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<title>Ajuste de las normas netas de riego del naranjo en un suelo ferralítico rojo</title>
<meta content="necesidades hídricas, clima, profundidad radical, cropwat, Water Requirements, Clime, Root Depth, Cropwat" name="keywords">
<meta content="Yunier Sosa-Sánchez" name="author">
<meta content="Carmen E. Duarte-Díaz" name="author">
<meta content="Enrique Cisneros-Zayas" name="author">
<meta content="Alina Puente-Sánchez" name="author">
<meta content="Livia González-Risco" name="author">
<meta content="Alina García-Pérez" name="author">
<meta content="Dalmis Martinez-Prieto" name="author">
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<header>
  <div class="toctitle"> Ingeniería Agrícola Vol. 13, No. 1, enero-marzo, 2023, 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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                backgroundAlpha: 0, // 0 para fondo transparente
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  <div class="toctitle2"> CU-ID:&nbsp;<a target="_blank" href="https://cu-id.com/2284/v13n1e03">https://cu-id.com/2284/v13n1e03</a></div>
  <div class="toctitle2">ARTÍCULO ORIGINAL</div>
  <h1>Ajuste de las normas netas de riego del naranjo en un suelo ferralítico rojo</h1>
  <h2>Irrigation Net Rates Adjustment in Orange Planted on a Red Ferralitic Soil</h2>
  <div>
    <p><sup><a href="https://orcid.org/0000-0002-8273-482X" rel="license"><span class="orcid">iD</span></a></sup>Yunier Sosa-Sánchez<span class="tooltip"><a href="#aff1"><sup>I</sup></a><span class="tooltip-content">Instituto
      de Investigaciones en Fruticultura Tropical, Unidad Científico 
      Tecnológica de Base Jagüey Grande, Torriente, Jagüey Grande, Matanzas, 
      Cuba. </span></span><span class="tooltip"><a href="#c1"><sup>*</sup></a><span class="tooltip-content">✉:<a href="mailto:ciencias@aductvjg.co.cu">ciencias@aductvjg.co.cu</a><a href="mailto:yuniersosa1978@gmail.com">yuniersosa1978@gmail.com</a></span></span></p>
    <p><sup><a href="https://orcid.org/0000-0001-7887-6289" rel="license"><span class="orcid">iD</span></a></sup>Carmen E. Duarte-Díaz<span class="tooltip"><a href="#aff2"><sup>II</sup></a><span class="tooltip-content">Instituto de Investigaciones de Ingeniería Agrícola (IAgric), Boyeros, La Habana, Cuba.</span></span></p>
    <p><sup><a href="https://orcid.org/0000-0002-1021-0680" rel="license"><span class="orcid">iD</span></a></sup>Enrique Cisneros-Zayas<span class="tooltip"><a href="#aff2"><sup>II</sup></a><span class="tooltip-content">Instituto de Investigaciones de Ingeniería Agrícola (IAgric), Boyeros, La Habana, Cuba.</span></span></p>
    <p><sup><a href="https://orcid.org/0000-0002-6018-779X" rel="license"><span class="orcid">iD</span></a></sup>Alina Puente-Sánchez<span class="tooltip"><a href="#aff1"><sup>I</sup></a><span class="tooltip-content">Instituto
      de Investigaciones en Fruticultura Tropical, Unidad Científico 
      Tecnológica de Base Jagüey Grande, Torriente, Jagüey Grande, Matanzas, 
      Cuba. </span></span></p>
    <p><sup><a href="https://orcid.org/0000-0003-3222-6533" rel="license"><span class="orcid">iD</span></a></sup>Livia González-Risco<span class="tooltip"><a href="#aff1"><sup>I</sup></a><span class="tooltip-content">Instituto
      de Investigaciones en Fruticultura Tropical, Unidad Científico 
      Tecnológica de Base Jagüey Grande, Torriente, Jagüey Grande, Matanzas, 
      Cuba. </span></span></p>
    <p><sup><a href="https://orcid.org/0000-0002-0972-6022" rel="license"><span class="orcid">iD</span></a></sup>Alina García-Pérez<span class="tooltip"><a href="#aff1"><sup>I</sup></a><span class="tooltip-content">Instituto
      de Investigaciones en Fruticultura Tropical, Unidad Científico 
      Tecnológica de Base Jagüey Grande, Torriente, Jagüey Grande, Matanzas, 
      Cuba. </span></span></p>
    <p><sup><a href="https://orcid.org/0000-0002-4997-7758" rel="license"><span class="orcid">iD</span></a></sup>Dalmis Martinez-Prieto<span class="tooltip"><a href="#aff3"><sup>III</sup></a><span class="tooltip-content">Universidad de Matanzas, Centro Universitario Municipal de Jagüey Grande, Matanzas, Cuba.</span></span></p>
    <br>
    <p id="aff1"><span class="aff"><sup>I</sup>Instituto
      de Investigaciones en Fruticultura Tropical, Unidad Científico 
      Tecnológica de Base Jagüey Grande, Torriente, Jagüey Grande, Matanzas, 
      Cuba. </span></p>
    <p id="aff2"><span class="aff"><sup>II</sup>Instituto de Investigaciones de Ingeniería Agrícola (IAgric), Boyeros, La Habana, Cuba.</span></p>
    <p id="aff3"><span class="aff"><sup>III</sup>Universidad de Matanzas, Centro Universitario Municipal de Jagüey Grande, Matanzas, Cuba.</span></p>
  </div>
  <div>&nbsp;</div>
  <p id="c1"> <sup>*</sup>Autor para correspondencia: Yunier Sosa-Sánchez, e-mail: <a href="mailto:ciencias@aductvjg.co.cu">ciencias@aductvjg.co.cu</a>, <a href="mailto:yuniersosa1978@gmail.com">yuniersosa1978@gmail.com</a> </p>
  <div class="titleabstract | box">RESUMEN</div>
  <div class="box1">
    <p> El trabajo se desarrolló en la Empresa Agroindustrial “Victoria de 
      Girón” de Jagüey Grande, provincia de Matanzas con el objetivo de 
      ajustar las normas netas utilizadas en la programación de riego del 
      cultivo. Se utilizó como herramienta el programa computacional CROPWAT 
      (versión 8.0), en el cual se hicieron corridas desde el año 2011 hasta 
      el 2020. El suelo del área de investigación es de clasificación 
      Ferralítico rojo típico. Los datos climáticos utilizados se tomaron de 
      la estación meteorológica de Jagüey Grande, provincia de Matanzas. Los 
      resultados de la caracterización climática mostraron que los valores de 
      evapotranspiración de referencia (ETo) más bajos en el período, 
      correspondieron a los meses de diciembre y enero con 2,96 y 3,07 mm día<sup>-1</sup> respectivamente. Los valores más elevados de ETo se encontraron en los meses de abril y mayo (5,15 y 4,97 mm día<sup>-1</sup>).
      La precipitación real tuvo sus valores máximos en mayo y septiembre, 
      254,1 y 228,5 mm respectivamente y los mínimos en enero con 26,3mm y 
      diciembre 27,7 mm en toda la serie climática estudiada. En el período 
      lluvioso (mayo-octubre) el acumulado de precipitación (1258,9 mm) 
      alcanzó el 83% del total anual (1521,1 mm). Los estudios del cultivo 
      mostraron un escaso desarrollo del sistema radical activo, con una media
      de 0,38 m de profundidad y una altura promedio de las plantas de 3,01 
      m. En cuanto a la estimación de las normas netas totales para la campaña
      de riego del naranjo, se encontró que las mismas tienen un valor de 
      2523 m<sup>3</sup> ha<sup>-1</sup>, inferior en 391 m<sup>3</sup> ha<sup>-1</sup> a las que hoy se utilizan.</p>
    <div class="titlekwd"><b> <i>Palabras clave:</i></b>&nbsp; </div>
    <div class="kwd">necesidades hídricas, clima, profundidad radical, cropwat</div>
  </div>
  <div class="titleabstract | box">ABSTRACT</div>
  <div class="box1">
    <p> The results of the water needs of oranges trees in Jagüey Grande, 
      Matanzas province are presented. The study looked forward to adjust the 
      irrigation net rates. The software CROPWAT (version 8.0) was used as a 
      tool to run crop data from 2011 to 2020. The soil of the research area 
      is tipical red ferralitic. The climatic data used were taken from the 
      weather station of Jagüey Grande. The results of the climatic 
      characterization showed that the lowest reference evapotranspiration 
      values (ETo) for the studied period, were recorded in December and 
      January with 2,96 and 3.07 mm day<sup>-1</sup> respectively. The highest ETo values were found in April and May (5.15 and 4.97 mm día<sup>-1</sup>).
      The rainfall maxim values were found in May and September 254.1 y 
      228.5mm respectively and the minimum ones in january with 26.3mm and 
      december 27.7mm Crop variables showed a scarce development of the active
      root system with an average of 0.38m depth and 3.01m trees height. The 
      estimation of total irrigation net rates for orange trees showed a value
      of 2523 m<sup>3</sup> ha<sup>-1</sup>, underneath in 391 m<sup>3</sup> ha<sup>-1</sup> that those currently used.</p>
    <div class="titlekwd"><i>Keywords:</i>&nbsp; </div>
    <div class="kwd">Water Requirements, Clime, Root Depth, Cropwat</div>
  </div>
  <div class="box2">
    <p class="history">Received: 17/2/2022; Accepted: 09/12/2022</p>
    <p><i>Yunier Sosa-Sánchez</i>,
      Investigador, Unidad Científico Tecnológica de Base Jagüey Grande, 
      Instituto de Investigaciones en Fruticultura Tropical, Calle 24 # 1702 
      e/ 17 y 17 A, Torriente, Jagüey Grande, Matanzas, Cuba. Teléf.: (53) 
      45986125 y 45986193.</p>
    <p><i>Carmen E. Duarte-Díaz</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:carmen.duarte@boyeros.iagric.cu" target="xrefwindow">carmen.duarte@boyeros.iagric.cu</a>.</p>
    <p><i>Enrique Cisneros-Zayas</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:enrique.cisneros@boyeros.iagric.cu" target="xrefwindow">enrique.cisneros@boyeros.iagric.cu</a>.</p>
    <p><i>Alina Puente-Sánchez</i>,
      Investigadora, Unidad Científico Tecnológica de Base Jagüey Grande, 
      Instituto de Investigaciones en Fruticultura Tropical, Calle 24 # 1702 
      e/ 17 y 17 A, Torriente, Jagüey Grande, Matanzas, Cuba. Teléf.: (53) 
      45986125 y 45986193, e-mail: <a href="mailto:ciencias@aductvjg.co.cu" target="xrefwindow">ciencias@aductvjg.co.cu</a>.</p>
    <p><i>Livia González-Risco</i>,
      Investigadora, Unidad Científico Tecnológica de Base Jagüey Grande, 
      Instituto de Investigaciones en Fruticultura Tropical, Calle 24 # 1702 
      e/ 17 y 17 A, Torriente, Jagüey Grande, Matanzas, Cuba. Teléf.: (53) 
      45986125 y 45986193, e-mail: <a href="mailto:ciencias@aductvjg.co.cu" target="xrefwindow">ciencias@aductvjg.co.cu</a>.</p>
    <p><i>Alina García-Pérez</i>,
      Investigadora, Unidad Científico Tecnológica de Base Jagüey Grande, 
      Instituto de Investigaciones en Fruticultura Tropical, Calle 24 # 1702 
      e/ 17 y 17 A, Torriente, Jagüey Grande, Matanzas, Cuba. Teléf.: (53) 
      45986125 y 45986193, e-mail: <a href="mailto:yuniersosa1978@gmail.com" target="xrefwindow">yuniersosa1978@gmail.com</a>.</p>
    <p><i>Dalmis Martinez-Prieto</i>, Profesora, Universidad de Matanzas, Centro Universitario Municipal de Jagüey Grande, Matanzas, Cuba. e-mail: <a href="mailto:dalmis.martinez@umcc.cu" target="xrefwindow">dalmis.martinez@umcc.cu</a>.</p>
     <p>La mención de marcas comerciales de equipos, instrumentos o materiales 
                específicos obedece a propósitos de identificación, no existiendo ningún
                compromiso promocional con relación a los mismos, ni por los autores ni
                por el editor.</p>
    <p> Los autores de este trabajo declaran no presentar conflicto de intereses.</p>
    <p><b>CONTRIBUCIONES DE AUTOR: Conceptualización:</b> Yunier Sosa-Sánchez. <b>Curación de datos:</b> Yunier Sosa-Sánchez, Alina Puente-Sánchez, Livia González-Risco, Enrique Cisneros-Zayas, Alina García-Pérez. <b>Análisis formal:</b> Yunier Sosa-Sánchez, Carmen Duarte-Díaz, Enrique Cisneros-Zayas. <b>Investigación:</b> Yunier Sosa-Sánchez, Alina García-Pérez, Livia González-Risco. <b>Metodología:</b> Yunier Sosa-Sánchez, Enrique Cisneros-Zayas. <b>Software:</b> Yunier Sosa-Sánchez, Carmen Duarte-Díaz, Supervisión: Yunier Sosa-Sánchez, Dalmis Martinez-Prieto. <b>Validación:</b> Yunier Sosa-Sánchez, Alina Puente-Sánchez, Livia González-Risco <b>Visualización:</b> Yunier Sosa-Sánchez, Carmen Duarte-Díaz. <b>Redacción-borrador original:</b> Yunier Sosa-Sánchez, Alina Puente-Sánchez, Livia González-Risco, Enrique Cisneros-Zayas. <b>Redacción-revisión y edición:</b> Livia González-Risco, Carmen Duarte-Díaz, Enrique Cisneros-Zayas, Dalmis Martinez-Prieto.</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="#id0xfffffffffa6b3600"><span class="menulevel1">INTRODUCCIÓN</span></a></li>
        <li><a href="#id0xffffffffffe51a00"><span class="menulevel1">MATERIALES Y MÉTODOS</span></a></li>
        <li><a href="#id0xffffffffffe51c80"><span class="menulevel2">Características generales, y descripción de la zona de estudio</span></a></li>
        <li><a href="#id0x166580"><span class="menulevel2">Evaluación de las variables del clima y del cultivo en Jagüey Grande</span></a></li>
        <li><a href="#id0x166800"><span class="menulevel3">Programa CROPWAT</span></a></li>
        <li><a href="#id0x167700"><span class="menulevel3">Determinación del crecimiento del sistema radical activo del naranjo</span></a></li>
        <li><a href="#id0xe77180"><span class="menulevel3">Determinación de la altura de las plantas de naranjo</span></a></li>
        <li><a href="#id0xe77600"><span class="menulevel3">Determinación de las normas netas para riego localizado del cultivo del naranjo</span></a></li>
        <li><a href="#id0xe78080"><span class="menulevel1">RESULTADOS Y DISCUSIÓN</span></a></li>
        <li><a href="#id0xe78300"><span class="menulevel2">Evaluación de las variables del clima en Jagüey Grande en el período 2011-2020</span></a></li>
        <li><a href="#id0xe78580"><span class="menulevel3">Caracterización de la evapotranspiración de referencia (ETo) en Jagüey Grande en el período 2011-2020</span></a></li>
        <li><a href="#id0xed6600"><span class="menulevel3">Análisis de la precipitación total y efectiva en Jagüey Grande en el período 2011-2020</span></a></li>
        <li><a href="#id0xf19880"><span class="menulevel3">Relación entre la evapotranspiración del cultivo y la precipitación efectiva anual en Jagüey Grande en el período 2011-2020.</span></a></li>
        <li><a href="#id0x1454580"><span class="menulevel2">Evaluación de las variables del cultivo del naranjo en Jagüey Grande para el ajuste de sus requerimientos hídricos</span></a></li>
        <li><a href="#id0x1454880"><span class="menulevel3">Evaluación del crecimiento vertical del sistema radical activo del naranjo</span></a></li>
        <li><a href="#id0x3590200"><span class="menulevel3">Determinación de la altura de las plantas de naranjo.</span></a></li>
        <li><a href="#id0x38faa80"><span class="menulevel3">Determinación de las normas netas para riego localizado del cultivo del naranjo</span></a></li>
        <li><a href="#id0x60e9980"><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="id0xfffffffffa6b3600"><!-- named anchor --></a>
      <h3>INTRODUCCIÓN</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p> El cultivo de los cítricos se ha distribuido ampliamente por regiones 
        tropicales y subtropicales del mundo, representando una vía importante 
        para diversificar la economía de diferentes naciones, con la obtención 
        de ganancias que respaldan el continuo crecimiento de la producción y la
        exportación, a partir de la comercialización de frutos frescos y 
        subproductos. (<span class="tooltip"><a href="#B26">Procolombia, 2021</a><span class="tooltip-content">Procolombia. (2021). <i>El mercado de cítricos en el mundo</i>. Procolombia. <a href="http://www.colombiatrade.co/" target="xrefwindow">http//www.colombiatrade.co</a> </span></span>). </p>
      <p> El riego es una de las labores agrotécnicas
        de mayor importancia para obtener cosechas rentables y una mejora en la
        calidad de los frutos cítricos ya que evita el estrés hídrico que 
        muestra el cultivo cuando el agua aportada por las precipitaciones es 
        inferior a su evapotranspiración (<span class="tooltip"><a href="#B13">Garzón, 2012</a><span class="tooltip-content">Garzón, D. L. (2012). <i>Evaluación
        de la influencia del déficit hídrico en el crecimiento y desarrollo de 
        la naranja Valencia (Citrus sinensis L. Osb.) en el pie de monte llanero
        de Colombia, Universidad Nacional de Colombia</i> [Tesis de Maestría]. Universidad Nacional de Colombia, Bogotá, Colombia.</span></span>).</p>
      <p> En Cuba, una de las empresas más importantes dedicada al cultivo de los
        cítricos es la “Victoria de Girón” de Jagüey Grande en la provincia de 
        Matanzas. Es una de las empresas más desarrolladas en cuanto a su cadena
        agro-industrial, logrando tener desde sus viveros hasta un combinado 
        industrial para la producción de jugos (<span class="tooltip"><a href="#B3">Anaya et al., 2016</a><span class="tooltip-content">Anaya, B., Deere, C. D., Fernandez, E., García, A., González, G., Muiño, B. L., Nova, A., &amp; Royce, F. S. (2016). <i>Conviviendo con el HLB: la diversificación de la industria citrícola en Cuba</i> (Cuba-US Agricultural Research Working Paper Series, p. 27) [Working 
        Paper No 4, Cuba-US Agricultural Research Working Paper Series]. Working
        Paper, ser. Cuba-US Agricultural Research Working Paper Series ….</span></span>). </p>
      <p> Dicha entidad productiva cuenta con unas 4500 ha plantadas de 
        diferentes especies cítricas, todas bajo riego, de las cuales unas 1900 
        están dedicadas al cultivo del naranjo La programación de riego que se 
        utiliza para esta especie en el territorio se implementó hace más de 
        tres décadas, bajo condiciones climáticas y agrotécnicas diferentes de 
        las presentes. En la actualidad se desarrollan sistemas de atenciones 
        culturales que responden a la utilización de menores distancias de 
        plantación, al empleo de otras combinaciones cultivar patrón, así como 
        al uso de otras técnicas de riego que influyen en los requerimientos 
        hídricos del cultivo. </p>
      <p> Teniendo en cuenta todo lo anterior y ante
        las evidencias de la variabilidad y el cambio climático acontecido en 
        las últimas décadas, es preciso realizar una actualización de las 
        necesidades hídricas del naranjo a las condiciones agrometeorológicas 
        actuales y que además esté a tono con la predicción de la reducción de 
        las precipitaciones anuales en relación con el aumento de la 
        evapotranspiración de referencia en Cuba, según <span class="tooltip"><a href="#B10">Duarte et al. (2017</a><span class="tooltip-content">Duarte,
        D. C. E., Herrera, P. J., &amp; Zamora, H. E. (2017). Predicción de las
        normas netas de riego a futuro en el pronóstico de riego. <i>Ingeniería Agrícola</i>, <i>7</i>(3), 3-10, ISSN: 2306-1545, e-ISSN: 2227-8761.</span></span>, <span class="tooltip"><a href="#B11">2018</a><span class="tooltip-content">Duarte,
        D. C. E., Valdés, P. J., Herrera, P. J., &amp; Zamora, H. E. (2018). 
        Predicción de normas netas de riego del frijol común en la zona 
        occidental de Cuba. <i>Revista Ingeniería Agrícola</i>, <i>8</i>(2), 41-47, ISSN: 2306-1545, e-ISSN: 2227-8761.</span></span>, <span class="tooltip"><a href="#B9">2020</a><span class="tooltip-content">Duarte,
        D. C. E., Blanco, U. E., Herrera, P. J., &amp; Zamora, H. E. (2020). 
        Modelación de las normas netas de riego de la papa según la variabilidad
        climática. <i>Revista Ingeniería Agrícola</i>, <i>10</i>(1), 8-12, ISSN: 2306-1545, e-ISSN: 2227-8761.</span></span>).
        Por todo lo antes expuesto se realizó el presente trabajo con el 
        objetivo de ajustar las normas netas utilizadas en la programación de 
        riego del naranjo en la Empresa Agroindustrial “Victoria de Girón” de 
        Jagüey Grande.</p>
    </article>
    <article class="section"><a id="id0xffffffffffe51a00"><!-- named anchor --></a>
      <h3>MATERIALES Y MÉTODOS</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <article class="section"><a id="id0xffffffffffe51c80"><!-- named anchor --></a>
        <h4>Características generales, y descripción de la zona de estudio</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p> La investigación se realizó en la Empresa Agroindustrial ‘’Victoria de 
          Girón’’ en Jagüey Grande, provincia de Matanzas. Los datos de la base 
          experimental del suelo se adquirieron de la dirección de producción de 
          dicha entidad y los del cultivo a partir de investigaciones de campo 
          realizadas en el área de estudio en el segundo semestre de 2020 y de la 
          base de datos del historial científico de la Unidad Científico 
          Tecnológica de Base de Jagüey Grande. </p>
        <p> Los datos climáticos 
          utilizados, correspondientes al período 2011-2020, se adquirieron de la 
          estación meteorológica de Jagüey Grande, la cual tiene como coordenadas 
          geográficas 22,32<sup>0</sup> de latitud Norte y 81,08<sup>0</sup> de 
          longitud Oeste, a una altura de 11 metros sobre el nivel medio del mar. 
          Además, se utilizó información de la base de datos del Centro 
          Meteorológico Provincial de Matanzas. El clima de ésta región en el 
          período de estudio se caracteriza por una temperatura media anual de 25<sup>0</sup>C, con mínimas de 16,2<sup>0</sup>C y máximas de 33,4<sup>0</sup>C.
          La precipitación media anual es de 1530 mm, una humedad relativa media 
          anual de 72%. La velocidad del viento promedio es de 5,0 m s<sup>-1</sup> y la insolación promedio anual es de 7,4 horas sol/día. </p>
        <p> Los suelos predominantes son Ferralítico Rojo típico, según la 
          clasificación genética de los suelos de Cuba y catalogados como 
          Ferralsol Rhodic y Nitisol Rhodic en correlación con el “World Reference
          Base” según ( <span class="tooltip"><a href="#B14">Hernández et al. (2004)</a><span class="tooltip-content">Hernández, A., Ascanio, M., Cabrera, A., Morales, M., &amp; Medina, N. (2004). <i>Correlación de la nueva versión de clasificación genética de los suelos de Cuba con World Reference Base</i>. <i>15</i>, 14.</span></span>,
          con presencia de un relieve llano y con textura arcillosa con arcilla 
          del tipo 1:1 con un buen drenaje en general. Las evaluaciones del 
          crecimiento del sistema radical y de la altura de las plantas se 
          realizaron en áreas de la Unidad Empresarial Base (UEB) No1, de la 
          Empresa Agroindustrial ‘’Victoria de Girón’’, en una plantación de 
          naranjo ‘Valencia’ (<i>Citrus sinensis</i> L.Osb), de 5 ha, injertada sobre patrón <i>Citrus Volkameriana</i>,
          de diez años de edad, plantada a una distancia de 6 x 3 m, con un 
          sistema de riego localizado por goteo y ubicada en el lote T-14, 
          cuadrante 2, banda A. Como condiciones para la selección del área se 
          tuvieron en cuenta las más representativas en la empresa para el cultivo
          del naranjo. Entre ellas se destacan la combinación cultivar patrón, el
          tipo de suelo, la distancia de plantación y la técnica de riego 
          empleada. Además, la edad de la plantación se eligió teniendo en cuenta 
          aquella donde el cultivo alcanza su máximo potencial productivo en Cuba 
          según Ministerio de la Agricultura (<span class="tooltip"><a href="#B21">Minag-Cuba, 2017</a><span class="tooltip-content">Minag-Cuba. (2017). <i>Programa de Desarrollo de la citricultura Cubana</i> (p. 58) [Programa]. Ministerio de Agricultura, La Habana, Cuba.</span></span>).</p>
      </article>
      <article class="section"><a id="id0x166580"><!-- named anchor --></a>
        <h4>Evaluación de las variables del clima y del cultivo en Jagüey Grande</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <article class="section"><a id="id0x166800"><!-- named anchor --></a>
          <h4>Programa CROPWAT</h4>
          &nbsp;<a href="#content" class="boton_1">⌅</a>
          <p> El programa CROPWAT (versión 8.0) es usado para el cálculo de los 
            requerimientos de agua de los cultivos y de sus requerimientos de riego 
            en base a datos climáticos, de cultivo y suelo. Para el cálculo de los 
            requerimientos hídricos del cultivo (RHC), CROPWAT requiere de datos de 
            evapotranspiración de referencia (ETo). Para ello se utilizó el módulo 
            Clima/ETo del programa CROPWAT, versión 8.0 (<span class="tooltip"><a href="#B2">Allen et al., 2006</a><span class="tooltip-content">Allen,
            R. G., Pereira, L. S., Raes, D., &amp; Smith, M. (2006). 
            Evapotranspiración del cultivo: Guías para la determinación de los 
            requerimientos de agua de los cultivos. <i>FAO</i>, <i>298</i>, Roma, Italia.</span></span>).
            El programa permite al usuario ingresar valores de ETo, o ingresar 
            datos individuales de temperatura, humedad relativa, velocidad del 
            viento y radiación solar, para calcular la ETo aplicando la ecuación de 
            Penman-Monteith. También son necesarios los datos de precipitación total
            del área de estudio, para calcular la precipitación efectiva. El método
            empleado por el programa CROPWAT fue el <i>USDA Soil Conservation Service</i>, para los valores mensuales de precipitación, por ser uno de los métodos más precisos en sus cálculos, según <span class="tooltip"><a href="#B12">Elizastigue (2018)</a><span class="tooltip-content">Elizastigue, S. Y. (2018). <i>Evaluación de la lluvia efectiva con diferentes métodos empíricos</i> [Tesis presentada en opción al título de Ingeniero Hidráulico]. Universidad Tecnológica de La Habana-CUJAE, La Habana, Cuba.</span></span> y <span class="tooltip"><a href="#B23">Oña (2019)</a><span class="tooltip-content">Oña, C. (2019). <i>Evaluación de la lluvia efectiva a partir del balance hídrico bajo diferentes condiciones de manejo del suelo</i> [Tesis presentada en opción al título de Ingeniero Hidráulico]. Universidad Tecnológica de La Habana-CUJAE.</span></span>.
            Como datos de entrada para el cálculo de los requerimientos hídricos 
            del cultivo (RHC) el programa necesita datos del cultivo y también datos
            del suelo. La altura promedio del cultivo empleada fue de 3,00 m y la 
            máxima profundidad del sistema radical activo de 0,40 m, según los 
            resultados de esta investigación. Se utilizó un coeficiente de cultivo 
            (Kc) en la etapa inicial de 0,60, en la etapa intermedia de 0,70 y en la
            etapa final de 0,65, según lo recomendado por el Instructivo técnico 
            para el cultivo y beneficio de los cítricos (<span class="tooltip"><a href="#B20">Minag-Cuba, 1990</a><span class="tooltip-content">Minag-Cuba. (1990). <i>Instructivo técnico para el cultivo y beneficio de los cítricos</i> (Tomo I; p. 251). Ministerio de la Agricultura, La Habana, Cuba.</span></span>). Se empleó una humedad total disponible, calculada según datos del suelo de 211,2 mm m<sup>-1</sup>, un índice de infiltración máximo de la lluvia de 70 mm h<sup>-1</sup> y una profundidad máxima de raíces de 0,40 m. Una vez realizados los 
            cálculos mediante el programa CROPWAT y procesados los resultados en la 
            aplicación Excel se confeccionaron los gráficos y tablas para ilustrar 
            los resultados.</p>
        </article>
        <article class="section"><a id="id0x167700"><!-- named anchor --></a>
          <h4>Determinación del crecimiento del sistema radical activo del naranjo</h4>
          &nbsp;<a href="#content" class="boton_1">⌅</a>
          <p> Para evaluar el crecimiento de las raíces se seleccionaron cinco 
            plantas de naranjo ´Valencia´ con un porte y volumen de copa vigorosos, 
            representativos de árboles con un buen desarrollo del sistema radical, 
            en el área de estudio (1 ha), en la Empresa Agroindustrial “Victoria de 
            Girón” de Jagüey Grande. Se utilizó como guía la metodología propuesta 
            por <span class="tooltip"><a href="#B15">Kolesnikov (1972)</a><span class="tooltip-content">Kolesnikov, V. (1972). <i>Metodología para el estudio del sistema radicular de las plantas frutales y de las bayas en el laboratorio y campo,</i> pp. 9-12 y 36-40, <i>Centro de Información Científico Técnica. Universidad de Matanzas, Cuba</i>.</span></span>,
            para el estudio de ésta variable. Se hicieron calicatas a ambos lados 
            de cada planta, de 3 m de largo, tomando el tronco de la planta como 
            centro, 1,5 m de ancho y 1 m de profundidad y se acondicionó el área 
            previamente a las mediciones. </p>
          <p> Para la evaluación del crecimiento
            en profundidad de las raíces se realizaron mediciones en el plano 
            vertical, en el sentido de la hilera y de la calle, con el fin de 
            determinar la profundidad de las raíces cuyo diámetro no sobrepasara los
            3 mm, las cuales corresponden al sistema radical activo o de absorción 
            de los cítricos, según <span class="tooltip"><a href="#B17">Levinson &amp; Adato (1991)</a><span class="tooltip-content">Levinson,
            B., &amp; Adato, I. (1991). Influence of reduced rates of water and 
            fertilizer application using daily intermittent drip irrigation on the 
            water requirements, root development and responses of avocado trees (cv.
            Fuerte). <i>Journal of Horticultural Science</i>, <i>66</i>(4), 449-463, Publisher: Taylor&amp;Francis, ISSN: 0022-1589.</span></span>.
            Las mismas se realizaron mediante la utilización de una cinta métrica, 
            una regla y un pie de rey. Se calcularon los estadígrafos de dispersión 
            de esta variable mediante el programa Statgraphics, versión 5.1.</p>
        </article>
        <article class="section"><a id="id0xe77180"><!-- named anchor --></a>
          <h4>Determinación de la altura de las plantas de naranjo</h4>
          &nbsp;<a href="#content" class="boton_1">⌅</a>
          <p> Para evaluar la altura de las plantas se seleccionaron 15 plantas en 
            diagonal cruzada en la misma plantación antes mencionada. Se realizaron 
            las mediciones correspondientes tomando el suelo como base. Se empleó 
            una escalera para subir hasta el punto más alto de la copa y dos reglas 
            de madera de fabricación artesanal, una graduada y ubicada de manera 
            vertical y la otra sin escala de 2,50 m de longitud y situada desde la 
            parte superior de la copa hasta la regla graduada con la utilización de 
            un nivel de burbuja para descartar errores en las mediciones. Los datos 
            de las mediciones se sometieron a análisis de varianza para determinar 
            la media y los estadígrafos de dispersión de esta variable mediante el 
            programa Statgraphics, versión 5.1.</p>
        </article>
        <article class="section"><a id="id0xe77600"><!-- named anchor --></a>
          <h4>Determinación de las normas netas para riego localizado del cultivo del naranjo</h4>
          &nbsp;<a href="#content" class="boton_1">⌅</a>
          <p> Se calcularon los requerimientos hídricos del cultivo del naranjo, año a
            año, con la utilización del programa CROPWAT, para el período 
            2011-2020, en Jagüey Grande. Se utilizó la ecuación de Pearson III según
            la <span class="tooltip"><a href="#B22">NC 48-35, (1984)</a><span class="tooltip-content">NC 48-35. (1984). <i>Determinación de la lluvia máxima diaria</i>. Instituto Nacional de Recursos Hidráulicos, La Habana, Cuba.</span></span>, para determinar la probabilidad de ocurrencia de los mismos. </p>
          <p> Se determinaron las normas netas mensuales de riego con la aplicación 
            de un coeficiente de localización de 0,50, para riego localizado de alta
            frecuencia, que corresponde al marco de plantación de 6x3 m y a un 
            diámetro de la copa de los árboles de 3,0 m, determinados en el área de 
            investigación, por ser ambos parámetros de los más representativos del 
            cultivo del naranjo en Jagüey Grande y entre los más promisorios para la
            estrategia de desarrollo de la Empresa Agroindustrial ‘’Victoria de 
            Girón’’.</p>
          <p> Se compararon las normas netas estimadas con las aplicadas actualmente en la Empresa Agroindustrial ‘’Victoria de Girón’’. </p>
        </article>
      </article>
    </article>
    <article class="section"><a id="id0xe78080"><!-- named anchor --></a>
      <h3>RESULTADOS Y DISCUSIÓN</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <article class="section"><a id="id0xe78300"><!-- named anchor --></a>
        <h4>Evaluación de las variables del clima en Jagüey Grande en el período 2011-2020</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <article class="section"><a id="id0xe78580"><!-- named anchor --></a>
          <h4>Caracterización de la evapotranspiración de referencia (ETo) en Jagüey Grande en el período 2011-2020</h4>
          &nbsp;<a href="#content" class="boton_1">⌅</a>
          <p>Como se puede apreciar en la <span class="tooltip"><a href="#f1">Figura 1</a></span>, los valores promedio de ETo más bajos en el período evaluado 2,96 y 3,07 mm día<sup>-1</sup> corresponden a los meses de diciembre y enero, respectivamente. Los 
            valores de ETo más altos correspondieron a los meses de abril 5,15 mm 
            día<sup>-1</sup> y mayo 4.97 mm día<sup>-1</sup>. El período de mayores 
            valores de ETo fue el comprendido entre los meses de marzo y agosto, con
            valores entre 4,54 y 5,15 mm día<sup>-1</sup>, respectivamente. </p>
          <div id="f1" class="fig">
            <div class="zoom">
              <svg xml:space="preserve" enable-background="new 0 0 500 270.019" viewBox="0 0 500 270.019" height="270.019px" width="500px" y="0px" x="0px"  version="1.1">
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zni6dDHo2%20zPXwzn+WMIy5m6ihXjYvT5eJgbmbtLFBkf2ue2Sfu2bbDpyZdIxHGQdINUsSw0m5bbS4/wCWaSla%20af1Us35lakf3P4Yj+ntEcsz5m7x3HibPlY2Ll5D9vxO5JcHIyMjKma6PCbHqYyXO0TTxx9RB1Lng%20FcqOaTno6tqtwlpuO20Xr0uyWcUfjn22Z8SS3dt5ZsuEJN0c7YHb79Plbjj5WTOYsHS4iN+fLDjS%20OjE2lvWDvJutx99Vr6q9W63Cf0+/g4k5XUK0fw8f5o8sMYxwIe050sGDI/a8vI+nm70bE+cSP1Sw%20PQESORpex9vd7rXPE5pT/bT2q/8AyeXbHzvVj+41+isEv+43l0+S9245Y7sj30wY20OkkZEcHraG%20A4wAYYDCdXWLOKc54uaGPRtmevbGc/yxhGXMauV42L0+X4lm7z3CSDujYcbOypsDYJmZTpsmGZ2O%20x2Sxg6UU0jC1wCEljVRzrHyMrF2T/T6e+ccMZ8GU5hNfq9XdDjHZiVDsncc3Hwew44J5xBk5e9HJ%20haXN6zWmd7epGEDuZCFHH/L93S2GGOGkvFdPZewm+Lv/APsXmee1+6txl7s7dEe5yzQ7m/ObuGHN%20kT5EkSCR0LMkPDII5NTORscLEA9zgRqyIrZL/wCuVGO7bn3+xGajn1PB9cR5PDdu5cTPs+XujOye%2019xbuGfLmZ+9wQ5s0uXPKXQtyJo9BDnaQwgAEIFsuriaa6dSld9f+E9vbv27lareamNkYrt+Bk/u%20N5dPkvduOWO7I99MGNtDpJGRHB62hgOMAGGAwnV1izinOeLo0MejbM9e2M5/ljCMuY1crxsXp8vx%20Lj3v3Rtm24uVtecySN2dgZTsfIe0fTvkawjoalLjK9eVoaV/NAeWqnalqr5owW+cMN8bfgddJ9N6%202eXVnu247ihbzuW5bdtGDtP1s+1ZW3duxTY7JZ54erk6C0RwxwCN884cxrSHyPA/+mb6u2vebXe5%20rw2vdG948jjoVwqnlaX55PblklDxJG5dx7jJAyXdN2yMCM9sx5u1ywSyQ9XPe0mRwDP+Z7UbyEP8%209IXmnXf/ALIz6lC4dtuw3SqvQnjX1S+Kaw8Mt7wxyPo7j3HAbivzNznhhye0BLiyzTPIfnNVxc1d%20RfOmm4Dnn+W/c/8AypZyojnluGg//XOKd7T4qE/cRM3fe4I2bQzL3B+Pt7u34Z8XLyNwyMLqZZY4%20yP6sUGS7JlajD036vyuj61JdtSMLJqPwrtxzM0sq7VNp8cm9ijLfvwJ3cO4944c2Ditzput3dgY2%20Hj5MTpWx42fG9olmYyRrHQ9SGTV7BdvDV7kTqdDX1J7sF8yXgvExPporPGFZd7fylw+423ZeT2hL%20FjQvzPp5MeafFaDK+eGGVrpGaUe56tC6QCT68Kh2jUrZ5K0vuxNVfRau3pjt3kGTv1+T3XtO3bLm%204e5YG4l7sqOGKR8+LEyIu1yTNlMYLpBpRzGkL4lFyyfq3Krc+zx7bxZxVPbKUc8Sr7bueXB9vdly%205txzjk7tnugy8/JzshsTGRyTaBNMRI6GPkAWPpudZXn/AC62oletdnTP9PKeCmDbNzd7rRh3+XfG%20E4GHbt43mbZcHF/t8qSMd2jb2ZcUs4fLhuY5zG9SV0kro3Agt1PcoTmf/lOnbqdJX02nlvyx8GbZ%20dLvG6sd+Hf757mSxuu64+E/Dk3DLZsuL3PJg52bJkSumiwWtLmNky3HqsZ1C1usvB4DU5UdOk+ro%206v034S1ME61el2S3UfjnHbeayHc9wxNk3CTZsiQ7bN3TNHnZj55IFxjGodJlsjfJEx8gb80BTa7l%20R26c+hW3W4Yy4n4bytSOq3Tupxw2/nux4nQvtzk5s+15nWzG52LFmSx4MzcifM0xA/8AH9VPDjun%20DHLpk5lFtTiFNRFVOfbt5kRFnuw8dvbYWypKFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQEbbmhuMWh%20UEswCkk2ldxJuaAk0BDyQu6YVlRkx4KnsHk5PiPz8CBMoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAU%20AoBQCgNZuHb+Hnbzte7yvkbk7QZzjMYWhjvqI+m/WC0uKDghFK4Nveo85DxUcZNnQCgFAVvL74gg%203Tc9uh2rPzX7RGyXPmx245Y1sjOo3S18zJZDpBsxhNvULLslXreFZanuzK6XKSzf5G62vcsTdNux%209ww3F+LlMEkTiC0lrvMGul6OrhnOtpUkqpbKIu257s7HM5xZ8QB72MZktDHuDCmsNDnENd4akPpT%20YnvG1olUbBrO3O4MPf8AaIt0w2SR48rpGNbMGh6xSOid7XPamphQg3Fa1lxUh5tbnBMzstmHhT5b%2045ZmwMdIYoI3SyuDQulkbAXOcfACpbg1KTR/962uOHOObjZWDk7eyGWbCnYzquZku0QmPpvkjdrf%20yprUHiAoXXuWL6unDf7OM5EOySl4LpduSE3f2w4uzZm6bj1cBmBM/GycadrTOJ426+m1sbpGvc9t%2026XFRUu6hNOZnLhmjpWrba3Y8med3+4Xbm0du4m+5z5GQZ8TZsTFa0OyZA9oegjaSFaDe6etxXTo%20fX0beyJp6lOw3uZmsxcCbMdHLKyGMymKCN0srg0LpZGwFznHwAqLOBT1Q95R9+z9p3Qbi/Py952S%20TFxY48/aWugSfHzCWRlsbhkwlz3cnI5rwbFFuddi9U2VY47vDjBr1elJvCE7TwXbajdbb3LgwbXD%20jbftGe52JP8A1n9bHGx0sLoWKOq8ydFrNABD3SoVF1IqrX6nKxmeUZ/l4EVqqrp3R59sX4h/3A2g%204WJk4+Nl5UmWcgfRxRN68Zwwfqeo17mAdMhLE6imnVqCxa6WP09PVOyN5aWLX1TEcTP/AEu177uW%200dzHKmnixY+vtmKemIGunjLTMmjqF5Y9LvQeA4r0S6G9rynd3d5HUrVW74G/qShQCgFAKAUAoBQC%20gFAKAUAoBQCgFAKAUAoBQCgFAKAUAoCNtzQ3GLQqCWYBSSbSu4k3NASaAh5IXdMKyoyY8FT2Dycn%20xH5+BAmUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUBQI+1ty3LvPu0yZudtm3ZjMK%20MOxo4WNyG/TuY8CWaCUnSqfLfbxTxzTS/bh4+q2HDA21mrpr9OfN9sjTd2drS4+9NwnYb5u24trZ%20i7SG4ORuox5o+oH6WxSsfHO5pGmZ6rwUX1b1N9TfzNqPDY8lDNT6VWMlM9/FbcDabT23lu7526bd%208SXPZibDjtG4ZcIcmXHkPLdblmZ1mtctnvPit+bbR/ceWKj/AG4x+XA4tTWi4290T281hoto2XOg%202jtxm/bRl5WwwTbp/Zbf9PLOksmRI6CSfEax8krS0nSdLuKqVBdKiccV+1VLv292GCy5Ha6l2a/W%20+ajCOZmxdk3dje3h3FtuVnbDFk7k5mAY35b8cSl/0X1ETRI4kRFzWuTkVC792PqT9WNv20p/inHH%20ujEW2tZdf9OzknmvJkfZNkzMfZO2Y982jMydgx5N0/sdudjy5BbLJPI6B8+IGySytLV0nS7iuoqr%20q+rHH+3VLv292GCy5EvGWsPXPKMI7nn7y4dry71sXYmVk5uHk5E+M/Ln2/bEfLlfTmVzsaB2kSPL%20tKeBIHmlNR2VVtvCT249szUk722VnDuKZh7JvO6bJum95sGZN3Vk5ONl5eE/EycaNmLi5BLMaEzR%20MEulgLtLC48E1LqfSao6RlW6tZ7cnzw7bCLTdWT+qnSlsz9/baWbD2nLzNr7x3OXCkH9k/IftUGT%20ARP8vFdjiQQuj6jS9S0AtUjwK83DUTWh07fU/wDc8vL8ztRp6yts9C/29/HluMPcOx5kv2YjwmYE%20s+6RbXjwsx+k5+S0pH1GaUdIvLzBCqXDuB9Os51k9913Z+zw70cvt1Cc/wAXvLXvO675tmNNlQbY%20zOwsbGMmmKWV2Y+VrXJGzGZjyaldpC9RbkpZDyu2p8vxM0a+mq4Y9vyOaYeybzumybpvebBmTd1Z%20OTjZeXhPxMnGjZi4uQSzGhM0TBLpYC7SwuPBNS6n2mqOkZVurWe3J88O2wWm6sn9VOlLZn7+202G%205bp3Ztm3dwbns+2ZjszuDPMe3udizukx4YodBypIY4Xyt9vIHs8jpdwdzS9FaZTazfBN+06Np2d1%20+mqje0uP5TwPODsH/XYtkytsg3DcNvx8XccbLe/FyG5Dsqf5mt8D4uuGSPBAeicCXFVdmop66pYW%200+mvK23Ys9vHgTS0Oreav1PmvOO20vnY20ZWz9o7TtuWoycbHa2Vrnay1x5i0uuulU4/6mvRrWTt%20hwXgoI01C8fNm8rkWKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFARtuaG4xaFQSzAKS%20TaV3Em5oCTQEPJC7phWVGTHgqeweTk+I/PwIEygFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKA%20UAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAK%20AUAoCNtzQ3GLQqCWYBSSbSu4k3NASaAh5IXdMKyoyY8FT2DycnxH5+BAmUAoBQCgFAKAUAoCLj7t%20teTlzYePmQTZeP8A8+NHIx0kd052Alzf9axOVKyNag+5e6bZhywQ5eXDjTZTtGNHLIxjpXKBpjDi%20C4q4WFasXBjynYMvdNsw5YIcvLhxpsp2jGjlkYx0rlA0xhxBcVcLCixcB5TsJNAKAUAoBQCgFAKA%20UAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAK%20AUAoBQCgI23NDcYtCoJZgFJJtK7iTc0BJoCHkhd0wrKjJjwVPYPJyfEfn4ECZQCgNT3F3d2t23jt%20yN/3bE2qJ69N2XMyIvICkMa4gvPo1ax2SKVXEml2L7w/a7fskYu19z7fPlPcGR47pmxSPc7gI2S6%20HPNv8QapVbyObskXCsKFAKAxZhmbiTugGqYRuMQ83aTp8D4+lc9ZPotGcMvTjqU5Scw+3G4jA/os%20XMgw5Yp9ryMlm6NamTjNimLpm5Ezy5WvdIXauUKoKm7vTZqbLKKU4Sso5fHBHJdTS2t6l1HHfz7t%202LMPfcuPkZ/d2S6ZkuO/tuB+2yg8jg+aQgxuAe1+qTR7dXEDTfm4VraLJL1fuacdvE64N13dF/Hb%205QYu8WTCXuj+yfqmZ2vijHc5R8wySB2lQ/UTMG8C65AS/NdlLv05/u0j3EaalUnL9u/jt8oOr7cJ%2027fjNyDqnETBM7zfpGo8XePrVasdTjKTnpP0KdxklOR/6TWHhdxI81CAfkF/+CGDoeXHM5tLY+PI%20pd7QtjbiUF/BfFOYA45nNpbHx5FLvaFsbcSgv4L4pzAHHM5tLY+PIpd7QtjbiUF/BfFOYA45nNpb%20Hx5FLvaFsbcSgv4L4pzAHHM5tLY+PIpd7QtjbiUF/BfFOYA45nNpbHx5FLvaFsbcSgv4L4pzAHHM%205tLY+PIpd7QtjbiUF/BfFOYA45nNpbHx5FLvaFsbcSgv4L4pzAHHM5tLY+PIpd7QtjbiUF/BfFOY%20A45nNpbHx5FLvaFsbcSgv4L4pzAHHM5tLY+PIpd7QtjbiUF/BfFOYA45nNpbHx5FLvaFsbcSgv4L%204pzAajae7MHeJpY9sL52sfI1uQcbLZjnoyOikaMh8TYXO1xpyv8AinMrip2NTyeQeDjaZM3ufbsP%20esTY5svHbu24l5wcNXukcyJjnvLg1p0jSz3OQeFyOZXFtLYpZtlCl5GPH7swcvdcja8Qvny8acwT%20OZjZboI5GsMhjkyBF0Gu0gG77ahxtqyrlSuPlgxZdLh8PM27jmc2lsfHkUu9oWxtxKC/gvinNpgc%20czm0tj48il3tC2NuJQX8F8U5gDjmc2lsfHkUu9oWxtxKC/gvinMAcczm0tj48il3tC2NuJQX8F8U%205gDjmc2lsfHkUu9oWxtxKC/gvinMAcczm0tj48il3tC2NuJQX8F8U5gDjmc2lsfHkUu9oWxtxKC/%20gvinMAcczm0tj48il3tC2NuJQX8F8U5gDjmc2lsfHkUu9oWxtxKC/gvinMAcczm0tj48il3tC2Nu%20JQX8F8U5gDjmc2lsfHkUu9oWxtxKC/gvinMAcczm0tj48il3tC2NuJQX8F8U5gDjmc2lsfHkUu9o%20WxtxKC/gvinMAcczm0tj48il3tC2NuJQX8F8U5gDjmc2lsfHkUu9oWxtxKC/gvinMAcczm0tj48i%20l3tC2NuJQX8F8U5gDjmc2lsfHkUu9oWxtxKC/gvinMAcczm0tj48il3tC2NuJQX8F8U5gDjmc2ls%20fHkUu9oWxtxKC/gvinMAcczm0tj48il3tC2NuJQX8F8U5gDjmc2lsfHkUu9oWxtxKC/gvinMAccz%20m0tj48il3tC2NuJQX8F8U5gDjmc2lsfHkUu9oWxtxKC/gvinMAcczm0tj48il3tC2NuJQX8F8U5g%20Djmc2lsfHkUu9oWxtxKC/gvinMAcczm0tj48il3tC2NuJQX8F8U5gDjmc2lsfHkUu9oWxtxKC/gv%20inMAcczm0tj48il3tC2NuJQX8F8U5gDjmc2lsfHkUu9oWxtxKC/gvinMAcczm0tj48il3tC2NuJQ%20X8F8U5gDjmc2lsfHkUu9oWxtxKC/gvinMAcczm0tj48il3tC2NuJQX8F8U5gM1AKAUAoBQEbbmhu%20MWhUEswCkk2ldxJuaAk0BDyQu6YVlRkx4KnsHk5PiPz8CBMoBQHPO6ds7qPeX9pjbR227FZjxQYW%20/bo15ymOfJo+lLhzN1ySqzRZyoeZFiicve/PP2Rj5bY28NJZrF9z/FbeDnYWzI7c2veNqgxu5dr2%20/cZdLHZMMkDJ8frDmcWNma4prJIW9dHCtK2ZbyVMYm3AAAA4CwrAlChChooBQEGPYNiily5Y9uxW%20S57S3OkbDGHTtcpIlIarwdR93nWJenp+ndsNnGdol2LY5RiiXbsaQYKfRaoY3dHSNI6SjkQW5a3b%201bd5kYRsMmZtO1Zs0E2ZhQZM2M7XjSTRMkdG5CNTC4EtN/CiUOdoeKglUAoBQCgFAKAUAoBQCgFA%20KAUB8eCWOAJBIIUIv+i2qbqatGrM5Z21Bk9uZMUux7fv79jwcPMfvO354llmdOJHOhZixSP6T5Xu%2013xlY4ISVPNavg5y6a9O+dvHBZ7Nxl1Ns/V1Wb3Rn3OXl9W/M2m/7A1/3E7O3zC2t7XyzZcm65gi%20JewfQujhbO8KGALpaCUVUub7protauzpfdLsvb2jbln1acxjNe9LHsyHgbdkYXd0Dtgxd5x58jd8%20qfuH6/rfQvxZWyEvj5/pD8zR0jH81Bz2VZ0k3Cn0Kts85nDznLCMTdXa87TWIyiMfLfj1HTKApHa%2033Cm7h753faMWGMbJgYzZMTM/wDUyJBO+GV7DrLTDqjLWnTdFVCKaa6qOz3qO5p5+E9zF2lZJbnP%20emvj4yRd0+4W7Ye/ZrQzFZtO2bjhbZk40jZPq5DmtBE8cgeGNDdYRhjJcAUd7VaLVon67Wqu+q85%20fdHIar6VaPoorPjOxdnyJbd97yHf2P29Hl7dmYjIXZu7OZhTwyY2O4lsDBIcuZrpZXA8WCwLvIU0%208Zn6Y8Xs941MEo2vLhv93eXagFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAo%20BQCgFAKAjbc0Nxi0KglmAUkm0ruJNzQEmgIeSF3TCsqMmPBU9g8nJ8R+fgQJlAKArX3G3OLa+0sn%20Pft7N0kgnxDi4UsggjdknLibjufKQQxscxa9ziOAqW2rVj5m4XPD2TG94bSqxFpyVbN9yq21zKr9%20tPuZ3l3NvUOJvmz7ftWLkYc+VAcfOGVkPkxpo4JWOia0dPpveQ/V4kAKhrpSLV6uFWu66bXsyOd7%20NW6f4mn/AKe3hyOn1JQoBQCgFAKAUAoBQCgFAKAUAoBQCgFAaPA7y2bP7q3DtnFc6TcNrhjnzHjQ%20Ym9UkCNdWrWOJ5UCi9KepNrJOO3gLrpaTzant7e4x5XeWLFvjtpg2/OznQyRQ52ZixNkgxpJ2mRj%20ZucSexHOLGODQRqIUU0/Vispa5rPs4RrUeE8su208YHf/bm4d35PauDK7I3LChdPlyRhphjLHiN0%20Rdq1dQF10ag8StqUmydlkvx+A1E6RP1fCSx0MFAfA9pLmggltnAG4ULetgyT7WGmLKxocrFmxZwX%20QzsdHK0EtJa8aXDU0hwseINZaqahmptOUUvF+10O17pl7h2/ueRtskm2jb9vZJJk5jcZ7XPcJdOT%20kPZK0dTlic3SDcXJrZtDU5uvgtn47Cemspxl1efbLbtyRn3X7eO3ffI8/c82DIxGOxpDEcGFuVqx%20SXBgzAdXRkeVfGWnyDgCVqlum3Ut7a8IU7+nZ5yLzanTwh+9rc32Rudo7c+g37et4kyOvNu74NLd%20GnpRY8ehkerU7VzOc7gOPBVJmuFY4t+Pwg22Np4Je32ybmgMEGfg5E+Rj4+TFNPiODMqGN7XPic5%20uprZGgktJaVAPhSMJ2DbBDPdHbQ3b+nO7YX9uun+u+oi+p1adSdHVrXTfhwpVTliHhmTG7hgOzn4%20DcmJ2dHGJpMQPaZWxuJa15jXUGkhAUSiczGwPAjdw75g7DsmbvGe7TiYMTppfM6RZoXxcbD1qNS/%20Sp7Y4FUrLgoP2e7pzt63XuYblu0GdlGeHIgxsfJbPFBDIxdEIY+RumNQxzm2Lh4m57pf21vVrT5R%20yz6Tm7zfdNVh225T3krE2x2V90Jsfb8vcY9u2GBmTuTHblmzR5GZmBxigdFLNJG2OOMay0NFy3/H%20jxrKrayxjCq3uMcfLvxK1GsK7X6m9y2Lm55LYYexn71tW94WB3VDljfN3jzMmCd255GXCjJi90L8%20QvONCY43sDDHqHgoPHppJdLqs61rO3hM555+1manzTstZxw2rk1PwOg7nuWDtm35G458zcfDxY3S%20zzP4NY0KT/8AhXO1oUlJS4Kf9tu6O4d93DuH+3aYI8fIhdgYTmsa+DHni6sbZC25eWOaXKbHha56%20Vo1pp2+fqsnuwjDliuJNrJ3w+WFHmp5xJ8bldySfchmz4G85ORtmBB9dvkc7MMsH1BkGLixmPHjk%20abaiS8nS0eJJMafy2efTguNoT8lu2tbDdVR0xg7Y91V8Xh4nzsTuHu/cO7+5tu7iEMAwI8GTEwIN%20LmwNyBK4h0oGp7y1rdV0X2243VLonN9TXkn7+ZurhdJfK6v2xiXupMFAKAUAoBQCgFAKAUAoBQCg%20FAKAUAoBQCgFAKAjbc0Nxi0KglmAUkm0ruJNzQEmgIeSF3TCsqMmPBU9g8nJ8R+fgQJlAKA539yu%206ZdtmzNsfvHakEGdt7BBtfc2UMfXKZy2R0sd+rjywam8LPb4glJ6pwUSrLlt8U4dcvYXEJPH6vZh%20H/Jbnydf+z8wn703XNdL2JNl7hA+fOl7Uy5MjcJJOoznla+wiJcS8ji8jxrtRRptKYld23suZxvj%20arw3cuHgjslcyxQCgPjnaWlyEoFQAk29BU2cJs1KSidjb7vuTuDYe4p9xx9wzBkT4m35MGLFjGBk%207mt0dOMZAcxhaokcPD3e49apRGdlWrfPdszw3rbBmphb+F2ccjx3n3RvmNuO9R7Xl/TN7f2uPcnR%20CJkjciV75FhlLmPcGdNg/wCMhykHhZ3Klkps8UrVrHfmW6pwtrVn4Ze+TF3R3jvPW3OXaMz6eHZt%20oh3YRiJkrciSYvPSlJbI4M6bAnTIcpB4WdXy2s7Yqt61jvzIp6lXfatreER7y/4mSzJxIcmMqyeN%20sjD6PAcOC+dVevTZrcTS01T3nqWaOJoc8kAlAgJv4CwPHgPW1SUeHZmO3UpPIdLuV1nFUHDiUt5q%20PMKAdmY7dSk8h0u5XWcVQcOJS3mo8woB2Zjt1KTyHS7ldZxVBw4lLeajzCgHZmO3UpPIdLuV1nFU%20HDiUt5qPMKAdmY7dSk8h0u5XWcVQcOJS3mo8woB2Zjt1KTyHS7ldZxVBw4lLeajzCgHZmO3UpPId%20LuV1nFUHDiUt5qPMKBizMjVi5EcExgyNLo45zE6QRyuBDCWW1XuGre37hU2TawwZtWpxOY9u9r92%209pdx7nuEDYd5hZtmgvbE/Fkzc8zzTdNz5cnI0Svc9TI5ukqAAFU3W0Uso21jkon8Nrx75tSbVc/q%20nnGHko2JLujzufZ+6HufKzcbbXNyMzc8HcI976jCcIRtTJxyFEup6FrRG3S8PGrw1tGvTZKcK2s/%205qv6fzyzzM1m71b+q1K1j9Nlt8IxU92RZztU0P3OZvEON09oj2qTFlmYAG/VyZRmLSwHUXPu5dF1%2048w1Tp4dXHpjlJuqp6eFm3/tgsm47/s+2xOlz8pmNG12hZFarkJ0tCczilgOKjzC9NPTtdxVSyb3%20VVLKRun3UyNxdJgdobdNnzuGj65wLY4y6zXAFp4/4lyeFirQ721+zVMdV9PA8Vvu3fCiKj212h9x%20cDeMnNw3jb8qLUyefIJLJnPJOghrJtZebhQbkFST8z2fcfc6Fqqce7su3ly09HWTbWDLa3evvBiF%204k2/Czw12gldBDiqCz2elkJQhFtr8jr9tbJuvbuPSra6jBM9f+4/eWGCdx7Snc1tpJIDIQwhfcGx%20yi9v8vyXl1Y/tdJ5XQ/yLrOjMjPvPssfLn7Zn4r0u3ptchUgC7mlSlkHH82lz/8An2fytNGf5tdq%20Z57c+8m17puzsPNxv6/HkDnY2S6QPbyhdMlmgFzUTSSFIHi0u3X/AOuvRSvVyN0vu1e0QX367FLS%204PJaCBqDXEKVQWHj4eajzC/OPYQO490z8XZM+baMY5u6xRubiYtmB05BDGudIWNAW/G4RPc1Y1Oq%20PTn7OPIqkTjkc0+2W6w9t7n3Uze2Z0AOZiDJzczpTPOZktALHNxZcktMsshcwNVoBALtXu7Uh6aq%20v12S4/ioxna8Npyaas3b9Cb8/Ld3HvG3l2wdyzY+wbvJvmbnbxmSb1sAx2Quia9kjmuBe0TMSRrG%20NkLzG9QQFPNy0p6UoldFnzzXdLwh4nXVSnq+Vt0XFrJ96Sl4YLLaYft3kbzi/dDdpN9wsyLdNx25%20k+4GV0Do4X/Uy9NkbYp5/lBgbHGg1E8RzKemkktOyWx18Yc/hsjjnz1J6qt/xLuXp7Pe3Pd152Zj%20t1KTyHS7ldZxVBw4lLeajzCyUaTM7Y7SyXZ7snEMjs3JgyM1XT80+P8A8PB3L7fa1A5bg6r7V9MR%209Nupd7Ns5mdq6X3E3FwdkwsrccqCItn3CVrtweRI/XI1nTaEdqA5W2a1AVXi68x6enZj55icerbh%205ZELZ+2O1NkyH5GBjPjlYDC0ySZM4ia9xcY4WyukbE1zr6YwAVHmKpNpR+fjmS1Ln8vDI2me3as3%20FmxM+BmViP8Alz480XVjd4hrmOaWlUsPG3mKlpMpNrIreP2D2rt+TuOTtjp9rmzp4JJ3YIbAWdB2%20sQRmOMFscrmq9n+a/wC69VbSS3Wnv4PgtiMtjPGsd3FcTb7btW1bZum7bnHJNJlbpLG7MdIC4NMT%20CyONiNCBOAuq/wC4LlfTXpWUt+Is5tPBLw+M4nnC2facDuDdt9jlmOXujceHLY4LG36UPbGGAMDg%20XazxJWycQquFeni34m2fU0/0qPOTbOzMdupSeQ6XcrrOKoOHEpbzUeYUYYY952uWbJgiyWSz4b2x%205cTOZ8T3glrXtapaXAK0HioTiFLKRtgjt7p7cfucu1M3LHfukIWXAbI12Q0esQ5/08R5hSxxQeAw%20e6O3dwlniwNxx8yXFdoyI8eRsro3KW6XhmogktQL6eYolKlZB4OHmTnZmO3UpPIdLuV1nFUHDiUt%205qPMKAdmY7dSk8h0u5XWcVQcOJS3mo8woB2Zjt1KTyHS7ldZxVBw4lLeajzCgHZmO3UpPIdLuV1n%20FUHDiUt5qPMKAdmY7dSk8h0u5XWcVQcOJS3mo8woB2Zjt1KTyHS7ldZxVBw4lLeajzCgHZmO3UpP%20IdLuV1nFUHDiUt5qPMKAdmY7dSk8h0u5XWcVQcOJS3mo8woB2Zjt1KTyHS7ldZxVBw4lLeajzCgH%20ZmO3UpPIdLuV1nFUHDiUt5qPMKAdmY7dSk8h0u5XWcVQcOJS3mo8woB2Zjt1KTyHS7ldZxVBw4lL%20eajzCgZqAUAoBQCgI23NDcYtCoJZgFJJtK7iTc0BJoCHkhd0wrKjJjwVPYPJyfEfn4ECZQCgKl9x%20OxMLufZckQYG3S78GMbh5e4Y7JWlscgkOPI/S6VsMo1MfoujilRauKaScWTae2O0riscJKTUNPar%20LulRPI0PYHY2+YHdJ37cO3+3+2YosB2FHh7G3XJM