQ0A6A6EKEOCZ/7AAKYABNMACNv/JDtYgCb6QCZ4QDgjwnErAAPCUAUEAAwIBCqq4A7UAY5VA%20Bb5gA/Z1ASxAA2UXWgOhAUPAAlsSAjOwd0fAYOUQBAxQDjYTAdJQDvH3AkdAMRdgkgNBjtoVU0kw%20CQQQBPzZCQmgBEJgAmy4RRtADiUQDizgATQAC08kECiQoN0ZBDyAi0aAARAgnhBwBJvQA4HgU8rw%20D5LADtIwoyMFT905AzRACUkwBB6QJaE5Ew8JLQZRCTKAATkwVR3gDROQBUgQj/lAA+wADOxAA1ng%20AS2ABOlYChmUAbwUAphAAxAgDQiwAQwgAfkQAxRgTRnAAhggDTGlZZNADgxAAE7AAo//YJiB8ALl%20sJRdOgFGQAIPAAEX+AAwMAQoUAIxQAUnwAJHUHVtEwN0CQEPMAoO6gEYMAPiIwJHMASx+gJDgAFP%20sAQ8dQT7qQTkIA0D5YUQEAK9CgXwRgPdMgrlkKgIMAE5gAksyQCsKgIUsKAOIIkzkA9SkALswAM8%20cAQb0AILSgWfVKXkOpoTUZoogQQzEAID4ZQX55ICcaQ8MBCtwADKQAtBUCErMwM80APO5Zv/YAEH%20ZwHC+YH/wAIxsFIARAMEIAQOwAAG5JzQKZ3HYDAXAAHYKRCpAAFGkC2tkAUMAAIwYAQOsAGosAq+%20IAAN4AAzQABGgALkYEkvEJ/zqYrc/5MPQyAALcACndALPNACIJChECCgAkGg5RA7FzADqgCOFFCp%20lZoEWyIQJZoPm9ACLYA6F0ADx/kPkOAAOZAARTADMYAJk+ANIvp1JVoL+KZlAiEDDAAwS4JTrkkQ%200jADqXCjBKCjR5ACJACFMIAK/2AKIMACd1dqKFAQMTAD3fJ1M5ADlBAKJ6BPFFAAn0muJXGlopKl%20yvAIvvA6LuQLEiWVdVZvR5AEoUABNKALD7ABCxADBOBdltQL5EAAfTUzHRAD5dALSxADPNCg4YBm%20KzUJ6NUAuuALKoYB+UACLBACtdACEDABL7AEKeCbiKkKITAEeygJQEABHsCDK2MBR/9QA5PgAB6A%20ogwAb0EASAJgVBTACZKAU/9gCSAgqwwgCTGAAp8AYBnAAKTzdiAglyswYf/wYrVgABjQNeowAewQ%20AxiQCQgAYwgQABhgSQT7AP/AClLJsjRQAxFluR7Mf3GSK6/0Es5FAeUSCYnrCCbQmgLRCynlMKxQ%20AozIB0GAmj1Al5QEZwe0BB4gBQtAeprUVwSgBJcFVJMwiClQAAiQfALhA4noA5jgAUtgsRCgYwOx%20san3dQ7gC6vwCV5cbDMjAqbwABi2l74gs0MAjamIAo9TBC4TAxkQAXqKAqXQCwQAARErEKZAuDUU%20Ca7zi8HYA6DwCZMwoxFwXjHQAjT/sJCOqKH/0ANj1i1GAAGwEAreMASrtgAhYKIigAEyUC4LwJKX%20IKBGQA7lUBB1e7cLgKPf8wIPkAGfkDOhwAqWoEYngAEhoAlB0AIGFAH2QgM5+5oPsAI7sC89sAIY%20cAKV+8EhgbnjqmEZcATHkCaOgAUeEAml4AvlMCa+IAUM8AQdYHIiMF+ksLcX4AFG0ATYwKYB0ASb%204Auw0JQdQHbrmQOuIFbpJLzqEA4rjAErwANIQAssgAJPgAFFUwOBmQND6AGawGUYUA6dAAFK8AC+%20AF3d6QsrIAEtcMbQ2gI8sAGQEAq0NwMIoAia0KOhsAHX1J72W5eBkAPW4AFYgAoc/ycDARACGNBb%20/xBVInACTEwAKsYDISAKSUACQ+ALO1oDfAAEGcgHAXAEJAAEJAABDCAEy8zMq2WuEoGuJ9EEQ8AA%20AgAJukUAoZAED9ABXmOTL/APO7ACDKABOxAEMYAKDfACGIAFlFALQ/AAPdADUImWUOABDuAJC/Ch%20p/AAFGAJliACQgAJ/NoDAsAAKNAArIAAHpAAEbDOa/UPf5ix/4DFBhMKfIABMIA6BaAKC7AE5NAE%20qYBe3ZlklkQLycRJ9CkNjyMAP6oEGQYC5PBMppADMVBaAxEOCYABTfAJsMAOZkcJTLZqpUAEVjgQ%20lPCcF5AA2DAQGXoKAuEIj5AADf8QCljADkAAokPAn5r8AEIQDuRgo0mQeJ8gAwIwCakAeqg8A5a0%20yv0qEIVJA3XSA6ngCAYgBd2pBCtwzA9gDVyUTkZQb5/QALSAAcpgAzJAZ6TAADLwzFgtEs6MEJ0Q%20zYvrCljgC30FAsbrCyHQAN3qC0dAAaPAA4/ADjm9BCiAAd18XAZtUJgABJrHAGLYAkHgCFQAAekE%20ChnkCqVgBEfAAEdgDRvAAlmwCZyLAUVgAd9JADxGBLXwvCDgCdN6BFo1ECHAAAxADt5YjkkeCBEQ%20CZgArQ8QAv3XAmLyABjAVBrgMuFwUx42qh6wAQKQA0mODftiBEPQ0xhQN30+52b/d15HMAPH0K1H%20YATWEAQYsOKSkABKPgPDmOGhqdURwdUmUQJ+DmMeEAQG8A/W4Av3JBBAEASdmwPBGFqB7U0QJg2K%20wAq4x2BD8AjUdQwssN4cZgHINuplqQuTEAQs4Ag+ALI49QAs0AQRIJElYDDehYoCsQTBGDvhAJQ0%20MANBcAENsAoYAAQLsAIEjlHGbV80sOKYEAlhuGoFwAITMAQRtQRzGQIUQA4PINxegwQxtTXkMARN%20wAqn3qNBQAH7Bzn5EFNcFwgUEwIQgJYa1nc8kAWZeQKTQO4wswBZQA5EEAnkm7gxoHie4FJlOQRW%20PBAtMASWFA5+ujds/QRjtosJ/1AAEsBxri4FkZAEbuXjFPAJjrDRQ8BkLTA8BFmWOTAKV63pG7Hh%20BzEJGgADdaRhBvAC5eIICMADUCAE9hUIDgADAmAJ1ksCJLAKlrAE3vAEptADGUAAGyAEGWADpdAB%20BHABJRABsGANndAEMvA4FKey/1AAL3ABgXAMqHACJlAAXQ8DxzAJTXABCEcLPfAJEgACGbYEDmAE%20TsC2/yAEUPAECNABoGABgX8B+/cJMGB3DMAOUJAJJxAJDSADDoAApxAOyhDWInAKDdALIJAFnEA8%20nJAAG+ADabIEMWgDJEAxpcAHF3ABCNBwIGAEIvAJGpAAIbAErYAJWFD9kSAAT/9gBCVQgUp/hZwO%20EZ5eEnSIZy9FCzWEBNLAOsYHnyGfBZJgMJKgXjlwAVgA9Z+NAuwAEDMusAACKhS2HEMgqPPxr4Q0%20JUFmaGCVwMGOf0taxIDQAtYnVgJaXPL0jxMPTP9U/hPCQ1lJlQJmDImRIwMoIS2a/DMgLQcFaSwu%20RZiEIAaNE6y8Xfz3aZMSECpDZWjRQhqKFJ1WqlxghGOCfBc0/PMRAkIQCCnGrlxAQUm5fC0ewAi1%20wRsSlZ5KVEXRIkuTSAiyKPpX6gUFU/96YaFJA8aCCLpYDBlygfBWECFq/euUgsSCvKpQxEBbo5Wq%20FRy9WeCMAG3lT/8wzYjYAsj/P1A1aCihIYPVVuDBhQ8nXtz4ceTJlS9n3tz5c+jHIYm4cHwCBVEw%20nf9eGQG49+MRwIP/R754qFDah5v/bhw8q1C/P71gN+TBEAnMuavcLxy8p1Ai8W8rVshjLzoEE1Rw%20QQYbdPBBCCOUcELmOmCAQgJWmYTC5ZCYwZtJRNAgFJUaGKWBrSIpwIAlNlypgRKW8KSVHVykRMR/%20XFngN1YcQaIJS1a6UYSGIijAAhcXEEGXcPJa4BJIvOvBFNBWgsSUHoDroQk+RvnNElQa8K4AAZaw%20xBFLvOvkmCVaMRJJro6hZKVQJOFDklJ6ETC4JUSwpBRFtFLpGCRWqXIlER7I/yIcS47haIcFCkBx%20JRsE0KSHHiDzwYYNWfFBCEhUKiUVAxJbaQcRiCglOFd6CZWVAnbYU6VPlkBCExL/aUCEEmJTCZRa%20DBAlV7JMKCHLlS5BYhQOm3X2WWijHW666oy7Ljtps10wAh9SGKKFAA7UdlxyyzX3XHTTVRc4CzHU%20MF0BgkChKWI9iUS9f1j5BJTvQOE3ggJVisCgfD15b9+tIvjkE5giCbg8UD4hz9737k3Y4q08AQWS%20PSNIjz9I+H3YY1BKcni8j+mEhMT+tprEV1a0C+WTSdhrgp2JdpCAHGnmxFilSFaOwJOSWImkYvJe%20nvUfjYkl8GigW8btE2IV5v83RZoz3le9SD5Zel2wwxabOWqtww7fsdFV2JJKnE77bbjjlntuupFr%20d8IMXTxXhBYIqPtv6MIJgQYsEgiKj6sBV3xxxtEt29qzt3LCBEFXcoUUBzJYa4EOHNhEk8ZDF310%200ks33bm7Jcw7XSEQkOJ00jUJpAWgboP9dtxzB+7x4q4t2pF9HnjiMkRpQSCBLBxhBYYnELiAAEfE%201X166qu3/nrlUo9wdXTt/Rr7twEEZZJJpAb/fPTP5Z043/+p5IQZMFjB1JWW0KQBKR4g5ZIg9ilF%20AgggwHzpI2ABDXjAdWkPQtxLjvQQ+EAIRlCCy1nfcNrXAAkkoQWaGU4qHEP/Ammk4h+jyEIL3NYd%208aRQhStkYQtd+EIYxlCGM6RhDW14QxzmUIc75GEPffhDIAZRiEMkog+dpcAHMTA5pZCEEPzjA14d%20I1cNWEUJShCkCWZRi1vMXQWF0z5PrKxvmxGOAGKwBG/wYCy9SAANvqcrVxxpBxZwRB3teEc85lGP%20e+RjH/34R0AGUpCDJGQhDXlIRCZSkYtkZCMd+UhIRpKQBXBFJZqFRAcpETl8QMEThNMDTrBAGiuQ%20BG6SgAIKzMAAvuJiK135Srp5MTjtW8kMCEDG7rAkCxQoRRZ4UEpHPIEGJ/wHETixjwy8IAPLZGYz%20nflMaEZTmtOkZjWteU1s/2ZTm9vkZje9+U1whlOc4yRnOc15zm0WYRP0mxAmG6TJ4kSiAxDAQAuC%2004kiQEACJaDBCnoBBBokQAQJgEAJYHlQhCbUcdQxG7ZW0gJvMAs4C3DADPjwDyygYI0JYAExTYGJ%20TGTgCZwAaSZMelKUplSlK2VpS136UpjGVKYzpWlNbXpTnOZUpzvlaU99+lOgBlWoM4UFEIjXzgvh%207V3JuUQIcuCBGQRHFH2hxCeMAAGR0kAVkFiFB4zQCoWGVaxjlZAsgUNLldjyEkyzhFZYsQ8aOOAf%20kbgADUTwDw1gIQRvXIkmXiBRsgZWsIM9YlJVt1TkNIEECFiBPYFzCpuoZP8UQ2ABRFcyBGngEnZk%20YANhPfvZbJl1K2CsxAKGQAGDNiAAL4GFEigQqE40IQb7aMUGciACtG1FFC9ABWh9+1vgHsedDIIn%20cWqmCWnQIDgviAE2VLID2kCgWv+o7DFyhwMcBFe7242OaFfSvkoIIAE5CKgqFgCFvRrhJxe4gAQq%20IQUC8CAEpNDbcERRhFJyV7/7JetwF1Tc4tSCAsoFzguGkITnzuA+RlhJOVpABOGUQgTWCEBRBQCL%20AGRYwxvmcIc9/GEQhxjEzTjECMIQhhEcohkiZnGLXfxiGMdYxjOmcY1tfGMc51jHO+Zxj1kshVRg%20UTneVUn7QmEDPiQhCSb/UMQkVFECTxCBD7pAggFKuYASnKAEYDXOffPLXzCH2ZX+VRCAiaOBAS/3%20wAlWwhAYrBIWsMC6weEcCGBAAiiAgAR3JkGf/fxnQAda0IMmdKEBDQMYDOIOUeDAB6JwB14g2tCT%20pnSlLX1pTGda05vmdKc9/WlQh1rUoyb1oBENgiRMasgMhZxDJ+RlMcda1hIkc4LMPBwNlCOqwClC%20c1WiiBZAYAiehDMKehucShBBACIQwD6eAAQRmEDa06Z2ta19bWxnW9vXvoYuogAHDsDBDFEQQDG2%20fW50p1vd62Z3u939bnjHW97zpne97X1vfG87CZdgZXKI/A+0SgjWsyZ4/8HRV2sE3Vo4l5DGrrfy%20FFqopBYzGLA6VpKDEDhCOJ74hCU+0QogQKEHoKhEyU1+cpSnXOUrZ3nLU66HcdxAAY3+ABwUwIU6%20jMPlO+d5z33+c6AHXehDJ3rRjX50pCdd6UtnesstUTOysbp3kaPQwA1+daznDuHRUXjGMjKDIERA%20QEJIQiv4WY5OfMIB5ZCBOoJQi0+UIAYyEPJwQsEHI4QqbmyoQD+G8YEDfOADw6jCALJ++IT+O+AR%20sjriHf/4v20dOl1fSScusQmaLMEV/yCFNHRRChDEAAj8BEE4ZBAEEJTAGyORDhCMULm34WAKAGj0%20AQLPgThUoQJygHzvJf+oeKq/Gr++J37xwSb551BeJaa4QAtokAMe5IcU5UBwAaggyif0QlfKoMFV%20NMDXrUDC9bAfmxVcAG7A2/72cEiEFYz/fvQB39UCHz787X//wrqrvsbpBBF4ZUWNs4AlaIhIsAET%20EIFa4I4eOMAlIKbgEL/Xi5st4AIO4ADbE7wLhAMXcD/860Dckb/ccpDG80ASLMHnQD7nUL7wCA4H%20Kg4IJD+x2YIb+AALBDwMFDwX2AIT3MHQAUEOGUEeDEIh3AoUbA4VdJYXjJtfOD8MvEDB44D2G0Ip%20lBsfrLr6m0Is3MEiZI4jbJYkhBstGICZSz8nPIAu0IIsTEOwqULh+zL/NXxD+NvC5ehCDvnCt5GD%20AVCDJlQ/DlCAAfgGOAxEcmFD+nNDQTxEx5ND5aBDCrHDtNGCLlAAMlQ/wLsBHURETPRCqWOf4CvE%20TPxErFPE5GDECXHEsVlCAJjECwSARPgFUHzFByFExtsH0IFFWwwzUUQOUiyr8YsbMhgAfjADwFMA%20YiTGfqiAW0xGBJFFCLkEUmgIZYzG4MrF49jFCDHFsdGCG1ADC/wCMRADPHgDFyCEVxggaTzH3dlE%20C+rECBEBIyiBAohHeZxHeqxHe7xHfMxHfdxHezwUdPxHpNK/dcHGsZkFFzgADriCM3ADQGAGBIAF%20EUCFcACFSHAYg2lB/4AERWZ0kAJIACVoAR4ISZEcSZIsSZM8SZRMSZVcSZMsAh/YAZhshUqYBH/Z%20v4y8yeWgRuOwRgghyFNUAQW4AkAYSnI4giPwhdpYgUDIACDQABjEyVfcyAbJAAaYAKu8SqzMSq3c%20Sq7sSq/8SrDsykcwyiPAgCAgAVjoAAkAAoyESrdcCZ0sjiOElRKQhMTZCktYgjZZCVYQgiVYi9aL%20QLrpAjUAAD9IgzHoA2logYSIgQdghzajARZYgaXghBMQkQLogbp7yzeUSgaxAAcIAh5gL9IsTdM8%20TdRMTdVcTdZszdScgUfAANl8hLGUzSOYgXLIzXK4pToqAH/kzJuMS//iUEFWOIYXeAIjEAG3WQAB%20YK8OyJLiJAH2qgXws5JenBsZVIBhGAY14IISEYUTQABvKAcaiAF2YADbvA8WyIILeAFYaIJRUAQf%20aIVO4Ji2BE7780wGUQUYWIVW+E8ADVABHVACLVADPVAETVABXYAFSAU+qwEeGAIliAHHfIQJoM0J%20MEsaeD4KcAAJIAVSOIXoYQUSDUH8xEThHA4VJAKryAB1GAJV0I4GyIAgcACv4AS9iLN9mIEW0Kxp%20uc64iQDCBLztVIMbKI9IeJk/WQBHUAUBkAISCIFygABfsE0G8AV2iAFbQgAguARKqIT7PFHi088F%200QQZ2DzsCQVU+L//JKABCHhTCFAC2pxTDCAHBiAHciAAJ6AFPt0ESXCEXjiSzRRTOExR4VBBKpiB%20DeiBABgCbyAWvqEAIRACoFgCGKABICgAIGCHDHjKrQAFATCCQRWbCADG2rs9fjA8/wCFBviUJRAA%20CcgAI0iAxgoCJZhQjiCNcvAGI9gATCiBS/CBfosOHHABVSVU4CJTBbmvWnygBoABB7DRFfCAC63W%20rAwCaZCGcsCCDoBJmGwAo6lIqEFWITTU4FC+ScgBAtg8H0iNVVGJDXgAElAJZahRHpgXlVACHigA%20/zAaTygF14MMcR1Ygi1Ygz1YhE1Yg2WFb8CBH4iDSQy3fsCBbwhX/4t0oFaQBCSwBhhIABSYgRjw%20hSvNUgjIARZIAQeghUwQgVVAhcx8upNhQU8gUVaYBVzABRwAyh/AAZudBYX9WaANWqEdWqItWqM9%20WqRNWqVdWqZtWqY1UeJQ1gQBQgOqBEtgm06wAFUggmNQBQIIgiDIgSAYAgu9ytiUTQzIgQ1wgk3Y%20BFpgDXINQnMFDuWzgAdwAK1oBQdgB2T5B1p4gBdQiRLIgRaYgQR4KDkTjlAIB1fYARs4BQeohR1Q%20BMqtXMu9XMzNXM3dXM613D0oABWoQPWjxDhIBBuYXMy1AEWASR/wgR4IhwXohJkMhUg5BhHIhE14