6R8by+eTo47Wtj6SMa0H3FTwrrVpK2c26fKf%20Nz5HPUUuv8M4+5blm9/izpdSUKAUB8cCWkAlpIQOCKPW61jNRVo+0N3k3CPcs/ehk7hh4s+NtuS3%20FZE6J8/GaRoe5krmhABpa30rcuprC1klyWPjPHkHDdZ+WrmO/DP8CPvH28m3Rz5J90PXzsCPbN7l%206DVyYo369UbWua2J51PFw9qH28VYS8PS2nHGvbElTGfqSsp4W+Gzzkydw/b3H3XJnkx8s4cOdhM2%20zcoun1TJixv1tEbi9uh6Oc1XB4Q+3irNtvbZWfeu2JuSUYNJpdzLZFEyKJkUY0xxtDWDigaEHGtt%20ZtyzEklCPVYaKAUAoBQCgFAKAUAJACmwFA3BU5vup2PE6dhzy58BILGwzEvIKIzlR1yE81HgQvs/%20wNaJg8tvvNNbTQ/93737mIZ2ptf0WFIS1u6ZSEDiNV2ujsn+Ik87jSH9n9tpaX/scvcu0+wn93U1%20PkULe+3xJe0/abDdkDP7mzJd5ziDrje49C6qOZXuHNa4/K7tUav3zaii6UavtU8bvqLzh4eJh47M%20bEhZBBHZkcYDWjxNh514bWbcs9NapZKDNWFCgFAeZYopYnxSsbJFI0tkjcA5rmuCEEGxBFanBjUl%20R/8AaXsc9cnCcXTakJledGrVdgJT/I+4H9XL6/8AO1cMfJHnX2mnuNP/AO3vduwPdL2nvbzALtwM%20sggqSSCSHM8fdpBW/HVq7L7vTuo1K812k5vQ1KY0tyZkj+5u9bRKyDu/Y5MMOJH1uMHOiJUgNa0l%204Jt/jIf46pf2dbz+1aeG3tyH+U6YXXgW7ZO7O3t7aDtudHO8hTCumQD/AMjkd/r5IeBFebV+21NP%205kemmrW2TNqHtJc0EEts4A3Chb1xguTDl52Fhx9TLyIseM8HyvawfFxHnW1pa2Sky1ks3BXs/wC5%20nZGEUfubJn+Dcdr51/J0bXN8R43UJxC+mn2Oq/pjvOVvutNbStbr95sabDyWbBt+VPkNY7TkvYNE%20didZDOqoA5hb/wAW6vRX/rmn62l27I43+8UelSzS9pfcbv8Ae3Ji/r5d90ISdBaYXOJQOdGxygpw%20vbgSg19/uPtNGU56Djo/cam7qLGfuV3ezlf2TnF7VDi0zIo1D/HHf+3wJ9F5dXk/xNN//Iu3M7/5%20N/0PtyPp+6m7sOmbtPcI3taTK1JDpKlF+V+PBVbqtfYVeV125h/dWX0vtyMGZ94cmHEkd/17LhyG%20sOnraum1/MG6yGgkKBw4+H+OovsE3HUjLfepbHJ57K+70W45cuLv7oMLXzYk7dTWEk+x5Jc0WIRy%20p4XVpdv3H/XOqmkvs/gZo/eJ/NCOlRyRyxtkjcHxvAcx7SC1zSFBBHEGvmNQe4g9w5G742yZs2z4%20n126sid9Fi6mMD5SEZqdI5jQ0G5U8KjU6o9Ofs48iqROORzD7ZbjH23undMW9x5uNqy8MZGbnGGV%205y8pg5HDGmyS0yyS6mBqtDSAXLx7acPTqlt1LJcee9R6m9rwOVpVnZ7KJvzy8YSUvDE+4ncuwdyf%20ciHb9vmwNt2nt/NyZ3xiSFmVuW4yRywzdKBrtb2I5xc7SS+uenVNdbxXTZJZ4OG3G7avzitWzTVF%20g5q23hisEp37OynaduZmxZf3Jhn7ZMOXtf8AWTQ5TYmdEbc9mRqbEImMj0One57nNlBfZQQLOrTq%2011zlFcd+fp3YLdivq4NWPRv6rYcvm345S8HsOlVhooBQCgFAKAUAoBQCgFAKAUAoBQCgFARtuaG4%20xaFQSzAKSTaV3Em5oCTQEPJC7phWVGTHgqeweTk+I/PwIEygFAaLvnuHK7e7Vz93xYYpp8ZrNAyJ%20DFjsMkjY+rPIA4sii165Clmg1Fm8EoxaWORdKy3wTfgpK72B3Z3xvG7SQb7L20/EED3sbsmfLl5O%20sOYGlzHNDemjjdeKV2VV0t7Ti7ZRl2yL/UFigFAKAUAoBQCgFAKAUAoBQFPk7k7nw++MHZs6LDdt%2025uyPpxE2dkkUcLC6NxyZSIp5ZNDtUMbA5gvqIuWnjKeaU+aXPNYmamCTWUpeXl5z7Mf3A3/ALs2%20V2H/AEuVgSZG55EeFtu2ZOHNLJJO9S9z52ZUIbGxjS5x6RT1WlE3dV3+SSxZTaVXZ5LzexczHv29%2097YHcmzbPhZm25M27SEuxjgzh0ONAzVPO+UZvDVys+XxcB+e6cO8PJYvunDm8vMy6apKzyXG0Y8t%20u+ILu5zWtLnENa0KSbAAViUg513T3nn77lS9r9oxDLmma+LNzz/wsY5jg4Bxa5o42fw4JqVod9HQ%20+3WnF9TDceHV1nd9FObMPav2ah2zdmZ265UedHCFjxhGrHPcHA9QSalA1KPEnj/lr3X/AOw6qxVQ%20ZpfZdLluTpgAAQWAr5p70oFAKAUAoBQCgFAKA8yRxyxujkaHxvBa9jgC1zSEIIPEGicApncH2p7a%203BsuRgRf124FrjE+FGxayHJqjLXtAVy8o/8AEg+3S++vWE8UebU+0pbJQyjdq/bXvc7pksnyJ9ng%20ex7MnLY/U6XUXcqB3zFdzcx9VNzJ7df7rR6VC6t3aO3s8Wl9reccFtLhifZntpkj5s7Iytwmeup0%20zwhBBBWxcfdxLv8Axdq8l/8AsLvKEeuv2VM3LN/gdg9m4IH0+0Y5IVHTNM7rqp1TF5XmPxPma89v%20udS2bZ2roUWSRvY4442BkbQxg4NaAAFvwFcG5Op5gx8eBhZBEyJhJcWsaGjUbkoPE1trN5gyVgFA%20eJoYZ4ZIJ42ywytLJYngOa5rgjmuabEEcRROAaGf7fdlzYj8Z20Y7WPJJkawCQErwk93+RsqXPnX%20ev3OonPUzj/j6cRBW5Ptx3Fscjsjs/e5IWXd/XZZ1RlVcRqRzSpNtTF8S5dWr1V+7074alea7T5n%20mf2t6fIz7H9zN62eZmP3fssmICS0Z+MHOicVIAaw6gSU/wAZD+Xt1Z/h1u/7dp4Pt7jV91amF0XP%20Zu49j3qLqbXmxZQAVzGO52jzcwo5vGyivJq6F9NxZQenT1q3yZsGPY9ocxwc08CCo/SubTWZ0TTy%20PtYaQ933Ju2bdNmnGyMzotUY2HEZp5D4NYweJ9SB5mm1Lf25GpEPt7ubF3zCysjGxp4ZsHIlxMrD%20nEYlZPCmqNWPfEeIQteR60fyprGdxi+aHh+PdPx4GtxO/wBk285O0ZGx7liZeJinOyQ4YmRoivoB%20bh5GS/XJpOhgarqTg3+n37BtS/V2nu4k/YO68fd8vJwX4WVtm44sUORJhZohEvRyNQjkHRkmahMb%20gWkhwIuBatUOYeTh8HE+zcY3DS3qV2+Ju6w0UAoBQCgFAKAUAoBQCgFAKAjbc0Nxi0KglmAUkm0r%20uJNzQEmgIeSF3TCsqMmPBU9g8nJ8R+fgQJlAKAq33O2bN3nsfcsDCbhOyH9GUN3N748EtgnZM8ZJ%20YHOMRaw62pzC3jXO6xq4TSsnidNPat9WvFNFJ+0O0jE7jnm/pezNuLsWRvV7anMub74yjxoaOkfG%20/ECvTV+h55r3nCyxWXZbO2R1+uRYoBQCgNNi917Xldz5fbkHUfnYMDcjIkAHRaHuADNSrrupCcKU%209SbWxwLYNLepMG/d77PsmYcXJZNK+KEZWY+BrXNx8dzxGJZNTmuILjwYHO9OC4rY8MFOyXku3MPB%20ePlmfN8752XZ8noTCWfRA3LypccMeyDGc8RtlkVzS4EnhGHO9OCpxh4Q0ubyXbmHlO9N96Xb4FgY%209r2h7CHMcAWuBUEHgQapqDE5PtYaKAUAoBQFWn7Q3bN3rEzdy3n6rE2zImzNrgGMyKaOWWN8TRLK%2012iVkTZXaQImnhqc66x0vNP1dLrPftjf5cDbNPD6ZTa7tz3eL4mSPtPPl3Xt/c903T67J2SLIDz0%20GxCfIyGhnW0tdpj0s1ABCb+7jq6yk20s6peyXzgh1bSU5WnvzhcpMe7w7Tsncs3d+7Z7Y4zgM27G%20xixxcC2V8zywhx1uk1BoaGeHG9X9vpXt1Vqp6muSSf4snWul0tuFWfFx7lHNlY63cv3GmcMd79p7%20S5mOcQ0yZA4Fpbdr/wBWD/cnP9CKfbYP1ans8jyerX4UL9sHbu07DgjD22HpRKXPcTqe9xJKvebu%20N/Gvnaura7lnr09KtFCNlXM6CgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKA8yxRTRPimY2SK%20QFr43gOa5psQQbEVqbWKMaTUMoPdn2o2vJxpc3t+P6Hdo2PMMUbgIpS4O1NIcHaXODiA4WBNwQXL%207tD76ycXxR49b7OrU1zKl2lD372WJtwk2abJ22flysdVe1zHE69Ldb+C8yEFeJdd/s+4/Z1XHVDW%203ty7ZefT/c0VLWB0ft37i9rb4Y4oMg4+ZIdIw8kBkmo+AILmO/8AlceI8wvztb7PU01LWG89+lr1%20v37jc7xk7ljYEk+3YI3HKYiYZlbAXjxDXvBZq8g5B6ivI1ODy29x6EuPbt3lW7Rwu5NnfOG7OYNs%203Tc5JY9uM8DTtuK6IkyFsZkjcZJmqY4nINa3OomlglV4/M55zWvbLLJIi+NnZfw4f+VvZ38D3sO2%20dw7Tg907y7AOVv8AuObkz4WI6SMOkhiWPBiMhkLGt0DV7hp1Gy1ClaVUl6sW/wCaz9yjaXg9Rt/L%20guSXvckT7X7Nv+LJuW5dzYWWzuTci12bnZD8UwljHO6UGM3HyMhzGRtd/kG119KrFec5t/BbOyXL%20F3l8tyXxfbe79UFigFAKAUAoBQCgFAKAUAoBQEbbmhuMWhUEswCkk2ldxJuaAk0BDyQu6YVlRkx4%20KnsHk5PiPz8CBMoBQFK+8zWu+3G6tc2B6uxgBmuDMRfqokOWT/8AtwbzDxj1Cud1Nq5fMs8u27jB%20003HV/Lb/wAXlxKr9odp+k7imlOzdmbc52LI0y9tTmXMPPGUe3Q0dI+N+IFemr9DzzXvPPZYrLst%20nbI6/XI6CgFAY8k5Ax5TjBjsgMd0WyEtYXpyhzgHEBeJANTeYcZm1iccjmPaey9y7B3rm5e47aJW%20HaXSZudivln+omORJM8sJx4Q6Z7jaEHlb5/5VVqtLwnmoXLz2tvfsMsm7Vyx6p4Ze5JLgm52DuzB%203PMyd6yoNszHjujZIMLDj6LnOiyFkJjyhpe2ANbKp1Etsf8AKzpVMbU33o52QszevGtoyrdc9nj+%20Y7s7f3PHyN5x4MPIzBvex4+1YckMb5mjIiMjSJ3aXiJml+rU8lvH/I81WfXa6y6tStuEbfAmj6VR%20xlS1eezxOmYOP9NhY+Mpd0Y2R6ipJ0NAUqT5edXqW6rN72TpqKpPcen40Ej9b2BzkLbhVBUXH+p+%20J8zUFmgw+6+zcvd/6jHyWyZ4fNjNY6OXpySwgumjbM9vSlkY1xLgHFwBPnVVq2pXfymJ7pwNuulw%20+0qUZN47j7T2XJjxtynEUxj1ub05ZgyJ7izqzuY17Y2Oe4t1ykBSQtzU19ThcPPLxDUKe/yz8Npi%203LuvtPa8qLGzxkQvklbiQyPwc10UssxcGsbN0XRSOfzJzFV/3Xyrlxt8Mu3vMeCnZmb4YWLb5YKA%20tvdQVVV4nmNz5nzNaAMLFt8sFAW3uoKqq8TzG58z5mgOfbz91+28PKnwcDAl3DLh1QROAHSklUtR%20eZ7wS73BpJ1W97dX0dL/AK21lNnC5nj1PvEnCUs+7F9v8/eM0b33mOo86vpdoJDmRMcXcsiKD7uG%20o/7iSXas1PuVRdOn4imha76tTwL+zAwo2MYyFoYxuhrUtpKi48eJ4+Z8zXzz2JQfRhYtvlgoC291%20BVVXieY3PmfM0AGFi2+WCgLb3UFVVeJ5jc+Z8zQAYWLb5YKAtvdQVVV4nmNz5nzNABhYtvlgoC29%201BVVXieY3PmfM0AGFi2+WCgLb3UFVVeJ5jc+Z8zQAYWLb5YKAtvdQVVV4nmNz5nzNABhYtvlgoC2%2091BVVXieY3PmfM0AGFi2+WCgLb3UFVVeJ5jc+Z8zQAYWLb5YKAtvdQVVV4nmNz5nzNABhYtvlgoC%20291BVVXieY3PmfM0AGFi2+WCgLb3UFVVeJ5jc+Z8zQAYWLb5YKAtvdQVVV4nmNz5nzNABhYtvlgo%20C291BVVXieY3PmfM0AGFi2+WCgLb3UFVVeJ5jc+Z8zQAYWLb5YKAtvdQVVV4nmNz5nzNABhYtvlg%20oC291BVVXieY3PmfM0AGFi2+WCgLb3UFVVeJ5jc+Z8zQAYWLb5YKAtvdQVVV4nmNz5nzNABhYtvl%20goC291BVVXieY3PmfM0AGFi2+WCgLb3UFVVeJ5jc+Z8zQAYWLb5YKAtvdQVVV4nmNz5nzNABhYtv%20lgoC291BVVXieY3PmfM0AGFi2+WCgLb3UFVVeJ5jc+Z8zQAYWLb5YKAtvdQVVV4nmNz5nzNABhYt%20vlgoC291BVVXieY3PmfM0AGFi2+WCgLb3UFVVeJ5jc+Z8zQGh377edrb01zsjEEOU5pacuEASkuD%20hqcXBzXnnN3g/qa76f3N6ZPA4av29b55lUd2/wDcTtaTq7fK3uLbGtLfpJ1MrWnUODleUDv8XONz%20yquv2K+hq4NdD3nndNXT+V9Ve3bA2G2fdLs6aNzd0hl2vMga5s2NPG+UqSharA4vcdfi1ebycC7l%20f/r9RfL6kdF95Tbgy0bFufb++YTc3bXtyIArDqBDgSq62vuV1HmPFSQUN/Lq6NtNxZQeimpW6lM2%20IwsW3ywUBbe6gqqrxPMbnzPma5lkPdtqnyNulg26dmDmPZoizHxDI0Bx53dN7mte/SXIXrcqQbg4%20zUyv/bzNzdxw9zh3dX5m3Z+RiCLIZE3KZCUfGMoQfIfIWSEh8di13EkuJqJoms8e6U+0+WBLwu13%20efu3bTTbdu+9w965Ww4uZH3PJhbdPPucb2RYsWPlukJxoGvYxxHUa9zXdV0jgOZVLtWUl1thl0w9%209vqXhjlwkrUhOsYS3K/h2c+0Ymx+1+471u2Lvg7hME2bt+65OC1sLAI2RtDT0/3PTqOR7+YqeKqd%20UOlXvn2tGXw1GtkV812+CLoMLFt8sFAW3uoKqq8TzG58z5msAGFi2+WCgLb3UFVVeJ5jc+Z8zQAY%20WLb5YKAtvdQVVV4nmNz5nzNABhYtvlgoC291BVVXieY3PmfM0BmoBQCgFAKAjbc0Nxi0KglmAUkm%200ruJNzQEmgIeSF3TCsqMmPBU9g8nJ8R+fgQJlAKA1Pdn/WG9u50ndEeNLsMTBLnR5kbZoC2NweNU%20bg7XzAaWoSSiBai/Tg3v88l8CqNp4dt5T/tlJ9oMjdMp/Z+yQ7NvMMDevG/bn7dlOxpS12poljjc%20+MvABLVCp5heyb6cHht84nzOdo6knns/Dx8zo1QUKAUAoBQCgFAKAUBoXdowSdzs7hyNwzJ8mCJ8%20OFiyOi+mxxKoc+KNsbecgprcSUtwosFZLO23au41uYWxOY5Rj27iJuf2+23c5JpcrOzHS5uKMDdJ%20GmBpzMZpeWxygRaWJ1Xc0IY71rVCeWEpxxW3f5wZPik1PB7N3lJk3/G7Z2/Nwd73zNe1m2gjbMeV%205dHHLocx0rI2DqSyuY7Tzl6f4gFxW9LTte7dVNn5Lb3J7fgcrutapNxVe7Li4K27vTvDurIbB2ji%20OwcAOSTeMlrSODrN1NkZwTgHefDTr93+Np6X/tcvcjz/AL2pqfIoW9l12/aM9u2vxd43KXc5Zgks%20oYzFABJURiAMe0XS7ya8V71dpqoXiemtHEWc+XsNZifbLsfEyosqDbAJ4HB8b3TTvRzSoJD5HA3X%20j5nzK9Lfd6llDfkiK/a6acpe0s9eY7igFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCg%20FAKAUAoDVb32r29vmj+1wY8p0ahj3amuAIITU0tKcxtXXT170+VnPU0q3+ZHjYu0dg2F0jtpx3Y3%20WTqjrTSByeJbI94Xjf1Pma3V173+Z5cEZp6NaZI13cO0d8ue7I2DfQy5P0OVDBoS50tlbEXDyuD4%20XsdXXR1NLK9eabIvp6n028UiuTd+7ngtZtve+1ZWGHPDm7jgySxNeWPUAGBzXJYK1shX2kFW6+z+%200re3VpNYbH79/hByX3Nq4aijj29xaNgh7Nz5Jtz2TIEkmRkHMypIcmZrny9Pp/Oj1g6NBURvbovq%20AUrXhv8Ab2010NNJTv8Aqz58c1GGR6v3a39Uzl5ZdvEn9vdtbDsOK+HZ8YQxZD3TzSa3zSSvkcXl%2075pXPkepcTzONTklXJV2FvFt7WZ9r2TbNrfmPwYek7PyH5eWS979c0iBzudztKpwag9KxYJLYvzD%20UuduHlka7vx3cY7Uz2dt4jszeJmdLFjbM3HLHPt1Oo6SFNHGzlqLzsLpEy/zNV2YO6tq2Da9uydu%203DNyuu6Pcs7dcvHdK1rmOl6zTHPml8Yk0xNZq1AXul+t2nbDKH5ZT3+W3jyqmljnK/GO7zNTs3b3%203E+q3bIhzM/aTkwZXSj3PMg3KIZkjz9M7FDWOEePGziHNDlQaSGq7msNJ1WcKJz4y/Lm3nB0s1+4%20nslzGUbI47fKTc9i7Z3LjZ+dPuDMvE22WHHZBgZ+Yc+b6pmv6idshlydEb1YGsD/AAXS3x6tqHun%20DelGTe3HizlV2wnYseL4cu4uNQWKAUAoBQEXbAmIiFvzJuVxVw+a6xKlT/rQEqgIeSF3TCsqMmPB%20U9g8nJ8R+fgQJlAKAof3Q7n7Ii2ncdh3zextGZDiwbqJui+cwNjy2Nx8ksDHtka3KawOYePA2Nc7%20XczVxatl47v9VZXsLVcIalXVq/0vq8EVr7V93bR3V3rNl5HeeB3NvWBgzwYeHt23z4LIsaWeN00r%203TOk6hcY4mhHI311LXeqitml83TPCOqF5tnG7xqm8FMd8Z8MJ8e47DUFigFAfHatJ0gFyWBKBfzv%20WM1FV2HuDuKXunJ2LdRhTOgxG5UsmAJUge+VzWwyOkJ1F0el4s08eVEJqsNN7msdjwx8DLJqOLfg%20snz/ACmCL3X3xum2bjuMG3QQyxbJgs3HcRK17nSNe8gQxFjm6HaGOdqR/hy8NUVtm38qtWv+7byw%20KdXglm1Z+HxZi7h+4GfjZGWdoghmxdr22Lds3qhznSxzO5YozG4Bjum0u1I/w5eGqn6W5yratfHb%20yw7yVilGdqu3h8fIuuLkxZONDkxFYp2NkjNva8Bw4KOBqr16W1uJraUnvMjnNaFcQAoCm1yUA/1N%20SUfDJGFVw5SGuuLOKID6lRQHIs77ud05G+ZO17XhQMc+V2NiNla90gcHFrSUOnW5W8QWj1GnX9ev%202FFVWs3ETw9h81/eW6oSN9tP2zjyckbp3hnu3fcAjDjud8iPUqRlbu/5LNCAKiFXF3n1PvUsNNdK%208zvX7dvHUfU/IvkTcWCIRQhkUUZDBGxGtaSiNQWC6havA3J6z2ZIwquHKQ11xZxRAfUqKAGSMKrh%20ykNdcWcUQH1KigBkjCq4cpDXXFnFEB9SooAZIwquHKQ11xZxRAfUqKAGSMKrhykNdcWcUQH1KigB%20kjCq4cpDXXFnFEB9SooAZIwquHKQ11xZxRAfUqKAGSMKrhykNdcWcUQH1KigBkjCq4cpDXXFnFEB%209SooAZIwquHKQ11xZxRAfUqKAGSMKrhykNdcWcUQH1KigBkjCq4cpDXXFnFEB9SooAZIwquHKQ11%20xZxRAfUqKAGSMKrhykNdcWcUQH1KigBkjCq4cpDXXFnFEB9SooAZIwquHKQ11xZxRAfUqKAGSMKr%20hykNdcWcUQH1KigBkjCq4cpDXXFnFEB9SooAZIwquHKQ11xZxRAfUqKAGSMKrhykNdcWcUQH1Kig%20BkjCq4cpDXXFnFEB9SooAZIwquHKQ11xZxRAfUqKAGSMKrhykNdcWcUQH1KigBkjCq4cpDXXFnFE%20B9SooAZIwquHKQ11xZxRAfUqKAGSMKrhykNdcWcUQH1KigBkjCq4cpDXXFnFEB9SooAZIwquHKQ1%201xZxRAfUqKAGSMKrhykNdcWcUQH1KigBkjCq4cpDXXFnFEB9SooAZIwquHKQ11xZxRAfUqKAGSMK%20rhykNdcWcUQH1KigBkjCq4cpDXXFnFEB9SooAZIwquHKQ11xZxRAfUqKAGSMKrhykNdcWcUQH1Ki%20gMWVBg5UEkGXHFPA75csUoa9h1hNLmuUcwcietVWzWTgxqczmvff2rwXYcmZ2zF0ctrtGVhiXkka%209XEAP1c5c8cvC/AqWu+j9r99DjUy7du2Hh1/tVE0zIfam3/djYdqbHhQY0mMJHf/AMflyM1se8rc%206mlusuFtZuVvxkvX1PtrvGZ39l7iNLT1qLBI3A+4/duA5zd57Xla1pLXTY5e5oe1pOk6WzDmsnN+%20S8url/iabUq51/yb1+apJwvvN2lMjcpuThSf5tkiLw0qifLLyT+Q8Qiq1Zf/AF2psxKr97pvgbl3%203G7JGI7K/toXRtTlbqdIVIA0xAdQqo4N8R5iuX+FrTHS+3E6P7nTSmTZbL3Fs29YIzduyWzQF2hx%209rmuJQNc1yEE+HnYhQRXHV0b6biyg6U1FZSieZIwquHKQ11xZxRAfUqK5lnqgFAKAUAoCNtxJxiS%20C0mWYlpRR811iiigJNAQ8kLumFZUZMeCp7B5OT4j8/AgTKAUBzb7xR994G2T9xbF3jJ2/tuBDE3K%20w2bbjZrVdPpkynyStfKGRxyanNY08rbXNRMPF4Nrl28PadK16lCWKVn3wpjy8zTfavube9w74l29%2033Gi772tm3STTtxdvxcRmNkCaNjC+WAFeo0v0NDvAr/iT6K19NnGTrD7+rDyX4beF3jWHnOHbLnj%20lE4x2KuRYoBQHx2rSdJAcnKTcL+lY5jDM1FQb273Rk79Hv8AnHBi3LbsPIxcEYz5jFkSTElrslrm%20tcxjUB0AvIJKO8ybSs1nZJeGPbct4z6Vb5atvxw47Nu3cQ9/7J7j3R2ZMJcJuRvm1w7XvBOsMh0O%20e58uO0seZQeq5oZI4ea8QdSrLT+R2rbjhsHU8H9SVlyfvPfc/Ym552Tn/wBZJjtx9422Lacw5Bdq%20hiic89SJoY/qktkLdD3AeK8QSxs+r5bWrZ78NhlfSqxnWrryfZl2giZDDHCyzI2hjR6NCCqtaW29%20pNKwktwfBC8kvja4kIS4A2QhL+jj8ako+HGxyqxMKqqtF1Vf5u+JoCB/1jt07k7czt0Bz3LqyCwF%20yuVTe2q5vxufM11/ev09M4Eft1nqjEnnGxyqxMKqqtF1Vf5u+JrkWDjY5VYmFVVWi6qv83fE0AON%20jlViYVVVaLqq/wA3fE0AONjlViYVVVaLqq/zd8TQA42OVWJhVVVouqr/ADd8TQA42OVWJhVVVouq%20r/N3xNADjY5VYmFVVWi6qv8AN3xNADjY5VYmFVVWi6qv83fE0AONjlViYVVVaLqq/wA3fE0AONjl%20ViYVVVaLqq/zd8TQA42OVWJhVVVouqr/ADd8TQA42OVWJhVVVouqr/N3xNADjY5VYmFVVWi6qv8A%20N3xNADjY5VYmFVVWi6qv83fE0AONjlViYVVVaLqq/wA3fE0AONjlViYVVVaLqq/zd8TQA42OVWJh%20VVVouqr/ADd8TQA42OVWJhVVVouqr/N3xNADjY5VYmFVVWi6qv8AN3xNADjY5VYmFVVWi6qv83fE%200AONjlViYVVVaLqq/wA3fE0AONjlViYVVVaLqq/zd8TQA42OVWJhVVVouqr/ADd8TQA42OVWJhVV%20Vouqr/N3xNADjY5VYmFVVWi6qv8AN3xNADjY5VYmFVVWi6qv83fE0AONjlViYVVVaLqq/wA3fE0A%20ONjlViYVVVaLqq/zd8TQA42OVWJhVVVouqr/ADd8TQA42OVWJhVVVouqr/N3xNADjY5VYmFVVWi6%20qv8AN3xNADjY5VYmFVVWi6qv83fE0AONjlViYVVVaLqq/wA3fE0AONjlViYVVVaLqq/zd8TQA42O%20VWJhVVVouqr/ADd8TQA42OVWJhVVVouqr/N3xNADjY5VYmFVVWi6qv8AN3xNADjY5VYmFVVWi6qv%2083fE0AONjlViYVVVaLqq/wA3fE0AONjlViYVVVaLqq/zd8TQA42OVWJhVVVouqr/ADd8TQEfM2ba%20M1unNwcfJaVVs0TJBckn3A8dR+NVW9q5OCbUq81JVO5vtN2zumE4YGO3bs9qmKaJdDidStkYdTSC%20XG6L+YLmu9Wh97ejxxR59X7Sllhgyd2N2ND21ts2PNK3MyMh+uWQsRqIWgAOLj/k5VPjdbkx919x%20+7acki9DRWmo2llONjlViYVVVaLqq/zd8TXmO5koBQCgFAKAjbcScYkgtJlmJaUUfNdYoooCTQEP%20JC7phWVGTHgqeweTk+I/PwIEygFAV/v/AH3O2HtDcd1wRGMnGY3TLOx8kMIfI1jp5mRo8xwtcZH6%20b6WmuepsWUtKe/thOE54HTTrLeEwm43wpgon2g+4WTvm8O2du67dvcUONmy5uZt8AgLZoNykhgle%202Nz4w3LxyHtbqLuXVwcCfRVTScYXR42T6luwa2b8TjqWXXxbfh01fHJtpznhGVjrdcyhQCgFAKAU%20AoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKA%20UAoBQCgFAKAUAoBQCgFAKAUAoCNtxJxiSC0mWYlpRR811iiigJNAQ8kLumFZUZMeCp7B5OT4j8/A%20gTKAUBWPuXv+d2/2Pum74OTj4c+Kxh+sy2mSGBj5GskmMbSHSGNji5rBdzgGgFUrnqWSicm4e3Ph%2023nTTrM4TCb8E2Ub7Nd0Ye47/l4WJ33tfccYx5JnbXt20DbXhwma05D3h7tQGpES5cq2v6FLo8Mv%20L8zjZ4rHPzOwVzKFAKA+Oc1rS5xRrQpJ4ACsbSUs1KTVbP3XsO8TGHAyHPk0dZjZIpoepFqLOpEZ%20WMErNQTUxRw8xVQS3Djt45H3d+6dh2ieODccroySAP8AZI9rGOdoD5XMa5sTC7l1PIC241lPVbpW%20fxyKaaU9sM/afN27q2DaJ44dwyui+RofZkj2sY52kPlcxrmxsLuUOeQFsq0quq3Ss/iZGCex9veb%20YEEKLg0CcigFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQC%20gFAKAUAoBQCgFAKAUAoBQCgFAKAUAoCNtxJxiSC0mWYlpRR811iiigJNAQ8kLumFZUZMeCp7B5OT%204j8/AgTKAUBXfuHsr957P3DCj3CDaZAI8hm55UTJ4cd2LKzIEkkcjmMc1vS/yOnzBFqi9umLzHS5%2093nMF0eLUTKa8VBWftduO67puGZlO7/2ru7AhYYpMXbMKDHfHM6Qlskj45pnaSA5AiOJJBtftHpm%20OZyb9UTidIqChQCgPM00cMT5pXBkUbS+R54BrQpJ/wBKy1klLNSbcI5b2j3Ri9x91Z3eGfnRYeBt%20uLPj7VtPVDsnoMcX5GTLA0a+YMCIvkLDU/aemlrNeqyU8Enl49sUZb1XrRb8ONn+HbMj96Z8c+X3%20BkMJlxu4u3oINhdp0nIeZJB0o2vaXOes4dp0kofb+6ehrqp9XXR8t/KORq1FNbfSq3T7+3jsHebc%203Eyd+xs8F2Ru/bmPg7cEB6+S18jJIYweoXv1zB2karH2/uq/qd1XN6lGu7f3LyMo+lUbyVLJ9/bx%20Oq7eyePAxmZBXIZExsx83hoDvF3j61eo07NrKSNNNVSe4ySske0BkhjK3cADbgeP6evwqCzw6HIO%20pMghTy8rbNuo4cb2PoON1AOhyDqTIIU8vK2zbqOHG9j6DjdQDocg6kyCFPLyts26jhxvY+g43UA6%20HIOpMghTy8rbNuo4cb2PoON1AOhyDqTIIU8vK2zbqOHG9j6DjdQDocg6kyCFPLyts26jhxvY+g43%20UA6HIOpMghTy8rbNuo4cb2PoON1AOhyDqTIIU8vK2zbqOHG9j6DjdQDocg6kyCFPLyts26jhxvY+%20g43UA6HIOpMghTy8rbNuo4cb2PoON1AOhyDqTIIU8vK2zbqOHG9j6DjdQDocg6kyCFPLyts26jhx%20vY+g43UA6HIOpMghTy8rbNuo4cb2PoON1AOhyDqTIIU8vK2zbqOHG9j6DjdQDocg6kyCFPLyts26%20jhxvY+g43UA6HIOpMghTy8rbNuo4cb2PoON1AOhyDqTIIU8vK2zbqOHG9j6DjdQDocg6kyCFPLyt%20s26jhxvY+g43UA6HIOpMghTy8rbNuo4cb2PoON1AOhyDqTIIU8vK2zbqOHG9j6DjdQDocg6kyCFP%20Lyts26jhxvY+g43UA6HIOpMghTy8rbNuo4cb2PoON1AOhyDqTIIU8vK2zbqOHG9j6DjdQDocg6ky%20CFPLyts26jhxvY+g43UA6HIOpMghTy8rbNuo4cb2PoON1AOhyDqTIIU8vK2zbqOHG9j6DjdQDocg%206kyCFPLyts26jhxvY+g43UA6HIOpMghTy8rbNuo4cb2PoON1AOhyDqTIIU8vK2zbqOHG9j6DjdQD%20ocg6kyCFPLyts26jhxvY+g43UA6HIOpMghTy8rbNuo4cb2PoON1AOhyDqTIIU8vK2zbqOHG9j6Dj%20dQDocg6kyCFPLyts26jhxvY+g43UA6HIOpMghTy8rbNuo4cb2PoON1AOhyDqTIIU8vK2zbqOHG9j%206DjdQDocg6kyCFPLyts26jhxvY+g43UA6HIOpMghTy8rbNuo4cb2PoON1AOhyDqTIIU8vK2zbqOH%20G9j6DjdQDocg6kyCFPLyts26jhxvY+g43UA6HIOpMghTy8rbNuo4cb2PoON1AOhyDqTIIU8vK2zb%20qOHG9j6DjdQDocg6kyCFPLyts26jhxvY+g43UA6HIOpMghTy8rbNuo4cb2PoON1AOhyDqTIIU8vK%202zbqOHG9j6DjdQDocg6kyCFPLyts26jhxvY+g43UA6HIOpMghTy8rbNuo4cb2PoON1AOhyDqTIIU%208vK2zbqOHG9j6DjdQM1AKAUAoBQEbbiTjEkFpMsxLSij5rrFFFASaAh5IXdMKyoyY8FT2DycnxH5%20+BAmUAoCrfc7DizOy83FkyI8YyyYohfkRPmx3zfVRGGGeOMOcYZpA2OS3tcVtUOeqsYvqUJ5P4cH%20stHcXXK38tp7uly+SNT2d2/3jJ3W7uHuLbNr2QY2C/AxsTapHTunM8kc0kk8jooRpjdF8tqG7n3/%20AHdawlb+Lp/p6vP1HKyxSSUVnH3LhtfFV3F/qShQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgF%20AKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoCNtx%20JxiSC0mWYlpRR811iiigJNAQ8kLumFZUZMeCp7B5OT4j8/AgTKAUBVPunFtc/Ye6Y+6bW/esScQw%20/wBWyd+L15JZ2MhY7IY5hiZ1XN1vVA1VUWrlqU6nVRL6lHB7+2bwWLKrZKW3CVbN8k2Uf7TdnYPa%20vd7sPK7Qi2DdJ9ue/BzMPdszdMd2MySITwvjynDouEj2FpDUdcA2Or01vNbKcV0zxnqj2Oe0crpd%20Sw38sPhOPLajsdcyxQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgF%20AKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoCNtxJxiSC0mWYlpRR811iiigJN%20AQ8kLumFZUZMeCp7B5OT4j8/AgTKAUBrO5e2tl7m2TK2Pe8c5W15oa3JxxJJFqDXB4GuJzHi7Rwd%20UXpW0SsnJqtBRY//ALbPsxHIZI9ilZIRpL27juQJaiIT9TwQ10rZpyjHs4HTGtDWho4AIPHhWNmV%20qkoWw+0NFAD6VjmMAUbsnJ7j/wC59zYW9Z/1j8ePBfHHGCzHiMwlcWRMKog0gknUUU+Zuq/t/wCp%20+xDU+dbnV+01vfW7b2N37g+my58RmwbPHn4DYXvY1+Q+R7i6RrLSjTFp0vDh/t/dxThWttV6rhDz%207eBTrLVd9bPwyMHde/b9kZG75EOTPgnZtig3PDihc9jXZUrnPcZGxlzZQBFo0P1j/b+69RdLu19N%20615bfz8CaepVX6qWtz7fidLwMh+Rg42RI3Q+aJkj2eRc0EjifPzrpqV6bNbmRp2mqe9Ht87WP0lr%20yELi5rS4BFKW8Sh/BCwWeRlNsscgUEu5CUIWxRVPKeC/qFADKbZY5AoJdyEoQtiiqeU8F/UKAGU2%20yxyBQS7kJQhbFFU8p4L+oUAMptljkCgl3IShC2KKp5TwX9QoAZTbLHIFBLuQlCFsUVTyngv6hQAy%20m2WOQKCXchKELYoqnlPBf1CgBlNsscgUEu5CUIWxRVPKeC/qFADKbZY5AoJdyEoQtiiqeU8F/UKA%20GU2yxyBQS7kJQhbFFU8p4L+oUAMptljkCgl3IShC2KKp5TwX9QoAZTbLHIFBLuQlCFsUVTyngv6h%20QAym2WOQKCXchKELYoqnlPBf1CgBlNsscgUEu5CUIWxRVPKeC/qFADKbZY5AoJdyEoQtiiqeU8F/%20UKAGU2yxyBQS7kJQhbFFU8p4L+oUAMptljkCgl3IShC2KKp5TwX9QoAZTbLHIFBLuQlCFsUVTyng%20v6hQAym2WOQKCXchKELYoqnlPBf1CgBlNsscgUEu5CUIWxRVPKeC/qFADKbZY5AoJdyEoQtiiqeU%208F/UKAGU2yxyBQS7kJQhbFFU8p4L+oUAMptljkCgl3IShC2KKp5TwX9QoAZTbLHIFBLuQlCFsUVT%20yngv6hQAym2WOQKCXchKELYoqnlPBf1CgBlNsscgUEu5CUIWxRVPKeC/qFADKbZY5AoJdyEoQtii%20qeU8F/UKAGU2yxyBQS7kJQhbFFU8p4L+oUAMptljkCgl3IShC2KKp5TwX9QoAZTbLHIFBLuQlCFs%20UVTyngv6hQAym2WOQKCXchKELYoqnlPBf1CgBlNsscgUEu5CUIWxRVPKeC/qFADKbZY5AoJdyEoQ%20tiiqeU8F/UKAGU2yxyBQS7kJQhbFFU8p4L+oUAMptljkCgl3IShC2KKp5TwX9QoAZTbLHIFBLuQl%20CFsUVTyngv6hQAym2WOQKCXchKELYoqnlPBf1CgBlNsscgUEu5CUIWxRVPKeC/qFADKbZY5AoJdy%20EoQtiiqeU8F/UKAGU2yxyBQS7kJQhbFFU8p4L+oUAMptljkCgl3IShC2KKp5TwX9QoAZTbLHIFBL%20uQlCFsUVTyngv6hQAym2WOQKCXchKELYoqnlPBf1CgBlNsscgUEu5CUIWxRVPKeC/qFADKbZY5Ao%20JdyEoQtiiqeU8F/UKAGU2yxyBQS7kJQhbFFU8p4L+oUAMptljkCgl3IShC2KKp5TwX9QoAZTbLHI%20FBLuQlCFsUVTyngv6hQM1AKAUAoBQEbbiTjEkFpMsxLSij5rrFFFASaAh5IXdMKyoyY8FT2Dycnx%20H5+BAmUAoCufcT+8/wCmbn/Sdf6/Qz/9In1XQ6jfqfpl/wDX6Gvpf7krneMOqeiV1RnHbPb0zGMF%200274cfzQ+nzjhvwKT9q5cd/dWS3tr+/PbAwnP3I9wfWafr5JWPg+m+u+Zq6TpOrp5fYTe571npc5%20enp/q6uWXPLacb/Ms+rGd0YZ/wAU5cOrgdZqCxQCgFAadvbGGzc933OLIniy95gix53sc0dIQNe1%20j4TpVrh1CbkhbpxWen0uu9zx7YGz6k/0/GSBuH2/2nPbGMjKyyfpo8HPfrYX5uPESRHlOcxzn8xJ%20JbpNyOBINLCztvacbJWRLWXCfC2a7ZbDNvvY+0bzlOyJ5JoDNC3Fzo4CxrcrGY4ubDPqY9xYHOPt%20IPEKhIKuFp4pxslZMNYJbk1yeaLCAAABwFhQJQoQoaKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAK%20AUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQEbbiTjEkFpMsxLS%20ij5rrFFFASaAh5IXdMKyoyY8FT2DycnxH5+BAmUAoDmnczvukPuPm/8ASo9ofAdowPrP7p+WxmoZ%20Obo6H0zXglCder/bWUmHMR1Yb/lXl+JV4iu/1f8ADsuZu+0Hfd87nJ/3GPt9m19J3SOzyZrsjram%206dQyGNZo06l8VSrURxObmVBcKkoUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQ%20CgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAjbcScYkgtJlmJaU%20UfNdYoooCTQEPJC7phWVGTHgqeweTk+I/PwIEygFAcg+62/brtO79y4uN2/vm7Hfu24sHAydowZc%20uGPJa/OaRLIwgMPz2HxKfrlL7Iyun3r0z7Gdq9KdLPFJ2n+j4M2Xa/d+R3V9wNryGdt79s+Ptu1Z%208c+TvO3yYcbpMibDLGMe4vDnJC4otdar53v6f+R5U2tOtXn1J+FbLjv/AB39NrmdBQCgPkj2xsc9%205RjAXOPoLmstZJSzUm3CKt253z/cZ+Pjy4DsOHcMeTL2uUyGQyxRSaHdVuhojemlwDXPCePBdqm5%20nBpJ8rdsSW/CWuaz5doPXcvertny8iGHB+sZt+K3P3N/VMbo8d73MBiaGP6r+Qu0K2w89IOUctzh%20VNKeNimsozcvkjz3D3z/AFeRMzGwhmw4OIzcdykEpY6PGkc5oMTQyQSv5C7RqHL66QdXzNPBJqs8%20WYsUms2m+SLRHI2SNsjCrHgOaRdQQorWocGVtKk+uc1oVxACgKbXJQD/AFNYafDJGFVw5SGuuLOK%20ID6lRQAyRhVcOUhrriziiA+pUUAMkYVXDlIa64s4ogPqVFADJGFVw5SGuuLOKID6lRQAyRhVcOUh%20rriziiA+pUUAMkYVXDlIa64s4ogPqVFADJGFVw5SGuuLOKID6lRQAyRhVcOUhrriziiA+pUUAMkY%20VXDlIa64s4ogPqVFADJGFVw5SGuuLOKID6lRQAyRhVcOUhrriziiA+pUUAMkYVXDlIa64s4ogPqV%20FADJGFVw5SGuuLOKID6lRQAyRhVcOUhrriziiA+pUUAMkYVXDlIa64s4ogPqVFADJGFVw5SGuuLO%20KID6lRQAyRhVcOUhrriziiA+pUUAMkYVXDlIa64s4ogPqVFADJGFVw5SGuuLOKID6lRQAyRhVcOU%20hrriziiA+pUUAMkYVXDlIa64s4ogPqVFADJGFVw5SGuuLOKID6lRQAyRhVcOUhrriziiA+pUUAMk%20YVXDlIa64s4ogPqVFADJGFVw5SGuuLOKID6lRQAyRhVcOUhrriziiA+pUUAMkYVXDlIa64s4ogPq%20VFADJGFVw5SGuuLOKID6lRQAyRhVcOUhrriziiA+pUUAMkYVXDlIa64s4ogPqVFADJGFVw5SGuuL%20OKID6lRQAyRhVcOUhrriziiA+pUUAMkYVXDlIa64s4ogPqVFADJGFVw5SGuuLOKID6lRQAyRhVcO%20UhrriziiA+pUUAMkYVXDlIa64s4ogPqVFADJGFVw5SGuuLOKID6lRQAyRhVcOUhrriziiA+pUUAM%20kYVXDlIa64s4ogPqVFADJGFVw5SGuuLOKID6lRQAyRhVcOUhrriziiA+pUUAMkYVXDlIa64s4ogP%20qVFADJGFVw5SGuuLOKID6lRQAyRhVcOUhrriziiA+pUUAMkYVXDlIa64s4ogPqVFADJGFVw5SGuu%20LOKID6lRQAyRhVcOUhrriziiA+pUUB6oBQCgFAKAjbcScYkgtJlmJaUUfNdYoooCTQEPJC7phWVG%20THgqeweTk+I/PwIEygFAKAUAoBQCgMeVA3IxpYHJplY5hUKEcEuPGo1K9VWt6KpbpsnuOf8Ab3a3%20cGJl7TkZOARJ21t+Vi4gM8bW5c8rkYmgyaGdNou8Agnhbmt3fquljalKxtwzxy7M5qmVW8Fezng8%20sPb7zF3J2z3Rucu5ZcG3hknc2zw7flQPlhf9FO1zi7qOJR8bWyu/4w+49v7sdF6qzg7Vc92f4e4v%20reFoxVbKO/I9dz9lb67I3OLbIRmQb1s8O0Pme9g6D4XOb1Jeq7UWGOQnlDyv+P7tv6nZZdV628M1%2028jK+lVjHpravjkdBwsYYuHBjBxeII2RhxVToaGqVJPh51V7dVm95NK9KS3Ht8ELyS+NriQhLgDZ%20CEv6OPxqSj4cbHKrEwqqq0XVV/m74mgBxscqsTCqqrRdVX+bviaAHGxyqxMKqqtF1Vf5u+JoAcbH%20KrEwqqq0XVV/m74mgBxscqsTCqqrRdVX+bviaAHGxyqxMKqqtF1Vf5u+JoAcbHKrEwqqq0XVV/m7%204mgBxscqsTCqqrRdVX+bviaAHGxyqxMKqqtF1Vf5u+JoAcbHKrEwqqq0XVV/m74mgBxscqsTCqqr%20RdVX+bviaAHGxyqxMKqqtF1Vf5u+JoAcbHKrEwqqq0XVV/m74mgBxscqsTCqqrRdVX+bviaAHGxy%20qxMKqqtF1Vf5u+JoAcbHKrEwqqq0XVV/m74mgBxscqsTCqqrRdVX+bviaAHGxyqxMKqqtF1Vf5u+%20JoAcbHKrEwqqq0XVV/m74mgBxscqsTCqqrRdVX+bviaAHGxyqxMKqqtF1Vf5u+JoAcbHKrEwqqq0%20XVV/m74mgBxscqsTCqqrRdVX+bviaAHGxyqxMKqqtF1Vf5u+JoAcbHKrEwqqq0XVV/m74mgBxscq%20sTCqqrRdVX+bviaAHGxyqxMKqqtF1Vf5u+JoAcbHKrEwqqq0XVV/m74mgBxscqsTCqqrRdVX+bvi%20aAHGxyqxMKqqtF1Vf5u+JoAcbHKrEwqqq0XVV/m74mgBxscqsTCqqrRdVX+bviaAHGxyqxMKqqtF%201Vf5u+JoAcbHKrEwqqq0XVV/m74mgBxscqsTCqqrRdVX+bviaAHGxyqxMKqqtF1Vf5u+JoAcbHKr%20Ewqqq0XVV/m74mgBxscqsTCqqrRdVX+bviaAHGxyqxMKqqtF1Vf5u+JoAcbHKrEwqqq0XVV/m74m%20gBxscqsTCqqrRdVX+bviaAHGxyqxMKqqtF1Vf5u+JoAcbHKrEwqqq0XVV/m74mgBxscqsTCqqrRd%20VX+bviaAHGxyqxMKqqtF1Vf5u+JoAcbHKrEwqqq0XVV/m74mgBxscqsTCqqrRdVX+bviaAyUAoBQ%20CgFARtuJOMSQWkyzEtKKPmusUUUBJoCHkhd0wrKjJjwVPYPJyfEfn4ECZQCgFAKAUAoBQCgFAKAU%20AoBQFV2PunuLepst+HtOIzAw86bBfNNnStmIgeWmRsTcR7LjSQOp48eBKmNa2eVlIuobW1fCTdZH%20cOwY2UcTI3PEhyw5rDjyTxskDnhWN0Fwcrhw86LHIPDFmSfednx8yLByM7HhzZkEOLJKxsr9RQaW%20EhxX0FDWmlLyZMoYVXZu6e4d4y89uFtWIMLb8+bb5Zp82VkrjA4hz2xNxHtuNJAL/wBEJUxqm8rD%20UwbSxcd2yTff3Oz/ANgdt+ux/wCxFzhdVnXRNX/Guv234UWOQbjPaanYO9ts3TKzcOd8OFmY2fkY%20EGLJO0yz/TuTqMY4MdzeQB/Mi9Keqqe1qfb8Bf0uNmHml8SxUBQ8D7qQZD+5m5G3/Tf9fjmliJm1%20fUshkkityN0lzo2oG6/d+WqU50+tZ4Yd+RfR/c6H4+E+TX4Gz7W7+wN17bi3rdhDsQknlx+jk5DE%20D4nlqdRwiaSUW1vIkXq7JJLH5lPmc6y5wyN1ldw7BiQwT5W54mPBlN14sss8bGStQFY3OcA4I4cK%20yMY2mrFSTwQQouDQJyVTO7+x8XvjF7XOLqZOGNmz+ojYppWSyRRFukhXthtzg3FrhdpV2nhlxiJ8%20ExqelJ7/AMvaSs7vPA2/ul2y55hw8cYLc4bhPO2Jmp0zoulpeGj/ABVdf+gss1ac8Gl4qTXVpJ75%208o+PA2c++7Jj5MOLkbhjQ5OSGnHgkmjbJIHlGljSVdqNglVGMbSZwnYee4N2/p9i3Ddel1voceTI%20EOrRrMbS7TqRxCp4NJ9Dwrne3SpOlK9TgpOV94Y4OyMfuMbUTmz5E2MdqM4DmOga97yZGxvJAYwG%20zPEAKoW9T0tLf+Xtw7QRT1Jvd74a8nJdG9x7K12LDk52NjZuWyN8WHJNG2VxlTSGtcQ5ymwQXqrV%20izqsYZNXNVZ4JokO3bamske7NgDIZRjzOMrAGTOQCNxWzzqHKb3qU5iNuXEp4TwJVAabK7kixe5G%207PPG2OD6CTcH5z5NLWNikDHNc0tQBDq1av8ASsTz/hjzn4G2wVd9m14KTYQ7nts0scMOXDJLNCMm%20KNkjHOfAbCVoBUsK+4WrXt4Z8DI27zDidwbDm5AxsPcsXJyHN1thhnjkeWD/ACDWuJT1osQ2T6A1%20Pce/jZosGToGf63NgwQA4t09d2nWSGu9vlZfOixslv8Ag37g8Kt/pUkr+52dCfrsdBP9IT1WWyf/%20AKPH/k/2caLGOJrTxe4hbd3F9b3NvGyfT9MbTHiv+o16uoclr3Jo0jTp0D/IkrwARVU3WeMez4mW%20waW9T5wbTKyYcXGmyZ3aIIGOkleeAawK429BU3t0psqtXZpLNlf7E7zPdW3T5UmA/bZ4JQ04sjtb%20jFIxskMi6Wf8jHAoFHkSL11dGqpvj4rNHPqXU6rZ7DbQ9wbBPl/Rwbliy5hc5gxmTxuk1sCuboDt%20StAuKhYqUVZRme8fetnycyTBxs7HmzYgXS4scrHytAQEuYCXDiPCixUiyhwyN3T3BD29sGZvE0Rm%20ZitBETSmpz3BjQShQanBSht4HhU2tELa3BqWfcfNq3fPlxp8jdsWDAgiAkiy4spuRjSxOGoPbIWw%20uCDjqYB5Ei9W1CxzJpNmklMmVvcnbrsRuY3dMQ4bpOi3JE8RjMqL0w/Vp1J4cayTViQ9x747VwIM%20LIl3KB8G4T/TY00UjHsLv83F4OlrGf5OJQWHEgVvS5SjMLJvcbwva1heSAwBS7wTzqbOFLCxyKc7%20v/LbtTu4TtP/APWGvK5hmIyjCHFn1DcTpXjJAT5moi4bwXVg0rYdUcpy6t3nAzmMYnnG7siySb7s%20keVDiSbhjR5eQGnHxnzMbLIH+3QwnU5fBBWxi1tRk4J7GYcDufZc/eM3aMbJa/P2/T9RCoBvx0ji%204N4OI4Gpo+qvUspNtg4e72mDvTuQ9tds5u9jG+sOG1rhjazHr1PaxNQZIR7v2msteGuLKrWSLtHf%20GHu284WDhwl2Pnbb/ZR5JcdTUl6RiczSig8Tr4+HA10dYtZfpjnMnNW9NbR8za7oRtmb/sT558dm%205Yrp8ZjpMmETRl8bGpqc9upWtC3JqZwnYX0uY2mePcdvkOO2PKhe7LYZcQNkaTLG0Al8aHnaA4XH%20nWw8VuJ6kSCUBPlUXtCbNKPtn3F3KfbNs3ncNmZi7Nuc/wBM2eHJfPNC90j42GaI48LQ0uYBqa93%20HxsvRV9Srttl4TAvhMYqrc8nEm/HckEe6brj5xx8PB2xuO45smVCpM4JIkiUOhA5Q0vPMtvWdkvf%20Hb4BrFJbpNpi5eLl47MnEmZkY8gWOaJwexw4K1zSQaNAy0AoBQCgFARtuJOMSQWkyzEtKKPmusUU%20UBJoCHkhd0wrKjJjwVPYPJyfEfn4ECZQCgFAKAUAoBQCgFAKAUAoBQHO+1u2P63Pz8jc+0/q8+bd%20cnLxd2DdvkeyGWUuid1JJmzN0h7iiEhTxK00sK1WTShjUUu21fgu3wMPdXZu/wCcO+XYuG2V+8x7%20ezbDria6R2MBrUuI0hp4a/VAeDmngq71qdXLD8TcOrHLoa9v4GDf+xe4cvc9/YWZWVh72cd0Zx5d%20vij+WzRpyZMmCfIY2I3aYg//AMqrqUwSW67fnPfPDLzIU5/wJceK3Q8/idOhjMcLIy4vLGhupxVx%20QIpPia2zlyKqEkU/tHs6bEzN2zdyGTBPLu2VlYbIsyZkL4JJBJG58EErYXL462L4HzOUwpVbUviX%20fG7fCvkkaDE7E7ih3Z0GSzLnxv7t26xZEU2BHitY575BI4vhkzDIA/S5gRp/cilzSwrRPOifvyj9%20W2YGr6uvdf8ADDlGEblgP+ndxyN3HbnbUIm53cTtzj3XqYxEeMJdYeWqZNelQ1ob4nV46mi2lpzh%200Y+32jWx64x6q1r4R5LvfcjqVDDj0v237ml3GGYYuiLK3jOO6/MhOvbMjIjyGFw1O16nR+0q4KfX%20U0PS6Tsqp/mq217RrNutkv1Ydzqqvt5E7b+1O7cKDb2u297ooc3dMiVmLNixZQ+qkc6Aid5Vkbw7%205gjfr/dqTmis9Cq//rjn1beEbpMul1NrLrnlGzjsxjBmTtTsvuLCf2X9fhFp2SXdTlu60TxGMrV0%20XDSebUHJYKPHxXvK6m9+nVc1mZaWmt90+UfHszp9cyjlWV2Z3zk7buu7MbBBvc+5f2OJhPjjM5+m%20cW4rPqWzmFrekbgsPF1ytTp+mtNsW6mv5vm8irxZ3Tya6V3LFefxNvvuz77J3jJvcWxncMafYjgG%20My4zHDIfI9xje2R6aUejiC4ISnk46vpvVfX8O3wFH8jedXL8j52j2Xu209y7blZcTZIMPYY8F2WH%20MKZIyHSOjDQjka19nJ/qL6u7vjfi684UHJV9NeDs/EtHeGBl7j2pvGBhs6mXl4c8MEZLWhz5Iy1o%20JcQ1CT429DwrzatW1C4e076VkrJs5buP2y7qyP7GNuKTinalwMfqwBp3HIxo8fIa4aks1h5jbjxu%20HXaqXXG2+H8rv1vzOdLYUlfTj3qrqvb3Ezu7s3vLccfeMWDbXyPy4cNmFLj5GLjwEY8fOMoHTLK8%20OszXrYPDSnN2V11p7tR24Q93Hfk8NuBNFCSf6I57Z4bvxJm57LNJ90cLbmtH9duAx963DH4ls+Gy%20aLna0Jpke6NTqQuH/wCaNH5rbtObLvvC8Vi98GNRWr+qy6Xt+X1fgdNyvqfppfpSwZOh3QMqmPWn%20Lr0odK8UqLTGGZ1rE45FBye3e6d/y87N3LCj2+eTYJ9pLTIx7JcnIcS5zQ10yQhBp181zbzm9fTa%20Pq6YX8svPvceZtbeqk5Vs3w2LvPfaux9xM7j2vcM/bX4MGHsLNtlMksD3HJbI1zgkUkqtQK1xPnw%20/wAr1H1fuP8AXEefx7jj0wq1X02fhBB7X7N7hwY+yDPg9B+0zbnJuQ6kJ6bcoSaF0OcH6y9q6F9T%20x1dJTtP/AONLn6fgy9RfNG288sfd3HTa5gpe+YHd+7bji4E+HE3BxN2gzodxiewRnEhBfokY5zpT%20NqtytDfW18ovVVv6er2NKPHEajwsllaqXOcZ4boNJL2n3MzIdiN250sP/aRvTc0TQNi+le4uJ0lw%20kL26kLdA81J9zSw6J+lWXtj29sTdXHrj6qpeEFp2XZtxxu+e490mh0YOfDgx4k2ppLzAyQSDSCXA%20NLxxT0HEnaYUa/ib8kZfF1e6r9p7+4O3bzuna+TtO0xa8jci3FmlL2sbDBIUlkdqI1AMtpCqvA8K%20lqWpynHl2/EpWhNrOMDV7X2z3LtvdeRMZIZds3HbmYkmTiM+nGNLi6mwu6Uks7ncj0UE/kL6qt6q%20aieE+rm8H3bGTWKujz6cOWf4FR2fDyTuHYWC3Hji+lO6Qs3TFlgyGSkwSgzROiMnKp1OL9JDin/m%2023qdvpb0kvZn7sXtwJS6a4vq/uT42b9mZu9j7R7gjZ2tt8u2s28du5MuRlbi2WJ0c7SJW6YhGetq%20m6up+trR7lLuDunWnfq/g6Y5JeCifDDcdWqOs9U36p4S3+BeO4455Nlyoodti3d0rDG/bZpGxMmY%20/le0ue17fafEVxaTweXbL813nSrjv7dsmc2P267gdsu+4W1Qz7XtOU7Gl23Y8ubHlcJGSGXIUtOV%20C1riQmpz9RHME921s1DePTeeMRl8Nigi1U5hRNGuez4PLMhdw7BuOPuG3bvl4eW+bP3rbWfTbjLg%20F8zoo5yjo8GEQM06wxrjK7V4j96j9aWH1Py7Yd2JtlNLfyRw+ZYZPDlyNzJ2n3FLlN3sbY+Fzu4I%20t0O0CTG6zYI4XRueXB/QMj3O1OaJP/m4q0pr0puf/Zy6su3E28W6u6kf6WpOlzQsycZ8MrUZMwse%20wobOCEHiPGp1KSmt5tbQ09xz47F3d/0iXsl23hzntfgN3nqQnG+je4gSmMu63UERTR0yNXiRxu0a%20kTh8s/6Yy742wSvRPTjnHPf+EkrG7c3LbNz3WA7LHvmHuM2G7HysmWAMZHBGI0yOoHSfKTUzQx6r%204Hjtbt4PD12tP827js2d5LpC3+mqju7SbTYtp3HB707jy5cU/Q7p9LLjZrXRaSYYyx8bmhwkB1OU%20cqcbrxyjjT6d1rPxjs/ebaXaf4UvCTL9wdoz937SzdvwIRkZUxh0Quc1gcGTMe5XP5fa00phqUts%20rZNi2NbLfVrxRXNk7C3bavuFuWZjl0fb8+DOzb5Q+NYJsqYTSxhiByCTU9pKj/UnVzrX+3am1wl3%20KY8Jgu7m1bfxS1yjzwyMOy9n78Iu19tyNsjwWdv5Ms+ZuAkhfHkMc2VpbEIz1iZutqfra0e5S7g7%20tdq9peXR0xvwS8MJ8MN3OHWrrMvr6p5z47Cf2J2dvW175lz7rpdh7dG7A7fcrXPOK+d8xc7SbENc%20yMLdG/mXTSz6XPzOE+6uC8czdSq6sPlUvnbPw95fHXBrnqKatLcajme2dudzZHaOy9r5e0y4rYMt%20k25ZU8uI6IQMnfOWxiGSV7nE6WoWAcVPn2bm9bZdMeKrBlsFeqx63bztM7Nnbaet57Q7ik79ye4I%20cL6nBgyduyIoBJCH5DYMfIikDBIUDo3Thw1uYDdP93PSfS0423/qqoezd3lavqrC3ey0xz9qRd+3%20GTDbdc20x7LJLLLK7AjdE8gvkLtchhAj6ki6n6S659zuNVEJLh4cCZlvv8eJs6w0UAoBQCgI23En%20GJILSZZiWlFHzXWKKKAk0BhkyCzKhgDVEoe4uvbQnkDx1eJFAZqAUAoBQCgFAKAUAoBQCgFAKAUA%20oBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAU%20AoBQCgFAKAUAoBQCgMWLOZ4eoWGM6ntLCQSNDi26W8KAy0BDyQu6YVlRkx4KnsHk5PiPz8CBMoBQ%20CgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAcE+5neG/dvffjZ8xu%2065MPbWBhYLt424TSDEMedlzYbp5IQ4xrG6SN2ogcPyV9tZdV+r5Z6e70Oy86xhv4m6tXatUs4du+%20L0TXhZ9stF2V93Nz2Xd+8O7e4dwzc/a87Gxc/ZdonyC2GFufnzwYjIxI/pQsMTI3Pfps1Tf/ACaO%20Gn0v5+vTUvY70d3juU+WW7deHqzX5FW+W3osqTC2trz3Yl5l/wDuJ2qDY97y5MPFys/ZDhmcbXuD%20Nw28xZzzGyY5kMWtjInNImWBW2QO1BVoUbuvpfDCU+57OMrYS8OPo6sM8HEd/uxM2V9/sCDA2DXj%20bdj7nvxyXRuy94x4tqjhxHaXSncY2TL1FHTZ0Q/iHBpF6dcYyaqrQ+LiFse3JxG0ytk69WzqjttX%20PGSJuP8A9yG2R7ZsOZgbXHK7ehlA/V50WJjMmwpelLjx5gZNjySudzR63sY5qHUNQFZE3VVk6qy2%20Ny4ye2u3HgpZl7dNW3ss64YrBTPc8IcexnYYJRNBHKGlokaHhpLSRqCorS5p/wBCRW2rDaNq5Unu%20pNFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgI23EnGJILSZZiWlFHzXWKKKAk0BDyQ%20u6YVlRkx4KnsHk5PiPz8CBMoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKA%20UAoBQCgFAUvu77Tdsd15u65e6SZWvd9qZs2QyN8YYyGPIOSyWMPjfplbJcEq3/bUPTTq1vtW3OuH%20msyq3asrbq2X+6J9mBFyPsj2RPBl48oyTj5W24O1MiEoAgj2xxfizQkN1CVjzqUkgp7UJB7PUs72%20vMWtdX7mlGHDvkitUklsVXXvVn1Oee6N+eJsmfb5/wDX5uNkdzb5lZWY6F39jJlRtki+n9jYoYoY%20sQNd/wCo10BEn/qaqi2KXfPfOx8OGW3MRv3R2jGeOfI1eJ9lO2Nvg25+1Zmdtu8bbkZWVFvmMcYZ%20T355XJEkb4H4hZIjeUQAN0jSl12tnXBPDp6eUzHjia8Znbbq5xHsw47cSVvv2p2zetjxtly963h2%20JFFNBlF+U3Idlx5DtUgyBlR5DC5fY9jWvYLMc0WrGk3Mbv6fOXtcy9ptbNLPHHHDbyiOEQtiLhhY%20eNhYcGFisEWLjRshgiCkNjjaGtbdTYCqvd2bbzZFKKqVVkjNUlCgFAKAUAoBQCgFAKAUAoBQCgFA%20KAUAoBQCgFAKAUAoBQEbbiTjEkFpMsxLSij5rrFFFASaAh5IXdMKyoyY8FT2DycnxH5+BAmUAoBQ%20CgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoB%20QCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFARtuJOMSQWkyzEtKKPmusUUUBJoCHktf/Z4ThGX%20MAmDngKGqGopQoqJ4UBmjymv6Xy5G9UEjUwjSWpZ/wC0+VAI8pr+l8uRvVBI1MI0lqWf+0+VAI8p%20r+l8uRvVBI1MI0lqWf8AtPlQCPKa/pfLkb1QSNTCNJaln/tPlQCPKa/pfLkb1QSNTCNJaln/ALT5%20UAjymv6Xy5G9UEjUwjSWpZ/7T5UAjymv6Xy5G9UEjUwjSWpZ/wC0+VAI8pr+l8uRvVBI1MI0lqWf%20+0+VAI8pr+l8uRvVBI1MI0lqWf8AtPlQCPKa/pfLkb1QSNTCNJaln/tPlQCPKa/pfLkb1QSNTCNJ%20aln/ALT5UAjymv6Xy5G9UEjUwjSWpZ/7T5UAjymv6Xy5G9UEjUwjSWpZ/wC0+VAI8pr+l8uRvVBI%201MI0lqWf+0+VAI8pr+l8uRvVBI1MI0lqWf8AtPlQCPKa/pfLkb1QSNTCNJaln/tPlQCPKa/pfLkb%201QSNTCNJaln/ALT5UAjymv6Xy5G9UEjUwjSWpZ/7T5UAjymv6Xy5G9UEjUwjSWpZ/wC0+VAI8pr+%20l8uRvVBI1MI0lqWf+0+VAI8pr+l8uRvVBI1MI0lqWf8AtPlQCPKa/pfLkb1QSNTCNJaln/tPlQCP%20Ka/pfLkb1QSNTCNJaln/ALT5UAjymv6Xy5G9UEjUwjSWpZ/7T5UAjymv6Xy5G9UEjUwjSWpZ/wC0%20+VAI8pr+l8uRvVBI1MI0lqWf+0+VAI8pr+l8uRvVBI1MI0lqWf8AtPlQCPKa/pfLkb1QSNTCNJal%20n/tPlQCPKa/pfLkb1QSNTCNJaln/ALT5UAjymv6Xy5G9UEjUwjSWpZ/7T5UAjymv6Xy5G9UEjUwj%20SWpZ/wC0+VAI8pr+l8uRvVBI1MI0lqWf+0+VAI8pr+l8uRvVBI1MI0lqWf8AtPlQCPKa/pfLkb1Q%20SNTCNJaln/tPlQCPKa/pfLkb1QSNTCNJaln/ALT5UAjymv6Xy5G9UEjUwjSWpZ/7T5UAjymv6Xy5%20G9UEjUwjSWpZ/wC0+VAI8pr+l8uRvVBI1MI0lqWf+0+VAI8pr+l8uRvVBI1MI0lqWf8AtPlQCPKa%20/pfLkb1QSNTCNJaln/tPlQCPKa/pfLkb1QSNTCNJaln/ALT5UAjymv6Xy5G9UEjUwjSWpZ/7T5UA%20jymv6Xy5G9UEjUwjSWpZ/wC0+VAI8pr+l8uRvVBI1MI0lqWf+0+VAI8pr+l8uRvVBI1MI0lqWf8A%20tPlQCPKa/pfLkb1QSNTCNJaln/tPlQCPKa/pfLkb1QSNTCNJaln/ALT5UAjymv6Xy5G9UEjUwjSW%20pZ/7T5UAjymv6Xy5G9UEjUwjSWpZ/wC0+VAI8pr+l8uRvVBI1MI0lqWf+0+VAI8pr+l8uRvVBI1M%20I0lqWf8AtPlQCPKa/pfLkb1QSNTCNJaln/tPlQCPKa/pfLkb1QSNTCNJaln/ALT5UAjymv6Xy5G9%20UEjUwjSWpZ/7T5UAjymv6Xy5G9UEjUwjSWpZ/wC0+VAI8pr+l8uRvVBI1MI0lqWf+0+VAI8pr+l8%20uRvVBI1MI0lqWf8AtPlQCPKa/pfLkb1QSNTCNJaln/tPlQCPKa/pfLkb1QSNTCNJaln/ALT5UAjy%20mv6Xy5G9UEjUwjSWpZ/7T5UAjymv6Xy5G9UEjUwjSWpZ/wC0+VAI8pr+l8uRvVBI1MI0lqWf+0+V%20AI8pr+l8uRvVBI1MI0lqWf8AtPlQCPKa/pfLkb1QSNTCNJaln/tPlQCPKa/pfLkb1QSNTCNJaln/%20ALT5UBj2x5fiayx8ZfJM7RI0scFlcbg0BKoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKA%20UAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAK%20AUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFA%20KAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKA//Z" height="290" width="537" overflow="visible"> </image>
              </svg>
            </div>
          </div>
          <div class="fig"><span class="labelfig">FIGURA 1.&nbsp; </span><span class="textfig">Evolución de la evapotranspiración de referencia (ETo) promedios diarios por meses de Jagüey Grande para el período 2011-2020.</span></div>
          <p> <span class="tooltip"><a href="#B18">Machado et al. (2016)</a><span class="tooltip-content">Machado, Y., Domínguez, I. M., Chacón, A., Suárez, H. A. M., &amp; Yera, Y. Y. Y. (2016). <i>Caracterización de la precipitación total y la precipitación efectiva en la Empresa Agropecuaria Yabú</i>. <i>24</i>, 67-74, Villa Clara, Cuba.</span></span>,
            al evaluar la marcha de la Eto para la zona central del país, encontró 
            valores promedios máximos de ETo en los meses de mayo y julio (4,7 mm 
            día<sup>-1</sup>) y un período de máxima demanda entre abril y agosto (4,5- 4.7 mm día<sup>-1</sup>), y los meses con valores más bajos diciembre y enero respectivamente 2,6 y 2,8 mm día<sup>-1</sup>. Al comparar estos resultados con los obtenidos en esta investigación se evidencia el incremento de la ETo en Cuba, según <span class="tooltip"><a href="#B10">Duarte et al. (2017</a><span class="tooltip-content">Duarte,
            D. C. E., Herrera, P. J., &amp; Zamora, H. E. (2017). Predicción de las
            normas netas de riego a futuro en el pronóstico de riego. <i>Ingeniería Agrícola</i>, <i>7</i>(3), 3-10, ISSN: 2306-1545, e-ISSN: 2227-8761.</span></span>, <span class="tooltip"><a href="#B11">2018</a><span class="tooltip-content">Duarte,
            D. C. E., Valdés, P. J., Herrera, P. J., &amp; Zamora, H. E. (2018). 
            Predicción de normas netas de riego del frijol común en la zona 
            occidental de Cuba. <i>Revista Ingeniería Agrícola</i>, <i>8</i>(2), 41-47, ISSN: 2306-1545, e-ISSN: 2227-8761.</span></span>). </p>
        </article>
        <article class="section"><a id="id0xed6600"><!-- named anchor --></a>
          <h4>Análisis de la precipitación total y efectiva en Jagüey Grande en el período 2011-2020</h4>
          &nbsp;<a href="#content" class="boton_1">⌅</a>
          <p> En Cuba, la lluvia es la variable meteorológica de interés agrícola de 
            mayor variabilidad cuando se analizan largas series cronológicas (<span class="tooltip"><a href="#B25">Pacheco et al., 2006</a><span class="tooltip-content">Pacheco,
            J., Ismabel, M., Domínguez, Y., &amp; Lamadrid, J. O. (2006). Lluvia y 
            evapotranspiración de referencia en cuatro puntos representativos de la 
            provincia de Villa Clara, Cuba. <i>Centro Agrícola</i>, <i>32</i>(4), 67-68.</span></span>).
            El contenido de humedad en el suelo que contribuye a satisfacer las 
            necesidades hídricas de los cultivos está en estrecha vinculación con el
            volumen de precipitaciones totales ocurridas en un período determinado y
            se denomina precipitación efectiva (<span class="tooltip"><a href="#B7">Cob, 2004</a><span class="tooltip-content">Cob, A. (2004). Necesidades Hídricas en Cultivos Hortícolas. <i>Horticultura</i>, <i>25</i>(2), 34-40.</span></span>).</p>
          <p> Como se puede apreciar en la <span class="tooltip"><a href="#f2">Figura 2</a></span>,
            la precipitación total presenta sus valores máximos en mayo y 
            septiembre, 254,1 y 228,5 mm respectivamente y los mínimos en enero con 
            26,3 mm y diciembre 27,7 mm en toda la serie climática estudiada. En el 
            período lluvioso (mayo-octubre) el acumulado de precipitación (1258,9 
            mm) alcanza el 83% del total anual (1521,1 mm).</p>
          <p> <span class="tooltip"><a href="#B1">Acosta &amp; Paretas (2011)</a><span class="tooltip-content">Acosta, R., &amp; Paretas, J. (2011). <i>Incendios Forestales</i>. Editorial Científico-Técnica, La Habana, Cuba.</span></span> plantearon, que las precipitaciones en Cuba pese a su variabilidad 
            espacio-temporal, presentan una distribución estacional de 75-80% en los
            meses de mayo-octubre y solo de 20-25% desde noviembre hasta abril. </p>
          <p> Además se observa que los valores promedio de precipitación efectiva 
            (Pefect) más bajos en el período evaluado 26,9 y 28,1 mm mes<sup>-1</sup> corresponden a los meses de diciembre y enero respectivamente. Los 
            valores de Pefect más altos se mostraron en los meses de mayo 139,0 mm 
            mes<sup>1-</sup> y septiembre 130,4 mm mes<sup>-1</sup>. El período de 
            mayores registros de lluvia efectiva estuvo en correspondencia con el 
            período lluvioso (mayo-octubre) con valores entre 98,8 y 139,0 mm mes<sup>-1</sup>, para un valor total de 758,3 mm, que representó el 76% del total anual (1004,0 mm).</p>
          <p> <span class="tooltip"><a href="#B18">Machado et al. (2016)</a><span class="tooltip-content">Machado, Y., Domínguez, I. M., Chacón, A., Suárez, H. A. M., &amp; Yera, Y. Y. Y. (2016). <i>Caracterización de la precipitación total y la precipitación efectiva en la Empresa Agropecuaria Yabú</i>. <i>24</i>, 67-74, Villa Clara, Cuba.</span></span> obtuvo resultados similares para la región central del país con 
            registros máximos de precipitación efectiva en junio y septiembre de 
            137,9 y 140,4 mm y registros mínimos en enero y febrero de 29,6 y 31,0 
            mm.</p>
          <div id="f2" class="fig">
            <div class="zoom">
              <svg xml:space="preserve" enable-background="new 0 0 500 288.271" viewBox="0 0 500 288.271" height="288.271px" width="500px" y="0px" x="0px"  version="1.1">
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height="290" width="503" overflow="visible"> </image>
              </svg>
            </div>
          </div>
          <div class="fig"><span class="labelfig">FIGURA 2.&nbsp; </span><span class="textfig">Precipitación total y efectiva promedio mensual en Jagüey Grande para el período 2000-2019.</span></div>
          <p> Precisamente en los meses que pertenecen al período lluvioso 
            (mayo-octubre) se alcanzan las mayores diferencias entre los valores 
            totales y los efectivos de precipitación, donde el suelo no puede 
            retener toda el agua que precipita y esta se pierde por infiltración o 
            escorrentía con la posibilidad de que exista la tendencia a la 
            disminución de la efectividad de la lluvia. En los meses iniciales y 
            finales del año las diferencias son pequeñas evidenciando un máximo 
            aprovechamiento de la lluvia.</p>
        </article>
        <article class="section"><a id="id0xf19880"><!-- named anchor --></a>
          <h4>Relación entre la evapotranspiración del cultivo y la precipitación efectiva anual en Jagüey Grande en el período 2011-2020.</h4>
          &nbsp;<a href="#content" class="boton_1">⌅</a>
          <p>La <span class="tooltip"><a href="#f3">Figura 3</a></span> muestra el comportamiento, entre el año 2011 y el 2020, de la 
            evapotranspiración del cultivo y la precipitación efectiva anual. Los 
            valores anuales de lluvia efectiva muestran una gran variabilidad 
            durante el período de estudio y se encuentran en un rango de 867,0 a 
            1141,0 mm como valor mínimo y máximo respectivamente y registrados en 
            los años 2019 y 2012. Los registros de evapotranspiración del cultivo se
            mostraron más estables y oscilaron entre 917,0 y 1063 mm. El promedio 
            de precipitación efectiva de este período (1002,0 mm), supera en 55,0 mm
            al de la evapotranspiración del cultivo (947,0 mm) Como se puede 
            apreciar en la <span class="tooltip"><a href="#f3">Figura 3</a></span>, 
            existe una tendencia a la disminución de la lluvia efectiva durante el 
            período evaluado, mientras que en el caso de los egresos hídricos del 
            cultivo la línea de tendencia representa un incremento, que es más 
            evidente en los últimos dos años (2019 y 2020) con valores de 942,0 y 
            1063 mm que superan en ambos casos a sus correspondientes de lluvia 
            efectiva 867 y 992,0 mm, respaldando lo expresado anteriormente con 
            respecto a la disminución progresiva de las precipitaciones durante la 
            década.</p>
          <div id="f3" class="fig">
            <div class="zoom">
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i0bh5LE3z%20sm+8gbsLZfSdG+Eu3ANIIc/4Q4betaZXVp32U412s34FMyomsa+ivvWF5vJcljopJY5bqGOSCEXM%207HSNBZCS4CV4J8rPI7zHTQ1VtJNvAlW0pieMbl8Tk4nTY29gvomktdJbSsmaHAkEEsLgqirUd5Ca%20rQ8/veF/chi/n7b9zI3Cx9aP10QlfSXeiNPZ2GoVpZpq8xs5Jx1942yZlLN14+R8LLYTxGV0sZIf%20GGbtxc3adwRQlI+K60hul5Kvb6xsbZ91fXEVraxAuknne2ONoAUlznEAVDaRKTdxp81zCysbTFXl%20mI8jbZW/hsI5oZWmMeqXNLw9oeHbSwhKlLxKO+voqQ7Iyl9KqbLJZvDYsMOTv7axEge5huZmQhwj%20G55G8tXaNT3UqDzc5/A2uPZkbnJWsGPk/wC3eSTRshdoT5ZHODTo09tTJUdHYyIuqqhe5/A2MUU1%207krW1ina58Ek00cbXtYNznMLnAOAbqSKUtpiK2VI9tySzdFkbq9mtbOxsJ3wOuHXUTgPSHmdMnkh%20PbtLlT4kOlRVUTd7b6bdhKTbaV1E9uHHEkvz2CZjTlH5G1bjAq3xmjEGh2n83ds6hOtHZeEq3YGs%20wvNcXkLXLXs8kNlY4u8ltHXcs7PSe2FrXGXedrWgr31CfhTdjdeja9RLXiaVtEn3+w3dnfWV9btu%20bK4jurZ67J4XtkY5ChRzSQUISrNUK1M1QSKAUAoBQCgI2OBFsQSXESzAuKKfzXalEFASaAh3JTKW%20WqKyYdUX4D3tXwPu7QBMoBQCgFAKAUAoBQCgFAKAUBSOQ8MyGa5fdXQnu8favw7bW1yVpcyQOZde%20vI5CyKWNzwGvUhzU9u4DbTK8s97ap3beotVeHhmr/LT1mlj41y5tpxu8/bZLO4wwura7ssc+xEjg%20/wCC5gFy59sfU2q7eWuU9nZq5Vm5W+KCXKmD4cq4FErKO9SrX6rPTz43EzHcNzdlLxAw2zmsxs2Q%20mvRNPDKYTdxSFgJiZbNc0yO+GNiN6AIAWxJu1V/8eXts2uuRLtTrjOL9prsFxLlozHHZ7ywuLZ2P%20desyFx69s22HrxSNidbW1vIGtj3BpP5YcS4KNFbElVSS+bTUbb648uFPefFJ+OvX076+7aYnBZ63%204u7AT4Fj7uyxt1aR5h0tuPWkkDmtbAGO9VJdHPL/AE//ACjX8cXSx5UuNnSmK9V5Oj4Jxbt8da7u%20PPB+kjWHF+R4owXEuKOZM+BtsU+2Etu11vNCHF4d6r2RmN5I3GNTu7CE221kpfcS+d2Pspz4k6Dy%20uEm/hb6ute6zahjsOB8jsS+CZvz/AKfF34ttyZG7X3TpZHCJoc9jgA1wG5GtRP8A211vEp0veWnY%20rX32kaNE4VwlJvhWm2JtcxxTO3v0ts8FEduUtrW0EsDnM/MdbBpdFv1jUluh+FfZWmrL+qpq5SrZ%206q+srpVUJJ3tPst9lhp8lw7kN9x/kTm2V27JZGOygjivZ7ASTi1lDtxZZMggjQEgH1Fc1F2oAIVK%20x+nPV+t9pLt/yyXftwM3JuGcgu7jlzrO03Q38OLOPYySNnqmzc4ysb54wxwQIXoOnm+7GnKji/p1%20XLmqdu2BWUaxp/1uPbhh6CZccVzuTuObSfLnHPz1lbw46eR8ZfubbuZIx/oySbQHIHIR7CdEo4f0%208tbc7fZVNes0i/Gnhlpyte21mThnG8rb5i3v8ha3lvJZY9tj6lzNj9j0d/244rGJu6NuzcHSOadR%205eqa56uT+rbknhYZ20it1eXttv8AWzNybBciuOTXuRxttFIx+BnsreSfY+J10+UubG+JzgoI727e%20wnuwyukuOXpWu2y1rXIq3SfZVWdTX8M47yK05fFk76xu4LVuJbYOlu7m2ld6rJd5SO3eY2Rn+QMa%20AnUDo3oqvHxaa/XiZOtI8K13XYcNsLcj+PyRcv5BkcjxN+dt751u6wuAMfJtEUJa8Bt3cRuZ5gB0%20107Omek3GKXzKUnXm7C014q4ZV32126m/wA1isjd8o4xkLeAi0sHXRvSXMBjbNb7WAhVd50HlX/q%20JjZKX8P+5bXFWqwSp8yfR7bVNZ+0Ziz5DlzJhWZu0zFzbXEV1JJAyKFsbdpbMyUmRYtgLNjHKo+H%20VI0nRKLspOTrz3ccMOZOsk22lfBKnL1SvfrNp9Q8c2/4ZlmGb5eSCB11BOu3ZLbD1WOJVqDczXUe%208VWU8lJ/S6mulHM8n1Wd5F+mVtcDjAyV2vzmanmyVwvZ8w8lgHsEYan/AEGg1lBRSisF1drqYRk5%20NyfLsVhoJ+L8qhhvzDZulim5DNkJI4nWwu32bo0a+1klfshk3dHbmvTptXTLTsUU8FK7i3Ts307j%20WbrJtboX8L+1YVsN39OMHl8TZZePJW77eS8yM95CJJm3BLJw0hXhzzuCI5e3ppUzX9JRV9GttuZS%20rc28LCJwD6e22PwOMObt535WzklmEM91LNDHIZZCx7YGyvtg7a9QWt9uhGmrldT6Uugl4nKtzk/0%202dSTzbB5y5zmGzGNbPNHjxPHPBaOtW3A9Vo2vjF7+nOrEO5D0T2ZQslJuvijTrjwfD0F3RxS3Ovq%206e01eM4XmrS44mI4ZIoLE5N9+588MroTeMJYFiZbNcshUNjjRvQIADUzVVJVv01FbX2LHgVri1Xx%20qXTu9PsjcT4TyCykxFlfRXbRhzckZD1rFlsXStezdEyGI3Ugk3K5srmJ5T1CNnUeeLvTcMtv6br1%207xc7bfFm68cenQkWfGs9/wAPl41PhI/nLbGXVnFmnyW6SySBzWCEMJlSVA55f6fj0jVedVXhsj0p%200sqidLwyVbVmdeTx54P1mSy4nlMhkbZuTsJLTHv467D3bpJITIJvU2lPRlf1a3e1w/ih0E6qUpal%20vxUa6+jZldNuMdNfQ3XllS68iDZcR5rHxTKy3lvDc8huHW1q2M+g90tnYbWNLHSl0DZJUdIC8aEh%20dpQNnMqxe+eaXsXLC3tCilVX0jlju9z99hu+DYDK2HJOQZC7tLm2tcgyzFq68uI7iZxhbIyTfslm%20DXKjtPKhAHTa1GyFK/M337WiVsk1up12pT3aSz4Nn4742V5FdzwfvL8ozIRz2MVvtdI6Vsri6OW9%209ZoRhYPKdEc0fDGi8qjX5Ft31x9hbVdsqfNt2Uwp3Gb/AIdyP0j+k/M/5acsokiX5PeSJSd/d/L8%20XsHRtdJUUOCde2v6bXNR1z0vcYpdlP1wXbeb/wCoOBy+TixFzjfUkfi75t3LawmFskjRG9gMXzIM%20HqMLlaJPL7ihBWTUuDXeHbBrl7jQjhmbbj7MwW9yJZOQW+SvIrqe0MnoxqHzPbbNggaXIHFke7s9%20wtGxwrTw5uyqe3Cvaok3JTrWrjRcdt5O51NJDznhskVo++lY7IPZaxlge8ttwUaZXMj3DqNzh7x1%20FdP45fwr0kyXg/xL0Pb2XrSWnBuVY6LDZCKGUPt7jIT3GNsX2hmt23rzJGyE3a2z9gaGuUj/AEoO%20lorLZVvwKNe1u2uDrshLxNu7xuXSm3PebLEcLytne8Od8q8W+MkyM1+JZoJTC66aXM1jZbtcsh0E%20caN6DQA1aMqSdvyKPW7uKytT4zT6bb/Zhdw/kUVxLfi0Ny225JPl2Y8yRA3Nu+IsY5hL/TD2uKsE%20jmjv2lCM9Lw5a4Ka73YW1fE5W3qHblvieZOI8kF43OtsfI3NMyf/AB5kkQf6TIHQ7lMgtvW3ESDz%20J3uVNqHhy1t+P+a7u9ZbUeeUnWlkL8ct/f6jHbcP5LHuyDscvy/I58w3EerCs1u+ItYWO3iISMcV%20aHuAXu0InT8OX9sZLvu2s5K4rqLM5cVHtpeu3H1lr4Zh8jZ3GZv7yAWTcrdevBjwWuMTWsDCX+m5%208W56Kdv8T2BGyCjjVvvd3YNSWbUcuEVbwRZqECgFAKAUAoCNjgRbEElxEswLiin812pRBQEmgIdy%20UyllqismHVF+A97V8D7u0ATKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQFS%205PyXN4C8t7q5fYnFXV5BZ2tkBJ85L6oO94lL2xhzPi2emfKD5guiCbko4yfct/tGpZByXyqvPhw6%208jWnlb8tkbS2v7Syu+O5LJ3WKit5Yt8rZrISOErt7nxvD3QkBuwFuhPbtjTo4pyvcXJU4P2ewajc%20a0wkovt9jJXG+bZW/wAjn7e4w0tnBh7W2ns8c1rTeSNlbK4NLfU2K8RjYzyp0JVQ28vgzXvNTovb%20btWZJRkoq6j6OncTuB8nynILXJy5K0ZZTWV/NaMtmlXNZGGkCR25wc8btSE9wqKeFPn6WiJWSpwT%207zDyfkubwF5b3Vy+xOKuryCztbICT5yX1Qd7xKXtjDmfFs9M+UHzBdIgm5KOMn3Lf7RqWQcl8qrz%204cOvIiWnOsnPmLRGWxxGQyV3ibdqPbcNmtGykSOfve1zZHQkbQwFvUrrtjTrKK+qUXKO6x49lonY%203ujJRfavUzFf89yuAvruxzjrK6uocVcZX0rFskfo+gTtildK9+4SD4Xoz4T5U6VlJ0lRfDS3CsnS%20nZffai6j4o1+GTfOitrsjbcY5HlbzL3mIyotjcwWttfwy2rXsaYrreNjmPdId0bo03KjuoA1A3cU%20qrGMsr7rPWYqXw/ujUs9ZlxQCgFAKAUAoBQCgMUlnaSzxXEsEb7i33ehM5rS+Pfo7Y4hW7k1SisD%20VTLQCgFAKAUAoBQCgFAKAUAoCNjgRbEElxEswLiin812pRBQEmgIdyUyllqismHVF+A97V8D7u0A%20TKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQFDueIcouufDkV+LTIWFmjMNZ%20OuZ4RbdQ+V0YglY+Qgr16pro3bOk8ta3v0e717yNZVplw6vnur6uNfuP+n1/b5azZJPE7CY7JXOW%20tQ0u9Z0lwHbIXRloY1sTpHEO3ns8rdNsafhp+2Liu1393W3gTqW1/dJSfYbzE8fvLPl+ezMj4za5%20SOzZbxtLi8G2Y9ry8EBoXeEQk956ATGyNMczfoE7WnuVOtTBgeL5HHx5tj7427snkpr63uLXY6Rk%20cu1GOE8cjF8pB8p06VWKpCK3V9L2w7iZOs2+EV3GmdwzlU3N4s9kpLbLWdgxkWIhmuZYHQkBH3Ek%20Udu6J8r/AItA0L7mbbabo2383RdvDjv3lNVVSSw6vi91eHrr6tfp/lbbIW7GzwPxWNyF1lrBpc8S%20PmuGu9OGRmza1kb5HHcHO9jRptpCsUqXxi4rtxfZ7eBeVrdbpSUn2biHhPpvnDYZ2DkL7e6yXII5%20Y7zNx3E0krQ5fRZHbvhjaxsZT4ZB0CIA0NOP9PKufN1x29JCbU83ZyVNtr7BxbjGUsstc5jLyQuv%20ZLS2sIo7dznsEVuCXPLnMi80j3LtDdE6nRNXL4v3SzepIoo0ovpjTr7i01QuKAUAoBQCgFAKAUAo%20BQCgFAKAUAoBQCgFAKAUAoCNjgRbEElxEswLiin812pRBQEmgIdyUyllqismHVF+A97V8D7u0ATK%20AUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFA%20KAUAoBQCgFAKAUAoBQCgFAKAUAoBQEbHAi2IJLiJZgXFFP5rtSiCgJNAQ7kplLLVFZMOqL8B72r4%20H3doAmUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoB%20QCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgI2OBFsQSXESzAuKKfzXalEFASaAh3JTKWWqKyYdU%20X4D3tXwPu7QBMoBQFEzGf+rtxf3Vvxvi9hbWdtK5kWRzV+W/MtbuG6K3tGTuY1xA2mR4Pe0VWLbV%20bi0qJ0VvH1Enj2d+pgylvjuUcZtWQTB+7OYi9E9sxzdxa2S3uGQXDA4AAObv167ezRUdcKdTOrXE%20uVVLGO4uILaCS4uJGw28LXSTTSODWMY0K5znHQADUk1EpJKrJSbdFeV/Hc8xGUxN7k8TBdZCCzuT%20aCO3iDpJpBt1jBcAG+f4nloHalTR0Vl+1u7apFlacKmR3N8RHib/ACNzHNbOxspt7uxkawztmKbI%20xse+N3qbmlpD9uupCFIqnSltXRc8VbuFttVcq9m8xDnuLdZ+q22uTffOHGjFJELk3Qa54j1kEPmY%20wuDvU2p26Gp3UtrXpffuG+tlKdaU9Jt8HmrLNY2PIWe8QyOewskbsex8TzHIx7exzXsLTVpRp2qv%20eRW1rFE6qkigFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQ%20CgFAKAUAoBQCgFAKAUAoCNjgRbEElxEswLiin812pRBQEmgIdyUyllqismHVF+A97V8D7u0ATKAH%20WoaqqMHPLT6Z8JwWfglbi5pIHOuMl+63F1L6VnLDJC6OBC5oLXGR727yU2kfCgE6byq+67jWvoW1%20asaic6t25nd2Or5Wd73HQmua5oc0hzXBQRqCDRqgPtAeJoYZ4nwzMbLDI0skjeA5rmuCFrgdCCKB%20M55Z3We43geXXlhiLm7v5MvcvxdoIJD6gkDAyQMahdE3XUEAoit7KVf24rG30vb1F5Kuo27ssfRd%20tca+04tfjgUzmPvMhnX38OUyxmt7i2kmkbIJHRRMnbHu2t0G0bSRptCAa1UZaf0Qnz5veZOso6lV%204pxswpuXp7z3Niss7Ms5Qy0uzZjPi4famCZsxtWWrrYTfLoZfiKptUjUj7tNOsMtf+y7913o6ovq%20+LNT/r/lv9JbPp3jchY8fkN9G6Ga9vLu9ZBIofHHcTuexrgdQdpVDqO5vwiyVIRjjGKT5lW6zk98%20mWZzQ5paVQhChIOvcRqKgkxC1boskhQEO85CkrqURD5j0T7AgAWrdFkkKAh3nIUldSiIfMeifYEA%20C1boskhQEO85CkrqURD5j0T7AgAWrdFkkKAh3nIUldSiIfMeifYEAC1boskhQEO85CkrqURD5j0T%207AgAWrdFkkKAh3nIUldSiIfMeifYEAC1boskhQEO85CkrqURD5j0T7AgAWrdFkkKAh3nIUldSiIf%20MeifYEAC1boskhQEO85CkrqURD5j0T7AgAWrdFkkKAh3nIUldSiIfMeifYEAC1boskhQEO85Ckrq%20URD5j0T7AgAWrdFkkKAh3nIUldSiIfMeifYEAC1boskhQEO85CkrqURD5j0T7AgAWrdFkkKAh3nI%20UldSiIfMeifYEAC1boskhQEO85CkrqURD5j0T7AgAWrdFkkKAh3nIUldSiIfMeifYEAC1boskhQE%20O85CkrqURD5j0T7AgAWrdFkkKAh3nIUldSiIfMeifYEAC1boskhQEO85CkrqURD5j0T7AgAWrdFk%20kKAh3nIUldSiIfMeifYEAC1boskhQEO85CkrqURD5j0T7AgAWrdFkkKAh3nIUldSiIfMeifYEAC1%20boskhQEO85CkrqURD5j0T7AgAWrdFkkKAh3nIUldSiIfMeifYEAC1boskhQEO85CkrqURD5j0T7A%20gAWrdFkkKAh3nIUldSiIfMeifYEAC1boskhQEO85CkrqURD5j0T7AgAWrdFkkKAh3nIUldSiIfMe%20ifYEAC1boskhQEO85CkrqURD5j0T7AgAWrdFkkKAh3nIUldSiIfMeifYEAC1boskhQEO85CkrqUR%20D5j0T7AgAWrdFkkKAh3nIUldSiIfMeifYEAC1boskhQEO85CkrqURD5j0T7AgAWrdFkkKAh3nIUl%20dSiIfMeifYEAC1boskhQEO85CkrqURD5j0T7AgAWrdFkkKAh3nIUldSiIfMeifYEAC1boskhQEO8%205CkrqURD5j0T7AgAWrdFkkKAh3nIUldSiIfMeifYEAC1boskhQEO85CkrqURD5j0T7AgAWrdFkkK%20Ah3nIUldSiIfMeifYEAC1boskhQEO85CkrqURD5j0T7AgAWrdFkkKAh3nIUldSiIfMeifYEAC1bo%20skhQEO85CkrqURD5j0T7AgAWrdFkkKAh3nIUldSiIfMeifYEAC1boskhQEO85CkrqURD5j0T7AgG%20VoIaASXEBC4op9pRBQH2gI2OBFsQSXESzAuKKfzXalEFASaAh3JTKWWqKyYdUX4D3tXwPu7QBMoB%20QHPvqvx26ysuFuZcAeV4OzfOMjx9skcbnyTMa2G5DZnxRSeij27XOCb9w1FUolOrVbKJ/Taq96V+%20H+Is34aL6k+yjs72nusJX0lwuQxeAvfmMWcBZ3l9LdYvj7ntkNjbPYxvpkxlzG75GPl2NKN3p7K2%20dkYpurVf9Ta7lRfoZRSzSaWVOna6Wvtu7K4l3qhcUAoBQCgFAKAUAJACnoKiUklV3IFLxv1j+nuR%20Fi+3yE7LXJzfK4+/ubC/tbOeclwEUd3cQRW7nkscA3epIQVeMXJ0V9KifhbTwdGXSqgUAoBQCgFA%20KAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUBGxwIti%20CS4iWYFxRT+a7UogoCTQEO5KZSy1RWTDqi/Ae9q+B93aAJlAKA4h9Sfp7yS/urcXXFZeb4t+TyF4%20/GNzb7SGOOZsItXbbl0ZYWbHj0Y3OjUudpuDW1hY0mq0i7ecn32Yu6yl1uk5VTo73DuUWn1dePou%2030gwLMJxy4tGcP8A+FNddOk/bPnWZD1FjYPX9WNzwFTbtJ/lrWTsVtfVteYJeJum71l5qhcUAoBQ%20CgFAKAUB8f8AA73GsvMf8cuT9BKvOB/SDgma5V9KuJQ5LMQxcZs712QbjbazfHdyvtb2V8cct464%20e3Z6o3HZA0poo611N0lCTtcYxa55VTfdssBrWy1YqlJTknXdmtpdf2mCXJcxbxPn+dsMnlbjI2fJ%20rvGB0M89w6yxIu4vmDbWbnOi3xROcWv9MuY1dpaBplpU+3o5vhnTO3urJX4cbuOAnFvU1El4oxjl%20WDk4Ljxuxlxv1/LuVZODD8qj4byS/veKW8eG+Szbb6a6fFfT3uy5hhvpC6R+6ItL2b3BvTRdtXhF%20uUFNUT10lxjl8WNqUsed9KqNSSjFtf8Aom3zTs5NrdlPvNZs7iX/AFUlsuRZmP8A4r+03GEa/JXb%202RS3jGPn3AvPqtcQgjkWMKUaOymhqP8ApyordbJh8NVZbWt97t4m3205U36Tl2rP3XYU5XU6jzfn%200EYZgMRk/lOQSGL9T6sVvFGSVcySeWzybGEgdtufe1CRlq6iU0uPt5+rng7+V8nq6mitSlfD2+r0%20dhs+D436hWl1cu5TffN27o2i2b85bXW166nbBiMOW6dpe/3DrW9lOJyNOvDba/vwt9VLCgFAKAUA%20oBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFARscCLYgkuIlmBc%20UU/mu1KIKAk0BDuSmUstUVkw6ovwHvavgfd2gCZQCgOa/WniHLeR22OZg5b0QWrbmWa2x96LB77h%20gZLb+o8lu5jvSkhCHyuka7oCRm6qdXdZ/qWazflrleFH9RevgpjX/bL/AHZW96JP0Vwt/i+O34ur%20LJWEVzfOmsoM1c/N3/oCCJgMzg57WI9jmsaP5QF1rok/DFVq6P8A1OnbShgk8z7F7uFXzrXCh0Gs%20zQUAoBQCgFAKAUAJTU1DaSqwUrC/WHguam5IMbeOuLPisDLnKZJjQbYseyR59F4JL9ghdu8qdxNR%20KWXT+414a04uxXLjWi9lGXem1qLT+Z9LaWvb0mOD6wcaOLyd9e2t9jZMXFazS2F3HGLiSO/JFmYR%20FJKx3ruG1oLwQdHbUNWlVWfNnyZcc1lm651rWlMTJTTtujlc674q97+yleFqM9t9TrG8sHTWOFyt%205kob5+LvMLBDC66trmNu9wuJPWFpGzYWkSGfYVABXSmCatUq9LHfueF+4ulenZSnVVV1b+mNDdcX%205Xi+SYVuXsfUhgEk0M8Vy30pYZrd7opo5WqQHRvYQUJHcamiomnWMlVPgUUqtp2NOjRwblFuMvlM%201ym0h34WG9EbzvLDIHb9zw7cNn/bB1RFauo8nmalrckrKn2HltT7cI6LdJuPdfx2tP0Vj7u1vLGC%207tHB1tPG18JATyuCjTs91einVHympFxk070zPUlBQCgFAKAUAoBQCgFAKA8yyxQxPmme2OKNpfJI%208hrWtaFLnE6AAUJSbdEQcNyHC5qOSTF3kd22F2yXYdWnXqCh7D4HuqsZJ3GmroT0/iVDYVYyFAKA%20UAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFARscCLYgkuIlmBcUU/mu1KIKAk0BDuSmUst%20UVkw6ovwHvavgfd2gCZQCgKtzTmOUwM+OscRgLnkOTyPqujtYJoLdrI4Nm975bhzGKsrUb2hT2VV%20NuVErlVlqLLVvGnpfoTJnD87nszjpbnNYCbjtyyUxss7iaG4c9ga0iQOhLmgEkhDrpWkopJW3mab%20rShvaqWMN9eQWVlPeXDi23to3zTOAJIYxpc4oNToKhuhMY1dCtYf6hWd/hcrl5rG5tYMZdyWYty0%20vuZXM2hv5QALXPc8ANJ07SNUmTolvl+vstIVsqLcnXbZni0+oUNxwpvJTYujklmfbW+PdI3e+Ztw%2063YwvRGlzm6qPL29Klq2KVG55eVtvQL5m60hft20EnPnRsFq+waM47IjFMsROsRlLPW9T1hHu9P0%20vMvpr7OqUjJSpltrm/lrXbiRLw1rhT+a79Tc8Y5BBnsSy/ijMLxJLBcQOO4xzQSGORu5AoDm6FB7%20QDpV8E1dJVQxad6dDa1BIoBRqoOJ5jgmZvsr9WsXi8aba3yuFx1phCIvl7aV8dtO0xRSFgiO1xDS%20h0UKnZi6vQlv+65cWkoXc6NLibOa+7B/9c12tv2+ujNHnOJcm5J+58ksMXfW0dhZ8ehjsbmGa2nu%20ZcXdG6vGRwOZHI/02kBjgNr3fAT2dL1cuq9S+L11P/CouNaX3yupWiu38ajKWkofMtFw4ZnJSvdV%20hfdbzM+dzP1CweK5hnuL4XJSZHmeaZFiS6xvXyWdnBast3381sI3TRKWeRr2bjodpTbWCi1CGk3S%20spyk9ycrFZjjyridKlH7ktSl0YJKy1peja51Nxby2PDfpFjeL4F93cZPJGW2fNe2tzY3U802593P%206V22CYbnP2sXXUIdC4W83qpJKKororcvVv7dx0/ifLZpuc3ZFuUnxwXHDuttOh4rg9jZ8Jdxh+0t%20mgey4nDVJmkC+qOhVjk2dE2hEQJWOmlHKNXzspa33ePTcaP6P5OeOwvuM3pS9ws72saSF9F0jh39%20kjXfwRE+EZ+XlZleB2fltFZlqxun6f1R0Kug8cUAoBQCgFAKAUAoBQCgKX9XMrZ2nDrq0lc75nIp%20DaRxu2uc9pEh1VugDdUI946jDzEqRPR/F6TlrJq6JSPpNZTce51Ni8ux1vkLyyBtYj8JDkmI/wBw%20ZGewfCR2bWY6EXGVHuPU/K6q1tFShbFS9q47ztddp80KAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFA%20KAUAoBQCgFAKAjY4EWxBJcRLMC4op/NdqUQUBJoCHclMpZaorJh1RfgPe1fA+7tAEygFAct+tfGr%207N3vHHM4xecqsbV9y6ezs8g3G+lK9sbYpnSGSFzim9gAcAjnEnpWaX9SrXy2PttNK/06V+ZPpL1m%204+j+H/auOXMH/Hb3jW+7c/5LIX37jK9Y2D1RL6ku1pRNq9i9tdM34Y24etmCXibpu9ZeqyLigK1w%20zD5HGycgN5EYxe5W4urUlzHboZA3a7yOcnQ6FD7BVVX7aWKr6Xy9XYTN1m3wj0RXrThvIR9M4cQ6%20ERZazvJLxls57SJAy8fOxgex4Z52EbVIHTRn8t60enK/Jl6KhE1X7i+utOh5fxPkDskOTusXfONy%20/wA/+1CSL1zastnW4aH+qLf1HEhyF+06KQfhiDyZcfjr/j7rqWiVJ1dz8H8vvdP1LRwfCXeIwjor%20xgjvLu6ub24ia7eGOuZnSBm7+bY0hq+zRBpU0SjGK+WKRFW5Sl9Tqb9zQ5paVQhChIOvcRqKgkwf%20t9n2Rp3IXBPch0TRPcPuhAH7fZ9kadyFwT3IdE0T3D7oQB+32fZGnchcE9yHRNE9w+6EAft9n2Rp%203IXBPch0TRPcPuhAPjrCyaC4s2tGq7iAAP46Jp7kH3QgJVObcXtIuW8+vs+5rf2fDE22Na1dr3K9%20oeEOham4dC3ydrQGc0Hnm3gj2Nd/2/l1pr452y9m3E6V+32fZGnchcE9yHRNE9w+6E6TxzmfLLZn%20FfqHjc9EwtxOWHy2Qja7a0PDSFVdNoDHtTVWd2rOXVeSalvPa8p/X8vLS+aNseu3adM/b7PsjTuQ%20uCe5Domie4fdCdR4o/b7PsjTuQuCe5Domie4fdCAP2+z7I07kLgnuQ6JonuH3QgD9vs+yNO5C4J7%20kOiaJ7h90IA/b7PsjTuQuCe5Domie4fdCAP2+z7I07kLgnuQ6JonuH3QgD9vs+yNO5C4J7kOiaJ7%20h90IA/b7PsjTuQuCe5Domie4fdCAP2+z7I07kLgnuQ6JonuH3QgD9vs+yNO5C4J7kOiaJ7h90IB4%20ntcdbwyTzARQxNL5JC4tDGtCkqugaB/BB90IbJjFt0V7OZ8Wxn/NeXz8mu4NmCxxdb4qEhBIWueA%20SNxIczRx6Ido/lRnLp/1JZncj2/Mv+10ftRfin8Xo7n7TZfVbjz4LG25RiWCPIYZ4fK4EhYNT2Fu%20kbkKKBtXogItrxdMyvRj+K1lV6U7YT9JbsFPiczh7TJ2rB6V1GHhrXnyO6OYoRHRvG09xaPuhNoy%20qqnna+i9Obg70T/2+z7I07kLgnuQ6JonuH3QljIft9n2Rp3IXBPch0TRPcPuhAH7fZ9kadyFwT3I%20dE0T3D7oQB+32fZGnchcE9yHRNE9w+6EAft9n2Rp3IXBPch0TRPcPuhAH7fZ9kadyFwT3IdE0T3D%207oQCFm44rHC397bwh09rbTTQsLiGl8cZc0fExArR2hEGo2hIk6I00YKU0nc2ji3DfqXf2+d38iuT%20JibgSeq9EEDmtcWlmxC3WIDboiKnl/L4NPzFHafSec/GabhTTVJLrvx5bX9ws48Re20d1ZuZNbyB%20Y5YnktKFNC06bSE9m0fdCd6dT5mUHF0aozN+32fZGnchcE9yHRNE9w+6EkqP2+z7I07kLgnuQ6Jo%20nuH3QgD9vs+yNO5C4J7kOiaJ7h90IA/b7PsjTuQuCe5Domie4fdCAP2+z7I07kLgnuQ6JonuH3Qg%20D9vs+yNO5C4J7kOiaJ7h90IA/b7PsjTuQuCe5Domie4fdCAP2+z7I07kLgnuQ6JonuH3QgD9vs+y%20NO5C4J7kOiaJ7h90IA/b7PsjTuQuCe5Domie4fdCAP2+z7I07kLgnuQ6JonuH3QgD9vs+yNO5C4J%207kOiaJ7h90IA/b7PsjTuQuCe5Domie4fdCAP2+z7I07kLgnuQ6JonuH3QgGdrWtaGtAa1oRrRoAB%202CgPtARscCLYgkuIlmBcUU/mu1KIKAk0BDuSmUstUVkw6ovwHvavgfd2gCZQCgOVfWvH3WTyfGsf%20Fg7/AJLC83ctxh7K/OMYWxiFonknEkILo3PDWsLvhe49lZpf1HZ8vdb6+hdumnerZLtsl7+w3f0f%20w/7Vxy5g/wCO3vGt925/yWQvv3GV6xsHqiX1JdrSibV7F7a6Zvwxtw9bMUvE3Td6y9VkXFAKAUAo%20BQCgFAKAUAoCk/Vjkc2L47+32R3ZPLl1rBE349jmH1HNQtKp5QhVT2dRjr6mVUxZ6P43y6nqZpfB%20G17bWG64TxtnHOOWuMUOmaDJcyD+aV5V38G6NHsA0FW04ZY0MPO+ZetquWGHI3laHKV3n/Hm57it%207ZhoNwxhntCSiTRglva3qFb1HXqOtZa0M0Ts8hr/AG9VPB2PtI/005F++cStJpJN95bLbXapu3xH%20aHFAPiah6dVGhBFNGVYl/wAlofb1mlc7VtaWqtTgFAKAUAoBQCgFAKA5v9Sszc5jJWnBsNIPnb1w%20fkJQTtjiDXENeWHcPh3nt0Cdpby682/Crz2Px+itOL19RWK4vmGxFlh8XbYyyaW2tqzZGDqTqpJR%20AriSSgrojFJUR5mtqy1Jucr2SLm3hubaW2nZvgnY6OVh6OY8bXDTvBqzRnGTTqr0c2+nl0/jXKcl%20wi9JaySR91iJHEnfHqQwDUKY2bu7yuTptbzaXhk4ns/kKa2lHWV/zHTa6TxRQCgFAKAUBzj6nZa8%20ymQseD4d366/cJL94JDY4NriA4tII6b9NfLp2kc2vJvwq9nr/jdKME9afwxu57WFzteM4S3wUeDF%20qyTHRsEfpSNB3J/OUA8xOqhNelbqCSoefPzOpKbnV5mUi9+nXIeOXTsjwO8c1rldcYm5fujeWg7Q%203cWsPcN5BHTcAmzB6TjbDuPTj+Q09ZZddf4sdtqb9hxr6rYu9uv2vOxHDZgHaYptInOV2gcdWO8v%20R4Hs1UC0NdOx2Mw8x+NlHxabzw67ci91ueYKAUAoBQCgFAKAUAoBQCgFAKAUBGxwItiCS4iWYFxR%20T+a7UogoCTQEO5KZSy1RWTDqi/Ae9q+B93aAJlAKA4/9SMJyDOZezh5FwOXkeMx800uNyWDzBtJG%20MmcWhs1tI+zcJPSa0OLZHN6oWrtrOEfmapKlOG3Z6DRyoqK6znd+rJ/0psOUYsGws+Hv41x185ub%20ibL5Z1/fSl8RYkMLPX9NHMYvqSjRUaTrXS3ZRu5WU9vvOeSo6xvd51GsjQUAoBQCgFAKAUAoBQCg%20OXcfjfzH6kXPIHuEmHwaQ48gHZI8F4aevUOV5008q9m3lh451wR7eu15fy6018c7Xt07zqNdR4go%20BQHMMKHcT+ql3iHSAY3kTTdWzU8rZS6RzWDVGoj2gdydg8nMnknTCR7Wqvv+VU/m07Ozaj7zp9dJ%204ooBQCgFAKAUAoDS8w5Na8cwNzk5nM9RjS21ieQ31Ji0uawKR2NJOvQE1TUnlVTp8p5d601Er/0v%204ze2dtdcgy4JzWaeZpd4LXMjc7cG7Sm0uOpCDTaECBoz0YfM72df5PzCbWlD4IWF6rc8sUBz76s4%20eeOCy5Zj41v8JI18xBIW2BLiqObo1+vchK9FHPrx+ZXo9b8XrKr0pfDP0lzwWYtczh7TJ2pBiuow%20/aCu13R7CdPMx4LXe0VtGVVU87X0XpzcHeidVjIUAoBQGr5Nn7TAYS6yl0Rst2ExsUAvkTysCkdT%204DXpVZyyqpt5fRerNRRVPpVhL10N3yzLO35POEuaCCCyEOKaHpvQHp8Ib0+FuOhD5nez0PymuqrR%20j8MNttmX+ug8kUBp+ScSwXIrU2+Tt97gEjuIzsmj6oWPGuiqh0XVKpPTUrzp8v5vU0XWL7MCjfJf%20UHgcjpLJ7+R8bYpdbPKTxM1I2qXFu1B8ILOvlaD5MMstO61Hpfc8v5r4l9vU34Pr+vEsOP8Aqxwe%206sWXM2QbZyHSS2nDhIxyuGqAhPISvYmqIU0jrxaqcep+M1oyy0rxV3eW2CeGeFk0EjZYZAHRyMIc%201wPQgjQitkzhlFp0djPdCBQHEuc43G3315bHkOJnl0Q4u0ssdlhII3G+kHqfr5beNvcrXbvZVdGP%20h1bPmjb/AIX27ci2rKi07fmnZvsh2WcRxu6+o/DoeDcGabK1vM9Jl5JBf+tkfkLa3/UW1ux0U1v6%20vpxv2FXJ3FBWqeaeVvNk04uTxk60d/ddhW24pRJSmllT1KRW5NPdYvhrZYTpvq7yuKwuOVOtbB3F%20rXOuwT8aGyjJOa26+T+ZEzpGxNd6h3egYvh/nC6Z6Hi+1X/zXcK1pz+G12FtRxUdRp26Stsvuryv%20svIUv1b+obpGTwRYdlpPy644lBBLDdeogLxDcukEwCsLPOzZ5u9nZbSi5x09+ppylyy19l1e3dTV%20eX7lPkce2uXGv7r+jpbevpny/Mcigz9vmGW/z+AzFziJLi0Y+KGcQNY5sohkkndGokQtMjunXsEp%20V04yuzJ9JNbluDqpuPCL70ah31P5UMwbEcYWAXHoC49PkXwb9u9RgTD01/7u3/WmtV0fHStlabW0%206040J1XlTpbTbCvSpH+rPEcnlc/jMrLjP37j9lYX0E2N9WKL5e8maPRv0nkijPpNa4b2/mM6tBPT%20HUk4R1JXP7fhf0tVbwbtso1utsN9O1wXy5/EvqTw3d75HF+d/UefPfSzi+EyGajt7+ws8ZlM224n%20Y2e9kknbHbRBrnb5NsQdczO/l8i9fL2v/wDqjKxKM4WbpOOaTwoo3c5ftOHK35aUfqjqb7otpLi5%20On+VnQPqLJxe/wDqRg8Nwu0bec8y15Z5XJcgjllkNljIEe4tn3uEcc8Pl9KMhjgdQrmrn5aLWrZ4%20YabbnxqqZH+tz7ab+Yaeja6udkP/ANLlTC298+81QkjY4EWxBJcRLMC4op/NdqUQUBJoCHclMpZa%20orJh1RfgPe1fA+7tAEygFAck+p/0/wDp9m/qJxyfPY2J81/BeMvb2W+nsWGC1YxzWtED4vUuN8g2%20+b/th6rtbtrpRipS5V520u3b3crMZE6j8Cf7kl219ne1hU330fsuOY3F5zD4GxtbOzxmXuYDJZ3E%20l3HcFzI5WSulmdJIZRFIyOQFxR7SBpoNc0pacHLc+kmu2rt37yJpKbS3L3PdSl26jxL7VAKAjMym%20MfFczMu4XQ2bnsvJBIwthdGFe2QqjC0fEHdKhtJVdxNLaYnyDK4uewOQgvIJbBoc43jJGOhDY1Dz%206gO1G7SuulJNJVZEbbrTGc9gxjTlDkbX9sCk33rR+gNpId+auzQgg60bSvCtuwJcFxBcQsmt5GzQ%20yBWSxuDmuHeHBQas01eQmnaj3UEigPMsfqRPj3OZvaW72FHNUIrT3ihKdGQIsRNFHG0ZK7f6ds62%20JkdG7e49J3nYD6g72kD2dKrl4mz1k38Mb649193U5xzl+Q5ByXFcGtclJOxrN+XmLI2t3NDnNe/0%20vTO9rWrtCN3IgXVnNqpyajU9fybhp6ctfLT6VV+27s31OiWWNylpFaQtvojDbWvy5iFuGtfK0AMl%208rxtDQ34G6dfYnSk0ePqakZNulrlW/Dd+p7ihz7PRa+5t5Ay2c2Z5icHPudNr0DkDO8f/AWkNwts%20d/T2nxv/ACNuwv8AlHgWxMgYJGl132NapIEXtOv/AELNtvDyYVv6e0+smz4DRLb27nC0L5HRyOT5%20vRImBzVMfXzlD7O4sxaS0raZvis/h9ppuXYjJci49cYuawEcklmLmKVszXenfsQsgbpGSF09RW/w%20PSk4uUaUN/LasdHVUlKxSpd8u/8AQ1f0v5ZfZHARWctpNcT42OSK5nDo2kviekUW17mHcWaKUCjV%20NQ2mjqVVNx0fkvKKGo3VJSdi9dlcS2My1yTGHYy6Bfam5cnpkNeE/IXePzD4e3qm2bgeetJU+JX0%20x77rj1+8tDQXWd0z9J86d0XQDrCSqet/oopEfa3NX0/XkeTn7IO2vZOxLP59xfDIwNi7WuLgNsg+%204fN7KZifsPeviy3ranG49sz2KcGn1iwOtfn1kZIwNt/vvL2t2/7XI72UzoPy802qXSy9p9ZncO8s%20Au4wX2vzzdx2j5bT80kptbr20zIh6E92OXt3HtmXxchYG3cRL7f5to3gH5fT81D0Zr1qcyIelKla%20O+nbuIXI+UYzCYa5yU0zH+jD6sUQe3dJuX09qkaOI69Op7KrKaSqaaHlpak1GmJVvpbhbmf5jl2X%20eJcxlwSwFd0cG8hpQ/Dv2AD/AEtHT4W5aMH8TvZ3fkvMJf0YfBD07danQa6DyRQCgFAcxyw/4d9T%20bfKhwiwvImuivFJDGzjzOeVJ1Xa5e4u7AreaTyTrgz2tJf3Plsvz6d3K06dXSeKKAUBGyeRtMZjr%20nIXb/TtrSN00riQPKwKUUgL3VDdFVl9PTc5KKvZz/wCm2Mu83mb3nGVjLZbhzo8TGSUZEC5jnISf%205UYOnQkjoG8+jFyed9h6v5DUWlBaEHYvi5nSa6TxxQCgFAKA1uf4/jM7jpbK/hZIHseyKYtBfE54%20TfG46tcChBFVlFSVGbaGvPSlmi6bYlL+leYnsZ7/AIVkngXmJkf8m46epCXuJ26/+5v+k6JtLW46%20EmvC70eh+S0lNLXjdO/g9up0aug8kUAoBQCgFAKA419R/qHlH59uP49kCy2tAkroCBvuGl29peS3%20cGhu3aCir7TH7PlPKxUKzVr237eny/M+Zebwuw6nxufKz4Kymy0Xo5F8QNzH0O7vIQISNSECdw6V%205esoqbUfhPR028qrebKsi4oBQEbHODrYuCoZZiFBB1ld1B1FASaAh3JTKWWqKyYdUX4D3tXwPu7Q%20BMoBQHMvrnlbWDCQ2EuAxmefJDeZD08y4Nt4o8fDvlMfke91w9sm2NrEPUqGg1WNJaii+HO1pWev%20DvRvpRqqVtk1HvTtfKhYPpxfYqTHZLGYzGWeKtcJkZ7Bttjiz5cgBszXgRtY0PLJm+o1FD9wOtay%20bcVJ416NqzhYcmnNO7FRf+aKfOy629JO5ottUNDDe2rbuzntXSSQtuI3RGWF5jlaHtLdzHt1a4Lo%20R0qso1VCU6HILewis+HcksbYOFjb8lEcrXFzj6DJoQ7c8uUIilx+zsvpyq9Ktnj9ctvURrtL7jX/%20AKl6LfWTMxHK6w5Z6RXFnO2gkDV2o10Quddw2hrgFPQJ4R5d/wDEv+2XdV069SNaVPucNKPot6Hi%20V80fMGlifs7uUtBcFLRO2xe13an/AHEHsI9itjy9ijX/ALf0/wB3Ua8qZkrqaW3+noW36Wvkdxmb%20y7bZuRvxZAAgegLqTZtHYBqAOz2fCLRddODd+Rbd1BJf1J0+pludu2naQHJ5SQoB9oUVBJ4LbjVH%20sHVFYT3p/N/t+3v0AFtxqj2DqisJ70/m/wBv29+gEPM5MYnFXeSuZWNt7SJ8rlb2NDiApeAp8o/9%20dIk6KpppabnNRWJTfpVishPa3nK79zTk809xDntJLYmOcAg3BNzk0+61vTo3Dy8L5PE9L8rqpNaM%20fhhttzZfi241R7B1RWE96fzf7ft79Og8kFtxqj2DqisJ70/m/wBv29+gAtuNUewdUVhPen83+37e%20/QAW3GqPYOqKwnvT+b/b9vfoALbjVHsHVFYT3p/N/t+3v0A5rEZuKfVV9s1zIsZyhu5h2ksFz5y0%20Ebvi36adju74OZLJPhI9mUvv+Vr8+n6NvQdKLbjVHsHVFYT3p/N/t+3v06TxgW3GqPYOqKwnvT+b%20/b9vfoALbjVHsHVFYT3p/N/t+3v0AFtxqj2DqisJ70/m/wBv29+gHx8UrlV0ZUOaNzCdCuh83+1f%20d7dBKbRjfZNcCCyEj03QjdEv5bl8nxfD8KjtT26KBSaOUXViznfPIrSzgiZx/j49GaZjC1sgjc4N%20i8j26Bw2tAIQbj1+Dka+5L9qPeU5eV0Ktv7k9q+3edOkwFg8yH0IAZLU2OkZAFt5kiAa4I3zDonT%203J05UeKtee/HN27zxJxywcx7AxrGvszjgGmVqW3mAY3bI3aijzNR2nXojKg9ebda45sL9uwO4/Du%20e6OaSEG0+QY2OSZoZCN20sDZBtkCj8wI7Tr0RlRK13SlnxZrtrOB8dgZEeIr+4iDrP5FoEjyGtG7%20bMAXEesNw/M6lNexGUfeeKT8VbunLgfXYe/83p5SYLaG0G4Ncjxu23HZ+aFCnoe7okZeOA+6nfFf%20FX9ORpuY8NyGew1xavv/AF3Ntmi2hfG1oN3EXObPua5m1zw7YUQDUp021np5lQ6PK+bWlNSSpbbf%208Lw2vNf9PM7muQYA7ciyC+sYXWM8EsHqObO0uEdy7zRud5QAW6atcqHRtNGTlG83/IaEdHVtjWLd%20b8N2JapLfkrfUMN5avS22wiS3eB8yFR79svwHy+Ue3v02tOBPToqp39A9vJxJLsksnR/Lfk7mStd%20835viRzvyvh6ebrUPNwC+1Z8V9t3w+05xzzIZ7k2dg4XYvhlMUPzGTMRcxnrsa92zeXEgNIaGn7/%20ALiWc+tWbyo9jyMYaGm9aVbXRcnt3HQohmbG2Npa2EHy9nZN+TbG9GumY1zW2zQ5C1rdrPOf/wCP%20Qqqyh5M8s3mcrZSts6/oZZrzOs9fZYCQx2nrxFr2JJcef9M3c9hUIzzuAb/8suTWBRQj9WNMbt+1%20olyWQjbM75KZwjtfmm7GNcXv8/6doMrSZQjeqNPf91m4EvSX1L4qfryPk2YuIzOPlLk+lai7aW25%20eH7i8eg3a/WZu1qt069dfKcuAjo1+aN9P15CbNMiFw54kY23thdvJtpUDHb0b1+Nu0K3r1/9rMQt%20FulGrXS9HqXNW0TrkSTGP5W2F7MX28oDIXeohPTXyfD10OnczILQk6U+Z0XM+y5uwiNwJL6CI21u%20Lu49RpaI4H79kjyXBB5O3uPfozILQm6UV7p2lA+pEZsspZ8ywtxDJksSxkl9bt03Wk+9sUkgLwjS%20FYui9pG1pbz616ksD1vx9sZaOpVRldzW3pL7jc7ZZKwjvbW8h9GWH5lHhHsjO8LI3f5drm7XL2td%20/DojNNVPK1fLzhJxaudCa+R4MjfXia5jd7gRq1p3bXO8/TTr7D/CxjQ9ltxqj2DqisJ70/m/2/b3%206AC241R7B1RWE96fzf7ft79ABbcao9g6orCe9P5v9v29+gGC+vI7K2kubu6ht7eMOc6WUbWtADjq%20S8dAnge/S0YuToryHJJVZzm8znIef3UuLwBdY8fY4x3uSe1zHSNUgtDdwdqP5VB+9tJIZ6MdOGgs%2007Z4I4HOWs6RshiRc/yW1+mrrbA4WxhmnfEy5vLu4aGmVqyAK4PZ5gIzt/lb0bouzy/PeenKVX67%20D6H8Z+IhPTbbouyp0fAZeTNYW1ykQELbqPeIntJLSrgQTuaqFOwKnQLpEZVVTj19L7c3C+jNgW3G%20qPYOqKwnvT+b/b9vfpYyPbdyeYglT0CaLp2nsoD7QEbHODrYuCoZZiFBB1ld1B1FASaAh3JTKWWq%20KyYdUX4D3tXwPu7QBMoBQHEfqJxP6q317NZX8nFMpwky3dxBLyKOfdC6eVr4Wyva9rmyRCR8ULoS%200bF3altZwTdkr8ON/VqjeG640lJ/KrHSvZH0V7a27y//AEvwWawfG3Y7KW2EtDDcSC2g47FNFaCP%20QO3iZznGX1A/cf8ArXTqTzUrWtNqGKTTe4t9ZFhQEb9sxvpXEPykPpXbi+6j9Nu2VzgA50gRHkgI%20VqMqpTAlNp1xPkWKxcVibCKzgjsXAtdaNjYISD1BjA2ofdUu28iLpdYef2TDft5xvyFt+3HrZ+kz%200ShX/tpt6helHbeFZcSYIILeGOCCNsUETQyKJgDWNa0IGtaNAAKlupCVD3UEigFAc3+o1xLyDkOL%204PZv2tmcLnKSNPwRta4sVCCCNpcPbtTvby6zzNRXaex+PitLTlrvklt3d50WCCGCGOCFgjhiaGRx%20tCBrWhAAO4CupI8iUm3V3s90IFAKAUAoCl/VfBTZHjDr600v8O/5y3cF3bWA7wCC1E0f72jp8Qw8%20xCseR6f4rXyauV3Ss9ns7TfcVzsOd4/Z5SI/99iSt6bZWEskanYj2mtNOWZJnJ5vQ+1qSjufQ21X%20OcUAoBQHKPqZ9VZbKe5wWFMZf6Rbc3+9rtpc125kaOaA5obqSeqjTaXDk1tdp0R7v4/8apJak993%20t7drS4/TfB2WJ4fjm2w815Ey7nlLdrnvmaHjcP8AS0hg9g6CttGKUVQ4fyWvLU1pZvlbS7yzVqcA%20oBQCgFAKA5lkt3EPqfBkdIcJyMGO6cSAxtx1c9xcfKdyOXuJ6geTlk8k64M9vTivMeWp8+ndt0Om%2011HiGg5zymLjXHp8i5HTn8q0Y4gB0zmucOpA8rWlx16Cs9WeVVOryfl/u6ijhjyNb9M+LTYnEOyG%20SYTnco51xfSyqZAHuLmscvb/ADO0GuiBABXRg0qu9m/5LzK1J5Yf8cLFtt1LjWx5woBQCgFAKAOa%20HAtcFadCD0IoE6GC6sLK6jmjuIWSNuIzDMo1dGV8pI1TU1DSZeOpKNzOY8GjtcHyTJ8EyttHIy4D%203Y+4ka3fNbnc8RuI6gsaXADQEOTtDebS8MnFns+f/q6cdeLtx4Ph7eR0ebB4iYzmW0jcbmEW0x2p%20uhaqM06DXs9ncK6MqPGjqSVKO517RcYPFTtuhJbgfOQNtbgsLmEws3bWgsLS1N5QtQ9NdBUPTTVC%20Y60o0o7nU8zYOwldcuPqsddW7bSR0c0rCImbk2bXDY7znzN1pkRZeYkqXWOtxq+VXWFw9jfX+RyF%20zai7tvlWMhnLZD6bXuHywcUbKjj51HeSAFGun5aWo6RqUn5xacVmUbHW68p1rgeR/UG4/csxNLju%20PotlZtJ3PLQ8Mk2FGhwLlLy1e4DTZ2zcNBNQbc2qN7uW3oOOEnq0coxyp1pbbztu2xLflbex41gb%20+4Zfvx2OhtGw20UbItsMjA7zxtRgc95cFUj3j+Xz9WbdZSdp3+V0k3GEYq/v5lQ4pxWXmt7Pynlc%20b5baT8rFWhc6Mekx7iHu9MtOnZ0U+Yj4Q3l09PO80j2PM+a/tYrS0nbi9rNqHU4oooYmQwsbHFG0%20MjjYA1rWtCBrQNAAK6zwm23VnqhAoBQEbHODrYuCoZZiFBB1ld1B1FASaAh3JTKWWqKyYdUX4D3t%20XwPu7QBMoBQHNvrXwPNcrxVucVY2OWmtYbyEY3IvMcYfdw+lHdwu2vZ8xbkeTeERztQ5DVY1jqKS%204c1Rp9aUeN2FU9tOaSo/qT50rY+83n02wGdxGNyUmagtbO8yuQmyH7fYvfLDbiVrGlvqPaze97mG%20R5DQNzigAraWVRjFYV6ybs4Kpy6cGr90VzyxUa7sMMEsasttZmgoBQCgFAKAUAoCvc/5Dd8f4vd5%20K0a11ywBkTnoWsLtN7gXMVO5fsrPVk4xqjr8loR1dVRlcUX6KXc+UzWey1810t/KIxJdHQHe9+5u%203sP5bR2aABAm1vP5a2TbvPW/MxUNOEI/Du5du1Trddh88KAUAoBQCgPE0Mc0L4ZW74pGlj2noWuC%20EeFAnQ5r9OZH8d5bmOGXHlh3G7xjnOUuYSUHVNzotp0AHlKdzeXR8MnHuPb/ACC+9ox11fdLbnXv%20Om11HiCgKzyn6icZ44Cy7n9e8AJ+SgLHShAT5tzmtZ8J+I9/caz1NVRvOzy3kdTWtXw7zl2X+oOU%205LO6K+yIwWEAeXWduHuuJWt3Ah7wWI7Q6OcwaLtJB2Wh5PW18MsTon5ryflFY/uanevZs7Su5S94%20w24tI8FjT8tZkyPmyDj61w4KSJmskjja0bEDG7enYQfT9XQ/D6SXjtk9trDyPMf/AOj8zKTcZZVt%20z3768TqsP1E5Z6AZb8HvI2taGxBZGtA2jajTAzRPd2DTzbavyekv/Iun/wCjlXmpy+R27bj2znnP%20JSWx8Ona7XaXvc0dva9jAezu/gp2Q/K6S/8AJ0/Uf3Go7oHxvMPqc921vFACVAV6D+btc5o7uqfw%20U7J+x5f62F5jU+jbuI2R5V9WPkLkt49HbgsftnYd74wGlXBvqBSOrdB2d522Wh5avxPbbahEtXXp%208JXuF/UXmFqLi5vba5zWN+B0io6OQK4+ctT4QVaU1Tpq1m/mPKaTootRl7+JhoeY1Fg5IvGL+r3C%2071GzXD7CU9W3LCAoJXzt3NCbV8xHi1wHFqeQ1I3WnZDzcJcC1WGVxmRj9Swuorpg+Iwva9NSNUOm%20rSNe0GuSUGr1Q3jJO51NNz/jA5Hxq5so2reRj1rIqn5zAdoVW/EqdR3qErDV080Tu8j5n7Oong7H%20yIn0z5Oc1xeM3Un/APoY8m2vmv0eDHo17hp8TRqUHmB6EECNGdY2m35Pyv29bw/DK1bbYFXhLfqB%20zx1293//AC/Hv+3qQyaUOJ3Fe9zVPc1o/m+DNJ6k+COuaXlfL0T/AKmpfyt9HrOpyTwRh5kkawRN%209SQuIG1mvmcvQeU611pHg1PEt9ZRep6txHH6Mfry7ntbsi1/Mcp0b5T5jppUqDdy4BSRjmymNgEx%20luomfLwfNTgvarINfzXBVDPI7zdNKlacnhjTtIcksTHJnMTF6vqXTGehbfPTKo2WxX813c3yO8Kl%206Ut2NO0j7kd+Few8z57GQiUukJMNr888NY8/kao5UTXadFWi0pPDGnaHqRXpPsubtY/mPyp3G3th%20duaIZASwqjRuDfP5fhKHwKFpvh3hzSPs2WbG2dzLS6m9G2+aa1kTgZAQ4+lHv2/m+X4HJ1HtSFC6%201X024EPUo2qO4S5OVol9OxuZXR2vzUaNa0SOO78hpc4JL5Ro5BqNeqSoKt6v2ZObg7j7NfXobOYL%20CSX07YTwAvjZ6sp3fp/M7yO8oUu8vm69aZFi8dmMzrdgUT6n4XLXXoZ6ysjDe4Rkdw28a9r9zSXF%208RjBY78hwbIq7UJ7dW4a2jF0alc92G3ael5DzMo5tOlYzV1aeLdw5lmwHJb/ADuGGTsLWL05bcOg%203ykfqmueyWJw2qAxzOp/80vCUZJOpy+a0J6U3DcbK4mzTBdOYy1jjbbtdbySyP2ifzb/AFEaPyxp%200Q+OmkVGytb+hzNytuu6+wpua+qlrAZ4sVPbZC6kjbFY20TJnPFyC8SOe5/pMdH5UY1p3Eg9ilvZ%20peSqqyqt91xzT81ROjTeHPa4jYr6eZzMXL89yi5Y7JvjIsbORnrQwEklhkj3Na5rVURgjXV2qBt5%20+bjprJp1pvuqUj5aWp4pu0vUtnk0uS3Jekx1u2OD8mP8qZu7dMSfiDvL5DoEOuunDnju6nbklcny%20sOa5Fl39RuVOx9pdSji2KI+YuVG2Sdge3dGG7QXFx7eiE9dG8WZTklSyLt4ntLT/ALbScnJrU1I0%20S3b7d51C0x4tpy+OZ/y4higitEY2Jgi3I5jWtaASHJp/0CdNVSlDyHVttu8l1AFAKAUBGxzg62Lg%20qGWYhQQdZXdQdRQEmgIdyUyllqismHVF+A97V8D7u0ATKAUBy884+pIy/wC7/KYg8GbmXYV8IdcD%20KBL0435jeUt//wAnXYnwdq9I0avLm+erXCzMuit3E6sfiyv4FV1x8KlKnJXVsvqzqFSQKAUAoBQC%20gFAKAUBqeU57HYPCXF/fs9WANLBb+X80uB8nnIbqAVXsWtdLReo6IpqaqgsxVeI/UzhMlm+D0YeP%20iNxItkayIjXzAsawDRmqgInsKb6nkJQpltXAyX5BajrN+Ljb1LTb8x4pcFIsxZlykbDPG13lBJ8r%20iDpsd4HurB6E1emafehvXebGC+sp/wDsXEcuqeR7Xa66aH/SfCqSi1eqF1JO4yuc1rS5xDWtCknQ%20ACqpVJI0uWxcM8dvLeQRzyt9SKJ8jGvcwAu3NaSpCNJX2GrZJUrQq5pXsPy2KYQ197A1xYZQDKwH%2002ruf1+EIVNT9uW5kPUir2jW3HOOH24aZcxaDc3cgla4gITqGqR0PXuPcauvL6jwZR+YgsUaq4+r%20fBoS9rb18zmAkhkT2jygkhZAxv8AKe3v7nJsvI6u6naZvzmmjnHN+f2d7nMdyPj0Fzb3+NbKyWae%20NgY9iOCFHuRFIR3XchQtVvN5ryUtPLN76Wbbcj2PxfnYa0Z6DrbFtc1w694g+tXLorDZIbWWQb3f%20OSxo4tapQNY6JhIT7vZ2ebZ6OtDysHVy7F77O270+ToafmtRtKDs3prj7sTNY3H1Z5c1zjc3Nrjp%20InyCVjDA1zGgjawxGHe4qgG4L2p/J5uq3OyGWEa0rWrfHlyPY04aGhR6mbU1MtaUpFcKVrX+LuLB%20ivpHx+EQy3VtkL+d1sbpxkey2Y6QoWwOY129kmv3kCBDoNt9GEdK6mat975rD1nN53z+r5huMqqH%200qxcnbV+gs+P4vhLFrHWfF4GuFp67XymN7m3AQttt0m94d3v6aDu03n5icr5u/ZnBDRgvlwNjcW8%2090IzPhLd8kFp61u6Z0cnp3R//rt8ugG0fmAp7KyjKnzO/pvLSjV1yp2ddxKMudc1xbb28ZNpvaHS%20Oel4V/LKNasbe12h9lUpCt7v6e00be4+n99LigtWtNrprI4tvPBu6HwdR5ON/T2kPNwu6+w+Oizz%20lS4to1tCwERPdtvD/wDc1eFiHYzQ/wCruJw3O/oPFTCtOo+VzLmndfsY42giRsIO267ZwS7VvdGn%208aZo7sem4mj3h2OyDi8nIyAPtBboGMCT6/qR/q1+EaUzR3Y9NxDi9+GzIWU4fjso57r8/MPdbC3a%20+SOIkSBf1ChgPqahERunTQJfT8w4Pw2W8e4zn5dS+K10p+pXLv6L8acY5LC5urCaNoaHMeHAkD4y%20oDgT/pcB3AI3b0x/JanzWmT8jDiQrng31IsY5GY7kTshA+F9u+G5dIwmNyk7QXPDX6oHMc09gLQm%20y0fM6Mvijle9FJaGqvhlU5lmMjyfj+aylo7bjLq9gMWStWOZIx7JWFyl73vO4t1Dg4O69NfT8jzG%20utLUa03WNa2rGzh6bD67yXlI+Z0IS1l4kstjd1uFfRbxwLlxPmHDsPhYbW9w92x89q63u74hoEzJ%20C+R6lz49DqnagA/kIb6mj5Sf24uMlb4j5zz/AJ2L1pqSdjy8KKtLyz2/1I+mdyXCUG2L7f5Vxngc%20Et27yYvJu2tCFR/9LtqXlNZXW43nN/caLvNvBzH6cTrtvrFqxG1PqtEX5IVYj6jW/lja7ynTQ9xr%20J+X1lg95qtfTeKNtb5bjEwW3vbKUBvokxyxORjd35eh6Da7T2Gsvt6iwZqpRwoeMRyzjWWuZbXG3%200VxcQ/HE1WuQEt8ocBuALT8NNTRnFVkisNSDdIm3rI1FAKAUB5lliijdLK9scbAXPe4gNAHUknpU%20pVIboVnLfUjheP3Ry5CO5ejt0VuRLo0FQXA+mPhI1d2HuKdGn5TUnhTmZT8zCGNpy3jPLszg8tc4%207jdgZLDMTOdibe9Hp+fzAJ+Y1pKANTcNGgaa7ObS8utLVyTfhdtm23Q9nzOq/NeUWtC3UjY69vv7%20XbvuMvFfqhn4XNy+ZixdvM0sfaWyuO0qCH+mWKEKf9zUdxI2ektbQ0/hWbiz577WrNeJ0HBfpTeY%20HPfud/dQTttw5tpHEHEu3BN79waGEBAA1R/ANDXmfP8A3IZVXiNDyjhKrOk15p3HO/qPye9u7mPh%20fHi2XKZEGO+kBUQwva4FpLSC0kAlx6ho067m8+tJvwq89b8f5eMYvX1Phjdz95cONcdsOPYeDF2Q%20/LiCySH4pJD8T3J2nsHYEA0ArWEFFUOHzXmJa2o5vHobSrnOKAUAoBQEbHODrYuCoZZiFBB1ld1B%201FASaAh3JTKWWqKyYdUX4D3tXwPu7QBMoBQHNsx9BPo1k8xPc5LEepksnNLeSt/cL6Myyuf6ksjY%20mXDW6Ocp2tQVWEElRfL0Jm81rxs6exFs4fwfjHDsdLjuO2jrOzmlNxJG+ee4Jkc1rC7dcPlcPKwa%20ApWjk2ktxRRVam9qpYUBFyuTs8VjbrJXr/TtLOJ0070VGMCkoKrKVESlU0n/AD7ER2F9c3lvc2M+%20PZFJNYXDGC4LbgkW5aGPew+qQQFfoVDtqFLuL5utO3cVr3Zc1eB7bzrDfst9lJmTW/7bM62u7KRr%20PmGzhwa2MBrnMJfuG1wft11IQoasVLc13PdbS4LHgq9l9SfgeQWeahuHQxy289pM+2u7S4DWyxSs%207HbHPaQRqC1xB8aUsTwe3QJmzqCRQEHN4WwzWMnxt8wut5whLSWva4FWvY4dHNIUVppasoSqis4K%20SoytY76ScMsg3dBJduDHMLrh6k7i1HIwMaHN2+XaAn8Gp0y/Iarx22Zzx8nBGR30m4K4M/QOBa0N%20LmzTNXamqNcAD5exOzuakf8A0Nb6h/Z6dLiFL9F+GvTYbqFF/wC3KP4fE1yJ2J3D7rUuvyOri6lP%207GHEhu+iWKYnyuWvIfI6MqWlWOXy+QRoOigfwRG7bf8A0ZP4kn7d4/sYb2VnJ/RvlDcvDb2c4use%20QGNv5HBhiYFRr49+7ygAfl6dE26en1Q/Iwy1fxbt+23HCXk55qK7eWyH6J8c3MddX17c+mA0Dexg%20QHTo1QmibSE7OjdvK/yU8Ekb/wBjF3tm2tPpZwa2QjHeq8BN0skrv6d20JoiDRB3BMpef1n8xpHy%20mmsDdWnGeOWf/wCLi7SE/eZDGD2dqL2BKwlrzlfJvtNY6MFckar6h8byGd4tNjcbI2KYFsjYT5Wy%20iMEiNQW7fMjm69QNR1HNrRckej5DXjpaqlK67kVb6bfSoY8PyHJbOKS8UNtbR5ErY9rnK921z4nb%20vLt00QHTQNx0dClsjv8AyP5Rz8OlJ5cdr9/edQrqPDFAKAUAoBQCgFAKAUAoBQGlzPDeM5q8gvcn%20YMubm3QRyFz26AqA4Mc0PC6o5apLTi3Vo6dLzerpxcYyaTN01oaA1oRo0AHQCrnM3UhTYPCTlZ8f%20bSkdr4Y3f+I9laLVksWUenF3pGrufp7wq4BD8RbsUJ+UDCg16emWInYR0Rv3WprHzusvmfpKS8vp%20vBGpvPo7wqZrvQgmtHIdpimeQCUQo8u+FNNe77rU1X5HV312/UzfktPcVrEfQ66ZdynJZJrLZoLb%20Z1mXCVy9r9zQGaIEb/AhG7enV/Jprwqr49vE54eRdbX3G4d9JLlq+jyW/jJCOJLvMFJQ7Xs+z+HR%20u3FeeV+RGv8AZJXNof8A625fCAbbml4XMBDGSCXYh3DUeuR0d2N9yeXYXnNNu2CJflp4Te3afDwv%206mRN/I5XvLB5PVD/ADHX4z5u/wD9PLtf3Oi74WD7WthIrHN+M/U94tW3txLmYm7yz5NpOxxX42sb%20Fqh0Pgmmzp8traFtPDz95za+nq2Vt5FgxX0pu8nbW13yrK3dzcubuktPUJ2EqgMji47hpq0N19zd%20uOr57K2tNKm/9DdeUcknNst+K4LxLFBptMZD6jUSWVvqvBBVQ6Tdt/gnQDoAnHPzerO+TOmGhCNy%20Nb9T+MzZvjpls1GTxrjdWbmEteS1p3Ma4OYQTo4a/E0ajqOHWhmXFHq/jfM/b1KP4ZWMm8C5Q3kf%20G7a+e5pvGrFesbptlYS0lOzcBu+zQqBbTnmjUx875f7Oq44YcixVocpXeccvt+MYg3JaJr2cujsb%20cp55A0u1Ut8rQFOvh1rPV1Mqqdfk/KvWnTDE13044jc4q1my+XJk5BlSZLuR5JLWudvDEKI77yAd%20AEAaAK6Om1a72b/kPNrUeSH/ABxu2qy51seaKAUAoBQCgI2OcHWxcFQyzEKCDrK7qDqKAk0BDuSm%20UstUVkw6ovwHvavgfd2gCZQCgOefWDhuQ5ZbY3HWXHMZl5GPllGUytzPbNsHNDdpj+T23TjKeyN7%20R5RuPQiqrmqrKUtx5L9bDSMkotO2uGGNtvvtwInAPp79S+JXtgLzmcnIsS98jcljbuEpCx0b3Rut%20riWS4uD6coaza56Fp7ErRNXO2y/Gte61GTiqVVj3YU3etcqYnTqqSKA13I7O0vcDkLW8tZb62lge%20JbS3KTSBF2xEujR/3fMNe2qzjVF9N2nL7zi+cv5chmLIZC4sYYsaLeK9iNvdT/KyulkjEBjty3Y1%20wA8gU9rv5bwllnml/wC1N42UpXvd19FdcZSjmg4r/wBbW62tady73ebK/wAJlMnic7l7W1um/NZa%202vreyljkgnmt7MMaUhk2va5+0uaHNB0C+yunWH282Go5OltjezZbU8WdLHTSWFq2pzLPwq3mkvM9%20l3wz28OUvQ+1iuY5IJDFFE2MPMUm17N5BIDmgoi9wmCcYJO/NJ97s6CbrNvDLFdyLO4EtIBLSQgc%20EUe0KooDB8rP/mTeEP8AboB8rP8A5k3hD/boB8rP/mTeEP8AboB8rP8A5k3hD/boB8rP/mTeEP8A%20boB8rP8A5k3hD/boB8rP/mTeEP8AboB8rP8A5k3hD/boB8rP/mTeEP8AboB8rP8A5k3hD/boB8rP%20/mTeEP8AboB8rP8A5k3hD/boB8rP/mTeEP8AboB8rP8A5k3hD/boB8rP/mTeEP8AboB8rP8A5k3h%20D/boB8rP/mTeEP8AboB8rP8A5k3hD/boB8rP/mTeEP8AboB8rP8A5k3hD/boB8rP/mTeEP8AboB8%20rP8A5k3hD/boB8rP/mTeEP8AboB8rP8A5k3hD/boB8rP/mTeEP8AboB8rP8A5k3hD/boB8rP/mTe%20EP8AboB8rP8A5k3hD/boB8rP/mTeEP8AboB8rP8A5k3hD/boB8rP/mTeEP8AboB8rP8A5k3hD/bo%20B8rP/mTeEP8AboB8rP8A5k3hD/boB8rP/mTeEP8AboB8rP8A5k3hD/boB8rP/mTeEP8AboDmTbef%20hP1FEfrGDA8kOtwAwNbON7g07la3a53Y0AMd3N8nNTJPhI9qv9z5b9+n6Nup0TJTR42wuL+8yEsV%20raxulmkIh0a0Kf8A7ddDaSqzyNPTlOSjFVbOe8PxeR5lyH/mWUe+KxtXGLDQnaT+W9w3EJtVjv8A%20T8XXVoDOaEc8szuwPX83NeX0/swfifxbbWHS/lZ/8ybwh/t11Hij5Wf/ADJvCH+3QD5Wf/Mm8If7%20dAPlZ/8AMm8If7dAPlZ/8ybwh/t0BnaCGgElxAQuKKfaUQUB9oCNjnB1sXBUMsxCgg6yu6g6igJN%20AQ7kplLLVFZMOqL8B72r4H3doAmUAoCucg5TJi+S4HEpbxW2T+blvLy6lEQZFaRNPpwg/HK98rXI%20T8DXns0Qacmt0a9aXbt7wsWIlZGv7ku+r9CpzaPvDeUSZ45qOQW7nYnJTWLLizl9aGWMNZNE5eyR%20sczWSt7Htd7ginkjJ416NrusJnRScVuXue516UeNlioQKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgF%20AKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAq/wBScHZ5bh+QFw7032UUl5BL918L%20HO1Qt0I06+3qKy1oVjyO/wDG68tPWVPm8PecxxfIstz6fDcTu5RbWtuC6+lDnb7n0WuRduza4Bun%20+obk3BGcqb1KRdnrPa1tCHlc+rG1u7hXte1nPuVra21pbRW1tE2G3haGRRMAa1rWhAAB0AruSpYj%205ic3JuUnVsyVJUUAoBQCgFAKAjY5wdbFwVDLMQoIOsruoOooCTQEO5KZSy1RWTDqi/Ae9q+B93aA%20JlAKA4xkvqHgs3b5DC8s4LmuUQ2WSyMMVzbYV19ZEW11NDF6Mo09RsbQwubruVT1qsWpRjKluVfq%20Xk3GUkrrP9KfpbL99OMjhLzjwbheOXnF8fbSuijxd9YftrgUD3PZB2tcX/F2le1a1k26Nvb1GSdr%20VC01QsKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUA%20oBQCgFAKAx3NvDc20ttOzfBOx0crD0cx42uGneDRomMmnVXorXF/pvxrjd/Jf2DJZLl7Sxj53h/p%20tcVIjAa0N6IvVNOlZQ0YxdUdvmfyOrrRyydm3tLTWpwigFAKAUAoBQCgI2OcHWxcFQyzEKCDrK7q%20DqKAk0BDuSmUstUVkw6ovwHvavgfd2gCZQCgOT4r6jYPE/IWD8zjbN0nKMza5iCWaCN8cHq5GZhk%20Di0xl0kcfmPXp21Gm01FV/8AFXtWX0VdllNxOoknN7snVQr0b33d1y4dyVucyPJjBfQ3+PsMky1s%20ZLd0b2NZ8jbSvYHxruSaR6rqDp2ILpeCLd7zdJNLoRJrMkvpT7ay9SRZqqBQCgFAKAUAoBQCgFAK%20AUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFA%20KAUBGxzg62LgqGWYhQQdZXdQdRQEmgIdyUyllqismHVF+A97V8D7u0ATKAUBW7z6ZfTe9upry84p%20hrm7uHuluLibH2skkj3lXPe90Zc5xOpJqIxSVFcS23ebTCcewGCtX2mDxlpirV7zK+3soI7eN0hA%20aXlkTWtLiGgL7Ks22VobCoJFAQ81lIcTh73KTMdJFYwSXEkcabnNiaXEBSApTtKVScsqqXhDNJIq%20UH1O/S35uscI721hs5re2iuBIyf9wUQR+o6OPY/cPMrU7VKFNGnVRV+fJwrfXu2tMoyTWZ/Dlct9%20zp6eJOPPBFhsnd3Nm1mRxt38g6wZMHCSdzmiIRyuYzyybwVLAmq9DVU08uX5pZe2tvdeXaytqXyx%20Ut9jVV7DZ8cz78s2+jnt22t7jrl9pdQMk9Zu5oDmuY/bGS1zXAhWipTTSa496dGRJOMsr3J96qjc%20UB4E8JdtEjS5U2ghV10/pPgaACeEu2iRpcqbQQq66f0nwNABPCXbRI0uVNoIVddP6T4GgAnhLtok%20aXKm0EKuun9J8DQATwl20SNLlTaCFXXT+k+BoAJ4S7aJGlyptBCrrp/SfA0AE8JdtEjS5U2ghV10%20/pPgaACeEu2iRpcqbQQq66f0nwNABPCXbRI0uVNoIVddP6T4GgAnhLtokaXKm0EKuun9J8DQATwl%2020SNLlTaCFXXT+k+BoAJ4S7aJGlyptBCrrp/SfA0AE8JdtEjS5U2ghV10/pPgaACeEu2iRpcqbQQ%20q66f0nwNABPCXbRI0uVNoIVddP6T4GgAnhLtokaXKm0EKuun9J8DQATwl20SNLlTaCFXXT+k+BoA%20J4S7aJGlyptBCrrp/SfA0AE8JdtEjS5U2ghV10/pPgaACeEu2iRpcqbQQq66f0nwNABPCXbRI0uV%20NoIVddP6T4GgAnhLtokaXKm0EKuun9J8DQATwl20SNLlTaCFXXT+k+BoAJ4S7aJGlyptBCrrp/Sf%20A0AE8JdtEjS5U2ghV10/pPgaACeEu2iRpcqbQQq66f0nwNABPCXbRI0uVNoIVddP6T4GgAnhLtok%20aXKm0EKuun9J8DQATwl20SNLlTaCFXXT+k+BoAJ4S7aJGlyptBCrrp/SfA0AE8JdtEjS5U2ghV10%20/pPgaACeEu2iRpcqbQQq66f0nwNABPCXbRI0uVNoIVddP6T4GgAnhLtokaXKm0EKuun9J8DQATwl%2020SNLlTaCFXXT+k+BoAJ4S7aJGlyptBCrrp/SfA0AE8JdtEjS5U2ghV10/pPgaACeEu2iRpcqbQQ%20q66f0nwNABPCXbRI0uVNoIVddP6T4GgAnhLtokaXKm0EKuun9J8DQATwl20SNLlTaCFXXT+k+BoA%20J4S7aJGlyptBCrrp/SfA0AE8JdtEjS5U2ghV10/pPgaACeEu2iRpcqbQQq66f0nwNABPCXbRI0uV%20NoIVddP6T4GgPTXNcFaQQpCjXUFCP4GgPtARsc4Oti4KhlmIUEHWV3UHUUBJoCHclMpZaorJh1Rf%20gPe1fA+7tAEygFAKAUAoBQGr5TY5LIccyVjjJ/lshc28kVtOpbte5pAO5vmHvGvcQdaz1Ytxoi+m%200pVOfHgvIpLG/FjYNxVs1lhJbYl0rCJruxeTLKPRkMTfWagDnEFyDen8u1UpZ92pmSxSpRrd1oY0%20rFx/68re91rXf6DYXnEOQ3+Jzl8YBbZO/wAjDf2uOfIC707MtDGPdHIYg+QMJ+IjopH8tY0jkxyT%20cu/BVpci06Sz4ZoKPd6u548Cw8PxWSt7rNZXIwfKT5a79WO0L2vdHDEwRx7zG58e5yKdpPv7BKsg%20o8W+8O2Tlwiu4slQSYxbW4RImBERGjRET8DfAUAFtbhEiYEREaNERPwN8BQAW1uESJgRERo0RE/A%203wFABbW4RImBERGjRET8DfAUAFtbhEiYEREaNERPwN8BQAW1uESJgRERo0RE/A3wFABbW4RImBER%20GjRET8DfAUAFtbhEiYEREaNERPwN8BQAW1uESJgRERo0RE/A3wFABbW4RImBERGjRET8DfAUAFtb%20hEiYEREaNERPwN8BQAW1uESJgRERo0RE/A3wFABbW4RImBERGjRET8DfAUAFtbhEiYEREaNERPwN%208BQAW1uESJgRERo0RE/A3wFABbW4RImBERGjRET8DfAUAFtbhEiYEREaNERPwN8BQAW1uESJgRER%20o0RE/A3wFABbW4RImBERGjRET8DfAUAFtbhEiYEREaNERPwN8BQAW1uESJgRERo0RE/A3wFABbW4%20RImBERGjRET8DfAUAFtbhEiYEREaNERPwN8BQAW1uESJgRERo0RE/A3wFABbW4RImBERGjRET8Df%20AUAFtbhEiYEREaNERPwN8BQAW1uESJgRERo0RE/A3wFABbW4RImBERGjRET8DfAUAFtbhEiYEREa%20NERPwN8BQAW1uESJgRERo0RE/A3wFABbW4RImBERGjRET8DfAUAFtbhEiYEREaNERPwN8BQAW1uE%20SJgRERo0RE/A3wFABbW4RImBERGjRET8DfAUAFtbhEiYEREaNERPwN8BQAW1uESJgRERo0RE/A3w%20FABbW4RImBERGjRET8DfAUAFtbhEiYEREaNERPwN8BQAW1uESJgRERo0RE/A3wFABbW4RImBERGj%20RET8DfAUAFtbhEiYEREaNERPwN8BQAW1uESJgRERo0RE/A3wFABbW4RImBERGjRET8DfAUAFtbhE%20iYEREaNERPwN8BQAW1uESJgRERo0RE/A3wFAe2ta1oa0BrWhGtGgAHYKA+0BGxzg62LgqGWYhQQd%20ZXdQdRQEmgIdyUyllqismHVF+A97V8D7u0ATKAUAoBQCgFAKAUAoBQCgNRn8rmLBm+wxjb6JkUk1%20xNLcsto2CNu4NUtkcXO7PLt7yKpKeWrfwpV9360LwhmdMWVuX6r2TrJl9ZWD7i1ix7Mrki+QRPgt%205JDGjW7XhzxteUcWDTr1TWccsmncnFV/itXSleeJmm2lveb+W/rd6jZ8h57Y4nIYqwitpbybKTW0%20Ye0FkUUd05zWSPeQdT6btrOp9g1oovNl59FUNrJn22tPV9zm0t+YWHGY7SWWW7e9k14fJDE5sDpw%20xpcPzHlrdQ3ovvSunSdaO6vRpesmfhjXiupZXuLWOcGl5AJDQin2BSBUN0QKfP8AUGXF3L4eRYwY%201LKbIRiO5juH+nbrvZIEja1+0KEc5v8Aq0KMyyy+qKTp/E6X87Li2S1Uuk2u5V9BJw/OY7n9wjyl%20r+33GPtIsjLG17pwbWZjntcuyJ25uxwc3b16E6peSpX9ssr54d5SDzNJfMqrvoY8Hzi8zuHyN/i8%20LM+4srx9nDYzyMt5X7Nqvk9QD0dHKWlXDuXSocWkuPS2m2zGZVa4V51NlxrkZzD8jBLA23u8XcG1%20umxSieIvAVWSbYyfaC0EHSio4qS3tdqDslR7k+895/K5iwZvsMY2+iZFJNcTS3LLaNgjbuDVLZHF%20zuzy7e8is5Ty1b+FKvu/WhpCGZ0xZW5fqvZOsmX1lYPuLWLHsyuSL5BE+C3kkMaNbteHPG15RxYN%20OvVNZxyyadycVX+K1dKV54mabaW95v5b+t3qNnyHntjichirCK2lvJspNbRh7QWRRR3TnNZI95B1%20Ppu2s6n2DWii82Xn0VQ2smfba095fluQxWZtbW6xJGNvbuGwtb8TsL5JpmPcrYGhx2s9PzFzge1E%20VIha0sXXp7feTOxNq2i9dKLjsiyPcWsc4NLyASGhFPsCkCqt0QKfP9QZcXcvh5FjBjUspshGI7mO%204f6duu9kgSNrX7QoRzm/6tCjMssvqik6fxOl/Oy4tktVLpNruVfQScPzmO5/cI8pa/t9xj7SLIyx%20te6cG1mY57XLsidubscHN29ehOqXkqV/bLK+eHeUg8zSXzKq76GTivNrXPY3J5F9tJjbXG3M0D/m%20vJJshaHukkYQDFodWnUduulVn4Y5nx6MlWyyrh1PfB+YQ8sxE2ThtnWsTLqa2jY9yuc2IgB7htaW%20Fy/CdR0OtTlaim8URVNtK5dbKmzy13lbdkAxtgL+aWTY/fM23iiZtJMkji2R6KERjHFT3KariWwK%20xH9SW3dlZHHY8XGSuzetNk+4axjXY5ROBM1sjXBzmpGUCrrt1RWqzL4VDO99K0u3194p4srvzZeF%201duZ7z31OxOL4nacghtpr0X0HzFtaxgt8rQDJ6shG2IM3Id3b/FLyg1qKHLrd34FNOSkq8+lfYSM%209zlmN5BZYOJln81eQG4D768FmwK7axjfy5nPe9HIAOw+1KxtlJL5aE18EZP5vZUtLC4tBeAHoNwB%20UA9qFAvhUsIrUvL72yy9lZ5bGCxtsncT2thN8zHJKXQtdI18kTQGtZIxhI2yOI03AapRSstvyuVO%20V/btUtJUutVUu8w8a543M3drFJZi0t8lby3WKm9Xe6WOGQxvD43MjMbwEdt10PsNaOLSdbGoxk+U%20uJWUkmqXOTj/AJdrDDjfqfib05+f5aeDHYK3ju3XUo9N80cgkKthkDHMH5WheQvsQ1RukM7309Ht%20L5azUVx5WG8wGVy2QY6S+xnyETmRS2srZmzNkZK0u2kbY5GPZ/MCxNdHHVLyjSx3pmcZVSeDRIy1%203lbdkAxtgL+aWTY/fM23iiZtJMkji2R6KERjHFT3KapiXwKxH9SW3dlZHHY8XGSuzetNk+4axjXY%205ROBM1sjXBzmpGUCrrt1RWqzL4VDO99K0u3194p4srvzZeF1duZ7z31OxOL4nacghtpr0X0HzFta%20xgt8rQDJ6shG2IM3Id3b/FLyg1qKHLrd34FNOSkq8+lfYTOV8py2CgjuYsdb3kVw+OCzg+bfFczz%20yAkRRx/LvYuhKmQBApSqW5lHe9m+CJi04ZrlSr2xLKwvLGl4DXkDc0FQD2hUC1Z32BN0tK3m+W3+%20Guw68xYZiXXMFpDeG5j9aV8+ixwAFWtPXc8O7USohbJRfzOi7sefaJWJtfKqv9NkRrL6hW91mYbX%205Qsx13e3GMs7/wBRXPurVpLw6LYA1hLHhpDydNWjVEPFT9yclyT2f6kzsrwaT5vahmsueWd7yy5w%20FtaTOba28s77xw2tfJBN6L44mEK9HAjcqKEC6pVSWVywST9PsJkknFVXidOlSNxT6iDP31rbmw+X%20iyFtJeWUrZhK/wBOKZ0LhPEWRuicrenmHYqg1rkvrelF/wCbiUcqU4ylHtiWbLXV/a2L5sfZHIXY%20IEdqJGQhylCXSP0aANehPsqhYq//AOxfis/kGuzQyQxMdqy4327piwyF3riPcGtY0l35Sg6J1ILx%20JZcc38t/qpzwEvDWuGX+a4yyfUfGxcT/AH99rM6UST2xx8Q3yfNWwk9WMOQDaPRcd7kRurk1FVlJ%20JJrFVXLiWhGsnF2NOnu5g89mmtsQbDGi5vMpYOyZtnziERwsYHFu5zC5zyXbWgtA7yNatqeGUk7o%20Kr/Tu4cykHmSp80nFc1v3FhwuXs8xibTKWZJtryJssW4I4Bw6OHY4dCOw1ecHF0ZXTnmVTT5vlt/%20hrsOvMWGYl1zBaQ3huY/WlfPoscABVrT13PDu1EqkLZKL+Z0Xdjz7S0rE2vlVX+myI1l9Qre6zMN%20r8oWY67vbjGWd/6iufdWrSXh0WwBrCWPDSHk6atGqIeKn7k5Lkns/wBSZ2V4NJ83tQkS8vvbLL2V%20nlsYLG2ydxPa2E3zMckpdC10jXyRNAa1kjGEjbI4jTcBqlVKy2/K5U5X9u1SZKl1qql3mLjXPG5m%208tYpLMWsGTgkusVN6u90zIZDG9r43MjMbwEdt10PsNaqDufxKMZNcJcSspJUpc5OP+XawtdUJFAR%20sc4Oti4KhlmIUEHWV3UHUUBJoCHclMpZaorJh1RfgPe1fA+7tAEygFAKAUAoBQCgFAKAUAoCifVC%20w5dlorTD4m0uH4e4Ljmri0ktmTOi2kCGMTzW+rj1Kp09qViqz8XwLq9vTwL1pGz4n0X6+ria7N8R%20zT25FmIxTorfNYiHExwPlhYbN0LpGiSctmdub6bghiLnKAD3tskm3GV0pRlVcL1tYVjRZXujKPfj%207Sxcs49e3Vhx+1x0RkbjclZTStBY0NggBDnHcWaAdjVPs7rOVdVS/i6p7bWUimtKUcctPQZORYfJ%20XfLeLZC2i32mOmu3Xsm5o2NltixmhLXOV6Dyr7R2trp2Sbwy06rb1lp2wpjmj0LHcPkjgkkijM0j%20GucyFpAL3AKGguIaF6amqzbSdLy0Um0m6I5RjuH8ry0HJJuRY+5jz+btZrS2vJZLV9nbQhz3QxME%20Ny6XqGq4MHZ7aiUF9ui+Kxvi09tkiVKuom7I3Lgnjt6y2cUw2WHILzNZGyNhusbTHW8L5I5Xn5cv%20dLJ+U57A17nDbruICuAOjd5SXia+eVeVlnrMUn4V9MaGt/bub4rA8qdibIyZjIZO4mxYMkP/AGZQ%200Nl88jW6BujXOB91czT+3GK414KrfXhvuRvWP3HLDLHvS25m2+nOFkw2CdZTWV3bXTpX3F5cXj4H%20vuJ5SS+QGCa400AG4jRPbXRLLdGxIxVW23ezXfVCw5dlorTD4m0uH4e4Ljmri0ktmTOi2kCGMTzW%20+rj1Kp09qZRVZ+L4F1e3p4GtaRs+J9F+vq4muzfEc09uRZiMU6K3zWIhxMcD5YWGzdC6RoknLZnb%20m+m4IYi5ygA97bJJtxldKUZVXC9bWFY0WV7oyj34+0sXLOPXt1YcftcdEZG43JWU0rQWNDYIAQ5x%203FmgHY1T7O6zlXVUv4uqe21lIprSlHHLT0GHlOPzuXyNpawYv0DZ3cM9rnmzRkRwjWdqbmTse4N2%20bWtc1yhXd1dNtTUrqN14rBdtcbuLLTfhklirOD3+60ttw+SOCSSKMzSMa5zIWkAvcAoaC4hoXpqa%20rNtJ0vLRSbSbojlGO4fyvLQckm5Fj7mPP5u1mtLa8lktX2dtCHPdDEwQ3LpeoargwdntqJQX26L4%20rG+LT22SJUq6ibsjcuCeO3rLZxTDZYcgvM1kbI2G6xtMdbwvkjlefly90sn5TnsDXucNuu4gK4A6%20N3lJeJr55V5WWesxSfhX0xoQIOGZ+7xnIbCWduOGRzMt2x8rPmWT2hDdrHNjmic1jy0Bw3tO3TRa%20xjGkYL6W7O109T9RrN1m2sYxXS02H05wefw9llYcuImunyVzcW7YmhoMcj1EgSWYBjwm1mhaOvcL%20r4IrFIpTxN4WU7tl2Xs+/UpvMZ8CLHi8D5Lm8cYru4idC2SG3LHbiz1pYPO4oBtcCO9vxDNxq0n8%20OPs23GkXRNr4sDRDimTxceIvcDiLhrbCzvbCXGXEtqLhzpwDHcOe2Yw+Z7PMkiofh08ttXxZv3wy%208qPa4pp+HL+2ebnW+nqryJ+b4flm/SV/GbNou8my0jiaxrw0Oka9r3Br5SzQFdqlv/t7NNSSepFq%20tFKPctv0Y0fCrf3damfm2KymQsr/ABtjgo55snYG0bmWyQtdE4qjZg4xy+mwjcPTc4r2DqMpRzNq%205Zk+vp2qNN5Ypu1qLVMbu6nb2Ftsrc21lb27n+o6GNkZkIALixoCoNNUrXUlmk3vZTTjSKW5HOrD%20BcnyvN7vL8mxd22BrZLPBtjlsza2sL94M8gbc+sZHNT4WL5vY308oxrptOyU068Fu9XvZpJ0mqWx%20i689r/cSuIcW5Db5bDuycAtrfj1hNZslbIxzbqWaRA+NrHOcGNjYD+YGlT8P3dFOrlL6oxj/AJSj%20jYl9MpS7/Xv9JmyPDspkcpzdj4xFa52wtbfH3LnAtM0cUrSS1h3t2PLddq9zuxuUk3ptY56/6fZ+%20iNU1ni8MrT7X7DPwbA5TH5e/un4/9px09tawiyMkbzJdQbxLcpC+RiSBw8xR7kVwXptZR0ucqpfS%20qXbu6pik6x4Ro3vddr95I+pTeYz4EWPF4HyXN44xXdxE6FskNuWO3FnrSwedxQDa4Ed7fiGLjVpP%204cfZtuNouibXxYGiHFMni48Re4HEXDW2Fne2EuMuJbUXDnTgGO4c9sxh8z2eZJFQ/Dp5bavizfvh%20l5Ue1xTT8OX9s83Ot9PVXkT83w/LN+kr+M2bRd5NlpHE1jXhodI17XuDXylmgK7VLf8A29mmpJPU%20i1WilHuW36MaPhVv7utTZZvCZO/5Zxq4MZdicX8xcXOrC35gxenDuaXBx2qS0gFD/AikX45P9tna%207ehVL+lGONVXsXtLRQsc5zGJ5Vk/qFb32Sxd5ccbxDmyYq2tpbMRyXCH9ROJLiJ6M/lbtP8A5RoK%201uXxXLgtrfcTqusVFXXvjw9XvPuL4dmocpjrGe0Dcdi8teZYX4ez05GT+r6ETIt7pA5hl825u0IN%20vXyzo2KNb4QcedX7CNa1yp80oy5UvXeby7wmWl+oAysLfSsf2eSzF0rSBcPnD2jZuD/KAqgAe3ol%20aPLNYypTqWlL4Mcsm2uFDS8H4nnsdmbS6ubT5D5azmt8tP6kcoyM8k2+OYbHOf5EJ3ybXI7an3dI%20tW0VI5YpLise231mbzOlbWpSdeDuW/su3Fo5pNyWPjl3/wAat/mcy9uy1bujbsLur/zXRtO3uXrW%20OopOiWLt5bWGum0nVlMxXDslYYrDzQYu8dkMTkn5G/bcyWpuL188cjJTE9t1JGOrdokeAgHQ6jVt%20RmnFeFKUeNqvMrZRlX4m4y7ndt6ze4fjeTtOB5Wwlgb+6ZL9wuHWzXhwEl26R0cfqEtBIa5rV3Ad%20yDpnrQ/pqEbaRS27TXSlTVzuxOVfQQr7j1+OL4OzkwMt/f2tgbZ0tteNtpbeb0AzY9zZYPUhe7R4%20bIew7T1GmulKUqY2cO1cL1Y7SmjZTNhKvHmuPai08Vwz8Lx3H4qSQSyWkLY5JAqF3VybtUU6VfUk%20m7LvYUhGiKdmMTyrJ/UK3vsli7y443iHNkxVtbS2YjkuEP6icSXET0Z/K3af/LLQVrcviuXBbW+4%2001XWKirr3x4er3n3F8OzUOUx1jPaBuOxeWvMsL8PZ6cjJ/V9CJkW90gcwy+bc3aEG3r5Z0bFGt8I%20OPOr9hGta5U+aUZcqXrvMNhguT5Xm93l+TYu7bA1slng2xy2ZtbWF+8GeQNufWMjmp8LF83sb6dY%20xrptOyU068Fu9XvZMnSapbGLrz2v9xK4hxbkNvlsO7JwC2t+PWE1myVsjHNupZpED42sc5wY2NgP%205gaVPw/d0U6uUvqjGP8AlKONiX0ylLv9e/0nQaqWFARsc4Oti4KhlmIUEHWV3UHUUBJoCHclMpZa%20orJh1RfgPe1fA+7tAEygFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoDxcXE%20FtBJcXEjYbeFrpJppHBrGMaFc5zigAACkmobSVWSk26K8jWebw19ixlrK/trrFOY6RuQhlZJblkZ%20Ie4StJZtbtKldEqZ+H4rMSI23HqxyuLyDS6wvILtrQxznQSMlAbINzCdhOjm6jvqaPbsfoafaiE0%200mrnt6mSqgkUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUBGxzg62LgqGWYhQQdZXd%20QdRQEmgIdyUyllqismHVF+A97V8D7u0ATKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgF%20AKAUAoBQCgOafX/NOtOER4SH1Tc8ovIMOBbwyXMogmO66e2GEPkftt2P0YCe6qqObUhHCuaX8MbX%206i2ZwhKavUaL+KVi/Q5tHy2Tj/0q+ofHMDG+ybx3IRftMV/YmM/tuYumOEclpfRMc5v5krEkj1b0%20rSLc/tVdv3MjxudY8nTL2oiEVDUnTGDmsLVC2nKSNzmObck4XL9QrCxuIJnWN1hZ4cpPa20Xy5zB%20EM81y22jtGTCJsY2ucN3QOJA0po+NQhdXWenXhTNyTq91MaBrLSVM39LNltvi8tFY3SmDtSiS+S8%20z+o2Jv8AknFsNm4Mte2MWMuLHK35sbS5El9O+OSxD/ThsTcPbHug3x96h2iVUnJVpdqZbL5LLmdK%201tjc6YfLvnUWWlnxablwTzUryfpL99JuS3nIOIMub+4uLjI2t1c2d8by2jtLhk0Epa6KVkJMLnxh%20Gl8aNd12tKtG0qZYyV0o1rvwrwu3u0xhJuUk7MsvUnfjffRFyqhoKAUAoBQCgFAKAUAoBQCgFAKA%20UAoBQCgFAKAUAoBQCgI2OcHWxcFQyzEKCDrK7qDqKAk0Bhkty+6hnDkEQe0t113p3EdNvaDQGagF%20AKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoCLdYrF3d3a3l1ZwXF3Yuc+xuJY%202Pkgc9u17onuBcwubodvUUVjqr7uwVspgRr7i/Gr+W5mvsTZXct5HHDdyT28UjpY4X+pGyQvaS9r%20Hjc0HodRSNjqrLa9qufMexrsd65PEzHBYQz3lwcfbevkGMjv5fRj3zsjBaxkzkWRrQSGhypUNJqm%20Fa9u8lOjTV6VFwW5ES24bxC1xM+GtsHj4MRckm5xsVrCy2kJRd8LWhjunaKmXiSTtpcQnQn47GY3%20GWUVjjbSGxsoBthtbaNsUTAqo1jA1rf4CpbbISSuJNQSKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgF%20AKAUAoBQCgMcEPpMLF3K9716fG8vT+G6gMlAQ7kplLLVFZMOqL8B72r4H3doAmUAoBQCgNVfcs4x%20YXJtrzKWsFw344nysDm6E+YL5dGk691aw0JyVUjOWtCLo2R/+d8N0XM2g1I1laERVVenwnr3HuNW%20/ttTcyHrw3ogyfVHhceTZYG/B3hTdgfp2EEja+TsPlPYgQ66FLryeplrT2lJea006VJ3/O+G6Lmb%20QakaytCIqqvT4T17j3Gqf22puZd68N6JFhyvjV/cstbPJ209zJuDIGSNL3FoJcA3rptd4HuNVloz%20iqtMmOrFuiaNdFyjNXuey2KxuMtpG4l0LZLi5vHw7zMzf5WR28/woQVP/UDKFsc3FruNJWSpjRPv%20r7CceW4JmfHH57uKLL+gJzbl4GhBO1pdtLjtY5yAfCCahSTrS6O3vFGqVx29xMx2Zw+TEpxt9b3o%20gdsmNvKyXY5SNrthdtKtOhqcK4CpMoDXZXkeBxLmMyeQgs3SAuY2aRrCQFJKE9NDVZTSvNtLy89T%204VUgnn/CR1zdmEUlZmhEVV1/0nwPdUfcjvNF5LW+lkLJ/VPg+PYwuyTLlz93ktkkLQ0FS4qGt+E9%20Suh7ilZa8Ua6X43WnhTmTG/ULhDmB/73aNDhuR0gaQNV3ByFpG0qD3Huqfux3mb8jrJ0ys9s53wx%208jY25qz3uKAGZg11CanT4T4HuqfuR3kf2Wt9LPPIeS3mNzOHxNnZR3dzmDcCN007oGM+XjEhUtin%20cVC9BVo2trcq9aHM7FXjT0+wx4XmdrdW+UflWR4h+HuH216+WdjrcbBuD2zOEflLdfM0J21NVlUk%2076rtV4cWpOO5J2bmR8z9QsRZ5PC2FnPZ3js06QRXDrtkcLGxr5tzWy7t7mOY0AauCL1qYLNLLwr7%20iJ2Qctvd3m+/e8KckMWL+2/cyNwsfWj9dEJX0l3/AMh7Ow1CtuJaavPEfIcBLNdwxZO1kmsGuffR%20Nnjc+BrCQ50rQ5WBpaQd3dVcyy5sAlbQ8cc5Lh+R4xuSxM4ntXOcwnQOa5jiC17erHdu1yFOoq7j%20QiqrQ2dQDyJIyiOHmJa3UauCqB7QhoAJIyiOHmJa3UauCqB7QhoAJIyiOHmJa3UauCqB7QhoAJIy%20iOHmJa3UauCqB7QhoD61zXBWkEKQo11BQj+BoDT8a5GM23JuEHoDHX9xj/j37/l3Bpf0ains1TvV%20QEbYqX1ISopNbqdVU82XKbJwvHZKS1x8dvfSWED33cEgldG3cF2kem8gOPpO8wA1qE1RN8ehMrHT%20guu3aTG8gwL8a7KNyVq7Gs3B98J4zA3Yoesu7YNqFddKmVlK4kJVuwPM3JOOwY5mTnylpFjpSWxX%20r54mwOcFUNkLthI2O7ew0bo6MEPIcqt7bMYGwgYy6hzr52R3cco2s9CEyqEDg/dtI0cP46pKXiad%20jUa+j2kNrLmVtqXeZbjkccXJI8GyH1JPk339zLva0RRteI2eU9d7t3aOnbqlM1kn9K67u4vlu4vb%201EHiXJ83yHG2eWbjbW3xt3uO43kj52hjnMKx/LMau5vQvFaNJXvCvSpSrt4NrudCRjudcTv7e/uI%20cnbsgxsrob2SWVkYjLSW7nbiEYSxwDj1Q91Ur4VLCV23qJxaxRtre+tbyzF3j5Y7yF4cYZIXtfG8%20tJCB7SW/EEpOqTorSY0btIXFuQQcgwVtlYYzCJ97ZIXFSySJ5jkYqBdr2EdB7hVmlY1c0n3lcWne%20nQ2tQSNwUtXzDUjtQ/8ApQUG4KWr5hqR2of/AEoKDcFLV8w1I7UP/pQUG4KWr5hqR2of/Sgoafl3%20If8Aj3H7rL+h8z8ts/IMgi3b5Gs+MhwCbl6UTWaMfqlQYN7k33GbkWXlxGDusnHDHO+2YJPRmnjt%20GOChVnmRjNO12nupilvdBC3uPs/JOPW9yLS5ylpBeFzI/lpLiJsm+Rpcxu0uBVzQSB2ipis11v6E%20J2VZluc3hrW9hsLq/toL65T5e1llYyWRVTYxxDnfCeg7KhW2Il2KruPP79g/3IYv9xtf3M6ix9aP%201+hP/aXf0aT07KhNO4SsvIfHeSNzByywfLNxd9NYucX7g/0AFk6N2qvSifgUnjXo6EyXjyrcupp3%20/UQyYTGZSysGzDL5N+MsY5ZzECA+VjZnOEcjgHegu3aSAdehqVVuKxlGvKypEqLN+3raltyNjiuW%20OmyuUxWWtWY28xUUd1LIJxLbut5Q5JRK5sLhtMbg7cwD2nVFlG9zo/UGmmlvVfUReR/UbAYrG2d7%20a3dnfMvrsWUMou4mW7Xo4yPlmb6u1sYadxDSnag1EK2Sjv29NhNLG92369hvIc7iXXseNkvrRuXc%20wPdj2TsfL0JO1h2vc3yu12jpU2OtCLaKuJ8l5Hx6G8kspsnaR3sTDLLaunjbK1jWlznOYXbg0NY4%20kp0BquZUbwV5OV1oYsBybFchxH7phpRdQEvY1qhrg9hI2Pb1Y49UdqAdRVtRNKqVXSwKmalRxbkE%20HIMFbZWGMwife2SFxUskieY5GKgXa9hHQe4VLSsauaT7yuLTvToTMc4Oti4KhlmIUEHWV3UHUVBJ%20JoCHclMpZaorJh1RfgPe1fA+7tAEygFAKAUBosjwbieRvX315jY5bqX/ALkqvaXFAFIaQN2g166D%20uFdMPOasVRSsMZ6EJOrRGH014METExjaEHmk/wDq7ECdyDuFW/v9b6iv9rp7iv3P0UwUmbZdw3Do%20cWCDJjQHknvDZvUDmj4U00T2N27r8lPLR37zGXkYuVbkWAfTXgwRMTGNoQeaT/6uxAncg7hWH9/r%20fUbf2unuJOO4LxLG3kV5ZY2OG5gURSAvKKE6OcR0/wDAdwqmp5vUmqSdUXhoQi6pWlak4/JFy/kG%20RyPE35y3vnWzrCcDHybRFCWvG27uI3MVwA6a6dnTn0pZYpXSUpP2Gs14q4ZV32126nrlfFs9kc9k%205bGCSODL4J2NbdNfE1sFxvkkAlHqNftcEYsYJ16pq2rj4ZrfKMudMO3iWi1WD3ZlyrSj7Lbje8Yj%20vvWDrvj7MVJb2kVsb18lu+aUs0MbPQ3n0W7VaXuadR5Bqm0pZm5XZpXe30YmUY0SW5FjrMuanNcT%2047m5Y5spZMupYmlkb3FzSGnVAWlvbr79eyqS04yvOnQ83q6Sag6VNb/+seCdmIjCaBHyj/5/D3Du%20FV+xDcbf/U8x9b6Gj5H9FeP5CS3kxUn7SY1bNG1r5GPaehHnaWub2FewDsaRnPyyd1h1aH5rUimp%20+Lobi3+lfBIYI4v2xspjaGmV75N7j94o5oX3AIgRECXWhDcc8vy3mG65vQZW/TLgjSCMRErenmkT%20w3f/AAg7hU/YhuK//U8x9bI/LeK3OY5PxqdrJm4yw+cF5JbXDrVzPVhDI0fFJFMNQnk/j3jXTslJ%20/tp1OGcm40xzJ+kicp4O+OxxX/HYZGtx2R/cbq2jkjdcTucx7TIJLwvjfM1zgW+sU9yNIVedPBJr%20v2txIarGW90vx4bWcDX4bhWZt+U4fLG2uYbdt5kbm+Zcz2kjmmeBsUcj2W7Yo2OkLPhj3pop+7bT%20eWq/b/urQaknL/NG/gnz4cXwIsHAuQfNS2F0L2SE5WXIxZCGawitx6khkZM9xjkvvWYBt2N8p0Rz%20R8OSi8ij9MWtqb6409BaU6Sk1dKnut3cO4sPDsVlbG0ssVfYOOGTG28sAzZkhcHFzyB6AYTOkgG5%20+/Z/Hs01Xni6eGsUtqYYr0GcY5Wq+LxN9/PHBk36dY/KYzitri8laPtbmydLGS50TmyNMrnNewxS%20SeUtcPi2n/SKvqSTo1uXRJBRpXm+rbLNWZYg/seI1/SR+a5F87TrchElP+oINa0+7LfhTs3EUQ/Y%208Rr+kj81yL52nW5CJKf9QQa0+7LfhTs3CiH7HiNf0kfmuRfO063IRJT/AKgg1p92W/CnZuFEP2PE%20a/pI/Nci+dp1uQiSn/UEGtPuy34U7NwojPa2NnaGc20LYjcyunnLQm+VwAc93eSGiqym3SuASKfx%20VnIMHcZqC4wN5cR32WuryC6glsfTMMzvI4iS6ZICjem3tHubXT+CMXZRestqfE3fYuiNZJxDkj59%20xtFb/wAs/dCskZ/RCMgSfH3ojfi9g6iNJUyVwU+rdNvQTquuemMILupXH1r1GC84Vygi4uYopAYO%20ST5aK1hktvUmt3x7GSResXwCRrtWtlQf7ShEafhyvcpLvdm3dQarzZqXUh0vW248s4nyS1vLe8jx%2017JaT3V5cXtuy5sG3wdJG1sbxLGLWOBsuzztgkJ6a90tPK1+2i5t1tdK0WHHeiJSq632q/gsFdXi%203XkZ+M8O5JYs4U26tS04e5yZyJM0b9jJxKIXA7yXNcrUAVNFaP5dc1ZVrZ9tLt8Ps3dpSSskljNM%203DIpIfqnkdwX57CxG1cuoMM72yMbq377T2e8/wAvOlWGpFX1X+lo0k1mg3dautfQQvp7gpMPZY61%20yHEnQZaAyNmzIbjnBu58hDvUZcOuCNiN0Z29EVOhyq7LLF6F6WZ5aVxtfp9XuIUfFeT2k29thLcR%2047kE+YZCJbdrbu3uBI1oi3ShJYVB2yhjO7/TlpvKoWfDGUe/Hl14Gk/Fmt+JxfdSzbcXzARSMsXv%20kxcWHfLLJIbSJ0biVP8A3JTE1rPUeiuQu/3GpdiXBdiKK9mg+k7XHibrlCyK9vr65t4yE2xPuX7A%20F7ECj/p0CKppwW6C9vrJl/yT/iZa7yytb22fbXcTZoHpvjeFB2kOHgQDVZRUlRlozcXVWMjzYPET%20Ou3S2kT3X5jN4S3WUwp6Zf3liBKOEXery61pqlr8NacK3ibB4iZ126W0ie6/MZvCW6ymFPTL+8sQ%20JRwi71eFrTVLX4a04VvE2DxEzrt0tpE91+YzeEt1lMKemX95YgSjhF3q8LWmqWvw1pwreJsHiJnX%20bpbSNzr4xm8cW6ymFPSL+8sQJRwTvWyC1pqlr8NacK3mo+o+JyWW4ZkbDGwfNXsoiMVuHNYX7JWP%20I3PdG0aN7XCrJ0nCWEZJszVzW9P0Gv5lFnuR8LzGKtsHd2l5JCwWzbmWyAlcJAUY6G4kQgM3ebZ2%20IQej5ovdJd23uY0nSx/S/Qajk3DeQXrObm2sRJLlYLBmMf6kTXSmBg9VoLnjZtLe3ap6HoWzCzLw%201c3ZtX2FdOylcNOnbbttZjzvCuQz5rOt+XurvH51lu0G2msYY2hjQ1zZ33Mc1xGY9isdAD1Hbq1p%20NpUbdk3Lha6p76q4RdEv4UulHt6SPccS5jLk7R01hNIbPONyL7iGe2htH2zXu2GOCN8ZdMGuWR8r%20Fcmh1G1pfFFvc0+3dw6kTqotLcqdL3ZV9C2cbweWtbblEd1GYn5HI3c9kS8O3RSsa2N3kerenQkH%203VlKP9HKr6S6tmykvvKWFIdLys2OFveQcA4fbWsUjm2GRj/cgyU20sTLQzQzEPD4pGua8fyncvRD%20qN50epGXy5PTFGOm5RjOL+KrX89fRbf7Decu4AyfjGRtcC14yF2+Ke4dPNJPLciB25sTprl0p/2b%20jtGg0FUTacWroyrZf7+ZdUt3uNOW3Cho5OHciustZZX5G7jkGUx8t185PYbzb2bJgZDFZsiibsMg%20DUc5zgihqDbeLpJbvF1VOpEnWL35afzJ7WrcfbLgueZkDZ3jL2a3GXkycd9FNYRWxD5TK2V7nRSX%203rMA2bG+Q6IWj4aaLcVH9i251rj7Bqt1lT5tunDuNvgMHmbCWXGXmGjv2nJXV9FnJpYdjGXD3PbI%201qvuPXbo1A1reiPA0FEm9NRuag47cHW0mVM7lfWSfL3UssNp9Osfk8XxS1xeStX2tzZOljJc6JzZ%20GmVzmvYYpJPKWuHxbT7BW2rJOj4LokiqjSq4vq2yJ9J2uPE3XKFkV7fX1zbxkJtifcv2AL2IFH/T%20oKRVNOC3QXt9ZMv+Sf8AEy0Y5wdbFwVDLMQoIOsruoOooCTQEK7e1mStHOcGtEc5cSUCANOvmb/1%2093aAJJubcKsrAiqrhoir+B3gaAG5twqysCKquGiKv4HeBoAbm3CrKwIqq4aIq/gd4GgBubcKsrAi%20qrhoir+B3gaAG5twqysCKquGiKv4HeBoAbm3CrKwIqq4aIq/gd4GgBubcKsrAiqrhoir+B3gaAG5%20twqysCKquGiKv4HeBoAbm3CrKwIqq4aIq/gd4GgBubcKsrAiqrhoir+B3gaAG5twqysCKquGiKv4%20HeBoAbm3CrKwIqq4aIq/gd4GgBubcKsrAiqrhoir+B3gaAG5twqysCKquGiKv4HeBoAbm3CrKwIq%20q4aIq/gd4GgBubcKsrAiqrhoir+B3gaAG5twqysCKquGiKv4HeBoAbm3CrKwIqq4aIq/gd4GgBub%20cKsrAiqrhoir+B3gaAG5twqysCKquGiKv4HeBoAbm3CrKwIqq4aIq/gd4GgBubcKsrAiqrhoir+B%203gaAG5twqysCKquGiKv4HeBoAbm3CrKwIqq4aIq/gd4GgBubcKsrAiqrhoir+B3gaAG5twqysCKq%20uGiKv4HeBoAbm3CrKwIqq4aIq/gd4GgBubcKsrAiqrhoir+B3gaAG5twqysCKquGiKv4HeBoAbm3%20CrKwIqq4aIq/gd4GgBubcKsrAiqrhoir+B3gaAG5twqysCKquGiKv4HeBoAbm3CrKwIqq4aIq/gd%204GgBubcKsrAiqrhoir+B3gaAG5twqysCKquGiKv4HeBoDHJ+3OnZcSeiZ4A9scrtu9gcu8NcdWr6%20ev8At9lEDIbm3CrKwIqq4aIq/gd4GgBubcKsrAiqrhoir+B3gaA+PntS1zXyMLUIeCQiDcqr/sd4%20GoaqSnQ8wusLaFkEJihghbsZEzaxjGsBG0NCABoYfD2VZupVKh7NzbhVlYEVVcNEVfwO8DUEg3Nu%20FWVgRVVw0RV/A7wNADc24VZWBFVXDRFX8DvA0ANzbhVlYEVVcNEVfwO8DQA3NuFWVgRVVw0RV/A7%20wNADc24VZWBFVXDRFX8DvA0ANzbhVlYEVVcNEVfwO8DQA3NuFWVgRVVw0RV/A7wNADc24VZWBFVX%20DRFX8DvA0ANzbhVlYEVVcNEVfwO8DQA3NuFWVgRVVw0RV/A7wNAY4f262a9sPowtc98kgZtaC9xc%20XucieYlriT7DTCgMhubcKsrAiqrhoir+B3gaAG5twqysCKquGiKv4HeBoAbm3CrKwIqq4aIq/gd4%20GgBubcKsrAiqrhoir+B3gaA+PntS1zXyMLUIeCQiDcqr/sd4GoaqSnQ8wusLaFkEJihghbsZEzax%20jGsBG0NCABoYfD2VZupVKh4xkjJLUvYVaZp/Z0meCCD0I7RUEkqgFAKAUAoBQCgFAKAUAoBQCgFA%20KAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgF%20AKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCg%20FAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKA/9k=" height="307" width="481" overflow="visible"> </image>
              </svg>
            </div>
          </div>
          <div class="fig"><span class="labelfig">FIGURA 3.&nbsp; </span><span class="textfig">Relación entre la evapotranspiración del cultivo y la pprecipitación efectiva anual en Jagüey Grande en el período 2011-2020.</span></div>
          <p> Resultados similares, fueron encontrados por <span class="tooltip"><a href="#B10">Duarte et al. (2017</a><span class="tooltip-content">Duarte,
            D. C. E., Herrera, P. J., &amp; Zamora, H. E. (2017). Predicción de las
            normas netas de riego a futuro en el pronóstico de riego. <i>Ingeniería Agrícola</i>, <i>7</i>(3), 3-10, ISSN: 2306-1545, e-ISSN: 2227-8761.</span></span>, <span class="tooltip"><a href="#B11">2018</a><span class="tooltip-content">Duarte,
            D. C. E., Valdés, P. J., Herrera, P. J., &amp; Zamora, H. E. (2018). 
            Predicción de normas netas de riego del frijol común en la zona 
            occidental de Cuba. <i>Revista Ingeniería Agrícola</i>, <i>8</i>(2), 41-47, ISSN: 2306-1545, e-ISSN: 2227-8761.</span></span>, <span class="tooltip"><a href="#B9">2020</a><span class="tooltip-content">Duarte,