%20gillADrFgCMgh/8YYIEQKAIgWIJjqIVeyJQGWIBWCIceaN2X3AFumIaDBAA4UIFp4AZFUN3O7V7v%20/V7wDV/xHV/yLV/zPV/0TV/1Xd/zdYQFqE7hkFoEoVotcgRRIAL8FQUjeIInuABvoCe0tU2jxAAI%20YIFyYAEKgIFUqAVJ0ASMiNs4NKztQSzjGAUlqIHYaAUjYAfigYUHaIGS6YAh4NGogLMHEw5KkIEn%20gAIHuIAniFYYjmEZnmEarmEbvmEahoJ6SAbaG91VTAZ8cIcbhgIihgIjMII+g4EaQDQ+g4ILCAF1%20QAHyDALz9AWyHOAjYAAPaDPCRQECuAASyAA+5VNOKAM12M4PUAD/NICBXcBhN35jOI5jOZ5jOq5j%20O75jPM5jPd5jPtbjBMCE35QOdfwidoQQ+n2loKmET6AEPmBiBECBB4jkW8UAC7VQBpCIDUUBCdjk%20D22CUrDaUYVggpvbrVC+WrjgDDaCByCejgwCWrCGC+iIGZArlTjgOQOOBhCADJCBDTCCC3ACGQhm%20YR5mYi5mYz5mZE5mYmYERvCCKTjVC+QAfvACKWCEZFYGbM5mbN4AZZABa1BLWDiBTMAEIAACAciE%20U3CCIjACKggBLEgltFACdrBT381iX9jib9GHQBiDL4CDYSDGv0ODdQiAU7AGKVBmhE5ohV5ohm5o%20h35oiI5oiZ5o/4quaIuG6AwogXddtenixPljvCv8rGTDXyLQhBCgDMo4gjmlzStO2xfgBFpgSiFA%20XUjhjjAVZc8i5ZVQPht4ACOwJA1+gDlZiQIIAWnggSwIglQiNuqigGbVmlKABEo4ASMQ1qu9aqzO%20aq3eaq7uaq/W6nGwgzw8VRpUgy6ohmr4arW+2lK46kqAhJBJGaCphAZoBRvQBSe4gBXIAQiY57J8%20BAZ4ABpAgTS4Aj8Axzf4gDjghy6IBodJ0oiBBJNba8qubMu+bMzObM3ebM7ubM/+bNAO7a4uBaij%20oEGepUJ+kEMGLk9ABSdAAGUigJXGULONgcKdAYGQhDlyhb7Faf/u0mmVUL4eYAcq0IpwcIAh0Dv+%20KIUGqARaEN4WSIFaIgAbWA/vgEAUKSIi+gNIVAA4sL04UIAbOBrtFg//EA/46Ljl9QEN4AMZMIIQ%20QIEcYAc3uNBFcAOGBAQwuIJkQIJQFpjyDnABH3ACL3ADP/Abag75jY7VBi5WYO5OKIVwOIZUqPBj%204ITbbgF2KFurjM0B9gA7qwESOAW49W3fAu5/UL5ICAIWKKVRmIEUiIQFOJFPbYEnEAH5tqQCUIIi%20ULXh+ATX2+i4MT8FiAMAUAAVcMWBXABFGAVVMAF4KGwwAANAOIOFxG9A0AYaaAEsoIIXOIElmGlP%20NXEIWnDoaHD/MWsUUbjfJIACAgiBEPCGGWAAshTgOsWs3BReTNAAUdhaMhcrFFdB9UIAG9iEHEAw%20JAABEXIFDTiGUwgCIFieIHACDYCBHFgCjPTJsWGCH6DBnVXCfoADOPBGP7iCKa9yXyhKcngACKA4%209iwCCRCBvzSFHWgAm2wlObACDsxIM38ONDe4i/SEWsiAPXM2djj2B/AFDr9Q28btGdiEE8CEExAA%20DWgAa18AS/rzLAp0CjaOBSCALW8BEvAOElACCWgABEBgGtgAFOnIGKCAIMCGbHdBIJ0b2ZsCZIwb%20HOiHwStGYjwAAHgGLwgGWngCaQgCD6Bk39ViweYBKJCAVIAU/0i4SPPWol/oghu46U/sdef49d6z%20AFMwhV7QhZPOAZN/AEpeabS9TU5YphcgBVGo61agBEiImZjRdgLi9lsnjl4QgSQQAWTphWP5BA0Q%20AAMoAUrwDhURAD4oAR+P2nqXGzKoABxAQ30PxsE7AIAeBjPQgS7QgwVwXE14VVLoWJ9wTHbwgFQH%203hbIByjYgOItgDEnIBlUA7O+SY5vDo+HPBVK75qkhCTIACfYAE5ghwDWyiMQW7TgBFSwASGwgafH%20eevReQU/EE+YBEhgpfEYVnoXzOD6BRXgRhsMvDRWASYYjlaoBRHABmKn1WCTZFwNApBMABighQ7g%20A1WQFPjVHf826AJ+AIDcy/d/zHvmuK9tSMNPsPZOaAAiaIIYEQAoaIE4K4cgOAKsxAAGyH7gpYIj%20doAawAvJnx7KVxdN9yxOp0HBe8IwEH7ksIQd0AQRkIELQIEh8IAspvPsb3gQkAE+AIgll3YsaFAK%200iRW/xYybOjwIcSIEidSrAixwpQ4HD6YSYTDIsiQIkeSLGnyJMqUDCGJuFBxAgVRnlRWXNZoDs2c%20Onfy7JmyAZFjxzSUeLFCnToCMRgcYYoBw5GnRx6gqFrOiIglTZoI8en1K9iwYseSpdmBQVgCqyaV%20BQkJiJFObefSpXhDAZwPBz5w4MBFi8gIniJNglSqAaUepkz/yHCgrkUQJb6iPpqaQ1oIEqdEFGBb%20tyyOH3wPHNio4tfn1KpXk2TpkiJMmQ0PznQ4qccOuQsbKKKkkCI1eOJYEy9u/F+JDEVeIODhgZwv%20DwwwTKg+4cgQGjlyoLAmwgAfJKrCLVjQqtTx9OrXszd5Nu3a9G/jtq9PskKY0aT59hsQieYklBRA%20VBIdFHFBFuXMEAQED3jggRJDzEDBCgkgIIEIplBSSW32VcSECgrEQRppcSjABWoeqrhiSK69FFNt%20EYRCSgm6NSQKJwicoFApJxghQy0VcREFF3KweCSSFfWgyA4+2CADDTPM0IIH1lX3CJZYegAFczB0%20sAAkkFTy/0konphpZpJpqrmmRO+BpZZnxs1nI5v2WZHIAXCQSFpfP3zkFSgLOCICKVBgMcMQDUp3%20hAcx0CCNNyC8IIEuolxSAEGVRIDkXXHotScAOnRRJ6nsuQgbjP9EsIM3GPDgiEMBSJMACTO8wAoB%20WWSQwAxCbBpRFzqYocCopRrLXgTJCgZKA82WIgksp0ggAQgPHHFtVBM8Uh0GjcagBA201EIEuQX8%20eiy66bLm5ldwygcXneoWN4Aanu5JGgAK3DBXKBYsEUANgaCQwwMMbIsBA+xIuIIDMujiyifn2kfG%20FB98uidHKmwhL8dlnTpRbDM1oMwKvmQxSkOhoBDCMaaQkP+DDC1I0cAJNIDwH0QD8NPXBzoMYGTH%20QRMHSiVF+1CCAHzwkYQMKLBAgTRBULdtZQ9arY4RDjhAwiiWfPIJJL8JPTbZILHrlbvHzVm2avSa%20cS9pb3NBVwSfNNCDBaYQhYkyCCSwwgwQPPcgOw+AywMVThiggSMNSFycFlXkBfcHACRiBduZp/Sx%20RCH/U4oAQMwQQlcM9TIEJwst8cAM5Wjyjw1YtBAnQ3JUUEVfe8XRX4ea+z6XBTYU4O8F+eRDAAVK%20NMXAdFBFxUALWaSQAhZPCLBVCam08jv38p7tU9pywtt9WRUIezGJAKhRLHF1F9AELC9QQcAKkCnh%20ATtKxDD/RA4tVAiDDGAhgFWMoge0qwsZRKOne2nEBYAhHwQjwrmIeI4hLSBAkBiyhCFIYSEaiAE7%20VtAVRzyBBqFwiBxw0I/c6YUjYWiDIXohwxnSsIY2vCEOc6jDHLrCEIowhD92KMQhErGIRjwiEpO4%20Q0e4oomusEAPylOeBnSiWZ1wxCmeAIItZsFgWbJSddgRhCBIyAhNMIEJdIEKR1jAiT7oARx74IMd%200HEHFnCEEvOoxz3ysY9+/KMQC+CKSozlez0JX3HWFsGw3Kk09+rTn9ozCUWIIgnKcAAWaGAt55ED%20QkFAwRM4wQcNFKAHVIQEKELBisd5JQI3UMPkSMQRny2y/5YNmSBEKriQGWCwIUvIASkWQoQYPEAd%20KOsFr07YEC24QCN7eeYH4pCMevRhi9a8Jjazqc1tcrOb3JTFHdDgAFl4s5zmPCc606nOdbKznVvU%20GhSg4AAjFIETtKAFJ/aRgBQQIAQEgAA78PcAcoARjB4Igna2kwKtac0IL3joC2DAUIa6s6IWvShG%20M6pRjV4ACq8TiyF5gkjiKNKWXglN7vZjhilUQEWeCAXROrGAHvRCEks4hREI0AIQLuopvhhCOUKQ%20AWyUYBQLIAsZuKAAAHyqcuvbmElricuH6PIfvMzgQkQBgQ0sRBIQiAEKJPGPXjyBBcpkCBnMZzFZ%20coAfN/+oxTkkIde50rWudr0rXvOq17sWwARReEMZumGMvRK2sIY9LGITq9jFMtauqBCCKUYhWVPY%20oLI2MMUlUKFZIRwjWtKiRQsY4ItOFvQRT3lKEDaQAeUYQBENkCJumKSImmqisba9LW5zq9vdMlYD%20qGhAIdHypviExAangIETjvGQSTQBBi/YwPb+UYBNFKEGirBISaPakwFMAQ4c2IsZfEaGOl1RAyY4%20gTVeAIIUsIAGiVLCAwoHgRlIgwAXIAEpkKCBcJx1JyBSwEYsdiLMaXeRU3VIVUcHK1bI1AcQuIAn%20WHEKGoQgCCX4hwbKcTOHRIAJFbvYB+DgpzqEosQmPjH/ilOs4hWzuMUq/gOIDmCiG7DiDy6+MY5z%20rOMd87jHPv6xiich5EmUaSHJeggrhByKUhzjBEB4cgIoUA4KUIAFXtRWtzww2hyEIGsOAIEuwmEY%20S4jNyKw482CArOY1s7nNbn4zjnv3lZDuZKQTaQUMVsADFCQgHOfyBBFCgIIUtOAUlvDBPsqhDhog%20oAcVyW6BdRKBYHmKA/qCaro+0YNa/AsG3mABQAP6HF88IAflIAAUNgELExBhFK7wwQIs0d+S4CAM%203uVLIlIUaQgeuCGei8QOiAABFpygE52AxQYg8TcJJIEARkjFDGCgiQxQYAlyZgO90JcnUbFoCy6o%20F198/8aGXQvtE4ooQAEcYQoE5AMLKVhBDpbXvNNiYAhZSEAIEuCAJqxiCQKBBLkDThE668TOEqEF%20BEjQAGuwAwE4+4cFEhAEIfSAB0HQxSaGUIQdvMADJ3i4BMcn8Jxo4QYHYKoLCNwxZQlmEq3QwAkQ%20EAIWRGYyWOoWBC7ogA0IQBJHPQkz+WKxGzxw5L7rNUM8VwkgVJjC2hNYJXYQCAqkIASU+IcMsIAC%20AlgDIkHXNkdcgOn6aEGpTN1LqAYwbqOzjRIdwAY2gEAAdlyLKduykv6+JbMSiEAEJhACFY1tCVay%20PYIEz4nBIeKJcqyACP9ABQtyAPCsRn4hCFCCEUJAgf8FRKAHD0iABSgC6cKXhAkuUEAimPC7UHSC%20ppcgwhKAsAEj/M1+zCN1DIIwoSdkAAiooAQkCP+QYH3XYvwYAOkzh/SFeI4VCyjlDhQhF0gM/nMW%20sEDE/uGJHtigB3I2MhN+8EwSwcEjKiLDXWIJ3uMnf2wROPOZQ2GJgjTAEgEIAQ/UwQMaFFRb1SGH%20NDxBAiSAEezAP7BCJHxf+2XO4dFE4j1EK8SAAwAXJVwAO/ycdP3TKqCCN6yAEVCANzCEqYnVRESC%20ABjBJyzgSTDBDUSSVIUDKhiAFOTUCrTXECiBfPXPoF1AEXQAHywBKfWAJTgERgzDMCjAXnDAD7SU%20Cgb/zfL9QwVF2EKgCYfJWZlBhAs40n74xdi1hxaoAAcsEIkMC/s0YeYcmiKkoSmcghRYgwQYQRCw%20gxxai7ZkiQc8QHzFAAkAgQCEziqAnBl6j3C1C3FVhCk8gBEQ0gIYATsYIEMAwQPQAA88ABAEwOgw%20RDm0gOM9hCeAgte0go/0ANEUDSmWoimeIiqmoiquIiu2oiu+IizCIiF8Qh6AAiHEIi7moi7uYipC%20wtekUiSs0j9Egis0AcAIGsEYjLYcATvMFyi9wAmowg5QwgLU2gccIRICGAeoAA7kQZiECS+GoziO%20IzmWozmeoiVMgvBJxBNWlaQNQBVoocV8QBUMwHjZ/4cWJEJKfcpG7Esg1lIDiMAJDCQQkIA0SEkL%205MDUYAkz4mEzMkxDiUA41JGj/SObNKBKPKBDjEIMIEAKtgIUsMN1MUQ4PMFTsMMomEALvMY/sIAm%20QsQCSIADIIBEPQEM1ABO5qRO7iRP9qRP/iRQBqVQDiVRFqVR4uQgxMNRLiVTNqVT9iQCROU+7MNy%20vEARXOU+GEEgZMFBRoZ0YADVSEXCQAAzXIEf4MEXvMEBKABbqkEYKEMhWOU+RCUM1GVdPiVe5qVe%207iVfNiUICABwiUQ7pkpPlN1orBV4OZCHkIEKQNMzWVoZWqRJlcIb9YAQXICeYQEFkAO2UEaWYEAQ%20BP+CN4xmCAiABoiCKmiAAUVCKACiZKoHRqaERjbEKCgBCQBcKxjBA4QDQzSABGBGAsQAFcBACzwB%20JpaDBkBEAwDBPjgBLRjBBWSAE2wCdVandV4ndmandm4nd3and34neIaneMYCNMSCeJ4neqaneoKn%20E7SnE2yADFhDBwTACcCCBLChMuSIAzwBAfCANLDADOTAEBATO5yBG7jBGQACGICBWfqBGGQDPghC%20B0gA3AUALNgnKcjABrTnenaoh34oiIZohzoBAohAvDxaS7yIbPSEHAyADjQVn/jMOhqHHHSBGmyE%20LMEBS71m4V2CACRBEugCLeQAA5AD89yddTCAQ8b/AJjxXQkIQSh8zde4Jo9+RmyixGwyhCuwAwig%20Rys4QAzYSBO0QAuUAisEZ3uFgAXxQOnYRi9owOs1RirUgmbVqZ3eKZ7mqZ7uKZ/2qZ/+KaAGqqAO%20KqEWqqEeKqHWFSrUgimkmwXQ0RtRwg6MgiqIABBYwz5MHTu4wSIswoEe6BmAATNQQGZkwCkAgQgc%20gxCMgvAUgA2MghAIQS1kFqLWqq3eKq7mqp8eww4cEIqyZOcQZk9EgFKJIV8QnYp0GO6AGBy4gOpV%206cixwol9wgKEQzhQgg/IQD+FQAjkA3VYSZY8AjkQAFKoQxYkQSSAzeRBK11c6Ulk6UJUghIQgAFa%20/wChgQJDcMIDZMBC7AD/BAEPMMQQgIAjPsSRQcIJAhfLLSzDNqzDPizERqzETizFVqzFXizGZqzG%20bizHcuyZ/MIUfAEeiMEVXAEgGOgRGOnzDAELJMALZMIS2AAGcljH1qzN3izO5mzDtkaKosqK8gQr%204MAUaGEShkEFzGhxkEEWahscrA+7muEVXV8bnQAnvCe1wRceHoH/YQkDKIHXKkEWyEAmwMIJiMDT%20gtQgok0hVkQKDIEyNIAUQIAyRIAIGMEoGMAQoAAccUIMwEAIDEEm7MAmxAAQUGlDgEISGMEQni3j%20UkSwGOEBvMEbiKwYiMEYkEACOA0NNIiRNiMNUP8AD1jICaTCDiBt44rFYP7sTqDfYfKjXxRdezCm%20fowhsZwuj6ICEJwAJmQCFOQADfxuDpBDuGIAqcmXERzv8ZICHvVCAQSm7ZKEu5oEvC5ECZzaJuDf%20dW1ACwjAIrZA1YauEIiANPAAJ6zAExQsO4rc8z6vHCTCMFgaNrKlEbpAOBRAKgiAMuQUzQ0oDt4h%20BHxuFjwBCSgDEJQAKflAA/jq+u5E6iqgSqAfgO0HaegJstqHJwgtYjqSCjzrAvNoKXywJZTCKfBA%20FhiP8tAbGDEAAaxwCpToKFzCJQhBJ4ACDYOCAq9v9JbE9C6EAAhaIKDCQjDdhfWAEfAAFiSAK6j/%20igmgwBFf3aOpbwczLmPK4zW+r75IkA3wAS08AQVsLjtMh2n5QgzMAA/wIFEVQCsYBColoOkGjSeQ%20wdqtSAN7hTwUK4n0o8p5CA4s617AwWlE8fouQKU2QQnIQHzJId2BEfGSAzmwAzQgQR8KQAl4wsIu%20cA6TxA7/wye0QhQpUyUsQAp6QgNY6wL8hqaRhwM7xOgBMrSGX4iNX144q0SwwieUwkz5QAGIAh+Q%20AgI8wcBsUlPcoRLkAA84ACkswQ40gOGSDQ50ARPKcc+CjLD2hNIqwNtsBIocCRtgxGikHiuvL2GU%20WCUsby8oQhM8ATqDwAxo7fCC5VOwQFVQQCDo/0IDtEIrzOzTXvJIZPJEtDF2QfE3sytGpBQkkQTr%20KUYTAIEykAB/UgCi4OEDxAAEDEEQsMBCZYAEGEAqyGwqHwuIqIE3QzOwUtA098QvhMjbbHCaBIsZ%209AMHB3RA15EPEIEErFYGwEBk5B07IGm3DIFPQ8AT3OcpSMuJBqI+iwQ/oy5Aw3SVBkte8AU/PDNN%20VIIQmAApZB4K0EAMkANU+AI75F4LlHEGnAAQCoEjmBIoRII/LyYXqAEAHIDYibSKdjRNMEEifEAY%20vPSR6MxK6RpT/7VDxF4S9CEpCChFK0+4MorVsEMI1CUJvIAJCM9lKQK+Jt9Rh0RSh8UqA/Y/yv/B%20XQBAHKiBPe5EspjJmU1CAziCBoiANYAACgSBB3TmtRwUChizQOzA4taJjWoEZMZxfcxxWLRBGbSB%20mlSAaHzXH3O2chvsmf2DIsiANwxgCOz0U5gWGD2AEWNBhZyAHbURKIPCJ4DCFZrUZYNEZoPFZi93%20E/5CFh7ADXThV7BCoFgAKqyCCfANVtNAEBCoLygpy+bDBdRAB4iADCMJPOJouP2MhwA3WCDCTaSJ%200CI4B6Sceld4Q7xfayZgL/hbKqjCErCA1xITkl4JtrgK2ZKtENB195S3RZz3V6S3hbcfDqiACuTx%20ZyyAKcSeDGCuNOQA1kL0MCvaBSCADGCCCBD/QQFQwgyvNVlc8HHLUhwY7T22B4N/BSIIAhAfSQqJ%2033fxyQFwgV6rSAV0wZTHONvAHwL2AgwLgQZgAwhQARU4QD4ogWmZFr1hADlMSDnA8ws4giLcEXqs%20eNqCz9qS1FKbuQqSAXwXRyg0gA+sgjU4wGs7CGeeVqmhABVwQtmiQjgUzSdMAhunhhWowOzuRxyE%20NJVHc7CqrleIQhHcApIEnRjiS+0eCX7owA2UOaKTDyVc6wL0AhDAQFS+QPLk3RFQzTIGwXYEwQpI%20ASmQghSYwNUpy9iweEW4uFfA+K5vu0V4wiTMH94MCP7mt+Ace8pGSAtg+gYgQWd8xh9UgIjA/80B%20vA3y/baqkzSr+4SrkyCLfGFKjeEBRKZ9hAYcqM8ALDq3L9IO+J3fGUEOQMBEL8XwitZoDUEoQRQm%20XALzDo+6WDtFYLtPaHvCjzxIhMICKAKnJYEUwEAC8ICC7LeDKAEE5MAMsAAWUMFQiYAG9EIrVDZY%20MEE/xNLFAEAVSPV6VHmrFwG/rwgbeNjsboQL+LV92PUrh/Zok3y0poI8zdMMhOuITwAGzMAKoAAF%20EAAqyFYrkMmQqXWSePxEgHxPiDzWz71IeIIi3JQRpEA5ePF0HIEYm5o6XMALENVjnTWYjDdKsEGw%20zONafcBT2QfS67vSJ0kERPh3hWHUs0gjdf+5jEU13QtcJHwjKITDMaiCKGiAFEgDBIxREAivldCb%20B/AAKWzAhgJm2w/6IRU6a8j95/d+P0cYaxaGI6hCEliDEajDDCD2U4jWA0AABTwBLXAGmOjEH9jo%205KxVFyC82tx7LpW05C+9rWcEAGxjmLeHtxFtH/eD0fv+yJWCKQSFBhyDARjBE1wACBBAVJxWZUAF%20VADEEAosCCZZEOFfQoULGTZ0+BBixIUdGEi0aJHAqkkXFVYywQlTK4Y7Mm2QIeOECUr/ICVRJoHV%20RUhAjHTieBNnTp07efb0+RNoUKFDiRblGcrSgh21Upk4scFIAhQzIDywyg5rjBlYqGSAJQL/VQ9P%20PAeo4fDhwAG0A4y2hSTigsUJFESNbbtQVBFJd/kuHFDlQxgcfY1umQIHbdq0ANR0IfwYcmTJkyn/%20/NSgU6UdGUiQgJFghhLRMXxhmPDo9ANrNivjpEg440aODaQ8SZBg30GFNvY9uQBCGg9JkCR4e7IC%20G+uIM2u2dv4cenTp06n/+9RrSSZaDqTOiOHBA7sHMSAEYYHlwj5rKVWZClcpZkQmKhQkVntABQ6E%201R2+jStxrroey2sv/nLqQoUKDLRoix8+4ECxtMzQga0FLSQqAi20uJDD5yhZQhVVjgkABfKGGOKR%20QHro8J/X+ortJiCC4AGIBB7IJL5/ejAg/4ATgFDigSUEyIEHEmNowiLmlGORySadfBLKhybpYZRV%20TiAhHxoeOILLLskRKBBOklhFCB8s+QSUUCJhBSEyuLgvwg8+cOEXFv2Tiy67+iIwyj4d2qIfDiBU%207AMzFHDMz0QT+mWAChV9lChrlqiERRf5gpEjHqQR4Z9VaGBBtn9YqaQUSyCJ4QlTLmjBkUpcYQeE%20FZejaUlIbb0V11wtiiCSSSpZoAdXbKhFBGtI8KacHCBgx5cjMDiCnSFYIACETZLQIJd/tuBnGAW8%20VUAxQx298E4A8xxQL12dJKMLsxKTEw4VmFCXSTcVaIzefCWCZJL9OLT0Lkwt6gSCBML5J/8cbx5o%20wKEmHhBAg3JWUGgIaWqRKBI+jPhE3449/jjKT3qoRUgJaIEihXJmoCEICGJQIogZKEiBnjH88EOM%20L96IEI5+Buuw3IgC1JMvPkFe0Aou1EBMTg4SwUGeo6sj4wY1zICDn3Gl3po/gNsSWKICHjCC0laM%20YMeHhj5RR4kCTKAhBIVYaIEIhzyppAFLwsHEiB0s6QTwwAUfnPDCDT8c8cQVX5zxxh1/HPLIJZ+c%208sotvxzzzBMvpRI0Q2Hzn1Aa2EGDAEggwLsHPCDHWQzOOAMQMK7wY2cIucDBDs0Rb+ATomWCC08B%20CTOaa+oG0CEOOR90YYvio2MXeTnj6Kf/An+dv741r40COyIhYkCA41YceECRhih5gIAGgJjhv3/m%20PsahToqFpYMaLjgFFmz035///v3/H4ABFOAACVhAAx4QgQlU4AIZ2EAHPhCCEZTgBAcYAAtaEBYn%20wAQQgCCAJHAQE5mQQBGOQ4PvMMANi0CNG8SgADMkwxbACAAFAxgAKaTCEjkJGkSGhq4CYc85EWBC%20Ig4AoaZljQ1ApAwZjoeYtHwAAD9QkBKpCBntFYV7EBGCEmAAiX+Y7QFpW0goRMAAIPzjBDR4gkLK%20wQL4NWQB2DDCPmrggCfAAAF51OMe+dhHP/4RkIEU5CAJWUhDHhKRiVTkIhnZSEc+EpKR/5RkIvex%20jxe8IAMZ4MQmnLCBDdBiHzAwAgieEAJ9ZOMKqcTDMKJAhxfsY5KCdAAfGIaTHT6kh8NLVxUps4VE%20PMg+UMwaLx8TARzo4CxxMsPTiNnMolyRKFl8iNjI9kUjKKGWCmlACJTgin9gIgdxS0gLUIAKh1hi%20FZjgAxBeAIJM8EEA8ZTnPOlZT3veE5/51Oc++dlPf/4ToAEV6EAJWlCDHhShCVWoQvmgCxGASAOa%20OIYo1hCGIh6gH2sQBjwXqs9MaMKLtgSeuYS3p1068zENElSEDgAACqH0LnLAgbtYGsWfwRSnO4Hm%20UKTpkAU8IAEr2UECaAAKUe3HFOxIgf9NRECDiYmKBgnwZkQmIYBq5hSrWXVmF3QAAAXc4Em3dEgu%20TfpDrRLFMMmMkBnwdVagsAIHClCrYgAwhSm6Fa8M2alQeuqQFuSgBP9YwhCgwIoCGMAC/wDFKY6Q%20hFD8gxIogEAv/lGCB5CCYxEBBU1ymFfPfpZebKBPHA6QCDI4SawNIWvRTgranqh0UOF6qWtzIlMd%20wCG2RbQpbfG616D0tSEnmIE3SJEACpiTFBQQwD9ckYIHyOofpJgBAWSgDiyMIkm04u12uVuvG+hA%20eWq4QfOYlFqGrPYuxOvuTeTRrrmeRV7rvYgWVHAAJ6olDuIlr3xh6lugAJchnkAACij/sIIAJMQJ%20M8jEP0xhnIUsIANOpcAqcgQRJfEXwxmmjByaiJYP5HcAG7LTSIV2Ll2aVcMQYUO7zPDEOMQ3xQ+h%207wHMICdDdWG/Ma6if38CYIaEghKuCEckEgKKTjw2Ep0w6kJEpogFVNjC2tXxlKnsExxUQa1owdpd%20OWTehZA1Eo5YSUNY0YNWKaQUBRCJRdRb5YVooWoAwC0z3byQ+SgAMeK1Qp2VyGOf+Lgh1lOIoHty%20YT4fGtEKYYKD5KQWD3NAMCNuHw/PZVhNGkEAnU3IAjJxyQwU4B8a2AACOCEAKDdEFC8wZ6ITkjQ8%20R5rVOAgDAD6QCBGzmmt+7gmgJ2No/1z/OsbGVEPy7pMYr2ptQV5WSA8pYYQWwEAaKODDQk7BgwQ4%20gAVU2CYWTtcCDRB6IcfghClA9glKWegXLrDrrysQhhonok7AlpquecJryfha3vmWLxPCoDxCPWjd%20QCMxpQW0BAgAIQIFaMFTx0kAC1TiBQ+QQQ6QIFi4ERkix8iAJiLRcY9/HOQhF/nISV5yk5/846yw%20RBJg8Q+Ps8ITEZC5dMiQY0TLWnkfUMGe9e0xeu/E3pHBd8+J7lom0lQxcFDAAJIo8Enjki7WsYYS%20VuQJdZRDjP8AAQ1IAIQVXCAE0hDFP2yAusdCZAPhgcDa2d52t78d7nGX+9zpXne3b//pCGxXAg+w%20kYompALjRZcMvx/0xDnxXPC6+rlOgg6ZoSce8lndwg3qw1K0cAHx5Bo41MfeCU5AoLMEYAGoE6II%20HognCDvwBhY08Q9HBIIGZ2dIAXQRAAqgZgK51/3ued973/8e+MEX/vB7jwHT6P4RDGBHeFjwBCpc%20gAovEIEJHHqMWlziEqhYggi4L4J88gH84Rf/+MlffvOfH/3pV//62d9+97+f/AKwaG6VTgwBGOD+%208Nf//vnff///HwDTLwkMIOv6YvFyovEe4/EijwGdyZiwzD6Sjh+4zEKULSEC5B8aIAMgoBQSwhso%20YKr+QRJCgGWGQASwQB32whGeYAb/ZG8hiMAJEIAHlIA87M4GbxAHcxDuhmAF1IHthuABWIcBnOUR%20MKAIGSAIgmAIgmAFQoAACMAbEEAGpEAGrEECrhAbZMAJttAJNoETvhAMw1AMx5AMy9AMzxAN01AN%2015AN29ANw7AQaMELLipChsEMosAL2uEN95AP+9AP/xAQA1ENX8AJbMCKKuJFNMJAFrABG5GKhI3Y%20WEpcJC14/qESnOABRMITCGAFagkUKCAfhMACUgACWkAaNOAfCiAEKMAFFcIHREETkiADSsAVXMER%20bhEXc1EXd5EXe9EXfxEYgxEXa7EWb9EHiOAEpKADNmAGhnAIjw81HqF1MAAFoECU/zYgFVBBErZR%20ElBBGzVAFMJRFEKEHMvRHM8RHdNRHdeRHdvRHd8RHuNRHkPEHioKTp5IAYhhDRBhHvvRH/8RIANS%20IAfSHVdBFBbgEGFDEfmDER3RIa/H1eCApSSSTiiRpBACCDwAflxhBRLgHyLAExzhAYogIUTBAygg%20CAJLFSjAAQJvIWaOCGiB3GSOJmvSJm8SJ3NSJ3eSJ3vSJz0BKD0hEhpgARqAEvhgBXiAB8rhCH6P%20AbzBARzgAlrvIXzSKq8SK7NSK7eSK7uSJo9JIumKmbySLMvSLM8SLdPSJyPjAHEiAQmjIR9SLrfm%20F4gots7iB+bFIktMQByBB1hgA/+wIB+WYAEcwBsWgAAoAAE2gRNToQVSgBMSQBoKANwUgghe4BKc%20CRQUYQd2QBEMQApOQQKkYAYeQDya8hFSkwEeAEhiYAUwQRcEQBXOLfK2wAXk6l04oDFubS6fpC1v%20ovFoMiKEMyGIM7uaozeT03mYYAqS6QPgoApuyumCZyxCIRWeAAGggA8mYQE2AAZAoRb2wQFqAAaI%20wBMEAAagYB8qTiLygipzKuZERRWAIBNkkQJaoAXKgRxSMzUxIDzYQQlYwAFA4PlEoAcOFCHljQ1m%20yjnvwwxgTTmb5Dc5ovF6YBVIrz8myhTObQdEwRBlQsoiVEQ/hg0qoArgIA7gQAf/KuC0ymvzxsrE%20/gE7eiEmIoESfGAswmEJUiGxEqIASgBDI6LN8Gp0doASMgALVmAFUGAIhpAI+fMRgiAEvME4/m4V%20lkATKIEVWMElqUym+CHL8IvORrRDJvQi7K2qYMABoEAClkwhWOESEIAEjIAUKOETBAAEjCAEdCFU%20ogw5yRRQQ4urGOMGWtRFnw5GS4q1UIy7SoEPMEEAMqAFGIAcyIEBcC/3POAqcgAGSmD6Hq4SQvUT%20KlO+jifL4uAHpJPPtMAKeLNjzBQjFvIiNGAgLoACckAViMYCHIB9nmATdHQqniAHWOBi9iVEAxVZ%20cUULlEYFDPVQqdOHMIxX1AQU/0phAa61E2TgCb0BBXovNSeAHSjAG57QARogEkChS/nreGqsUKZA%20VessArqgH1zgaGBVIuwtBBRMsIaAB0IlEqwBAgSgc0IBEhIgB4jgE1DBFxAgmx4iLpMVYqHkFypA%20L1HrRVUrRhe1zjrBAixAEQrgFDxJCkigBaxCCYwQSsUDQHkgCU7gBErg1GgLegDADKqgeliNq5QO%20rD7GXiOC1yAhCAjAm3yAB2JAOUwBdTLrH2qBBSggITwhBnjgQyGiqq4qYq+WzyzwH9CrLYYU0UAB%20GX0EBMqBBsoWRfgTA0xzPLxBlIyABFKhF1yhABoWr+BMDWYr0f4CDq5GB7qg6f/0pWchgtcs4AFI%20oGzOBrpEYAZYQAPiqRXWR5z+AT/fiCEiYBL4ZQFoIhxC4RM613M/F3RDV3RHl3RL13RPF3VTV3VX%20l3Vb13VfF3ZjV3Znl3Zr13Zvt3RBARxAAXdVFxJCgVQd9mLPK2PTq7X0DRKKcgFMIQR4QB1WYAie%20xfii8TSmyxuyAAE0QBI0QRNsoAFCART6FKZ+oQsQBdFK9ESNyAyyxlnVJXAfgtdqgYu8qBWg4AF6%209B+QIAiUAAsoIAYyYBNaYI0SohzoxiFAoQCO4RJEQRkcYBUugRsjWIInmIIr2IIvGIMzWIM3mIM7%202IM/GIRDWIRHmIRL2IRPGIX/U1iFV1gSiEARxDdJhvfLirdrj5cBG6ChREAZgoAcwMMXdi/5wIMc%20cuAFSsAARMACPqfj2GTmsNZJZCpQcmt9kS1X3tcheG2LwMea2GEHFAIIYoAGRsEUjGBYWwAE2KgF%20KHchKEEGAiEqL+AJolKO55iO69iO7xiP81iP95iP+9iP/xiQA1mQB5mQC9mQDxmRE1mRF5mRG5k7%20MiFBb0JrudYovDbyJmESCLYHPHYHeuEFLiAQQKAFMPU0jBADfEEalFQaYKAVOqEBOtCJmWRZcYul%20OAAAdg5wEfFSZDVsCpd+SSATFQIThiAFEuISIABmzjghWEAa3nMh5EcK6Md+/0ghf2jImq8Zm7NZ%20m7eZm7vZm78ZnMPZfwJABnBIh2R42Wi4km04OUdHEXqACKSAkzbgArQkBraEejGA7WIABLChAyTA%20AGLZQtjgeCJxMRrjb91XlwOGlyOiB4AKIXvgAoLAixDCAGbAI7+IBlzGG552uoL0JRGCORhGLUva%20pE8apVNapVeapVvapV8apndSJyZZnYvCkgPVOiE1E0AgB5YwBx4ASqFF7dx2TjdAFQqgAGwgpAS6%20NaDH3z5Az151ob+moSEiAsyj9UxhukKBO0UQJRNCBCAgH1qgBXXkAV6AbhviYZmarUGLphXVeBk1%20lnsFeDXACcfVA4rQCHcPA/9ogADyAQtIQRLkthd2ABJ4t1/aui+Uhmk+gAtcVaEVEoYhIgNywBtg%204QloAEkkAAV04R84IQZIQAJSuQloIQcS4BREr24k4hOOVbFf27Xe2ndqWK7ZGiSBMhVXIRWWQALu%20eTwYAIgxwBkhQAKA4ASQIARhmygGgB+Y5gAqIKHpxYobwt56IARQoHlJYCwyIAhaThUpIBBY4ARk%20NBAwmgUw6zhrRbnX+6xkO1rZ+yU9rhJGQQiEoACa4AV8AwQgAGX70/gwgB0IbCBkwAZ6YAegC745%20ot3g5ANs1uemenuqOiIoQQQkoAT2g3TWzBKAABaOYclaoWWXIGbV2rUT3MT/ncm9T+zEJaISfKAH%20wkEEnMCSEOAJXCYG2KEpT2MCviQJaeAFpMAalGEJVpzMZI0O1YIDpoDpclmycSICfoU2WWEScqQT%20FsBNI6AUeIcj1prIu/xoUrysvDwnRMAATAATEkAJhmDtyAFln8UXfIEcaAABXqAI9uEENKAXbMAR%20NE25qYYDWixC4sAMXGCyb2W6GeIt+4LLxZzR6QXMNbbRfcIApBIEvKG/ea+veQAFsuAULMAHOnMB%20MBmTmZoVukCuavkAHpvJE7HQn2PRIx3WIeXR4zrWeeJc0aQShIAIiAAVXqBlTuRSke+/MSAHOsAa%20rCEA+Bxr2YDywtK+PuAG/zIvsll9EUu81q/9VmadtrEdKBBiATRBAyIKCWrgCUAgAfh72I3PWYJg%20IEyRFGqhAIQgkgF1C5Smxs6iIqW6yRnS2rnd3/tE29e5tv+9J0BhATqhB8YdBvAoC2gQSEwjGj0g%20B2ggB1CgCDqAFKSgFiyBq1vxIdPNLBQAxvSd2vn9Twke5aEk4G2anVOeKEBhCWLeBKQBAk4kBo4A%20SoWbARgABRYTgDMhbgubNhvRCojhA6Yg3h5836vj1V3e6aFj5Ynipp/+LiJg3OcIBXKclE+DBQoY%20C7CBEjpTESDBE7Z0xH9NDt4kEYIXVw59IRKdL5qe6uf+3tD5Amta6lue7v