            D. C. E., Blanco, U. E., Herrera, P. J., &amp; Zamora, H. E. (2020). 
            Modelación de las normas netas de riego de la papa según la variabilidad
            climática. <i>Revista Ingeniería Agrícola</i>, <i>10</i>(1), 8-12, ISSN: 2306-1545, e-ISSN: 2227-8761.</span></span>); <span class="tooltip"><a href="#B19">Malek et al. (2018)</a><span class="tooltip-content">Malek,
            K., Adam, J., Stöckle, C., &amp; Peters, R. T. (2018). Climate change 
            reduces water availability for agriculture by decreasing non-evaporative
            irrigation losses. <i>Journal of Hydrology</i>, <i>561</i>, 444-460, ISSN: 0022-1694. <a href="https://doi.org/10.1016/j.jhydrol.2017.11.046" target="xrefwindow">https://doi.org/10.1016/j.jhydrol.2017.11.046</a> </span></span>; <span class="tooltip"><a href="#B27">Sosa-Sánchez et al. (2021)</a><span class="tooltip-content">Sosa-Sánchez,
            Y., Duarte-Díaz, C. E., Cisneros-Zayas, E., Puente-Sánchez, A., 
            González-Risco, L., &amp; Breffe-Navarro, M. (2021). Ajuste de los 
            requerimientos hídricos del pomelo (citrus paradisi macf.), en Jagüey 
            Grande, Matanzas, Cuba. <i>Revista Ingeniería Agrícola</i>, <i>11</i>(3), 9-15.</span></span> y <span class="tooltip"><a href="#B29">Valdés (2017)</a><span class="tooltip-content">Valdés, P. J. (2017). <i>Predicción de las normas netas del riego del cultivo del frijol común en la zona occidental de Cuba</i> [Tesis presentada en opción al título de Ingeniero Hidráulico]. Universidad Tecnológica de La Habana-CUJAE.</span></span>,
            quienes evidencian que el clima está sufriendo modificaciones que 
            apuntan hacia la disminución de las precipitaciones y el incremento de 
            las temperaturas, que propician el aumento de los niveles de 
            evapotranspiración de los cultivos agrícolas. </p>
        </article>
      </article>
      <article class="section"><a id="id0x1454580"><!-- named anchor --></a>
        <h4>Evaluación de las variables del cultivo del naranjo en Jagüey Grande para el ajuste de sus requerimientos hídricos</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <article class="section"><a id="id0x1454880"><!-- named anchor --></a>
          <h4>Evaluación del crecimiento vertical del sistema radical activo del naranjo</h4>
          &nbsp;<a href="#content" class="boton_1">⌅</a>
          <p> En esta investigación se estudió el crecimiento vertical del sistema radical activo del naranjo (<i>Citrus sinensis</i> L. Osb.), como información necesaria para el ajuste de las necesidades 
            hídricas de dicho cultivar en las condiciones de Jagüey Grande. Como se 
            puede apreciar en la <span class="tooltip"><a href="#f4">Figura 4</a></span>,
            las longitudes máximas del sistema radical activo se encuentran en un 
            rango entre 0,33 y 0,42 m de profundidad con una media aritmética de 
            0,38 m, una desviación estándar de 0,10 y un coeficiente de variación de
            9,30%, lo que indica la poca variabilidad en los resultados. Por esta 
            razón se decidió utilizar el valor máximo (0,40 m) para calcular los 
            requerimientos hídricos del naranjo ‘Valencia’, mediante el programa 
            CROPWAT. </p>
          <div id="f4" class="fig">
            <div class="zoom">
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MuM1vU48C%20m+3kLSRcHYs/GOytV6T8N1dxvSrbHxXN7okv3Fpp3PvVr/a5Xu5w8HiX3t/csZ1eLDcltPy5eSlN%20wMZjogQZEiQ74IRyraaTZIKlKWtKQB43sCUuyqsW5fRKWxHldnkvfl4lC6t7vOsxuxSOweqlyR2h%207B9fw7TDKZavotLRFSAWmipG5ZUtxy34z5bz2lqpRLG1lZzlKra2PDBLc+o7qi9tla1p4tcJmXun%20DHI2u2e58l/FYWRgnJGKmfunH4POQZbDfqGw6sc8dQIfb8za0qC2lEEG6VVHbx7lFnW2v/GtvCLL%200QutNO4n8VKJ+LUPjgyU96O0Z/rPU2MpiRIQwmdHRmZsNluRIi49RPO+026lxsqTZI8yFAXvaqNr%20XVWemjzfTCeE/wAMYL1q3W2lTePKuMr3SQTPfN3T8BkoPd1ZqPkexRILeVi46MXnGZDgtBlsqUyh%20pe1XndQ2hQFiG7+OqT/MpVrNW5OK2c8Mtmb3IylPt9yynyrrXFdHn69puy/fbDOYrsM3C4fIZJGC%20ZluJkhDSYjzkJWx1svJcWpgj5gHkIUtIJQFaXxd/9etZOM+Ljx31z6YmlKp938v5lmtuU/wnKTPC%2095Ypx2NTIwmRk5yRi28xksZARGdVFiKFvULvI2FDhBLbaFrdt4oB0r092ira+Plo4b3cOcZxK4mf%20Zm9atLG/wrfxXCcPNplmTK+9vWIbjiYkDI5dtvDI7EX4LTPGcesn6l33mLKSkbikgG3hc6Vk8NU4%20aLKr/wCWXp7i1Fq0x88x/wAXDXP0zidzA+7ODzGQ9EnHZOIp3F/5uCt+OFeqghQSXGG4633t11Cz%20a20rVcbQb0ahWe2jUrbjMcMY384K1c6fxZenvy4n3qHuz17s/YH+vsRpMHLMRRP9NKMVajHKw3uP%20pX5PGoKIu27sWLjy1dUbq391w+vLB9GyHaGlv6ep4rqkV3uvclwvdL/BZLuv7RwScGie2oHGNF2W%20ZbjRHJkI8nd9NPyp+ysaOVdt41dY61bfF+nA1snFIXxapfLRHDazZ6r7nZmN7e4fL9oxk2Xkpqn0%20h1hhmIhxhpwpakvLlORYsfmb2qSlbid1/IDV+93FVJxHkVrbquMVO3kpaM0sbQ5qrwnvWx4bNmrB%20eKJKL7ydYyOO6/Lw0ablnuyJfcgQYjbXOluJpJW7yuNNpDKvKbLJUfk3VN6NN13VVm9yeT347ob4%20Ctk1jg9WmN79mWMzEbSo9A9ys9lcf7eyMvmnhJz0vNty2Uwo3HKbhF7iDzm5lUbhQgEFtBKjor7T%20ZxVS9nZVnu+SX68svUT3HjeNndrVb4eyJ/jlmXrA+5uOzW1+Nh8ujFPxXJsDLmGXY0plrx4hHU88%20lahq2h1tCl/2g1m5VW2nMTG3HLh68NpCadoWPmdZ2Svdxy4kIn3mxOXi9gxuMZlY7sOOw7+VjsSf%20SOL40pISu0d6WlC0r23beCV6i6az/c6q9m901NMN8N+p9Ga9lJ92lbLCz24erCy6wS2D7quJ7PY7%20uWee5nkYRjJT3rJbLjpjpcVZKUpSCtZsAE210rf6h/rd1TY4XPJGX7Sr7kJ734Jv2IrPtT7iZ5rB%20dgT7jZNpWSwjUfLSJKWktBGOmxESUJ42kJ3FpfI2fLuJHx0q3eqqUb20taluNk8Hu8yagijd7qMr%2011VW5bV0jGd5udr955uK6jMzcTq2UafY9EuOjINtNsOsznktJdS8y863cbtWlLS4CRdIGtV0tdyt%20GsXfS1tW3k9yhtTmQu5V1tZZKjss4w9fHKYyQPum1ie0dk/zLmQ9BBOEbcxaosMDGKygKN65LMhx%20TyeRQ5fEI/s3g3qe3SYqsXbuOqf/ABTS5PY97xwxLdxxDySpaz4xbPPYtm7Emcj7u9YhLnNBiZKk%20RcojBRWI7aFrm5BbSXVMxrrSn6aVWcU4UJSR41Tt+dLT82rDhXO26C1k6zOSS/yyXPbG58ya6t2/%20HdjRNTHZkQ52Mf8AS5LHTEJRIjvFCXAlexTjagULBCkLUk/A1MTVWWKc+KcNc0Q8LOrzUevIge/e%205DGGVksJjI0udn4+JkZRxUNDK0w2kpKWnnuZad25weVDaHFaXKbePn797Lt3tXDTGOyXl6ZLazbt%20VWuqt8zy4LP025LEi8B7vMt9a683Miz8/wBjkYKLmsyjGsslTLDjSSqQ6la4yPOvdtbaClfYnwv7%20v3FFW94wpRw3u9+WJ5+xW1kvvWbhb4bXBcMc3lOJuY/vEvK+6mJgY2ZzdWyfWV5hhAbSEuOKlNJb%20d3KQHR9Jz5dwGvhesaVat3VbOjpHXVPjAtdOlLV+a1k+i+3lzKX2D3f7bg/dDuWCluW683DQzgJX%20GzeNlDjvVttX27l89l25ArzAAaaHzW7j/Iu5i61uvFValbsFZPlOZ6VVfmdv7r06v+VrKrz/AA6c%20PVts0b3ij4PoHW8v2KNNnyp2Gj5PIzmURY7I3MpU4rfJdhsrcUokhljcv8Fim/t/cpV7tqrCqcen%20zPjCPL2dVqzm5fqe14JcJieMNk9H90sLN7DjMHi4M7JP5XGMZtiSwhlLCIMh0NB1xTzrShtvuKQk%20m3yhR0rOyatar+Rw/CdmL3ZT0xLJzRW+9PqifaYMZ7v9cm9qi9ZdiTcfPnh84/1qGWy8YyQtaSwl%201cpg7DuT6hlvcPCqVtNbPbWuprbHTDpM8B3LaXj97TPH3p7GsMt5g6t709d7FMwjDGOyUJnsaZX+%20Hmy246WnnIX57QDb7riVJAJG5ASbaE1p+W2nselW6OPtyHcehudl9L54+2PWphkb0/3Zjnq2CL68%20j2nO5p3IeiZjw4sWU83BkrQ6pTYfEVpDSdqQpTw3af3G1RnELLt1u+TSx5t7FJey891KUX0rwmFv%20jOXBe+qdqw/aMOjK4palMlbjDzLqdjzD7Kih1l5B+VbahY/D4gkEGpdYh5pqU96KtNN1edXDJeqg%20UAoBQFV75F9S/wBXb9F6/bnIzvBy8O3iZec592l+DZy7P79u340BaqArefkW7d1aN6sI5HJrvoOL%20cpzjiqTzB2x2Brl2lOm7k8fLYgWSgFAKAUAoBQFaHTP/AMkHunrPHEDD+g4/skmRzcu779u3Z99/%20hTtt1Vl951fgmveTd6lVfd1f5afsGd6acr3LrPZPWcP7dE0ek4t/P61pLf5m5PHs2X+U3+6p7b0u%20z+9XT65krdaqKv4lbwTXvKsv2WWQ9iE5xX7OkZYZxeHVGCpKX+cSVMtzOQBLBeTu28O/xG+p7LVN%20Er9L4fXGrfE8Nkk93zq6y/N+L1THOOW5H2R7MOKx8tuPmg3kF9pV22BJXF5GmXioER3WQ8gvI27k%20khxHjfT459ua/lw/062rtxVpnbhn6SWu1bXPzqq5adPD8J4j+y0oBK5WeD8g9rb7a84mGG0qUhsN%20mKlAeVYG3zkn70nxNu15NEfJW65659k/yWBF3q1T89arlpafuMr3s04HJc6JmuDMHsa+z4yUY25p%20hbjSWFxnmUvNl9tbSVBRDiDr/XdXtLQqRnRXXNXbb5Z+onu216pysqdHTJ/w/mY2fZeV6R1uXng/%20If7Uz2x55MNLaSprjvGSgOqsDx6OXJt4g6k27aVPy4/61brq1f8Ay/kVvNlefnqq8o9MmeH/AGUm%20cjMOJ2AMddjdia7NHxy4fK8l1LvM7H9SXgniU4VFFmgpN9Sv4u15dH/1qyWzOYnip5Rs3O75lfZ+%20Znzw+zLflCwNdz2KmHIoWjsDScc12NPaEtKx6Vy3JCXd/DIlF/6qEpUtLZ4wU3HzAWp2Xo0fgrau%206dU4v8XH1bnd8yvGH5i8MsF+GV8PSYz2H/ZSZyMw4nYAx12N2Jrs0fHLh8ryXUu8zsf1JeCeJThU%20UWaCk31K/i7Xl0f/AFqyWzOYnip5Rs3O75lfZ+Znzw+zLflCwLZ3jpi+yIxMiJO/xuYwc5vI4yYp%20svtBxILa23mQtkuNuNrUkgOJP3/AxXy3V1mlZdLKH7iW5o6vJw+qyZS5fsEzPxU1nJ5ZqdkpGfX2%20SO+/AbXES840hpcd+Gp0pfZKUn+9J8NdDudtKipCT0KyxxlWbb3Y8tqy2C1nbVL+LT0dco9kOcOO%20Jvt+zLScLAx4mwojkXPRc+9/jsVGgxlekUFJjNsMqCkiwtyOuOL+0kaVZOLUePk1bc3ZNThGU7tn%20Uo1Nbp/PXTyhzxn2bki69kx2fnRGRg8uMPMZeS6XHIyJjLzYuFMvNKU0vaq/i26hQPx+FVjHescP%20Td4b0y+ENetfyfptKKz7ItohBK8o0ic92SN2ee7GhJYjrcilNo7EcOq4kqCPnK1qvcm96tSKukTF%20NW3N2TXqnBbkVvN/zHbPuVVeSXjL3mCR7CxJufzOWnZRsqysPIQiqHCbhvrTkBbfNcZcDUpTA/LP%20CgnxWVHWsq0ijrvS9T1TGx74wzwxNFf/AGVvHwufVETu9fEwzPYP1b2PnyJ2KmZWNjG8PJdn4VE2%20MtiPcR3mI8iQssyEJNlL5FoVp5PhW/ctqteyUa3L3zwe57mnzMaV01rX7ihcvxRE47VDxaJV32aj%20+oyS4+SSw1P6yesJaREabS3cqPqQhgsNeKz9JDaU/YRWfdTsrrZe1Xtw0qIzNe1bTbt2zfb1ddVl%20bplxPD/sszIEdLmZdQlrqquprUy0G3CFFB9UlW9W0+T8ux8fm+13Vrfcb/7LVfLS2+qckdry1pX7%20jb/uUdOD3mTpPtNN692uJ2GXlospUTDjBtQoWOTBZDKHEOocA5nyF7kq320VfQJtY7Puzr/HZPlE%204LhjlvM9D01U/A31lR48em+ZnLe3WOy/bZ+ayTqZMDJYT/BScUpvQoL6ni5y7vx2ts08b159CdL1%20fz2q+WlP+ZrqadWvk1ddWn/49ZKzH9m+wMMdZ3dpanTOrolxoT+QxolIVGlBIb3NmQkiQwlASh4K%208NCj5t17t2bs/itTTZ+9Zw3tmZM3XCFkral4ZPelmsoPvX/ZSb16F1kYrPoRlOtifHRNegpWh+Hk%20HS6tpxlLzdnEKsUuBdr3ug3tUt+Zv73brR/8cmt3XUWWLbti9evxzT4PhEbIPfXvZFOJi9OjP5n1%20rfVXso66VxthljKhxKkmzpDezmN/m3fYKi6rZNNYPtfl/wDjj/iHa3mxxt3K38PT+BsY72nzsbqz%203UHe1OHq6cdIxkGLGhtMSUofultyRJK3C6plJ2jjS0Ff3bqr3E+5WL4uK5YLy8Mc4h4xElqNUtNV%20FZs/7tk8M1hM7cDSxHsjMiznpkzNxnC5153rLbELGJhstsLKSh5Ked47wdxXrZV9NoGtv3H+yncr%20l+Y0+CicEt2ORXtN0fbf/wCu08+fHj03zMZj2sOT9scV0BeVLcGG1AjZGUhmy5UaEUFxtIDg4S9x%20jzblbfvq3ft+Z3V3N1tUezHhn9hXtp0pZJ4tOHunht3GlkPY3ByczPlN5KcnG5jEPYXLwpMmVPdd%20Qte9l1qTMefW0plV9qbFOvh43zdZrev3nV8rVyfHdBomk6tLGsrnVr4eG+UZMt7X9nznUZvXM32l%20EptxmI1j1tY5DLbK4TyHkvupLzjrzjnGErs6hFvlSmtLXbuu586vr4co3Z5tmS7aVdC+DQ6+P2eB%20nX7Ttz5fb5GbyCJg7jAhQprLDCo6Glw2Vtl1vc88fMte9KSfLa25XjWd6p0da4efWnufljdk6zxN%20qdxq9bP5ausb03jyww9ZpxfZZuH1LB4yLm3k9gwU9WYZz7jXJzznSvnVIjlY3tupdUkoDgVa3m8b%207O/nrZJLTXTHBrHdnnzMa18tqvHVZW6r4fBYFk6V0tfXncxPmThkcznpQmZKWhkRmSpDaWm0NMBb%20uxCUI+K1KJ1JqspUVVkpfW2L/gtha3mu7vNqq6VyIvtftnLy2dyOXxOYGKczeKVhsy05G9UHGfMW%20XWfqs8TrfIsXUFpIPyjxOF+1Nb12XafVYeDWe3c0aK8WrZfFSY5PH24r1ysCuyv/ANfMer/EPsSs%20e/OgYePhJbmWxLOSZcRFTtbksMuuo4Hhc6lS0kWBSbG+/ctqve2WtzxXJ8t6Mq1hJbazyxc4pROO%202U88S1Yb21jYntuLz8eWnjxmEODTCRGZYSu76HuccAaab1QfIhoDXS3hTV5rv7+nppldc/UGprWv%203bWf9yIrtXstjeys91Znzbo7cYTjB4AVQnoDIabcSd/1CSLn5dLp+NY27c9tVTxrd3n+qJUck113%20m1bpX1NStGmOtnP+XqIyV7DyFx4jMXPNI2dda6xMckQEyF8DSSlT0Ml9HpXHAohV+Qf9Retu81d3%20eX5llbjhsn7u9ewz7Xk0tZ0b5YuZ/qW/xRO9Y9qzhM1jcmrKl84/rTHWeNuOGSrgcC/VJVvWEE/+%20ptP/ALRqO69a7ieXdafLBr3kdtaVRZ6HZ89UfZzZC9W9jp2DynVpSs9HfjdUMtMVlvGIYckNzW1I%20cVJeD697+qfqhIvY3TdRNG5TT+bt6OC4pe1ewq6uITw16uMy83twcLdxwjNivadvq+O6bIeyzktr%20oxyL60x4DrjssT0LRtQywt5xJRyeCUrKvsp3O5naP+tU/wDHHL8PJTwL2TsrL7/c1+tuPX/DYQ/t%20r7YZ9HT+qZhqWrAdpxIyaUImxFPoVGyUtb3HIjLXHdSoJ2qTZxJSfG+tS06NQ8+1SltvwpPCNqfM%20l3VrXbX/AGO1fZ6zpXRunRep4M41qQ5MffkPzp8x2yS9KlOF15YQPK2kqPlSPAfEm5MYKtar4aqE%20Q8bWtts5LBUAUAoBQFV75F9S/wBXb9F6/bnIzvBy8O3iZec592l+DZy7P79u340BaqArefkW7d1a%20N6sI5HJrvoOLcpzjiqTzB2x2Brl2lOm7k8fLYgWSgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFA%20KAUBEdpwczNY1uJEykjEPIlRpBlxSUrUhh9DrjJsU+V1CSg6211BGhLC1X91zG/gHjW1fvKJ3cUc%20Sndx7NiOq926O3lZD/a2M8xicBNefeVK4M2pLkYpcUS7uaaLtlX026VHbr+ZXtVs4m2mzWGFMXZ8%201mWu1273aUrQrpf1LTpXK3rLX2/3jHQnHcW7A/ysTAR4ScjMXNU5OWh7Y3z8DTMvbYrG5Ut5kqV8%20u64J1pHcutlbX0rbHPJeueBSvbsqJfE1WeceL2btPHONHI+5p6n3f3HyeTffmYvHM4FOOxyn9rKH%20pra0eTkVxMpWohTi7eAvr8aUfkh527rrj/TV7sli/tJws62Xw/lOzjH5t04vJL3I2XP/ANhILeA7%20FNRAiZDKddTCcXFxeTbmw5Dc95LKC1MQ0nztqUQtKmhYjQkEKqVWdMbb6OU5Pin02rYRV4ucPJa3%209qxT3eskpPvOvHK7JEy2F4cvgXscxHiRZXqG5Ry9kxLOqaZLZ3Gzl0HbbQq0uVZVUvitfRjgphPP%20dGOXQakpb+DRr4wnGW+Y27dx57l2jsTGPwv+exknCyV9lxkJo4rJpUzJbfWDu5fTh1xm90usuMt7%20rWCra1WiT7lFtevDZhW2L3p7NzzWGMufy+44yrM9Vlua5Nbp2Y8l74t4/t0fCv4ptUGRmEYIS2Jn%20qH0Pu6IcdaYZdjtpKv7Fyg9bUt07H+yPxKzW34djeU8tRPdWlNrHSk31jnv2xOzZN56pgZuDxz0S%20XlH8s45LkyW5ElTiloafdU42wC4t1W1lCghOvgPAUrhStdtaw3v4kPG1nss5jdwJmgFAKAUAoBQC%20gFAKAUAoBQCgFAKAUAoBQCgFAKAqvfIvqX+rt+i9ftzkZ3g5eHbxMvOc+7S/Bs5dn9+3b8aAtVAV%20vPyLdu6tG9WEcjk130HFuU5xxVJ5g7Y7A1y7SnTdyePlsQLJQCgFAKAUAoBQCgFAKAUAoBQCgFAK%20AUAoBQCgFAKAUBSsp7R9XyXuNA78+5KTl8ehCUxUOIER1TSXENuutlBWVoDx2kLHw++89p/luzXz%20fwXsUDu+eqq/l+2faafZvZXAdgeznNlcpChdjWy/lsdEdYSw5IjpSlp9JcYddQscaSQlwJUUjck1%20Hb8sR8ttS4Pb6PKcILO0tva66XxWMe3ZGGDnGdvKe0XVspI7BInOS3XOxogJlEOpQWV4y/pno5Sh%20JQ4FeYkkgn4WuDKcZYed3XBwl7ts8SiShJ4pU0Rjis8T5kvaqDluvZTCZrPZnKN5dUYvypMhnkbE%20RaHG0sNNstxm7qbG8pZ3L/uJNWV/NW0KaW1dfs4KAlE8auvR4dXznwPeW9perZWX2GVMXKU72NMA%20SdrqUcDmMuYzsYpQFIWlXmJUVAn4WuDSrdcsGr608MHCXLYTsSeSrp24pucT7J9sIM6LHZyubyuU%20ej5SLmUypTzJVzwrcTaWkMojtNaeZLTaSrUk3N6lOHVr5dXXUmsfHBZLdmVdZVlsvXT0XpjMyRzn%20sjgFy2nBmMsiFGzH7gh4wPMGOzPLvMtaSpgvKStRUChbih5lWsTeo7Xk0x8iaXJ7PTHjnNrrVq/H%20nzwx9XLhkXLI4P1uWxeR9fMjf4tTy/RR3uONJ5m+O0pux5Qj5kC4srWlcG3wj2Y88PaHjWOKfHD3%20PaSVAKAUAoBQCgFAKAUBpZXM47FMpenOKbQs2TsbcdUT9gS2lavj9lQ7JdSUj5hs5jczEMvHuKdj%20hRRvUhbZ3AAnyuBKh4/EVd1azKyjeqpIoBQCgFAKAUAoBQCgKr3yL6l/q7fovX7c5Gd4OXh28TLz%20nPu0vwbOXZ/ft2/GgLVQFbz8i3burRvVhHI5Nd9BxblOccVSeYO2OwNcu0p03cnj5bECyUAoBQCg%20FAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgKx7gyslAwg%20yuPmGO7AcS6uPcBMhO4AtG99VfC2t/t8DnbuaGnnw9MS9e3rTWT38t5j9uMhlcvgjnMlK5Xcm5zN%20xEW44qNqQGQPHdpdVz/T7Ts6aUlOriZKys5Sg+d57v8AtlyGj1OBY9UHDbOZj/EqOwp/JHppfKPN%205vC2njes1bGPTb6eJeMJMHZM3NmdFhS40hpleXk46K7MxUoyGkMzpjTDqo0sIZKrtuEIcSlJBNxr%20atH2071rjGe7KrtvybUYYtCl/LayxaT48J/45tcGjP0h2S3M7NhDIffiYbIIjY96S65IfS09BjSS%20hT7xcW5scfVYrUpVrA6AVVPV209vmXhZperDptcldOm3BpW9bUb9k9cMIKplXcj1PKZdhnJZOIwv%20CS3m8rmJLmQalTmeNaZEZpBliNw8qg4hLCErKhsaWlFVnVW1csaQtsanW0PPGaJYtp4vTtuktas8%20vNOxfeywyVbPZFVEy5Ut7bSJbWczGNe/yUJhEaFKj4jNS1T5qS7zIckh8uy0hl0tJSloPkpUlRKE%20bhu2zq+F2uXlq9L3vNzjg/ieVcsZq5zr0fFZRnwzXlW3oNZlxQCgFAKAqvfIvqX+rt+i9ftzkZ3g%205eHbxMvOc+7S/Bs5dn9+3b8aAtVAVvPyLdu6tG9WEcjk130HFuU5xxVJ5g7Y7A1y7SnTdyePlsQL%20JQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAqn%20b837csTYcbtOdx8CRFWmXHhTZzMbcQbIcU04tG8AjS4tVU07Ss6+qS1qvTisH7vTEkMQx1rGY+Vm%20YEtpGJmg5F2WHkmIEKTvU8hd+NLZT5ioG1tas3orpeCW8qkr2lYt4YcMPE28J2HAZ2KuXg8nEysV%20Cy0uRCfbkNpcACigraUpIUAoG331LTREmXLYnHZfHP43IsiRCkp2OtElJ8bgpUkpUlSSAUqSQUnU%20EGqWqn0c+BZOCGfhdJ6tjY6Z0xvGQlSTtenznE+pkvoUgpkOyHd0pa0X8rql+A/9UWs3LVd6hLrj%20hzePFveyKrQnZYfM3uiMZ2bFujDI+Y/256dCbdbbhLksPMLiBibJkzWW4zoAWxHalOPIYaWEpCkN%20BKSAkWskWmzbTT257/HPjnnjmTW0Oa4bcMvDIz9T6/1bGMyH8EtUnnVwyJrsx/Iun0qlN8BkSXZD%20gSyveOPdZKirQEmmptcHjznbxlRjuKaUnxWHLbEbMyeqCwoBQCgFAVXvkX1L/V2/Rev25yM7wcvD%20t4mXnOfdpfg2cuz+/bt+NAWqgK3n5Fu3dWjerCORya76Di3Kc44qk8wdsdga5dpTpu5PHy2IFkoB%20QCgMGQnw8dAk5Ca6GYcRpb8l5VyENtpKlqNrnRIqLWSUlq1dnCzZDdV7nE7CuUwIMvGTIqWXlQ56%20WkuqjyUlTD6eFx9Oxe1QsVBSSkhSRVnVqZzq9L4PBxu2rKVxKalg1lZSnvXD7M1KnNGfL9sxGKzm%20FwclSjkc8481BaQAbBhlTzi13IsgBFri/mIqKeZtLZWekx69nJ7ibYV1Pel4uPVt6bWhl+2YjFZz%20C4OSpRyOeceagtIANgwyp5xa7kWQAi1xfzEUp5m0tlZ6THr2cnuFsK6nvS8XHq29NrRM0BWuuypr%20vbe2MvuOrjx5ENMRK1EtoSqE2tQbSSQnzqJVa39PiQLLQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAo%20BQCgFAKAUAoBQCgFAKAUAoBQHJexdj/w3urmT+6cJ1rnxOM1zrfIH9j0zRn9bj7bN3m+bxHh8a9q%203lspXx5bfgpx9yNe8sO24eVsdma9ZYu3ZPrOW6QpM7KomMITj5sufiA08GkiQhxqdwrVJSIocZK1%20bt440q1VY0vherWDVsG8k4lass5W7NOVmU7ctb9Saw2/LbTxU5Y7obweD2+yzWT7HlpSZuMz7rkW%20Kl3smDDjcNfGt3bEdbMia1ztbyvcl3dsWApKQE7tKqKvCPNPPCJXLSk9mW2Yo81ing+ayz4OXG5q%200Zkdne1zmPc+DEb7x16HBabfYkYd8pElLjrkUtMutHItKcfcAXxOBkBAuClW8VXsYz82Ky52wWcP%20Y972It38K/dyeO7S8dnlmHGGzHDGX7nksPie5YXI9gfZi4ZWOyUNEiTYMiU8uMpLRUry73WWnAhP%20iqygPsOPch17lfmtTBLNrHUlvxdcOuws21VNZK0vhg4fBLFN4YtGbpeOYme3WH61mXXEZBvEQk5O%20E3JcjzGkqbASFqYW0+3ctlPiL2Iuda9f7nzXtPmxx3Tm/HPinuZTt20+amFW7OuzyzhHJNcuB49n%20ocOD0swoTaWocXJ5dmM0gbUobbychKEhNzayRVXZ2rRvN0p/4oXqq9y6Wxr/AMa+nr4l2qgFAKAU%20AoCq98i+pf6u36L1+3ORneDl4dvEy85z7tL8Gzl2f37dvxoC1UBW8/It27q0b1YRyOTXfQcW5TnH%20FUnmDtjsDXLtKdN3J4+WxAslAKAUBA99w0vN9Iz2IhgGXPgSI8dJNgXHGlBAJPhc6Xql7OsWSnS1%20aN+lpx1g2/b2SupyK71TJv5Ds2X7Q5jsjAxicbjschqZCktSXH2nH3nSiOpHKpLXqko3hJSTusSB%20et4Vav8AHfDlCS5S5ziIlqMTy1lVpV50o55uME9vwbJmVEsic1h/cRHuDh8mcXBmRXM0pxEtubKK%20moLUCSwyl5r0SkMBKXlrvyKCnV7dAq4p2MMH920vnavsqko2w7YYm3ec0en8ELrL8Xm/upTMQM1h%20/cRHuDh8mcXBmRXM0pxEtubKKmoLUCSwyl5r0SkMBKXlrvyKCnV7dAq4djDB/dtL52r7KpKNsO2G%20I7zmj0/ghdZfi8391KZiDp8+KuXDejIkOxFupKUyWCkOtn4KRvStNx+JJH3VBUpvt/ipGN7P3CO9%20Nl5EpkwgmZNLSnFgQmza7SG03Te3gPhpe6lAXmgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKA%20UAoBQCgIPtXY3sMzBahxUzsrlZSYWOiOO8DanChbq1OuhDykIbaaWpRDajpYC5qMXZJcXySzfsXN%20rmWhaXZ5KPW4Xt8JzyMnUuxDsGDayCo/o5SXHo06EVhzhkxXVMPt7wE7glxs7VbRcWNhertKE1lZ%20Jrr6Q88SimWnmn/LxUPqQ7PuNGkZntOOiY2TLT1iM0+Vx08jkt1zmC2IzVhuKFx+O99V3Gm3WkzT%20UsfNp9mPBY7dnmyNLV02rV7VL4ZPrhZPDlngbHWe2Zidm5eCzuKaxWVjxWJ6ERpfrWlx5Clti61N%20RlpcQ40oKTx7fCyj8LKHqh/BaH1Upr15w+GJm5UPZZOOmafit+fAtFQSKAgM529vHZNrEwsZNzeW%20Wz6pyFAEcKaj7igOuuS3orKQpYKUp37lWNkkJUQUuYyWfPdz28Nuak8Ep25dM/DDxR8a7tiXesOd%20hbakGNHVxzIpQEyY7iHA0+h1tSkgKYVcrso6C6d2lzjyucLNQ9nmcL157VimpUBypwxqnhyU4b5W%20UYPYyT/y8X/NIxCQtclUZUtS0gcaGwtLaQo3vuWSdth/ab20uWM/hj1z9mPNEalhxn1R9qN2hJE9%20i7GxhGIxMWRkJs54RoGOiBsvvO7VOKCS8tllIS22palOOJFh43IBicYWeL6Lb7FzaJ2S8vty9OuS%20NfE9hw2QxD/ZY0eQFJbWzMj8S3Jba4a3A5GUw1yFTjbhWmze7cflKhY1NlCTWKtDXGcs49cRjMYi%20vmel4Q9uz+ah8VBot+4sFMPJOZDFz8ZkMZ6fkxEgRnJTvrVcUTh9M/IYVzvXbTd0WUPNtGtRM5Y+%20bT1wfLJzOUchVS8cMHaXuWfhtWeW9G2z3fGHA5PLymJEE4YrRlID6WzJZcQ2l7jIaW60pSm3EKSU%20OFJ3DWrNOE6+bVgo2udMYxjqwxw2zGJWmLafljfuidXKPes1B5xneIGQMRhMOWxkZEl6I9jXUtc8%20dcZIW8t7Y4trjQFo86FqB3pAuVVCxajJpudnlel/5eX1/DLK696axS8VqX+OPqzwLHQuKAUBVe+R%20fUv9Xb9F6/bnIzvBy8O3iZec592l+DZy7P79u340BaqArefkW7d1aN6sI5HJrvoOLcpzjiqTzB2x%202Brl2lOm7k8fLYgT8qS3FivSXAtTbKFOLS02t1whIuQhtsKWtX2JSCT8BVbWhSTVS4Oeu+6Pcnyh%203E+2+bkwV+D0tyHBdIBtf07zpcTfxAWEn7hVq8SrecFo6r239wCWh3DZTCSoSw27Gysbh3gi4Wy8%202p2O8n723Db42uLzGE+ngRqxh5k/UFhQCgFAKAqnV0KHdO5qKVAKkwdqyfKQIDWidT4Hx8P6fEgW%20ugFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgKv3nH5d1eCy2KiKyMjB5ES3cc2tptx%209lyO9FcDSnltNciEyN43rSDYi+tKvTedjq14w166qeDnYS8aOu+PVZP1r1xOEmr1PD9igdXdhuNq%20gZnMPZLILkAMyGse/NecfaQ4nkTyqb5QDx7klST5rWJi6boqJw60SnjhMbdrhvYsccHOpO7s1g7Z%20cEoXiq4xk31K7g+se43VcvnMgwzCzbKMNDi4yLEY9CZcmO5JUlBXInyOMpL251xy+/dpYg7pdoo0%20l82C3KKKf6UlGnB4CE7Ul4LVPVzymzxmIWJYfbuLlGBNdy+IyUbMzSh7JZfJKx9pDiRtS0wiFKmF%20plkX42zoASdylqUo3w0wsl4udr2Tgls2JKFhnLbl58Mlw9M8Wy51QsKAqGTaz+F7dJzmPxD2cgZS%20HHjSo8NyM3KZeiLdU2sCY9GaU0tD6gbObkqHykKJE1tFXVr5tSfNKrT/ALVHXLauphrZg+WLTXJt%20zzW4l8YzlspgHGuyxWGHp6XUvQGTyJaju3CGXFkqStwNmzik+Xdfbpqadztq1dLezFrf+Hbyee2F%20krU7jrfUtjw/j9nSXmRHt3gM1jY8yRnAo5J0sQ0uKWlalxYDKWWnLoKrcrnK9a9xvsdb1ta7spcT%20ZuzS2O2zokijUWhfDXy14rFzG/zQ+Rp5b20TP7SrNei6utKnm3i5L6/6nIHjCbkzfWN3c8vlXxeX%20TQ21z7Xlc8Zww2+3jvxJ7k2XTbjs9nDcSfuFi583GQncfGmvzoExuSw5i5EWPNZ8i21OMicDEd8r%20hSpt4hJQpRHmCQYWFk1ua6PenswXFOGi2Dq0+HtXh78nmR/T4uT6zg28QYjknNZD/J5dtl99JSFq%20kpdDEiQOQ8p9UkKWhCkbgrW22972elKPgVVht36ZjLZqhvCX8TVc7OzfxPb/AExLjJeXHSorOlTh%20MK/1jsU3/L5WDh5ePLj+OnoxOUlsPy5UvHzBJc2PofmoaaWyA002XghK7+RsXUutH+WltStvxxq6%20Wb+84jP7sTklNou3sbq03s2OihbE51YZW+Zll65156Y12WTnYBjM9mkhxeKfU0txuOmGzE2PLYW4%203vXwqV5HFAAjW96aUqKs4zZ4YYuzajLFKMfvbcmQu5Z21REKFxiXlljqeG7PcUzM+3XYInNOwMSc%20h5x1+PDYiZFTUppPGox5UqW9I3PJXLKnX0qW4VJ4wpC+PbVe3qVlsnF7k9VYlbVp1t4Pz3vnMkaK%20p8E+tk15tLwdXKoliorTB1mDrrCXUsNpeUFvBIDiwLBSgNTb4XNaWalxkRSdK1Z7T3VSwoCq98i+%20pf6u36L1+3ORneDl4dvEy85z7tL8Gzl2f37dvxoC1UBW8/It27q0b1YRyOTXfQcW5TnHFUnmDtjs%20DXLtKdN3J4+WxAslAcI7/m5j3uBmID+W7m1GgmKmKz1OKHYrYW004pt5YZcUXytZUb6bVoH2is+1%20im8fifLZl7+Jp3VGmNtZ66rL3YHZOrr39axS+WW/uiMHmyCOOYu7afNIRZO10/3i3jXo7qizWWJj%20R4Gh7j5CdjugdjnwFqbmRsbKdjuo+ZC0sqIWn70+IrC9dUVeVrVq+Tsk/Uz0/tkvzFOJAdFxGKwH%20dcthsG0iNiHMTjJy47IHGZTi5LK39DbkdbYb3q8V2BJ+3efLZRGnuQuC0rypbEt2ETljJ5Ky6du7%20zvVzxjTD/wAnL24Y4Fd7J3zruQ90utNHsUNhnDZl+AcWZTKVrfVj5Lbr7zRUHE7XlJjtbvFRVa+5%20N8/2z1WdljqpZL+6vrs0+iTWbNO+oo08NOlvjin4KuMztc/CiS7b13Bzu4pjYpszu7vzIc97MLCF%20rw0GOpBKEvJSlTLb6GlobYv9VS1lV0byJ7S8yawrVt2f3p+XjKaUfLXzfFGqO/jWHjqrFVu/H0t5%20m9r8q3Lpc195iK46xHXLeQLojtlCVLP2BTikIH/U1BJTegScjK7P3KTkMa7jH3JcMJjuutunamC1%20bzNKcRf7QFf+kgXigFAKAUAoBQCgFAKA8PPMsMreeWlplpJW44shKUpSLlSidAAKrayqm3kia1bc%20LMiet9w6/wBkbfXh5C3vTFAeQ6w/GWA6gONLCJCGlqbcQboWBtV8CavpcT6Tue54rB44opqUx16O%20cU8nk8jbn53EwJ+Ox8ySlqZlnVs45gglTq2mlPLAsDba2gkk2Hw8SKhKXCziemC96LPBS8sF45Gj%20H7t1mR2JfXmZZVlEFxOzheDKnGUpW60iQUBhbraVhS20rK0jxFKeZNrZ7nD5pPBtYJ4Zi70tJ7fs%20nphjjsxJygFAKAUAoBQCgFAKAUAoBQFI7V7oM4HsDmEbws3JPtRmJTr0dcZDaUyHHW0pu862dw4F%20Ei3hb7RXp/b/ALW/enTsIdkiLHvQ9Y7uqZEEKsLPwDcEjzayB8Dr/wB9L+hfSu9uXiV1oD3oesd3%20VMiCFWFn4BuCR5tZA+B1/wC+ly+ld7cvEa0SvUfc9nsOfVg3cNMxcv0zs1lyQuM4040w402uxZdW%20rdeQjTb9uvhu83f/AGt+1GpZllZMu1eckUAoBQCgFAKAUAoBQCgFAKAUBVe+RfUv9Xb9F6/bnIzv%20By8O3iZec592l+DZy7P79u340BaqArefkW7d1aN6sI5HJrvoOLcpzjiqTzB2x2Brl2lOm7k8fLYg%20Ts56SzCkPRY5lyW21rYihSWy6tKSUo3r8qdx0udBVbNpYKS1Um4bg4L2HKw5vY8lkZD3uN1aZMca%20DmJgQgY7rjAbZBjqjtS2lqUAAVcnmuB4AJpVNYZ4yLOUsMlHtZ1b28z2TyuIbRJxGXgRYjLTLE/P%20JZZmzFIBQtxyO2pS0HyhV1pTuv4VteM1hwM8nGeePp9haH2GX2XGH20usupKHWlgKSpKhZSVA6EE%20eIrG1VZNPJl04xRB4XonWsLBkQsYzIYalFovOmZLckEMBKWkCQ46p9LbaU2S2lYSBcWsTfR3bz3z%20zeGL35KZmUoeBWF6o5LHBbs3ERGwlJuJgTZMGTJa5Hsa8ZMJW5SdjqmlsFVkkBX03lp81/GqrBzw%20jph9iJeUbHHqxIT/AO3XWBmZOZa/yEefMfTKlmPlMkwy68gJSlS47UhDKhtQlO0otYWtalPKoW+d%20+eO0XerPdG7DoWagKp1dCh3TuailQCpMHasnykCA1onU+B8fD+nxIFroBQCgFAKAUAoBQCgK57kQ%20J2Q9v+xwYLanZknGymmGW771rUyoBCbfFXgKpeyrFnlW1W+Ssm/Ub/trJdxNlb6d2Pr+V7dl+x4y%20cyvr7eJxUFyeFpTH9UHZDnCVlW0ONokNhSTqkqAOteh4ak87dzDjhVeXfLwlZtRsPLWVXt1edaWd%20uHwxM5fDZtPLN5kL2OVnf/uf1ufkOuT+ROZeh4uQHccpgwhj5SSWv1aXkqdUS+5vbT5UhPmUlIVl%20+1nU5wdq2nh5qx0Sxeb1WcYGne/Te1LT62m92LaVc48vFnjCSmHM5hesNOg9hxXastksnE8Hm4Tg%20mrRJcSDuDbqJrISs6KKra61bsPCj2Ls6Xwt5VHPUp4rzJwT3nOtv5rU0/wCDw4JVsm8pUZ59kqpU%20UAoBQCgFAKAUAoBQCgFAcW74gH3PyZKQL4vGHckm5s/NPmI/2v4fDW6u/wDRHhfp7zLuEcRuuCCA%20CLG9r2sfgfCu5kZAjdcEEAEWN7XtY/A+FMgSvt2sn3QjpuoWwuQsk22n9VA8w118bHQ2+6/m4P1t%20Y06+417Z2WuEaigFAKAUAoBQCgFAKAUAoBQCgKr3yL6l/q7fovX7c5Gd4OXh28TLznPu0vwbOXZ/%20ft2/GgLVQFbz8i3burRvVhHI5Nd9BxblOccVSeYO2OwNcu0p03cnj5bECbyc0wcdKmiO9LMVpb3p%20YyQ4+7xpKuNpBKdy1WskX1NVtaFMSWqpcZHMj/8AsCwHZDQ6B3JTkQAyUIxbay3uG4b9sg2JSb28%20ba+FS2km3kv5kJS4Wfp9h0jBZZnM4WBlmGnWGMhHalNMvpCXUJeQFhK0pKgFAK1sSPvrS9NNmtxn%20S6spRj7NnGcD13J5t5svNY2K9KUyk2UviQV7AdbFVrVldtLDNtJbMW4XrN+z29dlXeQnUOwdkezM%207A9k9GvJMRImRZfx7bjTJZllxstFLrr6itp1hQ37gFAg7U1s6qG18ttPPBNPhn8OMRM4mCtKq9l6%20zyazXHB1hxvy2/M/3Z+F3Xr3XITLbyMhIcay0hWvAPSPSGG0WUn6jhYKtQbIGvzJrPtrVZrYqvxT%20r7FbHnXia9yunt6tsrwdo/lyttUPQy/eOwR85McitRf2/hspAw+SadbdVMecyAY+sw4laW0JZM1r%20yqbUV2Vqny3dpS1OV3ZLhpTxfOydYwj4pfwlO5KlLNV1PdEuV0rWebiFmXtxxtpBW4oIQPFSiABf%20TxNCSpdPeZf7h3N9hYdaXJg7HkKC21AQGjZJBUNL6+Hj4fEgW+gK77j5CdjugdjnwFqbmRsbKdju%20o+ZC0sqIWn70+Iql66oq8rWrV8nZJ+pm/wC2S/MU4kB0XEYrAd1y2GwbSI2IcxOMnLjsgcZlOLks%20rf0NuR1thverxXYEn7d58tlEae5C4LSvKlsS3YROWMnkrLp27vO9XPGNMP8AycvbhjgYPcrrkGNk%20sZ2JnGMCUrK41M7sO9a8nGQZbDDbMNKkKsy7u2OoS6hISpatjilEHLtKO5VLCW+r02wtwy37Fhmt%20rQ6Wbxar4JYtrisXs4t5EGzhsp17u+JedxfFl8p2GWJnZQ4yo5CBJZkvNRQAtcjbHabaBQ4hCEFv%206ZVpef27c1ps/Ltq5rHXxl7X5lr0/DJHf82q2500/hXlq1zzhZP4nFkdkoQKAUAoDFIlxY4SZDzb%20IUbJLigm5uBYXI+JFAYBm8MbWnxje1rOo1va3x/Gn/UUAGbwxtafGN7Ws6jW9rfH8af9RQHtjKYy%20Q4ltiWy84oXShtxClEABVwAfsUDQGzQCgFAKAUAoBQCgFAKAUAoDi3fEA+5+TJSBfF4w7kk3Nn5p%208xH+1/D4a3V3/ojwv095l3COI3XBBABFje17WPwPhXcyMgRuuCCACLG9r2sfgfCmQJX27WT7oR03%20ULYXIWSbbT+qgeYa6+NjobfdfzcH62sadfca9s7LXCNRQCgFAKAUAoBQCgFAKAUAoBQFV75F9S/1%20dv0Xr9ucjO8HLw7eJl5zn3aX4NnLs/v27fjQFqoCt5+Rbt3Vo3qwjkcmu+g4tynOOKpPMHbHYGuX%20aU6buTx8tiBZKA4b7nZ7ouL7nOinuXYMDkpyGlZrHYRhb7SlNoZSl3cY73E6Y5QFFtXy7bjwCsU6%20tWTxopnYuPTa+LeMya2lKraxjDlNvfJ1vp/+K/aeG/xDTjOK9FH9A0+kpdSxxJ4w4Fa7ttr3r199%20WV3qzk8/bajDHjv49c525mTs+DZz/XMnhHnC01k4r0RbqdSgPIKNwGl9t71hdOPL8ShrmsV6zftX%2002TIDrGD7nGnZHPZtEBeakRYWPjw4kh8xuGGXFqdW8thKwtxyS4dnEdoAG43JrRtQ4+a0vgsFC3w%20peyW4wzMVWEq5qlWlxfHOJiu+MXiaGT9sMu52bHZeB2ee2w3l3MrOiOpgqSnkiuxwGFGGpw2C0NA%20OOGzV7HcE1Xs+RralWy/usreDxnblEIv3Xqq1k3p/wAY/nunNOWfcv0XsUrPzmo7kMdazGTx+YyD%20q1uCY09jwzdlpkNKbcQ8YTN1qdSU3X5VaVPawifkdmv+U4cIs25xwisbR3HKcZuun14v+1tRszxy%20L3LiRZkZ2LLZbkRX0lDzDqQttaVaFKkqBBB+w1BBTuiYbGYntXc42NgNY+IZcJSGo7aGWSTBavtQ%20jyg38fD+nxIF2oDw+wy+y4w+2l1l1JQ60sBSVJULKSoHQgjxFVtVWTTyZKcYog8L0TrWFgyIWMZk%20MNSi0XnTMluSCGAlLSBIcdU+lttKbJbSsJAuLWJvo7t5755vDF78lMzKUPArC9Ucljgt2biIjYHO%20idYXm1ZlUZ0THHkSXmkyZKYjkhtISh92GlwRXHUhCbOKbKgUpN7pFopZ1y/lOcbp4b3vZN/Nn6Rl%20O/ryyPcLpPWoWcczceKpOQcU64Nz762G3JFuZxmMtamGXHf71toSpVzcm5vFcFC9FnE7p2ZYLchZ%206nL9IULrGE7icoBQCgFAcj97cdBn9j6qzNjNymkMZNwIdQFpCgqHZWqVW8bfD7PjY9L6VVW7sNJq%20HmUvkU49X60q4OIiAAix4Ghe1j8B4V9F/wCr2l8tfBGWpg9X60q4OIiAAix4Ghe1j8B4U/8AV7S+%20WvghqZs9ew2Jid96k7Dx0aO6Mm4kuIabbJScdKPzIF/H4Ei5Hx8DzPqvYpTtJ1rVOd0by9G5P0JX%20zxqKAUAoBQCgFAKAUAoBQCgOLd8QD7n5MlIF8XjDuSTc2fmnzEf7X8PhrdXf+iPC/T3mXcI4jdcE%20EAEWN7XtY/A+FdzIyBG64IIAIsb2vax+B8KZAlfbtZPuhHTdQthchZJttP6qB5hrr42Oht91/Nwf%20raxp19xr2zstcI1FAKAUAoBQCgFAKAUAoBQCgFAVXvkX1L/V2/Rev25yM7wcvDt4mXnOfdpfg2cu%20z+/bt+NAWqgK3n5Fu3dWjerCORya76Di3Kc44qk8wdsdga5dpTpu5PHy2IE3k5pg46VNEd6WYrS3%20vSxkhx93jSVcbSCU7lqtZIvqara0KYktVS4yPz52bucTJ5efkcV1z3BwmabcZkSnYWMiPIZVwBhw%20qacccsp+NsChf+xCgNDuq610tv4fMnytpdlywVuDbe0JttLaoa6O0YdbLidx6P6D9mYH/HIkNwP8%20fF9IiZb1Ia4U7OaxUOTb81ja9er9w2+5aYmXlkYdlzVPHrt49cyYeeZYZW88tLTLSStxxZCUpSkX%20KlE6AAV57WVU28kbVq24WZE9b7h1/sjb68PIW96YoDyHWH4ywHUBxpYRIQ0tTbiDdCwNqvgTV9Li%20fSdz3PFYPHFFNSmOvRzink8nkYpneesw80MNIkuJmcrUdbgjyVxm33wCyy9LS2YzTrm9O1tbgUdy%20bDzJvFPNlx9WLjfHDc9zLWcZ8+mR8m976tCzicJJlrROU40wpQjyFR235ABZZdlJbMdp1y42NrcC%20lXTYeYXV82XH1KXG+FjgTZQpe6ekxPBThJP0IKp1dCh3TuailQCpMHasnykCA1onU+B8fD+nxIFr%20oDnvva66jrmLQh95hL2WitOKjvLjrKVJc8vI2ptViQLi+ter9n21fu1q8itngc5OIaUo7peSulYU%20knJTvEAap+voPgf+v26/S/8A8/sL5UY62DiGlKO6XkrpWFJJyU7xAGqfr6D4H/r9ur/+f2F8qGtm%20GTGdhvwZLEvIh5vJ48IKshLWLLlstr8q3lJ2lCiFAjXXTXXyfvv2Xap2W6pJrnvLVs5P0dXzZsKA%20UAoDlXvCgK7R1a4OkbJm4vpZcP4gH/cf9j1PpH63RlO5kVojdcEEAEWN7XtY/A+FfT5GAI3XBBAB%20Fje17WPwPhTIHrFAq7x1H6YO3KLsV2A/8ul+YH7r6ajXTXwPK+sL/Sv6vtNO3md4r5k2FAKAUAoB%20QCgFAKAUAoBQHFu+IB9z8mSkC+Lxh3JJubPzT5iP9r+Hw1urv/RHhfp7zLuEcRuuCCACLG9r2sfg%20fCu5kZAjdcEEAEWN7XtY/A+FMgSvt2sn3QjpuoWwuQsk22n9VA8w118bHQ2+6/m4P1tY06+417Z2%20WuEaigFAKAUAoBQCgFAKAUAoBQCgKr3yL6l/q7fovX7c5Gd4OXh28TLznPu0vwbOXZ/ft2/GgLVQ%20Fbz8i3burRvVhHI5Nd9BxblOccVSeYO2OwNcu0p03cnj5bECbyeRhYzHSslOdDMKE0uRKeIJCGmk%20la1WSCTZI+AqtrKqllq1dnCzZw7ufdPaVefkS2vcvJ9Ycy7EWTkIcBLgbfQ4y0piQjkiulpxyNsB%20Ugi423Ghu0LGtsVLlbt68cXze8nXgnHLkm9/GTsvUxhB1fEDBK5MKIbAxjnm80YNp4lecBWqLHUX%20rbvatb1ZyY9uIwc+97X1fiaPuRAnZD2/7HBgtqdmScbKaYZbvvWtTKgEJt8VeArC9lWLPKtqt8lZ%20N+o9X7ayXcTZW+ndj6/le3ZfseMnMr6+3icVBcnhaUx/VB2Q5wlZVtDjaJDYUk6pKgDrXoeGpPO3%20cw44VXl3y8JWbUbDy1lV7dXnWlnbh8MTOXw2bTyzeZ59ws9hclk4GFh5cLzcDK4/m6m4EIMxPqWH%20VPFtaEyXG47V3kuMr47pO/eElNZ9qs3q1ilM/h8tlPB5ROezNM17ltNLJ4eWVx3V3PU/K4xxh4Si%20v9omx2e6ZOC5MbZnSM9hnIvVNt05Rq0TfPUmxkKUxxr8zKktJ4fqpXrur+3eq1YxatafweV4rnn5%20vK9T0pXxHfitXZyv9ef3nL8n/wCMLzebF6YR2OaiW5FcRDeQxJULNPONl1KT9pQFN7v/AOVSVKb0%20GLmY/ae4jLSW5koyYV5TLCozax6JsgJbU7IttBsfN99vtAvFAc797ikYDDFV7f5mKNDt1KHQNbj4%20/D417Pp/69St8ikkbrgggAixva9rH4Hwr6/I84I3XBBABFje17WPwPhTIGlliSiGNqtMnjLWIF/1%207Bv4+A+NeH6l+hbp7S9Mz9D18kbigFAKA5V7woCu0dWuDpGyZuL6WXD+IB/3H/Y9T6R+t0ZTuZFa%20I3XBBABFje17WPwPhX0+RgCN1wQQARY3te1j8D4UyB6xQKu8dR+mDtyi7FdgP/LpfmB+6+mo1018%20DyvrC/0r+r7TTt5neK+ZNhQCgFARPac+nAYR7JGOqW6lbLEaKghKnZEl1DDDe46JCnXUgq+A1qMZ%20VVnZx/F8Epb5Era3kk34Y8Md2Jg6n2OXmG8ixkIKcdlcTLVCnxm3TIZ3caH21svFthS0LZeQrzNp%20INxbS5tChNbZ9Tj+K4RlkQ8LQ9yfR/xTXNEc53POQ+zQcblcI3Dx2Wkvw8ZKTNS9LUphpb3K7ES1%20tQypLSvMl5ahdO5Kb6QohtuIq7dFGfHHitk5TPcUYrFTVbvi3cnyeDaUGbqHa872AMT14RMTr+QY%20VJxeQEsOvKb3J4vURi23xF5tW9GxbgsDuKTa9tLUq2FsMOezmsJ2bngVs4tCyTa8Pd68sM4tFVJF%20AKAUBxbviAfc/JkpAvi8YdySbmz80+Yj/a/h8Nbq7/0R4X6e8y7hHEbrgggAixva9rH4HwruZGQI%203XBBABFje17WPwPhTIEr7drJ90I6bqFsLkLJNtp/VQPMNdfGx0Nvuv5uD9bWNOvuNe2dlrhGooBQ%20CgFAKAUAoBQCgFAKAUAoCq98i+pf6u36L1+3ORneDl4dvEy85z7tL8Gzl2f37dvxoC1UBW8/It27%20q0b1YRyOTXfQcW5TnHFUnmDtjsDXLtKdN3J4+WxAnMixLkY+SxDkmFLdaWiPMCEuFlxSSEuBC/Kr%20YdbK0NVsm1g4Jq4e8/P+dz/ecDmsvis770N4aRj0tKiImYOBulJdZDvK0Ep8yArc3ZN1bk+Gqbwr%20NpwpsnEbfR7I9pd9tpqVhZTOzNrPLDDx6nb+ly8hM6fhJeScW7kJMCM7MddbS0tTy2kqWVNoASgl%20ROgFhXp/cUVe5ZLY2eftNuuLn09m4maxNBQCgFAKAqnV0KHdO5qKVAKkwdqyfKQIDWidT4Hx8P6f%20EgWugOd+9xSMBhiq9v8AMxRodupQ6BrcfH4fGvZ9P/XqVvkUkjdcEEAEWN7XtY/A+FfX5HnBG64I%20IAIsb2vax+B8KZA0ssSUQxtVpk8ZaxAv+vYN/HwHxrw/Uv0LdPaXpmfoevkjcUAoBQHKveFAV2jq%201wdI2TNxfSy4fxAP+4/7HqfSP1ujKdzIrRG64IIAIsb2vax+B8K+nyMARuuCCACLG9r2sfgfCmQP%20WKBV3jqP0wduUXYrsB/5dL8wP3X01GumvgeV9YX+lf1faadvM7xXzJsKAUAoCu9/w8/K9aW1jmhI%20nRJMPIRopUlHMuBKblcIWvyoLvDsCjoCddL1Cem1bZw/U/K92ScxtiCYmtq5aqteKwnhOeDw2Gn1%20GPmo7+azM/EvxH8/k0OoxxciuPRo7UZmIlx9bbpaN/TlwpbWsgKAFzerVWmta/1N7lLb9kLL4nu8%20xDs7NvLSklxxn22fSvJEZk8Dlc72+BLcwBw0vHPPtzOwodiutzMapl5pEVCkLEpW9brbpbeYCEKS%20qxUQkroqzWyeGqjTX4nGPKsZ4WywUuLu7rEYxarT3Q03xxxq0sOZHe3nRclgc7iUt4T/ABLeKxbk%20DM5dLjCk5d5PCiM4EtuOPrCEtLUFSEpUjdsTdJNaruana7WnVHlzxlt26Yqc76psk0YPtxpSxizx%20/DjC6+WVktOB1KqGgoBQCgOLd8QD7n5MlIF8XjDuSTc2fmnzEf7X8PhrdXf+iPC/T3mXcI4jdcEE%20AEWN7XtY/A+FdzIyBG64IIAIsb2vax+B8KZAlfbtZPuhHTdQthchZJttP6qB5hrr42Oht91/Nwfr%20axp19xr2zstcI1FAKAUAoBQCgFAKAUAoBQCgFAVXvkX1L/V2/Rev25yM7wcvDt4mXnOfdpfg2cuz%20+/bt+NAWqgK3n5Fu3dWjerCORya76Di3Kc44qk8wdsdga5dpTpu5PHy2IFkoDg3uj34Y/u8yLkfc%20ZHVIOOLIjY9nAOZNd1socU65LejutpWeWwS2SAm19biqdtpy9s+Eet7/AGTmXusEtjXvZ2XqssTe%20s4qWJ5yokRGHf8mpn0xk72wrmLFk8fJfdssLeFb91RZqI4GHbtKmZz9pk7F/mf8AAZL/AAmz/M+m%20e/x3JbZ6jYeLdcEW328dKw7jaq3j0zjbHGMpwnM9HaVdS1ZFK9t5c2MMq+sZ1eBSzC4hnGZy5xnq%20QRM4m3w5ILWrV9g4wvfs8tzW1oh7nfy/04RO3OcbY5z5UmedThPxKnn3T+GMJzlVw+DTi2YuxtTn%20e3IGNc7C3nRkYJZKzLTh/wDHpU2qXs4EqxyklrlBEkh7f8v/APWDXs2h5YebVPJxE8dMaMVOOVka%20d7GrW3ThG+c/tnBrDLE95drIOd6e/wAivsKXTLhDrycOZAx4iJCFPrlkAQrl3l5hJurjCQ0N1rx2%20XD/FLmco04cI5efX+HST3Xh+HT11T44LTn5Yn8R0ZW7adoBVbygmwJ+82NCCn9PMhXcu7KkNBtfq%204SQUOFxBSIDRA1CbK1uRb4/9SBcaA5572C+Bw2hP/MxdEmx+R37xp9tez9h+tXmVvkUhYukaE6jR%20JsfEfeNPtr69HnCxdI0J1GiTY+I+8afbRA08uLtwtCf+SxmiTY//AB7H3jT7a8P1L9C3T2ovTM/Q%201fJG4oBQCgOU+8ab9o6t5Sq0fJHy+I88PW9vD7dR9mvgep9H/W/4v09P4lO5kVtYukaE6jRJsfEf%20eNPtr6dGAWLpGhOo0SbHxH3jT7aIHvFpv3fqHlSq2UcPm0A/46Xre3j9mo+zXwPJ+sfpL+r7TTt5%20nd6+aNhQCgFAVPP+4kHD9hdwaobz8lmJGmrcSUJRxynX2kgXN7pMVRVp4WtevX+1/ZW786WlG/8A%20kVtaDU/+6MUJuce4Te1kuJOl7A6hPw1P/evWvo3d319f2FfzEP8A7oxQm5x7hN7WS4k6XsDqE/DU%20/wDei+jd3fX1/YPzEZMf7mwZWaxeJXCdbey0h2NHcCkqSlTUZ6VdfymxbjEaX1I+Gtef9z+wv2a6%20rNZxh/IsrJlzrwlhQCgFAcV78n/8nZM7PHF4vVBsTZ+Zqo6eHxF/D4a+bv8A0R/H095l3CPWLpGh%20Oo0SbHxH3jT7a7iMgsXSNCdRok2PiPvGn20QJX28V/8AlCMncf8AyTIHb4D/AOLgajUXP+tvuv5u%20B9aWNevuNe2dlrhmooBQCgFAKAUAoBQCgFAKAUAoCq98i+pf6u36L1+3ORneDl4dvEy85z7tL8Gz%20l2f37dvxoC1UBW8/It27q0b1YRyOTXfQcW5TnHFUnmDtjsDXLtKdN3J4+WxAmM1kHMdh52QajLmO%20Q47r6IjX5jpbQVBtHj5lWsKpe6qpeW3gtr6Zl+3TVZV3n5/z3vVAzeanrwnug9gcWpSGI2OX1Z6c%20blhsrKHineq61nRxAN/gU7SbVqo8z1Jt8MJy9OuJRXyjC0Jvnj6buO7uXSUQG+nYNvHy3J8BECMm%20JNeSptx5pLSQhxaFJQpJUnWxArf9w2+5ZtRjz9Zn23h47I27t27gTVYmgoBQCgFAVTq+0907mQlQ%20IkwUqWVXSSIDRska7bA6/wC3xIFroDnfvcFHAYbbe/8AmYvh9gQ7f4p+H/g+Fez6f+vUrfIpJG25%20AKioi4v/AEHxOgFfXnnBG25AKioi4v8A0HxOgFAaWWSAiHoo3yeMJAUf/n2PvGmmorw/Un/ot09p%20emZ+h6+SNxQCgFAcq94b/ujqxCSq0bJ+FtLrhi+oP2/aP+x6n0j9boyncyK0RtuQCoqIuL/0HxOg%20FfTmAI23IBUVEXF/6D4nQCgPWKbH746idoV/yi1HeTYf8dLFx9n3ai5+29jyvrH6K/q+007eZ3iv%20mTYUAoBQHGPcIke6c6wKv+DxQsLfGZktdfsrvfRPn6e8y7hGEbbkAqKiLi/9B8ToBXdMgRtuQCoq%20IuL/ANB8ToBQGTCJA9wemnXzZOSTck//AEeeNPsrk/WX/qX9XuZp28zu1fNGwoBQCgOLd8un3Pya%20gga4vGC6bXP15ouq/wBn2X8Phr5u/wDRMr9PeZdwjiNtyAVFRFxf+g+J0AruGQI23IBUVEXF/wCg%20+J0AoCV9u7D3QjjcrzYXIKKCTt0lQBca/wCuht91/NwfredOvuNe2dlrhGooBQCgInsnZIuBiMPO%20sPTJMyQiJAgRQgvyH3LkIRyraaFkJUsqWtKQkHWixcLPH1Yt9P4ZtIPBS8l73C9bSPfXuwwc7hWc%20tES4hl3elxh1NnmnWVlt5lxKSsb23EKQraSLjQka0cQmsU1K4p4rj7ws3XanD9PTDEhoPuJFflLj%20S8LlsY4Yj0+CmVGSpyXHjqSl1TLEdx99K08qPpOtoc8w8vjY09Le1Rhtxy4evDaWdYaWxtqdkr+C%20bW+MDe6725rMTJOPkY2ZhspFaakOY/IBjlMd8qS28lUZ6S0UlTS0kb9ySPMkXTe2nBvc4fOJ9jM5%20xXFSvf4YTzRPVUsKAUAoBQCgKr3yL6l/q7fovX7c5Gd4OXh28TLznPu0vwbOXZ/ft2/GgLVQFbz8%20i3burRvVhHI5Nd9BxblOccVSeYO2OwNcu0p03cnj5bECyUBxjvfZG8f27MN5Duw6IiMGXsbGbjxz%20/kfoNrVKdU804p8hTZY2INwEAf3DdhW7i2nG6b8sTxWGb1TM9M0y1l5ktjrn1sonLDOOMnVOrZDI%20ZLrWJyGSYEXITIbD8uOm9m3XG0qWgA6iyj8a9nfoqXdVsZj2baqp58d/HhOcbDQ9x8hOx3QOxz4C%201NzI2NlOx3UfMhaWVELT96fEV5711RV5WtWr5OyT9TPX+2S/MU4kB0TD4rr/AHXL4bBtJjYh3E4y%20euO1+WZTi5LC39DbkdaYb3q8V23E31Poma2URp7kLgtK8sbluwicsTy1l07d3narne40tPj8Tl8s%20cDB7lddgxsljOxs4xj1SsrjUzuw71LycZBlsMNsw0qQoBl3dsdQl1CQlS1bHFKIOPa8vcqlhLfWa%202wtwy3xglGDWtknSzeLVfBLFtcVi9nFvIhOyd765P90ustHsUNhnD5l+AcWZTKVrkKgSW3X3mipK%2007XlJYa3eKiq19ybz+1eqzssdVLJf3V9dmn0SazZXvqKOcNOlvxT8FXGZ2ufhOuTzPEN4wENLmhJ%20LCH1KQ0pXwC1IStSQftCT/Q0BTPb1WbX2buSs0xHZyAlwkuejecfjkCA0RtLqGlJOtyLfH/qQL1Q%20HO/e4KOAw229/wDMxfD7Ah2/xT8P/B8K9n0/9epW+RSSNtyAVFRFxf8AoPidAK+vPOCNtyAVFRFx%20f+g+J0AoDSyyQEQ9FG+TxhICj/8APsfeNNNRXh+pP/Rbp7S9Mz9D18kbigFAKA5V7w3/AHR1YhJV%20aNk/C2l1wxfUH7ftH/Y9T6R+t0ZTuZFaI23IBUVEXF/6D4nQCvpzAEbbkAqKiLi/9B8ToBQHrFNj%2098dRO0K/5RajvJsP+Oli4+z7tRc/bex5X1j9Ff1faadvM7xXzJsKAUAoDjHuESPdOdYFX/B4oWFv%20jMyWuv2V3vonz9PeZdwjCNtyAVFRFxf+g+J0ArumQI23IBUVEXF/6D4nQCgMmESB7g9NOvmyckm5%20J/8Ao88afZXJ+sv/AFL+r3M07eZ3avmjYUAoBQHFu+XT7n5NQQNcXjBdNrn680XVf7Psv4fDXzd/%206Jlfp7zLuEcRtuQCoqIuL/0HxOgFdwyBG25AKioi4v8A0HxOgFASvt3Ye6EcblebC5BRQSdukqAL%20jX/XQ2+6/m4P1vOnX3GvbOy1wjUUAoBQFQ9wUy47/W821GkTIuGygfnx4jLkh8MPxX4hdQy0FOOc%20apCVKCElW2+nwpWyrfHJ1tXllZdPLHNovE0tXb5X4WTfq9kYzB59ukyYWA3TYsmPJzM/JZNiI4y4%20FtNSZTkhtD5I2suFtafK4U+by+INTduta1ztWiy37VOUy4zxhuYxKO2qztsdkvCumY3PTPVbWQ8O%20YqT3RztmMxGZJZxUhrNY6aw806HwthUZiCJpRHKiG3uT0jvEogKUpRKCVWq1t916eebnD4oSeTXC%20qmUS66nVZWq3yiMt0zph85cG/wBFaS92rP5bHR57OGyDMQqVlWJbElU5Cny8GxPSiSGENLaCUj6S%20Tfjsd95rXTRp/elctNVj1Wb83TSUtbVZPbpx8fLwn4pjgXqqlhQCgFAKAUBVe+RfUv8AV2/Rev25%20yM7wcvDt4mXnOfdpfg2cuz+/bt+NAWqgK3n5Fu3dWjerCORya76Di3Kc44qk8wdsdga5dpTpu5PH%20y2IFko3AORryXuFmO25eV0XLdQ7DgQ+y6hibNlSZMR1LCGlpT6ZLrbCVFtRCR8ST4k1TtTpl73D4%20C9qzp+aMV1eMdYnodSxRyhxkT/LBgZTiR64RSsx+baOTiLgC9m6+3dratbROGRWsxiZ3mWX2VsvI%20S6y6kocbWApKkqFilQOhBFZ2qrJp5MvWzTlZkHhOi9awkGRCxjL7DUotl50zJbj5DCQlpCZDjq3k%20ttpTZLaVhIFwBqb6Ozee/VzeGL3zCmc0oeBV1T8I3QscFuzcRlsDnROsLzasyqM6JjjyJLzSZMlM%20RyQ2kJQ+7DS4IrjqQhNnFNlQKUm90i0Us65fynON08N73sm/mz9Iynf15ZEpNxMCbJgyZLXI9jXj%20JhK3KTsdU0tgqskgK+m8tPmv41Cwc8I6YfYg8o2OPVibdAVTq+0907mQlQIkwUqWVXSSIDRska7b%20A6/7fEgWugOd+9wUcBhtt7/5mL4fYEO3+Kfh/wCD4V7Pp/69St8ikkbbkAqKiLi/9B8ToBX155wR%20tuQCoqIuL/0HxOgFAaWWSAiHoo3yeMJAUf8A59j7xppqK8P1J/6LdPaXpmfoevkjcUAoBQHKveG/%207o6sQkqtGyfhbS64YvqD9v2j/sep9I/W6Mp3MitEbbkAqKiLi/8AQfE6AV9OYAjbcgFRURcX/oPi%20dAKA9YpsfvjqJ2hX/KLUd5Nh/wAdLFx9n3ai5+29jyvrH6K/q+007eZ3ivmTYUAoBQHGPcIke6c6%20wKv+DxQsLfGZktdfsrvfRPn6e8y7hGEbbkAqKiLi/wDQfE6AV3TIEbbkAqKiLi/9B8ToBQGTCJA9%20wemnXzZOSTck/wD0eeNPsrk/WX/qX9XuZp28zu1fNGwoBQCgOLd8un3Pyagga4vGC6bXP15ouq/2%20fZfw+Gvm7/0TK/T3mXcI4jbcgFRURcX/AKD4nQCu4ZAjbcgFRURcX/oPidAKAlfbuw90I43K82Fy%20Cigk7dJUAXGv+uht91/NwfredOvuNe2dlrhGooBQCgKVlPd3qWOzE3EupnPSsc6liWY8KQ82lxTb%20bu3ehJB8jwP/AIF9adjuWU1q2uREo1x71dQNv02VF7eOOlaXt9iPhuP+h+69v/V7v3beDGpAe9XU%20Db9NlRe3jjpWl7fYj4bj/ofuu/8AV7v3beDGpEr1j3H672PJKxsFMtqYllUnjlxXo920KQlZSXEg%20Hap1INv9qpftWr8Sa5iS0VmSKAUAoBQCgKr3yL6l/q7fovX7c5Gd4OXh28TLznPu0vwbOXZ/ft2/%20GgLVQFbz8i3burRvVhHI5Nd9BxblOccVSeYO2OwNcu0p03cnj5bEDZ7zj5+S6Vn8fj2y7PmY6WxE%20aCkoKnXWVIQncopSm6iNSbVn3VKy1YrDfipNv29lXuVbyTRyPEo9xsL2ODl8J7OM4pEeA/AlR4eV%20xLHOHHGFtKWUbb8XCu26583j432VnNt1tPq1e5x0POk9NU/irt6Yrk3D6HbcVInScZEkT4noJrzS%20HJMEuJeLLikgraLiPKvYdNydDSyScJyhVtrE1uz5xrAdcyebdbLzeNivSlMpNiviQV7AbG261qzs%202ss20lzbhes27Xb12Vd5C9Q7D2R7MzcF2UQ1ZJiJEyTL0Btxposy+RCmlJcdkKK2nWFDfuAUCDtT%20WzqocfLbTzwTT4Z/DjETOJhW0qttl6zyazXHB1x59dPtfae04PsGPb9RiTCyU2PDx+DKXl5OW04t%20CJMht3kQhHpw4XFIDCxsTqsFWleyla2l8ctihtN+HDcpedu89NHZbEs9tpy4Tks8cYgdr7L3jDS1%205FDEFGCayELHswXW3XZs1EtxppTzDzTu1oocfIS0phRVsJuAoWz7Tm1Vf5rNLhnDby2anlFdsl7r%20yt1zrWefDhuT22cRtdzmzYkGK5LmPIjxmRudecISlI+8mrFTm3WPcjoH7x7c6M5ECHpEItOl9JQ4%20BDaR9PX4KO0/f8PtAtCPc/28WAUdigKBNgUvoOtwLaH7VD/WgKF7wd/6bkcDiRjcxHmray0Z1xEV%20fMoNoSsKUUtm9hvSD/UeN7H1/sbKveq24RW2RTx3PrAQpxuelwE6hG9WvlToLfDcNB/ua+mX77sv%20DUjHSwO59YCFONz0uAnUI3q18qdBb4bhoP8Ac0X77svDUhpZqzu1dckIicE5Lv8AyOPcVsKtEtTW%20FLNzYAJSLqH/AKa8f77952r9l1rZT/EtWrk7uj3P9vFgFHYoCgTYFL6DrcC2h+1Q/wBa+aNgj3P9%20vFgFHYoCgTYFL6DrcC2h+1Q/1oD417o+3bqdzfYoKgSUgh5PiCE/7qH+o+2gPqPc/wBvFgFHYoCg%20TYFL6DrcC2h+1Q/1oDmnur3vqE7P9clwMoxOYjs5Ft5cZXNsU6qJsB2BdibG3hfw+49H6X3K07s2%20cKCl1gV0dz6wEKcbnpcBOoRvVr5U6C3w3DQf7mvoF++7Lw1Iy0sDufWAhTjc9LgJ1CN6tfKnQW+G%204aD/AHNF++7Lw1IaWesV27q57f1eUJzK47GTU4+6oq2NpMGQyFFVrJ87qB4jVQ+2x5v1T912+520%20qtNz9pelWmdrR7n+3iwCjsUBQJsCl9B1uBbQ/aof61wDUI9z/bxYBR2KAoE2BS+g63AtoftUP9aA%208se6ftzIaQ6z2OA424AUKS8nW9rf+8P9aA9I9z/bxYBR2KAoE2BS+g63AtoftUP9aA5J3ru3VZHu%20HMyMTItS4S8RjmEPxzyoLrUucXEAovdSA+2Snx8w+0V2fpHepTVqaUx7zPuJsjR3PrAQpxuelwE6%20hG9WvlToLfDcNB/ua7C/fdl4akZ6WB3PrAQpxuelwE6hG9WvlToLfDcNB/uaL992XhqQ0sy4Pt3W%20D3fqksZFr00fIyHJL6lK420qxctgFSjokFx5tP8A7Sh8TXM+qfuu33O2lVpuftL0q0ztCPc/28WA%20UdigKBNgUvoOtwLaH7VD/WuCahHuf7eLAKOxQFAmwKX0HW4FtD9qh/rQHlj3T9uZDSHWexwHG3AC%20hSXk63tb/wB4f60B6R7n+3iwCjsUBQJsCl9B1uBbQ/aof60ByHunduqSPcLJZCJPZkw3Mdj2USI5%20LqVrbeklYCkggqRzIukH4jS583a+k9+lNStaJjPqZ9xM0B3PrAQpxuelwE6hG9WvlToLfDcNB/ua%2066/fdl4akZ6WB3PrAQpxuelwE6hG9WvlToLfDcNB/uaL992XhqQ0slPb/uvVGfcVmY5lW24f+Jmt%20KecUpLIdXKg7EBarJ3qCD5dfD4X83G+q9+nc06WnEmlFB1lHuf7eLAKOxQFAmwKX0HW4FtD9qh/r%20XHNDyfdP25DSnf3HALaQSpSXknwtfw/9of60B6R7n+3iwCjsUBQJsCl9B1uBbQ/aof60AR7n+3iw%20CjsUBQJsCl9B1uBbQ/aof60BxTIdw6uO09nlMTW3I0rJB1hxolxDiTFjIUtvbe433Btrf4XOvf8A%20pf7jt07cWsk5MrpyeR3PrAQpxuelwE6hG9WvlToLfDcNB/ua6S/fdl4akU0sDufWAhTjc9LgJ1CN%206tfKnQW+G4aD/c0X77svDUhpZLe3vc+ps+4InO5RhqKcVJZVIcUUo5VyYu1sKUALkJ+UH/oL68X6%20r36dx10uYk0ooOro9z/bxYBR2KAoE2BS+g63AtoftUP9a5BofB7o+3RSFDsePKSQkEPosVEhIHj4%207lpH/UUBaKAUAoBQFV75F9S/1dv0Xr9ucjO8HLw7eJl5zn3aX4NnLs/v27fjQFqoCt5+Rbt3Vo3q%20wjkcmu+g4tynOOKpPMHbHYGuXaU6buTx8tiBZKAUAoCM7Pg2c/1zKYR5ZaaycV6Ip1OpRzIKNwHx%2023vVL6omvxLFc1iuk5mnavpsmQHWMH3ONOyOezaIC81IiwsfHhxJD5jcMMuLU6t5bCVhbjklw7OI%207QANxuTWrahx81pfBYKFvhS9ktxhmYqsJVzVKtLi+OcTFd8YvE99kwfa85NTjX28eMAidCnsZFDr%20qJzPonmpPH6ZTLrTiluMlPLzoslXyEp89aSrJv5W+uDXTPHOY2asLt4NLK1Yfp61uZpv4XvjneXM%201Ix+LyOPjLDeCD2SkMqhsrQEPvCMmA6hcly6vOXdEeRJSCsrjtKHNs3hP4ZyWW6XvebhViO420ks%20ljG+29+7dnmy91IIzG4JiDl8vk0OrW9l3GXHUK+VHAwllIT/AF23P/i4EnQCgFAKAUAoBQEZgMG3%20h2JbTbpdEubKnEqATtVKeU8UADSySq33+J1vQEnQCgFAKAUAoBQEb1rBs4Hr2NwjDinmcbGaitur%20tuWllAQFKt8TbWgJKgFAKAUAoBQCgIzq+DbwHWsTgmnS+3iYUeCh9QCVLTGaS0FkDwKtl6Ak6AUA%20oBQCgFARvZMGzncFOw77imWZzRZccRYqCVeNgdD/ANdPtBFASVAKAUAoBQCgFARvY8GzncJKxL7i%20mWpaQhbiLFQAUFaX0+FASVAKAUAoCq98i+pf6u36L1+3ORneDl4dvEy85z7tL8Gzl2f37dvxoC1U%20BW8/It27q0b1YRyOTXfQcW5TnHFUnmDtjsDXLtKdN3J4+WxAslAKAUAoBQCgFAKAUAoBQCgKX1XO%20dvl977Fjc4mPHhxoePk42BGVy8SX1yULLrykNKW4vhSVJA2p0AJ1Uqe3j25fxK0P+2rj154coLd1%20abVjJq3WGvDPLHmXSoKigFAKAUAoDUy4ypxcsYgsjKFlYgqlbuAPFJ4y7sBVsCrXtrVbJvJx9m3r%20GXEtVpPHEqfTJnYUdqzOFl5l7sOPx8eMXci+xGaUzPc3l6KFRW2G1Wb43NpQVJChdWorSrVq2cRF%204q5zUY/2vCcJcqPKyl006ra6y1uy0tcGpwcvBPaXeqkigFAKAUAoDBObmOwn24TyI0taFJYkON8y%20G1keVSmwpveAfhuFQ036enpsZajSabUopnQcxl3eydgwkzLSsvGxSIpRJyUVmFL53eUPbGmmou+N%209NJad4rKVvCVrA00UOmpL5mukJ48ceHLa6XTraqbxdZfjHl9+cYYzKV6qhIoBQCgFAKA0c3lWsTi%20357iFO8QAaYR87rq1BDTSPxOOKShP3mq2e7N+nhvexYlqpN44Lbtw5beRBe2GZzuY6mmZnXG3MoJ%20uQYkFkANp9POeZShFgm6UJQEhRFza51rRxpq1tpV+KWJRzrsnhDy3eVOPWWuqkigFAKAUAoCt+4u%20bl4bp86bDeVHmKUxFiyENc6m3Zb7cZC0tBDvIUqduE7FX8LHwqreNVvsvDO0YPHSnBKwVnurZ8JV%20XE5YTxMnSprErFuqbzE/MLbeUh5zKxm4UtlW1Kg05HRFgKb8qgtO9q5CgblJFa2WCw9PTAqliWCq%20EigFAKAUAoBQFV75F9S/1dv0Xr9ucjO8HLw7eJl5zn3aX4NnLs/v27fjQFqoCt5+Rbt3Vo3qwjkc%20mu+g4tynOOKpPMHbHYGuXaU6buTx8tiBZKAUAoBQCgFAKAUAoBQCgFAQ8Tr3p+15LsHqN3+RiRIf%20ptttno1vr3792u/1Pht0t99KuKtb7T6kvcTd6tP4U14tMmKECgFAKAUAoCP7BCyk7CTYeKnjF5CQ%200puNkS1z8ClC3IGypvcU/DzeNUvWVHpx/nsL0tpcxJE9H6zm+uwBjpczHSIDSRwIgwH4bhcJJcdf%20cemTi8twncpRsoquSSTWzsmso3RkluS9m4zhzMzOe9veWaqEigFAKAUAoDBkI8iRBkMRpS4Uh1tS%20GZjaW1raWRZK0pdSttRSdbKSRUOdnp6eO5omrU45EL17rmViZSZmc3kGMhlpjLEQrhxlw46Y8ZTj%20jY4XH5aive+sqVyeFgEixvdNJQtrl+zovf6quXE/LPrifYiw1UkUAoBQCgFARfYOtYnsEZiPkg/s%20jPJksLiypMN1DqUqQFB2K4y58qzputVdKlPavfh7CZwa3/bPtRodF6Wx1LEv49qZIm88uVMU9Jek%20PEepfW6Ej1Dr5G0Lsogjeq61eZRq8+VLckvBR4bls2FWvM7b/T0fTYWOoJFAKAUAoBQGhnIeWl45%20bWJyH+LnhSFsylMoko8igoocaUUbkLA2q2rSqx8qknWnp6emfDAnCGnu8OP8/wCJpdX69JxX+RlT%205Tc3LZaSJU+QwyqMwVIZbjtpaZW5IUhKWmU3u4q6rn42FpSqqpYKfFuX6fzK4ty9yXRfxbJyqkig%20FAKAUAoBQFV75F9S/wBXb9F6/bnIzvBy8O3iZec592l+DZy7P79u340BaqArefkW7d1aN6sI5HJr%20voOLcpzjiqTzB2x2Brl2lOm7k8fLYgWSgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQC%20gKZ7u9hy+C6W5IxDpj5CZLhY9mYEhwsetktsKdCSlaSpKVnbcWvb+lV0q16UbaV7pOM4zcbssyXb%20TS9/u1bXPZ9vSDZj9bj9WEzMxsnlpbDERZfxk3IKlMOrbBXyhzILVwrNreV5DX2j41F+5+XVt5YZ%207OvtmeGIpWWk31+1fYikx/ehzsEbsOD9EIGSb69IzOPmY+U7JbU2Eqb8r6o8UciFqTZbJcbPwXpV%20P3asuz3HlakLxxlZPxSL/t3/ALe3K8treyMHs5+bhuI3r3uGnDJ69lM5KyUlEfoKMxOWqYVx3lNq%20Z3FUZaPPKWpVg6p342sb3r0/ubKl+9C+G1FH9WpKNy35+oy7VXanbxzv3J5JTjvSWWXNl2c9wezQ%20OuZHO5zrbMKLGisS4TzeUjLjvCQQON159MUsrb3Aq8ikn+xS1WSYvR1el/Hq08OmbfLTO5PZHbtq%20hpPS6zx5PHPrG9opmd9+s651TszmJxkeJnuvv4xDiluyHYq2MotIbeZL0SK6o2VbzNBOu4FYsFTW%20mp9uPn7mh9PHPlPAjuPSrTh/rdl08MuEp71jEz3b3xkdRlSWp+FjvpxbURzMJjT1PvN+qUhKlMtN%20Rl/TbLgG6UqPv/tGou7dVe6U+W19KfHjs6am+Bd1tplKXDft65KctPHM34/vG1I9zXukN41tPp3E%20NOPvTG2JSg4wHkvtRHkIDzOu27byl/HZbWqdlO88NX+O/nszW+JM+53a10/iVXw83HLDb/jJ0eho%20KAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAVXvkX1L/V2/Rev25yM7wcvDt4mXnOfdpfg2cuz+/bt+%20NAWqgK3n5Fu3dWjerCORya76Di3Kc44qk8wdsdga5dpTpu5PHy2IFkoBQCgFAKAUAoBQCgFAKAUA%20oBQCgFAKAUAoBQCgFAKAUAoCN7J13E9jwkrC5ZovQJiQl1CVKQoFKgtCkLSQpKkLSFJI8CKhqYeT%20TlPanvRato6pro8GiAV7ax5cDIQc3n8xnI+RgrxrjcyQ02hDDgsopbiMxWlOn/8A1cSpfwvYkGL1%20Vk09sPwyjYseAraIjZPrUc3hv554mhC9msQxOkT5ecy+SmScQ5gHHpbsY2guBO1KUtR2khbe26VW%20uSSVbr1bu+et6v8A7Ib5rb6+XCSO09DpH/X8Pp6PjgjOx7O9SR6VLypMpiN189WMd5bexyAopJUv%20Y2hXKdnzJUB91O753dv/ALHVvg6zEePEinlVUvkta392c8PRniR7Q42Zh5OLyWfzeRadRFREdflN%20hUP0Kw4wuOhpltnkSpIJccQtav7iamXq1fPq1Tx5ZRwSjbmRpUafk0uunZHtw2NswPeyfX5TPYU5%20DLZSdI7OIhyct5yMHA7AXvjvNJbjttIWnRNtm2w+XxvNLaUtOGm+tcLbfHaWs9WeM0dOj5btnjm2%20Ys17G4XMNZZiXnswI2eLDuZYachtokSYyEobknbFuhz6aVENlKCQLoqKvS00o021rg9vHxmJwgTi%203tddL4rGPbGESs5xmYm+2GHn9mhZ6fPnzFY+QibDgPuNLjtSkNhoOtqLXqECw3FpLoa3a7Lk0pbT%20bUs/N0Vs1/OYKOs107PL105dd7UN7S4VBYUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAqvfIvqX+r%20t+i9ftzkZ3g5eHbxMvOc+7S/Bs5dn9+3b8aAtVAVvtbPYhlOvzcTG/yEeLLWmdB3MtbUvsrZTLLz%20p3BLG5W5DYKlBVxfbtIGQ5ztPpyr9tOGSMgIYb9XG2GKQP14Xuvwgn5NvL+CgBznafTlX7acMkZA%20Qw36uNsMUgfrwvdfhBPybeX8FADnO0+nKv204ZIyAhhv1cbYYpA/Xhe6/CCfk28v4KAHOdp9OVft%20pwyRkBDDfq42wxSB+vC91+EE/Jt5fwUAOc7T6cq/bThkjICGG/VxthikD9eF7r8IJ+Tby/goAc52%20n05V+2nDJGQEMN+rjbDFIH68L3X4QT8m3l/BQA5ztPpyr9tOGSMgIYb9XG2GKQP14Xuvwgn5NvL+%20CgBznafTlX7acMkZAQw36uNsMUgfrwvdfhBPybeX8FADnO0+nKv204ZIyAhhv1cbYYpA/Xhe6/CC%20fk28v4KAHOdp9OVftpwyRkBDDfq42wxSB+vC91+EE/Jt5fwUAOc7T6cq/bThkjICGG/VxthikD9e%20F7r8IJ+Tby/goAc52n05V+2nDJGQEMN+rjbDFIH68L3X4QT8m3l/BQA5ztPpyr9tOGSMgIYb9XG2%20GKQP14Xuvwgn5NvL+CgBznafTlX7acMkZAQw36uNsMUgfrwvdfhBPybeX8FADnO0+nKv204ZIyAh%20hv1cbYYpA/Xhe6/CCfk28v4KAHOdp9OVftpwyRkBDDfq42wxSB+vC91+EE/Jt5fwUAOc7T6cq/bT%20hkjICGG/VxthikD9eF7r8IJ+Tby/goAc52n05V+2nDJGQEMN+rjbDFIH68L3X4QT8m3l/BQA5ztP%20pyr9tOGSMgIYb9XG2GKQP14Xuvwgn5NvL+CgBznafTlX7acMkZAQw36uNsMUgfrwvdfhBPybeX8F%20ADnO0+nKv204ZIyAhhv1cbYYpA/Xhe6/CCfk28v4KAHOdp9OVftpwyRkBDDfq42wxSB+vC91+EE/%20Jt5fwUAOc7T6cq/bThkjICGG/VxthikD9eF7r8IJ+Tby/goAc52n05V+2nDJGQEMN+rjbDFIH68L%203X4QT8m3l/BQA5ztPpyr9tOGSMgIYb9XG2GKQP14Xuvwgn5NvL+CgBznafTlX7acMkZAQw36uNsM%20UgfrwvdfhBPybeX8FADnO0+nKv204ZIyAhhv1cbYYpA/Xhe6/CCfk28v4KAHOdp9OVftpwyRkBDD%20fq42wxSB+vC91+EE/Jt5fwUAOc7T6cq/bThkjICGG/VxthikD9eF7r8IJ+Tby/goAc52n05V+2nD%20JGQEMN+rjbDFIH68L3X4QT8m3l/BQA5ztPpyr9tOGSMgIYb9XG2GKQP14Xuvwgn5NvL+CgBznafT%20lX7acMkZAQw36uNsMUgfrwvdfhBPybeX8FADnO0+nKv204ZIyAhhv1cbYYpA/Xhe6/CCfk28v4KA%20HOdp9OVftpwyRkBDDfq42wxSB+vC91+EE/Jt5fwUAOc7T6cq/bThkjICGG/VxthikD9eF7r8IJ+T%20by/goAc52n05V+2nDJGQEMN+rjbDFIH68L3X4QT8m3l/BQA5ztPpyr9tOGSMgIYb9XG2GKQP14Xu%20vwgn5NvL+CgBznafTlX7acMkZAQw36uNsMUgfrwvdfhBPybeX8FADnO0+nKv204ZIyAhhv1cbYYp%20A/Xhe6/CCfk28v4KAHOdp9OVftpwyRkBDDfq42wxSB+vC91+EE/Jt5fwUAOc7T6cq/bThkjICGG/%20VxthikD9eF7r8IJ+Tby/goAc52n05V+2nDJGQEMN+rjbDFIH68L3X4QT8m3l/BQA5ztPpyr9tOGS%20MgIYb9XG2GKQP14Xuvwgn5NvL+CgBznafTlX7acMkZAQw36uNsMUgfrwvdfhBPybeX8FADnO0+nK%20v204ZIyAhhv1cbYYpA/Xhe6/CCfk28v4KAHOdp9OVftpwyRkBDDfq42wxSB+vC91+EE/Jt5fwUAO%20c7T6cq/bThkjICGG/VxthikD9eF7r8IJ+Tby/goAc52n05V+2nDJGQEMN+rjbDFIH68L3X4QT8m3%20l/BQA5ztPpyr9tOGSMgIYb9XG2GKQP14Xuvwgn5NvL+CgBznafTlX7acMkZAQw36uNsMUgfrwvdf%20hBPybeX8FADnO0+nKv204ZIyAhhv1cbYYpA/Xhe6/CCfk28v4KAHOdp9OVftpwyRkBDDfq42wxSB%20+vC91+EE/Jt5fwUBE59nsGb/AMMZXWlEYzsLDjrKpjISYzLa9mRbWhQUUNurSoNKAWrbYpsaAu1A%20KAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgF%20AKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCg%20FAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUB//2Q==" height="241" width="437" overflow="visible"> </image>
              </svg>
            </div>
          </div>
          <div class="fig"><span class="labelfig">FIGURA 4.&nbsp; </span><span class="textfig">Profundidad del sistema radical activo del naranjo ‘Valencia’ injertado sobre patrón <i>Volkameriana</i> a los 10 años de edad.</span></div>
          <p> <span class="tooltip"><a href="#B6">Bosch et al. (1998)</a><span class="tooltip-content">Bosch, D., Paneque, J., Castellanos;, N., Peña, O., Fuentes, E., &amp; Salazar, A. (1998). <i>Estudio
            del sistema radicular de los cítricos para la implantación del sistema 
            de riego en plantaciones de la empresa de cítricos ‘’Ceiba’’</i> [Informe Técnico. Disponible en: Biblioteca Unidad Científico 
            Tecnológica de Base Jagüey Grande]. Biblioteca Unidad Científico 
            Tecnológica de Base Jagüey Grande, Matanzas, Cuba.</span></span>, en una investigación realizada en pomelo Ruby Red de 14 años de edad, injertado sobre naranjo Agrio (<i>Citrus aurantium</i> L.) y con una distancia de siembra de 10x5 m, en la empresa de cítricos
            ‘’Ceiba’’, en un suelo Ferralítico Rojo típico y regada por aspersión, 
            encontraron la presencia de abundantes raíces activas en todo el perfil 
            del suelo, hasta los 0,75 m de profundidad. <span class="tooltip"><a href="#B28">Toledo &amp; Cárdenas (1980)</a><span class="tooltip-content">Toledo,
            E., &amp; Cárdenas, R. (1980). El sistema radical en árboles adultos de
            naranjo ‘Olinda Valencia’ sobre patrón naranjo ‘Agrio’. <i>Cienc. Téc. Agric. Cítricos y Otros Frutales</i>, <i>Suplemento</i>, 61-76.</span></span>, en un estudio llevado a cabo en naranja ´Valencia´ (<i>Citrus sinensis</i> L. Osbeck), injertado sobre naranjo Agrio en un suelo Ferralítico Rojo 
            de Jagüey Grande, con una distancia de plantación de 8 x 4 m y regada 
            por aspersión, determinaron que más del 90% de las raíces activas se 
            encontraban hasta 0,60 m de profundidad.</p>
        </article>
        <article class="section"><a id="id0x3590200"><!-- named anchor --></a>
          <h4>Determinación de la altura de las plantas de naranjo.</h4>
          &nbsp;<a href="#content" class="boton_1">⌅</a>
          <p> La altura de las plantas es un dato de entrada del módulo cultivo del 
            programa CROPWAT que aunque es un dato opcional, para Cuba es 
            indispensable tenerlo en cuenta. En este estudio se determinó la altura 
            promedio de las plantas de naranjo ‘Valencia’ para ajustar las 
            necesidades hídricas de dicho cultivar en las condiciones de Jagüey 
            Grande. Como se observa en la <span class="tooltip"><a href="#f5">Figura 5</a></span>,
            la altura de las plantas osciló entre 2,60 y 3,45 m, con una media 
            aritmética de 3,01 m. Se encontró poca variabilidad en las evaluaciones 
            realizadas con un coeficiente de variación de 9,40% y una desviación 
            estándar de 0,30</p>
          <div id="f5" class="fig">
            <div class="zoom">
              <svg xml:space="preserve" enable-background="new 0 0 500 289.414" viewBox="0 0 500 289.414" height="289.414px" width="500px" y="0px" x="0px"  version="1.1">
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dVEdhKZSW%20nW0biFK7x+0QRt6HwxCkoylXuxSddDr+F95mWG3iSptUn/49KHc4bkOAzkdcnC5KLlI7Sy069Cfb%20kIS4ACUKU0pQCgFA2rNHRPQw8G07o6pjneHbVn15h6Ph4OCnogLnS5DbTThcjsvpWVOdtKLmRsCb%20np11sMJrhUv3cXybX0qSlBqVP5VL4nLk824ZFxMbMSs9jmMRMVsiZF2WwiM8rXytvKWELPlPQ+Bo%20700vp9SKdVVWOzlzoUOKqXLkNR4qACuQ6tKGwFEAXWohOpNHhcRfEqrE6A88wkh/B/gsmNmYWZnu%20Y8zoUhDzTS2oj0onc0HEqP3G0p3C26/hUlFt0f7XL4NL6/Iw2uFvU0vj/E5kfmvDZL09iPnsc89i%200OOZNpuWwtUZDRs4p9IWS0EEWUVWt41GOK4lisPnb46NZl34dOo6zM+6nAsVjl5BzNwpMZqaxjZK%20o0qMvsyJDnbAdJcSlGwblrubhKVG2lI95xpaVaPRgq/hva1maYSf7VU7eVyzi0TLR8PLzMGPl5YS%20YuOdksokuhwkILbKlBatxBAsNaRVW0sWv49mJHiVE9DP0xyjjUjMvYOPloT2ajgqfxjchpUptIAJ%20K2AouJHmHUeNIqqqrIzLuujwr/HsxOBzXneA4nipUqfNiIyDcWRKgYx+S3HelqjtlfbZCrqUSQE3%20Sk2v0qLljRXw+ZZlw4mk8FJ0r02nPHJcCnIQ8VIyMVjMzmQ/Gxa320yXEbSoqbZUUuLSNitQnwPw%20qxxxaWPCUwlWClZSGa5TxjBBBzeXhYsOJK2zNkNR9yUlKSR3VJuApaR9YqFV03/g/gydHSp88pzH%20iGJMVOVzmPgGcnfBEqUyyX0m2rXcUnePMPs/GpcL4uH9WrSRquHi/Tr0fE/cjlXF40mTFk5iExJh%20srkzGHJLSHGWG7b3XEqUChCdwupWgvUFJNVrgsPnTtw2kmqUrp/CvZjsPi3zjhbmLGWbz+NXiitb%20QnplsGOXG0F1aO6F7NyW0lRF9ACelTapfTjurTtw2kU61poPqxyPFy1wHIE6DKgT2nnWZLcpCi4l%20nbdUdKAtLyBc71BY26db6Yl3a1wpGu7DHZjfZrMpVWGunb88LbdR9MLyPj2dYckYPKRMqw0vtuuw%20n2pCErtfapTSlAGx6GpOLSTpgzFcaaUdNlOaTcZyaHjJeKU3ipsxrHtZcukAvPxlvN2a7eqS432i%20d+iiPqhlPik4vB96nXwqMuxy/se7M8FXy1/qlKO9p8O6XVjyl8xhtcjymMfCI+PwsFqdk8s+6GmW%20lPqXtaVuASLNtFxaivQEaa6E8G3glJR30q/hWO3i6jMk04r9yb2JYL497+0+R55hJD+D/BZMbMws%20zPcx5nQpCHmmltRHpRO5oOJUfuNpTuFt1/CpqLbo/wBrl8Gl9fkRbXC3qaXx/idizyvi75yQYzEF%2004a/4uESWVGJt3bvU2V9zbtqvvt0PwqKxSehum/USaadNJ/InLeKzI86TDzMGTGxe78TeZksrRG2%20AlXfUlRDW0JJO63SsVXCpfpenR0xRhYumk/MXk+IyDeOk4fIY/IQJ7646JTUtCkrU224spj9sOJe%20cBaO5G5NkhSr+Wxkl2V+dPh168DFVR9Rw5POsG63PZwEuJn8zjyBIw8KU05IR96lpfcQ2XFo2Em+%205PhaoxxSaxi5RVdSk77lV7hJ0rXxKMnTS+FW3ui3lHWTIoBQCgFAKAUAoBQEdyl2G37gcID8QyHX%20XMk3EfDimxHd9GVl0gCzgU2hbewm3m3WJSCALGgI73GTd3iflKrchhnToLNvakWNx9Xz0+0ALGgF%20AKAUAoBQCgFAKAUAoBQCgFARGV4hns7zORlHcnMwcLHRUwcSuGIDynxIs7MdUmXHmbEkpabAslXk%20UehFQUKxkpfrwp/Klh8W5abcOklJ+GmjHe8Pklg/5nTTWOke3fM/waRgG47kmNjMDncFiZ0l6PeQ%20iUqMvHlW1V0q7bZaUShIu3fygpq1Zsn35Lvfbw1/85Sr/cqSxd5OruShSMkk+7x1rTRKDqsKYRk2%20sNFMGc/l2G5lPaz64PGpDq+UcaaxiWlSMehUOWwZfkkkvbSlYlJ2qZK9Rrt6iSdJUrh/0jOvV3ar%20XVcOx1vpdWR3Vl64px7MdmzR+lvA5s3jHKI2N5i5BxiJEzK5aHJiIV6V5a4zLENtbzCJKhHD7Kmn%20FMh6yd6QTpaq06KHnk3S+MpUar/TsVlUzBKlP/ZjHqrR4OmjG1nro8OX7c8e5RFb5W5mfWRn81MD%208OTNXBXK2+jajhx38ODcdLiVNdEp8B5ldajOFcngWEu//lin88euuijclKmapXVI/Jyqvwvh/apj%208h8wyEDGYU4gYleL41lOPuZcvRi07IkNx22XWUsrW92FqaUvztpUPFANTzJKX/SaVOJQpHyyrw6Y%200pgtGtUwMZL4OFNuXDmcXFtUsb14ng5ddMZXVV7bcfzcPJZLKZZjJMPSY0SGBlHcSVqEXukBtrEM%20ttBtHe2pWtZWroUpCReyUlR414pN9dkqvRV9VbXK+Cjiv2qn8NLW2lNWLOrzXHuYsTMvJg4tx9uZ%20yJE9uREONcntRkYtphMiEnIqMVDnfb7ai55ggq2jUEUwwUda49vek9P7XF406lRYl+ZJNun7YLqw%20brvWFNFca4UOqhcK5jjeOY9f4bkRnY0zMrEzFycQZSGsjJU8nusS22ce808Npc2pStCkp2JsTtxJ%20Ph4V/wDT4dccHZ1xppTWLVU0rGIzrJuVaOcZdfhpXDCt1jrri+8UPPMdOY9mkY7IxIj85pnGsS4M%20YBqEt1MhhK20JKbJZKtPs6J8Kn7iaefCSrT/ALR2+Lr07Sv26ccuVe73J7u7LVp2abHEa4tyafzS%20Jyn8HViWV5Fp1zHyHIqnUIjYqZFEl7063myXHZDbQShxR2JSTbojGMYypi2ptXpWX/NJPbwNvRje%20oomkqUSUF/bOUsNilRWd+olJHAfcjJw3Uy8Y82tHHcti24C1YdiG1KmNtltnHtwwFpilTW1KpLhX%200uE6qrMOGrqu7L/ne/dmqp0ws3SmpqvhrYpd5PVNvC2Klvrbirto/wBNZyzhmfXlZ07GYz1DDTPG%20zFjsuMNrdOJyT0iQy33FMpSpLSk7d6kpN7BXwysyj4r/AHJPdLLUa319linLhTLUdP8AylHfhTs0%20U+p1/NON8+zGdmNxsZIaxzuTxcxPpfwhuI+xEXHdcdmLdKp65bZbUhIQpCNqE+bqDjI7s4t/pm29%20WNUnHdRy4v5qLwp2Zneg6XeXTrrjg9CVbcNccaqtY9riMByiNztpbOKei4NufOmSfVO46VBT6lDh%209Rj3EpTk25DzrgLiXLNpSpxKbjZTIwjjhSPClp8SdE1+nB3x8OGAz8XhjjHZhGmNbNYJcO3S6/j3%20E4zySTK5T+H4U5xHJcCnFxHA7FbER9j1B2u+oU2rtuKkJUkt7vOPMALKqtJ0cf54yrs4cN3C3HD9%20TxRbCSUoybthw777HaWmiWErLgzfb/kzvKn0OnJPYrIZDHZILivYtqCx6JthJS+t9l3IhxCox2Jj%20jYoKA3Iusi3LdJV/bOcl18Vd9nwvidtP6TWca5aX/txg1pqq7qY1TVZcVXqZY5vj02bzrE5UMdyF%20CxWSjF4lF25Epcbt7UlSVErbbcvpbTU9KpnFuGatM4pL/Kq/1L1Jdz+XMr/i10vexmua4N7hu8Oi%20cejYl1tw8WjYpb8JWHAXKQ24l6NkHpiXnuwg7C16UfaUo7k6FN+fOs5NWc1LqaXz470rhbG7WMqX%20DJauKfzlhhbhavpp+nDhdK7xflUXDctXDxSHp2UykGRFaX6R5ao7MeG246wh9Yjd9hTLimQ9ZO9I%20PS1Yk6cOrjm3S+MpNNV/p2R0VIQSpjf/AIxjjbio6p0xpjv/AHUeHX8a4Ry9XII+SzEOSto8kGWU%207kXMaqSGE4VyIh11MANsdwPhCdradNDdWqgyqRS1pZmv9UotfLir18WilcZq4q9aht7sm39KXw1e%20FcTLcPzDjEbjNkRMjkmOY+kaUpGzZOlFbCipu4Da0PI3aXF+gUPLTDGSwrwZMKp27s8vDTfha3XL%20nJcXE28c1Y//AI547VfHT87fiEDMvcnn52bhl4CO5joONahPORXHFriuPuKX+6rfQGkiQEt+cKPm%20ukeWthvCTrXinX5Uq+t6b2WJr8NOBfsTVdvDgurCuNL2O45vgns5xedAjEJyGwP41xRsG5kdQeir%20v4bXm0mqZNpqSVXFp010uv6lWL6mWwSfdbpGWD6k9O666ySVg+YHgWRlqxSDyrOZBGQyGNWqLKUw%20kPtoQmOZCvSLfixGGy0Vq2FxN+mlTklFwSdYrFtUTq6ydK6pPh0vhWFWRg+LiclRuPClowVFbRLG%20TWuTTek6fjfCeanOIyGSjy0Jd5ArJKkznMcqUmOrBuwUuOpgBpjf3tiSltPwN1aqEVBf83Gz4cxY%20V/VKLXyr/UnZUbzJqtb4Zf8AjJtr4Wvhq8K62J7ZcwVxfIY2W3kpORgcdn4SCqW/iW4b7khKUpER%20MVoSFNLU1u3THEKRpoSVKTNNPRhJ5dV1RddFFSKqlS6rgrEoy+5V245y/urvq64q1V1IpuT8Gzcn%20MZCZAhJXEai4BceIlbLYlHEzZEh6IL2CTsWjZvsgqsNwFykp0fFf7rl8YKNdzx/pNZZf2ows/wDm%204/OLpsdGnTQ3g7PsH8ZnctksHlUcdThVRsy9MltPOxVSFNnFPxUSJXp1OIKlOrQ3ZDrh2BJNuiIO%20qTpf/nJJaKuUWk9uLfbUvbUk060rD5Or+GjfbT0HBeL86a5fg8nmoL8SJjcdMhvR1fhTUOO9IUys%20N49mAO96X7khJfcUvpdKdSZ5cknPVKEUq37rs6YLB4Uwuq+GsczGnnb6sVLXjX91aa6P9OuVEyKA%20UAoBQCgFAKAUBHcpdht+4HCA/EMh11zJNxHw4psR3fRlZdIAs4FNoW3sJt5t1iUggCxoCO9xk3d4%20n5Sq3IYZ06Czb2pFjcfV89PtACxoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKA+UqJEls%20liUy3IZKkqLTqQtO5CgtB2qBF0qSCPgaUs9Q+v1PrQCgFAKAUAoBQCgFAKAUBw04bDoyq8uiDHTl%20nGhHcyAaQJCmQbhtTtt5QDrtvaiwqlpv1hqtK6DmUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAR3KXY%20bfuBwgPxDIddcyTcR8OKbEd30ZWXSALOBTaFt7CbebdYlIIAsaAjvcZN3eJ+UqtyGGdOgs29qRY3%20H1fPT7QAsaAUAoBQCgFAKAUAoBQCgOAOQYA5k4MZKKc0G+8cX32/VBvrv7G7ubfna1I41pjS/Vt+%20K+IapSumxyn5UWP2++8hnvLDTPcUE73FX2oTc6qNtAKLF06a+wU0nBico4zMy8jDQ8vCk5iKCZWN%20ZkNLktBJAUXGUqLibFQBuPGkcVVYoN0dHpOzoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFA%20KAUAoDpeW5VONxCnzNVjiTtEwMGSEHaSNyOlr9Sf/TqMO6VaYkoq+FTrsJmHWc5+GTs8MrIfaDrL%20DcQMhCSVedS0FXgALH5/PbNLFqmMblbdnW5V1EkfGbNhwYj0ya+3Fhx0KckSXlpbbbQkXUta1EJS%20kDqTWG0rmUqnzxeWxWXgt5DFTWMhAe3dmXFdQ8yvaopVtcbKkmygQbHrUmmrkUz547PYLJSZkXHZ%20GLNk45zs5BiO8265HcuRseShSi2q6Toq3Q1hYqugy1R0dzkMTYchx9uO+285FX2pKG1pUptwpC9i%20wD5VbVBVj4EUWKroDVHR7dx9qAUAoBQCgFAKAjuUuw2/cDhAfiGQ665km4j4cU2I7voysukAWcCm%200Lb2E2826xKQQBY0BHe4ybu8T8pVbkMM6dBZt7UixuPq+en2gBY0AoBQCgFATPI+W5HDZnHxfw5l%203HznmIqX1S0tynHn1lG2JEDay/2U/ePFTiNqLqG7aaxB8U+Hb8lVumqyreuilKpYRbWjctlf3OmC%2004Kt6cTnPuE3xrJ4vGNnGCXkkPOheXyJxbCUMlCQEu9iVvcWp0BKLAmxPgazDvSps24vCi06dVus%20T7seJ2/BYt9Sw+KK9bqGmlOvKS2hCSpxajZKQBckqNtB8aGFWmJ/GX2X2w4y4l1skgLQQpN0kpIu%20PgRahk/dAKAg8tsk82xbUPHzm5UCeZMhpcJSMe6HIqmVz/Wtt7FuoaX2kIU/f4taJUmOW6Ouikk/%205VjLDXxS4W6cWD0S4qRzbUV24/1eG+rhSwtjFXVK9dznH8wyvJeM5fH45ibg4kuE/EbeflRZLDrh%20X3334xiOWAbUlI3qBR5rpuq6Z5K4c2srYrXhwS+bfxpBVjVsznr7bS6sNbU4011S7G3jRHM4e3Pg%208kkQoT2YdgrlTnspEy0NtmOyt55bqHYkpuM0l/uOK0AkObUEXSm1kxyvCl+lR31qsPhxcTs2qqVH%203pZz71dLe6lL7u6kqp0um06aDWTAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUB0PNp%20pjcfktpgLyTkpKmG4qUlSSVpOqz/AIUjqT/s6ivNy3NcKu/l19MdRZltRfE7Ij/bHC5TiWTkYbKR%20i+ud9+zkmkFSUblKIjqIHlSEp8v0fUnYwceFfp6/Fhco4KPi0S/xvhr67bTt+ZDlv4un8JPJTFLS%20b/g35b9MF3Ve/wCLfvO/pf8Aw9LeNUqtX06b+wtegoM5Lw0HBpl54oEOMWXHJExpLqGnULSW33u2%20C2jtuALU5olFt10gXqWY+9hRPGmqz1/DF1drsjCtLO2K0002+ejTYlvbzIxls5xQykWc7lcktcPN%20RLIgTn1xEKIgtFx0HspYUlxKHnLqQpRUDuSivNi/+LililOi04virs4p0XRvKoszieK7ter9PC+u%20iTrfvJWSOh9vnYeTyHFIUB0l3C8dlY7lDTS1IeiyVrjITHfKFBbL/dZeUASFaFQ+NbE+CUsxx8El%20Hh0fupTyxwpeNTDqklLxrMk7aHxVflm+Fr910sKqh9q8NjcLO5njcayWIbGbBQgrW4oleOiKWtS3%20FLWtSlElSlEkm5JrClxZcf6/95aunUjObGmZthF7W3LHp/C9qBgUAoBQCgFAKAjuUuw2/cDhAfiG%20Q665km4j4cU2I7voysukAWcCm0Lb2E2826xKQQBY0BHe4ybu8T8pVbkMM6dBZt7UixuPq+en2gBY%200AoBQCgFATnI+NZrMyDH/Fm2cC+GvWwFRd7+5lzubo0pLrXaKyE7t7blreXaaK6b0SUltTTW6qWF%20K3xtwpYprXFx+NU99HswWF6/3P4Pk+RYDUTLxYqXEyGJaHYKnkLjvq8nb2yWXG3m2/Lv3lCjc9sa%20AQlBSqn4WqPX10eivWpaOus1KjTV06rVv+lsG063XajD45WIRiJDKJcBDKI6mZKUupcQhISAtJG1%20XT4VdmZjnJyd26lUI8KS1E77XRIsPA5CLEZbjxWM1l0MsNJCG0JTkHgEpSkAAD4CoEivoBQHWck5%20Fi+OYWRmcotaIUbYHC02t1ZU64lptKUNhSiVOLSn4DqbDWspNuiBIyPfLhEZh2RJbybMZhKnHn14%206UEIQgKKlqOzoAm/1/Ta1+2zEquMvgzFUaDVJkUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQ%20CgFAKAnuQ8x/CcvCw8bDzszkZzD8ptiCYaNrMdbaHFLVMkRE/afTYJJNYWLdNFK7607GScaRUm7u%20nyqcz8wNR+PP53MRJGGjxGXZEyPK7LrzTTAUpSlekclIV5U7gELUfr0rGZLhVb7NbsviYgnJ0OBg%20+bN5HKN4udiJ+DnSGFS4LWREX94ZbKQ6WzFflBKm+4jchzarzDTrazhutMbrbbqawdq/NVi5LDU7%20P59mKrqeo796VFZcZbeeQ05JWWo6FqCS44EKcKEAnzK2IUqw8AT4VFGaHX8i5CzhI0dZiyJ8qY+m%20LBgRA2Xn3lJU4UoLy2Wk7W21rUVuJFknW+lYq6pJdFr6XoiSjVN6F/DtfRH8hcmgTePrzbDUhbDS%20Xu7FQ0pySl2MtTbzHZb3qU6hxtSNqb3I0vWZYUaxqk111xV7X00ppoRyu86Pu7dHTqrXRU+PHeUp%20zEiXDfxszD5KElpx6BP9OXezI3dp5Kor0looUppaft3BSbgVKmFU9NN+D7Gur5kVKrtor061pXWt%20Z3lRJCgFAKAUAoBQCgI7lLsNv3A4QH4hkOuuZJuI+HFNiO76MrLpAFnAptC29hNvNusSkEAWNAR3%20uMm7vE/KVW5DDOnQWbe1Isbj6vnp9oAWNAKAUAoBQCgFAKAlfbn+lZX/AL5mP/IvUBVUAoCG97P9%20Opp6WmYs3+FspGN/lb43H0p6i/2r+7HajErGR85G7hOfJBSU46bYX/6Dg8DqDXW+69KflfYURuel%20a4s2BQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQHUcs5JG41x6Xm5LD0lqIEfu8cJLq1OOJaQlO9%20SEjzLFyVAAa1KEeJpLSCFl++iYUB6bL4tkW2Yza3ZBD0AhKGklSlfxAuLJ0relyzOim2rEONGnMO%20peZbeSCEuJC0g9bKF9a88mfugFAZ77g4DIzeWYXJoxWVyuOiwp0d9GFyCcbIQ8+7GW2S563GqUgp%20ZXuSFkXtcdCIwwcq6VGm7irX4qm8nJ9xJU8VeulH0udzEbyS+KrxkPCSo7zkWSlljkMluejuXshq%20Y6mXOecQ9vPRS7IBBtoks1VjZO2GvWtVaaXhir4kYOmKbWPw08V7J6Kp7FidTwzE5mNnGnomIyfH%20MMlhxOQxmSntTo63CU+nTj2m5M5MdtnzghPZTtKRsVYbLU71dVor4q1u3jorXGWPzi0lRJY10eGm%20zDTRru2rsON7icbXlORYuWnC8inJx7okLexOTbiR1jsPM9tDa8pjyy4C8FKdQ1cjy3IUaqy8JN46%20v9flhbDHGmknJ1jTZ8pVx1/TDSig5bAyhGAy2NgO5B7CzPUO41LrSZDjLsV2KsIW+4hlTiO+F+d0%20A2PmvapuTU63qmsMNKdaYaY06q2IRScKWs1Xq130V/qpjpOJxlGYwWKXj1Y4vZnIryuZbj9xtDCF%20vTC+mK6+neQu0pKdwQpNwrW1qx4YRiseCMU+vXS3Xw14a4Wxpmrk3J4OTpTVSNE3/aq0rRvSOGYz%20KI5Fmcw5i5mHh5JDJciZOSzLkrloW4pbiFMvzQ2wG3EpQ2HQlJB2tp6qzBcMOGumq+FHV6a0jreF%207JYeLTpjTH/x+He0K5Z1gyKAUAoBQCgFAKAjuUuw2/cDhAfiGQ665km4j4cU2I7voysukAWcCm0L%20b2E2826xKQQBY0BHe4ybu8T8pVbkMM6dBZt7UixuPq+en2gBY0AoBQCgFAKAUAoCV9uf6Vlf++Zj%20/wAi9QFVQCgIb3s/06mnpaZizf4WykY3+VvjcfSnqL/av7sdqMSsZHzkbuE58kFJTjpthf8A6Dg8%20DqDXW+69KflfYURuela4s2BQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQER71Jv7bZQbSr72CbJ6%206TmDfodB1NXe2f3I7UYdjJ+Vn9LZdZPbKIUohSjoLMrF1WIuPHrXX+59OSv3X2GurnobF7vwyJuA%20Cuy3uANwDsHQ2FcUbJyaAUB0PIuSy4M+Fh8RCRkc5PQ68zHefMWO3HjlIdefeS3IWhN3EoSEtKKl%20EaBO5SSTdaWV99t77E9+WqRq9LouvX8NO1axic7npWLyK52EVBzOOU42IXeLkaQpKN7S40vto3tu%20Agbi0FJNwU6VHNlwwco40rha3TB6ep1SQVZ8LwWGPU/hitK+jTPnB5lHnuceRCZDxzsdcxdlkdiO%2020lSlkFPm+9cQ3Y7TrfwIq6UEpyinVRVa66ukf7lVrYRT7tXg+Lhp148X9tKProffNc54Tg5Yh5v%20kGNxcxSA4mNNmMR3ChRICwh1aVbSUnWqk09xKh++TcgOIwhyEWN+IvuuMMQYyFhCXXpLiWmru2UE%20I3LBUuxsm5APSstPiUdLdMcKXb+CT6zEWmnKvdSrr6VPjxTksrL/AIjEyEJOPy+Ik+lyEVp71LN1%20tofaWy+UMKWhbTqT5m0kG4tpcyce6pKzr8U6Pp2OqR1UqPUnuf5prdqOse9zMY1meQwvTOuQuOY4%205CXORqHFNqdS6yykgBRbLJSVbrb7p6pVatN8MnSzil18VVuxVPngqNyouKMaqsq7vDfdKvUqabc/%20jnJ8nOnTsVmMajHZiEwxMMeO+qU0uPKLiWiHVsxT3N7C0rTssNLKN9JSwi2saOm+lcOp1vhjXDXB%20OrWhSVVX511NVVVjdYvGkVxT3Wz+aiymgIMnKyDDZx7cVp0IiTJneU9DmJU8pTjsFqOXXtpbJTpt%20QalFVUca1lf9Lioxk5K9LuKv3nFaSeauGclojxYacJOK/uvrSq6UKj3F5nleMx8WMbBZnS8nKVFH%20qHVMtthEd1/ediHFK1a22HxqzIyXmz4VdkG6LElYXu3y/wDFsZHn4WCmLPnMQVmPKeW6gSHS2HAF%20MhJCQoKOvQHpfy7XuOWzyo8Tcab/AMCKmmazXnkxQCgFAR3KXYbfuBwgPxDIddcyTcR8OKbEd30Z%20WXSALOBTaFt7CbebdYlIIAsaAjvcZN3eJ+UqtyGGdOgs29qRY3H1fPT7QAsaAUAoBQCgM29xk8SV%20yLHOKcijlsZ6E9EjOoV+IvsIfKg1jHFqHb3KChILSF7kXSvbcKTjKqsxOOLrR66Pu1f8kU5SpThd%20JYpqQzH3HX9rpqs8F/O3RJ3XdbTXCPdlfCJ+KSudkcdHyaUSmsTLnDvJS8ysIfbhKLjbTWQS4kJb%20Wnc6hQNkKAUKi5uMk4rimqSSXikljSOD8WFaJ/pqvCWwiqpS8PX4caeKyapZNrCtHTiLknJzMG2q%20K4MdkX2ULQqQ2X+0tQBIcbuyVW6HVNX5sVGbSdUma+XXhVdRPe1iJbfH56JjyJEtOay4ffbbLSFr%20GQeupLZU5tB+G41WTLGgFAQ3vZ/p1NPS0zFm/wALZSMb/K3xuPpT1F/tX92O1GJWMj5yN3Cc+SCk%20px02wv8A9BweB1BrrfdelPyvsKI3PStcWbAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoCI96k39%20tsoNpV97BNk9dJzBv0Og6mrvbP7kdqMOxk/Kz+lsusntlEKUQpR0FmVi6rEXHj1rr/c+nJX7r7DX%20Vz0Ni934ZE3ABXZb3AG4B2DobCuKNk5NAKAnuR4nOnKwM7gfTO5CE09FdgTVrYZkMSC2oj1Dbchb%20K21tJUCG1BWqSNQpOFVN6pLHdZ/NqnXWuFHl0a608Pqt+HwRy+OtcmDEh/kLsf1ch0rZhQyXGIrQ%20ASltLy22XHibblLUhOpsAAKlRJa+lt3xd8LKCrV1t0xfW/glTTVvq+JcRm4bM5aZKfbdiurU3h2W%20wbsRnH3ZTiVXA2kuyCjam42IR9CcZaUYJabV/ljhBblX4kp4yqvCl/lKnG97in8TnZnj2XyEzvxO%20T5PENbQn0kNvGrauL3XeXDlOXP8A87fKsJGWz9cqw0rKcYlYxlEeZJcQgITPLjbbi21JWCpyNscZ%20XdN0Oti7a7LSk7bUnjJOmmt2vg8bb6201EcE11NfLStK1rUdDxHjGX47GeZXHSJHIJ7juQVHmSJR%20hNiH223BKltl6U4THRuW6Encv4JAMppShwKqweKwxb0au1tcVMXTCePFRVVEtNUtb3v+mkdFX1Df%20s5PblZSOrkUqViJ2DVh2Uy2oKnEOLW6retLESNvSguhwHuBSl33E6WiqpOmDrBr+itPhglTRXqpl%20YOOpOdVr46V+ONd1LutPxbB8gRmZuf5CIjOSlRIuPRFgOLfZS1EU653e461GXudXJV5NlkgDzK8L%20G1R00yrs0Jde2ivbAhR91VwimtVa0q6aLLDRjjjh13NuC5Tkqsi6tcdRQ0wxiYTyl9hxpLzcmY3K%20IQShMztBhe1K7Ni/m3FFVwwdWuLvW6lo06e9ajaiv01LHLClu7LbxSTVdytpXFPWR3MOPScFguGw%20JSWg83l5zrbEVRMeK1Ijy3URWVFLJUywhSW0eRP2RZKRYD0uWP70FWtI0q9NI9NxTJYPCmNl003f%20WzpX7ry/HboUf55jvKLX8spPm03aaX+j4V7XNMMl7unT8yELnoSuULxQCgFAR3KXYbfuBwgPxDId%20dcyTcR8OKbEd30ZWXSALOBTaFt7CbebdYlIIAsaAjvcZN3eJ+UqtyGGdOgs29qRY3H1fPT7QAsaA%204OYyUmBGQuNj38lIdcDTUaP20m5BJWtbqm20ISBdRKr+CQpRCTh1sr/LpsTemmDMql3+e7R8Wl1n%20VQ81zNqQ0nN4CO1GeWloSMTOXPLRVpvfbfiwFhu9hub7hF7lISCoSVOnT6bWiLqsf49N9dSZR1gy%20KAUAoBQEr7c/0rK/98zH/kXqAqqAUBDe9n+nU09LTMWb/C2UjG/yt8bj6U9Rf7V/djtRiVjI+cjd%20wnPkgpKcdNsL/wDQcHgdQa633XpT8r7CiNz0rXFmwZh7t5fPx+RcexuNysnFx5UPJyJPpO0FOLju%20Qm27lxDmiUyV9PE38BW97D20c6bjKtq4biMnRHQ8YzvLGeccajSM/Omw8jNkRpcSV6dSFIRj5khJ%20HbaQpP3jKVCyumnyrZ5hy+GTBSi28fpsIwm2bbXkFgoBQCgFAKAUAoBQCgFAKAw3nbTs33IzCHpk%201KIjEMRmmZkmOhCXGlFdkMuNpspWp8p18Tayfa5X7bLzIy4lUrm2jsfaUyGOcZCGJUxyKrGpeUxJ%20lPyUhz1KkhYDzj224Jtbbp8beWrmuRDLlHhVMDMHU2GvKJigFARHvUm/ttlBtKvvYJsnrpOYN+h0%20HU1d7Z/cjtRh2Mn5Wf0tl1k9sohSiFKOgsysXVYi48etdf7n05K/dfYa6uehsXu/DIm4AK7Le4A3%20AOwdDYVxRskL71Lkfg+CZaffjpkZdDbxjOusLUgRJK9pW0QrbuQCfo8OtbXs8uM82MZWZGTwIbjD%20LsPnfFVMy51358hl1D82S+lbZgS3CkodddSU7m0q+ybWH2bXT6nNPa5eXlpxVHVdjIQk2zfK8EtF%20AKAUAoBQCgFAKAzT3oQkvcTXtJUnJPgKGlgYEi99RobdPjat/lnrx39hCdiGfuvL8duhR/nmO8ot%20fyyk+bTdppf6PhXuc0wyXu6dPzK4XPQlcoXigFAKAjuUuw2/cDhAfiGQ665km4j4cU2I7voysukA%20WcCm0Lb2E2826xKQQBY0BHe4ybu8T8pVbkMM6dBZt7UixuPq+en2gBY0B03NG3neHZ1tlpb7y8fK%20S2w13O4tRZUEoR2gpzco6DaCfhVed4X+Fflp2PDXgXe2lTMi9UkQvtVisbEzK1xsdjoj/pClx2Jw%20/I8ddI3ouFTJS1NLFxctpFz9romtlvB0tXXt0dKbzUjWka3+OjX9TU6qLRQCgFAKAlfbn+lZX/vm%20Y/8AIvUBVUAoCG97P9Opp6WmYs3+FspGN/lb43H0p6i/2r+7HajErGR85G7hOfJBSU46bYX/AOg4%20PA6g11vuvSn5X2FEbnpWuLNgyf3eSDzfip18uNzJFiR/z8aNfjXrcmf3X5fqivMsdDhCTz/hlwU/%20zOULG3hiJ+unxrf5z6S8y7GRy7m7VzRcKAUAoBQCgFAKAUAoBQCgMQ5ckH3K5B1Fm4CgASOrChcj%20S/7D9Olk9DyV9yW0qzDn+15KvcSdcEWxAFjY2/euum6263y+u3lo51447DOWbBXilgoBQER71Jv7%20bZQbSr72CbJ66TmDfodB1NXe2f3I7UYdjJ+Vn9LZdZPbKIUohSjoLMrF1WIuPHrXX+59OSv3X2Gu%20rnobF7vwyJuACuy3uANwDsHQ2FcUbJB+9QvjeOaX/nSD0v0hS/kr+3w61u8u9ePTQRnYjcOAvnPD%209ydRlHtoNidMbN1Ft3hr0P8Al+0n2Oc4ZS8y7GV5dzd65ouFAKAUAoBQCgFAKAzT3oQkvcTXtJUn%20JPgKGlgYEi99RobdPjat/lnrx39hCdiGfuvL8duhR/nmO8otfyyk+bTdppf6PhXuc0wyXu6dPzK4%20XPQlcoXigFAKAjuUuw2/cDhAfiGQ665km4j4cU2I7voysukAWcCm0Lb2E2826xKQQBY0BHe4ybu8%20T8pVbkMM6dBZt7UixuPq+en2gBY0B1PKIOHk4h57LPuRIsEKlmcw+7Gcj9pCip1LrKkLFkbtw6KF%20woEEioSdO9ZrpbHi0d1ppumFicE2+FKtem7aiN4hk+N8gzSYa+S57PSom6WzDysFzGMIVGcS2pZ7%20UDGIeLbi0/dulYSqygkKFxbFYOS0YfGqtti9jWjEpck6KuD+dne9mtNGpKtao0iokxQEzyPluRw2%20Zx8X8OZdx855iKl9UtLcpx59ZRtiRA2sv9lP3jxU4jai6hu2msQfFPh2/JVbpqsq3ropSqWEW1o3%20LZX9zpgtOCrenJ5Zyk8fYhOJgPTjMmRYii3ZDbKJMlqMXnXF+UbS8LIF1KPQbQpSZQXFNR117G/o%20Zp3ZS/am/gq/S/1on2uRyMHGwnZ099EaGwNzz7h2oQm9rqPgKwYJj2ulxpmByEqK6l6O9msutp1B%20ulSTkHiCCKAr6AUBDe9n+nU09LTMWb/C2UjG/wArfG4+lPUX+1f3Y7UYlYyPnI3cJz5IKSnHTbC/%20/QcHgdQa633XpT8r7CiNz0rXFmwZP7vJB5vxU6+XG5kixI/5+NGvxr1uTP7r8v1RXmWOhwhJ5/wy%204Kf5nKFjbwxE/XT41v8AOfSXmXYyOXc3auaLhQCgFAKAUAoBQCgOrz/KOOceYakZ3JxsYy8ooZcl%20OpaC1JSVkJ3EXskEmspN4IHAge5HAMhkGcdB5DAkT5CtrEZuQ2XFqIJASm9ybIP7Ky4NYtAo6iDE%20OXJB9yuQdRZuAoAEjqwoXI0v+w/TpZPQ8lfcltKsw5/teSr3EnXBFsQBY2Nv3rrputut8vrt5aOd%20eOOwzlmwV4pYKAUBEe9Sb+22UG0q+9gmyeuk5g36HQdTV3tn9yO1GHYyflZ/S2XWT2yiFKIUo6Cz%20KxdViLjx611/ufTkr919hrq56Gxe78MibgArst7gDcA7B0NhXFGyQfvUL43jml/50g9L9IUv5K/t%208OtbvLvXj00EZ2I3DgL5zw/cnUZR7aDYnTGzdRbd4a9D/l+0n2Oc4ZS8y7GV5dzd65ouFAKAUAoB%20QCgFAKAzT3oQkvcTXtJUnJPgKGlgYEi99RobdPjat/lnrx39hCdiGfuvL8duhR/nmO8otfyyk+bT%20dppf6PhXuc0wyXu6dPzK4XPQlcoXigFAKAjuUuw2/cDhAfiGQ665km4j4cU2I7voysukAWcCm0Lb%202E2826xKQQBY0BHe4ybu8T8pVbkMM6dBZt7UixuPq+en2gBY0B0vN2nXuF55lqMJjrmOlobiFLjg%20dUphQDexn71W46WR5vhrVeY6KuOi176OvVXBO5bkP7ka60S3BInHXeQqyMVzPKyJirKmctjZUGOh%20TwjpkuJcdhxEKdeVGbKkBwjQlCUjdWw8OKlOGv1lLDTeTdXV6K2RqZUaQinhaq61HhVdke7qd3WW%20JodVlwoCc5HxrNZmQY/4s2zgXw162AqLvf3MudzdGlJda7RWQndvbctby7TRXTeiSktqaa3VSwpW%20+NuFLFNa4uPxqnvo9mCwvXlZzBSsxikwpEpCHETo0xLzbSgO3Dmtym2yguE7ihoIUvd18wSPs1mL%20pJPV/wClr69f1M1wklpi18VTp0Z3NYMEr7c/0rK/98zH/kXqAqqAUBDe9n+nU09LTMWb/C2UjG/y%20t8bj6U9Rf7V/djtRiVjI+cjdwnPkgpKcdNsL/wDQcHgdQa633XpT8r7CiNz0rXFmwZP7vJB5vxU6%20+XG5kixI/wCfjRr8a9bkz+6/L9UV5ljocISef8MuCn+ZyhY28MRP10+Nb/OfSXmXYyOXc3auaLhQ%20CgFAKAUB1PJ+T4njWJVlMopwR0uNsoQy2t51bjywhCENoBUSVGsxi26LFglXffDhLKS4+3kmWQQF%20vOY+SltIJI3KUUeVPTU9L6+Nrn7bNSq4y+BjiRoFUGTMfec/v3ExcfxkrS3m/g3NQbdPjrXo8q9Z%20bGQnYjmgF8k4vuRqMzHKQbE3AXqPteGvQ/5ftJ9jm3o70V5dzf65YvMQ5ckH3K5B1Fm4CgASOrCh%20cjS/7D9Olk9DyV9yW0qzDn+15KvcSdcEWxAFjY2/euum6263y+u3lo51447DOWbBXilgoBQER71J%20v7bZQbSr72CbJ66TmDfodB1NXe2f3I7UYdjJ+Vn9LZdZPbKIUohSjoLMrF1WIuPHrXX+59OSv3X2%20GurnobF7vwyJuACuy3uANwDsHQ2FcUbJB+9QvjeOaX/nSD0v0hS/kr+3w61u8u9ePTQRnYjcOAvn%20PD9ydRlHtoNidMbN1Ft3hr0P+X7SfY5zhlLzLsZXl3N3rmi4UAoBQCgFAKAUAoDNPehCS9xNe0lS%20ck+AoaWBgSL31Ght0+Nq3+WevHf2EJ2IZ+68vx26FH+eY7yi1/LKT5tN2ml/o+Fe5zTDJe7p0/Mr%20hc9CVyheKAUAoCO5S7Db9wOEB+IZDrrmSbiPhxTYju+jKy6QBZwKbQtvYTbzbrEpBAFjQEd7jJu7%20xPylVuQwzp0Fm3tSLG4+r56faAFjQHRc3z/HsHxifNz70JrHllxtTWScDcd9Sm1EMK8jyldwAjal%20taiOiVdKhOjweNWunTaTy0+JUw69XZ2md+2i+ISOeIkYKPxHHOjFyUOxOLSUT3Xkl+OQt9xqHCSw%20GzolJuV7v/ZpfBNRlq7uz9Xb9NhVKSaja++1qdrdrfqZsNVkhQCgFAKAlfbn+lZX/vmY/wDIvUBV%20UAoCG97P9Opp6WmYs3+FspGN/lb43H0p6i/2r+7HajErGR85G7hOfJBSU46bYX/6Dg8DqDXW+69K%20flfYURuela4s2DJ/d5IPN+KnXy43MkWJH/Pxo1+NetyZ/dfl+qK8yx0OEJPP+GXBT/M5QsbeGIn6%206fGt/nPpLzLsZHLubtXNFwoBQCgFAKAgvek24jGF7XyuOFr2v+8oPxF/2H+8bPs/WjtRiVjKuXa8%20bmqN0FCbjzW6KAubKTp4/aH1V1PvPSlsKI3PSVcabBmPvOf37iYuP4yVpbzfwbmoNunx1r0eVest%20jITsRzQC+ScX3I1GZjlINibgL1H2vDXof8v2k+xzb0d6K8u5v9csXmIcuSD7lcg6izcBQAJHVhQu%20Rpf9h+nSyeh5K+5LaVZhz/a8lXuJOuCLYgCxsbfvXXTdbdb5fXby0c68cdhnLNgrxSwUAoCI96k3%209tsoNpV97BNk9dJzBv0Og6mrvbP7kdqMOxk/Kz+lsusntlEKUQpR0FmVi6rEXHj1rr/c+nJX7r7D%20XVz0Ni934ZE3ABXZb3AG4B2DobCuKNkg/eoXxvHNL/zpB6X6QpfyV/b4da3eXevHpoIzsRuHAXzn%20h+5Ooyj20GxOmNm6i27w16H/AC/aT7HOcMpeZdjK8u5u9c0XCgFAKAUAoBQCgFAZp70ISXuJr2kq%20TknwFDSwMCRe+o0NunxtW/yz147+whOxDP3Xl+O3Qo/zzHeUWv5ZSfNpu00v9Hwr3OaYZL3dOn5l%20cLnoSuULxQCgFAR3KXYbfuBwgPxDIddcyTcR8OKbEd30ZWXSALOBTaFt7CbebdYlIIAsaAjvcZN3%20eJ+UqtyGGdOgs29qRY3H1fPT7QAsaAlfcocbVxZ8ciamP4s7u8zBkPw947awpL8hl6K22ypG4KMh%201LXTcb2qEmk100rds0/tqyzLrdaOmjH8Luiqzo/bCI/KmyczHS/ExLYVFjRJOZyOacdCg28h4rdl%20PQmrIUE7Wku6/Zdt9q+jUO94m3u4ZSi8Wq4talherdI6+DdI4KNN9Yp4JYUVb1ddSpU0aqywUB1s%203k3G4GUjYmdlYcXKzbejgPyGm5D24lI7TSlBa7qBHlFZiquiuYboqux+8ryDAYcxxlslFxxmOdmI%20Jb7bHdcP+BvuKTvVr0GtYWMlFeJ6NJlrCuhHPoCU9u1JTiMspRCUpzmZKlHQADIPamgO/Obwwvef%20GFr3u6jS17+P/sV+w0By0qSpIUkhSVC6VDUEHxFAQ/vZ/p1NPS0zFm/wtlIxv8rfG4+lPUX+1f3Y%207UYlYyPnI3cJz5IKSnHTbC//AEHB4HUGut916U/K+wojc9K1xZsGT+7yQeb8VOvlxuZIsSP+fjRr%208a9bkz+6/L9UV5ljocISef8ADLgp/mcoWNvDET9dPjW/zn0l5l2Mjl3N2rmi4UAoBQCgFAQXvSbc%20RjC9r5XHC17X/eUH4i/7D/eNn2frR2oxKxlXLteNzVG6ChNx5rdFAXNlJ08ftD6q6n3npS2FEbnp%20KuNNgzH3nP79xMXH8ZK0t5v4NzUG3T4616PKvWWxkJ2I5oBfJOL7kajMxykGxNwF6j7Xhr0P+X7S%20fY5t6O9FeXc3+uWLzEOXJB9yuQdRZuAoAEjqwoXI0v8AsP06WT0PJX3JbSrMOf7Xkq9xJ1wRbEAW%20Njb9666brbrfL67eWjnXjjsM5ZsFeKWCgFARHvUm/ttlBtKvvYJsnrpOYN+h0HU1d7Z/cjtRh2Mn%205Wf0tl1k9sohSiFKOgsysXVYi48etdf7n05K/dfYa6uehsXu/DIm4AK7Le4A3AOwdDYVxRskH71C%20+N45pf8AnSD0v0hS/kr+3w61u8u9ePTQRnYjcOAvnPD9ydRlHtoNidMbN1Ft3hr0P+X7SfY5zhlL%20zLsZXl3N3rmi4UAoBQGSPe7nMXZuRRAw+O9LDnTYLS35T4cV6KU9F3qShkgby0FWB+V/h6GRy3Mz%20YKSao9v4EHNIrvbjmeQ5TAyjmQgtQJeLyCoDiGHVPNuD07EpDiSpDZHkkhNreF/Gw1fcZLypuDui%20SdStqkyKAUBmnvQhJe4mvaSpOSfAUNLAwJF76jQ26fG1b/LPXjv7CE7EM/deX47dCj/PMd5Ra/ll%20J82m7TS/0fCvc5phkvd06fmVwuehK5QvFAKAUBHcpdht+4HCA/EMh11zJNxHw4psR3fRlZdIAs4F%20NoW3sJt5t1iUggCxoCO9xk3d4n5Sq3IYZ06Czb2pFjcfV89PtACxoBQHVY/ivH8bkn8jjYSIMmVv%20VKTFKmWXnHFBS3nmGyllx4kf8VaCu2m61I4Kit0tq66XwrZCSq6u/S+vedrQCgM+5lkce/yIcfdx%20U1qLK9K9l8xGxU6T6gNOb48ZqRFjuoSUKTdx1ax20myPOoqaZWMvLJNebDvaqW20o+6sU3wxb/dF%20rX3cU+vS6LW69T4nuZ62Q4mViWphlSYOQxJR+ESJzbwcWhJZSUqZVEWtaPJIdBjqT5lXATVcouSl%20Ff8AzFHqtxcLrjw8PF3k1xW4cUyyElGUZP8ARKuv9rteVdHC8KNO6LlmBlmuOR4LEtDGUajNNerW%202X0B1CUhSi3uaKwSD/iFbOfNSnJqzbNfJi4wSd0kZ/DRLb9nObomPIkS0r5MH322y0haw/KupLZU%205tB+G41UWGfw+LccMSP3MRDStCE3AjtJFwm32QkaHwBH1A12cfbZVPDHHqTNerNn9pE7fa/iidoR%20bFQ/Knp/wU/IWPxFhb4DpXGNGwcL3s/06mnpaZizf4WykY3+VvjcfSnqL/av7sdqMSsZHzkbuE58%20kFJTjpthf/oODwOoNdb7r0p+V9hRG56VrizYMn93kg834qdfLjcyRYkf8/GjX4163Jn91+X6orzL%20HQ4Qk8/4ZcFP8zlCxt4Yifrp8a3+c+kvMuxkcu5u1c0XCgFAKAUAoCC96TbiMYXtfK44Wva/7yg/%20EX/Yf7xs+z9aO1GJWMq5drxuao3QUJuPNbooC5spOnj9ofVXU+89KWwojc9JVxpsGY+85/fuJi4/%20jJWlvN/Buag26fHWvR5V6y2MhOxHNAL5JxfcjUZmOUg2JuAvUfa8Neh/y/aT7HNvR3ory7m/1yxe%20Yhy5IPuVyDqLNwFAAkdWFC5Gl/2H6dLJ6Hkr7ktpVmHP9ryVe4k64ItiALGxt+9ddN1t1vl9dvLR%20zrxx2Gcs2CvFLBQCgIj3qTf22yg2lX3sE2T10nMG/Q6Dqau9s/uR2ow7GT8rP6Wy6ye2UQpRClHQ%20WZWLqsRcePWuv9z6clfuvsNdXPQ2L3fhkTcAFdlvcAbgHYOhsK4o2SD96hfG8c0v/OkHpfpCl/JX%209vh1rd5d68emgjOxG4cBfOeH7k6jKPbQbE6Y2bqLbvDXof8AL9pPsc5wyl5l2Mry7m71zRcKAUAo%20Dz1j0gyMwdfLnc2RYkf/ANrKGvxrrOWP7Ed/ayidy89kSTH5dcFP89AsbeGKx+unxrwuZ+vLd2It%20hY0mtAkKAUBmnvQhJe4mvaSpOSfAUNLAwJF76jQ26fG1b/LPXjv7CE7EM/deX47dCj/PMd5Ra/ll%20J82m7TS/0fCvc5phkvd06fmVwuehK5QvFAKAUBHcpdht+4HCA/EMh11zJNxHw4psR3fRlZdIAs4F%20NoW3sJt5t1iUggCxoCO9xk3d4n5Sq3IYZ06Czb2pFjcfV89PtACxoBQCgFAKAUAoBQGZn/Sjnv8A%2093J//wB5VARcXaYsYpBKdiSCk2AGzqR5NP8AL9Vd1CxrGqe0idvtfxQbQi2Kh+VPT/gp+QsfiLC3%20wHSuFNk4XvZ/p1NPS0zFm/wtlIxv8rfG4+lPUX+1f3Y7UYlYyPnY/Ree0JtjpmoNgP3ZzrqLiut9%20z6U/KyiNz0rXFmwZN7vj9b8U0JtjszqDYD77G9dRcV6/JvVfl+qK8yx0eF/1A4X/ANyk/wDh59bv%20OPSXm+jI5dzda5suMmzfuNzprk+cxuPOMZh42UmLHL0R99w7orUjuOLTLYSdXtu1KdLam97er7Ll%208c6HE5UoyEp0O99ueachzuazeOzBiKGOjwX2FxGHY5JlrkpWFBx+RuA9MmxFvHr4avvfa/8AGfDW%20uFTMZVLytQkKAUBBe9JtxGML2vlccLXtf95QfiL/ALD/AHjZ9n60dqMSsZVzHTjsw6+VIO4K2ga9%20T5kafX+zrXU+79GWwojc9JVxpsGY+85/fuJi4/jJWlvN/Buag26fHWvR5V6y2MhOxHJTfkvFvKFW%20zMY69RZLmoFjc/V89PtD1+bejvRXl3N/rly8w/l4/wD9Lz2h/wCHBOhsP+AoXIum40t0P06WT0XJ%20fBLaVZh2Pthr7izfliE/VeT9dr2+V/8A3W8uvznxx2Gcs1+vFLDG4nvLzWewJUPCY4RnVuJaDst7%20elKFLSCvayR/hT0/9L+X08rlWZOKknHFdf4EHNF97ecrn8n4+vIz4bcKS3LkxFNMuKdbIjuqbC0q%20Uls62+HWvPzMtwk4u6JJnXe9Sb+22UG0q+9gmyeuk5g36HQdTU/bP7kdqDsZPy424xllX27YUk7y%20fKn7heqhdNxXX+49KflZrq56Hxv9Oi//AEt/7orijZIL3qF8bxzS/wDOkHpfpCl/JX9vh1rd5d68%20emgjOxG4pN+d8N8oVbKOnXqLYybqBY3P1fPT7Q9jnD+0vN+JXl3N3rmi4UAoBQHnmAP3nL6E2z2b%201BsB/NZXXUXFdbyz/wDnjv8A9iidy+9k/wDgct/74P8AxOPrweZ+vLd2IthY0itAkKAUBmfvSm8j%20iStl7ZF8bwbFN4D/AIeKT/ttp8N/lnrx39hCdiIkJ3Zfjg2lX87xpsnrpJSb9DoOpr3OZv7L6dOm%200rhc9B1yheKAUAoCT5JCkSOe8OeahiS3DORdkPlRSYyFRQ0HQApG8qW4lvad32t2zy70AVlAR3uM%20m7vE/KVW5DDOnQWbe1Isbj6vnp9oAWNAKAUAoBQHWzeTcbgZSNiZ2VhxcrNt6OA/IabkPbiUjtNK%20UFruoEeUVmKq6K5huiq7HxznMuIYB1pnO5zH4l15JWy3OlMxlLSDYqSHVIJF/hUaqtCVHSug7Zp1%20p5pDrS0uNOJC23EEKSpKhcEEaEEVKUWnR3IppqqsZqf9KOe//dyf/wDeVWDJFwtoiR+2CpCkJIIO%20gBTe+oTp8LD6gK7mKw3Gsap7SJ2+1/FBtCLYqH5U9B9yn5Cx+IsLfAdK4ZmycL3s/wBOpp6WmYs3%20+FspGN/lb43H0p6i/wBq/ux2oxKxkfORt4TnwASDjptze9rsOHxPSut91jlT8r7CiNz0rXFmwZP7%20vEjm/FdCb43MgkW0+/xupr1uTeq/L9UV5ljocIkJ5/wwC/8AU5R1JPXETz41v85f2l5l2Mjl3N2r%20mi4wfK3Tzjl3kA3ZRF9trf06J5ifG/jqddNOg6bk/ovzfgU5lyi9n7Dl/KUhSjaFiTtUTpudnnS5%206fV8r6WT53OPWXlX1J5djUpMhuPHdkOmzbKFOLOn2Ui562+FeUTMzi++IlMMSWOLZFcaQjuIcL0E%20HaobkK2l/oofWNNOtt+HLc6UVJLBqtyPGi34fyeNyfj0bNxmHIzUlTyAw9t7iSw8tlQOwqT9ps9D%20WlOLi2ndEib96TbiMYXtfK44Wva/7yg/EX/Yf7xf7P1o7UYlYyrl3k43Nte225Vu+z5gq5JUnT6/%202V1PvMcqWwojc9JVxpsGY+85/fuJi4/jJWlvN/Buag26fHWvR5V6y2MhOxHNAjknF0pFwrMxyq5J%20NrLVoPNfXwtp10tcexzZ/Z3ory7m/wBcsXmIcuJHuVyAWJu3AJtYW+4V5iNPha9j9Olk9DyXwS2l%20WYc/2vSB7iTgLm2IB1JNt0q/je1/q/zW8tHOn347DOWbBXilh5v4qsHAxdoJBU6CbhVrOruep0uO%20nhXY+yX2Y7DXlc1H2TTbiUw7Sndlsibnor94ULjTppauY9760tpdGxyPepN/bbKDaVfewTZPXScw%20b9DoOpqv2z+5HajLsZPys9vi2XsbD0UolajcJ+5WbquRpXX+5xy5eV9hrq56GxaUpxkRKQEpSy2E%20pGgACBoK4o2SD96hfG8c0v8AzpB6X6QpfyV/b4da3eXevHpoIzsRuHBHOeHpTqFZR4quST/TZqtA%20d19fC2nytcexzn0l5l2Mry7m71zRcKAUAoDz1jyRIzGhN87mwSLafzWVqa6zlnoR39rKJ3Lz2RSE%20x+XAX/roOpJ64rHnxrwuZv78t3Yi2FjSa0CQoBQGae9G7vcT8pKfxJ+6gq1j6CRa48R/fb6t/lnr%20x39hCdiGfQPxfjqQlS/55jlWBJP8UlV9b6Dr9Hwr3OaP7L3dOn5lcLnoSuULxQCgFAR3KcbMl+4H%20CJLDJcax7mSkS3ApKQ20qGWAo3sVAuPITtBvrfbYEpAsaAjvcZN3eJ+UqtyGGdOgs29qRY3H1fPT%207QAsaAUAoBQCgM/5jkse9yNOAcxU1qLJMV/L5iPip0r1Hac3x4zUiNHebBQpN3HXFjtpNkeZRU1j%20Lo5eWSa82He1Utjp4aPBYp4Rf80XH+l1T69Lotbr1Pt+WIdzkbHYZlh5WOyU9UbMqWw6gCJGQ646%20lW9Cfu33GUs7jotK7pJBBrMPGnoS4t6pwr4tSpqi01StMuTinTxW+N/8a46JUWDKDIQlS4D0NqS7%20CLqC2mTG2B1u4tdsrS4kH4XTQikkqIzSFFXF9necsLkOylNuclSX3ykuLIekgqUUJQm6j5jYAa6A%20CwoZJOFtESP2wVIUhJBB0AKb31CdPhYfUBXcxWG41jVPaRO32v4oNoRbFQ/KnoPuU/IWPxFhb4Dp%20XDM2The9n+nU09LTMWb/AAtlIxv8rfG4+lPUX+1f3Y7UYlYyPnI28Jz4AJBx025ve12HD4npXW+6%20xyp+V9hRG56VrizYMn93iRzfiuhN8bmQSLaff43U163JvVfl+qK8yx0OESE8/wCGAX/qco6knriJ%2058a3+cv7S8y7GRy7m7VzRcYPlbp5xy7yAbsoi+21v6dE8xPjfx1OumnQdNyf0X5vwKcy5Rez9hy/%20lKQpRtCxJ2qJ03Ozzpc9Pq+V9LJ87nHrLyr6k8uxpWbNsNPN7WjOm97W8h8bo/3h9NeUTPP3GPLx%20vEAAkGIxc3va7QPien0V2vt8cuPlXYazuat7MFJ9u4BTbaZOR226W/EZHTRP+wVx/uFTMkut9psK%20x8fek24jGF7XyuOFr2v+8oPxF/2H+8Wez9aO1CVjKuXeTjc217bblW77PmCrklSdPr/ZXU+8xypb%20CiNz0lXGmwZj7zn9+4mLj+MlaW838G5qDbp8da9HlXrLYyE7Ec0COScXSkXCszHKrkk2stWg819f%20C2nXS1x7HNn9neivLub/AFyxeYhy4ke5XIBYm7cAm1hb7hXmI0+Fr2P06WT0PJfBLaVZhz/a9IHu%20JOAubYgHUk23Sr+N7X+r/Nby0c6ffjsM5ZsFeKWHm/iqwcDF2gkFToJuFWs6u56nS46eFdj7JfZj%20sNeVzUfZNNuJTDtKd2WyJueiv3hQuNOmlq5j3vrS2l0bHI96k39tsoNpV97BNk9dJzBv0Og6mq/b%20P7kdqMuxk/Kz2+LZexsPRSiVqNwn7lZuq5Gldf7nHLl5X2GurnobFpSnGREpASlLLYSkaAAIGgri%20jZIP3qF8bxzS/wDOkHpfpCl/JX9vh1rd5d68emgjOxG4cEc54elOoVlHiq5JP9Nmq0B3X18LafK1%20x7HOfSXmXYyvLubvXNFwoBQCgPPWPJEjMaE3zubBItp/NZWprrOWehHf2soncvPZFITH5cBf+ug6%20knrisefGvC5m/vy3diLYWOz9x47UoMRI83Jfj0hl5GFxeNmPQwXjtHq5Co5bV2WCRvLqi3rbYpak%20pPmqDcu68cMdEVji1Z11Yt0oqd5lq4VRy8Hzl1LTXY1StZWqvhz1PI3lcawcUrkvTVvGatuc/h0v%20ORo5UEqlxErfaClFTm1pJJ22I2blJlOSlmtRVI8Mmsbd6CW3CTvt0FcG45a4n3m0v8ZN03xvqJb8%20clyUx8i3lMi0/iIeEECK5LUUvuy8g9Fk+oS2GmpfdDIbCnEeG5O1RJEsqVXGV/8ApOPV3JQjKtFg%20n3pSdFSse73RKLUZQpThjmOuPig3VVu1HhjTiupd7Fnd+9G7vcT8pKfxJ+6gq1j6CRa48R/fb6t7%20lnrx39hGdiGfQPxfjqQlS/55jlWBJP8AFJVfW+g6/R8K9zmj+y93Tp+ZXC56ErlC8UAoBQEdynGz%20JfuBwiSwyXGse5kpEtwKSkNtKhlgKN7FQLjyE7Qb6322BKQLGgI73GTd3iflKrchhnToLNvakWNx%209Xz0+0ALGgFAKAUAoBQCgFAZmf8ASjnv/wB3J/8A95VARcLaIkftgqQpCSCDoAU3vqE6fCw+oCu5%20isNxrGqe0idvtfxQbQi2Kh+VPQfcp+QsfiLC3wHSuGZsnC97P9Opp6WmYs3+FspGN/lb43H0p6i/%202r+7HajErGR85G3hOfABIOOm3N72uw4fE9K633WOVPyvsKI3PStcWbBk/u8SOb8V0JvjcyCRbT7/%20ABupr1uTeq/L9UV5ljocIkJ5/wAMAv8A1OUdST1xE8+Nb/OX9peZdjI5dzdq5ouMHyt0845d5AN2%20URfba39OieYnxv46nXTToOm5P6L834FOZcovZ+w5fylIUo2hYk7VE6bnZ50uen1fK+lk+dzj1l5V%209SeXY0rNm2Gnm9rRnTe9reQ+N0f7w+mvKJnn7jHl43iAASDEYub3tdoHxPT6K7X2+OXHyrsNZ3NW%209mCk+3cApttMnI7bdLfiMjpon/YK4/3CpmSXW+02FY+PvSbcRjC9r5XHC17X/eUH4i/7D/eLPZ+t%20HahKxlXLvJxuba9ttyrd9nzBVySpOn1/srqfeY5UthRG56SrjTYMx95z+/cTFx/GStLeb+Dc1Bt0%20+Otejyr1lsZCdiOaBHJOLpSLhWZjlVySbWWrQea+vhbTrpa49jmz+zvRXl3N/rli8xDlxI9yuQCx%20N24BNrC33CvMRp8LXsfp0snoeS+CW0qzDn+16QPcScBc2xAOpJtulX8b2v8AV/mt5aOdPvx2Gcs2%20CvFLDzfxVYOBi7QSCp0E3CrWdXc9TpcdPCux9kvsx2GvK5qPsmm3Eph2lO7LZE3PRX7woXGnTS1c%20x731pbS6Njke9Sb+22UG0q+9gmyeuk5g36HQdTVftn9yO1GXYyflZ7fFsvY2HopRK1G4T9ys3Vcj%20Suv9zjly8r7DXVz0Ni0pTjIiUgJSllsJSNAAEDQVxRskH71C+N45pf8AnSD0v0hS/kr+3w61u8u9%20ePTQRnYjcOCOc8PSnUKyjxVckn+mzVaA7r6+FtPla49jnPpLzLsZXl3N3rmi4+EmfAikCTJaYJFw%20HFpRoATfzEeCTQCPPgSFqbjyWnlpF1IbWlRAuU3IBPiCKA+9AeeseSJGY0Jvnc2CRbT+aytTXWcs%209CO/tZRO5eeyKQmPy4C/9dB1JPXFY8+NeFzN/flu7EWwsWGe4fw7OLRIz+Ex2UcjoKW3p8ViQW0d%20SEqdSraPGvP4VWuknV0poOPNge30yC9j50bEyIDykOSIjyIy2VrZQG0KW2oFJLaGAkEjQJt4VmXe%20vj0/NmFgqK1KbtR2TvHsA9Kgy3sZEcl4sFOMkLYbU5GSoBJDCync2CkAHbale85fqenptZjhVFHQ%20tBB+9G7vcT8pKfxJ+6gq1j6CRa48R/fb6t/lnrx39hGdiGfQPxfjqQlS/wCeY5VgST/FJVfW+g6/%20R8K9zmj+y93Tp+ZXC56ErlC8UAoBQEdynGzJfuBwiSwyXGse5kpEtwKSkNtKhlgKN7FQLjyE7Qb6%20322BKQLGgI73GTd3iflKrchhnToLNvakWNx9Xz0+0ALGgFAKAUAoBQCgFAZmf9KOe/8A3cn/AP3l%20UBFwtoiR+2CpCkJIIOgBTe+oTp8LD6gK7mKw3Gsap7SJ2+1/FBtCLYqH5U9B9yn5Cx+IsLfAdK4Z%20mycL3s/06mnpaZizf4WykY3+VvjcfSnqL/av7sdqMSsZHzkbeE58AEg46bc3va7Dh8T0rrfdY5U/%20K+wojc9K1xZsGT+7xI5vxXQm+NzIJFtPv8bqa9bk3qvy/VFeZY6HCJCef8MAv/U5R1JPXETz41v8%205f2l5l2Mjl3N2rmi4wfK3Tzjl3kA3ZRF9trf06J5ifG/jqddNOg6bk/ovzfgU5lyi9n7Dl/KUhSj%20aFiTtUTpudnnS56fV8r6WT53OPWXlX1J5djSs2bYaeb2tGdN72t5D43R/vD6a8omefuMeXjeIABI%20MRi5ve12gfE9Portfb45cfKuw1nc1b2YKT7dwCm20ycjtt0t+IyOmif9grj/AHCpmSXW+02FY+Pv%20SbcRjC9r5XHC17X/AHlB+Iv+w/3iz2frR2oSsZVy7ycbm2vbbcq3fZ8wVckqTp9f7K6n3mOVLYUR%20uekq402DMfec/v3ExcfxkrS3m/g3NQbdPjrXo8q9ZbGQnYjmgRyTi6Ui4VmY5Vckm1lq0Hmvr4W0%2066WuPY5s/s70V5dzf65YvMQ5cSPcrkAsTduATawt9wrzEafC17H6dLJ6HkvgltKsw5/tekD3EnAX%20NsQDqSbbpV/G9r/V/mt5aOdPvx2Gcs2CvFLDzfxVYOBi7QSCp0E3CrWdXc9TpcdPCux9kvsx2GvK%205qPsmm3Eph2lO7LZE3PRX7woXGnTS1cx731pbS6Njke9Sb+22UG0q+9gmyeuk5g36HQdTVftn9yO%201GXYyflZ7fFsvY2HopRK1G4T9ys3VcjSuv8Ac45cvK+w11c9DYtKU4yIlICUpZbCUjQABA0FcUbJ%20B+9QvjeOaX/nSD0v0hS/kr+3w61u8u9ePTQRnYjcOCOc8PSnUKyjxVckn+mzVaA7r6+FtPla49jn%20PpLzLsZXl3N3rmi4xH3Rx2Pne5zyZsNmYhGFgbe8hDnbKpU/UJXusFbdbAeHX/D7PKMqE3LiSdro%20rzGfj2wxWMx/unEEGIzF7mDyhc7KEo3WmY4i+0C9txt8KzzjKjHh4UleypqGWzca8UsPPWPJEjMa%20E3zubBItp/NZWprrOWehHf2soncvPZFITH5cBf8AroOpJ64rHnxrwuZv78t3Yi2Fjv8A3X/0v5aP%20A4ecFf8AxMZYVf5W66j6R1GgSMYk8Y403GctiYltqyVdhry6E3udn+39ldm/a5VPDH+1fga/Eza/%20bAW9teJC1rYbH6Wtb91b8LI/3R9Fca3V1Ngmvejd3uJ+UlP4k/dQVax9BItceI/vt9W9yz147+wh%20OxDPoH4vx1ISpf8APMcqwJJ/ikqvrfQdfo+Fe5zR/Ze7p0/Mrhc9CVyheKAUAoCO5TjZkv3A4RJY%20ZLjWPcyUiW4FJSG2lQywFG9ioFx5CdoN9b7bAlIFjQEd7jJu7xPylVuQwzp0Fm3tSLG4+r56faAF%20jQCgFAKAUBJ8sy/L8XOYkwXMcrGrdjR2MW4087PmvOrPeQy6l1ptkoaBWLtuCyVKWUJBIQ8ST0v4%20L927THUsHWVEadG1oVd/7d+CT1ythj8Of8qzuGm41jHkRIb7b7s7Ku4qdl2Wu1sCG1IguMlrfvUo%20rWraAk0hjLHBLdd/ueCpR1r1EnTh1ybstVHou3WiSWLxwwKmbkWYmNdnlDklppvuhEVtT7jgtcBp%20tsKUsq8LVlqjoQi6qtzHonL2pvt/y/ExsNmnZeRk8gajbMXMUgrkyJIbSpQbO03ICgdUk6+NsGSc%20jzcyzHQ3+VeQXQm1hjXzqL9PKnTTTQdRoNbdPHmuTRX+BTwMueG8/wAfxX25xEXNYbMwjhcW0nIr%20/CpvZa9Mye6ouFpKdqe3cnQa+A6cwy4/Pudy053h0nGYzA552YuTBdbScTMRdMac0+shSm067GSR%20qDqNQdRbkTUZpvCjMOxnPJjyCfxrL46LxXPmRMhyWGd+OkWK3W3EpuSNATb6Lj529/3HM8qWXJJ4%20tNW6ipQdTaJPuxgozsdl/FZxt2W4pmIhWJmguupbceKEAti6u2wpVvhr4G3NlxC+4/IJuX5Ngp+N%2043n5EaDCyTEhQxcpBC5LsNbQAcQi+4RV/Rpet/l3uI5WY5StT8CM1VHUYiflWOXccyLvGc+iJjJs%20iTKWrGSlHY5j5kdO0BKibuPIsPAH5G23zH32XnZaUb1+hGEWmaiPdjBKmPQUYrOLmMNoedjjEzd6%20WnVOpaWU9u4S4phYST/cbeKWGW5Ofllcp5FPZ4vnXIuRnJkxVt4ySNyEw2GSSFoQoKK2D1+I8NB7%20XL/fZeVl0k3WpXOLbO69uc/Lwmezs3Icf5A3HnRoLUYHFy1krjuTFOW2pVYffItf/wDl8BZOpzH3%20Ec3M4o2oSgqIsJfulh58LJxYWKzjz7IciupRiZxKHi1vCFWQkpVtWg9R9odNbaBIyXCPZ6DhYMR3%20ivIC7HjttuAY6QobkIsbEjpdOn0j526XK5pkqEU7pLR1FLgy/wDbrmbfHeEx4OVwOcjPxnZzzw/C%20pZQltyW++g70thFu2pJ8LX8Nbc7mSTk2rNlqOP7h83Z5PxGKMFhM5NDkuDOZUjFzEodjtvB3ehSk%20JSQUJCk363H0ift5qGZGTsmGsCFzy8/Lw8mJH4tn+67ogqx0mwO8m99DbTwPiOnh7vueZZU8tpXa%201FSg6myy/djBQ0oVJxWcaDriWWSvEzU73XCUoQm7YupRAsPn9NucLiM9zuSSs1JwLuM47nZCMfJf%20dkj8JloVtXHcbQUlbaeqraX8R8Dbc9hnRy8zilYjJVRMtzc2nNYOQOLZ/wBPCyTUqUpWOkmzTfcJ%20UBtVu122FvEWta6fR9/7/LzcqkXjsIRi0zWj7rYP1SoYxWcMtLfeMcYmZ3O3dSQvZ2920qRYH5/T%20bwi0zPkmUyknmeYysXjWeehzExksKTi5SSSw0pKiUqSi1zYC4v01ton1uW+8hlRalpK5xbOXwTNT%20sTy6Vk53HM+3EcgGMgnGS1q7gfLlgAhWigNOnhf/ANtfMvdQzpJx0IzCNDQY/utg5KHFxcVnJCG3%20HGVqaxMxYDjSlIWgkN6KSpG0g9D18beaTMcwzmdgYxqK5xbPrcb33KcbJIN1rVoVAfK30j526H23%20MsqGVFO66iqUHUu/bLlRwHHpMTI8fz7Ul2fMlBAxUxy6HnlqbN0t2F0gaX8fpt4vupqeZKSs2WRW%20B/PcHnUPlfAZUXBYXOTlzFxXIq28XLShaWZaHVELU3t0S0Tb6tDe0cmfDNN6GGQede5BKweRhxuL%20Z8yJEaQ0zuxsgje4hYTe9tL2/aOmtvfz+Z5MoNY4pq3UVKDqa6n3SweKxLCpmIzkViO200pSsTMS%20hKj92lNy2ALq2gfSPnbmy4mvdDlDucgYdvGcdz0hyFk0yn0HFS0fdJjSW9w7jYBO9aLDrr4akbPt%20M1ZeapOyMSVUTOLn5dnlPH5y+MZ5ETHTnZEta8bKJDaocppO0BC9xLjiLC2l/wDDa6fR5j77Lzst%20KLxrq6iEItM1J33YwTctqGvFZwS30OOMMHEzQtxDJAWpILeoTvRf/wCQ+dvFLDO+a5nIZDnDuXhc%20ZzsiEvGRYiXBi5aVB1iRLcWkJWlOikuo108L312+py33UMni4tNPqQnGp+OG5fI43ncbLS+NZ9uA%20zi8hFU4cZKWe9IkxHW0hISpVlJjL+Q06eGeZ+7hncPDor9BCLRo7Puxgn3ZTMfFZx52E52ZSEYma%20S26Ww8EKHb8qi24hQB8FpP0eUTMjYk5yO/kyeL55xMjKZSWypGMk2U1KnyJDR8yUkEtrToel/pt7%20/suYZWXlKMniq9pVKDbKv2w5Q5x6NyP8V49n44nZQzY98XLXdkQIrBUSEKCfvIyhY+FvDp5Xvc5Z%20ma5Kzp2E4qiO15nz+FyT2+zMTDYfOSl5fGPoxzicVNDbhfYX2VJWWwLK8pBuOo1TqRqkiDcnZrtO%20IRxfkF1BVlfhsk6ndqPsnw01HUdPDqXzXJau/gUcDL3inuHjuM+3uHj5nD5uH+CYiO3knFYqZ2mv%20SRgHiVhpKNqe0fNoLfDW3LMvOp9zuTSc25gVYzjmfkJx8x6RIti5jZCTFfZTYLQkKupY8fEfO217%20LOWXmqUrfkRkqolFyMyvIYh38r5/tQspEmPk46TftsSA4sjyqvYJuE/Vp4er77mGXmZTjF47CEYN%20M2rHe4WHm5WLizCycKTOUtERU7Hyorbim21uqSlx1CU37bRVavALSnoBQCgI7lONmS/cDhElhkuN%20Y9zJSJbgUlIbaVDLAUb2KgXHkJ2g31vtsCUgWNAR3uMm7vE/KVW5DDOnQWbe1Isbj6vnp9oAWNAK%20AUAoBQEzk+EuzeTo5C1n8jCkNtJjtxWUY9xhDQVucS36mJIdb7xt3ShYKrJv9lNkO6319Ka6aaa2%203pE8VS3S+3prORluKyMjs/n2Si27yXwwYux5h9e7sONuR3G9qB5ErQlLu3/GSSajKCkuF4xao1r+%20q014afJUzxNOqwat1W+Nq41o60om0d1Gjsxo7UZhAbYZQltpA6JQgWSB9AFWSk5Nt3ZCEFFJKyPx%20DgQ4Ta24jKWUOOuvuJQLbnX1l1xZ+alqJNRJH3oD4zYUWdDfhS2w9ElNrZkMq+yttxJStJ+RSbUB%209UpSlISkBKUiyUjQADwFAf2gOPKx0KU/DfkNBx6A8ZENZvdt1TLjBWLePafWn66A5FAKA+DcCG3N%20enNspTLktttPvAeZaGSstpV/8S6q300B96AUBx4mOhQ1yXIzQaXMeMiUoXut0oS3vN/HY2kfVQHI%20oD8uNodbU2sXQsFKh0uCLHpQH4iRI0OKzEitJYix20tMMoG1KG0AJSlIHQACwoD60B8JcCHMDIlM%20peDDqH2QsX2utm6Fj5pPSgPvQCgPh6CH68T+yn1oaLAft5g0VBZRf4bhegPvQCgPhDgQ4SHERWUs%20pedcfd2j7Trqita1fEkmgPvQCgPhBgQ4ERuHCZSxFZBDTKBZKQSTYD6TQH3oDj5DHQshGMWa0H2C%20ttztqvbey4l1tWltUrQFD6KA5FAKA4z2MgPZCNkXWEqnQ23Wo0g/aQ2+UF1IPwWWkX+gUByaAUB8%20I0CHGelPR2UtuznQ/LWkWLjqWkMhavie0yhP0AUB96AUB8IECHj4EaBCZTHhQ2kMRWECyW2mkhCE%20JHwSkACgPvQHwnwIeQhPwZrKZESS2pp9lYulaFiykn6RQH3oBQHwkQIch+LIfZS4/CcU7FcI8za1%20NqaUpJ+aHFJ+ugPvQCgFAR3KcbMl+4HCJLDJcax7mSkS3ApKQ20qGWAo3sVAuPITtBvrfbYEpAsa%20AjvcZN3eJ+UqtyGGdOgs29qRY3H1fPT7QAsaAUAoBQCgFAKAUAoCN5lBvy/hM8vvkoyjrCIwWQwn%20djJyluFtIG9Z2pF132geXbuVdlKk31wfbHpr26JSf23/AE/7x6b8bJqyoRFAZTwqb7b5D3Cff4vI%20xsSVGM1qX25LSsplJC3dz6nkb1SFR2FJOwu6k/YCW0pK2Qu5xR8LiqJWpVd50wq8KO/elxYyoZz1%2036PxqWPw8K/LBcKS/l1ahg/LoSWlhW7aUkK2bgq1v8O3zX+jWozpR16fDElG6oZv7Zflhrk2Xb4q%20/BkYZ+LHcKMYjtNx3W1uJ2TUlTqlznAu7rjhQshKQpF03NkHWD1cSaapwviTwjTCkeFVpXxKypWM%20kk1ro618X6fFXvXrStKd67rTSqiDo+ZyuQx+PyDx+E7OybpSy2lhUdLjSXDtW+n1TjDSlNJupKVL%20G42FYaq0nWmml6fnauitaOhODSq9VlrfS/VgdR7PrdV7f49DseRGLLklsIlrbdeITJcG5a2nHwT4%20ElV730qSxhB4enC3lXbddTVcalSrxTqqd+f+z/ha9sMSzrBIzH3gh4VzIYmXl5+FQ1FYlqh4nkEF%20MuPKfUWtGFuPxkCRZOxCdyj5idptpBT4ZNpcU6YL9V/03u6Vom13f3Im1WKXhx8WhYU72yrdNN14%20TR4Dy34MZ5bJjLdaQtUdXVsqSCUG4T9np0q/NioyaTrR319ZTl+FYUwtqPvVZMx1gNNe6Rkz04x/%20Pry7jceGUODNogKYUhqS2+l5J9ElH2muytsquSoLuE49rWlNf/Ti6sZuPFrqlBRrSlYUtGuM6NW2%209HBw104RT4djcnJ41pJPTTYqyZP442hxCm3EhbawUrQoXBB0IINYlFNUdjKbTqrkN7a8X4zElZnP%204jDw8SJ0l2BHahMNx0iLj3nGASlpKE7nHkuOE9SCkE+UAZhVQVX4u9ua7v8AjR+Zy0EZJcbp+nDf%20+r/Lu/07S6oZJD3WVGHD3ETNiITsmKiW/IsYjTSn0bnJqD/xIw/5rd0hSdCpAutMXTijWlKu9vDK%20m9uijqm4vFqjzjwypi6aL3VabFVvqTPn7TejTxRbMEsuQGZspMWTCATAeQp0r7kFAKg3G3LKUICl%20BNiApVtxtk24xbrWmm+DaWhaKOOHh4aYFcUlKVKUqrW8Krr01Uv5lJ4WVnUCZlHvWYEaVDnTfwyS%20oQZbWOh5VbrSkSyWy3IxxQ08HZiTYIaSUOK/wLTY1Xi5NR9RpcP7k8fDXW2uJ17tI1uiainwt+FN%201r4XbxbKOla1rKiwZpuJEwYqEJx3TQw0JStNXdg3nQD/ABXrYzuHjfD4aumw1vb1/wCceK/Cq/A5%20VVsuMgyUGPCxfNY8t96TixyPGrzj8pwulcJyNjlTC8SdqWdhV3EhIbS3dO0IFhmLi1lcVOGs72rW%20fDXX3+G+nUTzK1fD4nlr4ccuKn9Fadelss/bBUNXF1KxxBwxnTvwfYLNCH6pzshm3l7O3/hbfLs2%207dLU4ZKMVLxU+X6f8OGpVhxypaq/1jxf5cW8osnCE2A9FL70dLqdq3Y6+07tv5kpcHmRuT5dySFC%2090lKrEU5/gb6mWQdGZgIKXvZ3gr5kPoTEVxxSWEOFDa1KmQ0BTtiFL2pJslSttzcjclJTu5j/wD2%20drl/pLppDwWav/u7cOLTX449Vqo1mtciRvuhCD+Hx0hT7yExcviFpYbcLba1qykZIU6E7VL2gqsk%20q23NyNyUlMsp0zY/1f6S6aSVe5NfyS/1fTRqrSpPOSfbeb7ptx8bJxsXk0Cb3MnPdktjJvvGOUDH%20xkOLL62tigXAPukjyoBXuLWMjTw271v1XrxdUcXjjWMf0xRHOWiV+7T+W1vNaivxSbxfe1OsAi8l%20BQj3UxUpx+Q4ZOGyiC13F7G20PQPKy22U2USpSiuxWTpeyUhKLpHMT/l2/r1Y/D5snJ92NNE1/rO%209b76rqxbOp9svyw1ybLt8VfgyMM/FjuFGMR2m47ra3E7JqSp1S5zgXd1xwoWQlIUi6bmUHWD1cSa%20apwviTwjTCkeFVpXxKypWEkk1ro618X6fFXvXrStKd67rTSqiwZjDbz+Jj86Y48zLy+VczDCA6Xm%20FSE9/Gwi9IHqnWGbt7ipDQKEdEpCU6DPiy4J2rKtL0Updtq4tVrTChZJpT4v5E0tFeKdFs7aXq6n%20d+z63Ve3+PQ7HkRiy5JbCJa23XiEyXBuWtpx8E+BJVe99KLGEHh6cLeVdt11NVxqUqvFOqp35/7P%20+Fr2wxKnJwhNgPRS+9HS6nat2OvtO7b+ZKXB5kbk+XckhQvdJSqxFOf4G+plkHRmJzoeEXwXgEnL%20z8MhqJgkmHiuQwhMjynywxoytx+OgSLJ2ITuUfMTtNtNn3E+HOk0uKehLxX/AE7XStE6d39yqcU6%20xrRf9J951au0uLHRjg3jfDhZt8B5b8GM8tkxlutIWqOrq2VJBKDcJ+z06UzYqMmk60d9fWVZfhWF%20MLaj71WTFAKAjuU42ZL9wOESWGS41j3MlIluBSUhtpUMsBRvYqBceQnaDfW+2wJSBY0BHe4ybu8T%208pVbkMM6dBZt7UixuPq+en2gBY0AoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQC%20gFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAR3KcbMl+4HCJLDJcax7mSkS3ApKQ2%200qGWAo3sVAuPITtBvrfbYEpAsaAjvcZN3eJ+UqtyGGdOgs29qRY3H1fPT7QAsaAUAoBQCgFAKAUA%20oBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoCW9ystOxfGfUwpUmG6uZDYckwWEypKGnpKG3S0ypmV%20vVsUbDtKPwFRr34puibf+sn2okvDJ6VH8CIj+4nJsM+VTnpWRg7Jn4W3lo6cZLmAPwmmHHW0Rmnk%20lLkh5tKG43cWNu1txRFWrFWXF3d2Obqq8YxTtt4VVqM1R1T7v/wxri6LxO+GrHT2ifeDJv4RifCw%20KFyUxspMyMWRKfihpvDyBHeS0XoiXVrWTdCXWmvgraacKrWvcpBt3feroWqj04mVFt0w4m6LbRSV%20XTBUeODxsmu8fqT7kcjxys469jmJaUZZEHCRw+/3FtGEiSv7mPCkSVEJ81mmnVXKt21tBUKXNxgm%20/F3601Rk4/ljSOluroYVHLDw8MXvlj07D8p95wp3jbpxSY2L5BHhvCfMkOxkB2YVbo7Dq4/pHXWQ%20gqUhyQ0tQ+wlR0q7/m/+rh8NbwVGlpq2lhV9VFUjKVI10qtdXdbTxurOnEorw1abdNMqBIUAoBQC%20gFAKAUAoBQCgFAKAUAoBQCgFAKAUAoCO5TjZkv3A4RJYZLjWPcyUiW4FJSG2lQywFG9ioFx5CdoN%209b7bAlIFjQEd7jJu7xPylVuQwzp0Fm3tSLG4+r56faAFjQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUA%20oBQCgFAKAUAoBQCgFAcXI4uDkWW2ZjfdbZeZktjcpNnY7iXWlXSUnyrQDbp8aLBp6V9U12MVwa1n%20Cz3EsDntismw4440nYy8y+/GdbHdbeu24wtpaFdxhCtySDpWEqOqv+Ul2Skt4eN+nTRqeKxOJB9v%20eIQYK4MaCUxnGpjC0rffcUUZFYcljetxS7urSCTe/wALVl4qmiiXwrT4VdBF8MlJeJOtb40pX5fW%207PzM9u+KS33ZDkeQ288+3KUuPNmR7PNsemCkdl5vZuZ8jgTYLAG8KsKPFUeN/wDJ1a2VxpaoXhpo%20SXys63rjTivTCtD4Ne13CGW4TLMJ1mPBbZYajNzJiGXG4yt7KJDSXg3JDZPlDwXYadKlxvi4tOHx%20VEn5sF3vFgnWqRFxTTWuvzrVbMXhbF4YlXUSQoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQEdy%20nGzJfuBwiSwyXGse5kpEtwKSkNtKhlgKN7FQLjyE7Qb6322BKQLGgI73GTd3iflKrchhnToLNvak%20WNx9Xz0+0ALGgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoB%20QCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoCO5TjZkv3A4RJYZLjWPcyUiW4FJSG2lQywFG9ioFx5Cd%20oN9b7bAlIFjQEp7h47LS42EkYyA5knsZlo852K04y0pTbSHAogvqbbP2xoT9GuoAfmzl24fojIbb%20G59Xi730tp6qgH5s5duH6IyG2xufV4u99LaeqoB+bOXbh+iMhtsbn1eLvfS2nqqAfmzl24fojIbb%20G59Xi730tp6qgH5s5duH6IyG2xufV4u99LaeqoB+bOXbh+iMhtsbn1eLvfS2nqqAfmzl24fojIbb%20G59Xi730tp6qgH5s5duH6IyG2xufV4u99LaeqoB+bOXbh+iMhtsbn1eLvfS2nqqAfmzl24fojIbb%20G59Xi730tp6qgH5s5duH6IyG2xufV4u99LaeqoB+bOXbh+iMhtsbn1eLvfS2nqqAfmzl24fojIbb%20G59Xi730tp6qgH5s5duH6IyG2xufV4u99LaeqoB+bOXbh+iMhtsbn1eLvfS2nqqAfmzl24fojIbb%20G59Xi730tp6qgH5s5duH6IyG2xufV4u99LaeqoB+bOXbh+iMhtsbn1eLvfS2nqqAfmzl24fojIbb%20G59Xi730tp6qgH5s5duH6IyG2xufV4u99LaeqoB+bOXbh+iMhtsbn1eLvfS2nqqAfmzl24fojIbb%20G59Xi730tp6qgH5s5duH6IyG2xufV4u99LaeqoB+bOXbh+iMhtsbn1eLvfS2nqqAfmzl24fojIbb%20G59Xi730tp6qgH5s5duH6IyG2xufV4u99LaeqoB+bOXbh+iMhtsbn1eLvfS2nqqAfmzl24fojIbb%20G59Xi730tp6qgH5s5duH6IyG2xufV4u99LaeqoB+bOXbh+iMhtsbn1eLvfS2nqqAfmzl24fojIbb%20G59Xi730tp6qgH5s5duH6IyG2xufV4u99LaeqoB+bOXbh+iMhtsbn1eLvfS2nqqAfmzl24fojIbb%20G59Xi730tp6qgH5s5duH6IyG2xufV4u99LaeqoB+bOXbh+iMhtsbn1eLvfS2nqqAfmzl24fojIbb%20G59Xi730tp6qgH5s5duH6IyG2xufV4u99LaeqoB+bOXbh+iMhtsbn1eLvfS2nqqAfmzl24fojIbb%20G59Xi730tp6qgH5s5duH6IyG2xufV4u99LaeqoB+bOXbh+iMhtsbn1eLvfS2nqqAfmzl24fojIbb%20G59Xi730tp6qgH5s5duH6IyG2xufV4u99LaeqoB+bOXbh+iMhtsbn1eLvfS2nqqAfmzl24fojIbb%20G59Xi730tp6qgH5s5duH6IyG2xufV4u99LaeqoB+bOXbh+iMhtsbn1eLvfS2nqqAfmzl24fojIbb%20G59Xi730tp6qgH5s5duH6IyG2xufV4u99LaeqoB+bOXbh+iMhtsbn1eLvfS2nqqAfmzl24fojIbb%20G59Xi730tp6qgH5s5duH6IyG2xufV4u99LaeqoDqJTXKs7znieRf43KxcHCvTXZUmRJgrFpENxlA%20CWH3XFXWoeFvHwuANCoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQ%20CgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoB%20QCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKA//Z" height="257" width="444" overflow="visible"> </image>
              </svg>
            </div>
          </div>
          <div class="fig"><span class="labelfig">FIGURA 5.&nbsp; </span><span class="textfig">Altura de las plantas del naranjo ‘Valencia’ injertado sobre patrón <i>Volkamerian</i>a los 10 años de edad.</span></div>
          <p> La altura promedio no coincide con la determinada por <span class="tooltip"><a href="#B5">Bello (1990)</a><span class="tooltip-content">Bello, M. L. (1990). <i>Comportamiento agricola de variedades de citricos en Jaguey Grande.</i> [Tesis en opción al grado científico de Doctor en Ciencias Agrícolas]. 