/bYhIsgXNawRTGkQhW%20ZeJzwAOCe3qlYR8yoAisoejkoGoMxQWiW7ohHIskHOr7fe83nzKifiimnvMJg3REgQhEgQ+eIBAu%20IAti4L9bx1kY4FMKOB+k4BLCfd7rrGrOggMUgAvad9p3udWdQ+5Dn/iFwvOFAvSLHzJAIU16IAms%20EQZqQEtYM691/BE8gKxpIB824QSuEAgWoBRKhe1daws6TEIaQ9oVz/KjCfOHcziN8yMlWfOVn/6J%204viDIvnrvzIWoBYAQsMlETOGDAny4MijhRMwHHnoCwYnWptMhNuxo0eoCBE8RfgHMqTIkSRLmjyJ%20MqXKlSxTeqqgw8yHAzT/DwBQM0BOy508e7LswMDnTgKrJu1UlcFBDRMjQZW4QIIElKL/jsEwQkXS%20x5SQgBjpJDSs2LFky5o9izat2rVs27p9C9ckJBEXVE6gIMoTXFFFJMX9Cziw4MGEOXL0hPjfAhEv%20MmySpnDhowmUJxyhkSNHuRI7ChRQRDh0WjIu4nCgOfMABwAqrIh+C/QtUaMsLQSSlkLail5bFRvx%20kMJbPiShRl1oQSDHEwsqu359DT269OnUq1u/7nZu3ZR38+7tiz28+PHkRU5q0KnTDg1LVKkSQKFF%20ixm+Kjdk8JDcChIwoCT5VN50cuAwxQEfzHTgB1UMEKBQsbk1W0tGDLHB/z8CPHBBKCHt8MQQnYSy%200T8OQABLJJmQIwWAKDkHVoMuvghjjDLOiJZ2duGl11t8+UVjjz7+uJMmohAhigxZEEAADx489BAG%20DmHgwQwUlFMOAZgQsYQoPgCp1gA6wIEgBwoMwAaXJT3YVoQrhTJDFqP8UwAKQ1iy4RM0iGQDChSA%208k8DShDgSEqsGEACn2Yeimiiii7ak43c4fgdj4xOSil5lVhDAgL7jMiOBwnZ90gMM9AwAwFAnIrJ%20EuEswGqlJ2kxgBqn0SRmF1owiiZbaqrUgxJGlPJPKyCwQ0lIPTzxABICoPIPQd6ENAMLGpQ0iSK1%20FCDJKQ5oUIAp3n4Lbv+44o5Lbrnmnotuuuquy2677r4Lb7zyzktvvfbei2+++F6iEU+OotRdjm7t%206GrBBmNXSi8F7CABBTnQQIMSGEw2mZMT+5rBC/vY0AmrnbACMiu9KUoGTAfWdAAcOnQx8qG5rrVr%20SkI8YEQlwZLADmggNYAAO9KUk8AOmdCQQEjltEBESQ1ggsAmGRhxgWOcTE111VZfjXXWWm/Nddde%20fw122GKPTXbZZp+Ndtpqr8122263XYMILbb070kBR3pw3nq/1pFHkUBSSSWQdCKAE9ZwsoLFCtnn%20AQRDQMCCKpdcIsmWjJIGx6w1fcCaa4q+rFbMKAkRAwIAtgIFOzuE5En/OKmUAMsDT7xAwXb/sIC0%200pnUQMsLUFzwAi0ZDE988cYfj3zyyi/PfPPOPw999NJPT3311l+Pffbab8999953D4MJc7NUt0l3%206wje3uqv/9onDZTSgCMizL/EJihQScERlT3CADnkMPAAaRjBASAwAFhYIbAeeQIH/cjc5gCwIFwF%20BUJUWYkpHkACSATLCA8olkgiUAlKYKFULHhCSFhAgWmRZBKO0IAQjmENB6hCCJOroQ1viMMc6nCH%20POyhD38IxCAKcYhELKIRj4jEJCpxiUxsohOf+EQN7EBDOylfSc43sPSxb4tcFE0khKABTaCCBFnA%20QhbKwQD8MMBiTlJC/zlWsAIUhKAES2jCEloxowgMoAocOM0H4qCDAdxqUaBLi+hOsgN2XKAB/6AE%20FSBgs5JIYAgomEEKoKUOUwiKUIbqoic/CcqDWZEkWGwLwUKJylS6pRIbGJ4TOtQ/cmAAVEHIDA0c%20UAIDGIAPtVhVKxhZni7wI3MfUEAXyDCpQqLlkCaZRAywUIB/9GIFezKJEXLggCmBJBQQMEI4uOKV%208alynOQs53hGORIsRgCBLQPJOhEIEk/AUyWnNKc979mTSWSkBzJYQQtwNwT7TEAyEwjCBRBgBE7s%204BOg+EQoEIOYdr6mCzoAwAFuIFGXTTBNFVzJBSBAglrUYAgn+AcQvP9xR1icQAMCGEIIRmGEGGSA%20CA4YgggSWBIW4XOnPO1pduhyI++ARAiZQMICStILbGTCO5qQgAg0mJJ6+nSqPTXMJxbQClYxTALY%20kAELjpBGclCGYuRQghIeQABdqGIVq3BFddjQhSm4YJDJ3KiuOqoSDaxAHTAgQAiOuokZJGEBGfBG%20DW6ji3+kQh0ogIE0YHBUcD6HqpStrGVPgk6R3A0SSeABDHhghGiyLgBPcMALDBABGZT2AhdYQEZB%20ItXLyvaekKhtKSSBiSQIgA8OQAELpDGDiVEGA+TwgHEfkAIHXMAIAgicJYBFGCtU4BeuUuZZmHkS%20VZDAGwjoAUiW8AL/v4ggBIFIgAZypIlAPAEBtJGsOGcL3/iWM7MhuVueCIAEI7RgHyIpAQEuUIIZ%201qIFFxABDIIgAVagRBThla+DeQqKXtTCBqkAAQ+wkI8c/C+NbMRADFKQgnzwoAYlaIIdoQpf65oF%20u81swC9zBIoP/QMUrFoAFf8RCo+RL5wP7rGPu0hfkHTnIwJQghBmPCUV/SNJJggFgF5AgyX8AxUU%20oMCNS0KEF1zix1zeaQ9OYI1TnGJYTJplZY4AgSCoWQYlKIEIlrCDGlfiteVUcVlYHBqddnnPfGZU%20kP/RnX9YYhNKACYByuHWf7CCBeVQ7j4W4A0UHANOCZjBlUPCkX/w/0UThum0pz8N6lCLetSkLrWp%20T43qVKt61axutatfDetYy3rWsEZJAyixAFd0AAW85sEDBDrQgQ7hAlQIhAzcmumTdITWzAa1R+Ji%20Z7LgmTB67nOfS7Gq9orEEwsIBzDj2QBvY9oSPbBxWbDdCgWTJMfhoFNIctyDb0egAT1ohZJBAopW%20lFvb9vxzoDvBiSEAKwKHFq0lakkLZfBgBdIgwJYdkQAaRKIkSEEACaDygoxrfOMc77jHPw7ykIt8%205CQvuclPjvKUq3zlLG+5y18O85i/3Hic2IDNW4mAnGeAAGpW88QIyhAMAPABD6idcqkAg0xk4gQn%20wIYEni4BJ7ygCP9Ul3nMEUALTcIl2mOZ9mCqbe09C2AfMpCUSHpwihd0QGA7SPspQlIKXcBAGZog%20iyeAkAFaJHokQrBGEQwgklGQogawiGwpTrAPTkhZJETYAAKssXfaAvVRovhHKWgRA3d7QxqW60QQ%20vGEDH0jgARDgwcMD0YJLD/UEAeCEAzbB9NjLfva0r73tb4/73Ot+97zvve9/D/zgC3/4xC++8Y+P%20/OTLHhOnAgIf5ieCEiABE8zPRBGichUesACFMdCfZNiI5hjEIAghIMXNBbCE9DeBDwJofxIwoVLl%20/14CmdAZbOwKM7xKB+xh93EoHLACFwBHk8Z4IYACVDADJAAWqmD/gBcwA0bwCREACxcAAgTQAk0w%20ce7EE5YAA+UAAixAAKowEk2QDykQAhTACSBxDEhyATwQAt4lAyHQgtIABCFBCvkQAqZlAzzlb3jx%20D5NgDR7AHJaQBVkQgawQCrekQZfADkMwA5UnBGaUgSNxVaUgAgiwBDWmhVvIhV3ohV8IhmEohmNI%20hmVohmeIhmmohmvIhm3ohm8Ih3HYha1Ah61ACXdICQ3AUKAACiPTCYpgAT0gAiCAAjzga2mURvoz%20VkrAcNJAARnwZk1ABAtQW5DQUKWAiR0jh2SYVfzGFlwnFl4nGPzXf6HECri2FdjWSSzhCaowBAnA%20B9eUAALjCSSQ/wMwcFIxsAr/QAI0gIshoASp8AkCsAEGkAFK4A3P5QM2w22uZR72RhKi8IpAQAJD%20AAKdBAlY0AIZAAs8kAOrcxz7IAJPoAQB8A/YsAFJ8AJSoiGjQAHeAAsGUAIehE89KAof0QRKcAoN%20YAAoUAP/MAp1RwAUYAALoAxBAAMkZSEtQArqZhLHkAFHVooT6WAFkASwkAnY4AC+wJFrZB8MEAMQ%20IConwFZLgArhADiV4ImIAophIYqBQYoUCWQCIAEaFAEicAoeFAGfYAk9aQmVMIUiEQogMATM0goh%20QCwhIQQsgAIgEQ4MEJGFCBKtwAAkkG560QoroAQLoAkbIIKt0P8BS+CQ/9AD2MAbItEAL/AAeHQ7%20OSAptUAODjBxJeAB2PAPQZAF0SQCHnABrGAon3ABvoBHDpADIkBV9qgXDZAB5NcCUHARKdAClhCF%20IMgCQDAJgUABWBCAq1gSDGZ2MgmalOUJkUCakXAe77MDG8ADSOINYgUqFDMEgeAN3rABlBABkRAK%20Y8klLSkULwkYMRma69MJJPAAO0gJK5ADbNkAALgCCxeCOPUPn0ADKBAorFAE7LCLIIENygESkQAB%20F+AELUAF+AYB6rB3IhQDCyAKEGBCAsAOBhCUokADApBABcADQZCBIZADJQUSTcAAKfgPGjBs/+Br%20EhAKPUOfG+L/a5PgCTRAACZwCY5AZ6qEmP8QAZQABJkgAIECCasgAg+FChkqAnSyAwYgAUiwOlGl%20RcHJorPVCa6gCIqwAzipDIMXBOzwAErgC7O0EFBCdE0oA5mACSfAHD/Cmz7hm38BnC2aN6FgAEcg%20Af/QBJqxFZ9gAKfQAR1wCkTaTqAAAd6QopvwAIkFEpuQAyQQTzmQAA7QAjAAEpOQAyggWv+gCEPA%20A6XQCRQwAy/gDTngCiPjikkwEpcQH1txATnwdiChCQwQAmCxnt4QCaIwA0EwA9h0VKCwBAIQcQgg%20aDEgnkYwO5FVj5MHMJACEqywAEEpEqDQAAIzCQvAmSYRW0xK/6vw9QkigAmZAASnEHHzITGS8Qjk%20wA6dwgIO4AAZEA4TKh5H2hNJOmMNgGIl4QkPFRIxFknNwWO1yj6WEAPeUAqcMAMAaqGhMAnlWq4C%20EwmW0AmQ0ACvuCURIKZk+g+cQAP/qGhq+oH8NWPTKVqskAkeYJn/kAQ0QA5DYI7duQOCBwEvIEVU%20RGUUkCNUgKghsQA5MAPY4AikgIwaEgLkwD8Hq5gJoGZStgAP4FJGUA4KuVMVij6fqa0vG1++JAIJ%200JzqkD9MIhm+cAy66SLMyhNJGgnHEAAlEK0fZAEa0CKVkAqZYALQmVPZCrN6AwpZEASKEAgsQIA/%20uARAkARJAP8ESNADW7EDJnACBoAKLrU6EeAED2CYZXqmp6ocRsAC9goKNLAbIKEBMzADnUQAExAD%20IrEACNACQXAEQ9ACL+BBqFAOLKBuhxqlISEKFBAEPIACMRAInnACQFNTQ3AJOykCmUALe2UJDeAB%20BNALzWKxPEiqdmOqWeSyUQu78uUJS4AESCACBEAOvhAEteC0AeKzQ6F/tkZGIaAOgdAA7RQOQRAD%20JfAPO1AD0pAALVAE34ZZUBu7BRMJ1vAAUkABIYBipZABT/AEF1BaqIBeCBACUGAAQ5APRboBSsAs%20ILEBQQACIYGQRTADDpCmIQAaFpACStC2fbICfvttoSAEJfD/AjEABbowCoZyCeVwJyDhgAJgHhqA%20BBqADTHACQtANJqwADLQrYmZhzIAARIQCTTDSAWwAjHQuxS6uubTuqa0otdLw7OFmyDSCT3QA5Sg%20qi/yuy3hm5gwA/nQAQlQwroZChLgJDWIDaUiA/lgUzw7Ektaw4gSATbghEGQASLxCUkgA1+sDBLw%20pyDhCJiwAQFwDCyQA2+yAFQQBDZ2VAIwuSDhA0ogAQZAA1kAEjugBC9QCqGwD0EwniHRMAfxAiRB%20BENAwSJhAQTwAC3CAxRQC4oRgSIxSRrgCkeApv9gAxCQA4MTEkDgAW6Kl4GiuDTQwqnEsq5bxa3s%20yluHf6ET/7wn4VtSNgoWe2/NK7kPUAKVQAA08E0NQA4X4F0rYr2vvCg8gAEQIK874Qk9A3gmQAGX%20FA7YgBHSkAMWYAmkEAOi0AB6WgCWIAFKwLwmEAQ00ACTwCeTIA08wAdZsJUjsQpBAAQJBAkyQA4i%20gKkz8AST0AqwYAqjySeqQE3SxA5U4F1LkAM80AAi0AOsUAlqScHeAAF88A8nMASDPKq2w7pCxcrI%20DNIhPRY/zBIvuQDsWSw9kAAPIKrRCQRBsAEQsAREwAI8kKYUEL8nMQmxeK0ijSgygAHS8E0+0Qk8%20AL0rQABuJQrsUFIm4FuoJwM2YwDSwAKotwE2QwAMQAO/Q/8CpQAE29gsHiABCUQJ2GA5IrEDEXe1%20F3BkqaAEpHDRIPAE6hAC8asM5cADLUgABRAKCfBfBLACL6BgvYACK0CzgdDS/fbCVxTDbDGrPg3Z%20kU0SJL0SL1kAGKRBrWAEqoMnWEAARCDTfDADRQMSuJM0JMEK9LYAigALUNALC4CHsS3bs03btW3b%20t43bua3bu83bve3bvw3cwS3cv70AmXAEBFBuwF0JQHABCUAFAWAJ4bAKKyAAuSYDKcBaQtAKneAI%20G4DdbL0APYAAea1cRmADmYAAJeAJoxAIZm2HlKBvvbDDsQ3bt/sECZAEebgK6gAElEAKcu0AJ3Br%20DWAKRhD/Ak8AAifQCZTgBKyVADAgCaVACZ0gAVSQg3wACcOt4Ru+4T1QClK8IotNSo29Fo8t2ScO%202ZStEi9ZC0pQA6fDQUUKEpkQBCJQABCQCgLQAiYEEkeTtSJhCauACQYABC9ABUPefkmu5EvO5E3u%205E8O5VEu5VNO5VVu5VeO5Vmu5Vte5XxgAoHpDSJgAFmuC0vQetjQZuyX5G5mDRsABLQrAE0gAm0O%20BKuABKeSCafgBE6gDBlqACZgALqgCxqq5CaQCiLA5LqwCtjgBENbAkrOB6ewAZwQAEvw6HywBF68%20CRIg50hgAqewCTKQBKnAftEnAZwAC02gC1zO6q3e6pgg/wlF2xwink4krhYmjuK5jswqnhIvOQpK%20AAOZzUFnLQQJYNMWAAFC0AQtEAgnhLUlEQ6b4A2sJb6sZe3Xju3Zru3bzu3d7u3fDu7hLu7jTu7l%20bu7nju7lDgJptAJQc+5UYKwEZO3yToHxfu0gYO+she/x7gBUgO9UQGz0Du7wbqwgwFrwDvD7LvD1%20XvD6zu/3Hu8An+4TT/EUTwABkNizztEw7NEy/Lq6DvKtzOso8ZK9wA41s0FKMDfKwA4tEABQ4AtG%20QAJBQNq3swJbRhKgYAOqoAmrsAEOsASaoAFDT/RFb/RHj/RJr/RLz/RN7/RPD/VRL/VTT/VVb/VQ%20vwo04P8NJgBGVo8Kl4AKRS8JQh9GYC8JRS9GqHD2Q5/2YB/2mkD2GjD2Uf/1YU/0ay8JX7/2d1/3%20RV/3ez/0en/1g0/4ha8BqeAKKxniG8/YHe/YMxzykV/DI38SL9kAaLUlPpAPe4tj/yABQYAFVIAC%20R7ACUBAETTljQfAE9mcSkZAEECj5MsIKK9XDsf8aq+zxtq/7sUv5JuGb85FYCi2XPkAE4RAOJQAE%20EuAAw1wC2OwIk6AKby3rU3zMu2/9ksf4I+74JQ751+/9Mtn7JeGbJkADLAACjsgcNRADb/cJldAA%20S8AOmfAPQjwDCJjU2DpZ36//44T7APFP4ECCBQ0eJCj/qogkhA0dPoQYUeJEihUtXsSYUeNGjh09%20fgQZUuRIkho7MCgpkMCqSRMhKbtABYQAgZkIiCBICUqBfwusEYDyZAkriJCAGOmUUulSpk2dPoUa%20VepUqg4hibgAcQIFUZ6WKmRYVexYsmXNnkWbVi3Fk0pXtpzIqsASngIrtfpEMNQCUBH+RbqkaodE%20o0jXHkac2GyoHooaEFUcWTJhrFq5elUKdvJmzp09fwatuG3KtxU9scL8L8Lqgn4Hnk79sHDS0LVt%20ey5wQVqGHrd9m72a9eHWrl8X/kaeXPly5odHlyx9dnZz6tVB7lgiwEQvgahkBEKxoeKOJEgqHQy1%20BAiR//OTVvERIKCEpN4C1WsApbqSBiQCgGjKyzq1grOsuMyOEzBBBRdkMMHnSIoOuKNoa7DCBj3J%20IAEQLoDClH92UASbGUKYKBQiYHDgAmV8ICiCUk4wwgEHTqgEEhliNCKBBID4pxIgZAQBCFBYOSYF%20KqCgIpMGLByLwOEuMy4sJqekskorqXpwpAjLmu5KL3+DJIghoAhBiXwgA4IFKCYyxRsIXijTGkgG%20iqSEILzJgAUaDGBFgn0Q2CAHXxz4J5UYsniBhhaWiESZI55AgAQBlvzSKScdIi42kjSrtFNPPwXV%20oCxF2pKsLkNFFbFSaEjAgtzYcaQnFPKpKyJraHihgf8eaChHg4