            Instituto de Investigaciones en Fruticultura Tropical,Instituto Nacional
            de Ciencias Agrícolas, Matanzas, Cuba.</span></span>, quien encontró, 
            4,6 m para el mismo cultivar en una plantación establecida en la misma 
            área de estudio, (T-5, UEB No 1), de nueve años de edad, sobre patrón <i>Cleopatra</i>,
            plantada a una distancia de 10x5 m y regada por aspersión. La 
            diferencia se debe, en gran medida, a la utilización de distancias de 
            plantación más espaciadas, al empleo de otros patrones y a distintos 
            sistemas de atenciones agrotécnicas. <span class="tooltip"><a href="#B4">Aranguren (2017)</a><span class="tooltip-content">Aranguren, M. (2017). <i>Evaluación de los Pomelos Pigmentados en Jagüey Grande en plantaciones afectadas con Huanglongbing</i> (p. 15) [Informe de Servicio a Empresa, Disponible en: Dirección de 
            Desarrollo de la Empresa Agroindustrial “Victoria de Girón”]. Empresa 
            Agroindustrial “Victoria de Girón”, Matanzas, Cuba.</span></span> determinaron en plantaciones de pomelo de nueve años, sobre patrón <i>Cleopatra,</i> regada por goteo y con una distancia de siembra de 8 x 2,5 m los 
            siguientes valores de altura para distintos cultivares: ‘Marsh Jibarito’
            2,6 m, Ruby Red 3,4 m y Star Ruby 3,0 m. Estos valores son similares a 
            los encontrados en ésta investigación.</p>
        </article>
        <article class="section"><a id="id0x38faa80"><!-- named anchor --></a>
          <h4>Determinación de las normas netas para riego localizado del cultivo del naranjo</h4>
          &nbsp;<a href="#content" class="boton_1">⌅</a>
          <p>Como
            se ha expresado anteriormente el régimen de riego establecido para el 
            cultivo del naranjo en la Empresa Agroindustrial ‘’Victoria de Girón’’ 
            data de finales de la década del 80 del pasado siglo, época en la cual 
            las condiciones climáticas y del cultivo diferían de las actuales. Para 
            ajustar las normas netas utilizadas en dicha programación se emplearon 
            los requerimientos hídricos anuales estimados del cultivo para el 
            período 2011-2020, obtenidos con el uso de la herramienta CROPWAT, los 
            mismos oscilan entre un mínimo de 917,0 mm y un máximo de 1019,0 mm con 
            una media anual de 942,0 mm (<span class="tooltip"><a href="#f6">Figura 6</a></span>).</p>
          <p>Resultados similares encontró <span class="tooltip"><a href="#B16">Koo (1963)</a><span class="tooltip-content">Koo, R. C. (1963). Effects of frequency of irrigation on yield of orange and grapefruit. <i>Florida State Hort. Soc.</i>, <i>76</i>(3), 1-5.</span></span>, al obtener 1000,0 mm anuales para la toronja en condiciones de la Florida, Estados Unidos. <span class="tooltip"><a href="#B24">Orduz-Rodríguez &amp; Fischer (2007)</a><span class="tooltip-content">Orduz-Rodríguez,
            J. O., &amp; Fischer, G. O. (2007). Balance hídrico e influencia del 
            estrés hídrico en la inducción y desarrollo floral de la 
            mandarina’Arrayana’en el piedemonte llanero de Colombia. <i>Agronomía Colombiana</i>, <i>25</i>(2), 255-263, ISSN: 0120-9965.</span></span>,
            obtuvieron requerimientos hídricos anuales de 1046,0 mm en árboles de 
            mandarina ‘Arrayana’ de 6 años de edad, en Colombia. En esa 
            investigación se tomaron coeficientes de cultivo de 0,75 para los meses 
            húmedos y 0,80 para los meses secos, algo superiores a los empleados en 
            este trabajo (entre 0,60 y 0,70). <span class="tooltip"><a href="#B8">De La Fuente (2007)</a><span class="tooltip-content">De La Fuente, H. (2007). Manejo del agua y fertirrigación en cítricos. En <i>Rocha y Padrón. El cultivo de los cítricos en el estado de Nuevo León, México</i> (pp. 119-155), INIFAP, México.</span></span>,
            encontró volúmenes de agua de riego para huertas de cítricos en 
            producción, de 1063,0 mm al año, en la región centro de Nuevo León, 
            México, con condiciones de clima tropical y una altura de 15 msnm. El Kc
            utilizado en este trabajo osciló entre 0,65 y 0,75. </p>
          <div id="f6" class="fig">
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              <svg xml:space="preserve" enable-background="new 0 0 500 274.16" viewBox="0 0 500 274.16" height="274.16px" width="500px" y="0px" x="0px"  version="1.1">
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Bcp01Oiie%201LbOrK8YzTS73tXdmS2P5Ewt19NK63urbH3+77bkpmM9C5LW7kiDHvlVwB272N3JoqtWumNHGqOB%20Wt1fVp7yrpTrGx6mt3XFla3MNuGsfDPO2MxyseFBY+F8rFHa1xDh3IlWNvHv7s6YmVcm6OdtsSjq%20DqKDCxQyS209x6zto9L0mMbqAsk1xJBCz9Wgc9XcGgmsXXRtt4G1a2jV2/5Gw15BhZcfbXV6c9FP%20LYxwiEOBttvqMeZJWNBVyAglpT9WrVro4jKe4xNJe+O8y4vr7DZI4MW8VwDnmXD7Xe1g9M2iCVky%20PKFSg27h46hdRVpVi3V3Mt0pS/y099fkcGfkHGS4OzzEFndy21698cbUgj2enJ6bjJLLLHbsU/pW%20RXe6CdKw7oSeUTt+kmtLlrO1xtw4kH/nH3PJdH3eIuduFzQvHXTHtj3EQRKASdxGx4Kljk8SEXWF%20znDRPl8zL+ii9Wq1F+P/ACJhbyW1/j3VvZ5BkkmMyEsbfQuhE3c70gx75QrVLd7G7k5VVqsFLpSe%2041p3VrHeVdKdY2PU1u64srW5htw1j4Z52xmOVjwoLHwvlYo7WuIcO5Eqxt49/dnTEwrk3RzttiYB%201/iDfOhFvcmyZeDHOyoYz6X6tzmsbD+v1dXu2bvT2r72oVYtST/JNrjG2Zb/AEz/ABx4EMv5Px0l%20vmJMdj7q7GKjmf8AUARC3kfAgLfUEjnM/UqPa0uaCWh3Lu56psV+TjxcbLE0ktenPZ7PAnt+u5he%20Wd5f/UW0L8C/K3OJENs5qskZ8xk4mc7cQ/lj1CEKWu0PW+LXf/F2rsmdssKSYs9ata+6eM0kpH5O%20sS8Rtw2TdK6ybk44wy23Os3JulH8jTYqFpRx90FWrOotEy/pcPgLXqiPuw22XgU5L8iYexxtlkvp%20rmeyvbZl42dghjjZE/aWq+eWFjnkO/64y53hqFdRaLna8nG2fgLXqUrb4IxZfr6ydj3DDsnu7q4x%20j8nDNbtjIghez5Msgkcp3E6BjHnTUcFx1ps1L8HD7TXTabt45dmO2eUmDD9ft+y4Zs9vc5XL3OLg%20yV+LKOH5cb2N3SvBkjZqSSGRlx00B0Xr1YV90UttcPgZ6SbS3tuOcFLPyX09PkLCysY7i/dfwRXL%20ZbZjJGxxTkbHPZvEpGqu2Mdt95NFitbua/FxwwnlxwI70km8/nHnlidjyd/DjsddX8wc6G0ifPI1%20gBcWxtLiGgkBUHfXO66FJ0ttlwaHE/kDGZC5gt3WN9Zuu7I5GxM8THevbtDS4xNgfM8ubvHKWr3c%20Wr0dsJvO3LPaTmrpj+W22RhsvyXg7mS+hfb3FtdWFm/IS2shtnyugjaC5GwzS7XDcAWybSO3Qisu%20lru/FpPv8C2ubkvyw2xM3/ntt9ntMqcXfMt77a629T6WMOje1jhI6R87YY2nejQ+RrnEHaDorqen%20Hv4frwU8YLZ6lK2234F+M6twmR6YZ1LFMWYp0Lp3SPGrGsUPBDdylpaRyqvYtTqPQpfDxwFidzjM%201buuIrzGXogtrrG35x02QxwumRLLCxmk0YjdcDlc5qteN2o5UIV1k7Lbt9uO0x4mrId1qxVzNr0f%20kLrI9KYbIXbxLdXdlbzzyANaHPkia5xRitCk9mldutarb2lvOXTbarx8zb1yNigFAKAle3+1idtA%20WCQb/eKPZodOAXTWgKqAlmP9la6kLHNoAoOrNDoUFAVUAoBQCgFAKAUAoBQCgFAabKdOMyGfxWVk%20lHpY6O6ifaOZubMLtjWFTuDRt2drSq9nbEqv+VseMlmi3pz4NfE65N+K4pMS/FOv2y2Nvf8A12It%207i3+oit4zo+1lZJKRPEQSn6ePb2kq2t1utTVc0/jTEm9ZOH37ZFTfx65mPtmwXlva5S0vmZCC5tb%20KO3tg5vK6I20TmOdGWFzeaUv+I8K1hcrlilcv9WPkuRIlNPOPDDbA0+E6Ny99BmGXMzrG9tupPud%20ndS27hFN6UcY3CLfGXRScw5XD/LtS5Z6bbIxSuXc2xcpuuTrNtvz44F1z+LI7uxvIru+inubnKnL%20xuktQ+3DnsaySGS3fI4SRuDXe8OOqlS7NqS00+hNV3XOee3AstzOcf2lbPx6llYw/V28M1rk4cpK%206zsorWJ3pKPQZFE4ENQoHPe93etbtui5PcrvHMy7ZTW+PBztlwyGe/HjstNnJDkfS+8usHNb6W/0%20RYuDi3/sbu9TXhtRfe1XHTWlp7r9XhBvqepR/B28xmvx6cmOpwch6Y6j+lBHol3ottWtaWn5g9Tf%20tP8AxAXgdVWqEuF+ryNa6z/F285r4nzM/jW0y8mbN5dl0eWFmYozGHeg6yHKTvc5sjXldzS0AgkF%20VolH+rV4QYtokt1mnxmTDP8AjT6jBZLGyXNlbzZF1uslhjorWFkdvIyRzfTa90jy8tK75SAv6eK6%20Thp7rpIv+lrnm/0j4mfM/jwZN+de6/8AT+8iy9MekXCA2JDh/wDI3eHkajl49tS30tNYq/UWE0k8%20NDt58zhefj6+uW5OEZWOK0z4Yc7A213CR4jbHKbYvld6Ala0q14k1K96otjT9uqfjiaV1Z+7THy5%20I5j8dMHUlllheMbb45zXWkTLcR3TWMiETYH3THt9WLThJG53ZuRd2rbobebnx+WXjJyu6c2q1UjT%20/b88zcZTpz67qPDZn6j0/tDblv0+zd6n1LGsXduG3bt/4lfAKuEqv+VseJ0bm2OKfnt8DSY38bxW%20cWBikvRNDhTfF8folombfBwLdZHbAwO7dy+FTTKh/hp8qldzrGd6u5DE/j29sbvBOkywuLLp76hl%20hB9OWyOinj2NbLL6rt7mf8tgUdiqTXLmcXbp8vl+1Zl0RpVFqk5W/wCO/R6XweCGQ3HDX0N99T6R%20+b6MzpSzb6it3biN24+O7UHer1K7co/tjbEl1VevznurO2BVjejr7HTS2trk2t6emnmnfjDbNdKR%20OOeE3DnkeluLj/17uA3aa81b6FY8Fa7f34ruLc27ncqXNp7dv7QS478fXNsMXaz5d02Lwhc7FQsh%20Ec7XlpYx005fIJdgc5PltXTdu13bdXL+rTp7sMO4OIhKmrV+nZPeUdJdCjA5O7yDrqOWW5iZAYrW%203+jhIYV9SSFj3xulPDc1rQnBuriarota3ufDLdzMO1u7VO/xM/U3Sdxlspjsna3kdtc49k0bG3Fv%209VEW3AaHOEZki2yN2cr9U7iFB56avio/Y23KS3Of3NfgvxycU/p4/cfXZ0+L1sYMO0yi8T9R9RyO%20ZrzIS7w1XbczxsVvLMzFHxu1bbdxwsvxzPYWuCFnk2svcHJdGKZ9u58T471xMjfS9YEODdGu3lO0%20EEispf7Fa+7PaTbaerjdq/TijDa/jG4s7PCx2uVjN1hxdMZJcWvrRObeP3ucITK3bI3g1+4/4RQU%20f7VbyzWzJdVt77tX77/Az4r8assYcBbyX/1MGDN4Cx0KGdl40t2uPqFC3cVch3eFW+Lu+zT5V2ki%20bSfG9Xcj509+NIsNPbbLi1db2TZG2srMfA2+JeEY6a7kMxe6PVC1jSdNy6rZlOd0bcfDgRqtMJn9%20Nq7oLOkuhRgcnd5B11HLLcxMgMVrb/RwkMK+pJCx743Snhua1oTg3VxNV0Wtb3Phlu5kdrd2qd/i%20Q2f4vtLPLPuLeW0+gdd/WiKWwhmu2koTC27lL0j3Kf8Ar3DRHcSZ03pSX44fCezuNdR6m2/u22y4%20HG4/FtvdZe/yFzesH1kF5bBtvbiB7m3oRxuS1/pzlnu/LavvKVJxba1Y7ZxjwcmtXqV25z4RyOR/%20G91NExt3lI5HtwcmBcWWz2Ncx5btlIdPISQ1qFrnFV7NQd9T1av5NPl89pJZ6dK/H5QVDoAfUNlN%208rW4L7CWmLcvD56ue5f/AGkH/wB1Oq9SvX5ufPs3mel6dH8PHD5EEn4wuPRtoospEjMQzC3T57T1%20nGNrdjpIHOmBhc9rnA7t/HtqdWLtWWpp8suzeXpt2u1rG2fFzz3Mzn8d3kdvbx2eWbC84lmGyLn2%203qsmjjADZY2GUem9N/6i8a+bqerUsr3O3Df5oWemN9sx3128TJb9AX1jFZHGZf6e7hxsOJvZZLcz%20RzRQhBIxhlaY5OKFznjvB1W9SLnd+N7njux7OAs9MPO2fFySX34otJ4MVZ2962CzxkUETXmAOvPk%20Seo4xXTXxub6uu8Pa8a6AarVc1fr4+ShLj5mXanZp7fFzPado6tt5LnpXMW8UZmkmsriNkLWlznu%20dE4BoaFUnglceqpt5eZ26Li9PidRwv4/vcjhbCXM3rmSMwoxtnasgMElqLiJgmMpc9/qSDbs/S3T%20TiST369trdyxl48E5OPSbSt/jPN0283nntPxnds9X6rJwPa/DS4RsVvZehG2OTaRLtM8qu3by4Lz%20L2IVx1PVq/k0+yMlwN2N2u1/g9u/j+s2XfQM748A60yEcVzgrV1mx09t9RC9r2MY+RsRlbsk+Xyu%20LnJ27gq296rrrvyXKuRi22LFbjDnt7SrEdD2tn0VJ0nd3Bu7OSKaB8wYI3mOYuOoJkBcN3E8e0VO%20r60luS8DVjdtze9+ZDifxw2yt7qGWeyPrWT7CJ9rjobZ4EjdplleXSySP7+ZrT2tXWnU9VrWGrtj%20lPxFnpaf48+f6HZen8UcRgsfijL65sLaK2M6Fu/0mBm7aXPIVF1cf81vqXarmzNlsKC+sGhQCgFA%20Svb/AGsTtoCwSDf7xR7NDpwC6a0BVQEsx/srXUhY5tAFB1ZodCgoCqgFAKAUAoBQCgFAKAUAoBQC%20gBKAnurN90JsHSOnPyPdZabCG4xLbO0zzLg2couhLI2S1Uua+P02Da5urXBx/aXbaS/06vL5jqem%20eF2lnzD/AJNGQ6hssU+wZHDkRcfTXEVyLgtfbDc5knpx+huLCD8qeRO3i1YvpbeKt1bfOIF8rKmq%20Nvk4ecDH/kW+uumLfqGbFwWtreSMhtGS3zQS5z3sJf8AKGitbtEQke5dG9pXKGlndXuie2e6N7F1%20Hcvxp47ceDOFv+UWXGLguoMaX3UmYZhJbcyljWSyBWyBz42ybUc0lro2u46cFJNu1JfVa3XKMsyN%20xq/jHfMGHJdZuvrG3M0E9jc2fUdvibuKzu9gL97SCZDEC+F29pLC1m4aLqN16TTdj/JXeT41+DF9%20Lb08rU+ccix35He1smQ+2L07FftxpyAnaZ3SukEIkZbBh3R+o9o/7N51RvDdLPVo/wDIqeNH2xxL%20e0tUfZj8Y7JLureubPp+/wAdjni3+qyIkdHJe3LbO2YyLaCXyubIdznSNDQGa94KAxOW1uU/sVqF%20O819p+SvuIwDcVjm3M2dbdaPumNjgfZhu8OkibMHtJdo5uiIQqiqqz/Tqz5RtUynRzldp78TsHSX%20ULOoun7TLsgNt9SHb4C4P2PY4sc3cAA5HN41ppUjNJ8xVNp42uDr03Ut1i+perZ5nm4tLC3x7re2%20fcMhjZJMHtIWZwjj3EtJI1PY0lAedjo976kf227QbvXqtyWhv+7ZfFGOL8q230WXlnsCLrFSWsLY%20IpHuZNJfbRBtfLFA8NcXjX0+GrQ5W7tpTEY3XaTDlTOGnVyy/aVXHE45b8i5C0tuoobrG/SXWEFk%20wyQXTJN7794aDGZICBs3gjdGS4qNvBZbDjjfp22w8LVOudt13L4+HcUZP8hwYW56ibdxSTQ4k2Ri%20e6SIB0l8A1kQ2sZsY1yEuc57tSnugxOUt+vT8Z2WWciMHk7NXJxzfLsRO38sWf0V1cC3t7k4+azb%20fOsr2O6hbb3jg31mSsZzGMu52Oa3wJVq6thtL+WnDk+x7IjbX+nV41XbnnQ7N091E3NSZT0oDHb4%20+8fZRTl24TGNrS97QAEbudtGp4LUSm1XflPKYLdS5rgvE6pZXMOWx+UzuayGSgay9uLW1ixsl20W%20cduUaXRWZe17uTe58rXN7EQ82bGlZbfnctT/AGdEjVybvutX2uNu1s21l1nLd5zHYnFQMyFndY2P%20JjLTzmBzoHSenuEIgVziEcP0tPw6Lt43NqFb8VO1TmoVqhy3PhxJMP8Ak0ZDqGyxT7BkcORFx9Nc%20RXIuC19sNzmSenH6G4sIPyp5E7eLVi+lt4q3Vt84g1fKypqjb5OHnB86f/JVxk34aS6xTbKyzkdy%2061mFyJpGvtVLw+IRs5XNCtc1x/x+kuXQpn8NXl8y3Jpwqxdp7zXx9ZZTL5/o/Ishfj8LkRfTRsbc%20FxnhZCrDPC0NaoTcEL2/F3z6W9WXTnhl47byfVY4/O1eLXJlnTX5ZxubyVhbNjto4Mr6gsvTvYZr%20pjoxuDbq2aAYt7CrS17wuna0u2raxnE/p3Gb7orlMfDlPwO0dVzTQdL5eaGR0U0VlcPjkYS1zXNi%20cQ5pGoINceq4t5eZ26Sm5dp0Tpm4yJn6XvMZJlpIpbT1eopb599LZlht2OVhvHOaXueOQwqOOqHm%207dRq265/Zan28I+JwtTusSX1trlnw7DZ9OflrG5rI2Fu2O2jgynqfRenewzXTHRjcG3Vs0Axb2FW%20lr3hdO1pdl0T36Z/Qt10VymPhyn4E7uubzL9O4bL3GPksLHJZOzt4WW1+WTO3zOjPquZC1Iw5rTt%20a/5n6VTR+7Uldani5fD6Z7/FYSXqKFevx+DXLz8zYO/I72tkyH2xenYr9uNOQE7TO6V0ghEjLYMO%206P1HtH/ZvOqN4bsWerR/5FTxo+2OJb2lqj7MfjHZJqOo+tMtkRj5cdA60xDeoLSwGQiuSJJ9k4bI%2018TWsSF6oPmHcmrUQOdGt1jdNVtz8H49zjeh1I09RJ1sUd9HTnwNu78jva2TIfbF6div2405ATtM%207pXSCESMtgw7o/Ue0f8AZvOqN4blnq0f+RU8aPtjiL2lqj7MfjHZJR+RbrE47F/dsnk7yzjtmuZb%20WlpcOthPcSJ6QPp7XvcHAIC7bx3Aha53t4L6nh89vM6dNSnP05/v8jpl1lesZbKY5G9ubO/wuAts%20gDE8xbrx797/AF42O2v5Y9m1+5vHTtd16nUtTuuUem+y3hVV4Z07oOXTtnSnnbe+X08afub+7v8A%20ql3XXSss962LD5Fk5jxsIdG5RaNe4z85EhEjimiNCdup1pVvUuteSu7IVyXPamederoq7e7fHx7j%20PY3HUsf5WNpkr8S2M2MubizsoQ9kUbBdRsj3guSSXbqX7dFTQavz0q23TitPjq24+XTq/bFKv/b8%20y38i3WJx2L+7ZPJ3lnHbNcy2tLS4dbCe4kT0gfT2ve4OAQF23juBC1yvbwX1PD57eZvpqU5+nP8A%20f5HTLrK9Yy2UxyN7c2d/hcBbZAGJ5i3Xj373+vGx21/LHs2v3N46druvU6lqd1yj032W8KqvDOnd%20By6ds6U87b3y+njT9za9TZWaLK4RuOyN6/qfNTWsrMcJ1t7e0Vhud1s0iPZsXmcHOHEHsOlbHW0q%20qtb1dm7t3R8USXd0Nbo2lpyq/h2mLGZvNHM4zLPu7h5yOZvMbcWTnkwNgYC2Joi3+m10fpbtzQp1%20Un3sdBTp/n07ru9dvKDXWaWp/jfbau/s+PCKHqFAKAUAoBQCgFASvb/axO2gLBIN/vFHs0OnALpr%20QFVASzH+ytdSFjm0AUHVmh0KCgKqAUAoBQCgFAKAUAoBQCgFAKAEKEqXWyoB1nH/AI+wljDhYY5b%20l7MGLkWoke07xdgiT1SGDd+rQhD3rVamZzt09xrW68bld3ox4v8AHWLx13irhl/fTtwjZY8ZBNJG%206OOOdpY9h2xte/QhC9xcE4oqrqzOaju/T9zOUKlZOcP4/wAVBhMXibe6u4Rh5jcWN418Zna8ucTu%203MdG4HeQdzNe3to36ldmlHdEC6sp5ue+Z2WBwtvx1iYImx/WXsu3JMzG6WVjnG5Y1CCdn6H8XN7/%20APNasu06f4ppdj+WXjJl2zM/dE923Ya7OdFTNubS3xMM8rLvOxZ3IXkr4fRhMRbuja0Ojl5w1G7W%20ntLj2OdJxdasLbVd4zTxzwyL1K23b7klyg2r/wAf4Z8zw6e6OOlu/r5cSZGm1dcbg/cQW+oG72h2%20wP2E8RqVzZ6Y/j9PDaXjPkaveqf5Y8dsy/M9NWmUvbK/+onssjj94try2LN4ZKAJGFsrJY3B20cW%20r3cSpUbazUEdVDMUfSFg28w94+6u57jCtuG28k8xldJ9U0NkMznhznEJyoQnDhpSMeNsDKOM7fI4%20W/RODi6Uk6XcJJsVK2RjhI4b0leZDzNDeDnaaf5Wo1KW+2IedMH2lV0XO7eSv/HmIlsLy2ubu9uL%20i+fbvmyD5Wi5Bs9pg2ljGsGzb/w5lO5VrTdU1Rq7V3+XAylSMtOnuIsz0DC3G5uWIXWayOX+nfcM%20nuIrd7n2rvlPie2IRRuaE027Smo1K4SiIyuns23M6Jp4/i1w2495HhuhrzKHqY9Qsu4rTOi1jjju%20poH3YFsxS8m2L7dnPwa3TQqNddpJWqMdWry27KHOXK3K2OePLxxZuXfjvETMygvbq7vZMs23FxLM%20+MOY60/6XxCKONrSDqQm0niNSswwpF2rvFqhJZK3T3PbZ1GW6duIOncxbtdfdRXGSgNv9NczQojo%20/SG1rvp4GNC7nkDcePManUm5QqOcd3Hu3I302k03lttJZ0Ngp8F0ljMXcnddQQg3TlVZnkvk1Vy8%207jqpXvrp1ImFgqcvmcena0q4swX/AENZXBvxa5C+xsGUJff21pJGI5HuCPePVjldGXj9XploPEhS%20SeWlO3S627vh2cDrNdX3b9txmx/ROFx9/b3dt6rfpccMTFAX7o/pw/epUby9fe3V0ucq5PC+J7lB%20m1REfa2+ZHi/x1i8dd4q4Zf307cI2WPGQTSRujjjnaWPYdsbXv0IQvcXBOKKubqzOaju/T9y5QqV%20kyY38f4WwjwkcUtxIzA/UfSCR7HbxdAiT1uQbv1aIniutHVuc7dPcadzaa33K7vRjx/44w9je424%20iu7x8GI9cY6xkkY6CNlyCHsI9Pe8BdC9xd48aYzNZt09xnKF+Wrv2/SKlWF6MtMPJbttMhffQ2fq%20C0xr5h9PGJeIIaxsku33fVe5OPHWq7m1XGInaghfErb07bnp64wc91c3VvcxTQy3FzJ6s5ZPu3De%204FdoejVHCsXWp2pPh4GrbnbdqW+SvHY22sMXbY2FXW1rCy3jEiOJZG0MG4oFKDWt9R625zMWLSlG%20RqcL0XaYd9u20yF99BZiQWmNfMPp4xLxB2tbJLt931XuTjx1qXPUodaRt8y/vttBih6Aw0OCxWFb%20Ncm1xF3He2zy9hldJFI6Vokds1bufqgBI4nUrpXepPco8IF1VcvyPj/x/hnzPDp7o46W7+vlxJka%20bV1xuD9xBb6gbvaHbA/YTxGpXNnpj+P08NpeM+Rb3qn+WPHbMxz/AI6xMtwyT6y9jto8i3LxWLJI%20xA26aQ4lqxmTY46lu9NSiLTp+iI+1NLse2LrxxJf6p/ljtsjI/8AH+GfM8Onujjpbv6+XEmRptXX%20G4P3EFvqBu9odsD9hPEalVnpj+P08NpeM+Rb3qn+WPHbMydS9EY/qDJY/IXN3cwTYzcbVkJhdEHP%20IJe6OaKZrncoRRpS303aliLnNunLbbmcMp0Hj8o4Pvb27kkkg+kv3tMDPq4PUEnpzhkTWkKNvIG8%20pI7TVtcOd7tccbcHtQnnVTnDxRsbzp2wu8pisi50kcuH9X6SOMtEZE0fpuDwQSUaNEIqT6ndm1Hx%20H2aMpT5CTp2xk6ibnnukN22zdYekrfRMT5BIS5u1S5R/yROzU0WDW8N4fxcmoy3416ev7ywuYd+N%20+2l77a3smWzLf1JCC6R0MkMjHP5BqRpS1tXak6xHn8w4dsb8ePbtvM2U6Dx+UcH3t7dySSQfSX72%20mBn1cHqCT05wyJrSFG3kDeUkdpq2uHO92uONuD2oPOqnOHijHH+PrKDqG5z1rkr23vrkNY4D6aRj%20I2gNEcQmgkMbEaNGmpY9M8XL4kutTjgoW22e8qtejMZbZduSjmuC2Kaa5gsS5gto57hobLIxoYHq%20QvFxAUpxNSxK1JblC4JuYLf6u9pvi1Sdu039UCgFAKAUAoBQEr2/2sTtoCwSDf7xR7NDpwC6a0BV%20QEsx/srXUhY5tAFB1ZodCgoCqgFAKAUAoBQCgFAKAx3Fzb28YkuJWQxlzIw+RwaC+RwYxqlNXPcG%20tHaSlAJLi3ikijklYySYlsLHOAL3AFxDQeJ2gnSgikmKXKYyG+hx8t3DHf3DXPt7R0jGzSNZ+pzI%20ydzgO1BROZSyDopPjMtin5F+MZeQOyUbPUkshKwztZy8zowd4HO3VO0USlN7g6d5VQCgFAKAUAoB%20QCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgJXt/tYn%20bQFgkG/3ij2aHTgF01oCqgJZj/ZWupCxzaAKDqzQ6FBQFVAKAUAoDr3V/QnT/VYsfuzJXHHS+tB6%20Mr4twKB8cgaUcx4CHtHFpB1rF1PUlLSdN9NmuPCUzqo7PDaDH0Hj8HjMFbWuPsftFxcxsu7vEyTv%20nnhlfHHvbI6VznksVoPn212v3TKQahvaYZ2WsAUAoDqnX+NtZrfHX8pkM1rkccIGiR4iaZL2JrnG%20MFrHOIO0OdqBoOJDr06dRPt/23Fu+i5fxe236nLP4u0b1Z07kvmOunXUsQ3SvcxjDZylwZEXbG7i%20xpcQ1T39hzZS98bX52i+tnfb59hpMvJGLnPMc8DIHP4gWrinqBrvpPTDXdgT1ez/AJaO13a6ONn9%20V88n/wBMd2Zernu/x/G6P7sOJlxph+qxRYWnJff8kLloIMgaWXG8ObuUD0vS/wBNvFQuel9n/wCt%20+ant9fjmZ6jjWv5WxyX/AEz3Hf6oOBkeHJ6biFTcNqdmvFe32HwUD4JXlPkvCpxLNFTud2bj5HwU%20AJXlPkvCpxLNFTud2bj5HwUAJXlPkvCpxLNFTud2bj5HwUAJXlPkvCpxLNFTud2bj5HwUAJXlPkv%20CpxLNFTud2bj5HwUAJXlPkvCpxLNFTud2bj5HwUAJXlPkvCpxLNFTud2bj5HwUAJXlPkvCpxLNFT%20ud2bj5HwUAJXlPkvCpxLNFTud2bj5HwUAJXlPkvCpxLNFTud2bj5HwUAJXlPkvCpxLNFTud2bj5H%20wUAJXlPkvCpxLNFTud2bj5HwUAJXlPkvCpxLNFTud2bj5HwUAJXlPkvCpxLNFTud2bj5HwUAJXlP%20kvCpxLNFTud2bj5HwUAJXlPkvCpxLNFTud2bj5HwUAJXlPkvCpxLNFTud2bj5HwUAJXlPkvCpxLN%20FTud2bj5HwUAJXlPkvCpxLNFTud2bj5HwUAJXlPkvCpxLNFTud2bj5HwUAJXlPkvCpxLNFTud2bj%205HwUAJXlPkvCpxLNFTud2bj5HwUAJXlPkvCpxLNFTud2bj5HwUAJXlPkvCpxLNFTud2bj5HwUAJX%20lPkvCpxLNFTud2bj5HwUAJXlPkvCpxLNFTud2bj5HwUAJXlPkvCpxLNFTud2bj5HwUAJXlPkvCpx%20LNFTud2bj5HwUAJXlPkvCpxLNFTud2bj5HwUAJXlPkvCpxLNFTud2bj5HwUAJXlPkvCpxLNFTud2%20bj5HwUAJXlPkvCpxLNFTud2bj5HwUAJXlPkvCpxLNFTud2bj5HwUAJXlPkvCpxLNFTud2bj5HwUA%20JXlPkvCpxLNFTud2bj5HwUAJXlPkvCpxLNFTud2bj5HwUAJXlPkvCpxLNFTud2bj5HwUAJXlPkvC%20pxLNFTud2bj5HwUDm0ktBILSQpaUUeBRRQH2gFAKAle3+1idtAWCQb/eKPZodOAXTWgKqAlmP9la%206kLHNoAoOrNDoUFAVUAoBQCgB4d3jUuTapQHg+D6DytrmcTbM6LntOp7HIQ3GT/IH1UDm3MYmLru%20Yv8AU+ol+riaWei5nLv10brfbtTa40Wq1zbx0xHH1Q9T7cSe4c6s5u9PD1Snw0rLBxpwZ7xQooBQ%20GOe3t52tbPEyVrXNe1r2hwD2Hc1wXtaQoNBJ9kggldG+SNr3wu3wuc0EsftLdzSeB2uIUdhoGjDJ%20i8ZLfR5CS0hffwt2Q3bo2GZjSvK2QjcBzHge2ipgHWgZi8ZHfyZBlpCy/lbslvGxsEzmhOV0gG4j%20lGi9lFSiDqU0AoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAK%20AUAoBQCgFAKAUAoCV7f7WJ20BYJBv94o9mh04BdNaAqoCWY/2VrqQsc2gCg6s0OhQUBVQCgFAKA0%20nVOKyeRixox79j7XIW91cJdTWhdDE4l7Q+Fsm9e2N7drwrSWruGWqzuV3ja0uGO/DHgzb0tLF/NP%20u7UeHdH/AI2v7XN4q6y/4hkflYr2K4u+qLjqCCeX1hK0uvXxCUlybfU9NoTsHGuvRcRHopl2c6k9%20wtWv7pb4Ssj9GVgooBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCg%20FAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQEr2/2sTtoCwSDf7xR7NDpwC6a0BVQEsx/srXUhY5tAFB1%20ZodCgoCqgFAKAUAKoU49lZvTacYg/OeI/HXXdj1RiXZO16iyN5LeWVzPeS5cSYxrba4/mfUxtkLi%20x4Z68DEXnDXDlcDvoXRdup20dmHG5XzXsZfdKdTVU21Cp9z/ALXa1NJUXLcz9GVCCgFAKAUAoBQC%20gFAKAUAoBQCgFAKAUAoBQCgFAeT/AJdyZt+vuhLG6uctFhb0ZQ5C2wsmRZLKYoYjFuZiz9Q8Mc7s%204dui1OlDvvnKxRjjq+W8vUbXTUfnassIuptuNbg+turulMU98+OyGSsM31PHiOk7fPXEttestbmM%20kSTvnimufTEzHbBKDJt/0Xabastca2r3lgsJ/lGPzF6Sd91v02q2la3SldE8XTLzN9l/y9lbAZ6a%20Lp1t1ZdIxxHqe5beiPZM+Js0sVg18A+p9GN6l0nor2BaynbGpuLHfpnPdLW6Ws2+BXa9Wn79OqOF%20Wq8Up4EOd/O9zYDqO7sen23+H6afjDc3hvfRkmhyrI3xuhhMDudvrBWvc0Ea7uyt22Nu1Oju6l3T%20718PKmJztu1Yf/j191ceXHPDPtXRnXd/nOoc709lMUzGZTBNs5ZRBdfVxPjvo3SR85it3B7dhDht%20I7nGorZs1brna+5J04V3IO6q3XW6lziprOo/zb0zgc3dYi7g3XFo4Mkd9zwECktDv+q7yVvO3R3v%20xtNc7bpR0ut0uNqnz8k32durLpe5x7Mh/wCNXd3HJ1GcOZX3wtHwl0Wx2Pc+cs9Ut9R1s4lOBLVX%20T6cdXTdMJXcPV9s0nfjSY1ETnpt2/VNu76fu4bsK7jzTKfk/q24/DF5jcbd3LuqGyZaL7m8mG5t8%20XiJiJLqV7TuEuwxwhy7i9yqSCa49W93WdO76fRbdf2t6Ul/VcsNyuOvSt/7l6imt2Wp9kv8A0KeM%206c2bn8h5w4b8edPZpmfy7us8rjbC06XxNtdybZsg5sbjO+BifUkmQer9QZGnQJudr6vcWv8A9i6y%20zF391ts13woT3vc1Ery+2uT9urup9Oiu+XbSq9WNfge4WP1X0Vv9Wn1Xps+oRAPU2jfwUfqqdTTq%20en6Zp2F6erStX1RUzVg2KAUAoBQCgFAKAUAoBQCgOiZvqDrC2/JnT+LAhtum751yxWpJNcOithIr%201a702Ne5Go4EkFdEDnShtzjpbS7Gsx1YVkrHVb4t7d9DWYfrXP3GYxt9Pe7sdlMve4r7V6UTWQxw%20Nd6Egk2ib1C5nNudtO7l7N7oS7bZrdf03f2NZLhE7+0vuLXa7o+y+2ztnF7R2H3F9W/kH6nrVuQh%20gOQxNnBc4zFQNMscT5IXyenvaxskryjdyE66NCJuxfdHSbxauhv/AEzTcpmX4mml/mVq+lq6OMOF%20zLvx31ddZPMXeLky33y3bY2l/FfObAx7JJwRLA76dkcbtpQhArVR3YT6Haouj7L9M/kmpT89kcdT%209M/dbLW5zhv51O/1yNigFAKAle3+1idtAWCQb/eKPZodOAXTWgKqAlmP9la6kLHNoAoOrNDoUFAV%20UAoBQCgB4VLnCkHkfTn5K/IOayNlJ/8Aqlrjbq6bHJYPyczsnFGZQx8LohGGfUsUt2f8wR3LrppN%20KXippXI11lpuutX2tqvA9cqGRQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgNHlukMbk+p8F1HP%20LOy+6fF0LOONzBE/6yMRSeqC1zijW8u1w/1pZ6Xc191unxkXObdP8k+Ur4jqnpDG9SnEG+lmj+zZ%20GDLWvoOYN09sHBjZN7Xqw7yoCHxq2PTerlik1/qUMOtrtyu+DT+BpM9+JcDmMhlro3+QsbfqBsbO%20oMdaTRst75sTBG31Q+OSSNY27HGF7C4aOWpYkklCdqu1Q8JxnfjWMOBp3VlUujTPD9JpuOGT/DvS%201/a9SWrprqCDqd9i+9jhdC1sX20MEDYAYnBrSIhu3bl8KttzTtf43u/ve/gc1alh+Gjui5c/Ub3F%20dH4zGdT5nqOCWd19nI7SK7je5pia2yY5kfptDWuBIed25x8Epa4ta33O7vaS+BWp0/wt0rsmTe1C%20mo6j6fkzUFuyHK3+HuLWZs8V1jZWRvJAI2SMmZNDKwrq2SNwqRWSzRram3fmdfvvwx+PL7pkYC6x%20ME7W281vFlJoYJ7+M3DnSSzR3E0chbI6WR0iom48KX2p0VISVN1uCL0rnY5+qrdd728EsjVs/A/T%20ltncTm8Vl8lirzCWDMZjG24x8kUMLQQ97I7mzuGtllLnOkeEJJPfW7r277rvz8FlatyWSOelaLbc%20rfF46nvfyW49JiY5kTGOkdK5rQ10r9oc4gJudtDWqfAAVG6lShHKoUUAoBQCgFAKAUAoBQCgFAan%20J9NWORzmIzM0krbrCundasYW+m76mP03+oHNcdBw2keWlLaNveo8Z+Abm3TxT5GluelOnOn7p/UU%209zdNs7Oea9hx6sdbRXV58uSWNjWepufvOheWjcSAFNdPb2Oli3aVOSmY/Vy+Jz9xeodzwlN8WsHt%20Bg6Wk6WzuUz+Tx1zdw5DLRQR3kLnMifGyGMsjkgdGNw/Xqd5Q9wPNvr+0u6K0vBuZ5dm7v4mPb+6%20t6rVyxtpHbU3vT/StphpZbk3VzkshPHFBLkL57JJ3QwAiKMmNkTUbuJXapJJcSda5anEb3Pfgdmp%20ae5QtvnJuqyUUAoBQEr2/wBrE7aAsEg3+8UezQ6cAumtAVUBLMf7K11IWObQBQdWaHQoKAqoBQCg%20FACFBFZvU2tBH566R6Qu8PmcVY3mE/Hsl1ZXcMct4y4e/LFzJmc4L4dzroJxJ1eDwXXr071Ka9NM%20uyKdo66l3fdLbrnLnjTn3n6FrAFAKA0HVXUGRxP0Qs7EzsuLq1gubx5aIYY7i5jhITe17pHb+VAg%204u7GuW1uSeH6N/AOlre5PbbwxI8h1Vk4MldSQsg+0Y29tcbexPa83Mkt56KSRODmtY2P6lnKWOL9%20UTTc6dWp+5tLunHtajKFWRfTut1edOS50pAyHVWTgyV1JCyD7Rjb21xt7E9rzcyS3nopJE4Oa1jY%20/qWcpY4v1RNNzp1an7m0u6ce1qMoVZF9O63V505LnSkH2z6my8uWgkkbbtwl5e3OOt2hrvXEluHb%20ZXS7yxzZHQSDaIx7vMe1ZVLfdbq7OD7qzgsK4i+k/wAWk+/5NrzO1UBxdJGwgOcGl3AEgLqB/u4C%20gOIubcokrCqIjhqqJ+9vmKAC5tyiSsKoiOGqon72+YoALm3KJKwqiI4aqifvb5igAubcokrCqIjh%20qqJ+9vmKAC5tyiSsKoiOGqon72+YoALm3KJKwqiI4aqifvb5igAubcokrCqIjhqqJ+9vmKAC5tyi%20SsKoiOGqon72+YoALm3KJKwqiI4aqifvb5igAubcokrCqIjhqqJ+9vmKAC5tyiSsKoiOGqon72+Y%20oALm3KJKwqiI4aqifvb5igAubcokrCqIjhqqJ+9vmKAC5tyiSsKoiOGqon72+YoALm3KJKwqiI4a%20qifvb5igAubcokrCqIjhqqJ+9vmKAC5tyiSsKoiOGqon72+YoALm3KJKwqiI4aqifvb5igAubcok%20rCqIjhqqJ+9vmKAC5tyiSsKoiOGqon72+YoALm3KJKwqiI4aqifvb5igAubcokrCqIjhqqJ+9vmK%20AC5tyiSsKoiOGqon72+YoALm3KJKwqiI4aqifvb5igAubcokrCqIjhqqJ+9vmKAC5tyiSsKoiOGq%20on72+YoALm3KJKwqiI4aqifvb5igAubcokrCqIjhqqJ+9vmKAC5tyiSsKoiOGqon72+YoALm3KJK%20wqiI4aqifvb5igAubcokrCqIjhqqJ+9vmKAC5tyiSsKoiOGqon72+YoALm3KJKwqiI4aqifvb5ig%20AubcokrCqIjhqqJ+9vmKAC5tyiSsKoiOGqon72+YoDz/AKrzdz1Lkv8AxbClhtg5pyF65HN5Xt0H%20gHEajVztBp+r6ft+nb0bf8t+OSPndfqPq3aLKrN7jfdI9KYrp1kphuxc3FxtBmcWt5UajQATxLge%20PaO/Xze591d1caI9Ht/a29KYrJ2IXNuUSVhVERw1VE/e3zFeU9JkoBQCgFASvb/axO2gLBIN/vFH%20s0OnALprQFVASzH+ytdSFjm0AUHVmh0KCgKqAUAoBQB3A1jqL0vsCPzb+N8Q0zYKdmD6Bcz6mFzL%20mW4D841omYm8iJ269YiHm1kDuC69+nNsS1b6ftw+nLDEvuIuuvj1J3XY9r7afA/SVcyCgFAavqPF%20XGTsYLe3e1j47y0uXOeSBst7hkzwEBKuawge3Sipcnunya+JftuW9NGmyHS2Znyt2yGS3GFyF7Z5%20C6Ly/wBdj7X098TYw0sc2X6ePm3hFdyntvTcNT9rbXevg234FvcqmLt090/Jxwx7GQ6WzM+Vu2Qy%20W4wuQvbPIXReX+ux9r6e+JsYaWObL9PHzbwiu5T2um4an7W2u9fBtvwF7lUxdunun5OOGPZzsemc%20xDlIIZHWwwdjez5GzkjfJ9U59w2T5MjC3YGsdO87w87gg2jUmWKI4W6fGj/008ZyM9Srb/Jpvu+b%20SZ2qgOD4IXkl8bXEhCXAHRCE18HHzoDiLS1DdohjDUTaGhE104fEfM0AFpahu0QxhqJtDQia6cPi%20PmaAC0tQ3aIYw1E2hoRNdOHxHzNABaWobtEMYaibQ0ImunD4j5mgAtLUN2iGMNRNoaETXTh8R8zQ%20AWlqG7RDGGom0NCJrpw+I+ZoALS1DdohjDUTaGhE104fEfM0AFpahu0QxhqJtDQia6cPiPmaAC0t%20Q3aIYw1E2hoRNdOHxHzNABaWobtEMYaibQ0ImunD4j5mgAtLUN2iGMNRNoaETXTh8R8zQAWlqG7R%20DGGom0NCJrpw+I+ZoALS1DdohjDUTaGhE104fEfM0AFpahu0QxhqJtDQia6cPiPmaAC0tQ3aIYw1%20E2hoRNdOHxHzNABaWobtEMYaibQ0ImunD4j5mgAtLUN2iGMNRNoaETXTh8R8zQAWlqG7RDGGom0N%20CJrpw+I+ZoALS1DdohjDUTaGhE104fEfM0AFpahu0QxhqJtDQia6cPiPmaAC0tQ3aIYw1E2hoRNd%20OHxHzNABaWobtEMYaibQ0ImunD4j5mgAtLUN2iGMNRNoaETXTh8R8zQAWlqG7RDGGom0NCJrpw+I%20+ZoALS1DdohjDUTaGhE104fEfM0AFpahu0QxhqJtDQia6cPiPmaAC0tQ3aIYw1E2hoRNdOHxHzNA%20BaWobtEMYaibQ0ImunD4j5mgAtLUN2iGMNRNoaETXTh8R8zQAWlqG7RDGGom0NCJrpw+I+ZoALS1%20DdohjDUTaGhE104fEfM0AFpahu0QxhqJtDQia6cPiPmaAC0tQ3aIYw1E2hoRNdOHxHzNABaWobtE%20MYaibQ0ImunD4j5mgOldV5We8vm9LdORs+teCLydgAEDFCq4DlCSO3EcFTiUP0PbdG223/J1MMlv%20Pn9f3Duu/wAdmOe3fidh6c6UxeDxwtIWCaRyG5uJGgukdtLVKqjUcQG9x7SST5uv17urdLPV0Oiu%20nbCNoLS1DdohjDUTaGhE104fEfM1wOwFpahu0QxhqJtDQia6cPiPmaAy0AoBQCgJXt/tYnbQFgkG%20/wB4o9mh04BdNaAqoCWY/wBla6kLHNoAoOrNDoUFAVUAoBQCgBC6Go0moYOoRfjj8T2GTtHxdOYW%201ym/1rJzbW2jnMkJY/fEjQ/cwhpVvD/Wt2TbW3bInUuV06qydvrJRQCgFAKAUAoBQCgFAKAUAoBQ%20CgFAKAUAoBQCgFAKAUAoD45zWhXEAKAp01JQD/U0B9oBQCgFAKAUAoBQCgFAKAUAoBQCgFAdS6y6%20puLeaPA4X5uau9rS5pX6dr3NAc7uJDtO4ansX3e19umnff8ASvHbxPF7rrtNWWfWzYdI9LW2BsA3%20/tv5wHXly7VznJ+kFTyj/PjXL3PuH1HutWB19t7f/HbGLzN7XmPQKAUAoBQCgFASvb/axO2gLBIN%20/vFHs0OnALprQFVASzH+ytdSFjm0AUHVmh0KCgKqAUAoBQA1GpQPzb0n0JAeuWY2/wA/09ddQYa6%20sY8fawXUkl5Ba2ly++vp2te3cLy7mPzW8Gtc/VEBe26ipet0PTgkrNCtX8cWye4uTlOicxP5X3Jz%20222r0cUuM/pKqUUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAEgBToBQNwaXIdadL2Di24yEReE3Mi%20WVwVE3CMOTiOPh316LPadS5Skebqe86VuNyk6b1J+UZ5rVv/AI/HLCwFvrX0sbCGk7eQA72+92/6%20ePv6H/HQ/wDuNdlfkePr+/lf9vfjQ54LrDr+6x0LrfEtvmtABungtLwA0r+poJRdR4ce11PZ9C11%20ujhsi9H3PWusTVurjszYnIfliUjbjLO3CDi5ripQH/5ncFJ/9e3krPar7m+f/wBJ01e5eSW39R8E%20P5amA+fZ2ygKoYSpAB4NfwUn/Tt7cu72yyuZVZ7n8reRoOremPyLdttnX0zcoxpRrLZAGO5Vc5gZ%20Dx1QoU4f59ftPcdBNq309uzPN7jo9dpanq7NtvPb2Gf616dsYLXLYd95awsa0XUT98gBRN7m+oOU%20qOzs1PF3G/odHqvVbek3kzrZ1et0rUrrdSW1as3mM/InSl+Q0Xf0sqKY7kemg04v1jGrk/VXlv8A%20Y9W14T2bSd7PfdJ4uHxOxxyRyxtkjcHxvAcx7SC1zSFBBHEGvI1B7DlQCgFAKAUAoBQCgFAKAUAo%20DqPVXXNvbWzbTBysvctdkMt/RLZWx73NaHlCi842+PfwPu9v7Ntzf6bVieHr+8tSixzc6GfovpEY%20eF17ekzZm7G66me7eWlyFzA5SquCuPaaz7r3P+RwqWrA37b2+hTdW55nZ68Z6xQCgFAKAUAoBQEr%202/2sTtoCwSDf7xR7NDpwC6a0BVQEsx/srXUhY5tAFB1ZodCgoCqgFAKAUAOoThUuUqAeE4fH5EQ9%20N4Zz+nx0zBmYoMf1VBK8315Pj53TNjaz0djbiZ8MrJHmVHK9CS4b9dF+qy5wmrHCWa0aabrYcxWn%20Cpnqr6+N1f46rk+PqUqHvimR7tUNCgFAKAUAoBQCgFAcZZY4YnyyHbHG0veUJQNCnQVUpcIjaSln%20RcV+WcXdZGSC7gNnZlTDdFxegVoaJGNby7t3EFBw8a+j1f8AjbrbZTl7oPn2f8lY3Dp3na7PqPAX%20hAtcjbTPdwY2Vm7in6V3dteO/wBv1LcbWj2Lr9N4XLmbBrmuaHNIc1wVrhqCD2iuJ1PtAKA4ySRx%20sL5HBjBxc4gALpxNEpBpb7rbpWy/7clE8oCkJMxAciE+mHpxHHw769NntOrd9p5b/edK37l3HVs3%20+VWS2MowVrMZNrSb2RrdkSlqnbzg/rA10U9ui+3pf8bDWtrsqefqf8gmvQp4kfTuc/JWctPTsJYm%20Rw7A+/njaCrg07VRzXaa6MJQ6nguuv0fb9N15VOft+r1+qpTXbH7m3P43v787s3nbi6UNDoo1DQW%20kHQvLgmh9zt7dV4/++rVFlqXbX4HZeyuu+u5vsn5s3eP6C6TsQNmPjmcAQX3CzEqnY9W9nd/ua8/%20U951L847KHos9p07cudTdOtLV1ubZ0LDbkIYS0bCO7aiV59bmZqd0kqGRjGsaGMAaxoAa0BAAOAA%20qNyEoPtQooBQCgNXk+lun8mS69sYpJDxlA2ScV/Wza7j4126fuL7MGcr+jZdijrL/wAbXePe6fp3%20MT2UgO5sEpLo3HlRri0jTl7Wu/8AX2L36uUdS1Ps2+J5f/Sdv0XNdp1zNdU/kHEX8Njc3DfVhZGC%20Y2NeJd2z9RI1K6af/X1e39r0L7dUUfFnj63uetY9NzU9n6nZYfylaQtjblsZd2crmNLzsBaCdqnm%20LXbeYJxrx/8A89utt1rXf8j1/wDvq2FcmmbK0/JPR9wB/NMTiAS2SOQIoB1cAW8XJx4/6Vzu9j1V%20kdV7/o/kbq0zWHvE+kvre4J7IpWPPZ/xJ/5jzFee/pX2/UmjvZ1rL/paZzdlMY27+jddwtu9P45k%20aJNUTkVdVCVP8d2nVD07yvqWpw3VlNYNigFAKAnvcjj7CL1b25jto+O6V4YqINFOvEVuyy65wlJi%20/qW24uDq17+TsM2b6bFQT5a5OjWwNIaeAGpBdxcODT/svts/4+7G9qxcTyXe/smLfU+BDc//ANK6%20jtHwi3gw9jPGWvZMokc0gBzHKJHhVPuj/wBd2P2/SczruMN9fq4ei3iYuhfx9lcVmhkci5jBbsLY%20Y2ODy5z2BrnEkaN1Pj/pxvu/e232abczPtfZ3WXzc8O09Er5Z9MUAoBQCgFAKAUAoCV7f7WJ20BY%20JBv94o9mh04BdNaAqoCWY/2VrqQsc2gCg6s0OhQUBVQCgFAKA1efsM3eR2QxWUGLMF1FNek27Ln6%20i1Yvq2w3lvpmRR8wKW91c+oqOfph07qct2Zcms8nuPHOjH3uWhwrP/6nhbjEsmtZR0s/EYmGZnpy%20scy12R3MvozNejWlgJa5C3sr0WOqf1Upy28ideutfTLuTzz8d/E93rmBQCgFAdW6k6myePvbwW7r%20WK0xVk2/u23LXOkuGve5ojhc17GxH5Lm7nNfzOby98Vyq3grkuef6Zw6orToli58I2nLczFddXZF%20t5Nc27IPs9jeWlheQva51zJJeiEtkie1+xoj+qZy7XF+qEabtW2vVDzbS7p82uEKpltaZX46v05L%20nQ55DqrJwZK5khZB9pxt9a429ie15uZJLz0UkicHta0R/Us5Sxxfqiabp06tT9zaXdOPa1GUKslv%20oqYq3V505LnQ7XQHF0kbCA5waXcASAuoH+7gKA4Ge1kbtMkb2vCbSQQQ5NPFd48xQGuGB6SKJjrA%20qiJDDqqJ2fG3zFdf89/5Pmc/8Nm5cgMD0kUTHWBVESGHVUTs+NvmKf57/wAnzH+GzcuRTa2mEti0%202kNtCR+j0mxs/UnDaBx3jz8azd1Lni2W3p2rBIyXJtrq2fALkxeq3a2WGQNkaXJtcxw7edqf5HfU%20tuhyW+3UoNV07hY8V6jpMvcZGSVAz6iYuY0OLTys3EbnF45jrqO8r26/uP8AJkl2I5dHouzFu4uu%20cf0/evEl1bWly8/pfKyOQ823gXA8dzfMVyt6lywbOj6drxSMIwPSRRMdYFURIYdVROz42+YrX+e/%208nzJ/hs3LkXsNh6IgYYvRcNoiG3aQ5NNvDXePPxrm7m3LNwojIQvsY42xwOiZGP0MYWgcyHQDv3j%20z8aNt4hJKiOYubcokrCqIjhqqJ+9vmKhQLm3KJKwqiI4aqifvb5igAubcokrCqIjhqqJ+9vmKAC5%20tyiSsKoiOGqon72+YoALm3KJKwqiI4aqifvb5igAubcokrCqIjhqqJ+9vmKAC5tyiSsKoiOGqon7%202+YoALm3KJKwqiI4aqifvb5igAubcokrCqIjhqqJ+9vmKAC5tyiSsKoiOGqon72+YoDg91hK6Nzz%20FI5hBicdriCdqFv+dzfMVU2iQcjPavbtMjHNeERQQQ5P9948xUTgpDJiOmJ3B0llZSuIAa50UTih%20QhFHxjz8a6LrX/k+Zz/w2blyOAwPSRRMdYFURIYdVROz42+Yq/57/wAnzH+GzcuRxZ0/0l9RHcMs%20LMSsCRlrIwOYtIO0cpOrUKKF040fXvaiWT/BZMxU2gubcokrCqIjhqqJ+9vmK5HUC5tyiSsKoiOG%20qon72+YoCTI5LDW1sbi/vorW2G0GeScQs53M28+5o1Lmp/lO2mqGIk0VvjcTY3n36XqWZ2KQSRsm%20vFttsm3090rno9iyjap13DUrr6r/AHLdmjTbyXA83T9vN2pXNrdJTlsh+OorsNy9zh47x7Q4C7fa%20iQteRtPzDuIO8J/muFvXuwVzpxOz6Vrq0qm2sI8LbxD7e22hilDXN+nEbWuBQtI2ICvqBP8APjS+%2065v1NzxFllqralXcUi5tyiSsKoiOGqon72+YrBsC5tyiSsKoiOGqon72+YoALm3KJKwqiI4aqifv%20b5igAubcokrCqIjhqqJ+9vmKAC5tyiSsKoiOGqon72+YoALm3KJKwqiI4aqifvb5igAubcokrCqI%20jhqqJ+9vmKAyUAoBQCgJXt/tYnbQFgkG/wB4o9mh04BdNaAqoCWY/wBla6kLHNoAoOrNDoUFAVUA%20oBQCgNH1gOtji2Do92Mbk/VHqnMNuH2/obXbtoti1+/dtTsRa538fphzmatiu/I8F6ZbmA/pzqKf%20AfjWKzyGQs2NZYWEjcqz17iOMOharts7DICQp2cTXfptW32qfqTw/pbx3Uj9KnLqvVbe/qdrac5w%204fPFLF9tD9LVg2KAUAoDrfVnT9/mD6MNtj3xSwPg+tuWON1beryyPgRrw7dGUA3MQ6kuGlLUprw5%20bv1nPDfXc0qY/HJ7Y70SXXSOUN9Pb20kDcHeXdle3G8v9ZhsxGHRMZtLXiX6diuLwiu5Xdurb3Mv%20J3NRx+Vzb8CNemF+Omu7/wC1xwxOeQ6Wy8+UumQywDD5G9s8hdby/wBZjrX098TIw0sc2U27OYva%20iu5Xds6biJ+1trvXwbb8C3uVTF26fF/BxwxO2VCGN9tbyP3yRMe9C3c5oJ2lQQp7NaA4iyswiQR8%20oLW8jdGlVA04FTQAWVmESCPlBa3kbo0qoGnAqaACyswiQR8oLW8jdGlVA04FTQAWVmESCPlBa3kb%20o0qoGnAqaACyswiQR8oLW8jdGlVA04FTQAWVmESCPlBa3kbo0qoGnAqaACyswiQR8oLW8jdGlVA0%204FTQAWVmESCPlBa3kbo0qoGnAqaACyswiQR8oLW8jdGlVA04FTQAWVmESCPlBa3kbo0qoGnAqaAC%20yswiQR8oLW8jdGlVA04FTQAWVmESCPlBa3kbo0qoGnAqaACyswiQR8oLW8jdGlVA04FTQAWVmESC%20PlBa3kbo0qoGnAqaACyswiQR8oLW8jdGlVA04FTQAWVmESCPlBa3kbo0qoGnAqaACyswiQR8oLW8%20jdGlVA04FTQAWVmESCPlBa3kbo0qoGnAqaACyswiQR8oLW8jdGlVA04FTQAWVmESCPlBa3kbo0qo%20GnAqaACyswiQR8oLW8jdGlVA04FTQAWVmESCPlBa3kbo0qoGnAqaACyswiQR8oLW8jdGlVA04FTQ%20AWVmESCPlBa3kbo0qoGnAqaACyswiQR8oLW8jdGlVA04FTQAWVmESCPlBa3kbo0qoGnAqaACyswi%20QR8oLW8jdGlVA04FTQHTfyTY2dvBhMm19pbOxuRidGy8bIy0k9QOZ6c00Uc3oA7ztkczaHID+pDl%20Xab0+Fy5rz3LF5GmtVjXG104Py3+J59nOlI7n8MT5LJROE9pPPPjIYy5kHpXF60xvESO3tQkxbmn%20ld7yqVqhdL8vQq5erwpCe7A1bW+/CG7n4ZcJw34nees7K1yuX6X6UEbG2l8597kWiNpD7WxDJPRJ%2015JZZGhw7e09julsPqucLFq75i3lV9y7V5ulP+C2HW6F4S/Cned6FjZANAt4wGtLGoxujSqgacCp%20rJ1SgCyswiQR8oLW8jdGlVA04FTQAWVmESCPlBa3kbo0qoGnAqaACyswiQR8oLW8jdGlVA04FTQA%20WVmESCPlBa3kbo0qoGnAqaACyswiQR8oLW8jdGlVA04FTQAWVmESCPlBa3kbo0qoGnAqaACyswiQ%20R8oLW8jdGlVA04FTQGagFAKAUBK9v9rE7aAsEg3+8UezQ6cAumtAVUBLMf7K11IWObQBQdWaHQoK%20AqoBQCgFAdZ696nb03YWGRlymPxdr9bFHePyjnRxSwFrzJHE9qls20b2aEEt29tZ1xdG9Xc8nzx4%20PfBpWza2sl8c9ueB4n0x1Bj5OvrLIxH8ZnJXl4xj7qwlujkHvmkDJXQLCGmaQNdt11c7Undzdfbq%20PSqKMuzy38DHuLpTeMYT4SfpKsFFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAU%20AoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAle3+1idtAWCQb/eKPZodOAXTWgKqAlmP9%20la6kLHNoAoOrNDoUFAVUAoBQCgOvdcXubs8THLh+mh1VdGYMfjnXFva7Y3Mdul33PIU/Tt481ZeK%20p3mrcHX9Tz7oe6/JePnjssh+LmQQ3OTubmXJ/dMa828V7eST7tjS57vQZOQjdSmnGunTSi1OkWpc%20l8Tn1G27mljFOy1Lxg9irJoUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFA%20KAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoCV7f7WJ20BYJBv94o9mh04BdNaAqoCWY/2VrqQ%20sc2gCg6s0OhQUBVQCgFAKAHQE1m9wm0Dx6P8xflSTG2OVb+NWDGZKeKC0u3Z23DT9Q9sdvI4C3JD%20JXvAaU/3C7ttbhZtYd0x2x8sTV9sO7+L8nD5Z88D07pq/wA5f4aC6zuKGFykm/18a24ZdiPa8hqT%20xtY125oDuGipVuSWDk5putDZ1k0KAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAo%20BQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAle3+1idtAWCQb/eKPZodOAXTWgKqAlmP9la%206kLHNoAoOrNDoUFAVUAoBQCgBRNeFS5qK4A8E6Xi/G//AJO3IxdK5azx8d5j7jEPnvZJbJcnNPFa%205Blh67mRxuuGIxWkje1wa2tdBXJWxRxdbXG30atL3PTTwzNe6Uu6a1umKS7blqpmk3qbwhM97qGR%20QCgFASXuYxFhPbwX19b2s927ZaRTysjfK7c1u2NriC87ntCDtI76KrgPCcjlLlMZDfQ4+W7hjv7h%20rn29o6RjZpGs/U5kZO5wHagonMpZB0UiXKYyG+hx8t3DHf3DXPt7R0jGzSNZ+pzIydzgO1BROZSy%20DopKaAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoB%20QCgFAKAUBK9v9rE7aAsEg3+8UezQ6cAumtAVUBLMf7K11IWObQBQdWaHQoKAqoBQCgFAdd616jy2%20FtLCPD46PJ5fK3jLGytZ5/podxjkmkfJLtkIayKF7tGkngNay07npW5t9i+bhd8uhpJQ7nlHi1b8%20TxfBdPCXr2zhsOirqPqDGXsD+oWS5OeXAY1rXfURy2oJa2aR0dy6SKEN+U536U49PaOFT6EmpeMw%207dNvdHq/FrMnuLm01dW66q3OYeq7d6lDX3O2a0n9FVkgoBQCgPPuuWubf52SJ8MLRhWfXNuELrmA%20SSpHbu/+FwJLS8tkG5zfl/8AKWNV/rt7cof6Z1h2m5bdq4Xdn2zO/tyWKeBgv3wh2aaTsyBzmGFr%20vIMrWOFp6bQ9SeHq/wD5aOU7uln1W5+u+eV0/wBsd0HKFpnBf4l53R2+rDjuMmXfELrPtc5oyJz2%20HFs4p6ga76T0w13YE9Xs/wCWjlO7PRxs/qvnk5/tjuzN9RYv/wAfxuj+7DjuPRKhDFL9VuHoiPam%20u8lSf9BpwT/VexCBjb9z2jcIdycwBei+BTw9vw8wBv3PaNwh3JzAF6L4FPD2/DzAG/c9o3CHcnMA%20XovgU8Pb8PMAb9z2jcIdycwBei+BTw9vw8wBv3PaNwh3JzAF6L4FPD2/DzAG/c9o3CHcnMAXovgU%208Pb8PMAb9z2jcIdycwBei+BTw9vw8wBv3PaNwh3JzAF6L4FPD2/DzAG/c9o3CHcnMAXovgU8Pb8P%20MAb9z2jcIdycwBei+BTw9vw8wBv3PaNwh3JzAF6L4FPD2/DzAG/c9o3CHcnMAXovgU8Pb8PMAb9z%202jcIdycwBei+BTw9vw8wBv3PaNwh3JzAF6L4FPD2/DzAG/c9o3CHcnMAXovgU8Pb8PMAb9z2jcId%20ycwBei+BTw9vw8wBv3PaNwh3JzAF6L4FPD2/DzAG/c9o3CHcnMAXovgU8Pb8PMAb9z2jcIdycwBe%20i+BTw9vw8wBv3PaNwh3JzAF6L4FPD2/DzAG/c9o3CHcnMAXovgU8Pb8PMAb9z2jcIdycwBei+BTw%209vw8wBv3PaNwh3JzAF6L4FPD2/DzAG/c9o3CHcnMAXovgU8Pb8PMAb9z2jcIdycwBei+BTw9vw8w%20Bv3PaNwh3JzAF6L4FPD2/DzAG/c9o3CHcnMAXovgU8Pb8PMAb9z2jcIdycwBei+BTw9vw8wBv3Pa%20Nwh3JzAF6L4FPD2/DzAG/c9o3CHcnMAXovgU8Pb8PMAb9z2jcIdycwBei+BTw9vw8wBv3PaNwh3J%20zAF6L4FPD2/DzAG/c9o3CHcnMAXovgU8Pb8PMAb9z2jcIdycwBei+BTw9vw8wBv3PaNwh3JzAF6L%204FPD2/DzAG/c9o3CHcnMAXovgU8Pb8PMAb9z2jcIdycwBei+BTw9vw8wBv3PaNwh3JzAF6L4FPD2%20/DzAU0AoBQCgJXt/tYnbQFgkG/3ij2aHTgF01oCqgJZj/ZWupCxzaAKDqzQ6FBQFVAKAUAoDr3Wn%20RkHVVlZ28mTv8RNYXTb21vsXKyC4bI2KSJN8kco2uZM4EJrWYrJpXQmt/wA0/gdXwv4SixOWbkoe%20tuqp5Dcx3d1DPfwuiuXxBjA24At2l7SyJrCF/TpXSy6OKr4nO6yZrWI8/mz0msmhQCgFASXuHxF9%20NDNe2NvdTW5WCSaJkjoyoPIXAluo7KWuHKxDqoeB9kxWLkyEeRks4H5CJuyK8dGwzNZrytkI3Ac7%20tF7TRUwzDcqHgJMVi5MhHkZLOB+QibsivHRsMzWa8rZCNwHO7Re00VMMw3Kh4FVAcLieG3gkuJ3i%20OGFpfLI4o1rWhSSe4Co3BUpcI1UPVuAlt7if6h0TLVrXysnhmgk2yFGFscrGPeHnlbtadx0Gtaaa%20XfHfuJtw54HOTqrp+LEz5a4vG29jbOMdw+dr4XxyaJG+KRrZGvdubtYW7nKEBUUjD+WHHbwh7h8C%20jJZrFYxlu+/uWW7buaO2ttyrJNM4NjY0DUkk1M4zJPp1ZGa+v7SwtX3V3IIoGIC5CSXPcGsY1rQX%20Oe9xDWtaCXEgDWklIW9U4Q2cl2JZAyKUW8kJgnFwJnBrmx/TFnr7i14cBs/SV4a03cfhjygTtty7%20aYnKbqfAQ2Vney3sbLa/ljt7N5VZJpX+myNrU3bt2hCadqVYrGb/AHJNHdkhc9S4W3vvopZ3CYSR%20wyPbFK6GOWbb6ccs7WmKN797drXuBO5v/ILLa4FbgoyeVscZAya8e5rZHiKJkcck0j3uUhrI4mve%204oCdBwpnAjMjf1bgG2kN0Lh0jLgvEUcUM0syxf8AZugjY6Vvp+/uaNuiotHSOKnu3yVJ4d3eUyZ3%20DR3VhauvIjcZMOdj4muDnTNaz1HPYGqrA33uGo11FWHLWaM6lCeTMdv1JhrnIfb4Z3OuDvEZMUrY%20pDF/2Njmc0RSOZ7wY4ka9xqW1Urbj2cS3LS4e1J8jLks1j8cYm3LpDLNuMUEEMtxK5rE3OEUDZH7%20W7gHORASB2ipKLFJJp+q+n4IrWZ92HQXkbJoJo2SSx+lIQGSPfG1zY2OLgjnkCtJTc7c1sueW/Iz%20NJ2pjyz3FRzOLGXbh/qWHJuhdci1GrxCxzWF5TgNzwNeNS2sx9uPeV0iczlHlcfJkpcYyYOvoI2T%20TQBSWskJDSSia7eCrRKU3uDpHEmyfUuGxk4gvJnskLPVfshmlEcZdt9SV0bHtjYvvPIHHuoq+Xey%20w9uAk6kwsd+yxdcrO8sbuax7oWvlCxMfO1piY+RRsa5wLlCDUVUm21mvhV8lV8CZScxn8Mbm/tmX%20bHz4uNsuQjYrzC17XOaH7QUdtaTt4ohTUVltK13ZL4FS9StzZyxeZssm1zrVtwGtDTuntri2Dg5U%20LDPHHv4e6tadrWJlNMxXPUuFt776KWdwmEkcMj2xSuhjlm2+nHLO1pije/e3a17gTub/AMgstrgV%20uDlF1DiJco7GRzk3gLgAY5BG50YDnsZKWiJ7mh3M1riR20t9SlYbLlNJDcbcJ8qnGPqbAy29/cxX%20sckGMmNtevYrgyYBrvTCDmf8xoAapJKcdKZJ5PDy/beWKtZrb992ZRjcrY5KB81o9zmxvMUrJGPi%20kje0AlskUrWSMKOBRzRoQeBFCSTRdT4STI/b2zu+o9R0LXOilbC6Vn6o2TuYIXPb2ta5fKram8N0%20928Om2/A5Y/qLD5CSSO0uN5jaZA5zJI2PjB2mSF72tZKwHi+Mluo11FZmmrL54cyxWM9vLM4R9U4%20WbHRZK0lkvbGd744p7KCe6a4xuLXEegyQ7VaUd+k9hqujS3qSJzPAqxeVsspaC7s3PdAXOYskckL%20tzCWuBZK1jghCcKOinLEictrcS2fVOCu5XRw3JCRPnZJJHJFFJDGQHywyyNZHLGN7eeNxbqCuoqN%20pJt4I1DmM8O/d2n206mwl1a3N0y59OCzAddG4jktzG0t3te5szY3bXN1DkQ9lW/0qXs93bwxw3kt%20UuEfJOqcGyxs70Tumt7+L6i09CGaeSSHaHGURRMfJsAe1XFqBQvEVblpbTo14doVcN8d+yLvr7L6%20H7gJ2Gx9L1xchwMZi2794cNNu3Val3pxFnqiMzXQ9W4CW3uJ/qHRMtWtfKyeGaCTbIUYWxysY94e%20eVu1p3HQa1Wml3x37htw54HOTqrp+LEz5a4vG29jbOMdw+dr4XxyaJG+KRrZGvdubtYW7nKEBUUj%20D+WHHbwh7h8DlkepsLjriO3u5yySRrZOWOV7WMe7Y18r2Nc2JpdoHPIHlUVXG1cO8k+nVl8iu+v7%20OxtHXd1II4GbRuQuJc8hrGta0FznPc4Na1oJcSANaMqdJIm9U4Q2cl2JZAyKUW8kJgnFwJnBrmx/%20TFnr7i14cBs/SV4a03cfhjygTtty7aYmKbrLpyJkMjrpz45o/WD4oZpWsi3bN8pjY4RN3AhZNvA9%20xqxXl2VwrhUKqpx7aY0xM8nUmFjv2WLrlZ3ljdzWPdC18oWJj52tMTHyKNjXOBcoQaiiTbazXwq+%20Sq+Ayk2dQCgFAKAle3+1idtAWCQb/eKPZodOAXTWgKqAlmP9la6kLHNoAoOrNDoUFAVUAoBQCgFA%20KAUAoBQCgFAKAUAoCPMSxQ4u6lltH30bI3OdZxs9V8oA/Q1mu4nurN92lTE4bfrliastlw3COm/z%20MpZ3GWmhvHZUS2E0lh9JcQMhtba6ZO6CIzxx+vIAHOcW6uOjWogPRJWPfWr30aXHTbM826uDE6lG%20FHH74S6LdHe3yyGHfkMD1XkBYOllvHTy4eKWBzZwllHbucyORomY6R8bgm0Ej3SvNi22Fbv1eDv+%20VfM6q+b6/TpS83xwmK+Rt+rcUy4sLG4hs/VyEV3j2iZke+dsLbyJ8g3AbgwBpc7mTvXgdJL/ACJ9%20v+27ZcTz9Nf9qH+HjEfptJsOpsh9vxL7tuPkyk0b2G2tIo3Sky7hsedjZHMaw8znhpIA0BcgOG3S%20MfLb9Dqkddga9jbPMvbeXtxHfCfLkWVzCVktnW7TBbSsEpih3NQM3ORSSTuXdE1GEXLvo5fbEclx%20I3qT305J4TSc325YJYZMDO7p+3u3Y8tyU2XiuWJFuuIrWbKNuC1x/U1uzmeFAHauoM6ditdizVsP%20utupPCYXHMjaaveVY5K3Dj5FuQvorzOyYuWyu7PFw3EctzLHY3TvrrhpY9nzYonMbAwtAe5xV5Ca%20MHO6da7nRfHnVcfUW+ifFVfDCOVOCoq1t2vVOTlx9vbzW9g+8u3SGOCZsEtw23LmkOme2Bsku0N0%20Ro5uChVrLfqSwnPhTxwhfI0kobeWW3maO2ZHjZLDItivr+3fBfx3kz7O4Ezrq5khl3OtvT9VjJPS%20cBybWoAv/JevS7Usbad04ve9Uy+JFW6Zj1V5Zf04KK726jGdMPx8HRz32LW5O2EUOTuWMa6RrYrC%20ZjWSys3K1j3bWkkjX9WvN1b9b3aX3v0+cGLq2un3UW5apjD5Fd3cTZDqPFywwX7ZbKd7ZrO5t3Mt%20Y2FkjH3DZw0RvkRwa3bK7Q6NVTWelEy/xfasKc0p5pxjeostzUcdlLyrFJKOqstcWdza29naTi7u%20WObJl4rOa7bbQBzS8AQskJkf7jTygjc7gGuyquHhnx4bYGnhOO37dvitHkLH6OwvrPHWN5cwZbDx%204/GOdBKXCSP1Y9ly57N8S+uHufKg/UeP6tKW9OHqtfBKLcP6dOGOCqFdGlusap3tzOH8uyKLBG4+%200PtOrrC4s7Ng/rr36m4YwxxvuHSWuz1ZAHcz/TOrtzkB/wBTf1xwjdjdtQwrYttnGavgrdtsIemc%20X1FZ9WyTZGzh3z2QN7fQzSvjfKZXu5Q63iCroGF3IxNSus6SVtty/p7XGr5tuirlu1e22v8A5d30%20/KnfnjR1TfOdkJMUy0ubW3u4W/ccvb2VxcvkiUgW8ToIpEcjnczzyA6AkqM2w20/pTw/J/LCd+Br%206WmsWuUYd9W0sM3ucd7YXRnvMVb21wHXmTx97ZXBieYm21u229QmXbsY5gtnt2yODjpo5ebom3cp%20xtuunjOp+M6aeVTKpa4zs0ryz3fV5VK58DaxZHqKGOwkhx93i4YUso2sc8uddGURL8syfMVO88Nd%20cL6GstXhFvh2Gm3qtaxSu5ytqvkVdKwsivLgWBv/ALT6MQDMmb0yC4aXB3p/XLLt9PbuTlXhrurU%20tzPd8eO6O85WpJJLd8o4b8PkSZC+ivM7Ji5bK7s8XDcRy3MsdjdO+uuGlj2fNiicxsDC0B7nFXkJ%20owc86da7nRfHnVcfUbvonxVXwwjlTgqKtbcFvZXM15YYeaznLrHJ3d5d3EsTvpn28rJy0iVBG8yf%20UtbsBJ/Vu4azpWppN5WafJfCZ8Ux1HVx91ya4YPwjTkcJMFM2w6it4Laa2tWZWzuLaK2j9Mut7aK%200c8W7QAqek4DYP1BAp4k6WTk7vF3L4zSsYVLcvU9P4rnV9leNK1N30jFdRxXzS65djPqB9qN8Zzc%20iH0Yw8P+qWf/ALg9DJr/AKIT0b9KnGvnTw2kznTZ7R3ya22um5PNR281pdY2zsbiQ2Nq2yuWNkn5%20wbiWcReg1nO4tbu1PM4+7XFWu62c3a0luURzinBUWJu+E4xU14uZ5TnnwWMuAxT724wtpfY6T0MT%20iZbDKNu4SInzOdbhsY9RvpzN/juduj3D4gvN2bVzuuyu0wub/t/Yy6JLPU3PCv8AunwqWWUeWx/R%20d5Fa20kN++7u47eNrHExi4vXtbKGhriWMa/1FQ8oXWuTt1W2WvNWp+E+Elpbdc1gpa7rabszslrZ%20WWNxcdnBFts7SERsiaHSHYxqInM55I/yTWupdMtk6aaitd/xOkx/U9Q2F651ndWF6bGe2w+JktLi%202it4ntaC2WaSIQOlkLA3RWsbytDuZzjcLU63Sm+zUnCnHjvjgasaVyWFs/BrV3ZL9I2ljaw5rK32%20UnxsjLQWdrBFHf27o5DcQOmlJbHK0n5XrAB206rt7VdVNdO7OW2v9MdqnZGOmq22tYKu6sU8N/ea%20eGyyNph+lnSx3ti63w7ra4u7O3fcXccxZbkW74dlwjXbHEuLCQWpvap33rtO6+M8Fvxxf7YvcasU%20RwvfdjVftHDd2bHiay6HtW5HF75rawjbcYmBpnJcyMAwta50xfwTV7v/AHO40698NtVr4/o844wT%20pWzR0VeX6o0H8zKWdxlpobx2VEthNJYfSXEDIbW2umTugiM8cfryABznFurjo1qIDUlY99avfRpc%20dNszzbq4JOpRhRx++Eui3R3t8shh35DA9V5AWDpZbx08uHilgc2cJZR27nMjkaJmOkfG4JtBI90r%20zYtthW79Xg7/AJV8zqr5vr9OlLzfHCYr5HPrG2yW+4hx7Lky5THCzmiFo64jlILmxsFwxyWzm+q7%20e6VrmIVbqCt0am1NNSf61pFK24vLE5dB6bbG8l35Zb/xfOh2HPXhxWCE32+TK3Fv6Qt7WGN8pMwI%20DHna2V7GsPM56OIA0DnIC6l03Ss3yns4fInSsi1LcvI0EDXsbZ5l7by9uI74T5ciyuYSsls63aYL%20aVglMUO5qBm5yKSSdy2iajCLl30cvtiOS4mm9Se+nJPCaTm+3LBLXQy3kUM+Mmx93josrJcXV/kI%20bK4uZTb3FxI9lswwxyhsmyQlxcmxdGlxUZsS0q14WJKN7hf2qibrMRgJi7Vb93hFF3tzclgsXud1%207YXRnvMVb21wHXmTx97ZXBieYm21u229QmXbsY5gtnt2yODjpo5ebabdynG266eM6n4zpp5VCpa4%20zs0ryz3fV5VO9VkCgFAKAle3+1idtAWCQb/eKPZodOAXTWgKqAlmP9la6kLHNoAoOrNDoUFAVUAo%20BQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUA%20oBQCgFAKAUAoBQCgFAKAUAoBQEr2/wBrE7aAsEg3+8UezQ6cAumtAVUBLMf7K11IWObQBQdWaHQo%20KAqoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoDqX5H/JvTn4/xdrkc%202y4mju5/p4obNjZZdGOkfIWufHyRsaryulLPVerd+eSqlL72jWl6Xdu8eC4m8ymbjsLe1njtLrIR%203UrY2/RR+sWMLHSGZ6EJG1jDwUko1oc5wBXelw/22wpXulrNrV1upcO+Y+c9hmxOQ+5Yy1v/AKae%20zF1G2UWt3H6VxGHhQ2WNSWOHa08KrUETnm/B49+XArqFFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQC%20gFAKAUAoCV7f7WJ20BYJBv8AeKPZodOAXTWgKqAlmP8AZWupCxzaAKDqzQ6FBQFVAKAUAoBQCgFA%20KAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAeP8AX2C6t6r/ACb9HaYWO7wWGwtzB6+R%20llsbWS7yw9KQwzNtb1s7ooGpt2oCdT2HirHdb1ctSVi3/lqX/wAozyzy6O7To4PVy9KT41Z1/C4D%20O9R3H4pg6r6fu5BhoMxjs9Hd20jrfdDAyCF8+9mx8dwIwWF2juxa9Ldt999/5dK11x1aqrtxaVYx%20g4Q7enoX29RKn4xdhwwTfaiHprprNxYDoEdYYLI5HpTGNy9vkcM61nujDKbojHyXOPa2SWaJsLUj%20+W4N0doNSd0ubqz0rI/qj1djik07Tp1LY1Kyi/ytvja1SK4K6W/ianqHoXrCbpLCy3ePyFy+0lyr%208LgLuxub6AWktw11lbTyWsrruxuRGPlTKjG8pe1EOHqV1ruerqaLFd26sr8JiNW/jUly1aknptd9%200Z00xW2K24xClOqSlM/TOIN27FWRvIfp7swRG4gLzL6cmwb2eoS4v2u03E61060a3pqpcHPpToU4%20wV1zOgoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQEr2/2sTtoCwSDf7xR7NDpwC6a0BVQEsx/s%20rXUhY5tAFB1ZodCgoCqgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgF%20AKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAle3+1idtAWCQb/eKPZodOAXTWgKqA%20lmP9la6kLHNoAoOrNDoUFAVUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFA%20KAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQEr2/2sTtoCwSDf7xR7NDpwC6a%200BVQGKS1gkmjme0mWEERuDnBNxaToCnuj/RRwJoD6IGBNX6Jxe88E7z8I9veaACBgTV+icXvPBO8%20/CPb3mgAgYE1fonF7zwTvPwj295oAIGBNX6Jxe88E7z8I9veaACBgTV+icXvPBO8/CPb3mgAgYE1%20fonF7zwTvPwj295oAIGBNX6Jxe88E7z8I9veaACBgTV+icXvPBO8/CPb3mgAgYE1fonF7zwTvPwj%20295oAIGBNX6Jxe88E7z8I9veaACBgTV+icXvPBO8/CPb3mgAgYE1fonF7zwTvPwj295oAIGBNX6J%20xe88E7z8I9veaACBgTV+icXvPBO8/CPb3mgAgYE1fonF7zwTvPwj295oAIGBNX6Jxe88E7z8I9ve%20aACBgTV+icXvPBO8/CPb3mgAgYE1fonF7zwTvPwj295oAIGBNX6Jxe88E7z8I9veaACBgTV+icXv%20PBO8/CPb3mgAgYE1fonF7zwTvPwj295oAIGBNX6Jxe88E7z8I9veaACBgTV+icXvPBO8/CPb3mgA%20gYE1fonF7zwTvPwj295oAIGBNX6Jxe88E7z8I9veaACBgTV+icXvPBO8/CPb3mgAgYE1fonF7zwT%20vPwj295oAIGBNX6Jxe88E7z8I9veaACBgTV+icXvPBO8/CPb3mgAgYE1fonF7zwTvPwj295oAIGB%20NX6Jxe88E7z8I9veaACBgTV+icXvPBO8/CPb3mgAgYE1fonF7zwTvPwj295oAIGBNX6Jxe88E7z8%20I9veaACBgTV+icXvPBO8/CPb3mgAgYE1fonF7zwTvPwj295oAIGBNX6Jxe88E7z8I9veaACBgTV+%20icXvPBO8/CPb3mgAgYE1fonF7zwTvPwj295oAIGBNX6Jxe88E7z8I9veaACBgTV+icXvPBO8/CPb%203mgAgYE1fonF7zwTvPwj295oAIGBNX6Jxe88E7z8I9veaACBgTV+icXvPBO8/CPb3mgAgYE1fonF%207zwTvPwj295oAIGBNX6Jxe88E7z8I9veaACBgTV+icXvPBO8/CPb3mgAgYE1fonF7zwTvPwj295o%20AIGBNX6Jxe88E7z8I9veaACBgTV+icXvPBO8/CPb3mgAgYE1fonF7zwTvPwj295oAIGBNX6Jxe88%20E7z8I9veaACBgTV+icXvPBO8/CPb3mgAgYE1fonF7zwTvPwj295oAIGBNX6Jxe88E7z8I9veaACB%20gTV+icXvPBO8/CPb3mgAgYE1fonF7zwTvPwj295oDiyzt2zicA+s1hjDy5x5Tt0Kkr+ge3vKgZqA%20UAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAK%20AUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKA//2Q==" height="261" width="476" overflow="visible"> </image>
              </svg>
            </div>
          </div>
          <div class="fig"><span class="labelfig">FIGURA 6.&nbsp; </span><span class="textfig">Requerimientos hídricos anuales estimados para el cultivo del naranjo en Jagüey Grande en el período 2011-2020 según CROPWAT.</span></div>
          <p>Sin
            embargo, aun cuando los requerimientos hídricos promedios de la serie 
            evaluada desde el año 2011 hasta 2020 son de 942,0 mm anuales, se 
            recomienda utilizar para el diseño de la programación de riego del 
            cultivo en la región 952,0 mm, los que se corresponden con el 25% de 
            probabilidad de ocurrencia. Esto explica que en el cultivo del naranjo 
            se podrá planificar el riego utilizando estos requerimientos en cuatro, 
            de cada cinco años climáticos, sin provocar afectaciones. La evaluación 
            de probabilidad se ajustó a una ecuación logarítmica (RH = -1,1087 P + 
            1002,2) y con coeficiente de determinación de R² = 0,65 (<span class="tooltip"><a href="#f7">Figura 7</a></span>).</p>
          <div id="f7" class="fig">
            <div class="zoom">
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BR+q7i9tU%20R2gTP/Vae6iqiJ7WSWT+eeqPvX23PEuyzmenVj112z9Sq6uRhbKNddkIShqmJykN0QQ/Nd0p2qoQ%20mreM2U9XlO4jOnH3Tf4PnuzPdHZMT737nJ9I9ujRLKHp2JD7gxjUmmMtUpanRfz47q00KrN9yt6h%201F7iU+T+G8fPml759tb9WVOEqTEWxlj5EfT1aNMp/wBPYJ6wkpNJWJXdKdtVVE3q3sX3uq7iUpj7%20pvxz6sr3P2XHGfK7KET2uNUs0RhZLR6wj6aaIz1SkJKy/vuimhamb7lY8z7p62lufw3v9c+Kr3SI%209571RnSqx+39rqxLKb0kJTORH8jISkSgAAUk8yRqnpTpRYutSoW2kXqvcZUaXT1cL55+i9Vfu3sN%20mJmZcsr0IduEDlwvqtosrMxHR/SsjGzVMFhpOpWUndHQsLepW3h/ddFsTj7zzzj+3+9KMnufeo5J%20ji9t7XXizqttrtptMr4uJV2DVrJQCOnUV56hrlaE6EWfVUqb8zxei1sqJZ09XCMx/G2Y7Z33t3dT%20fHEsl62JoF9FtVtFkDMAwWu2MZrKJVw/5ruqtKsi2KB1XdoIXzt8c4bv3vWjFvxsbt8o3ZMs/Gw8%20kyrtNUI2yjGzRaEqlaIzCx1EqXBXdbs0dbL9qovGS2MsL8/lFVaU01LbT4xhjGQskfdXYz3H+3/d%20JlaxTFK7fR9ZI/0xeImn1TqeOpf1J3VppVUdJKB1FrRCTy3zP1au8d8y8Tv/AGPt9UazT3KV4uMh%20LVEU1CcZVmJRSTu1A8f+aaERUV9z4yx+tqtVppdPzJj6qItu7E909kzcuvFx8nVfdGU8U+nbGu4V%20oJmi0x9O0hVOmR+bruhKVVHI70mf5R+4iQTfjxjE45dy9ydo7dfHHy7zDIlV60aq67bZCuJjE2EV%20Rs0hS8pN+pO6aaFqR0kB8ryZpl6+uevM92dhxRVK3LBF1AyajTCy6PosBdqpjYBEr9Um/VdxO2qq%20zefq5/2p1oiIqKb5vx3c/bvdXYq6822WXEx7bCmzKNcLJiMbxE1GPpxnrM4yXav77pTt1K0Jq3ju%20jxPunqaFz+4+fl/uvslWVk4s75HIwqvWyYV032CuHpizVKVcJxBMCrl+DkpKqUqqPYZ873JXJEtj%2052n1x/7w7BLEoyhkT0ZP/wCHCNF5suGmMtVNQhKywaZgmUYkPxJO6ehXVPP3P/UJ3EaHqP55+2e7%20/b4pwrhl+pHuFc7MEU122m0VCOvRGqNh17niQv6n6nQqKx9CX4p62R0345n9WQ919jswcXOqyTbV%20mRM8OFNVtltgggkYU1xnaTHzbW5udyqhaVZTif8Ap1snjjn5+U+er3Ri5HdKRVm4p7bb22XcKyI2%20+rKMZwj6gkB6QjpluEty/wDxT0KnU6LBeb87GfxeLqhS1t/C+e/lv6+2+5ez9zu9HEvPr+kL66rK%20raZTqJEBbWLIx1gkvIKH5ruL21RHaBM/9VTuo7J7eC2rdHOL93e9cbtGBnfaSjf3XCrqn6Hp2zqg%20bZRjEWWVgwhOcZKIylqPISXe7NKVrSllStx3zMXuqsngq4Ttn5eshle7OxYuT9tlZca8iMazaBCy%20VdRs0iHq2QE66jPWP+pIKvNd0U0LVJIKrAuqqVtSi3Pwe2amOHujveX2unt9mPGuUsrOxcSzWCQK%207pCMpR0yG9Pmr/NdztUpVUiWKi8lXcpjapemhV3I+/dfefdsl7r7CM/7E5cRkiYpUQs9EXHSBV64%20jKkWnUNhlqfgSdyihakRUSeKZefN4WtvDB7fEvywfc/ZO4Z08HFyhZlVxlMRELIwkKpRrma7DH07%20CDMatJPHmu50Kz2L6vh9P6i19Kta+MMd6Rzk1MgqgEAEDwDIrlX6ruogGqztIxzzKZBVAIAIHgGR%20XKv1XcQDUdpGOeZTIKoBABA8AyK5V+q7iAajtIxzzKZBVAIAIHgGRXKv1XcQDUdpGOecz7SEJd2t%20sNoFn2+mNAH1R1RJmxRmVV4/qZcvfWKAT237FoHFbd8Ybb7Vr3hIi3EAkATXc3M76uD/AOn+aS37%20EwLZbZd5YBz4bV1TIKoBABA8AyK5V+q7upANXM7SMc8ymQVQCACB4BkVyr9V3EA1HaRjnmUyCqAQ%20AQPAMiuVfqu4gGo7SMc8ymQVQCACB4BkVyr9V3EA1HaRjnmUyCqAQAQPAMiuVfqu4gGo7SMc8ymQ%20VQCACB4BkVyr9V3EA1HaRjnmUyCqAQAQPAMiuVfqu4gGo7SMc8ymQVQCACB4BkVyr9V3EA1HaRjn%20mUyCqAQAQPAMiuVfqu4gGo7SMc8ymQVQCACB4BkVyr9V3EA1HaRjnmUyCqAQAQPAMiuVfqu4gGo7%20SMc8ymQVQCACB4BkVyr9V3EA1HaRjnnXc/2rV3H3WO651OLk9vhgDGjjXwFsvW9XUJxjKMo/RMgl%20SXPz337dSJSrO9S+h720qSVz4tesSLxz7p7bnld27Nk4pqx8HtleTCzGgsGyK4VwNUYCUdQ5r8+Z%20O5TU6VT+SMHnaVG6WT8NSLw4T3lsX2/2f3mMOyYWZkY8sHsE/XoyKzP175Aaa9UDExgd6zScl/jv%20vV3EqXqSa09Pmkb+H0eOhqehJdXVi/rfwjtp7L7M79Tj9lws6/GGN2a2zKjfROyV1ttiiISUEj/1%20CZFSvD/fmruIq9SO609PmgLGURURUhGvq4Zqr+G5bcOz+yO+Ud27R3HMnizyO3+sc3L9a62/KldA%20Qjas4bZRCbFI3SQ8pv3EVFZ2qpb6nm+2ddFULVSp3ezHffZ47Ox+zO+0U9kw8+7F+17LbPLjdTOy%20V11k1EQkoAR/6hMjqK8P98vdRV6kd1p6fNDnbG7KyoltfVwzVXvbctuzsvszu2GPbptuxye0W5t2%20SIGW77pdBq2fVv3Ap+svPK91FecaEp5HpGMVUrFvz9U5Jnhdtj2b2d3ztVfaMmm3GuzO3jKryMaV%20k4U2V5dvqCdc41zIsiyjQ6kav8cVdxKnm1VFKXwC2Voi+6pak8UYZPDfpxPZXfqO0dqxLLMXMhhy%20yZ5vb5221Y10r7RZVaNFczKUFeE4oVLnjNV3EqW1lpRPJNxjGOmrzqfwVEvW25eG/Z2H2Z33s+P2%20W6q3GuzO2QyacjHlZZCq2vKsExbXMV2SFoLkaHUjV/jmvupWqzaqlE8gthO3buqWpGlFETfyeyds%20n2L253bA9lz7OcuujuZhf6eVj6tMZ3WGUZwUKJf1HZv83mp3a0rVGdmpw3lt/wAtO2jKr2q8LHaM%2053CwWP8A+O+42XZM8j7XEhk9rl2+449t11llplGUb5SsgDMyP1RmZNzK77V9xKkVnjUipc1hjbWj%20qRUW1mVeKM+N7bS+d2P3R3T23kdpzJ4NBGNRXjehO6Wu6qUDrlIxGkT0vHTLjxl55XuU9SVoiv1P%204es4e8VNLJ0/b0tv8R8Y8PcfZvfu4S75kT+yqv7oO3+jWLLJRgMSUde70XlKPDajv/nnt92lFonC%20pV804nPOvtKtLW9DeM3HVLLNujvfs3uPcB7nlVZjxl3qGH9qJSnFDjiEZa0hY5/JV5h91e13URKX%20eFT+ChboqL1On5W98S3T7g9m95zj36OFLFEO9U4YM7bLIyhPG0xKRjXaJa4gc+biXnntd5E6Xdkq%20fwUHjVKFpZp9DcL08y3f3L2n3q/J79lYWTVRb3KvAGOlllZP2qCyE5VxMo+pEkbTLiWdJwndRqZ/%20iVfBUCcftqiI0F6Gfcs3nHdaqPCx+GP/AI/7jOPe5wGFhTzvs7sOqqd1kRPEISNsjGMpep5pPxJS%20XnmjvIiUM69NSrugvnv5b9lXbWpVRWRFo6d7RRXve31mvVl+1vcuVf3/ADoX42Jl90hhfb103XIB%20jIJwlbGuM/6kSXiOfA//AFIp7iNSkVapVXxTj9fHa1VNSq6QXpbe1rzjzR+D9ntT2xl9q7v3bPsq%20xcarPjj+jRjWWWGPox0bpThHVKWrUZc1PP64WtFoSmM14RuMWWOlUrSqH4WnKUb3wvt4B7M73XXD%20Cx7cb7Gnu0O6wtnOz1pQNkZzr0xgRrGovqOrn/mr26k+KrFqemSbrzB7dylVWtvvV+H4fXjwjsw/%20YeXj5FtWqu3AnnffRssy80SAlONmkYtUoUmzUBvMj8yJcJ27fcREpuRpJuvfffjGO7QtS1LPrjwd%20r16vpc853ns2Zn987L3Cm2uuntpvldErrPrVCuBqSMwZKdy/vwlShYVT+VLYue7retIIiWVIsyYi%20217s3sjvmP3btHccyeLZkdv9Y5uV611t+VK6AhG1Zw2yiE2KRukh5T1TupGbVUt9TwV9sq6KoWql%20Tu9mO++zxmO59h7sO+5Hee1Sxp25mHHDyKMqU6xARkDG2udcbTIpIrAgLx1Kd+NLLStKu1SvgxHz%20eOyK1dNf5U9Xvi/HgtvB2z2f3rsNtF/Z8jGy7vsKsLIOabK99UtUbq/SFpkvqSWsn/iUnXt+7TU6%20K/TUqL5I0oWY3TzpoVETeiLivVzXyx1d/wDZ3fc/++jGnh//ALqnD9S2c7KzG3GEYy0wELmmBzke%20LiXndruojT6Uqe9l8jjGVpV3SfS3C9PMtkJ+182d/ue4WUD+9YtNOMFkolDH9FZ7ZhzJWVuRJ3ZV%20VdVCJ+p8XB3ap6aqV3Uonq6ee/35s32h3SynsWRRfCeZ2jEji34wyMjErtWNcTKu/H1WRkDHnE6g%20XXzafuotdSt8a/OarLx+sHhO21FKW0370JY27O3ez8vFyewXxnRVHtn3dmZRXO+UZWZcYjVUbpXz%20lJVMjKTqTxKSL3UV5stKIXbvW1VQ0k+7q4Q8XUbfzdm9od97TR2vJotxrs/t8Muu3FnZZXRbDLuF%20kZwsjXYYzjzHplVIXnOKu4iray00p5XW4eNtumL/AKlqSO9Ev5IvDbsy/bvuLM7ge5SzqMXNl2ee%20DK3G9SIGTZZCQnXE62i7mRl+X+Kj0xREVlqRb4b4Wj2ylj2PjujE8eb2z7P7n27v9fdboYlEY4Ax%20LoUXXXWW2a4SF0p2QBlKXMSJT5ld+tXdpqRZxV0uuPF3jmlNT0rakz0i1+2HfvZvecur3Bj4E8X0%20e+HHv9S+dkJ12VaBKOmMLozEoxCFWU7ZeeOz3W6HdqalXwWPhjjHSp+pVSa0onC/xfiixScWf7Gz%20bu4dytqNF+L3Q1TuruycykQMYwhNaceWjIURYSMeKP51HdgiK8Kn81e2WNnjToV0W3pRJyZGdN85%20Z7TfuLsmT3LE7bTi2V1/Y5mLkyEzILVTKOoRMdZMzE8+PMld2dNXz6lR54+Bzt0N2+hN2V6+uqFh%207M7uMTI7R62MO0XZ/wB+MjVYcnSbYWmsQEdOsyCa9fAuD579uulOhY/FG4whzvxjHeo6krT/APZH%20g7Pvf026exe0+49u9w3dwhbTiYdnrWXYuNZbKvIstlEwmabBMVTjxOiZVeH+OKe4n7fSsYJ4EvG2%20DqqPn1Jzsh5rfhHa2KZBVAIAIHgGRXKv1XdkgGrR2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPMpkFU%20AgAgeAZFcq/VdxANR2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPOZ9pCEu7W2G0Cz7fTGgD6o6okzYo%20zKq8f1MuXvrFAJ7b9i0Ditu+MNt9q17wkRbiASAJrubmd9XB/wDT/NJb9iYFstsu8sA58Nq6pkFU%20AgAgeAZFcq/Vd3UgGrmdpGOeZTIKoBABA8AyK5V+q7iAajtIxzzalBKgEAEDwDIrlX6ruOjOB/Ul%20Ixzz58funbsqZhj5dFtojqFddkZFBpCgRMn3Bf15ruslKs7QA+UdTQt4+8/PPoUyCqAQAQPAMiuV%20fqu6qAapdpGOeZTIKoBABA8AyK5V+q7iAajtIxzzKZBVAIAIHgGRXKv1XcQDUdpGOeZTIKoBABA8%20AyK5V+q7iAajtIxzzKZBVAIAIHgGRXKv1XcQDUdpGOeZTIKoBABA8AyK5V+q7iAajtIxzzKZBVAI%20AIHgGRXKv1XcQDUdpGOeZTIKoBABA8AyK5V+q7iAajtIxzzKZBVAIAIHgGRXKv1XcQDUdpGOeZTI%20KoBABA8AyK5V+q7iAajtIxzzKZBVAIAIHgGRXKv1XcQDUdpGOeZTIKoBABA8AyK5V+q7iAajtIxz%20z4O/d7xuzdpv7plRlOnGEDKFIBmdc4VjQDIAyWbv4k7rUU9SoifcGX4odk4RInPhyvd1NNgpOBlz%20zIUfdX4lUapWVUAiPqSS0xkZcdMTKZ/wkndKUwVft38bCF/5oSpWRkV1klvGdso5vjk+9e1x9M4t%20d2cJYf8AcZSxoxSGMkdNh9ScCZTX6YiUvyfdKdtYvJFbxWwh6zSrs01ln5w5Pb7R717XkRrMYXRl%20b2wd3qgYxBNG0aQk5f1dzjh+ZXcr7S09T/bUy+L4H9UU1uyJ9yq0bYX2l+H/AHx2+2jGtxsbJyrL%208OHcZUUwgZ1Y8xFJzBsAMneMDKR+RXdNXaWlakWVKsq2PzP8iVQRoqsk9Z2rDOL7R7wwL+5YeDhU%203ZlmbiwzqLaRCNYx5yjD1SbJwK7gSEJfgSd0J21jd9Q6o/cRERUt5+ft/wBozsvvWs4HbK7Tl92z%20e4DKnRbXj1UmQxpgSWMbPTiUkzleby3zVSnglKKviRTyf7p6mVU/WqJdbvmMz7dfaffvbO629vjV%20jZVMO5xmcG62EIwnKmMTZECM5z1DUhJjpJVCVGtV2lR/M85e7x1sklm3BfNYr4z47c/ZveMD2ntp%20nPJ7vn55yDQK6KaLJxx7BGc9AsFURESA+pZf5id0r23WH5UVfHfxWzf/AMp6mWq6pkTL1f69X/fP%20bLj2yOJRkZV3dY2/bVVQhGUZY8YmyNnqThpnufiPzK7qp21V+D8UVT3+6al6UXeit4nFuE+ar37D%20NzuxV9vwrbsbu9dtkrCIQlUKdMZBDPTqiZLNy306yd1qe0nydZI/mX+TqtKq1SyPUqTkqborFS/q%20w/fPa8w4sxTkU4uaJfYZllYjTcYRU6NMpTBIB+uI1ctSjXWrtqiK+52tYXHi93ZWTe04Ou6Npf0e%203PdeF7hqndh031VRhCdVtsAK7IyQLXOuVkdf+KMtw5h9yrtqiRC5939VKe46slhvnnbbD3e8snA7%20/wB+hmVXZHbe3fZ6DRGnTQL646pSJnGczKUlKaj+T7r9vtpVRT+qpU9rd+PgsV1rTVd0v7j+Mdu3%20I9042J3LvNuTkXyp7bVi6cSNVYgZZKCBpkCZ2W2SkhEiB+RVZUpodE/VU2Emxtn/AJTV3ERlRft6%20sZ8VkyQjbtHx97ZGLn+4crudWRVgdtqwZU4JhT6sZZAEZadEjGcjKQX+pL8lXfonbRaaUSK1VKmF%20+VttsLWqVf29XvPNvNNu+73N6Pfo/eXXYONX2y3NtwLKapACu2EPV9Wqds9emX0AFV/xNLNKU6VW%20cUxeEvXzSd+pWpVIOq8kV5wIfm3f954ccHIzcvDzMKmium2s20tdG8xhX6JqlbGVkpTAMCdT8Cu4%20vbXqSmdSqzX+Pun/AGpT3UaDsz3c5r68X15PvvtWLTlSz6b8HLxBSZYVwrFkheYxrlXKFk6ZKZJL%20ex48RrlO0qoipFFVvWL3RFeV7nSng5OK+vF5jtXc4dzwYZkKrcfUP+jfDRMEERZDOMl46omQPEEr%20urVQysBb8pprdIF6RV8c637z945GJ27u1Xaq7znduhT6mZVCqVVM7TAxidRmZTlCan+nLj8zuv2K%20EqWlV/CtTcd6ek5/8lVbOiTRH4HK53ksv3hh412RXKi+6Hb41HuGVTGBqo9WMJRMhr1ykYz1S0Qk%20gc8d1aaOqKSVWOR8q09xqUtXp6uF/jujnj2ju+bl+6u94k7dWFiU4c8OCRER61aylGUQsjLnqJ/f%20fZaU6EVo9S/THG22VqVKkRLaXxmP4y2w/wC+u3nK9E4uTCsZ39sOUY1ikZG0R4WGaTXjpP5/UNde%2032+pEb7kfmeNsXstTIrWYO0Z3xm3PLL97duxe6U4GRRfTK+8YtF8xXCErDpAlGBs9YxMpadfpmJP%20M6hrnt9pakhuVSZ/yVVdKFu6Mb2dvN86Pd1OSe4yp7fmTr7ZZOiy2FcJCy2swjpphCyVkpS1qpgi%20OS++tND0or/iI2N4+cXdTK27J96q67oz8+X/AP0Psx7b3HOlXbE9q9EZONE02T/r6IwMJU221Skd%20e4a14sSRrv8Asq9LR6lYf3nxeqdxlVLUR/ec8/PHvXu2J7P3iVZye153bI0mf9Gm62MbjDRZXD1J%201z1CRUSK8WJTW7fbdaVmiq3svnj/AJE7k0/T1e+/wv47ded7ywcS3JgcfIyIdujVLuGRRCJroFsY%20GMpDXqnIxnqkK4zIDniNdaO31RsVWR7bvSO/i6mv4parP7zmvjnOV3QvqjdXOMoShGdcolRISEUl%20EhVJBX/1XdRUZWUD9V0WEC+ZzyUyCqAQAQPAMiuVfqu6EA1S7SMc8ymQVQCACB4BkVyr9V3EA1Ha%20RjnmUyCqAQAQPAMiuVfqu4gGo7SMc8ymQVQCACB4BkVyr9V3EA1HaRjnmUyCqAQAQPAMiuVfqu4g%20Go7SMc8ymQVQCACB4BkVyr9V3EA1HaRjnmUyCqAQAQPAMiuVfqu4gGo7SMc8ymQVQCACB4BkVyr9%20V3EA1HaRjnnM+0hCXdrbDaBZ9vpjQB9UdUSZsUZlVeP6mXL31igE9t+xaBxW3fGG2+1a94SItxAJ%20AE13NzO+rg/+n+aS37EwLZbZd5YBz4bV1TIKoBABA8AyK5V+q7upANXM7SMc8ymQVQCACB4BkVyr%209V3EA1HaRjnnE+5e29nzcCeV3amWTjYFU7/toynpnpiCf6UJCNk0HmXifnumhWV0tLZHiZVghjhH%20Ordt7L23ud1deV7Hq7fj5EYzlmwsoBjsEhJaSLNRMkb5leO/oqqX80uJbynbhUqVfb6E+W17xqY0%2041dMJyMaYRjAzlKciAAATImUpSI4mSk/mTu51qeO8Dq1oTpRkAv2KZBVAIAIHgGRXKv1XdCAarO0%20jHPMpkFUAgAgeAZFcq/VdxANR2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPMpkFUAgAgeAZFcq/VdxA%20NR2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPMpkFUAgAgeAZFcq/VdxANR2kY55lMgqgEAEDwDIrlX6%20ruIBqO0jHPMpkFUAgAgeAZFcq/VdxANR2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPMpkFUAgAgeAZF%20cq/VdxANR2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPOM9y9nPfOyZHbReMY3Csi3SZposhJoxlFTJH%20fnz81u3U1SVXhHOtSfFU3p5PbaYxffPZNHc+6nutc8WORLGGNZXl4kMusgEaLK4mUNNgE5ArqD8C%20+u1FbIqRZVe/FzfB6rQiM00N+/d9ebu3s/IqxsnM7ZlirJPazg5FMceuXriABhKqFeiELTqkPplF%202H+OtXcdFRnpqVFJqcNrU0MqNNOEvPf7vbr7d7TzMvs/bMqOWcHMl2SHbMyrIo1z0zhBCI64mNsD%20qXVqD8P8WndbqqSdNVT87pFsa9p0SnfSq4+PDw4x9s/8dVSGHdHIxrcrG7fVgWyzMOGVCYqEYwur%20gZ7bUlJVMg/Avrfuuqs6U1K9/L09HhO2yI00+u/fu+svge2ftO80dzhlRIo7dHt5oFMK9ZjZGYti%20atMYkq8RBPHdTqRUVI/JXwbiW226VRmsfFry+3i7N7IPbrO0W/3D1f7THLIr9IQFss2QOoJKWkxX%2081/jutV3XRf1U00+W8t4PFVEXT8y1eaNvN0tnavZBwa+wg5/qy7Gciwk1IbpZIRQdczAjW/Ff/ml%20e66qv5qekLbbZqohD83Vwzx4LtyV/wDjeiOF22ByaMjI7b9wUysUXY9scqzXIGj1PqGpiJczxXdP%207zq++lE8jHziqibT6upLs7PRN8hh+zxRkdlyBlwEu0xyJWV1Y9dEL7MqMYmcYU6YQI/3ZE8yS86/%20uO82qRpmDTlvdDIifqfDx9c+fA9izxKe0ivPhOfazlGYnRsuhmyBsEYxs2T0yIBU8XEuEp/dRXdF%20aqlKb4SL+CqWlldJ9XUl0G3xnHlvywPZF1P9spyO5nIweyk29vpNQjd6hAjCVl2qesx1lhALz1Pr%20fuvFvkqM/sRWUU2sqQZPw9SVNuxPLbf7Z9nV9mzsnP8AuK5X31QrlDHpGNXNCD6s64SnCV0lcxEQ%20nlUnXVe4q0tYb7PPOn7bVdVvoqv4+8Xt1d19kw7j/wBwE5gqPfI4o21qa/thCIP1nWZ8+H/Eu63b%207zJTa1T+Zj/lZaYuk+luF+Jbln+yas2/u+RLMNdnc4YejTB6p4aaJxIkdRkfqB/Pjq3E70EaypV8%207if+VF7SM36en1d/rnz5fsbKzq+82ZPc4HL7xXhxssroMIQ+0MTsiLZE6/kZN/mXfNPeROlkglT+%20Zu95Xtqv+Leds1dc4QZNu/u3tLH7r3O3MvyDGi7ts+3WY0IgEiycJCyMllHUPkYH+PCWVKwW9UXy%20xx97szNZ6px5fXVZ7V7lm9ot7f3LvBtgK8eOL9vRCgVyolCUbRuulKyRG5ZaU8pXdde49XUiRd4k%20sY+dE7bU9P2s0/JX3yl9cb/Z92ZPOzMzNpt7lmU00Sl9rA43o0yEtHoTlcZmZJMjKa/4f85O4jMi%20QVXvCMHLQs3izcLd6zWbZbSHtnsMOydrOHC82k2TvPGMIysIOmmBlYYxCtEyl+ZkTurVX1Nwb6n/%20AKmijodrVfhKQucV3r2PZ3H+8Qo7gMTG7yKbMqk0+pIW1aIxnXL1AN0Y7omJX58p37fdbpg7K4ef%203TUiu6LFUbf4pGcWt5Ltjn/+P8XK7nmZ9dmLE54pOR6+HVlWxlXGNeqidpnCBnBdQlXMOvPdNHeg%20kFbOMbsfONF7TMqLFkTfK1Iz8/G2X7d2CvD733LusLgufVjQGOICIgMaGiOkxJUyElRPFd1F7nVS%2016r5mNv3W6GVFSxG9XH8pxn/AGQDVbGOckp93j3lTAnzRPohJnj/AIv2K71Ff4IP00t5vvRd5bNa%20KqVb6m8GZrVf3/y55ewL5ZAnHucBRDuMe6iJxwb52CcCITvFm8aTIDbzC6uE1FbJTCSN53b5Rwim%200dylV6o/iwlKMrotz6bfZEbezd37f96h7pmHP1mvUI6p1zFejVITG3dwVXVd89vurT0N9mM5+Z91%20q0VerfVhBGWav7+fLb7AvyKe8+r3GmF/eIYgsNON6cIHFlHT6cBbI7osYmR+bruunf8AwsislTxX%20eQHqtH+rcOE98vbbn96+3rBhd+yMYW5eZ32vDopxKaZS0nGMRqNkBZEAxJkdYA/Uy3z2O660osup%203PrHdOKk6YpZSqedvGPhvltJ5vsyzJn3MUZ4x8XvMK/7jj+kLJEwhCvVRMySEpwaWqE/yf66J3EV%20nR0RX9Yj3q8ZSlaURl+XSy+U0jON+djx6a6ceumpI10VwhVFSdsRGMUO5ZJxX913ZrV1K+8DqtSn%20SiIlgD7FMgqgEAEDwDIrlX6ruqgGqztIxzzKZBVAIAIHgGRXKv1XcQDUdpGOeZTIKoBABA8AyK5V%20+q7iAajtIxzzKZBVAIAIHgGRXKv1XcQDUdpGOeZTIKoBABA8AyK5V+q7iAajtIxzzKZBVAIAIHgG%20RXKv1XcQDUdpGOeZTIKoBABA8AyK5V+q7iAajtIxzzKZBVAIAIHgGRXKv1XcQDUdpGOecz7SEJd2%20tsNoFn2+mNAH1R1RJmxRmVV4/qZcvfWKAT237FoHFbd8Ybb7Vr3hIi3EAkATXc3M76uD/wCn+aS3%207EwLZbZd5YBz4bV1TIKoBABA8AyK5V+q7upANXM7SMc8ymQVQCACB4BkVyr9V3EA1HaRjnnyd4hk%20XdozoY5IyZY9goFZAlrlDTEwLjUV5/uu4lkHRVAqt216VTiWnOk+0+w/Z92xbT7ZysCdUP8A8uzP%20F8IE1gE6BOWoyLcD8+e7pqrd44cLi+W3JS6Ikxr/ABz2+gqZBVAIAIHgGRXKv1XdzIBq6XaRjnmU%20yCqAQAQPAMiuVfqu4gGo7SMc8ymQVQCACB4BkVyr9V3EA1HaRjnnA+7cad1GFf684QozMOXoRMY1%20yMsiuIlJtUju4akdSvmoifNF3+5F8XW9P4ak/SpaW2r73Wi3/uDtGTLKsMTbOFeINIqj/wDbzJmk%20d0pnmZak5Ip1qE+bzdF9IDrcqTKv/wAbJYqXvHxN8No/PAlmdx7jPSMrD7hgUY1gKyhVL7bVGCFf%206gvlqjzXzH6ooSKKn3VLyZuHnGPG1TySSUP4xVx+OzDjCOZhZ0CP7nk9wyaMmwfVKqInsI1Foxqg%20zpxdd7tJ+FbKqV81j7JdBt8dxYKjyWlsObq++fG2qZBVAIAIHgGRXKv1XdogGrN2kY555EKAROKo%20EAUOw8Xfr5oSpFA/5SiK0OeMx/NIK4nElBpAUfIN+buv7+YlT2KB90syQ54zt9eLpBXE4koNICj5%20Bvzd1/fzEqexQPuMyQ54zt9eLpBXE4koNICj5Bvzd1/fzEqexQPuMyQ54zt9eLpBXE4koNICj5Bv%20zd1/fzEqexQPuMyQ54zt9eLpBXE4koNICj5Bvzd1/fzEqexQPuMyQ54zt9eLpBXE4koNICj5Bvzd%201/fzEqexQPuMyQ54zt9eLpBXE4koNICj5Bvzd1/fzEqexQPuMyQ54zt9eL+yj/njqACAKHYeLuv7%20+YlT74gdTpVPPfjMfi/kgricSUGkBR8g35u6/v5iVPYoH3GZIc8Z2+vF0gricSUGkBR8g35u6/v5%20iVPYoH3GZIc8Z2+vF0gricSUGkBR8g35u6/v5iVPYoH3GZIc8Z2+vF0gricSUGkBR8g35u6/v5iV%20PYoH3GZIc8Z2+vF0gricSUGkBR8g35u6/v5iVPYoH3GZIc8Z2+vF0gricSUGkBR8g35u6/v5iVPY%20oH3GZIc8Z2+vF8hWZkCE4ykQNMYq5QcGO536+aOpAP8AYlMILjib+L4yCuJxJQaQFHyDfm7r+/ml%20KnsUD7jMkOeM7fXi6QVxOJKDSAo+Qb83df38xKnsUD7jMkOeM7fXi6QVxOJKDSAo+Qb83df38xKn%20sUD7jMkOeM7fXi6QVxOJKDSAo+Qb83df38xKnsUD7jMkOeM7fXi6QVxOJKDSAo+Qb83df38xKnsU%20D7jMkOeM7fXi6QVxOJKDSAo+Qb83df38xKnsUD7jMkOeM7fXi6QVxOJKDSAo+Qb83df38xKnsUD7%20jMkOeM7fXi/pgZAmM4lADtUB9IX9dzr+67iVYgdUM0lt34zH4v5IK4nElBpAUfIN+buv7+YlT2KB%2090syQ54zt9eLpBXE4koNICj5Bvzd1/fzEqexQPuMyQ54zt9eLpBXE4koNICj5Bvzd1/fzEqexQPu%20MyQ54zt9eLpBXE4koNICj5Bvzd1/fzEqexQPuMyQ54zt9eLpBXE4koNICj5Bvzd1/fzEqexQPuMy%20Q54zt9eLpBXE4koNICj5Bvzd1/fzEqexQPuMyQ54zt9eLpBXE4koNICj5Bvzd1/fzEqexQPuMyQ5%204zt9eL+mKhROJQBEUBSnD83df38xKuMQOp0q0N+/GdvrxfyQVxOJKDSAo+Qb83df38xKnsUD7jMk%20OeM7fXi6QVxOJKDSAo+Qb83df38xKnsUD7jMkOeM7fXi6QVxOJKDSAo+Qb83df38xKnsUD7jMkOe%20M7fXi6QVxOJKDSAo+Qb83df38xKnsUD7jMkOeM7fXi6QVxOJKDSAo+Qb83df38xKnsUD7jMkOeM7%20fXi6QVxOJKDSAo+Qb83df38xKnsUD7jMkOeM7fXi6QVxOJKDSAo+Qb83df38xKnsUD7jMkOeM7fX%20i/s4S0ieoGKbSFAJAiqf5tz9V3KVcD/lCoyQL52+M/PBTIKoBABA8AyK5V+q7pQDVDtIxzzKZBVA%20IAIHgGRXKv1XcQDUdpGOecz7SEJd2tsNoFn2+mNAH1R1RJmxRmVV4/qZcvfWKAT237FoHFbd8Ybb%207Vr3hIi3EAkATXc3M76uD/6f5pLfsTAtltl3lgHPhtXVMgqgEAEDwDIrlX6ru6kA1cztIxzzKZBV%20AIAIHgGRXKv1XcQDUdpGOefF3y2UOydwtjZKmdeLbOE6QtkSK2lWAqz5/wDqu6aUdmtUe7P/ACt2%204KnHK/POle0ezTo7piZNntvKwrRBTm25/rwiZVgGRrM5EykqIh/93RUqRRFhw4QkXy25KFVUSfnw%20+sro7fQlMgqgEAEDwDIrlX6ru5kA1dLtIxzzKZBVAIAIHgGRXKv1XcQDUdpGOeZTIKoBABA8AyK5%20V+q7iAajtIxzz05WLj5lQhkREowlXbCKkb65RlCQMTxVz8+aruJYoH9R2Rt/r4/Tnlbj032VXWAG%20zHOulyAJGOhQASDIxmeK+J3ERHciH3T1KiMhefXmt7P267Pj3Gdf/wB3WImJE5iBMRphI1xl6c5g%20TKSlEkK3HdFKJNLSWGf3OpURkJLzsjmr7N26GfLuMK9OUVkP6lhgJTEIynCrVKsTkANUhFS/HUda%20mlEilv1tOP3StasZxxsuftUyCqAQAQPAMiuVfqu6UA1VdpGOeYFQSJOACFXiwZ5O/wCPNWiXFQKp%20qqU8L88ymQVQCACB4BkVyr9V3WQDVDtIxzzKZBVAIAIHgGRXKv1XcQDUdpGOeZTIKoBABA8AyK5V%20+q7iAajtIxzzKZBVAIAIHgGRXKv1XcQDUdpGOeZTIKoBABA8AyK5V+q7iAajtIxzzKZBVAIAIHgG%20RXKv1XcQDUdpGOefsTqIJICIQPAMh4lX6ruWAf5TTBUPU5pEklwDEBAG+QZOZV2/nurQnxQD+6a4%20KrAJv8UyCqAQAQPAMiuVfqu6yAaqu0jHPMpkFUAgAgeAZFcq/VdxANR2kY55lMgqgEAEDwDIrlX6%20ruIBqO0jHPMpkFUAgAgeAZFcq/VdxANR2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPMpkFUAgAgeAZF%20cq/VdxANR2kY555077Itq4JAcSqDb9W4r+F3VqkBf8rUKykL5+Y+CmQVQCACB4BkVyr9V3WQDVV2%20kY55lMgqgEAEDwDIrlX6ruIBqO0jHPMpkFUAgAgeAZFcq/VdxANR2kY55lMgqgEAEDwDIrlX6ruI%20BqO0jHPMpkFUAgAgeAZFcq/VdxANR2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPMpkFUAgAgeAZFcq/%20VdxANR2kY557K5EwtKgHQEAH+aDj6nKv1XdE2N4fIitaQvzz1qZBVAIAIHgGRXKv1XdKAajtIxzz%20KZBVAIAIHgGRXKv1XcQDUdpGOeZTIKoBABA8AyK5V+q7iAajtIxzzKZBVAIAIHgGRXKv1XcQDUdp%20GOeZTIKoBABA8AyK5V+q7iAajtIxzzKZBVAIAIHgGRXKv1XcQDUdpGOeZTIKoBABA8AyK5V+q7iA%20ajtIxzz9UyiZKAQAn7BkVyr9fNX7k8Qx+6yQpgAi2+KZBVAIAIHgGRXKv1XdZANVXaRjnmUyCqAQ%20AQPAMiuVfqu4gGo7SMc8ymQVQCACB4BkVyr9V3EA1HaRjnmUyCqAQAQPAMiuVfqu4gGo7SMc8ymQ%20VQCACB4BkVyr9V3EA1HaRjnmUyCqAQAQPAMiuVfqu4gGo7SMc8ymQVQCACB4BkVyr9V3EA1HaRjn%20nskAaIWAJJSFViggmkAF9z8eP/NCK6l5n90uyI3P3znbbrUyCqAQAQPAMiuVfqu6UA1Q7SMc8ymQ%20VQCACB4BkVyr9V3EA1HaRjnnM+0hCXdrbDaBZ9vpjQB9UdUSZsUZlVeP6mXL31igE9t+xaBxW3fG%20G2+1a94SItxAJAE13NzO+rg/+n+aS37EwLZbZd5YBz4bV1TIKoBABA8AyK5V+q7upANXM7SMc8ym%20QVQCACB4BkVyr9V3EA1HaRjnnEe5J94lhGGDgVdxptgasrFN/wBtbps0w1VTInAnTKRkJJ+pP1Wo%20SlVjIU9XidkgcIzUvqHaO03YOZTlds9o5VWdSIxEsruKUQ1RjCUl13maA8oS/R926qqpGpGVN3oT%20bbClJfi3z4Nbhwnt9CxpZMsas5JrGSK4m0VLo1pEHQqkuefXdzq1kgz+7ZFVE95Am/YpkFUAgAge%20AZFcq/Vd0IBql2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPMpkFUAgAgeAZFcq/VdxANR2kY55lMgqg%20EAEDwDIrlX6ruIBqO0jHPMpkFUAgAgeAZFcq/VdxANR2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPMp%20kFUAgAgeAZFcq/VdxANR2kY55gVBIk4AIVeLBnk7/jzVolxUCqaqlPC/PMpkFUAgAgeAZFcq/Vd1%20kA1Q7SMc8xmE1GQigCDg5QBEXcV/2rulIgf8iPYXzzzCYnHWJD6QYpwKoAQiqSv+1dwD/wBIoe+e%20eNl1cIidlkKxtjHUdIMpmMYiPFZSMv4rzJ3VdIXgdU0oqwSNvq8/OeeEs3F+4jjSvqjlShrrx9QE%205RCDVGKkn828fNCV0qrPED5WTt19PUiL0pbYnjvXdf5o5uLZkSx431HKriJnHEhrA2jVpBJ84VRz%205ruU101QRXLT/wBF7daUpUy9O+zwXf55sXOw8ucxj5FVsqTEWRrnGWklEXSSkivP913Ka6akelXA%20/FZe1XQ3Uio+/wAIpGJ47pEklwDEBAG+QZOZV2/nuUJ8UA/upXBVYBN/imQVQCACB4BkVyr9V3WQ%20DVV2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPMpkFUAgAgeAZFcq/VdxANR2kY55lMgqgEAEDwDIrlX%206ruIBqO0jHPMpkFUAgAgeAZFcq/VdxANR2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPPOnfZFtXBIDi%20VQbfq3Ffwu6tUgL/AJWoVlIXz8x8FMgqgEAEDwDIrlX6rusgGqrtIxzzKZBVAIAIHgGRXKv1XcQD%20UdpGOeZTIKoBABA8AyK5V+q7iAajtIxzzKZBVAIAIHgGRXKv1XcQDUdpGOeZTIKoBABA8AyK5V+q%207iAajtIxzzKZBVAIAIHgGRXKv1XcQDUdpGOeZTIKoBABA8AyK5V+q7iAajtIxzz2VyJhaVAOgIAP%2080HH1OVfqu6Jsbw+RFa0hfnnrUyCqAQAQPAMiuVfqu6UA1HaRjnmUyCqAQAQPAMiuVfqu4gGo7SM%20c8ymQVQCACB4BkVyr9V3EA1HaRjnmUyCqAQAQPAMiuVfqu4gGo7SMc8ymQVQCACB4BkVyr9V3EA1%20HaRjnmUyCqAQAQPAMiuVfqu4gGo7SMc8ymQVQCACB4BkVyr9V3EA1HaRjnn6plEyUAgBP2DIrlX6%20+av3J4hj91khTABFt8UyCqAQAQPAMiuVfqu6yAaqu0jHPMpkFUAgAgeAZFcq/VdxANR2kY55lMgq%20gEAEDwDIrlX6ruIBqO0jHPMpkFUAgAgeAZFcq/VdxANR2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPM%20pkFUAgAgeAZFcq/VdxANR2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPPZIA0QsASSkKrFBBNIAL7n48%20f+aEV1LzP7pdkRufvnO23WpkFUAgAgeAZFcq/Vd0oBqh2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPO%20Z9pCEu7W2G0Cz7fTGgD6o6okzYozKq8f1MuXvrFAJ7b9i0Ditu+MNt9q17wkRbiASAJrubmd9XB/%209P8ANJb9iYFstsu8sA58Nq6pkFUAgAgeAZFcq/Vd3UgGrmdpGOeZTIKoBABA8AyK5V+q7iAajtIx%20zzxturrpndbONcKoa5SLAAAKWV0c9V3HA/7ERZJMvzzhsL3n2TO7lV2/HssN9tMLoSNNkawZ1xsh%20AzIQWyrlr0nkvNpaL21RziX2xevWiSL/ABVFPxTamQVQCACB4BkVyr9V3ZoBqs7SMc8ymQVQCACB%204BkVyr9V3EA1HaRjnmUyCqAQAQPAMiuVfqu4gGo7SMc89GZ3DExK67Mq6FIsnXTTqbVZbKMIRimp%20ZSMn8f8AejqR0Tf9T3+SKJCyPC+Zz1Xd57dXlxxLLxHIOiMYiMjETmBoiZxEoRnPkJFT+a7lNSKr%20IW8rCqVRaURTjNbYEcre64kcsYpM5ZCQOmum2yMdZEYmU64zhEnidR/P/eimtFVkLfXH/KIonvjM%20541957ddnSwoXg5UFGgRkImUBAyjGaGEpiNgMgpL/wDNNNSLIFhxh/VKotKIpv3rFR7exTIKoBAB%20A8AyK5V+q7pQDVDtIxzzAqCRJwAQq8WDPJ3/AB5q0S4qBVNVSnhfnmUyCqAQAQPAMiuVfqu6yAao%20dpGOeda98YPdszColgkyhSTO+msoS0dMwFOoh1CEv5nE+n+LXSixtzCK4d+lVSBic93scZJ9vVWW%202CUbCbMeIMpGMDpiikz3GSkhTx5+aP5LdbAWss9l0pIHjn09/wAemwYmVKIN1WTixrlqKQE8ioGU%20I6tJnLgTxQniqT4O5SnVStqr6L5Hj6v8Hu1U9VKKyLTU/wDj48Wk7cV48q0HKycaJEO4XZ2NdRWJ%20ATlTCNAlbAKpGiMhJjz+pd9EVFVEt63J2QwdLd+1S1FNX/8AWlFSLcqvf+JVVMPHHAv9LOhXG6N9%208b8g5OGIQ10xkZT9aIGq1ZaoByQRIICo1R2bEVXgr3XSeK/5K6ojLG3eR+2qonSnTQ1Tq1S/H4/i%206d9jukb+rt+Xj5Peqp4mRTfjRxjCFVGwUxWrSLAJSWclZRFAvFTqt2lRa1aMLLIrBZ78JRjj3O3V%20R2mqRUq60WMXnGlecVn5zciSS4BiAgDfIMnMq7fz3b0J8UA/u8+uCqwCb/FMgqgEAEDwDIrlX6ru%20sgGqrtIxzzKZBVAIAIHgGRXKv1XcQDUdpGOeZTIKoBABA8AyK5V+q7iAajtIxzzKZBVAIAIHgGRX%20Kv1XcQDUdpGOeZTIKoBABA8AyK5V+q7iAajtIxzzKZBVAIAIHgGRXKv1XcQDUdpGOeedO+yLauCQ%20HEqg2/VuK/hd1apAX/K1CspC+fmPgpkFUAgAgeAZFcq/Vd1kA1VdpGOeZTIKoBABA8AyK5V+q7iA%20ajtIxzzKZBVAIAIHgGRXKv1XcQDUdpGOeZTIKoBABA8AyK5V+q7iAajtIxzzKZBVAIAIHgGRXKv1%20XcQDUdpGOeZTIKoBABA8AyK5V+q7iAajtIxzzKZBVAIAIHgGRXKv1XcQDUdpGOeeyuRMLSoB0BAB%20/mg4+pyr9V3RNjeHyIrWkL889amQVQCACB4BkVyr9V3SgGo7SMc8ymQVQCACB4BkVyr9V3EA1HaR%20jnmUyCqAQAQPAMiuVfqu4gGo7SMc8ymQVQCACB4BkVyr9V3EA1HaRjnmUyCqAQAQPAMiuVfqu4gG%20o7SMc8ymQVQCACB4BkVyr9V3EA1HaRjnmUyCqAQAQPAMiuVfqu4gGo7SMc8/VMomSgEAJ+wZFcq/%20XzV+5PEMfuskKYAItvimQVQCACB4BkVyr9V3WQDVV2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPMpkF%20UAgAgeAZFcq/VdxANR2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPMpkFUAgAgeAZFcq/VdxANR2kY55%20lMgqgEAEDwDIrlX6ruIBqO0jHPMpkFUAgAgeAZFcq/VdxANR2kY557JAGiFgCSUhVYoIJpABfc/H%20j/zQiupeZ/dLsiNz9852261MgqgEAEDwDIrlX6rulANUO0jHPMpkFUAgAgeAZFcq/VdxANR2kY55%20zPtIQl3a2w2gWfb6Y0AfVHVEmbFGZVXj+ply99YoBPbfsWgcVt3xhtvtWveEiLcQCQBNdzczvq4P%20/p/mkt+xMC2W2XeWAc+G1dUyCqAQAQPAMiuVfqu7qQDVzO0jHPMpkFUAgAgeAZFcq/VdxANR2kY5%20583dBiWdsyxmkDE9Cf3Af/pmCTITUp0l+q7j2oB+qaFVFRjE50j2pidvo7pi+pT3Siy2y3KxsnuB%20rkMu6dMYap+kGnGrVpBA4y4k7umpVZlZ2lxV18XwsXbHr3dTKqcEZIJN70nFuC/QFMgqgEAEDwDI%20rlX6ru5kA1au0jHPMpkFUAgAgeAZFcq/VdxANR2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPOE904+P%20ZjY2VKmqWRXlYUYXEDXCMsqoHRJV3K4V15+arfJFS3JVYfO9P4ak/SvLxN01iu4W1/fZ3bpER7hm%20dxwsnDpBWcqYDH13VgkrpFU9XIcCqjXXtqjoiT6o8/W/znZUZFWzobxjjFN+99uvKyhj94vni9xE%20u4X5GMP7TohEyq/o1WTjGQNtmmEpWa4y0h1V9cUr8oK7rFPDg+6bv4xrVTCTQm9s03zk2O3NhZVU%2083C7XG3/APYYvcMq++ld0aksmLCNUpJMXwQlVXmu63Zj0qllCv4w5+c0TfPceK7+lv8AjLyUnblM%20gqgEAEDwDIrlX6ruugGrN2kY555QlWkSVJi8hq4rpA0/U7/jzZ0I8UtInvaqoFPGPonUdJ0/SAZD%20V9TRG1AXPPjx5+ayIu8vOfyqise+GcQnUdJ0/SAZDV9TRG1AXPPjx5+YiLvLzn8iKx74ZxgOyGPb%20+85fa5NjTAzMKsEjbMiNkY/UPqP7/nv3r+VKVP8AKS+mAstsqa1pVmvQQ9Z8TqOk6fpAMhq+poja%20gLnnx48/NgiLvLzn8tUVj3wziE6jpOn6QDIavqaI2oC558ePPzERd5ec/kRWPfDOITqOk6fpAMhq%20+pojagLnnx48/MRF3l5z+RFY98M4+xlVIwJCaUMhqD/SNqDj8/15+YiK0y85/KaVkhzwz2GVRkDp%20TQ8oqi/SNqDj/Dnz81aKVZAN/wApqVlM8M9vBOo6Tp+kAyGr6miNqAuefHjz81kRd5ec/lVFY98M%204hOo6Tp+kAyGr6miNqAuefHjz8xEXeXnP5EVj3wzi9SvTGWl4AEjV9TRDIC558ePPzVqdKVV7Bzn%208pRWPfDONT7Z7vyMrtWRlrjZU8fBOabMfUIVWaIGOPZCM7ls4yJE1I8vOcdSpS7uzI+95+XlG+Oy%20UN3Epa1bYzSPjntLYHuLt3ce6RowsnGysevGF1noWiyWsyhEboaohYyVwr8/Nah1dldIY9U/LG23%20KNNKQjG1bjfPbrx+7YORdGqFWQJwCy10X1wkgiNs5ViClfmVXn5lLrbhnx9t8OyIep4x5c/vtR7V%20fm9nOPn24g/qwFwlFRGKgemJ/wBRJLpPz4vuo7oior0rmCx17dLVdKpFHJnjt35N9gxDbj1RnfCA%20kK5zlGMjtDGEJleJ+kr/AB3TX1JSqpEtOcc+0qQcxPGMR/e87IxO3yxK6o5dmGM7IjYJmMgBUPTr%20jExkJWGZ3HUnMSXc7irR1LOmlI+L5KLteilMYbklGd8uPjqp91DI7zj4dZqS6uM6sUapWzrnVGwZ%20IsBENL6ZQ0kqV1FUlLVdS0osnslx3u6M2+35bVRkoRWvnvL3k0durtGX3azueVRnXY2RRiQr1Tx6%20p0SN0xE6HuyHECJFvNz800OqTukb/N04zU1KIyRnMtI7c/avcc8ru0sSdmPkabboSx8cmN2PGgiA%20ldut1eqxXTH6vMqmvaVakSL/ABfGVu9bd8N8VNTZHxtR384WznGMhH3H2GXdI9sGVUc6MdUqBdDU%20ZDQNAAUizcpCcDz800VdSsiuLyYthlpRFY3zt3cdmb3HIq7p22iFVX22RKUbZymfUlKNRmkIxigX%20SpkSeKI6ymlFVbmH8/ralS6Tz8S99uCHui6qk5ttddmHkwsGHRBYWaqpQA12H1In1NMpFIgxVN/m%20xWqpqd9XqyR/y9oxsjIi3Kvqu/8ATLk7bbP7h3c0ZVBsxY52CIW2ZUq7BRKqcRIGNMZylr2yB/qc%209T/TKy11IirZS73wfwnfwV4yiIipfGbs68fS3btpzcnN7RjZWPVHGyrqq7JV3kyjAzjBWgImRCll%20C/N92tVNSWl55/dnTUiXk7fJn89vey58s3tuPk3wiLUOs1kiFmkiHqVAgkCxNYVWPGXmih1RF3pz%20icoxmr4qyWX+/greu3aJ1HSdP0gGQ1fU0RtQFzz48efmlEXeXnP5VRWPfDOITqOk6fpAMhq+poja%20gLnnx48/MRF3l5z+RFY98M4hOo6Tp+kAyGr6miNqAuefHjz8xEXeXnP5EVj3wziE6jpOn6QDIavq%20aI2oC558ePPzERd5ec/kRWPfDOPonUYxlpeKGT8WA2oC54nr5qsrpwDnbZFakzwz28E6jpOn6QDI%20avqaI2oC558ePPzWRF3l5z+VUVj3wziE6jpOn6QDIavqaI2oC558ePPzERd5ec/kRWPfDOITqOk6%20fpAMhq+pojagLnnx48/MRF3l5z+RFY98M4hOo6Tp+kAyGr6miNqAuefHjz8xEXeXnP5EVj3wziE6%20jpOn6QDIavqaI2oC558ePPzERd5ec/kRWPfDOITqOk6fpAMhq+pojagLnnx48/MRF3l5z+RFY98M%204hOo6Tp+kAyGr6miNqAuefHjz8xEXeXnP5EVj3wzj7MRNELIjSXCk8SBD6UCLuU8eP8Azqd0xT6/%20I7J7+6+s/PWpkFUAgAgeAZFcq/Vd1kA1HaRjnmUyCqAQAQPAMiuVfqu4gGo7SMc85n2kIS7tbYbQ%20LPt9MaAPqjqiTNijMqrx/Uy5e+sUAntv2LQOK274w232rXvCRFuIBIAmu5uZ31cH/wBP80lv2JgW%20y2y7ywDnw2rqmQVQCACB4BkVyr9V3dSAauZ2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPPm7rZiDteZ%20ZmxE8SFE5ZFQBlqrENwEYqplEv1XdKI7M8TwP7iKqS54zzzrHbu324fcOyX5+Rn5IvhIYtGTZRZX%20i5BpEoiXpREp2Gv1I61I+amSy2dIpbv/ADI8fSDZLgiIlNK0v0wZOVq3QiqK3jcFMgqgEAEDwDIr%20lX6ruwQDVu7SMc8ymQVQCACB4BkVyr9V3EA1HaRjnmUyCqAQAQPAMiuVfqu4gGo7SMc8ymQVQCAC%20B4BkVyr9V3EA1HaRjnmUyCqAQAQPAMiuVfqu4gGo7SMc8ymQVQCACB4BkVyr9V3EA1HaRjnmUyCq%20AQAQPAMiuVfqu4gGo7SMc8ymQVQCACB4BkVyr9V3EA1HaRjnmBUEiTgAhV4sGeTv+PNWiXFQKpqq%20U8L88ymQVQCACB4BkVyr9V3WQDVDtIxzz15N86qJWwrldOAilVaaipjFYqUJSSnqTulI+IHVCqqJ%20DnwvOcP7pruhXi92oJFvbZiyVcB9dU9MZgISpIL8+PFUnt2Kkii/cAq0rRUR6ZpHwIsLM4+TXlY9%20eTVIGuyuFlRHOMhExIRXIk/Vd2SoysB/Vd9xefXNTIKoBABA8AyK5V+q7qoBql2kY55lMgqgEAED%20wDIrlX6ruIBqO0jHPP2J1EEkBEIHgGQ8Sr9V3LAP8ppgqHqc0iSS4BiAgDfIMnMq7fz3VoT4oB/d%20NcFVgE3+KZBVAIAIHgGRXKv1XdZANVXaRjnmUyCqAQAQPAMiuVfqu4gGo7SMc8xJkCVAIAIA/gFC%20K5V+q7oVHTiB1HaRjnnFj2/ifa/bi6wQGFHBk8VnUAIxkTpK2ASPiWK7o6UWVrYBB7LWros1dV82%20GKu0YlRyxmakujSKRFgDHVEqEB3fPr5pRIqv5vfM+6iQRESz1Ya/zwo7V2ui45OPh49GRp/6tdUI%20TK6Q0ohSTz6ruUUoiQSAHylVUX3zzyz+3DumMcOd1tNdoEbI4+gTnCQETEGcbQshJ2X833VrR0cm%204dVqFZSF8zngMPINEoff3avThGM9NIkDEhZxSsx1zEkkoITg53zVT1Iyv8jH1hfWlelmSXq1/Lfb%20bxD23V9rVTHOvgaKPt42RFAlKiQgPTKVGJ4cU1OXK7oWhKt/ynfPymst/ByKyuJKUbfHPKv27ixy%20BbDItjj12QyK8FYGoWwjGEZxlolaqcRrTxSWiLF5zxfNZvPg9lrVmSEvRt8YJf69+Fh141dghMyn%20ZOV05zIMpSmQ40sqFOHD5+aEkh5+eP8AlVVi5Zfn4/cw8WvGpnCuZIM53bip1XT1lE/OfPl8/MSS%20IB/UVVmWFvjbn6FMsj7rSBkCsViT/SoKBCQpJU9V3QiJPf75/X7jsb2vz1cuZ2yeXl05X3t1H2wE%20qqKxSYavpMt9dktUozQv+53Epi5w3scZ6mpZOPK9RbbdA9sYdtd8bL750CmUcfHWIjT6s4mUqpRh%20r1FfPKScuKTzTtpDyS5EinkqJvx+Vkrbdvbe/ja6wTfw2xv9u15FEo25t5snZXfbalGqw1iIrjKI%20qNZA4pp/Nyd16aZKjzfxaZxmyrVKmLPOLvesd09+V2qeZhWYt2feYTrhGRj6MZFCpI01otgkkwiJ%20+ZOstPUnkG/dBZprWmV+LXz4RR7YP04WPLHxhUb5XaANEpiuJASIAiKYwj/8Piu6yAaqJCX0lIWf%20nvUyCqAQAQPAMiuVfqu4gGqXaRjnmUyCqAQAQPAMiuVfqu4gGo7SMc8ymQVQCACB4BkVyr9V3EA1%20HaRjnmUyCqAQAQPAMiuVfqu4gGo7SMc8/VMomSgEAJ+wZFcq/XzV+5PEMfuskKYAItvimQVQCACB%204BkVyr9V3WQDVV2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPMpkFUAgAgeAZFcq/VdxANR2kY55lMgq%20gEAEDwDIrlX6ruIBqO0jHPMpkFUAgAgeAZFcq/VdxANR2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPM%20pkFUAgAgeAZFcq/VdxANR2kY557JAGiFgCSUhVYoIJpABfc/Hj/zQiupeZ/dLsiNz9852261Mgqg%20EAEDwDIrlX6rulANUO0jHPMpkFUAgAgeAZFcq/VdxANR2kY55zPtIQl3a2w2gWfb6Y0AfVHVEmbF%20GZVXj+ply99YoBPbfsWgcVt3xhtvtWveEiLcQCQBNdzczvq4P/p/mkt+xMC2W2XeWAc+G1dUyCqA%20QAQPAMiuVfqu7qQDVzO0jHPMpkFUAgAgeAZFcq/VdxANR2kY55xne83LprEYdvjmYc6bpZc521VV%201iFYMRIWE6vVVCeA4lV3ERKkiR9J/X5HaRfPAWre1e1ZWP3bHvl7auxKRA+jlXdyhmQx4yhH/pV6%205vJoqFKfqdfVVUiosY8J3HsuEX/DjK9PMtvimQVQCACB4BkVyr9V3cqAat3aRjnmUyCqAQAQPAMi%20uVfqu4gGo7SMc8ymQVQCACB4BkVyr9V3EA1HaRjnmUyCqAQAQPAMiuVfqu4gGo7SMc8ymQVQCACB%204BkVyr9V3EA1HaRjnmUyCqAQAQPAMiuVfqu4gGo7SMc8ymQVQCACB4BkVyr9V3EA1HaRjnmUyCqA%20QAQPAMiuVfqu4gGo7SMc8wKgkScAEKvFgzyd/wAeatEuKgVTVUp4X55lMgqgEAEDwDIrlX6rusgG%20qHaRjnmUyCqAQAQPAMiuVfqu4gGo7SMc842NEMGudMKBLAsMRCmsTsnqtkk5SUy27lPVd2yVdUfu%20AjVUeFnE9uE9HtudlFWR2u0pb2+aVGRJM6pkGuYKyUnU/wAvzbVPeZWqRIKG/wA0WnaWpHSbBO6+%20ZUyCqAQAQPAMiuVfqu7BANWrtIxzzKZBVAIAIHgGRXKv1XcQDUdpGOefsTqIJICIQPAMh4lX6ruW%20Af5TTBUPU5pEklwDEBAG+QZOZV2/nurQnxQD+6a4KrAJv8UyCqAQAQPAMiuVfqu6yAaqu0jHPMpk%20FUAgAgeAZFcq/VdxANR2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPMpkFUAgAgeAZFcq/VdxANR2kY5%205lMgqgEAEDwDIrlX6ruIBqO0jHPMpkFUAgAgeAZFcq/VdxANR2kY55x3f827F7ab6pyhMW40D6MB%20ZaY2X11y9KCWarJRmUGmRXgJEpLPuLBL19wVdO1PwVZ3Tmc437/vWVgU24crrp15QqM6Rj1yNEZR%20jKd1d6JYi6oxAKujpKU6l6V3z3M/nFL4OrxhVSCIuHH6+aNvdevuXunEwu41YE69eRaIaBG/EreZ%20jCKQtvrslImXKBX8ydxO4iqxmW/dPSqUv4h7591yc2eUMfGyhiGrGnlGQgJmUomEYhxMadxM0Go8%20j/jiupURakj0oi+br6N4222pplevlLFX9lfbRnd5zpYHbJY1cvue4CEjGkQlKMfTE5+nrl6es/OR%20I/3uE7910r6Y28YWR4+lsaUK1LrdCM1xNzvrPccqV+Nk/cZQ7WK6h9xCOMYyu9T05RtholdqmTEE%201xRz+sqosXeFTNuV5X2277/kR2hY770vMUn0S7tfi5ndbM+6H2WHRTdTpiIACeoaV1T1WFA5IVeH%20Odf3OmlVWPy5syRvWcUjOzaelXRKdz+5fPbH2t3mXdMbLslmUZU6rhp9CUJRjGddcoxiaydTzIU8%20fzXdpRGlLZ81PG+NaoKqJx4O16x3zj5LPVyJhaVAOgIAP80HH1OVfqu5NjeHyIrWkL889amQVQCA%20CB4BkVyr9V3SgGo7SMc8ymQVQCACB4BkVyr9V3EA1HaRjnmUyCqAQAQPAMiuVfqu4gGo7SMc8ymQ%20VQCACB4BkVyr9V3EA1HaRjnmUyCqAQAQPAMiuVfqu4gGo7SMc8ymQVQCACB4BkVyr9V3EA1HaRjn%20mUyCqAQAQPAMiuVfqu4gGo7SMc8/VMomSgEAJ+wZFcq/XzV+5PEMfuskKYAItvimQVQCACB4BkVy%20r9V3WQDVV2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPMpkFUAgAgeAZFcq/VdxANR2kY55lMgqgEAED%20wDIrlX6ruIBqO0jHPMpkFUAgAgeAZFcq/VdxANR2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPMpkFUA%20gAgeAZFcq/VdxANR2kY557JAGiFgCSUhVYoIJpABfc/Hj/zQiupeZ/dLsiNz9852261MgqgEAEDw%20DIrlX6rulANUO0jHPMpkFUAgAgeAZFcq/VdxANR2kY55zPtIQl3a2w2gWfb6Y0AfVHVEmbFGZVXj%20+ply99YoBPbfsWgcVt3xhtvtWveEiLcQCQBNdzczvq4P/p/mkt+xMC2W2XeWAc+G1dUyCqAQAQPA%20MiuVfqu7qQDVzO0jHPMpkFUAgAgeAZFcq/VdxANR2kY55wfu3usMbt8sa3BzsunNqsrss7fXCw0x%20MYxM5GUkBImrg8+PmmlEWLsiR9Tj5wtXSm84j+dT9o5FQ7x2+ELfdWm2EjTHuuj7SQFagyLlUkwH%206uu7qrSb9Lt4/XNfHFFZEZ2dGaW+EbfGHkv0hTIKoBABA8AyK5V+q7uRANW7tIxzzKZBVAIAIHgG%20RXKv1XcQDUdpGOeZTIKoBABA8AyK5V+q7iAajtIxzziu+d3zcI4wx8bXGy3HhbkSMRVXC26uphrE%20pWS1/IjmV4Tq69SJYvufWN6aU6VV4sq4O9pdFefM79nV5t1lcav7fhZFGJkQQm6c8gVJOsiWkafX%20gsTGRk//ABqKuplsVWPGyybq7K6WS/p6i+F6Wb9mZ37OrzbrK41f2/CyKMTIghN055AqSdZEtI0+%20vBYmMjJ/+NRV1Mtiqx42WTdXZXSyX9PUXwvSzft5R33uFufRZIUjtuTkXYlIiJeoJ0giNmsTlGWu%20Vchp0cw586hVVn+5Hv8AGdi+EmV4lRERW+1t9rS8Vvx2nlMgqgEAEDwDIrlX6rusgGqjtIxzzyjC%20cgDEEk/RxKlhtQyUv+F3UoVGMT/1NSrgLPPMIWTAIDkDQAC5YbUVZO/Vd1nQD/aJc/eeeYQsmAQH%20IGgAFyw2oqyd+q7joB/slz9555hCyYBAcgaAAXLDairJ36ruOgH+yXP3nnnVu54v9i7ji94xqUw7%20AcfLiCdR9SYkJiU5EE65fjVu6qK/3KelVjYcBorh3PgqLcHNJ2XHujlRMqZCcoHQYQciyOlY7TLf%20ucfnzXdzrAD/AJbPuLz67BCyYBAcgaAAXLDairJ36ruq6Af7TLn7zzz9hCyZiQOKaAAX+kbU4l3/%20AP53OpGA/wAppgqefvM5jCyRaLn6AAXIQbUDyd2/nurQqJSgH901wVfP3Pr4IWTAIDkDQAC5YbUV%20ZO/Vd1nQD/asufvPPMIWTAIDkDQAC5YbUVZO/Vdx0A/2S5+888whZMAgOQNAALlhtRVk79V3HQD/%20AGS5+888whZMAgOQNAALlhtRVk79V3HQD/ZLn7zzzCFkwCA5A0AAuWG1FWTv1XcdAP8AZLn7zzzC%20FkwCA5A0AAuWG1FWTv1XcdAP9kufvPPPGeHXmCuF9RshrrshXEyjqlXOEo6TFVKoSOfNV3VqVGcD%20+q9Cqisg9s/MfDGwoVStnTAxlkz9WQWREppGJMAsgpCKB+5O6yKjFofdWpVwFvxz2iFkwCA5A0AA%20uWG1FWTv1XcdAP8AaJc/eeefFndkw+5GueRVMzjEwrNU7ajKMjDVD+lIaxJtUZKDzVd0QVXPE5/K%20yVrSjJx4XouX1X9kxcqoQlG0DXG2n07bqzGcYxgPRlXNY7S8Ys5VdW5U1UV9477vb+6FqVPIXj55%204D29gzOPIQt00RgMegXX+kTWYmJ9ITNc5qhJlElXKk7idMzysuOp1KiNcL4xeeeWN2PFrz59xqFx%20y7wiyvyLISCgpGuU5wbVwEWUpx3KGSVpaWf1Kql8kFzn429OPhxrNk6YGMsifqkDUdUyIxJi8nRF%20A/cndKKjFrr6n3Qqr6+888+mqNs67DGJKwGkRiq7oBkEnd+q7oVUgbw+Uo6JDj7zzz1iFkwCA5A0%20AAuWG1FWTv1XdLoB/tEufvPPMIWTAIDkDQAC5YbUVZO/Vdx0A/2S5+888whZMAgOQNAALlhtRVk7%209V3HQD/ZLn7zzzCFkwCA5A0AAuWG1FWTv1XcdAP9kufvPPMIWTAIDkDQAC5YbUVZO/Vdx0A/2S5+%20888whZMAgOQNAALlhtRVk79V3HQD/ZLn7zzzCFkwCA5A0AAuWG1FWTv1XcdAP9kufvPPP0QsnESE%20XKaEBcsNqCSyd+q7qunUgE7bSpx9zG3wQsmAQHIGgAFyw2oqyd+q7rOgH+1Zc/eeeYQsmAQHIGgA%20Fyw2oqyd+q7joB/slz9555hCyYBAcgaAAXLDairJ36ruOgH+yXP3nnmELJgEByBoABcsNqKsnfqu%2046Af7Jc/eeeYQsmAQHIGgAFyw2oqyd+q7joB/slz9555hCyYBAcgaAAXLDairJ36ruOgH+yXP3nn%20mELJgEByBoABcsNqKsnfqu46Af7Jc/eeeeUorjwsTTIkoXQoIDagL7n4/wDuIrqXmb/KVgiQx985%202261MgqgEAEDwDIrlX6rulANUO0jHPMpkFUAgAgeAZFcq/VdxANR2kY55zPtIQl3a2w2gWfb6Y0A%20fVHVEmbFGZVXj+ply99YoBPbfsWgcVt3xhtvtWveEiLcQCQBNdzczvq4P/p/mkt+xMC2W2XeWAc+%20G1dUyCqAQAQPAMiuVfqu7qQDVzO0jHPMpkFUAgAgeAZFcq/VdxANR2kY55xffs2uNEsXIwsjLxsq%20i8W/bVmxBGsHQREk6rYkiPzLcZDValHjw5+jvn9001LSqKm8Wfnx86p7cvF3e8KN8fcd3oAnEPc8%20aNeNA+kY+pZOEYrZpJiNXz4ElZbJJVg6p6yPZcU+MEdoQJ77Wvtv6mQVQCACB4BkVyr9V3c6AatX%20aRjnmUyCqAQAQPAMiuVfqu4gGo7SMc8ymQVQCACB4BkVyr9V3EA1HaRjnnw94wrc/FrrrNcZV341%20+9QNNV1c5adOpZyiP3/PdDOqKm/0XO/H5SisipvRcbZqS3rH5HY82zNyPSnTHBysjGzbVlP1IzoN%20ZMYRAIPqenFSZMpYruqlLqjyd8M427rYzXU9kelvfiytauzI7Hm2ZuR6U6Y4OVkY2basp+pGdBrJ%20jCIBB9T04qTJlLFdxKXVHk74Zxt3WxV1PZHpb34srWrtljdm7hHLrjZZV/b8XItzMeUZT9eUruEJ%20BCGN01OoqECcdTt0qjXIqeCy4MkGjPzV1Oi71bddzh7vGcUyCqAQAQPAMiuVfqu66Aaqu0jHPMCs%20SRLkChJfhweTv+PNShEVJTUCqy1LYSvzz91GQJUAoG+f0gIiv+H81kpRbJgdUdSp9eF+ebUZAlQC%20gb5/SAiK/wCH8xKUWyYHU6lT68L882oyBKgFA3z+kBEV/wAP5iUotkwOp1Kn14X558/ccOruODfi%20XlIXV6Sn/CIkfUDLgXX+K7r9urpVKqZgfKlcaWLLznFdntuz+3ifq+j3Lt5sx7QDIVyuAjEzlAHe%20ZNLcv6yXfpX26aapPSoct+fZrdJxQecdxGS/uEoSlHKiajE01wtTZbOwRA0aTM/UUOr913Y00IqQ%20jz5HPRO5Un1fcW59cZ6yuocA3IppDIePz/GqOlN0wOrSmqPvwvOfspEmTgEANw4aQETn/D/+1aKU%206UgB+aa6lRVDhhv81GQJUAoG+f0gIiv+H81kpRbJgdVepU+vC/PNqMgSoBQN8/pARFf8P5iUotkw%20Op1Kn14X55tRkCVAKBvn9ICIr/h/MSlFsmB1OpU+vC/PNqMgSoBQN8/pARFf8P5iUotkwOp1Kn14%20X55tRkCVAKBvn9ICIr/h/MSlFsmB1OpU+vC/PNqMgSoBQN8/pARFf8P5iUotkwOp1Kn14X5550kz%20sDaidOwcSNob6n/H+9WpEYD/ACtTUqKecznhqMgSoBQN8/pARFf8P5rJSi2TA6q9Sp9eF+ebUZAl%20QCgb5/SAiK/4fzEpRbJgdTqVPrwvzzajIEqAUDfP6QERX/D+YlKLZMDqdSp9eF+ebUZAlQCgb5/S%20AiK/4fzEpRbJgdTqVPrwvzzajIEqAUDfP6QERX/D+YlKLZMDqdSp9eF+ebUZAlQCgb5/SAiK/wCH%208xKUWyYHU6lT68L882oyBKgFA3z+kBEV/wAP5iUotkwOp1Kn14X555wkZQtKvoigRfNAAj6n/Dru%20jpRWvUI6nUqWkL888NRkCVAKBvn9ICIr/h/NKUotkwOp1Kn14X55tRkCVAKBvn9ICIr/AIfzEpRb%20JgdTqVPrwvzzajIEqAUDfP6QERX/AA/mJSi2TA6nUqfXhfnm1GQJUAoG+f0gIiv+H8xKUWyYHU6l%20T68L882oyBKgFA3z+kBEV/w/mJSi2TA6nUqfXhfnm1GQJUAoG+f0gIiv+H8xKUWyYHU6lT68L882%20oyBKgFA3z+kBEV/w/mJSi2TA6nUqfXhfnn7qMomSgECPQBEV/wAP5q9KLUkJh622SpUp8j2wW3zU%20ZAlQCgb5/SAiK/4fzWSlFsmB1V6lT68L882oyBKgFA3z+kBEV/w/mJSi2TA6nUqfXhfnm1GQJUAo%20G+f0gIiv+H8xKUWyYHU6lT68L882oyBKgFA3z+kBEV/w/mJSi2TA6nUqfXhfnm1GQJUAoG+f0gIi%20v+H8xKUWyYHU6lT68L882oyBKgFA3z+kBEV/w/mJSi2TA6nUqfXhfnm1GQJUAoG+f0gIiv8Ah/MS%20lFsmB1OpU+vC/PPOQ1URs4SUhVKFBABEBdJPx/8AdFM+PuZ/cVVZM+F+c7bdamQVQCACB4BkVyr9%20V3WQDVDtIxzzKZBVAIAIHgGRXKv1XcQDUdpGOecz7SEJd2tsNoFn2+mNAH1R1RJmxRmVV4/qZcvf%20WKAT237FoHFbd8Ybb7Vr3hIi3EAkATXc3M76uD/6f5pLfsTAtltl3lgHPhtXVMgqgEAEDwDIrlX6%20ru6kA1cztIxzzKZBVAIAIHgGRXKv1XcQDUdpGOedZ96ZHteAxD33PtwZES+1FFl1esrUq+jqUqY/%20V8+a7r9tVitMVYmeta6ulLi1znXvYeb7Nun2v0O75WR32VETLHttyZRlZ6UDZtlqrVCv8lJ3dXd6%20osidIEcV7lMnWd++AL9HUyCqAQAQPAMiuVfqu7iQDV0O0jHPMpkFUAgAgeAZFcq/VdxANR2kY55l%20MgqgEAEDwDIrlX6ruIBqO0jHPMpkFUAgAgeAZFcq/VdxANR2kY55lMgqgEAEDwDIrlX6ruIBqO0j%20HPMpkFUAgAgeAZFcq/VdxANR2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPMpkFUAgAgeAZFcq/VdxAN%20R2kY55gVBIk4AIVeLBnk7/jzVolxUCqaqlPC/PMpkFUAgAgeAZFcq/Vd1kA1Q7SMc8ymQVQCACB4%20BkVyr9V3EA1HaRjnmUyCqAQAQPAMiuVfqu4gGo7SMc8ymQVQCACB4BkVyr9V3EA1HaRjnnAZ1h7X%203+nOMtGD3ARoyAqRjewrs48ZBj/E8Tv6KPnQqPKPgCptlVCp3Dj4ptPqZBVAIAIHgGRXKv1XdzoB%20q1dpGOefLXgCuzXi2DHjvnKgAaJ2Wad55rzL/wA99+t0ijh72wjoyIHrak082yiE/uoHVRCsztqg%20dE5yIgfThEzmqlSCD/Fd8dvtuiNaRLfOVVUVXDB90+iu+u4SlXZGRrOkiJVJRQEMu53X913Q2IHV%20CVQgY555KZBVAIAIHgGRXKv1XdCAapdpGOeZTIKoBABA8AyK5V+q7iAajtIxzzKZBVAIAIHgGRXK%20v1XcQDUdpGOeZTIKoBABA8AyK5V+q7iAajtIxzzKZBVAIAIHgGRXKv1XcQDUdpGOeedO+yLauCQH%20Eqg2/VuK/hd1apAX/K1CspC+fmPgpkFUAgAgeAZFcq/Vd1kA1VdpGOeZTIKoBABA8AyK5V+q7iAa%20jtIxzzKZBVAIAIHgGRXKv1XcQDUdpGOeZTIKoBABA8AyK5V+q7iAajtIxzzKZBVAIAIHgGRXKv1X%20cQDUdpGOeZTIKoBABA8AyK5V+q7iAajtIxzzKZBVAIAIHgGRXKv1XcQDUdpGOeeyuRMLSoB0BAB/%20mg4+pyr9V3RNjeHyIrWkL889amQVQCACB4BkVyr9V3SgGo7SMc8ymQVQCACB4BkVyr9V3EA1HaRj%20nmUyCqAQAQPAMiuVfqu4gGo7SMc8ymQVQCACB4BkVyr9V3EA1HaRjnmUyCqAQAQPAMiuVfqu4gGo%207SMc8ymQVQCACB4BkVyr9V3EA1HaRjnmUyCqAQAQPAMiuVfqu4gGo7SMc8/VMomSgEAJ+wZFcq/X%20zV+5PEMfuskKYAItvimQVQCACB4BkVyr9V3WQDVV2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPMpkFU%20AgAgeAZFcq/VdxANR2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPMpkFUAgAgeAZFcq/VdxANR2kY55l%20MgqgEAEDwDIrlX6ruIBqO0jHPMpkFUAgAgeAZFcq/VdxANR2kY557JAGiFgCSUhVYoIJpABfc/Hj%20/wA0IrqXmf3S7Ijc/fOdtutTIKoBABA8AyK5V+q7pQDVDtIxzzKZBVAIAIHgGRXKv1XcQDUdpGOe%20cz7SEJd2tsNoFn2+mNAH1R1RJmxRmVV4/qZcvfWKAT237FoHFbd8Ybb7Vr3hIi3EAkATXc3M76uD%20/wCn+aS37EwLZbZd5YBz4bV1TIKoBABA8AyK5V+q7upANXM7SMc8ymQVQCACB4BkVyr9V3EA1HaR%20jnnqy8qvHxLsq0pXj1m2Qjx0xAJMUVZEfgruPuRVcDqJdzxmc4DA98U53eK+3xwMiqEo1wOTMREa%208mdAv9GcYymk/T+ri7HiDPX9qCxS3xaCt4r9bcU76Qb6PLzuefHayKZBVAIAIHgGRXKv1XdkgGrZ%202kY55lMgqgEAEDwDIrlX6ruIBqO0jHPMpkFUAgAgeAZFcq/VdxANR2kY55lMgqgEAEDwDIrlX6ru%20IBqO0jHPMpkFUAgAgeAZFcq/VdxANR2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPMpkFUAgAgeAZFcq%20/VdxANR2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPMCoJEnABCrxYM8nf8AHmrRLioFU1VKeF+eZTIK%20oBABA8AyK5V+q7rIBqh2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPMpkFUAgAgeAZFcq/VdxANR2kY5%205lMgqgEAEDwDIrlX6ruIBqO0jHPPR3DDp7hhXYt6enbDSR4IR9QMub/uu6/br6VSpAP1VqR0Y5nO%20B7b7oqw6h2/vM/Rz8UisycxnHYIWAhXkJhVU831bt6+ytS9VMqg+qLSnudMKoKRQ9U2stc42CMxK%20JiRGUU4EFEIQuSv+1d3KoGramaHqc/ZEklwDEBAG+QZOZV2/nurQnxQD+6a4KrAJv0SxMedkLhEQ%20sqPqR0ExBlICJkREpKUgXVf4ru0SrEDqzZmVLPXzMdMYdxpqjosjk+lTI6bNs7LtuhJRWMVUqoP8%20fNLpUr2KHvGPkizDj42v7jZCMfuaJ1z01LKA1w12JFI6TIkrxUeK7rJ20WSgTeyL4eLzMfPpryKb%204mdVsJ6W2EEaggQaTLc79V3Zsu6YHUdj3ndHPNTIKoBABA8AyK5V+q7oQDVLtIxzzKZBVAIAIHgG%20RXKv1XcQDUdpGOeedO+yLauCQHEqg2/VuK/hd1apAX/K1CspC+fmPgpkFUAgAgeAZFcq/Vd1kA1V%20dpGOeZTIKoBABA8AyK5V+q7iAajtIxzzKZBVAIAIHgGRXKv1XcQDUdpGOeZTIKoBABA8AyK5V+q7%20iAajtIxzzKZBVAIAIHgGRXKv1XcQDUdpGOeZTIKoBABA8AyK5V+q7iAajtIxzzKZBVAIAIHgGRXK%20v1XcQDUdpGOeeyuRMLSoB0BAB/mg4+pyr9V3RNjeHyIrWkL889amQVQCACB4BkVyr9V3SgGo7SMc%208ymQVQCACB4BkVyr9V3EA1HaRjnmUyCqAQAQPAMiuVfqu4gGo7SMc8ymQVQCACB4BkVyr9V3EA1H%20aRjnmUyCqAQAQPAMiuVfqu4gGo7SMc8ymQVQCACB4BkVyr9V3EA1HaRjnmUyCqAQAQPAMiuVfqu4%20gGo7SMc8/VMomSgEAJ+wZFcq/XzV+5PEMfuskKYAItvimQVQCACB4BkVyr9V3WQDVV2kY55lMgqg%20EAEDwDIrlX6ruIBqO0jHPMpkFUAgAgeAZFcq/VdxANR2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPMp%20kFUAgAgeAZFcq/VdxANR2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPMpkFUAgAgeAZFcq/VdxANR2kY%20557JAGiFgCSUhVYoIJpABfc/Hj/zQiupeZ/dLsiNz9852261MgqgEAEDwDIrlX6rulANUO0jHPMp%20kFUAgAgeAZFcq/VdxANR2kY55zPtIQl3a2w2gWfb6Y0AfVHVEmbFGZVXj+ply99YoBPbfsWgcVt3%20xhtvtWveEiLcQCQBNdzczvq4P/p/mkt+xMC2W2XeWAc+G1dUyCqAQAQPAMiuVfqu7qQDVzO0jHPM%20pkFUAgAgeAZFcq/VdxANR2kY5583dLcWHbMu3MGrFronO+sAnVWI7tIiqyMfwV3QqOm9wOoj2F88%2086f7d7fjdtzu3C7sleDXkzts7fbVl2ZU433UxlI2iYeUq601rJCz6lnu6q6PFm3Oj2efjgvPSqsi%20t8YNdu5s0We3a8qZBVAIAIHgGRXKv1XdigGrodpGOeZTIKoBABA8AyK5V+q7iAajtIxzzKZBVAIA%20IHgGRXKv1XcQDUdpGOeZTIKoBABA8AyK5V+q7iAajtIxzzqHfKMzH7hk5xxVssycKWH3MTj/AEqt%20VNUqYx1SsBnIyKRgYy1FVP15dtGVITqjeiktyOivPVJK1lGMan5Lbult1YVJxO7yyc7t1Fduflzj%20jZmqM74rXsYQOkShXymSp4Fd1u3YjRVF5vHzvs8a1WxeX/UI8+HGEczCzoEf3PJ7hk0ZNg+qVURP%20YRqLRjVBnTi6747SfhWyqlfNY+yXQbfPcWCo8lpbDm6vvnxtqmQVQCACB4BkVyr9V3aIBqzdpGOe%20fsdJiZa3ABAclyAzyd/wr0oWEEmpvOPyuqpv3E85+eUhFz6kSgiRpB56Q35u/Vd0oqrYBH5QyJab%205jy3pCLn1IlBEjSDz0hvzd+q7iKq2AR+RkS03zHlvSEXPqRKCJGkHnpDfm79V3EVVsAj8jIlpvmP%20LekIufUiUESNIPPSG/N36ruIqrYBH5GRLTfMeW/kj3Pt1mWcWGTE3gbAIzEZGOkTEJkaJTjq3AEn%205/5qUd5KpWm7PVvV/Fqpo6/t4xR7Wd42b386r3n21hd67hbnYmdKuM6oWWG2i4VSAjGOquycRArE%208H+biRE+n+N//o/GS9M3il7j8l25v5H/APn1IrukVZkWlV8kVVG26+z+5MinErxb+25NksOuqAlj%20wM9URGIEzCRjYNcSvNX4+aE6e460LbHqelfJUvHXaau3X2WStOHSvUmCzz8+2fuPMuT7HtGVbI/Q%20bRGittI1CRMuOr/C/wCa7rdvsMjVKnMmRfKvux+KKMC7Cfd2UBMSxMCMYxOjdbYSdK8AYKhfi/z8%208p+3ernE/Vs+bzRvPxN8o7VjtN3vUd6kP6hukptjkmf24JAJKRMojkmlUXmv9Trqp7XS9i3Bx25q%20OtaoQPXa0S7t3+mcRk9q9WCRPq4tsZIpjE7JIdSSXn/HjPk6KFSFUV3obx126OupFZvJQXwXSPcX%20t2yyIzapYORCUboV5FJhIWrGGuOnUDM6uKlfz1bn7XcSTK99gTeU7tCMsU8PNZ7d2NdhSphLE7vC%20+FFc5kynGzWZ6Tqmf8i+H67qr1W0zAeyKiUovUbzxSbqO52W0RuqlV3Cqumv1bcKQJledAkIQkQB%20tnreRJHzXfXphJUV7dxdzV5pqRoRz8x5T27P7lgQtIutERG2uiIMZQErLBHSIEghTq4/+u6i0VKk%20pxBc9aGS03zH47bIZGLcZ+lkV2GoiEhWVSYEdUU/xoVIP7rufLdPkEflRFpsUuiPLfskIufUiUES%20NIPPSG/N36ruhFVbAI/KWRLTfMeW9IRc+pEoIkaQeekN+bv1XcRVWwCPyMiWm+Y8t6Qi59SJQRI0%20g89Ib83fqu4iqtgEfkZEtN8x5b0hFz6kSgiRpB56Q35u/VdxFVbAI/IyJab5jy3pCLn1IlBEjSDz%200hvzd+q7iKq2AR+RkS03zHlvSEXPqRKCJGkHnpDfm79V3EVVsAj8jIlpvmPLfnFNNqTidkTtB+cO%20DF/w67odVaFoRzlGS0uibtsJCLn1IlBEjSDz0hvzd+q7pRVWwCPyhkS03zHlvSEXPqRKCJGkHnpD%20fm79V3EVVsAj8jIlpvmPLekIufUiUESNIPPSG/N36ruIqrYBH5GRLTfMeW9IRc+pEoIkaQeekN+b%20v1XcRVWwCPyMiWm+Y8t6Qi59SJQRI0g89Ib83fqu4iqtgEfkZEtN8x5b0hFz6kSgiRpB56Q35u/V%20dxFVbAI/IyJab5jy3pCLn1IlBEjSDz0hvzd+q7iKq2AR+RkS03zHlvERQkTBQRIMQeaBm+p/4/mr%201dVVIbyRzsiIiGdomyQi59SJQRI0g89Ib83fqu6yKq2AR+VWRLTfMeW9IRc+pEoIkaQeekN+bv1X%20cRVWwCPyMiWm+Y8t6Qi59SJQRI0g89Ib83fqu4iqtgEfkZEtN8x5b0hFz6kSgiRpB56Q35u/VdxF%20VbAI/IyJab5jy3pCLn1IlBEjSDz0hvzd+q7iKq2AR+RkS03zHlvSEXPqRKCJGkHnpDfm79V3EVVs%20Aj8jIlpvmPLekIufUiUESNIPPSG/N36ruIqrYBH5GRLTfMeW/KyEfRhOJBL7gqEgQ4BPq3Px/fdF%20FSqpeZv8lUERufuP4balMgqgEAEDwDIrlX6ruugGqrtIxzzKZBVAIAIHgGRXKv1XcQDUdpGOecz7%20SEJd2tsNoFn2+mNAH1R1RJmxRmVV4/qZcvfWKAT237FoHFbd8Ybb7Vr3hIi3EAkATXc3M76uD/6f%205pLfsTAtltl3lgHPhtXVMgqgEAEDwDIrlX6ru6kA1cztIxzzKZBVAIAIHgGRXKv1XcQDUdpGOecZ%207kyu5Udlybe34MO45IrSOHKWmMhICJKbtbFZR4y/MncREVURZKG7h+KUVkdJpFML5+eMar7Z7P3T%20H71i5B9vT7fVCMtV+T3AZcaYSrA049QlPTKUtMVfav8Ai39S1J0r8rN0VlPn5ePLSlUIM18PLxxt%20tvqmQVQCACB4BkVyr9V3cqAaul2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPMpkFUAgAgeAZFcq/Vdx%20ANR2kY55lMgqgEAEDwDIrlX6ruIBqO0jHPPil2jt9mb9/Kv/AO5GmYGufpmYjGEbPSEjWbNPmMSf%20z/xVppRIpaHq/wAjqzG/fGNkc/Mfsvbqck5VUZRtBM4Vm22VUZTQGVdJnKqMyrmMeZ/xHXNKIkuH%20hu4e39011qpjevn42+19m7dDPl3GFenKKyH9SwwEpiEZThVqlWJyAGqQipfjqOtTSiRS362nH7pW%20tWM442XP2qZBVAIAIHgGRXKv1XdKAaqu0jHPMCoJEnABCrxYM8nf8eatEuKgVTVUp4X55lMgqgEA%20EDwDIrlX6rusgGqHaRjnmUyCqAQAQPAMiuVfqu4gGo7SMc8ymQVQCACB4BkVyr9V3EA1HaRjnmUy%20CqAQAQPAMiuVfqu4gGo7SMc863GjOn3GmmqV32+JfdkCM6TEgThKI03mcoWGUrdoHI7l8/JRSrpN%20kRbGnJN25m5q+3sL3aU7S1K3VVTTTCp5LT9s0gkZx/DPbyvtkbO324OAcqFRw512Qyjcf6hFca9H%20qkwMiNWrRtd1Ua69K9LUdXS3jCTJUnHzTxn/AOy3cTudzpVetFTp6ZWyV7UnGxLdpLsvqG+7R6ww%20hGo1jKNpsNxazT6pMgNJj/lVU56+jtLNn6bHd/8AlHg++148f8hUal+nrf7WZoNJWdY3775SRJJc%20AxAQBvkGTmVdv57r0J8UA/u5K4KrAJvgO+d3vxsjIIy/tjjY0cjFx9ETHJkCdcQUnKSDTqEHCqVX%20dzd3vdKrHdDei738bktd4+j/AA/49NdNPx6uqplV/wADsy/imsZulnHKfcM09xnO37qnDhZTGqVc%20cc0SFkKxFV13SM7LCDoX/wB16Vq61fq6epkk2KdU+fF6p2qP2kSnoWtlWdfUkbI9Mkdl3227ZX9z%20h3LHgcmNltpMrsKEY+nVQAkbBJNeolAdROokoP8AFbtdXVFX33br+Du6P416e3+0qpSzSqdXWpWh%20+JU3ySCTnGWnGFtco2CMomIWBCgqg4blJV+q7t0W0D+rz1SDHPPOu939v9g7nC/Dw5YuP3OAjMwr%200iYA0rqrgT9UbHUeZX1JPXs/zFeCv4yMrnr3f4i9HV0si22edtu/OP7H7U7hjSuM+5HCyhCE41Y8%209SxLa5xlr1KSS6uvFTr1738qhU3o1tgzcNsqOxWiPFnsJxSTz2lME+4sgep23uuD3OuIjGIlDaZJ%20BtVMp7jGS8+Kv5udO52q0ex7I8+We3RX2u92qmVGWfyhDf8AT6+W5HftVRyezUZPpSjbGyi2MdM0%20A1xjJZanfiq8/PtTT22hUsbsC7ftm9SK7RsjvgeENo3ufuTPwsGqdeJl498TIROVISrPqaSSqylO%20Q1JED/4uE9O32kVVdlTbKvuKknhzDf52X3ll2YJlfXO+6mEgBCuRFth0GBE4eohSSEaSqguo1x3P%2046LVBYQL/PfftWn+Qu0j/wB4bxqw7pQjVAk1V2GRtkYiQhExAKAqqnUvNRrqv8aEFiDWee1k/k3Y%20h47bp+78VduFmTUiNZhQUkdIKwfcfn8/z1DXT/66708w8X1p7jpBFAi8dn/+Qsau+uONjSsh/wDV%20MthCER2jdqJ681GvWn+LCKgT2ov8hEkhcZ7SVPvT2/dCEpZJplOMZQhOuY4pFjETiSpQlSP11DXm%20v8epLwHeyd+loLzgeOfVj+6/b90ZiOfSJShHQJHSCsq0QyHE6h4813ZVdmpGgHHOyd6lEgp5559V%20PccHIAlTlU2LEGArnGSqgBjpMlJX/au6Oldyx9w+VkXdz988+Sr3J2i/uEsCGRH7qLCKERMhpaMg%20oMtz9VGvT9mrpewBXr+4iK1pjnbF5JTIKoBABA8AyK5V+q7sUA1XdpGOeZTIKoBABA8AyK5V+q7i%20AajtIxzzKZBVAIAIHgGRXKv1XcQDUdpGOeZTIKoBABA8AyK5V+q7iAajtIxzzKZBVAIAIHgGRXKv%201XcQDUdpGOefqmUTJQCAE/YMiuVfr5q/cniGP3WSFMAEW3xTIKoBABA8AyK5V+q7rIBqq7SMc8ym%20QVQCACB4BkVyr9V3EA1HaRjnmUyCqAQAQPAMiuVfqu4gGo7SMc8ymQVQCACB4BkVyr9V3EA1HaRj%20nmUyCqAQAQPAMiuVfqu4gGo7SMc8ymQVQCACB4BkVyr9V3EA1HaRjnmUyCqAQAQPAMiuVfqu4gGo%207SMc89kgDRCwBJKQqsUEE0gAvufjx/5oRXUvM/ul2RG5++c7bdamQVQCACB4BkVyr9V3SgGqHaRj%20nmUyCqAQAQPAMiuVfqu4gGo7SMc85n2kIS7tbYbQLPt9MaAPqjqiTNijMqrx/Uy5e+sUAntv2LQO%20K274w232rXvAj1cSJkADXdt4k76uAXp/NJb9iYFstsu9ICW1dYDSokCAvPihZVd36ru6kA1c05mM%20XLzAaVEgQF58ULKru/VdxANSczGLl/N3M4ke25QzN+GaJHJAVfTMQZ6UK6iDy67q1JCMfXcFU0xV%20LCcznSPa2B7Xo7vRZV2LI7blC2dFNluRZdpkceu6PqQ9WyInZVYW3Ih+e7rqqqZup3TkrK0DBeSl%20O3BWZFbG2e/mnj9AYDSokCAvPihZVd36ru5kA1dU5mMXLzAaVEgQF58ULKru/VdxANSczGLl5gNK%20iQIC8+KFlV3fqu4gGpOZjFy8wGlRIEBefFCyq7v1XcQDUnMxi5eYDSokCAvPihZVd36ruIBqTmYx%20cvMBpUSBAXnxQsqu79V3EA1JzMYuXmA0qJAgLz4oWVXd+q7iAak5mMXLzAaVEgQF58ULKru/VdxA%20NSczGLl4SUEEqCACqFmcPJ/xz3Vol4gVTUynC+J4mA0qJAgLz4oWVXd+q7rIBqiczGLl5gNKiQIC%208+KFlV3fqu4gGpOZjFy8wGlRIEBefFCyq7v1XcQDUnMxi5eYDSokCAvPihZVd36ruIBqTmYxcvMB%20pUSBAXnxQsqu79V3EA1JzMYuXmA0qJAgLz4oWVXd+q7iAak5mMXL/YlCACJKi8+KFlPF36ruNAD/%20ACmmaHraXpICYsQQFQKioWXm7t/PdWj8KAf3TXFVcNwvjAaVEgQF58ULKru/Vd1kA1VnMxi5eYDS%20okCAvPihZVd36ruIBqTmYxcvMBpUSBAXnxQsqu79V3EA1JzMYuXmA0qJAgLz4oWVXd+q7iAak5mM%20XL4v+x1yz5ZFsqpwksv6dQhbL1Iaf6lolv0iyQCRHHzcZ409mKqtr3ebXQRb13o/Z/8Ab/8Aj6Uf%20/J0SKRpTesHnjHXH23Xj22WYOVZTKWNHHpMp2Xir/OBbZISKH6SCAfnqOqv/ANdkq6VVFqZPJ+b+%20Fk/ldf5/XSidylFTq6lkjy3Wrbx8+3smBk4cY41llORWkSBTVOuZkdJlOUp2Xmc5y+o8SvEqsrU0%20LTS0PLnNybxz7/fp7tXUyot9Tom5maF0kTdbn3KmNvbsmgmco2VEH0UNjgH+nqbW/wCn6g7p71Kr%20Qs3A+WX8evp7lKwgqTlZGZziu3zzIXZedk+pbCdGPQZwx51zJBMpShTMzkdPqv8AUp1Io+vPtqqP%20Urq67l5Tbz3rDbt71NFVNPbpZPlUv40VI9KJ8nZ1a6aPtjVi9zlRdDHhC7Gtv9WZyTKmy6JrrKkC%20E9JNm2Q0BY8iCs6rRVVQiM85wVdzwIb2WV7vaRUWpVpqSmHS1SUq9nyivSrzqZV27/b0cmHZMSrJ%20gIWxphGcXJAAi6SAIkeYf9ZLu37CKnbpRZsnK0/9c389aau9UtKujjfJXIWLr77TGyOJGdcMugXA%2024hlEGzVAjYLJCE5RMtRieP5+avcR1R06pwhHwkvu8bbfwq26orRV0wVI9MaYwdY+M74x+Ni15vZ%20oVToouydF8cPHyLdcY0mwRE4H+tqMQYx1CPAoCkt+S9rq7cWWpvKbEFXfv7O5317fedKqkp+HUtK%20Wsl6TV/i97PsuGHk9kqzayLsivGpusybJA5FMBEWC6qJNoFsuKKkuZkPqfyGbrREVmdbd7StRbp3%20/KO1VXR3VoVVppWpUZPwqqqiMsUdPBVTc87NjyjOicgVjOuMuC/UYH/M7v1Xd11IqKiX5h8vIWEF%20Mc84nuXcxjTyBDGjk1UUws7hPUNQqkSUhEiXqSTUTEkfkurdkvfVOFNrscedvV2P4lPcROpelala%20mD7pxtf9U5b9OV9vC6Vp7fVPEldRCeSZJZKVhrAnXAxOsapRH1bnQSUeponf7iKiLJ2v8mxsSPGO%201/GoVGdq2dkR0+O9eqbJuVoPNdsKcqNuTCFlU44eVlSNGRHIlMm6nkYcIwmKykRIg8xu3U7fcdr5%20b/GHjbmr/hJ0r8vkjVKjWL0yV1dYo6N4rb3y7Z6kYRyb/uEs9WS11EGMgEghieC8n/Mru6ErWacA%20aMpPw9CW+g5bGH7v2DtX2tcMuzBwzYJRsvjCNRMpEGs1kyQyWSTi+pT8910/lLQz1L4qbuXi7f8A%20Dq7iNSjq1iPy4+20Z2/2ni4GTXHuuTVKeVFK6xd6UtWqBiIAlbZSnNEcP5jLfp3P5tLs7Lu37V7f%208KtUVURakpirbdNfb+3V3U4csjMxM2yg5Aory4ylGSQGgAk6pkfkRx4ruz/fTqb4quPluOOifxq6%20qetEq6d9nqWPPrh2oenES7p3SqXojJspnKVs4wKKIyEZiUwqGAMiWaS756nV+mnccS+KUZIrxtn6%20+m0T7lxM23FhVj91OeIxjdfj2SjCUIyEdM0Kf4kkJKXDSU+pr2O7StSqzWQ3ou3P3KK6Ui+/326/%20b2D3+Pb40HvMcQ6Yz+1NdWRKFdhGg6pSkkpLwfiOKnXHerpd+n0C59O32q2Z/U+u0hi1d7yK9WJ7%20gx82lR6lldFUwNWiWkGMpBUl4Hn58E7tFUUpxDjtp3P4/eoVqnS2KeB77ZnC93QGmPc8a0EAyMqU%2046SU+py/jz89kqoWaAR2qlNTRU8444xgPc//AHhTKiqy831kCcLcMSik9oIICyXd8iq+bhPo7Cdu%20qHP68edr7Zd5a2uL1PPa4dmlmHtWN97/APkyqibgQ4JQ8CZb33Of4ru5O43VAD9W/bdaUczU49jA%20aVEgQF58ULKru/Vd2aAarzmYxcv2SBFEAYrGRP8AU4gqILpXmFf9fz3Qky8z+6WgjmJfbrYDSokC%20AvPihZVd36rulANUTmYxcvMBpUSBAXnxQsqu79V3EA1JzMYuXzPtK+ce7W4wkDXPH9WQA4yjKIDk%20q3qFUXj+hly9+aAT237FqgXrbvjDbfate8CPVxImQANd23iTvq4Ben80lv2JgWy2y70gJbV1gNKi%20QIC8+KFlV3fqu7qQDVzTmYxcvMBpUSBAXnxQsqu79V3EA1JzMYuXx/dsjPr0Y+P24dxx76rfuCbK%204RikImENNi6jaTpKMOag7nSipH6k/r8odYcRZx4X+dT9rdky8XvNNt3tq/DqSWnIv7lDLhjiVcI/%2006tU1MhEQVyn5Hd0rV8V+TrwmTzt51oep1p3WyHWF8tr4wGlRIEBefFCyq7v1XdzIBq6ZzMYuXmA%200qJAgLz4oWVXd+q7iAak5mMXLzAaVEgQF58ULKru/VdxANSczGLl5gNKiQIC8+KFlV3fqu4gGpOZ%20jFy+p90ys3D7nfkWSyfUGViV4kYerLEOLdKmuwkL6JsMpzY71TSoI15UKrokX6m8LN6WvC94T0qR%206YS6VXxR1vs3wVLX22YmRkfeYfcJZVsxmZuRiWUGZlUKhrjDTAyNYlGVI3RClSFOrdbtPDfVS68Z%20+3i6o847iJFPyt6IvGdr7MTIyPvMPuEsq2YzM3IxLKDMyqFQ1xhpgZGsSjKkbohSpCnVudp4b6qX%20XjP28XVHm7iJFPyt6IvGdr7WhgNKiQIC8+KFlV3fqu66AaqTmYxcvygNUSDMOE3OeXD6nf8AC7qU%20r6invdaXaI3Hw8fP0QihHqRIIHzPFOC83fr5pSqUwPujpe03zt9eLhCKEepEggfM8U4Lzd+vmJVK%20YH3Ol7TfO314uEIoR6kSCB8zxTgvN36+YlUpgfc6XtN87fXi4QihHqRIIHzPFOC83fr5iVSmB9zp%20e03zt9eLhCKEepEggfM8U4Lzd+vmJVKYH3Ol7TfO314uEIoR6kSCB8zxTgvN36+YlUpgfc6XtN87%20fXi6MQOFkSoB5nihZebv18xFfeB90oko278Z2+vF2gONcXHBzxTgo4u/XzRQsEgB+aaqXXxPP14u%20EIoR6kSCB8zxTgvN36+aUqlMD7q9L2m+dvrxcIRQj1IkED5ninBebv18xKpTA+50vab52+vFwhFC%20PUiQQPmeKcF5u/XzEqlMD7nS9pvnb68XCEUI9SJBA+Z4pwXm79fMSqUwPudL2m+dvrxcIRQj1IkE%20D5ninBebv18xKpTA+50vab52+vFwhFCPUiQQPmeKcF5u/XzEqlMD7nS9pvnb68XypgDMREhYqHTF%20VKkHaoO5/wDb5q1K6Z+p/wCpRL8cZj8dsRCKEepEggfM8U4Lzd+vmslUpgfdHS9pvnb68XCEUI9S%20JBA+Z4pwXm79fMSqUwPudL2m+dvrxcIRQj1IkED5ninBebv18xKpTA+50vab52+vFwhFCPUiQQPm%20eKcF5u/XzEqlMD7nS9pvnb68X1X4eLk0mnIFV9UgCa7I64klOAkDuf8A2ruqqJUiIqPxLz7r9uqq%20lUWmrpW5cZ2+vF8Le2duvphTdVj3VQiBVXOsTjFREbBIFChT/wBfNC001M6O0oB/yv2+93KVemta%20VWbVL5zi9+/i/tvb8G+cLLq6LrIAGuc4CcolQVgZAkSf/b5p6aVVFVHXewf8o7fdrpRqalpRdyrn%20F79/F+muEdFg9SJBgOCnjKHzBd/9q7p6pTA+7NEvQ8bS3aD7z2GXcLiAafTupFNlwstrsAMgSdMR%20KFqaljGxgSeKnVhX21qWUFbfZvSVsFml8H9D+H/JTtJ+JXSp0SCpZF1V6XtVHd02zlgdyn3IXWfb%20341SfaRN9sdAkIiUzA1TE7SvGUkQoOZnNCV9T1I+65ODTJL8qpX2v2ulFVKlnBFfx64U3NNYvZhR%202Kf91GTZ6EKa5zvrNVl5Mp2AR/6Uv6cCRJZkfUf1Op2aFRUVU3jfbwR3Xwe1f8pF7XR1Kq1IlKu0%20ka13qsZF/Ci7TQhFCPUiQQPmeKcF5u/XzbpVKYH3ed0vab52+vF4fvM6cbJpyJ5WNGMqLKTDJMox%20PqSrJlCWmSz4DQfqVjx1cffqZb6qVSJGcprDx9D+J2+uhaUf8SL8Y+aPJZvFlZ0jtFjIwaMHH7Rf%20dRi52VgUV592ROP9OsRjARj6hlrtJmUi8QpJJX+pFXcpX4Sk7+kvPxnPrTtVV1r3aXqoprVaUp/N%20BXgsEvthe3Xfldlycyfa4ZePWttVt9k7AZzuHpaIUicjLXLYJFE5OZPenuULUyfme9anz0om2Pb7%20PdopTuKiyVmkiRdVxVEjvW+wiA0Ea4kEB3PFOCg7iv8At83Q8UWIey/d5nS6eJ5+u1Xpprl3PHwI%202Yt0K8i+2yEDOV+mwSlL1oSEdIWyIUmQnqBcfXh2K3qpb7XjnD4q9lrKvH1u5Si9qqup/lTTTZ0w%20WlmV4ydvtlN9ts+14Rt73h6gKLcWiU5JZfMykbJGT65znwZVPDnviipaH6XRlePhPjbPjtjUvXR2%20lq6V+dW5IfFrk9Op9+2XacWjPzczJNtE6rK8VZYllk6pWVSMhosSIMkMdQREKO+vbs9+utFd2s9Y%20+qJPfbn/AC/49FFCUo6VLUrvCr7bHWcUvfbZ37tdVsaIzP3dN2XC27ENoiZ7ABGsWyjAo0pQPF+J%20+qO5U60ozuiwhGE+PJ/PP+FQidXyWmpoKjwikYRR996bcF+Jdd7Qy5Ty5xrhG400wmJRNQIjVASS%20UpREQB/mU/WDuzr+XbpVU3cJ2w8ctu7sL0/yqY9SqtMVmiqiOyIrPG1+KR2k8ntnbb+901inHNkI%20fdZFwrHqGWoRqGshVMjIn9Pkd8pRSvc/DKLtNVc4tBbeftd7uU9lfnUy/FE6oWOrPbDfPaZEIoR6%20kSCB8zxTgvN36+boSqUwPu8/pe03zt9eL+zjpogEEoyJ/qAKCohwULq+f6/nuUq6l4fJVTBD1t9f%20PWwGlRIEBefFCyq7v1XdZANVZzMYuXmA0qJAgLz4oWVXd+q7iAak5mMXL5n2lfOPdrcYSBrnj+rI%20AcZRlEByVb1CqLx/Qy5e/NAJ7b9i1QL1t3xhtvtWveBHq4kTIAGu7bxJ31cAvT+aS37EwLZbZd6Q%20Etq6wGlRIEBefFCyq7v1Xd1IBq5pzMYuXmA0qJAgLz4oWVXd+q7iAak5mMXL+LvkzX2TuEo2yrIx%20bZerSNVkP6a6qxxMx+X7rumlFVrVfz43L6/5W7aJUqIsnyvi5fSfZ/ZZ4/c8O2ftrKwUrBlmW5/r%20wiTUBqNRnLVKSoiFP47umupIsuHC4vkvJT8kR+pRL/G+/b6GwGlRIEBefFCyq7v1XdyoBq6ZzMYu%20XmA0qJAgLz4oWVXd+q7iAak5mMXLzAaVEgQF58ULKru/VdxANSczGLl5gNKiQIC8+KFlV3fqu4gG%20pOZjFy+Pyey05GXC63JunTGyvI+01g0+pAR0yCgzYodMZaSXQruimnxDfPg9up0aRxipG3yvsWLV%20nfdC62cBOV0MYyEqYWXRiJzhEjVqKllIWRTjuiihsU81cn5QqhaupGXx9LV8uE7VfYsWrO+6F1s4%20CcroYxkJUwsujETnCJGrUVLKQsinHcoobFPNXJ+UKi1dSMvj6Wr5cJ2yLAaVEgQF58ULKru/Vd1k%20A1ROZjFy8JKCCVBABVCzOHk/457q0S8QKpqZThfE8TAaVEgQF58ULKru/Vd1kA1ROZjFy8wGlRIE%20BefFCyq7v1XcQDUnMxi5eYDSokCAvPihZVd36ruIBqTmYxcvMBpUSBAXnxQsqu79V3EA1JzMYuXm%20A0qJAgLz4oWVXd+q7iAak5mMXLzAaVEgQF58ULKru/VdxANSczGLl/sShABElRefFCyni79V3GgB%20/lNM0PW0vSQExYggKgVFQsvN3b+e6tH4UA/umuKq4bhfGA0qJAgLz4oWVXd+q7rIBqrOZjFy8wGl%20RIEBefFCyq7v1XcQDUnMxi5eYDSokCAvPihZVd36ruIBqTmYxcvMBpUSBAXnxQsqu79V3EA1JzMY%20uXmA0qJAgLz4oWVXd+q7iAak5mMXLzAaVEgQF58ULKru/VdxANSczGLl+dIWyME9TUixHF0O07t3%20457q1JAD/K1EVPOfmPgwGlRIEBefFCyq7v1XdZANVZzMYuXmA0qJAgLz4oWVXd+q7iAak5mMXLzA%20aVEgQF58ULKru/VdxANSczGLl5gNKiQIC8+KFlV3fqu4gGpOZjFy8wGlRIEBefFCyq7v1XcQDUnM%20xi5eYDSokCAvPihZVd36ruIBqTmYxcvMBpUSBAXnxQsqu79V3EA1JzMYuX7KwNFo1AjQCUC8ZQ4c%20Xd+q7o3G8PkRfAS/PPWwGlRIEBefFCyq7v1XdKAak5mMXLzAaVEgQF58ULKru/VdxANSczGLl5gN%20KiQIC8+KFlV3fqu4gGpOZjFy8wGlRIEBefFCyq7v1XcQDUnMxi5eYDSokCAvPihZVd36ruIBqTmY%20xcvMBpUSBAXnxQsqu79V3EA1JzMYuXmA0qJAgLz4oWVXd+q7iAak5mMXL/WESFEgQFKKioWVX+fV%20d1W+SeIY/dZI0xPru52+MBpUSBAXnxQsqu79V3WQDVWczGLl5gNKiQIC8+KFlV3fqu4gGpOZjFy8%20wGlRIEBefFCyq7v1XcQDUnMxi5fryMbGyKjTkV15FMgDKE4iyLoVAku5/wDau6q0JUkUfiH+1+33%20aqVelVpVNy4pE5+mij0DjGEJY8oCEqtIMNBAYRKjmhH813T0oqMoH6oTuVdXU6pU7u+M5nH0V1Rn%20KYjEzsjGNlgAMjEOApcoZnxPFd0ogH/aOpVRlklnFopGa2j5MBpUSBAXnxQsqu79V3EA1ROZjFy/%20ZIEUQBisZE/1OIKiC6V5hX/X890JMvM/uloI5iX262A0qJAgLz4oWVXd+q7pQDVE5mMXLzAaVEgQ%20F58ULKru/VdxANSczGLl8z7SvnHu1uMJA1zx/VkAOMoyiA5Kt6hVF4/oZcvfmgE9t+xaoF6274w2%2032rXvAj1cSJkADXdt4k76uAXp/NJb9iYFstsu9ICW1dYDSokCAvPihZVd36ru6kA1c05mMXLzAaV%20EgQF58ULKru/VdxANSczGLl8V7gyMmvFnjxwhl4V+Pd95d68KY1AVgxCzKrYSYmQ+n8wdxES2xvG%20It/j8jyW8WceF/nVfavYbMbu+Lf/ANsXdvpEV+7l3MZUIA1gA+kLJ6zLVp5/Pnu6qlgvyjw9i+S8%20yUrBFSHHgNw2v7AaVEgQF58ULKru/Vd3KgGrpnMxi5eYDSokCAvPihZVd36ruIBqTmYxcvMBpUSB%20AXnxQsqu79V3EA1JzMYuXmA0qJAgLz4oWVXd+q7iAak5mMXLzAaVEgQF58ULKru/VdxANSczGLl5%20gNKiQIC8+KFlV3fqu4gGpOZjFy8wGlRIEBefFCyq7v1XcQDUnMxi5eYDSokCAvPihZVd36ruIBqT%20mYxcvCSgglQQAVQszh5P+Oe6tEvECqamU4XxPEwGlRIEBefFCyq7v1XdZANUTmYxcvMBpUSBAXnx%20Qsqu79V3EA1JzMYuXmA0qJAgLz4oWVXd+q7iAak5mMXLzAaVEgQF58ULKru/VdxANSczGLl5gNKi%20QIC8+KFlV3fqu4gGpOZjFy8wGlRIEBefFCyq7v1XcQDUnMxi5f7EoQARJUXnxQsp4u/VdxoAf5TT%20ND1tL0kBMWIICoFRULLzd2/nurR+FAP7priquG4XxgNKiQIC8+KFlV3fqu6yAaqzmYxcvMBpUSBA%20XnxQsqu79V3EA1JzMYuXmA0qJAgLz4oWVXd+q7iAak5mMXLzAaVEgQF58ULKru/VdxANSczGLl5g%20NKiQIC8+KFlV3fqu4gGpOZjFy8wGlRIEBefFCyq7v1XcQDUnMxi5fnSFsjBPU1IsRxdDtO7d+Oe6%20tSQA/wArURU85+Y+DAaVEgQF58ULKru/Vd1kA1VnMxi5eYDSokCAvPihZVd36ruIBqTmYxcvMBpU%20SBAXnxQsqu79V3EA1JzMYuXmA0qJAgLz4oWVXd+q7iAak5mMXLzAaVEgQF58ULKru/VdxANSczGL%20l5gNKiQIC8+KFlV3fqu4gGpOZjFy8wGlRIEBefFCyq7v1XcQDUnMxi5fsrA0WjUCNAJQLxlDhxd3%206rujcbw+RF8BL889bAaVEgQF58ULKru/Vd0oBqTmYxcvMBpUSBAXnxQsqu79V3EA1JzMYuXmA0qJ%20AgLz4oWVXd+q7iAak5mMXLzAaVEgQF58ULKru/VdxANSczGLl5gNKiQIC8+KFlV3fqu4gGpOZjFy%208wGlRIEBefFCyq7v1XcQDUnMxi5eYDSokCAvPihZVd36ruIBqTmYxcv9YRIUSBAUoqKhZVf59V3V%20b5J4hj91kjTE+u7nb4wGlRIEBefFCyq7v1XdZANVZzMYuXmA0qJAgLz4oWVXd+q7iAak5mMXLzAa%20VEgQF58ULKru/VdxANSczGLl5gNKiQIC8+KFlV3fqu4gGpOZjFy8wGlRIEBefFCyq7v1XcQDUnMx%20i5eYDSokCAvPihZVd36ruIBqTmYxcvMBpUSBAXnxQsqu79V3EA1JzMYuX7JAiiAMVjIn+pxBUQXS%20vMK/6/nuhJl5n90tBHMS+3WwGlRIEBefFCyq7v1XdKAaonMxi5eYDSokCAvPihZVd36ruIBqTmYx%20cvmfaV8492txhIGueP6sgBxlGUQHJVvUKovH9DLl780Antv2LVAvW3fGG2+1a94EeriRMgAa7tvE%20nfVwC9P5pLfsTAtltl3pAS2rrAaVEgQF58ULKru/Vd3UgGrmnMxi5eYDSokCAvPihZVd36ruIBqT%20mYxcv0Z+JXl4ORhWWGNeTVKqdlaaoiyIBlAy1DVu+R/iu6FSEbPQPulFBbS+pe2MDsQzsezt/uzu%20HdRXrhHFuy43U2GuMRPaYAz0i6J2lCoO5d3Sq1TWmabr5m9U440pSzIsEIb39uN0YDSokCAvPihZ%20Vd36ru50A1azmYxcvMBpUSBAXnxQsqu79V3EA1JzMYuXmA0qJAgLz4oWVXd+q7iAak5mMXLzAaVE%20gQF58ULKru/VdxANSczGLl/NZ3PttWXHBszKBl2xBjjGyHqEFHjAnUS7oPFdxIwtA+RnSMi+L7hf%20P7r2v709u+9x5ZpD4osgbRtjMkVkmSpJS3A8wd0Uqi2xA+UrSrOqQIzi5fnHuGAcuWDHKpnliAnZ%20jCcZWRidJ1aFMvOFbnzXcpVFlFiJ/wCoVII5wjF9wu9gNKiQIC8+KFlV3fqu6UA1JzMYuXhJQQSo%20IAKoWZw8n/HPdWiXiBVNTKcL4niYDSokCAvPihZVd36rusgGqJzMYuXmA0qJAgLz4oWVXd+q7iAa%20k5mMXLzAaVEgQF58ULKru/VdxANSczGLl5gNKiQIC8+KFlV3fqu4gGpOZjFy8wGlRIEBefFCyq7v%201XcQDUnMxi5eYDSokCAvPihZVd36ruIBqTmYxcv9iUIAIkqLz4oWU8Xfqu40AP8AKaZoetpekgJi%20xBAVAqKhZebu3891aPwoB/dNcVVw3C+MBpUSBAXnxQsqu79V3WQDVWczGLl5gNKiQIC8+KFlV3fq%20u4gGpOZjFy8wGlRIEBefFCyq7v1XcQDUnMxi5eYDSokCAvPihZVd36ruIBqTmYxcvMBpUSBAXnxQ%20squ79V3EA1JzMYuXmA0qJAgLz4oWVXd+q7iAak5mMXL86QtkYJ6mpFiOLodp3bvxz3VqSAH+VqIq%20ec/MfBgNKiQIC8+KFlV3fqu6yAaqzmYxcvMBpUSBAXnxQsqu79V3EA1JzMYuXmA0qJAgLz4oWVXd%20+q7iAak5mMXLzAaVEgQF58ULKru/VdxANSczGLl5gNKiQIC8+KFlV3fqu4gGpOZjFy8wGlRIEBef%20FCyq7v1XcQDUnMxi5eYDSokCAvPihZVd36ruIBqTmYxcv2VgaLRqBGgEoF4yhw4u79V3RuN4fIi+%20Al+eetgNKiQIC8+KFlV3fqu6UA1JzMYuXmA0qJAgLz4oWVXd+q7iAak5mMXLzAaVEgQF58ULKru/%20VdxANSczGLl5gNKiQIC8+KFlV3fqu4gGpOZjFy8wGlRIEBefFCyq7v1XcQDUnMxi5eYDSokCAvPi%20hZVd36ruIBqTmYxcvMBpUSBAXnxQsqu79V3EA1JzMYuX+sIkKJAgKUVFQsqv8+q7qt8k8Qx+6yRp%20ifXdzt8YDSokCAvPihZVd36rusgGqs5mMXLzAaVEgQF58ULKru/VdxANSczGLl5gNKiQIC8+KFlV%203fqu4gGpOZjFy8wGlRIEBefFCyq7v1XcQDUnMxi5eYDSokCAvPihZVd36ruIBqTmYxcvMBpUSBAX%20nxQsqu79V3EA1JzMYuXmA0qJAgLz4oWVXd+q7iAak5mMXL9kgRRAGKxkT/U4gqILpXmFf9fz3Qky%208z+6WgjmJfbrYDSokCAvPihZVd36rulANUTmYxcvMBpUSBAXnxQsqu79V3EA1JzMYuXzPtK+ce7W%204wkDXPH9WQA4yjKIDkq3qFUXj+hly9+aAT237FqgXrbvjDbfate8CPVxImQANd23iTvq4Ben80lv%202JgWy2y70gJbV1gNKiQIC8+KFlV3fqu7qQDVzTmYxcvMBpUSBAXnxQsqu79V3EA1JzMYuX8nd/tP%207TmxzLDHDljz+5sgDKUazBZygAJEyQ8gf4rurXS6RA/VNKxQ9bS/557S7j2rJ9x4tE++1ZpnI5GF%20j04N+ObJDGhSZylZHRBIRksIsSVfzdjL0u0WW3eqL43eu3LXSjpSsEpbjdbf7Rj9OYDSokCAvPih%20ZVd36ru5UA1dM5mMXLzAaVEgQF58ULKru/VdxANSczGLl5gNKiQIC8+KFlV3fqu4gGpOZjFy8wGl%20RIEBefFCyq7v1XcQDUnMxi5fTu5SEe4Z9hNYxYdwwBk0kiV87D6Hpzpm+gLILDTIz3IQu7Ptxb+t%20fPeu9+EHd1SC6rFFuowjjfGe+O0lh5GXhZVUTkY2Xi9zyroiNETKcSVnq9UzMZaI16JxEP4nzz2X%20ZEXcpe7w5b6VoiuspeiedyvjtxYfp+t28gg5v90zPXiEMgJCwTWOo+SUOZ4jiu6O0rrT/Qvo8f6v%20pvtXV+KMPj/19HJ2xgNKiQIC8+KFlV3fqu7RANWc5mMXL/DqVNYlEgam1cdJYkl+R/GqqUrvtC+9%20Hl3mYxPEBMAAzjIGI1oFc6SsVJf58ePPzT0rvDnejoKe8VUvATAAM4yBiNaBXOkrFSX+fHjz8zpX%20eHO9HQU94qpeAmAAZxkDEa0CudJWKkv8+PHn5nSu8Od6Ogp7xVS8BMAAzjIGI1oFc6SsVJf58ePP%20zOld4c70dBT3iql4CYABnGQMRrQK50lYqS/z48efmdK7w53o6CnvFVLwEwADOMgYjWgVzpKxUl/n%20x48/M6V3hzvR0FPeKqXo64oNcZbRqIHM6SsVJf58ePPzOlVtDnejnQX3ipxbwgMoyBiNemLKdJWK%20kv8APjx5+aEpvDnejlVFB3LwEwADOMgYjWgVzpKxUl/nx48/NPSu8Od6Ogp7xVS8BMAAzjIGI1oF%20c6SsVJf58ePPzOld4c70dBT3iql4CYABnGQMRrQK50lYqS/z48efmdK7w53o6CnvFVLwEwADOMgY%20jWgVzpKxUl/nx48/M6V3hzvR0FPeKqXgJgAGcZAxGtArnSVipL/Pjx5+Z0rvDnejoKe8VUvATAAM%204yBiNaBXOkrFSX+fHjz8zpXeHO9HQU94qpejriYgyjIIDNBzOkrFSX+fHj/zQtD2hzvR5RUF94qp%20eAmAAZxkDEa0CudJWKkv8+PHn5p6V3hzvR4gp7xVS8BMAAzjIGI1oFc6SsVJf58ePPzOld4c70dB%20T3iql4CYABnGQMRrQK50lYqS/wA+PHn5nSu8Od6Ogp7xVS8BMAAzjIGI1oFc6SsVJf58ePPzOld4%20c70dBT3iql4CYABnGQMRrQK50lYqS/z48efmdK7w53o6CnvFVLwEwADOMgYjWgVzpKxUl/nx48/M%206V3hzvR0FPeKqXgJgAGcZAxGtArnSVipL/Pjx5+Z0rvDnejoKe8VUvR9SI0mcZCUQLEC8dJWKkv8%20+P8AFd0dKrbaF96PPUjAqqXgJgAGcZAxGtArnSVipL/Pjx5+aeld4c70eIKe8VUvATAAM4yBiNaB%20XOkrFSX+fHjz8zpXeHO9HQU94qpeAmAAZxkDEa0CudJWKkv8+PHn5nSu8Od6Ogp7xVS8BMAAzjIG%20I1oFc6SsVJf58ePPzOld4c70dBT3iql4CYABnGQMRrQK50lYqS/z48efmdK7w53o6CnvFVLwEwAD%20OMgYjWgVzpKxUl/nx48/M6V3hzvR0FPeKqXgJgAGcZAxGtArnSVipL/Pjx5+Z0rvDnejoKe8VUvD%20WAImUZAxGtIq50lYqS/z4/x80dMXcCKOdFRj3dy0BMAAzjIGI1oFc6SsVJf58ePPzT0rvDnejoKe%208VUvATAAM4yBiNaBXOkrFSX+fHjz8zpXeHO9HQU94qpeAmAAZxkDEa0CudJWKkv8+PHn5nSu8Od6%20Ogp7xVS8BMAAzjIGI1oFc6SsVJf58ePPzOld4c70dBT3iql4CYABnGQMRrQK50lYqS/z48efmdK7%20w53o6CnvFVLwEwADOMgYjWgVzpKxUl/nx48/M6V3hzvR0FPeKqXgJgAGcZAxGtArnSVipL/Pjx5+%20Z0rvDnejoKe8VUv9BIrEJGMmBlID/EIqikv/AOvNdxEA/wC0KynvE8TAaVEgQF58ULKru/Vd0oBq%20TmYxcvMBpUSBAXnxQsqu79V3EA1JzMYuXzPtK+ce7W4wkDXPH9WQA4yjKIDkq3qFUXj+hly9+aAT%20237FqgXrbvjDbfate8CPVxImQANd23iTvq4Ben80lv2JgWy2y70gJbV1gNKiQIC8+KFlV3fqu7qQ%20DVzTmYxcvMBpUSBAXnxQsqu79V3EA1JzMYuX83c7xj9sy7TeKIwonOWSIet6aR1axDcZkc4jjwdd%20zc59fX/IiOYzOfzrt3vDtH9xwsnufvGfcsekTvpxqu120CcpV+nqMxCcignLaOOocfP1MztSzo07%200y5+OCOsFqtGj5zt3x+kYWZjZmFTlY1gtxsquFtU9JCwsEZCQE92oq4T+e7nWlUVlmgHVsiop4bz%20nuYDSokCAvPihZVd36ruqgGqZzMYuXmA0qJAgLz4oWVXd+q7iAak5mMXLzAaVEgQF58ULKru/Vdx%20ANSczGLl+meDgyyY5M6KrMmMRGOQYRlZGJQpGZWXmdPnzXdCUpO0D5Joykr4nj5XgYFWTZk149Mc%20m6IF2RCEfUkJaSVl9RJZevmU0ogH/IqvMxjwF9jhYVeTPJhTV9zbARtyIwj6hidJTX9R4BR/PzKa%20UQmH6jvMxt3X+eFvdO2U5tXbrcyiOdkwM6cSVkPVnEIZSrrkdUk8yA/xXdNMVa1CNx/UVIOsi+Kr%20uFzzM3DwcaeRmZFVGLCINt9soxriJGL6plFJKfx5ruhVRJgfqlKeoxnE8c6b6LqIW0WwvouhGcLa%20yJxlGYBEoFSCq8v3XdZltA/VWczGdwubAaVEgQF58ULKru/Vd0IBqmczGLl5gNKiQIC8+KFlV3fq%20u4gGpOZjFy8wGlRIEBefFCyq7v1XcQDUnMxi5eYDSokCAvPihZVd36ruIBqTmYxcvwyMjHxqLLsi%202FePCGq22ZAhCLEyMpFB+fVdx2R1A/VKJ1QOcTx5R3zsp7dLuA7hiz7aAlmaLa5URcA/1DIx1ajp%20L+K7odER1X3D9RKVWDG+fmP1U30XUQtothfRdCM4W1kTjKMwCJQKkFV5fuu6zLaB+qs5mM7hdWP3%20Lt2TdfjY2XRkXY+kZVVU42TqMk+qIJMZEqH/AD4+atCpUjpFN4f9pVLFhb7pGLl/QwGlRIEBefFC%20yq7v1XdKAak5mMXLzAaVEgQF58ULKru/VdxANSczGLl5gNKiQIC8+KFlV3fqu4gGpOZjFy8wGlRI%20EBefFCyq7v1XcQDUnMxi5fhfkUY1E7b7YV0QjqttmQIRixMtUin69V3SiAf9iJ1QOcTx05XdO2Yd%20lFGVmUU2ZZEMeFlkIyskdLVCZWctwURXjzXdVFR2+7EP6iI9L/bhxnaX9KgAhQQQF5oqFQqu79V3%20TZED9SZ7xcv5sHufbc+mVmBmUZtIOiyzHshdGMtpIWJlvdx/NdxIo4H9RUiywuFOfSwGlRIEBefF%20Cyq7v1XcQDUnMxi5eYDSokCAvPihZVd36ruIBqTmYxcvMBpUSBAXnxQsqu79V3EA1JzMYuXmA0qJ%20AgLz4oWVXd+q7iAak5mMXL+XN7t2rAlVVm5uPjyydtMbrIQMztJFYmd0tzovHmu6OpHRHjzD9U9L%20o9iG+0v9t7p2ynNq7dbmURzsmBnTiSsh6s4hDKVdcjqknmQH+K7ppirWoRuP6oVIOsi+KruF32W1%20U1TnZOMaox1WTkRpjFATJZHx6ruhVREdbAOoidUDnFV3C68TNw8zGjfh5FWXjWjbfTKNsChAlpkD%20IE6lBT9/NZgP+xt5jgLuYDSokCAvPihZVd36ruhANSczGLl5gNKiQIC8+KFlV3fqu4gGpOZjFy8w%20GlRIEBefFCyq7v1XcQDUnMxi5eYDSokCAvPihZVd36ruIBqTmYxcv5Le89npz6+2W5+NHuF8RKrD%20lbD1pRKEyhXKWuX5oPFdymKtaB8p6VZ1SBfFV3C+w7r2uWfPtkM3Hs7hCsWW4cbISujA6Tr9NTPz%20hSnPmu5TFIRb3mf+oVII8CyMXL9mZm4eDjTyMzIqoxYRBtvtlGNcRIxfVMopJT+PNd0KqJMD9UpT%201GM4njnTfRdRC2i2F9F0IzhbWROMozAIlAqQVXl+67rMtoH6qzmYzuFzYDSokCAvPihZVd36ruhA%20NUzmYxcvMBpUSBAXnxQsqu79V3EA1JzMYuXmA0qJAgLz4oWVXd+q7iAak5mMXLxIAIJBBAU8UVCo%20Xm79V3QqsjqB+pM94vuF5Mju/acbChmZGdj14N0YmGVO2AqkJgSBhOR0ky/Lj+a7pdlRFmst6h+q%20UTq8MMTnnm9y7dgY/rZ2XRjY8tI9a6cYQWSFpTKaj+FXdDo6Is1leH6opTqS6fvO0v6FGlNQlGQB%20JDsUKhVd36rumUwP1QjKh5zi5fzYPc+259MrMDMozaQdFlmPZC6MZbSQsTLe7j+a7iRRwP6pVIss%20LhTnYvaV8492txhIGueP6sgBxlGUQHJVvUKovH9DLl780Antv2LVAvW3fGG2+1a94EeriRMgAa7t%20vEnfVwC9P5pLfsTAtltl3pAS2rrAaVEgQF58ULKru/Vd3UgGrmnMxi5eYDSokCAvPihZVd36ruIB%20qTmYxcv1ZmNDJw78ScyK8io1znA7oiwAExJXc/8AtXdFSQmBH5TTVFF3G+ZxqHt2Zz+4YZt9xYnc%206MH1I4lWJTGqU5xrhCctWqaiMbnjBjqBUj6+hXSLKirTgq5p7RZcKURU6UWCKWx+vjdGA0qJAgLz%204oWVXd+q7sEA1bTmYxcvMBpUSBAXnxQsqu79V3EA1JzMYuXmA0qJAgLz4oWVXd+q7iAak5mMXLzA%20aVEgQF58ULKru/VdxANSczGLl5gNKiQIC8+KFlV3fqu4gGpOZjFy8wGlRIEBefFCyq7v1XcQDUnM%20xi5eYDSokCAvPihZVd36ruIBqTmYxcvoncxA394hMR+/n3rtn20imsxIxjDTJJK3q8j5uKnVlQn4%20V/8A+iv5LZ/ThG5d6ouln7XqrWq/yxxnfc0YHuHt6FpEsY9wErH26/trTUqlz6hCBDuT/iun40f8%20tTcYf9erweduaRoq8PLqp43E3skx/slsa0OKMzNjjIhj6P3U9Bg8lHyTl+u6e2n/AMdH9KcoYN5/%205R3FSqtePoj+Lu6RxjPMBpUSBAXnxQsqu79V3SgGqs5mMXLzAaVEgQF58ULKru/VdxANSczGLl5g%20NKiQIC8+KFlV3fqu4gGpOZjFy8wGlRIEBefFCyq7v1XcQDUnMxi5fH9/Pao9snLucfVxK502enHV%20KUrY2QlUIRiVnOVukCLqWdd1KlRGVYq8L1M+M0xgNvmc6xPtltXc+25/cKxQe7d2hk5GKDGUajDC%20nXjxlIFJ2GcRI8RrKAljN20WlaaVjCtf7laX9r8flVbG9VSVUqqbqU4p1JHzXizeMt7OP/6C+FCe%20h93nRxCEMfS+6noMCTP+H5fNd0Mqdmlp9CcoYN5/5RUqVdxXk6cqerxd3SOMYf2kafW9rxplCdh7%20Jd97KEUOrXjal47vWM1HzMuKnVelESpUT8PTT69ODtCPOvcVKprH9yr1RfTCG+8sBpUSBAXnxQsq%20u79V3SgGqJzMYuXmA0qJAgLz4oWVXd+q7iAak5mMXLzAaVEgQF58ULKru/VdxANSczGLl5gNKiQI%20C8+KFlV3fqu4gGpOZjFy+k/+Tc4f2jL7dZXkHFOHPInbTj321Ttb0YG2sSjBJ756j8vqBOrFXWpJ%20wWnx+XBZTvdGjPfspJbX33eP4n57483uC7Evj36+4JGzsFMsH14Srmuu2R0Qt0zE/VNShFVOKjXZ%20Yukerro4/px6vF/HH+PUiftuzNU//FF804vzsvuc5UfZvdBWTLIOBapH1CRqUkOdzui/xXdbv9LR%20/C8eDx8GI/K38RFenfC22EeKl/L2OvGr9y5owhA4U+29v1GpJQ1LZpQqd3paeA4fMHdal1Wt59eP%20Sj+mE3jlSr0UPBenBWZW49Xms7bIwGlRIEBefFCyq7v1XcQDVaczGLl5gNKiQIC8+KFlV3fqu4gG%20pOZjFy8wGlRIEBefFCyq7v1XcQDUnMxi5eYDSokCAvPihZVd36ruIBqTmYxcvpHuO3Nxu+95zB9l%20LHx+0VSnVmwnaLqNdkrq60kBEylpEyk/KNJB3c6VKi1OnU1VMPuVIM3j1dM0Wq3fpSnUtKSgvgu+%20fBVuee2jMnXae6aoCGdb3jtUsUSCWaZRxTDSUlwHq8im7ip1aJS1SWr+5U98FT/XCPGUVKksb9r1%20VrY/LHGw+9ZQh2L+rpljfdYJytTxFX3dJsJVVZpfkvEHdK0vVSn6s2xZpxbe60pkv9NXLjaX++3Q%20B3L3D6coyxpZ0NOgiUdf2tHqoE+rW0nLr/xT2fwf3Vc19XPxT3EdUf8AKmW/8rb4N4zjAaVEgQF5%208ULKru/Vd1kA1UnMxi5eYDSokCAvPihZVd36ruIBqTmYxcvMBpUSBAXnxQsqu79V3EA1JzMYuXmA%200qJAgLz4oWVXd+q7iAak5mMXL6F3Zu69ysNdH2Vfdu2fdVSOrJsuIx/TupkBLQI6obNMjMCaSiu7%20Cin8N9dTJeyxVbXm1iWqipTtrUj0rZ8H8HW/GKPY/wAldv8AS+57RIEHuM++9x+4Cgz0GN+skaiU%209P0mdtPFRq07Kxot/wDjXmj2fnnest8d1fxIu+hv+Mv7XFjP+5owPcPb0LSJYx7gJWPt1/bWmpVL%20n1CECHcn/FKfjR/y1Nxh/wBerwedsJGirw8uqnjcTeyTH+yWxrQ4ozM2OMiGPo/dT0GDyUfJOX67%20p7af/HR/SnKGDef+UdxUqrXj6I/i7ukcYzzAaVEgQF58ULKru/Vd0oBqrOZjFy8wGlRIEBefFCyq%207v1XcQDUnMxi5eYDSokCAvPihZVd36ruIBqTmYxcv4u89uxu4dvtxciU5USitkKpzhqBj9JMTqkD%20q3RdfzB3Zd5E6FVbIxu32Xnyv2qlRUsEikZqX0/s0sSrH9ojPnCWL/YrkMwDDWKsYzQFX9LWv5L8%209zvoirW8Phg8f+rymk3jalYMj/8A8mprTm7NKuqr2oO6ziaj2TIU2gGOvRjmRSQY+jq4qyh31T/I%20+S1qs/27f+WPS/FJvGUZIU//ALIN4s0Tn20/fQ/8TiKmWV/ZuI+oLQHipUFD+Z/3vNf+SqLGqUOr%20/s87394uzSn7jUy6lbzgx79nY68av3LmjCEDhT7b2/UaklDUtmlCp3elp4Dh8wd00uq1vPrx6Uf0%20wm8eelXooeC9OCsytx6vNZ2332lfOPdrcYSBrnj+rIAcZRlEByVb1CqLx/Qy5e/NAJ7dPYtUC9bd%208Ybb7Vr3gR6uJEyABru28Sd9XAL0/mkt+xMC2W2XekBLausBpUSBAXnxQsqu79V3dSAauaczGLl5%20gNKiQIC8+KFlV3fqu4gGpOZjFy+H9zd37RhYJwu4WWS/uVc6a6saud10gYjWa4xEzqAk/Vd0LQtS%20NjmW+bqaKyRS2al9O9t2US9xduqt7tV3EZAObi04eLKEoj7Wun1bzIkU7dprHGUh/wAXUjqiq0Ud%20J71RfG67fJeeulII/wAUVEa34ukufjDb6SwGlRIEBefFCyq7v1XdzIBq6JzMYuXmA0qJAgLz4oWV%20Xd+q7iAak5mMXLzAaVEgQF58ULKru/VdxANSczGLl5gNKiQIC8+KFlV3fqu4gGpOZjFy8wGlRIEB%20efFCyq7v1XcQDUnMxi5eYDSokCAvPihZVd36ruIBqTmYxcvMBpUSBAXnxQsqu79V3EA1JzMYuX81%20nbO2Tza86zFotzq4aK8s1wldCEnIhZIGQXUVAPM8V3ES23mH6jujLL6RnE8V/be2341uJfi0X42Q%20RO+mdcJwnImMtRjIESnqReP8fNHQipIFxv8AlKVK7lib4wsF3UU0Y9EMaiEK8euEYV1VxAhCAEQB%20CPAJwQfuu6UA1ROZjFy/NgNKiQIC8+KFlV3fqu4gGpOZjFy8wGlRIEBefFCyq7v1XcQDUnMxi5eY%20DSokCAvPihZVd36ruIBqTmYxcvMBpUSBAXnxQsqu79V3EA1JzMYuX6M7t/b87HONnY9OZjy0yNV1%20cbYKxEhGeoan/wBq7oWlFZ4h53/Kaal4CXx4C81Xtz29Th24FXbMOOFkaZX40KKvSmRpMZGCaZSC%20Dkf4+Z0IyIwH5iVRe0vjOV/n0wwMGqOPGuikRxYCGNphH+jAxiCKv8LbSI8mcfVKJbbIukvl/dDu%20jHGcVjj544vbO2Yd2Rdi4tFN2Wk8u6quEZ2SKHVOQCzksjxXieK7lKMjIB+oq9UVJX4C9LAaVEgQ%20F58ULKru/VdxANSczGLl5gNKiQIC8+KFlV3fqu4gGpOZjFy8wGlRIEBefFCyq7v1XcQDUnMxi5eY%20DSokCAvPihZVd36ruIBqTmYxcvwuppupsx7owuouhptrnETjKMwNQSSqqoR/NdxnmB+oigtpfpyu%202dsyrKLMrFoybMYieNZZXCyVUiYS1VGYkYyUD6f380dKO9oHyIsGkm4WPAXd6FAtNuiErpQEJW6Q%20ZaCRJBIqeJ4fzXc6XJj43/JOY7X2l+nA7Z2zttMqO34tGLTYROyvHrhXEyIiDJIgLJEB6+aaUZGA%20/qKvUrqYx4C9LAaVEgQF58ULKru/VdxANSczGLl5gNKiQIC8+KFlV3fqu4gGpOZjFy8wGlRIEBef%20FCyq7v1XcQDUnMxi5eYDSokCAvPihZVd36ruIBqTmYxcv5sztnbc01fe4tGWaSJ0yurhaa5HSdVe%20sSSapw/fzR0o6Lalof8AaUWDWF8TxWds7ZPNrzrMWi3OrhoryzXCV0ISciFkgZBdRUA8zxXdKJbb%20zD9UO6MsvpGcTxznhYUhfGdFVgy4iOUsIy9SJiBuVdZQ6XX+IO6OhFRl3+a7+WH9xFi8lQhG+V9/%20yYeFhYONHEwqasfFiNtNMIwrjqIkdMQykl0/dd0oBqTmSvieO5gNKiQIC8+KFlV3fqu4gGpOZjFy%208wGlRIEBefFCyq7v1XcQDUnMxi5eYDSokCAvPihZVd36ruIBqTmYxcvMBpUSBAXnxQsqu79V3EA1%20JzMYuX8tnau1WZ1efZiY9udXAQrzJVQldCJdIWSBkPqKgHmeK7oppRFe0QOqFZUZZfSM4nj7X2zt%20lWdbn14tAz74CF+ZGuHrSgdDGxNUvpDL4+ZTSiEw/VLvMxt3X+a/tvbb8a3EvxaL8bIInfTOuE4T%20kTGWoxkCJT1IvH+PmdCKkgXG/wCUpUruWJvjCwXdRTRj0QxqIQrx64RhXVXECEIARAEI8AnBB+67%20pQDVE5mMXL82A0qJAgLz4oWVXd+q7iAak5mMXLzAaVEgQF58ULKru/VdxANSczGLl5gNKiQIC8+K%20FlV3fqu4gGpOZjFy9IRMTCSThKIEgmoJJFRVcq/VdxEA/wCxFPWZz5Mns/aMnDrwcnCxsjCqEPSx%20rKoWVQ0gCJhCQMQQCjD+e6OlIb0A6pStd+PC+J45Z3bO259Axs/FozccGMxVfXC6EZMkoxmJDU6N%208+a7p6XZVmB8lKsjJAS+PAXcMfHFptEIG2VYrNoiDLQolpBL8Tw/mu50vP68fPG/5VRmRN3tKNu4%20XTgds7Z22mVHb8WjFpsInZXj1wriZERBkkQFkiA9fMpRkYD+qVXqV1MY8BbF7SvnHu1uMJA1zx/V%20kAOMoyiA5Kt6hVF4/oZcvfmgE9t+xaoF6274w232rXvAj1cSJkADXdt4k76uAXp/NJb9iYFstsu9%20ICW1dYDSokCAvPihZVd36ru6kA1c05mMXLzAaVEgQF58ULKru/VdxANSczGLl8H3/C9xyz8LN7JP%20DlOmm+nIrzDaIGN5pmJQ9MTOoSqQ/rzXdehouTzLYqiicfbfF3kLG+2Oz+8O259pzKu0faZltl+d%20kY3rnJkbSZjTriI7ZSRCSxLnz3VaelER4SQ37840ZVVVVEdWtsgnjD6b7cwGlRIEBefFCyq7v1Xd%20igGrSczGLl5gNKiQIC8+KFlV3fqu4gGpOZjFy8wGlRIEBefFCyq7v1XcQDUnMxi5eYDSokCAvPih%20ZVd36ruIBqTmYxcvMBpUSBAXnxQsqu79V3EA1JzMYuXmA0qJAgLz4oWVXd+q7iAak5mMXLzAaVEg%20QF58ULKru/VdxANSczGLl5gNKiQIC8+KFlV3fqu4gGpOZjFy8wGlRIEBefFCyq7v1XcQDUnMxi5e%20YDSokCAvPihZVd36ruIBqTmYxcvMBpUSBAXnxQsqu79V3EA1JzMYuXmA0qJAgLz4oWVXd+q7iAak%205mMXLzAaVEgQF58ULKru/VdxANSczGLl5gNKiQIC8+KFlV3fqu4gGpOZjFy8wGlRIEBefFCyq7v1%20XcQDUnMxi5eYDSokCAvPihZVd36ruIBqTmYxcvMBpUSBAXnxQsqu79V3EA1JzMYuXmA0qJAgLz4o%20WVXd+q7iAak5mMXLzAaVEgQF58ULKru/VdxANSczGLl5gNKiQIC8+KFlV3fqu4gGpOZjFy8wGlRI%20EBefFCyq7v1XcQDUnMxi5eYDSokCAvPihZVd36ruIBqTmYxcvMBpUSBAXnxQsqu79V3EA1JzMYuX%20mA0qJAgLz4oWVXd+q7iAak5mMXLzAaVEgQF58ULKru/VdxANSczGLl5gNKiQIC8+KFlV3fqu4gGp%20OZjFy8wGlRIEBefFCyq7v1XcQDUnMxi5eYDSokCAvPihZVd36ruIBqTmYxcvMBpUSBAXnxQsqu79%20V3EA1JzMYuXmA0qJAgLz4oWVXd+q7iAak5mMXLzAaVEgQF58ULKru/VdxANSczGLl5gNKiQIC8+K%20FlV3fqu4gGpOZjFy8wGlRIEBefFCyq7v1XcQDUnMxi5eYDSokCAvPihZVd36ruIBqTmYxcvMBpUS%20BAXnxQsqu79V3EA1JzMYuXmA0qJAgLz4oWVXd+q7iAak5mMXLzAaVEgQF58ULKru/VdxANSczGLl%205gNKiQIC8+KFlV3fqu4gGpOZjFy8wGlRIEBefFCyq7v1XcQDUnMxi5eYDSokCAvPihZVd36ruIBq%20TmYxcvMBpUSBAXnxQsqu79V3EA1JzMYuXmA0qJAgLz4oWVXd+q7iAak5mMXLzAaVEgQF58ULKru/%20VdxANSczGLl5gNKiQIC8+KFlV3fqu4gGpOZjFy8wGlRIEBefFCyq7v1XcQDUnMxi5eYDSokCAvPi%20hZVd36ruIBqTmYxcvMBpUSBAXnxQsqu79V3EA1JzMYuXmA0qJAgLz4oWVXd+q7iAak5mMXLzAaVE%20gQF58ULKru/VdxANSczGLl5gNKiQIC8+KFlV3fqu4gGpOZjFy+Z9pXzj3a3GEga54/qyAHGUZRAc%20lW9Qqi8f0MuXvzQCe2/YtUC9bd8Ybb7Vr3gR6uJEyABru28Sd9XAL0/mkt+xMC2W2XekBLausBpU%20SBAXnxQsqu79V3dSAauaczGLl5gNKiQIC8+KFlV3fqu4gGpOZjFy8wGlRIEBefFCyq7v1XcQDUnM%20xi5eYDSokCAvPihZVd36ruIBqTmYxcvMBpUSBAXnxQsqu79V3EA1JzMYuXmA0qJAgLz4oWVXd+q7%20iAak5mMXLzAaVEgQF58ULKru/VdxANSczGLl5gNKiQIC8+KFlV3fqu4gGpOZjFy8wGlRIEBefFCy%20q7v1XcQDUnMxi5eYDSokCAvPihZVd36ruIBqTmYxcvMBpUSBAXnxQsqu79V3EA1JzMYuXmA0qJAg%20Lz4oWVXd+q7iAak5mMXLzAaVEgQF58ULKru/VdxANSczGLl5gNKiQIC8+KFlV3fqu4gGpOZjFy8w%20GlRIEBefFCyq7v1XcQDUnMxi5eYDSokCAvPihZVd36ruIBqTmYxcvMBpUSBAXnxQsqu79V3EA1Jz%20MYuX1b/yDlW42H2nRbkRqs7jjQyY4crRZOqYJnEeifUkvOMePJV3X7CP3ERfy1Bv/wAq9xfgvhzS%20UZr4z84ynvuf2WHfO5V05l/t+mGKMOnuEroWyuslCuw1SzBO/TuC6uJVA+/WlOpKUX8S1QZpXthx%202zqm6fhSlVWNt3hxSO0xb7n7vHM/tlPa67+4Qxfu82sZBFVdc5AVxrslUtls/NHSAP8AFJd+fTSy%20q6tSrcYcue7fdFVVSlYKsZwaT+O6OcRV7q7hne5cXJ7RCWVh5nY/vIYF9sqYmRuCkDTaPV8rA/qh%2033TtpSlXU8Kkjc3q7x+tUr6+iyKpyTfxsttfbqy//ItFfbsLMxsWN0M3COdKqy0iyMAixhXVDIsl%20JWMjEQ/zFUlC9pUVUWxvF8LfZfunrdEgYv5e+g+5e55HujFu7XA5WJmdijnQwbbZVQJnbGWobbR6%20qS0tE8eKHfKdtKUr6n+NU/D1HthKuvosVXthZfxs832xs9zw7lfHIxZZVMcz2/fm0wFyVRJlBzWA%20T60SfrEuCh13Ur7dVNNVy02Ri93mPpQvWtDpDqW3hfEm8dXavc1WEO1ZGfkZd8I+3IZt8/V112HV%20VqkaZCRlfIyTVr5kOu7TvIr1sn3onm7WSOOdD1U0vvqt3TtjAjHpxO/91n7spsz4HFxZdlszBhV5%20AtqINtUhORsFMI2gS0lQjncQd1Vp6aarVSpEjD810lEW0lfXTQqoyLHBL85pe+fb/wDyViWTyYZu%20PGqurB/uELMedmRGdQlGMoxlOqmMrNUwP6ZnEq0j5lfaWml4qronnLw4p4b5pqWpURviyrPdO5YP%20aur3tfeO75fvTEhmQOLj5HaJZEcOu6V9R13VETkJRrS0CWk7TzQkHdPQ1NVqoqJFP6rpKItsdfVT%20QqoyLHzRL85pa76vevuTuEu0d/x+21yhX22NFd3cK7jC4XWSrmRTCMZk6YzjrOoLqKCQ+uOxQirS%20qxepuLK0eNg96qorTupfzSC3vP323d2/8jYfbcrKxvTpurwBSMw2ZNdd8jYISl9tRITlbKIsGp4r%20wCqNbt9rqZXnUqe63efN8kr+KIs+lFnvSybqqc/OZ757ij26nCjjVDOye52104lWrRA+oBI2SmRZ%20pAH1ERP5Ku6lFD1dKzR8Pqfdp1otHXZD/lK2363x0/e84E4JwR/eTlxwThStBr1TrjcLBcIz2mEg%20uxXRCu+1PadmWCov/GfMtmqpnezpl+rc6xWbj9Y9y5lXcu19rze3GjI7mckS/qwtjCOPGM9cDES1%20+pr5iJ+Y/wAUdCKiqiu1L+jE/N1SqyPvbztTeeMdie/cnMp7PDE7bCzI7ycqNdc7zGuEcWQBnr9K%20cjrBVoeK7rp2UeKr+FF8/r4+b1qqmjSq6ffNBcpe/J04fdczJwY14fb8qWBCXrgztv1wjEiM4RjG%20MtaykZH8hJd2dFD9Efx+8z/1NVcVeVKIvmiSR4rHHjtpH/kjHj23ulxx6L7+3DHka8XKhkU2V5Mo%20RjKF4j9YM98dP6ahLdonYlOKt45LZ9XqvcSKLZT1QV+Pj5z8+qfveeMe6Y+dgivKwpYtdVVVvqxu%20Obp9LTOcIaZaikwBJOWpd9U7SqlLK6qqp5elqQ91XdREeqDU9Xp558Xx753XuVdGHHuOLbhS/umL%20TXLCywa7YWkJLWYCcorJLK5QC8jIHc7dPyRleCzT2Xw4+c11L0VPBkSUZtK/fDnHDI/8gQxu8Dt9%20mHGePPLrwPWru9WwTsIScoxhKqDkbZW63+n/ABO32upE3qir5Fjp6x3a1Sz4o1u9rI4z59vu/Pvp%20PaO3Y9soT7lnU122VSMZCmJFtmmQUqUET81Idd8dil6o2Iq8WS3zLb1/hdd6J5+M1R7/AFrteV3/%20ALZm5GL3zJvrx866NoujbK4mui/VOWNXUbbIC31aKfTDnURpffahaelN6ZIiIvj1VWwu2zr6nnDz%20nNfCj/kqcdpyru8pe8MEY2RK/tPeu2yvqidcoa6ZQl6lYl9EpQuAkEf/AOeKe3CpFnS2Xvm8bV1o%20vR4p6uzznPe0drOwGlRIEBefFCyq7v1XdkgGrSczGLl5gNKiQIC8+KFlV3fqu4gGpOZjFy8wGlRI%20EBefFCyq7v1XcQDUnMxi5eYDSokCAvPihZVd36ruIBqTmYxcvMBpUSBAXnxQsqu79V3EA1JzMYuX%20mA0qJAgLz4oWVXd+q7iAak5mMXLzAaVEgQF58ULKru/VdxANSczGLl5gNKiQIC8+KFlV3fqu4gGp%20OZjFy8wGlRIEBefFCyq7v1XcQDUnMxi5eYDSokCAvPihZVd36ruIBqTmYxcvMBpUSBAXnxQsqu79%20V3EA1JzMYuXmA0qJAgLz4oWVXd+q7iAak5mMXL5n2lfOPdrcYSBrnj+rIAcZRlEByVb1CqLx/Qy5%20e/NAJ7b9i1QL1t3xhtvtXPdldll2LCAVKr5TiAp0iVSlF5K5T+LpLbsqiLEB9s+5S6NtX40WkRjG%20JkLavWigVatpNgXk7y4fqu7oTuU7wPzYftqs0PM5o0WkRjGJkLavWigVatpNgXk7y4fqu4ncp3gf%20mftqs0PM5o0WkRjGJkLavWigVatpNgXk7y4fqu4ncp3gfmftqs0PM5o0WkRjGJkLavWigVatpNgX%20k7y4fqu4ncp3gfmftqs0PM5o0WkRjGJkLavWigVatpNgXk7y4fqu4ncp3gfmftqs0PM5o0WkRjGJ%20kLavWigVatpNgXk7y4fqu4ncp3gfmftqs0PM5o0WkRjGJkLavWigVatpNgXk7y4fqu4ncp3gfmft%20qs0PM5o0WkRjGJkLavWigVatpNgXk7y4fqu4ncp3gfmftqs0PM5o0WkRjGJkLavWigVatpNgXk7y%204fqu4ncp3gfmftqs0PM5o0WkRjGJkLavWigVatpNgXk7y4fqu4ncp3gfmftqs0PM5o0WkRjGJkLa%20vWigVatpNgXk7y4fqu4ncp3gfmftqs0PM5o0WkRjGJkLavWigVatpNgXk7y4fqu4ncp3gfmftqs0%20PM5o0WkRjGJkLavWigVatpNgXk7y4fqu4ncp3gfmftqs0PM5o0WkRjGJkLavWigVatpNgXk7y4fq%20u4ncp3gfmftqs0PM5o0WkRjGJkLavWigVatpNgXk7y4fqu4ncp3gfmftqs0PM5o0WkRjGJkLavWi%20gVatpNgXk7y4fqu4ncp3gfmftqs0PM5o0WkRjGJkLavWigVatpNgXk7y4fqu4ncp3gfmftqs0PM5%208md2TG7kMSOVTK4UmHcMYxM4p6aEXDSRqA1Oqx/XzTR3kRXRYsvuFT9upUZUgvtec3cuy43dcGWB%20m0HIxMquN8qwZDVVCULBaDEiSCSKQ36g7lHeRFRUWKET/wBP2lVGVBYb7S/VZ7bwL805px5HKycP%20RK2qdkDLEUS1JGQBAMvrRlYvuU91GVHnEI3/AHE7SuitKCXcInPTjez+0Uzolj4soyGB9vVKFly/%20ZFJE/XueX1lSp4vun/7CK7r+KPp4H91aeyqNBmwe2dpfjV7L7JGs1VYctGTgRx5abLt2FHSVXWpG%2055/mXIJ1F76VTWav4oSw/NNPaVFRWZoJc+6M+XPOn2l2uFlFlONP1B28Y1U42XL9jtK/XuAX6yv6%20vuf/AGEV3X8UVLD+6KeysIM2GJzU+0e0QjVGrEJB7ecWtJWH/wCxlplIhZFX42Of8xXdC95KndZx%20ss8MBZp7KwgzYY4LD18/7P7NOuuo4fq1z7d9pEGVkwcA6CfqkdQ4b3/V9xe9Ss1mr7opwkeJOysI%20Mz4ztt3LD18s9ndnvQTxJXC/t/2qGdsgcHYSgMyoVFn+5Xc/eRbZq/ih7fminsKyIzMjeEt9t/pH%202Xs7s90zKeJK85PbxjS1TtmJYO0lBKZCfOf6uVOqf30VIrNerxQPulO0rJBumBGL2u+Ed+J7cwaM%20yjLx6JHIGDGmmzXZMfZxMJahGUpAhUWafxK7o/eRXjOJlh+aqdiCQZoEY+P10ZXtDtGbXmVX4kra%20+7wrycyMZ2gWV1adNoAkEjw1GLHnqXdNH8hkRlk6oGqf2VWKpOBE57Ye2sH1Mmyqq2Fnc6oX5E6b%20boGVdYglsNMxp5CUo8XUlTqJ30ZEfeof+lPYtaxvCW+9Se3O7DidxOH9zQbjjmOfiTBmDHSB/WiY%20kEx3pJViV5+aKO8iK7xZQ/8AyleytVPSqQIzmceX/s/s9l0LvtJTvssj3SN3qWmeqMIw9aMjPVo0%20y0kfQ54rutR/IZoyRU85vx8/VV2VqdVSbP4SWZz3j25hzycXINVl19MbMvFsnbdYYwujGNlkNc5b%20CCn+Ecv81U7yMz2N4Hj/ANi9lappa/vPCXrowvaHaMX+3DFxCBg125GCk7ZCNeQhutSUpa9Wp5SU%20fLjut/8AZeazRvBD6/dH7DzS1/HfP29fZe0O0W4mRiHEM8fuMx3K+IlbukJQn9xCWrVHcApjt/VT%20qijvonSy/hljPzt//KV7S1O6figvLec9mZ7awe4Y12LlVW5ONnVVXWVStulE1UmEo2wBntGpNUot%20LmZLuU99EVFeKR5jYfmL2lqml3n4xVXWf115HtDtGXZkztwzbPuVdGRfOMrAZV4xjKq2BEtogfNB%20v1XdNP8AIZoyj6B1P2lWxoN4eZ4R25XtvCzp1yyKrMjVKruNQNtxjE0adF1cdemMQTu0jSS51Lur%20R3kRoxji7hVKdupXhOHvOZx54+zOzGGPXDFma43Hu1MY23aRZIxlLIA1uFL8YueKnVNH8hEaMqW8%20A/M/bqVFRU/ErrnPCXlHszOx4ufbhW5FBusxkzcOYMxpGkA3RQjVFJoVWP6+ZR30SKLFlTwD80L2%20lqRlS0WZz15ftrt+fcLcjGN1ttVV8LBKwEVUWRthZWktoFhUyix5r5op7qJaRQOqf21WaXebPbNS%209i+2u30W4NlGMdeLiGOGRKyQjjS0GcwJSIkrLMr+pXdKd9N8/QPuheytTOklXweazt8vWQjRaRGM%20YmQtq9aKBVq2k2BeTvLh+q7qp3Kd4H5p/bVZoeZzRotIjGMTIW1etFAq1bSbAvJ3lw/VdxO5TvA/%20M/bVZoeZzRotIjGMTIW1etFAq1bSbAvJ3lw/VdxO5TvA/M/bVZoeZzRotIjGMTIW1etFAq1bSbAv%20J3lw/VdxO5TvA/M/bVZoeZzRotIjGMTIW1etFAq1bSbAvJ3lw/VdxO5TvA/M/bVZoeZzRotIjGMT%20IW1etFAq1bSbAvJ3lw/VdxO5TvA/M/bVZoeZzRotIjGMTIW1etFAq1bSbAvJ3lw/VdxO5TvA/M/b%20VZoeZzRotIjGMTIW1etFAq1bSbAvJ3lw/VdxO5TvA/M/bVZoeZzRotIjGMTIW1etFAq1bSbAvJ3l%20w/VdxO5TvA/M/bVZoeZzRotIjGMTIW1etFAq1bSbAvJ3lw/VdxO5TvA/M/bVZoeZzRotIjGMTIW1%20etFAq1bSbAvJ3lw/VdxO5TvA/M/bVZoeZzRotIjGMTIW1etFAq1bSbAvJ3lw/VdxO5TvA/M/bVZo%20eZzlvalttXdPQMgK8rFORAMsxCUAJxU6jH+qVIBCnjwMubu1O22vZpVHdGAitt+Mtttnw2bPhs2f%20DZs+GzZ8Nmz4bNnw2bPhs2fDZs+GzZ8Nmz4bNnw2bPhs2fDZs+GzZ8Nmz4bNnw2bPhs2fDZs+GzZ%208Nmz4bNnw2bPhs2fDZs+GzZ8Nmz4bNnw2bPhs2fDZs+GzZ8Nmz4bNnw2bPhs2fDZs+GzZ8Nmz4bN%20nw2bPhs2fDZs+GzZ8Nmz4bNnw2bPhs2fDZs+GzZ8Nmz4bNnw2bPhs2fDZs+GzZ8Nmz4bNnw2bPhs%202fDZs+GzZ8Nmz4bNnw2bPhs2fDZs+GzZ8Nmz4bNnw2bPhs2fDZs+GzZ8Nmz4bNnw2bPhs2fDZs+G%20zZ8Nmz4bNnw2bPhs2fDZs+GzZ8Nmz4bNnw2bPhs2fDZs+GzZ8Nmz4bNnw2bPhs2fDZs+GzZ8Nmz4%20bNnw2bPhs2fDZs+GzZ8Nmz4bNnw2bPhs2fDZs+GzZ8Nmz4bNv//Z" height="251" width="452" overflow="visible"> </image>
              </svg>
            </div>
          </div>
          <div class="fig"><span class="labelfig">FIGURA 7.&nbsp; </span><span class="textfig">Probabilidad acumulada de ocurrencia de los requerimientos hídricos del naranjo en la serie 2011-2020.</span></div>
          <p> Es preciso acotar que la campaña de riego en la empresa, para las 
            plantaciones de naranjo en la etapa de producción, abarca los meses de 
            enero a mayo debido a que en el período lluvioso las precipitaciones en 
            Jagüey Grande superan la evapotranspiración del cultivo. En ocasiones es
            preciso regar en noviembre y diciembre según la ocurrencia de las 
            lluvias, para evitar un estrés hídrico severo en las plantas, en 
            consecuencia con las enfermedades de alto impacto que en la actualidad 
            afectan la citricultura cubana. Para estimar las normas netas mensuales y
            compararlas con las utilizadas actualmente en la empresa se utilizó el 
            período noviembre-mayo por las razones expuestas con anterioridad. </p>
          <p>En la <span class="tooltip"><a href="#t1">Tabla 1</a></span>,
            aparecen las normas netas mensuales calculadas para dicho período. Como
            se puede apreciar las mismas oscilan en un rango de 275 m<sup>3</sup> ha<sup>-1</sup> como valor mínimo en enero, hasta 470 m<sup>3</sup> ha<sup>-1</sup> como valor máximo en mayo. Estos valores reflejan una disminución de 
            las normas netas totales de riego estimadas para la campaña, con 
            respecto a las utilizadas en la actualidad, avalada por 391 m<sup>3</sup> ha<sup>-1</sup> de menos, lo que representa el 87% de las normas netas totales empleadas en la programación de riego actual.</p>
          <div class="table" id="t1"><span class="labelfig">TABLA 1.&nbsp; </span><span class="textfig">Comparación entre las normas netas mensuales actuales y las estimadas para el cultivo del naranjo en Jagüey Grande (m<sup>3</sup>·ha<sup>-1</sup>)</span></div>
          <div class="contenedor">
            <div class="outer-centrado">
              <div style="max-width: 1160px;" class="inner-centrado">
                <table>
                  <colgroup>
                  <col>
                  <col>
                  <col>
                  <col>
                  <col>
                  </colgroup>
                  <thead>
                    <tr>
                      <th align="center">Meses</th>
                      <th align="center">Noma actual</th>
                      <th align="center">Norma estimada</th>
                      <th align="center">Diferencia</th>
                      <th align="center">Porcentaje (%)</th>
                    </tr>
                  </thead>
                  <tbody>
                    <tr>
                      <td align="center">noviembre</td>
                      <td align="center">407</td>
                      <td align="center">308</td>
                      <td align="center">-99</td>
                      <td align="center">76</td>
                    </tr>
                    <tr>
                      <td align="center">diciembre</td>
                      <td align="center">423</td>
                      <td align="center">287</td>
                      <td align="center">-136</td>
                      <td align="center">68</td>
                    </tr>
                    <tr>
                      <td align="center">enero</td>
                      <td align="center">435</td>
                      <td align="center">275</td>
                      <td align="center">-160</td>
                      <td align="center">63</td>
                    </tr>
                    <tr>
                      <td align="center">febrero</td>
                      <td align="center">385</td>
                      <td align="center">304</td>
                      <td align="center">-81</td>
                      <td align="center">79</td>
                    </tr>
                    <tr>
                      <td align="center">marzo</td>
                      <td align="center">423</td>
                      <td align="center">414</td>
                      <td align="center">-8</td>
                      <td align="center">98</td>
                    </tr>
                    <tr>
                      <td align="center">abril</td>
                      <td align="center">409</td>
                      <td align="center">464</td>
                      <td align="center">55</td>
                      <td align="center">113</td>
                    </tr>
                    <tr>
                      <td align="center">mayo</td>
                      <td align="center">432</td>
                      <td align="center">470</td>
                      <td align="center">39</td>
                      <td align="center">109</td>
                    </tr>
                    <tr>
                      <td align="center">Total</td>
                      <td align="center">2914</td>
                      <td align="center">2523</td>
                      <td align="center">-391</td>
                      <td align="center">87</td>
                    </tr>
                  </tbody>
                </table>
              </div>
            </div>
          </div>
          <div class="clear"></div>
          <p> Estos resultados concuerdan con los obtenidos en esta investigación 
            sobre los parámetros de crecimiento del cultivo evaluados y comparados 
            con los de épocas anteriores ya que en la actualidad las plantas son de 
            menor porte y por tanto los niveles de transpiración son menores. Además
            la profundidad de suelo a humedecer, según la capa activa de raíces 
            también es inferior en comparación con la de la época en que se 
            determinaron las normas de riego que hoy se emplean en la programación 
            de riego del cultivo del naranjo.</p>
          <p> En sentido general es necesario
            tener en cuenta este resultado para conocer de qué volumen de agua se 
            va a disponer para establecer los manejos hídricos que se adapten al 
            cambio climático y a las condiciones agrotécnicas actuales del cultivo 
            del naranjo para garantizar una producción sostenible en Jagüey Grande. </p>
        </article>
      </article>
    </article>
    <article class="section"><a id="id0x60e9980"><!-- named anchor --></a>
      <h3>CONCLUSIONES</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <div class="list"><a id="id0x60e9c00"><!-- named anchor --></a>
        <ul>
          <li>
            <p> Los valores promedio de ETo más bajos en Jagüey Grande corresponden a los meses de diciembre y enero con 2,96 y 3,07 mm día<sup>-1</sup>, respectivamente, mientras que los más altos se mostraron en los meses de abril 5,15 mm día<sup>-1</sup> y mayo 4,97 mm día<sup>-1</sup>.</p>
          </li>
          <li>
            <p> La evapotranspiración del cultivo tiende al incremento durante el 
              período evaluado, mientras que la precipitación efectiva disminuye. El 
              mayor valor de egreso hídrico fue de 1063 mm y correspondió al año 2020,
              mientras que el registro más elevado de lluvia aprovechable fue de 
              992,0 mm, en 2012. </p>
          </li>
          <li>
            <p> En el naranjo ‘Valencia’ prevalece 
              un escaso desarrollo del sistema radical activo con una profundidad 
              media de 0,38 m y la altura promedio de las plantas es de 3,01 m.</p>
          </li>
          <li>
            <p> La estimación de las normas netas totales de riego para el cultivo del 
              naranjo en Jagüey Grande en el período 2011-2020 mostró valores de 2523 m<sup>3</sup> ha<sup>-1</sup>, que representó el 87% de las normas actuales.</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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      <p id="B29">Valdés, P. J. (2017). <i>Predicción de las normas netas del riego del cultivo del frijol común en la zona occidental de Cuba</i> [Tesis presentada en opción al título de Ingeniero Hidráulico]. Universidad Tecnológica de La Habana-CUJAE.</p>
    </article>
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