FKSYEGDTyRIIgV/mmgFUoiSCGI%20JiwJJAdJPukgBxKtUaIXS1opBbJURbq0oUyj/LZcc89lbtSQSm1yQnTfraqTGWoQKIMjCgjnCRoy%20qMS1fzQIQAZrpDilBMgmCSSIWgQKAQKaBCrFGw80+aeDIbwhyIdyeIjElSAIaMkVFlqwhBR2aikF%20XpDCRWjcA6VUOWaZZyZLXZDYFetUmncOqZQZArHAFCpioKSJB1roQIhQBsIkhBV44CEfTpb+cAUa%20zvsnAyUCGCiUTHwBAQl1WjCBIAQggOEfTdjJYM5OeKBhh69fwGaJVvzl2aXKnjQwJU7zBjxwwU1C%20iTT/ltDSeXDFJQJlhosJoMCaCATgYQUClAnwn0ksKaXzUjJ3ZIUWsM4gBmwIYgUKBiZgB5qCyqGh%207GMewLwnLGiw4BIUsKAAAigoXBwhlg9y2W8Eg0c++cFt/gjnqhJXPvp/IJmBhgtYiGGUf3rQQJRU%20bPC2lQKEGGUUU3xwLfQWAqQlBlgGiqAHdWgI4oEVLBiolxgIWOAfItiRQV4aoI4cuOITGlhFKlCQ%20AwlIryDDM0jxSvI3B1bQgqlinkec5xC8gctdF1ReJWaQBSRQQQmZcEgqlPGCDGRgE3wSiCJQQIM5%20ZQ0CPLILAlhwChEQYAhGGIjWnCCQY3hgEwLMAg1a/0EQCcQAYxeEYEEkuKnjgdCKV6xSBjuywYNE%20oAE7WICm/qIrSlDtH6woRQ8W4C2rfBCLivOZA0JhAwrkIBINMQAIdJSAC5zijj3hwRAoIRAjxE41%2023sAAZaogRlAIEA5mMEqBFILD0DhPD7gAQX+aB8a8ACEUSTIFEdCwTeW0pTV0SJHuGgQbBAABTzI%20QEF89DQWwGCQlTjBK1sABDM2BHqnpNmqntCASbyAAcNCSCd8sANmgtFfIHgACv9BgyzYABQ26IEP%20yOGNOZmiBRAIRQRM4YsL9O8fiphBDuaEiRlkZTACgQHaPrk3TEHpZcDEZz5/k8qNrJIgJZDG5RJA%20A/9dpIYS2LjAJp4QBFhEwAQoyAInRCeKDhrkl/qEVyms1ZsSMAAGmaOICcpBAUxkgAYB8MQqQvCC%20TxCgBRsQgBEoAERWGMEXJxiIJZwQgwwAAQs8WEIoMPGCAASAAvk4xjyFU8++TbCKGIVqVBPDT434%20cyDeCEIS/KeEFeRHIK04Bv4s4YEQ7AAEQ1DFP47hUUr50o1ShRck8oGA/u2AAk/AWkVAIYEc8KAF%20IOgfEGiAsQJQAAXqKIcDehOJfFBAewNpRRYMK40GWkIGM+ABC3iAE6UWSIwiISVcRTvaqlA1I1b9%20hyWC8ITe7MAbSkiZQCLACtcogQACyAIWBOKJIaD/QAgP+UQSDEPad4WjE37xhK4qKpFPOCIVGrCE%20QCCxg0F6IhwaWMIoKKSIVrAxApDQxCp2AJkDqkIVPfhs9EA5EFGC9qnEhW98U2JajKDWFQ8wwnla%20AQV21Ge3X2yiBIDQAhIJpAUsSGobhyvfcy13Iv7apL9c4wkz4q2im6RTeqW3XoG0NyShZXCIRZwR%20+l4EtbV4AAzm1AoSsAN/A1kAHzbQgiCYIgk/G0g5WkCEg3yiFk1QRQmcAAIReC8VR0ZykpW8ZCY3%202clPhnKUpTxlKlfZylfGcpa1vGUsa4AIqViFKo6hgSyHWQOokIT3ViEKDRwjgceQBCo0IYoEPlcD%20/6pQMhHifOcEiiLOqDgGlwU9aEILugkF8KreliouexoPZiOGdKQlUmKLoHYUMUBAXvb7gHcKxBVQ%20WEEOyqGJAS+VBQg+SDgykAIdBSIQe4R1rGU9a1rX2ta3xnWudb1rXvfa178GdrCFPWxiF9vYx0Z2%20spW9xyxIwJyK9ixBIMFG+BnEE5XAcENALGlud1sglK4IagvAjvz+oxVGUEJbNbeDAowCBQRwAIEH%20wgJpPFq6GtBFCXRBCxDwoQT/BnjABT5wghfc4AdHeMIVvnCGN9zhD4d4xCU+cYmLwOIlsLgIKp5x%20jWP84h7POMBDHnCOd7zkHad4ylW+cokjYRQgjf8Ih/8xrghUAhUaV4QYIVGLoP6jE8dAQirCAZFt%20e9voIwY3RVBLCXYkoH/hCEEQamiQs3qjBccSiLW4Y21IlKISlICRDyBhCbKX3exnR3va1b52trfd%207W+He9zlPne6193ud8d73vW+d7733e9/93spQKFh4dGT0cUxygy8kYML1GogfFCCB1j0AhSs4N3q%20PkjRj775+CZ9Iqj1BA0oIElVsMAbobCE2EERjgZAohJGyAECeDADvDgCAhnAvEFAEdPoct73ipP5%20uGoxrx2UuiALAAE5huAKVNBABpM4QeypXRCFUOz31+984aBzOIlsAAIEAEIIhuArTtBAALUIBAn/%20gCADCLDW+wTIBApmgIqivBX7949Z8Llyxkwo4RI9kgYKAB4JcCUW6IV9mIEl+IdaCMBeMggNyAAb%20wL8JlCrPkwjU+odwIAFv0BEpyA8JWAERWIAMyAIq0JCk2oF9WIELSAEDSDS3WjAKlMFy0T9R+IdS%202IQYwBoCYIFYEYgFCIEZYQFXIAAe8BVHCAQacECBaIBesAABqAER6IUppMIqtMIrxMIs1MIt5MIu%209MIvBMMwFMMxJMMyNMMzRMM0VMM1ZMM2dMM3FMMCcITeUwoLjAgMPKcTeAFM8KpREAD8GQVO2ARO%20qJUeUAYnwKH6i8EZZERQqUFkoYUhSIoIIIBy/9i6f9gEHjCAY6CBXvAGdWCIXkiAGVhCtdqADKgB%20KkAAJ3CCTXDFV4TFWJTFWaTFWrTFW8TFXNTFXeTFXvTFXwTGYBTGYSTGYjTGY0TGZFTGXGTFDNgA%20CVwKO4QIPGSKi2rEa7SSRywFraEUb0CB+miFIAgBR5CAIViCyvGVXgiEFijFUcCEE3ACB9gATKDH%20erTHe8THfNTHfeTHfvTHfwTIgBTIgSTIgjTIg0TIhFTIhWTIhnTIh4TIgYQFIFAEppDGh6DGpbBG%20bORIC3nESJAAXxgMSOABdXCNAqA3B2ABXwAPGkgrIbCcbBMIUGiASiiBIhCFBtDJneTJnvTJn/8E%20yqAUyqEkyqI0yqNEyqRUyqVkyqZ0yqeEyqiUyqmkyqq0yqRcAGKySO2DEO6TkEXsyLD0SMNrGSgh%20giAAgVR4gRWQgk8AAinYAREAAgN4Ag+QghMIAhKAQBYQAMKDQA8Ry8AMnot0iIxUio0UzMRcjhr0%20ik7YBBaoAR6AgR6ghAvAgrwShRXoHyrwBgcIBAd4wcwrAutTzNLcGcJsCMNMCcQ0zdYMDcZ8PGUw%20gP6pBCLoua86huiaBCTIAAMoRep7L9cUzm9BTYRQzZJgzeFUzsiATYEIhU8IJ9WIBAybLdd4zt8E%20Tntbzu2slOI8iOMkieTkzvGUDrIknkZzKu3/JM/1tBDvNAjwHAnxZM/5lIrmdDT6xM8Kcc+CgE8P%20Asv8BND6NM8IQk8qUs8ARdB94kot8Uousb8EhVCNHFApKtBRCs4IxdDP2E+CwMNIKIWshAuCiIRO%20WIAFCNFIaIASnb6DkM8MdVGLsM/0fNEZ9YwNHQg81AQjWIFA4CyCEAIHyAIeKAGqqYUnyIIscDwY%20BB4aZdKMiFEDbdIonaoFJZUGfQhUyAICgBMWQKYfPIELKAIsYIES+AdVKMIi2B3AVLAlldI2LYoJ%20DaUKda8DddM6jQobVQkrdQgjGAK6IoUHoAIz6gH/cIVMYAASsIQagIANsIAN8AUZmDrheVA7/6XU%20gXhSC6XTStXUksDTf0AtVqCBEOAOV+ABCIhUglCCEFgCVxqIGFCHJLWoSd3UOr3UOZ3VW91Kt9BT%20hNgBJQCBJWkFEGCHQToI/DqBciCAgZgBLn0IT+ADEghRXLXTWv2wC5XWa92ITrW0ByCBOVkAI2CH%20ijSIJmCHEziBFkiAHNuxgwCFAtAzVZABB1gCOdOEerXXe8XXfNXXfeXXfvXXfwXYgBXYgSXYgjXY%20g0XYhFXYhWXYhnXYh4VYhxUFC4jWmINT9pLTas1UbOVYtqDSddnVg7i0TDM3KHgAcSWITmgWGxCA%20dpo3VDOIBegAEIABEgCBJyABGNDZneXZnv/12Z8F2qAV2qEl2qI12qNF2qRV2qVl2qZ12qeF2qiV%202qml2qqtWhBIgtyTjYvtsIwFCc3r2LCNCG0NWYMYBfzSLyN4AGKlE0x4VE/AhBxIV4EYKV8xiE5A%20gg2QAGsggQuQAQnogMAV3MEl3MI13MNF3MRV3MVl3MZ13MeF3MiV3Mml3Mq13MvF3MzV3M3l3M3d%20gCWgQ8pYtLJsKigV29O1CLKt2IbwAXaggpQJVggI3X9YhSCQhooUgBzIAmVVBzXVix4oAAsYBQlw%20AFRQBEdA3uRV3uVl3uZ13ueF3uiV3uml3uq13uvF3uzV3u3l3u713u8F3/AV3/EV3wKgBJn/3NrR%20Pc/SxVTUdd+JUF3GGYIV+D9UqLxQ6AQLiC4bIAAPKAGv0IQWWJ8I8IEhsKWHYAUDMAKYe18Mpdav%20tdYGluD4lYgL4KlS2IAYwIR/SIIEUMAaOIJAaABKaABQsGBr8AESgAAylQ1ZleAAfeCPANsXRl0K%20jggLCAFpyIcVIIGk2IQZEAAgZAAUCAEC2IcdMIUnmIFKJAWtfSAXpmH8jGGPmOEoDlsbjogleAEo%20yIC6KAEEQIUGwAYH2ISalYChIwIHgIFciTkotmL2nOKOqOI3xlYsNhU3puPxjGOOmOM8xlU7bpf/%209OP13OON6ONB3lRAzhk8RuThLGSNOORG/6ZURX4eRpbk1nzkjIjkS3ZTSqaKFuVkwcxkjNjkUI5S%20T54KUDblsBzliyjlVaZRVK5PS4ZlsWxli3jlWnZRWY4KVdblRrzlisjlX45QXoYKXyZmGQxmihjm%20ZEZQY34KZHZm/FvmiWjmac5PaP4V1tMwS/CWCOgESni2FhZkbO7IapaIazbn+dRmZEkCGOgAFjmI%20BsiEcHCNBdBDGQhNSS3ndb5GdI4IdfZn8tTmHQgEHgCBIFUECzsGFiAHg/mHUbgACgCBFrgA/1LS%20gRZlrp05r5XhCNZoDNVmGZBbE3AAJcgANqqFBPCACcAEotgExkuCC1ACXgKuo4itkD5njv/2MAje%20WJ1+5o+9mbI1CBZAAV8pgBbIgcyZBIvJAnJIAk/oAdHJD1Ygq05rDb+YjtXg6q726q8G67AW67Em%2067I267NG67RW67Vm67Z267eG67iW67mm67q267u+CIAmOpAG6qDW1dVFiHCIgXLKwAt4gCWaSSFA%20ghIgBx4pgRlQh4EQPe30BFCABFBYgEwwgh6YBEjw7M8G7dAW7dEm7dI27dNG7dRW7dVm7dZ27deG%207diW7dmm7dq27dvG7dzG7UqYBAfzJZ62p0qQgheAAR4jiALoABKgBQX8kFMgASdIq4cQ6L4WTmi2%20gRTTNHDtNFb4hP1gAB4RrLn9h5Ex7oL/aAAD2IAOkAIY8NsOOIX3hu/4lu/5pu/6tu/7xu/81u/9%205u/+9u//BvAAF/ABJ/ACN/ADR/AEV/AEdwLQrQjYLAVS4OEVeIIEEwgR2AcH8AYscIVIqIEgTAAC%20cATf/ofppu7WhOZaUAKSPbcHeDH46SgeOQGXpVuYLQhKUIYEcIANeQIQ2HEQAPIgF/IhJ/IiN/Ij%20R/IkV/IlZ/Imd/Inh/Iol/Ipp/Iqt/Irx/Is1/Itx3IHCIETGGeLVV8CLQ5NCIL8yl3xjgBV4IkT%20eAApMHNO+AcggAASWNGBIIIXoL8Tf1FoFgIlUDFzU1uM/osm+O5/yAQaCISXtduCCAUf/wheISCF%204rUA8rX0S8f0TNf0Tef0Tvf0Twd1TreB831w4LbBUAiAGGCRSOCBckBs1fCLVaCBGjACFJCkUcgH%20dnSIY8iAx+LzDIVmV2AHSxL0GMhpgaiTQweCHEhWA+OBhTGI2YoETyiFo1iACJjObNf2bef2bvf2%20bwf3cBf3cSf3cjf3c0f3dFf3dWf3dnf3d4f3eJf3eZ/3UKCtUh9zCrVBHISA2OJBHyQIIIiBJQgB%20HqAYUVTCg6CESxACIJCUS4D4iJf4iaf4irf4i8f4jNf4jef4jvf4jwf5kBf5kSf5kjf5k0f5lFf5%20lWf5j5eEWmDTkYDmTogBLMAfRcisSf8IBa0UCCJgAF1QKxpgAYHohCEAAXluiN0zgtn9dWo2dWTJ%20gH4XCG+wxGqrhSyQhlIIUoZwBCUGbA1Qhk1AAFXcgLI3+7NH+7RX+7Vn+7Z3+7eH+7iX+7mn+7q3%20+7vH+7zX+73n+773+78H/MCne06QAViVeaFuHqIuiFBz7CF4AVYYBSCIFU+AhCU4AgGYhAEav08w%20ACU4AcCWNlpu+m57REvYBCWgDQKQhlf3OSiYAST4B3WQBqROABYoRSE4gQDgBAdwAljw/d8H/uAX%20/uEn/uI3/uNH/uRX/uVn/uZ3/ueH/uiX/umn/uq3/uvH/uzX/uaXgBN48flCfA1SfIL/IIKRqcQs%20GKQaiIFTKBTIeYQZcABXWII68gYacACkz+jRp8CPxAaAYGfD04Is3lhN+vTvX40cJP6FukBDxD8N%206kJEWqhxY8UMoziCDClyJMmSJk+iTKlyJcuWLl/CjClzJs2aNm/izKlzYwcGOxcSWDUpJStMJKDA%20WLKQD5VV/1AdTeDASY9JSZ7AMFLLk0lIQIx0+il2LNmyZs+iTat2LVuSkERcMDmBgiiukoIQuGSE%20ArZKG2qwkvGg3CVFPVZBgDKqCI0lXEcSeSGpLeXKli9jzqx5M+eVPcUGHaqygasGGiN4ivDPkuFJ%20PXoo/LdAESSUXsF2zq17N+/evn+L/3wbt+Tcuv8+6eJxwRu2T5RgXIiEYMYKI0YwWZISKMSFU6BK%20iioyGTj58ubPo0+f+fPP0CtRqwYZYT790/Ntfw2rfj///v7/pyWcXHQ9FoEAsPCxwGqriOCJKkkk%20cUImovzTiQnWmGAaeOIB2KGHH4IYIlvs7eReZrfpJ6KKK7LYYm4CEkdgSPHRFN54LuKYo447pkei%20TiZihiKPQxJZpJEjwUhScY/9ZOORT0IZpZQw+ZgTkJcJOaWWW3JJXpIjLTmWk12SWaaZLVaJ05WW%20ZXmmm2/CqdOXIoUp1phx4pmnnpuledOalbW5p6CDDjpnSHU2ySGhizLaaE192vQnZf+BOlqppU8a%20ChKiO915qaefXgppTZK2RSmop6L6YaYcbapTp6nCGquZotJEKlumypqrrr2tulGrOb26q7DD6kjr%20TLaG1IAkTRxDiXw9LLEKKqEs1MkxSyxRyUm4EtuttwHCNaBxdir6rbnn/mesTMiClAQBLKwgA40L%20UbIBC9JgUQtEfKxAQQsifFcSt+gSXHBMvWr0K07BGtyww3z61J5QKfFBQwIlGAEBEKxoVAotEEhh%20Ag1YuJLEDAkYEMIQSgmc38Mvw7xtuDGOm+iNMeOcs1nqxsTuRt7McMI/Igyxgmj/HIPCDD1A4gAE%20TkiUbRMekKCgWy7rnDXMCC+k8E3/DGsdttgu8QyTzwtVMsQF4fzTgzcPpChBDi8sJMQQLLDgjUZD%20oCBESaB8VcrYg5/L9T9e2wQ24YszzlPEJU58UgEPOCB4K1A8sINGL8QgwUI70BADBMP9w0ILx5QU%20igBG1Na467IajnhNir9eu9Zlv3T2P0IoUYNCrRjBjgWbQ5DE5zM8AIERGpXTAhEhlVKCBJgEgAAV%2002eSvfbbc9+999+DD34SugARvvnnox++AEgAIWH678P/PRDkx1+//ZnMX/79+6efv/v8A9B780tC%20AAvoPV0IABP/M2ABA6ABbakkdjIi181sZ8Gw4c4luhtFDHz3D+BlbnNDMN4/djAD/yUMYXkLKQcL%20UAeSBZwCBDAgAQieYAQS4DCHOtwhD3vowx8C0QgOACIRi2hEIgrxhkdcIhN/mMQmQjGKJHiiFKt4%20RCpaMYs+xKIWu6hDB0DBi2LMoQMyYIqVSLBmnCrXBduoswy2RHc2oJzljKAEq/2jCDHAxkIU0QII%20DOEJGmEBCiqINlUM8AUgmJ8BGunIR0IykpKcJCUliQQBbCAEJ0BCJTvpyU9aUgBFeAIsTADKU6LS%20knyQQQgkoItUwjKVnAxACGTAB07GMpeglEECZGBKXQKzkrBIwCZuGcxjRlIACSgCI5HpTAMg4QQJ%204MO8ujIzJU3QZm7cZs7gyBLdLf+AHYFQUDgSEITW/YMTSuBE3WZAARpkQSM5CIEjQuIJSHSiEpT4%20ig8gUYp/AjSgAh0oQQtqUIJaogGrCMQO/HnQh0I0ogNN6Fds8AmJYjSjCG2AKJ4wClBoNKQatUQp%20LJCAY1iCpCJdKURJegwqiGISLJ3pQ3dwgRJUQqU03WlAmwYESlSCp0L9pyV64AABMElmpANTNtdo%20SG5ClWDeXInuWNGCGVBEBDS4ACsKgIQFaJUClgCFEcqxAR7kwBSfWEIMlCE4kkSCD6zjDCqe8NbN%206IIEztqMEC7gA84swKOdMYUD/LaZUoDgeZwxggmotZlKkIAPSbXmUunUVFexMar/mj3XVFWiu384%20IQhUIIIRgqCKf5xCGiboxAViIIAlbLUHGwiCA5YQghk8lSOQwAQUUoSZUKQiAT3gTCT4uRlWHOMJ%20vdhMBHaQAA1M1jIR0MAFNMHcHlygCdGtzCQckARLcIYSUEBqBK/JVDViNrebXe+uOpuSz0biBdKA%20FxC4IoVyGM8GF7hXAgogmw3QAAXSEIVjSVIJWFxAQ5mZxBIIMNzNhCITF9CcZlihihD4VzMRUAQB%200CtdUZyUuT4IQYM2A4onZOKumQnHBepb3soe6rLAyix7a6wr96Lks/+wQAkE0AQN9aIEmouEEG6J%20Co6VcH0lOBpJQqGBJMQmM6xw/8QJVIwZVkgiCQrGjCcUcYJWMLcBsFBENS+zA0xQWDOdyEQBylyZ%204koiYJqxRBJQ4WYkmdeyHl4YjW3s51Th+CQ6JkmZ71wST5SiFdulTAQ+EQ4ka9gSrciIicNR4MxE%20Ihxy1gwoNE1cSkDC0GyJACUssWjKsKIV4H2xuE49uz7/OdaeCrRJBi3rW6cqja6uEaxx7etB0bok%20tv41sR2lazH1utjKdlOwSTLsZUM7T8emYLSr/aZmj+TZ1t42maatTW6DW0vYFom2w21uTOU5xnv+%20WrLP7W40Pe5HkXs3vc3kbafWO984GndIyq3vf4fo3ukFOMFBxG+Q+LvgCuePwP9nrN6FQxw4B+dI%20wiNuceA0nM8PvzjHOTPxjVS8490SdWdIXhaTCyzdmpKxxkXu8t18XCMhr0kkFrAASkS5LaBoQCsW%20AEG03XwBkFZLBPQpZ0gEnckBWkDPA7ZzSiwg52n5BNNbIWdQMH0BSi9LJxpQ4Ah04ualeAwkWtEK%20r5vFEgsIWAQmYfNWoNPtPd/6Tqgu9QpFfSE1v/ndf1KJvGvEE50wewMyIve1B0flrGqqqKuJ8n/Q%207uWSH1G8rTRv6QohCyuYARA2rRZPmCAB5ViBEzQyCSesgAVZqCdbOrGJGQggPgFQBwt4wDK1fKID%20KEABFkSQESSEoBw8gEVbgND/L2kIAMkCyEI5UFACtVwgBIr9RyVAsHkSaA4UHZCGNLyhAbO8AAsm%20WEgolpAFFJQDG9SKhAl2j4ImmAUWKBAaR0BAAUz8wxOS4AEKWuDismwAFmTCRlCCA6AABVzAGZUA%20D0gDCpAQSHgbqVWCm0kapf0DJFCCb41E5E1eB55FzAHF5VVGLWBBvBCA/1FGJ8jAC0hBAuTACaiG%20fDlAEUgDD+BRWizBEBxBDahGAEhDAmzAuxTAruUEK2QADxiBNZyCDfzDEqCAN5DCEzQGEeYEEKRA%20IMjAE8yAUgjAChCAMnhDC1zC0P1EBFgAFPgCBAjAQliCEbBABrghCVQCEuQA/wyQQgt4g76UYStk%20gBL4ghQsRClIQQ1YAw+wgNCIwgyAgDVQgO2NRSVIgA7CAEesghIcQRH8QwFQAAHIAA9QABCQRQNs%20QAz4AgJoxAKEgDe8gAwAgQ9cwgxcgDWsAAroQkgcGysIAQEkgDRIwc/9QwO8QBakAAFojggEAhaE%20wCaYBAd6YDOKBQj+w8zJBCtIwQOcwieswgN4w16tRQMYgN8AgRJIgyc0QA6gACo0AAyQgwiQYVmE%20QhH4AjlcwHz4iy54win4ghNcWlkQQQtkgSL8QyRwjDmdwj/wwQOEgOeVhTrkwBouwRFkQCgQAA1g%20gickATm8wKqNRShIwAwcwf8D0B/vCFcrvNNVQIAr/EMgQEAGiEUkiEALeAADsBP1JYENRAIsKAEB%20QEINsAN00UIMUIFYeEItSMMDYIADbAQrXAA7MMAkSoAHJAEoGEAM5EPf2UQELAEFxCQULAQrnAAE%20bEAnzAcwekAJRIA1DAEB2KLi+YqM7EAIEAAQgIA0WMNGhN8LdMAKBEIv8AAIIAEMzIABuFp4WJcz%20GmZaQKM0xoQruCDzzMDzWYYpSMMQeAISQIDn/IMkPAAIWKVYiMC7oMATREAvQEARZIQp0AAF+GJZ%20PAELrKFGVEIOPMFwKYI6xICVlUU50MDz+AAD0IIFtMATcEw40AALPNhYQML/E9DCCtAA8X1CAAjE%20QrxADvhLBnCMKgRBPP3EJ2QACFzAEJQeR7TCDEiDBkgDAXDMAtBAOYDZTlgFAXyMCv1DBIzCDJxg%20BqDiDFDaO33fT3gCJziARKgQJLRACqDkQriCPwrOAkhDDnCjRqSRaoiAEhhPgq7AY1jCyTRABGyA%20EhhBDiAB0tBAClhgSBzDCxjWYaooWSSmCLYFEVDADGhEPtAAKFqGJBRnBHDOAP6DDQxBFqxmWVwA%20AZCCXg7NA2zAQliANNCARppF/zkADCAARbjCA0BBbVACFTwA26TFbFGADJxgATTBEHDlL6JADqSZ%20UBZAA4RADhDfAgTPXmED/w0oAQRkgmr0QoAFqU14wg70AC0MAS2ABCrkQAqkwhCAgGpMQvOc0U54%20Qiv0gghAAFJqxBOkACmgAAK4AgtQgMzRQC2W4Q6Ew2xRaivEQBZM0QZYQA/EwAUoRCikQBDo4Uak%200QXKgBLox7tQmCQMgQwshAYoQQycYyaGAA3sY1eCQgSswgugwiRMAihAa7RK67RSa7Va67ViKyg4%20a7Zya7d667Vu67eK67iCa7iS67meq7mi67p+q7M+K7vCa7a6a7zSa7nW671S6yRQoUy0KN2txRJw%20qkZ4Aw3QX2XgpDIawRDYqA3kAA84aVloAAXAgCRQgCBhghKQQh+tQA487P9YRMAMQEAIOEAIrIAo%201IISwMBQtIIDhFBa7IA6+EIMNOU/CAAE1MBCLAAWBEGakkUIBAHxZekdLcQJ0AA7xIA9/oMrzAAK%203OBOOMFKgsQ+5AAnqILNckUoSEMLbBxNsBWl/oMiBEEALIE0IEAvzAAPPEaxPqBYkMIQUKoFeEBw%20ggAWeBcEkEBthII3BMH0QShbJgxdVMgmQEBYRAABlMNyNWEQ1OU/EEEMPAAWfEQvJICxhsQoKJAT%20OMAGYMLmcm7neu7ngm7oiu7oYgL+8IEAlA/pqu7qsu7nZsLppm7ryu7sui4QGIAAZALt6i7t5q4A%208EHs7m7wru7r/m7uCu//8Yqu6eIu8jKv62KCABgA8Dbv9MKCAPzVWPQrZqwCBaCAp+JfZThCCEDA%20cJFAELymKQSBOuypWNifCdRCcEYAEEBABygpc3asWIRCDigBAqCCYOQDr+7DUFACCDzA9aJFKSCA%20zELkJwhAEOwDzqIVz46FzwKt01gN0T7AEJSY2aLAlu3ExwjqRpSCO9kAEZQmV4BC1l4CWYhADFCq%20XwzBDmgAC9RAAbAAATzGwPJBWciA285nATDADGSCJoRADDAnAigEKBBAEBQmrfpt1wBuJ2TA4C6E%20N1DA8CSur1aE4/KA3ziCFh5rRSjDJiAACCCAMmxAGqvxGrNxG7vxG8Nx/xyPsXVsAhrH8R3jcR7D%20sQxYBy3YsR4DciC/sQwUgQOcsSAjciJvgDI4gRFAQR0rciQDMh8bQQb8sSRjshuvIFJcciZ7choz%20Mgw4ACR/cimrMRTAApf+RPZexirgjcCiYGWQwDothBHEwPeaQg54w/ruBAc5mMgQQClgwgNosQVs%203v3+BCs07BkpgjdAQAkoAQkoRAEKLVpEAgjMAC0IQQIwwPOmEATTgAGXBQX/wwCzwwW3QJ26mCOc%20rULmBAhzxAVAgDL8AzQbAcdgbTlkmGe68EKYQk4qQsVAwTHQwIVWMVbxsA//Qy94AH7WMwU8QAzM%20Vd7SABPq1hMfDuB+gv8MnPN8psAKtM4lxEAIpwIE5AALfF8BEAAKhHE4aAIqYAIMCIAm0HRN2/RN%2043RO6/RO8/RLL0ENvIC09PRQE3VR47QQwMALLAEqGHVTO3VOC0EmGIEESMJTW/VTo8Iq0EJSMPVV%20e3VR10IR7IMJdPVXm7VO10ISwIAyVPVZu/VNo4IqSEFtXcJb23VNX0IGbMJHPGPlqYmLskXEBoFG%209MvtsQUs0IANLgQnsAMfZaLddqZOSGoLIEAWeEAQZAISsANLfm3toZNZnK1/WYKWHsMDXIDglFMQ%20IPNPoC8K1IZm5oMujE4gEpIql4ULDmAD1AADPJgUtEALxAAgPsUMhAD/AILnRgBBDICAszRBDBQ3%209Y2eB+vEEtjtQogCO0iDA/BA3MIADbSARmABYZTFKQSBCvUAO7zAa6MAO4TsUFQCFrSAdEfoPxjA%20AwDBAqTCCjiAJ7iCKbRCDiSABVgAJ5TDhwZAXFHAPrTjRmjAC1g0Z4CCNZyAv16GFJwAL1fGJVBt%20boQCEMhAZFeGBEiAbWtGAchAiHYGK4jAC2B4ZQDBBmwtv/q1nwD2WvhAAiiBK4ACJbRAAgBkW9Tn%20EOzwUIjAA7COVbhWiZLFMYwsFVAAOcTAKYxCyO5ABIhAELwAhZfIDATAP5iC0oAOCjyPKuSNO4sF%20EShBCuRfD1CnJiyt/yN4ggYMAQLg5k5kRAoMQcZ+AiYwgABYQkRkKg0QQAN4ggy0AN2IBSt4QhHs%2073xGQAHkwBBQSGZeVTh4wkuCwFh4QiQggRLERSSYQgJcwBM8eRAUgW3uQCjYsDdIN05wjODGBdiZ%20o75kAqeiAA2gZFbqDQRidJjsQBbMQAfwQAqIQitcABZMwgu0wAVkQAuQwgLcsHZQgA+IWirAQH9y%20RidsAClooGZs+4NqhgYUAUV0hiVIACe0OmaQgjKwHmfUAifYKGdAggDUQNNqxgk4wQr3NWjU+FoM%20cyBoAAjkgGO3xQowAAHYgCSMwrO2AA1IgAH0X7eTxX3AljdwRawqdf8CDIErPJ5NAMEQYMEl3GqS%20wsCk6kUMOEZaLMA7SQAqnMIDvMA1p5AoyPMo7KtM9KkptAA7OEBV7EAQsEAJYAMs9gAVsIMIaMDZ%20xjhMkJoQhAA5eANslEICPAIMaIIkuIIPZIAvSEAtoAALjF8ZdkItvAA5oIANKMh9NMFW0awvkIAG%20JECwk0UrFMATeAAK7EAnRAIMICkqDKwuYIIvKMMonGC8OzGMrdy4hEMNGMELWFcDnIAygIInYEKU%20nsB31AItXMBek1wPiAK4L5gkCIGWVwYqCAGIt0U4HIME/9YoaALpU0YtXILEX8YCaALiEpcjEIGZ%20X0YBSIK94wQrX0b/veAhCpxCe7LFAvAABKDAdhgB26SCN0iDQahCx+dE3StjJj4BCggjECh5WVSC%20E2CBMOrVBznACuRDFsjAZ5uFsgbCJmJBDQCkIjgA/GcC7+NEKGBD3AM9QLzYwUoEhRQooAj5VytF%20vizeRET6N5FiRYsXMWKMJCIBiyEtENgopS5GlgT5ivRSRGUFASxAQGWUOTMjK1QJUAyZ4aBJRSFP%20pPxbUKQcARQdGtBUujRCkwseZxjR8K/HhXxYCEiY1AoEDwLqOkDCCEnEBaUTKIjyRFHRKEWh/kWi%201GNtA1MFkv6LsAPVjghKI0GSuJRwYcIRPoH6a5hx44uJ1zqWzDgw/9zJl5mC+rQYc2eZmll5Fn2R%201adJo1FPjDAJEufUokG/vtiBgeyKBFadti25Fa0MyhbsLtzgxAYZGTJIyCuiSAY+wgkvaKKJYipO%20RU5Yhp6xxwkEMgpQrCUDQYfg22UuQfDCiSuKkji96BAT/cRIJTht2vDiRKuJ2DJ4YaqJlshgHxHE%20go4VDTahZYMMAthhkgBkkIGWfTKh5J9RAsQkKdde88QRJzLYgBZrUKmolSYumaiHF14gRcPtIkBF%20GQczICW8f1CRoQYgzrNhk31OCEevi8gyiya01MLINRDri1LKKams0sorscxSyy0now063HTjUswx%20ySzTzDPRTJPMJP/PSisyNeGMU8456azTTjW9FA7MO/ns088/AQ1UTDaXdFPQQxFNVNFFGb0sz932%20bFTSSSmt1NIoCZ2JyTcv7dTTT0ENtcva9MxN1FNRTVVVOzOVadNVYY1V1lnjfNS2SGnNVdddeSWs%201Yxe7VXYYYktdiZbZcPV2GWZbZbRXzEK1tlpqa22UmRfU9babbntNktoL5LWW+Gg3LLccZ09F8sI%201BUN29S0RVfeeem9DFyLxJXNBxlCoEKZwbbUYJ8QQACCIiAcIHiHLScxoZwSTnPkhScI4IO+LHUB%20IQEERPnHkn2oIKCDT7Q84YIEQOjlL12MCOECha404AkJKLqEhBD/HBBAL2scSCGDHqikJIMEKplI%20lSJCSECXvzRAwJsLRKhSFR6aADgCWFDQ5Z9OMgnhiRdmnHKJJ5SpSAAoEqhBkn9OcIAABHZ0l1RI%20Ta3X7rvxnuneivJNLZIXsqCFlhmSSFBLESp8goWORcgHBE54IFrLHVDAgBZIhkLhFChYKIFTKllZ%204m0JBHBlEidQ2OCCFYLCEogQSJCBAAJA0YSAC5TxJovzpozEgBY8eEKvBrwBanVNSpAmAwR4MCK0%20KHsxQokHgiNIGRmeaMERSi7wRgYHyjHlc+EqEUCaI2QgeaJwZjhiE0/4QKEIKVrYgHf0IigBBV9S%20oEiABGBwAgEU/2AJ0igCLbBwgaLJ7Ut1y9sDIVivvVGkb6jRBAtC8I8G0GAFiuCSEILDhwcg4B8H%20ScU/ZOABSYxPSqAAwhA8gIBPCKAcwqPEA6BgpCs1gAArMAVFHJEDB3zCByhogeGqlAUWLOEfCPBA%20KcCntUx4oATaiZIlLhAED2QwEkiIASb+gQQaJIAAPABaAoZgAykBQRpKYIeRIlEAI4mCAQboAAs2%208Q8NPCADlojSDkDQPlr48R+ggMUQyCGFXlxgBnChQDmYGKVIOIAGvuDBRD6BAm/UApMhaIF7HACB%20SHrmXaiJVwRRmcppTXAiFRzNC8oRFEvAYAicHFMTcgCDSOQAAf9Fq4USTqE+Kx3DGw5AQQYmAYMW%20lGAiFFjBMbBkgxiQQhIFWEDoHoCKvxghB2u7EiWdYIqOfGInQBvFEGpAyChFYAEiEMAKMviJQJQj%20RTZIgBIgAASxyCAHNIsSEUwggxj0wDWueAAQ1BGCju2AAjzQIXookQQhQMAJeXEFBWjRAiBkYgUO%20mIgTcoANKUHCACXgwSU9IQkISKEABahED4aQgaTAggZFGE0pR3NKVe6Up71i5T9cKRoSUCAA/6jE%20PobQojGdQgmS6EQQMhCTWlB0gVWaxCZYYIFyZCAURljcRHiwAlVcyROq8IU0ElCUJjRBCaOYCAxo%20cMIrgSIEHjj/AgSAlgMjBMcUei0FlTwRAVVQwBv/gMRB3OqIC7BDCQY4TQdoIAMpecISUngAQSny%20iQA8wALwXJsPVoACoNXHE6EohRI20QkNymAGrWDBCSSAghpMhJ/+rE8EWNELFKzgH6wwATvKcQEU%20ZAEIQbDGXzPRAhLcdG63cmBPoRtdWv00qJ4xAgVgYdQiBMGWWvpLCShAgFC0IqanGQUENoDEKQmA%20B7T4Bx7/YYQWQPMfWFhBx6zEihKQgxMayMRJk6CEH/4DBjMY65WEQAAWtOAByphEDkjAV79aSRTl%20KGwlsrACt7pisUpAwmkkENkpTUIGl+WMKGhwAVaggAAp8kFY/0cbpQYogRN/LQjNWICJAMh2ItYI%20KZUcIQ3eRgII7MhAAbCxghkM4RR/xUQLYMDcBoZJulW28qmoa6jdKNMa//gEXAe8JUeEgAJTaQAE%20ahCTUcQAJlcywhD2AYQY8MAUIGhBJFmcIit5YhUewO8ThnCCB9iSBDOIG2C9EQIRHOMCtcwBFDRU%20gCA4oapT0oA04qlghRTgCRBQQpshazAphcIaSuBdARLQgvBIgwfQ7AGm/SMlS8RAGaDwRAYeYA0B%20QOACDmCBET46AzBOSREowEJvRcjEBYCAHEpwgh9P0IKyMbBUVL7ytbFNqSw3aTcSmAEU/rGD2S1s%20S58IQQ428P+PULAiByGwgScMMARJPA+wTqBA98gBAQEo0wnsnEENYlwlaUqgE+EIROeUcIJOLOAJ%20K1DvSJVwAdWqggEiKAoR/lGCIFSRSuxaAguyYFgYBCFqJUgBAWhAgoXtowVuXWcpnHDZ0DTgAhAo%206j86cgI9zuDZ64zEAh7AiU6UwhotwPcM0pqFwDxBHaMkrQ0ogIK4oMLmnrABCIKQgwS4JwNLlHK1%20sx12sS9q2ywcTSt4wAIDSCAIurhYlmDggXKIggjhQUDKgeAVYe5ZLkNwQCtQwYMZpOLuTq9SKbLQ%20AkzUAKOQ4EELBEACaaT7SqzgAQVIIQIq5CAc2KCBA5AQAhT//JVKkTAFLWJAA7yYYghQAwEFLoGA%20IEiAFChQUpQoUYIQHAEICzOCB1ggiVXsQAQzIMASjEADC7QrNZ8QggCOcHw/RgASlECnD5AKBAHk%20QBmqXSeSIRAEDSwgFFE/wQtYoIwOQEACmOBBCOjdGZyKRqdjt//95VR26DTtdidQp5YyoCVAwAFO%20gBVAYQMSIBBqIByYrz4mAQF0wY9SwQFOpgQebkoioAeM4AkSABtiYgcu4AkCAROsjUp2YGACAQQ0%20gBVCgRQ40AgcoQFl4xM2IQRWYAUQwBEiwQRCxghKIAIaAAYuIARkINaiZAmgIAUoIBBEIBQ2QBqK%20iQoEoBQM/yBhQEAVAAaisIcCsuAF1Mg+aqAJFWETvCEBSCHg0MMTpKDhUAAGaiECeuFmqOAUQKEU%20MoAKQoATPOjr6KYE8e8PAdFM9E84WMERREAVSI9LbEADiGAJVqEA1qIHVGEJDi1LIsACrukfJsEU%20liAVrAhLCEgVjFAIlkAU8iJLHGEJloA6JqIVjqEJXK5KIkESlkAVVoEI/moSNEAELkF9LCAVlsAH%20qEQSb3EJBsIVROEYVNERDOsSSkADzG43PqEWlqARJeEULzE4MrAEmsAI16kWVkEVUoEIgqQJjmFG%20JLEE9pAPncsPA/Ed4fFKBlFVZHBd1ARK6jEexW7+PKP+9P/xHwFSNuYxIAmyILWEHzvDHw1yIRlS%20KQayISEyIlMDITFDISXyIrslH3fjITGyIz1yKSjyMizyI0myWCZhAd6uSjiyJFmSJENyMkayJf+R%20Ei7h/6LE+egiS+xCGA8DI0IBGxzgflSyLNqE22TyKD3yJSUjJpEyECOgLGJRSnbAAYDAHSsiEmrB%20FVJSNDSABESNMEphFNyDIo6BBWjgFK1kJZtyLQtSKR2DKdny/iKgBjzAAKqECB7gCSqNOyCAB2Am%20NQIAAoSnMEwgB6SOIjpNsr6FKAvFKOPyMQPSLRsDLiEz7CIAAdgBCapkjxRIKXgIAdYRNU5gCAaT%20MDQhAYD/jSJIgRbQMi0ZU1O0rDJlEx4lkzEoczavLAJeIAaWoBLCIQs9pgeMsDQ8ARTCQX2I6H48%20YQF2oAGgxBPCoQGEwO8WiBV2ICctIhREQAMgwQA1sQfUZzUsITI+oTuLMzQo4TwWIxLCIRSSgAZA%20gCI6oQdsEhJ6YAHWohWWgL68LBX0bCIWqAEysT7UEjcNFNtq0zBu80CjSzdjAAlEYANEoao6IQmM%20wxX+ogFSwRRSQQberRSWgBZIIRwioxcCYBMEwCYnoRY2AAhEgDoL6RKcIJw+0SYWxgdWoQeOYQNE%20IClYwQZ0gfSOYRUWABIkQRNawRqkwAIoAhREYQNKwBrg/xNAgWADkuChIMEENkACwiMsyc0TluAE%20TmAJFmMJHMERkoCaNNJeXtNVYpNB4fTaErQwFjROdyoCNsEDZkCLHqADTsMHvIEBlAADcqAnUIEC%20ZgAC2OEECoAK3IgBWMCDamEFYmAGZqAJ6M0TBCAG8m0IGMAIIuETJGAIaCAGcsAuK2KDoKASxIgF%20goAdyOEFSmESkMrljEIVfCAQhoACHuAIymEqPgET2MEDhsCNoqwXVuABHoABEmBhOoEEPEAJGIAC%20RqHCzMITjOABYJUdpu3xZoBTgwC/tqNA7bRcUWlOCaNOzRWVOOEIYuACLoAceKAXWEEZPIACjMkD%20vKETVP8KA2zvEpbAKkiAB8ghE/6BBCAACyQgA2rhTXohC5gVBIYAAzxKA1hgBpSBE2KAAA5tAdiB%20AEohExjAF1yGHWYAGh3AF1iRAnKgBHZAGh7B9lqAHV7gH3qhHMgBZZY1ylIBBUAAAYZgCAwmFSBA%20iLAgAWxABPryH0RACVIsBWIgCJi0fT6PAjzg9qCDXNd1a+0GXZdCXbk2b17AX2OiBTZOESjAFxZm%20EmgAAkSgAIbgCAaECAxgYUyBARzAE3hACUhhIuJPzmhgIhzgCIBNCnwhA9aiBb6oIhYgBgLBEjDB%20F/DqHwLhAbKrBh5AqR5vCXpgBTAAjIRACbKAIMhBHSb/Igt8AdgkIRP+oggeIMpe4Ai0ZkUtQQTa%20LQICVeciAAaOoMtagAFICBWWLP42sk2B5U3DNnm7trmS5bmUt8oiwHWfA+eGQACWIAh4ayKMgKIK%20IAdYQDtCwQYw4QU8IAEgwRoeYOMuAtcob6pqoBMcgAFqoAMwgQY8YNomYgEg4HFPAAKiDIUeICgQ%20YNDA6s52gAeGoC5yYAUsQAIYYAnWAghyID71ggiAwBse4AUWgAceYDDWAgm0jhV21eVKYGP/YQbm%207h8cgQCUwPuy1nijBXmfd4b9ZBKi0Uq8VinAlobRRTeVIJI6TfseIAEoYgMgAG5m4JImwgcYTwmP%204Aka/6ATYCAH2s0HOMMI2EFnVHgIiiAcEgADbpAHaIAFNJMi9Jd/h8C9/sGy0g0B2moi1GGJFIEH%20cmAiGsAwR4ETGKAA/kIEptQCnoDVcsAD9JDBLAKEE4AV+IfcjiEIKOAfWmAFUsQVCIB60ENredgj%20TQsuPOETKmFNZ8ITdkAVXNgiWMESSgGUKyICJGEUbPIiKqETLCMSemEV9vIgmTdbnDeT7/QFlCBq%20cC6fBOBjKWIfIOAFCiCJI4MTdCIDUvYJNKQHnAB4NgBgYIAd/AkVYgABaO4IHAAGYOAFMoHc8nd/%20LWE0a/YfNuAB0u2av3BzFQELcuAvKCEIpMEGZIABBv9EgqHg1vS1BjiYFnyABdjhkEOYHFaA3Ihg%20aVsABajjYR/AG4sXa4/XMXmZJcvKATqGEmDhBT7RXn6PmTDCFWiBBD7aMFghCFhArmRCCozAm+CW%20Aph0THKYJnb4orclepXABCYiAfJpFSBgBnDrH9QBAk7AFDgoMmjgAexSfxMgHCChaPZoBoSJqYTH%20E5KAHYwgFHDtC9nFIhqXfyHAptSZnQmMAaoGkmdgFeZ4nv+hnilAEfiAHGTgNHYTBnqgBcjhL0wg%20CGqgFAiAHCiBFSIBLkA4BDyhaOkrCVIXkqVhKiBaKG0Dk3EaIkMhdjPgHy6BApTglS/DCI6gjC/C%20FBL/xioJo2hFWiacRq4cIQvEh0xqeiZuurKpZXfrciIquQMqwRsw4AKAwAjIgQJ8QAN2NTJWwAOM%20QAhA4BESYJa84QRIwBdohyKulxwkQAaG4BE8ShfYYfYQZhPGMn8fAGQlQAmW6x8ywBdsSgKOYAaw%204QkwAAKIwBWkAQL+IhyC2hU0gLFOAdcw4H15AANKsQUI9x+w4QikARMQwAFM4UVNtwYwQBpOgBO0%20aG1yoAUwrgBWwBckerJhOFxkmLYxsqseId16gQUYICaSAF51phQCYAMOpBYQAAR+5h+E4AUuIDso%20whT2IRBQgAGYCRVqwAGwQTdGAQRCIBQEAAj2IWcK/7EIJCQJgCAclmBhL8BiWEEVLoB878wUSAAE%207OetSSEEaOETEIAAxooIvCEHYAEUFkAXZIATLsATsSS2ZWK2RbxZIgD1gBnQikoEguABWoBUs0sD%20ZkAdIuPJaMCTyGGInIAGciAIZkAE6K0VaoAdvJegayADL+ABcmBPAY5xWw9yoYq2aGxDpIEcaMBq%20WUADFCEFaOAvWmHVHaEBHMADaKAcSrVm+xcF8uFVbcoVsEDQh4DOlmAGMqgXWkAJqDgIHOA0Ipk6%20VjgGJFsgPxxfQjzPI/KyMSAQjkEGaEAJIkEXKknVU2EHYqC79yEwPYCuAYkcHmAFYm3ZGIAdlvUY%20FP+hrqLVAGJCA7JAGiKBAiAgBhhgvvjgCHqUAliACJ7gAeJ2BkSBvo9gYilAFWBBCTzAFwIAEpRB%20WnNAsShgCUyBBzzA0wRAFFaAHTw1rus8l+Fll7X9biIACRJAqSTgApgoEviAijUKLqJnExaDFUih%20BcohEC4gAD5BsXRCMSuiBxxgVwXACJKAZHzgCYLAnkWAU7BIApyUCspYBEJAMyNgFWggCBAAAWjB%20BhZgAxzgL6BoH4QxHLwhCFIgAOLMqGog1ylwek2BZXMgAzrBFIygy/5BFOr73xIEBjKASSlBGZr7%20kq+db7I95hkyEpwAAzDAAxgAA4bAEiDAF5AcUl3/AQN8gQQ04b9Q4BEiKwgI9wJ6YS1OAFYzgB0Y%204BjiNwbK4RFawIM0TgkmIQgegQCA5wkMYAIM4I6DYBV4YAIUp9ED4BHKwQgwYInYiwIegQL4AJEQ%20gARUgQU+zQEwgAdkAAPKgaYwIAGsX2uuxM4zAs8pv1hC9XlC4ROeJxIs4f4tozipbBIsASAqffoU%20KoKnT6UsTfrHsOHBUpUigYoU4d9DiJEaMoxA8B+rTxn/RQLJkJWlUqBATfIUYRKojSk9/YsAqRSk%20UKBCzQRlSSBJi5UsKTSosmSlhKAq/lMps+UnpRqjSp1KNSokEReqNpxAQZRMrWDDih1LtqzZs2jT%20/6pdy7at27dw48pFG4oWBggpWHiAYOOIuh6qZijRwCDBDkgb2DF4FKSEAwY5inxiaMQDAVCVkax4%20dIQBhhaK/i2hAWFSkCCapMRAIQBDk1AtaCzJ4iHcCSUrHGC45AlCOREbPDCYgIIEhBX/VlIYImWF%20rx6QaASpETtUkkcnWM0l24HBdo0EVi38Tr68+fPo06tfz74q1Pbw45O/mhUsV6/y8+vfz7+///9r%20hfICBkaEk0QLStjwWQOpKBGDEAxQUYkmM/iCjS8QAKHBBjyQI4JORjDAwz/qeNjCEQnw8UIGC4g2%20wxCgBDGDKwGshsQjSBQwRA6pqPMAKALgBsIjq/+Ewg4FL7TwgARHUICAEi3880kPFARBijRHFPDP%20A0FkwMIM//DxCCzaxdedeeGNB+CabLbp5ptwxinnW/SFdd9Xc+ap55589qlWKCQ8osw/NujVCg0e%20rMCCLyD0goE3C2gQBAYgHAGBDDJkEcQjQOgkQAwMXPAABqsYwU4LJIRASif/lBCEEpBAMIQpMhzZ%20Fw1YHBHEKij4UsqFPJxwBA1PPFJOBjQcAQIGMwjAAjkEPLEKC0qcgMARLSSAwROY5BAEKLBMIEGZ%208J1ZXpp+pqvuuuy26258ddrXFZ7v1mvvvfiuFUlwg47CQxD/CABBZxS44sMDRixQCgwMeOABCkD/%20eMMAOyz0IlMnRhzhSxAxjFIADwyQo0QHlfxDBAotTFIOBY50GwIrKxwRAzv5aPBEEJXwMYQDrWBx%20FzshLMEwOx7wsEMHo0JARAgzNGEDBRgcMYQGqEgjTSgGMCAAue2ZSx66+YYt9thkly1fvFrdafba%20bLcdZwThpBKOlAVoUFEBSCzR4ieqKKKTJamIUMsok/RggggNaNQJESUsgErJCyzBBypfWTLKJRHU%20IgQoC2iiZSciFNCLBZ04ooEnDWhgwT+W6FKAI65A0skSTdRiylM2ICHEP71IkjjoBrTyTyW2R9DA%20Eg28x57X34Ht9vPQRy89vmhXpfb02GevfVue/4TSFCsheZLTRt4rFckkrGjXkpoNne+RUjiFNBP4%20IrFiUCRlruQJS/RHgD9D6POE/f4RCvQNUHzaAd9XXLKR/0WgIPlh3nact70KWvCCGJwPVuw0rwx6%208IMgDOF2JDgXCorwhChM4fSqR5XrqfCFMIyhBUkoFxPK8IY4zOGcWDgVF+rwh0AMop9oGBcbCvGI%20SEyiXHgoFR8q8YlQjKJ5iAgXI0rxiliMIhOj4sQsevGLYJQKFd9ixTCa8Ywn3KJGuojGNroRiGN0%20SxnfSMc6Pk+NW+mgHffIxxPGsS1z7KMgB8kuPDKEjYRMpCLN9ke2BHKRkIwkgAz5D0RK8pKY7P9T%20I9fyyEx68pPloaQlQUnKUu5nk2rppClXyUqyiFKPrYylLNGDyrSocpa4jOUr8ZPLXvqSLbVEyy1/%20SUxM7pJexUymMqMSzLMMc5nQ7OMxo0nNZDbTLM+spjbROM1telOW1yxLNr9Jzit2s5zo/GQ4yUKA%2006XznW0MxRLqkzZYwvOeilznWLyhiohM4p8ADahAB0rQghr0oAhNqEIXytCGOvShEI2oRCdK0Ypa%209KIYzahGN8rRjiI0EqUoAT2tZ098mrSP+hRLCIAgCVOM4qUwjalMZ0rTmtr0pjjNqU53ytOe+vSn%20QA2qUIdK1KIa9ahITapSl8rUpuLUFBqAhQP/7LQCLZ30qn1MgnfK8wQS7KMI+wirWMdK1rKa9axo%20Tata18rWtrr1rXCNq1znSte62vWueM2rXvfK17769a9qBSsMjGAnX7SAB4hNrGIXy9jGOvaxkI2s%20ZCdL2cpa9rKYzaxmN8vZznr2s6ANrWhHS9rSmva0BAjCEcyjiwCcwhqkiK1sZ0vb2tr2trjNrW53%20y9ve+va3wA2ucIdL3OIa97jITa5yl8vc5jr3ubq1ximwIYKw5AAC2M2udrfL3e5697vgDa94x0ve%208pr3vOhNr3rXy972uve98I2vfOdL3/ra977ZjQFysMrf/vr3vwAOsIAHTOACG/jACE6wghfM/+AG%20O/jBEI6whCdM4Qpb+MIYzrCGN8zhDnv4wyAOsYhHTOISm/jEKE6xilfM4ha7+MUwjrGMZ0zjGtv4%20xjjOsY53zOMe+/jHQA6ykIdM5CIb+chITrKSl8zkJjv5yVCOspSnTOUqW/nKWM6ylrfM5S57+ctg%20DrOYx0zmMpv5zGhOs5rXzOY2u/nNcO4lLGgwgThzWBc0IMsGLkAJO4uYEimARQqOMIFCg0UVFDCF%20nxVMCRqMVCyw8IAqFu1hWEBg0qZoBaHrfGgIbIDSBqaEBz59FlUICtQaDk6fGwIBQ4dF1BRAtYBF%20nee0bGACpJY1hW89aY20mtNhIcIjYq1r//9C4BEtUsuxiVBsCetiAo/+x6/JcgFcNxurMOAKW0ww%20AQ9c+8GanoCiozLtsYQDA48Y97fhSYlHTMAEbSF0rted4GpDYCrlHgsFtE3vd1Yb2FLZAJ0L7QE+%20U2Xfq+03ghfg7mhL29CUuAChj2Dwqdxa3ApHJ6HvPZV9U6DPunC3ty1e6F5nnMAX1wW+Cy3qQrv8%20CKKYiikKDYOTf1MVhU4BySew6n+kfCrPnoDObT7ggffc1wSnACx0QQB3d7uFTye6NrMN7an8WyNB%20dzglCs1xqQPY6VT5tcobIgoMFHreDfGAq70ezX+jnSEieETX/5F1qAOc7fwtdMKlku+GOKH/0LUm%20d6HHjndlij0sphh0oR1eybUX/qpBnzvS7/6PrU9A8gw5/OOTqXmqbGBgF7g4412+eaxGPuyOT3vq%20Mz/40hez81FRxREwsAmG1L2Hq3d9Ok+/cso/HPMPnwDhdZ/Lfzs8XI+Ym+0Xb3fim5T0vZ8KoYkt%20eOE7v5ein4q7CYB15uN+5Nd/56ZRT3nLvz34Rw9/K2fOby4KvftVTz/O36/+dO4b43xffbXBHxWR%201x+XG4d7j8BsdKd2QkcJkhcuEwAL/4dOP5d/E2By/2BqGDAKU2F5Q9eArUR1U5ECLjcwNGB5E/AI%20EvgPHrh3GvhNDTcVwlJoSqcLT4ABHmCBwlOhgOqWgqbUbhNwAlYncqTmgRAQc1GhdueHg20XdRZH%20A+6GATngBFrhgdRnhKaUbVGIFjPHf1JYTeF2g2qxGFyYhaDUal9YFhQwgGDoTc9WhWhxa0V4hpgk%20asA3FjjXhm6YTLc2fGehaWpYh54Ea2hBCUdAh3xYTBtghmlBA3s4iJkEaIlYFaoAAXioiNFkApJ2%20Fo1Wc5K4SrqQgWGhCxWXidoUcZGoFYk3hqB4iqiYiqq4iqzYiq74irAYi7IYSwEBADs=" height="440" width="1161" overflow="visible"> </image>
          </svg>
        </div>
      </div>
      <div class="fig"><span class="labelfig">FIGURA 4.&nbsp; </span><span class="textfig">Comportamiento de la producción 
        relativa de granos frescos en función de las horas de inundación (a) y a
        partir de 24 h sin afectaciones por la inundación (b), en época de 
        invierno.</span></div>
      <p>Como podemos observar en la <span class="tooltip"><a href="#f4">Figura 4</a></span>,
        al igual que en la época anterior, a partir del este valor umbral de 24
        horas, con el aumento del tiempo de inundación comienza a disminuir la 
        producción Figura b. Existe buena correlación entre la producción 
        relativa de granos frescos y el tiempo de inundación a partir de las 24 h
        (R<sup>2</sup> 0,8705). Hay una reducción de un 0,20% de la producción 
        relativa de granos frescos por cada hora de inundación y se alcanza una 
        pérdida de un 50% a las 84 h de exceso de humedad, en este caso el 
        cultivo de la soya muestra un umbral de 24 h por lo que la reducción en 
        el rendimiento y sus componentes se registró inmediatamente a partir de 
        un día de inundación.</p>
      <p>Trabajos realizados por <span class="tooltip"><a href="#B22">Pujol &amp; Espinosa (1985)</a><span class="tooltip-content">Pujol, R. E., &amp; Espinosa, E. (1985). <i>Resistencia del cultivo de la soya al exceso de humedad, Informe de resultado</i> [Mimeografiado].</span></span> en la soya (Glicinemax) encontraron que en las primeras 30 horas de 
        inundación en la fase de floración hay poco o ningún efecto del exceso 
        de humedad sobre el rendimiento. A partir de este valor umbral hay una 
        reducción de un 7% por cada hora de inundación y se alcanza una pérdida 
        del 50% aproximadamente con 85 horas de exceso de humedad. Está bien 
        establecido que para la mayor parte de las especies vegetales cultivadas
        o silvestres, no adaptadas a condiciones de sobre humedecimiento del 
        suelo, el estancamiento del agua en el perfil del mismo pone en riesgo 
        su supervivencia debido a que el exceso de agua en el entorno radicular 
        priva a las raíces del oxígeno necesario para la respiración, propicia 
        condiciones para la reducción de los nitratos en el suelo y afecta otras
        reacciones metabólicas en la planta, provocando una reducción en su 
        capacidad fotosintética y con ello los rendimientos (<span class="tooltip"><a href="#B11">Jackson et al., 2009</a><span class="tooltip-content">Jackson, M. B., Ishizawa, K., &amp; Ito, O. (2009). Evolution and mechanisms of plant tolerance to flooding stress. <i>Annals of Botany</i>, <i>103</i>(2), 137-142.</span></span>). Experimentos realizados en Cuba para diferentes condiciones y cultivos <span class="tooltip"><a href="#B14">Márquez &amp; Enríquez (1984)</a><span class="tooltip-content">Marquez, J., &amp; Enriquez, J. (1984). Estudio del efecto de la humedad excesiva en el cultivo de la soya. <i>Ciencia y Técnica en la Agricultura. Serie Riego y Drenaje</i>, <i>7</i>(1), 15-26.</span></span>; <span class="tooltip"><a href="#B6">Duarte (1990)</a><span class="tooltip-content">Duarte, C. (1990). Resistencia del frijol a las condiciones de sobrehumedecimiento en un suelo hidromórfico gley amarillento. <i>Revista Ciencia y Técnica en la Agricultura. Serie Riego y Drenaje</i>, <i>13</i>(2), 19-26.</span></span> y en el mundo <span class="tooltip"><a href="#B7">Gupta <i>et al</i>, (1992)</a><span class="tooltip-content">Gupta,
        S., Singh, R., &amp; Pandey, R. (1992). Surface drainage requirement of
        crops: Application of a piecewise linear model for evaluating 
        submergence tolerance. <i>Irrigation and Drainage Systems</i>, <i>6</i>(3), 249-261.</span></span>,
        indican que hay una relación directa entre la duración del exceso de 
        humedad en el suelo y la reducción en el crecimiento y el rendimiento de
        los cultivos. <span class="tooltip"><a href="#B8">Herrera (2016)</a><span class="tooltip-content">Herrera,
        P. J. (2016). Efecto del exceso de humedad del suelo sobre el 
        rendimiento en algunos cultivos de importancia agrícola en Cuba. <i>Revista Ingeniería Agrícola</i>, <i>6</i>(2), 3-7.</span></span>,
        al revisar la literatura internacional señalaron que el cultivo del 
        maíz disminuía su rendimiento entre 9,2 y 11,3% por cada día de sobre 
        humedecimiento y que alcanzaba una disminución del 50% de su rendimiento
        potencial a 5 días de exceso de humedad en el suelo. <span class="tooltip"><a href="#B6">Duarte (1990)</a><span class="tooltip-content">Duarte, C. (1990). Resistencia del frijol a las condiciones de sobrehumedecimiento en un suelo hidromórfico gley amarillento. <i>Revista Ciencia y Técnica en la Agricultura. Serie Riego y Drenaje</i>, <i>13</i>(2), 19-26.</span></span>,
        al someter el frijol en la fase de floración (la más sensible) a 
        diferentes tratamientos de inundación entre 0 y 4 días, encontró que a 
        partir de 5 horas de inundación (valor umbral), el frijol pierde un 23% 
        de rendimiento por cada día de inundación y alcanza un 50% de pérdida 
        total a los 2,3 días de permanecer bajo condiciones de sobre 
        humedecimiento. Estos resultados coinciden con los obtenidos en este 
        trabajo en cuanto al efecto del exceso de humedad del suelo sobre el 
        rendimiento del maíz, la pérdida de rendimiento del 50% se alcanza a las
        70 h de sobre humedecimiento del suelo para la época de frio 
        (aproximadamente 3 días).</p>
    </article>
    <article class="section"><a id="id0x9f8d400"><!-- named anchor --></a>
      <h3>CONCLUSIONES</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <div class="list"><a id="id0x9f8d680"><!-- named anchor --></a>
        <ul>
          <li>
            <p>En
              el suelo Ferralítico Rojo compactado, a las primeras 24 horas (1 día) 
              de inundación, en la fase de floración no se muestra efecto sobre la 
              producción de granos en las dos épocas de siembra, la disminución en la 
              producción del cultivo de la soya (CEB-2), se manifiesta a partir de 
              este umbral, por lo tanto, el tiempo de drenaje alcanza un valor de 24 
              horas. </p>
          </li>
          <li>
            <p>A medida que aumenta el tiempo de inundación en 
              el suelo se produce una reducción entre un 0,14 y 0,20% de la producción
              relativa de granos frescos por cada hora de inundación y se alcanza una
              pérdida de un 50% aproximadamente entre 67 y 84 horas de exceso de 
              humedad.</p>
          </li>
          <li>
            <p>Las plantas presentaron pérdidas en el peso de 
              las vainas, peso de semillas por plantas, peso de 100 granos cuando 
              fueron sometidas a inundación desde las 24 horas hasta las 144 horas en 
              la fase de floración.</p>
          </li>
        </ul>
      </div>
    </article>
  </section>
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  <section>
    <article><a id="ref"></a>
      <h3>REFERENCIAS BIBLIOGRÁFICAS</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
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        submergence tolerance. <i>Irrigation and Drainage Systems</i>, <i>6</i>(3), 249-261.</p>
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      <p id="B20">Pérez, H. A. (2014). <i>Respuesta agronómica e incidencia de plagas en cuatro variedades de soya en la asociación con girasol</i> [Tesis de Diploma]. Universidad Central “Marta Abreu” de las Villas 
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      <p id="B21">Pizarro, F. (1985). <i>Drenaje agrícola y recuperación de suelos salinos, el suelo y los cultivos en relación con el drenaje</i>. Editorial Agrícola Española.</p>
      <p id="B22">Pujol, R. E., &amp; Espinosa, E. (1985). <i>Resistencia del cultivo de la soya al exceso de humedad, Informe de resultado</i> [Mimeografiado].</p>
      <p id="B23">Salinas, A., Santos, D., Santos Filho, B., Gomes, A., Melo, V., &amp; Zonta, E. (1989). <i>Comportamiento de genotipos de soja hasta el estado de plántulas, en diferentes niveles de humedad</i>. Actas IV Conf. Mundial de Investigación en Soja, Buenos Aires, Argentina, ASA.</p>
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    </article>
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