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<title>Impacto del tratamiento pregerminativo de semillas de frijol negro con extractos derivados de Vermicompost reciclados</title>
<meta content="sólido residual, bioestimulante, estiércol vacuno, reciclado, Residual Solid, Bioestimulant, Bovine Manure, Recycled" name="keywords">
<meta content="Mayra Arteaga Barrueta" name="author">
<meta content="Dayán Alejandro Mederos González" name="author">
<meta content="José Antonio Pino Roque" name="author">
<meta content="Saturnina Mesa Rebato" name="author">
<meta content="Ma. Margarita Díaz De Armas" name="author">
<meta content="Helen Veobides" name="author">
<meta content="Iván Castro Lizaso" name="author">
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<body>
<header>
  <div class="toctitle"> Ingeniería Agrícola Vol. 12, No. 3, Julio-Septiembre, 2022, ISSN:&nbsp;2227-8761</div>
  <div class="toctitle2"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFUAAABVCAYAAAA49ahaAAACK0lEQVR4nO2VSW7EMAwE88Hc8ps8PjnlEkBmd4uUPYMqwAfbMpfSUPPxAQAAAAAA8Mfn1/dPcq3iVPdVvPR5dz9IfarUrvXTm+DG2e0nAqkHpKrjqa5346Z5u/ppAakPlqrm6ZaHVKR6RaTHwt11IPVVpabr0zFW16d50362QOqgVPdSm7rrPu2nBaQOSO3GHce0qZeQ0QVSL6jGXf3jWD1P16Vj+4hxR2oj7oHu/pGtvlfjVd911dUKUg+iHgdqse4m7W6W2s9RkGpQSXLXqfHVOOkmVZuD1HeTujuO3ceFuklpvBaQekCqWtzuWFb3XZuq5m0FqYOoRaVS3Dxu3Wm+UZA6QFXU7jGxewyoeVXJR8cfqY2oxbtFqePY1XyabwSkPpDV2FXX/+/VeNW61ftV3ZNuYpB6IaV6XjWRxl3FV+OmcpG6UddRqWrx6Vi5Tbj1qJvs/hi2QOoAqSy3WFVCugluHKS+qtRUlhq/6736I3CPh1aQOoCbRC1u+lhR46h56s4NkPoAqavvd2XtbkKaN+37EqQO4DanNp+uU5+nV5e3S5D6QFIpq+fppqr1vYRkpF4kTccoXe/WU61bxb/lF4nUAdyk3UWmm6XWc+v4T61X4721VLeJqWMhjeceH30mL4IjtYFuqe57tcmuTarqaAGpA+xK7cozVU+1iSNykXpAatd6t2j3GHHrU4+NFpA6KNW9duOu1q3iVPfq90dAKgAAAAAAAJzhFzya/8RtQfkkAAAAAElFTkSuQmCC" id="codigo" alt="Código QR" height="85" width="85"><script>
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                element: document.querySelector("#codigo"),
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                size: 85,
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  <div class="toctitle2"> CU-ID:&nbsp;<a target="_blank" href="https://cu-id.com/2284/v12n3e05">https://cu-id.com/2284/v12n3e05</a></div>
  <div class="toctitle2">ARTÍCULO ORIGINAL</div>
  <h1>Impacto del tratamiento pregerminativo de semillas de frijol negro con extractos derivados de Vermicompost reciclados</h1>
  <h2>Impact of the Pregerminative Treatment of Black Bean Seeds with Extracts Derived from Recycled Vermicompost</h2>
  <div>
    <p><sup><a href="https://orcid.org/0000-0002-0591-2063" rel="license"><span class="orcid">iD</span></a></sup>Mayra Arteaga Barrueta<span class="tooltip"><a href="#aff1"><sup>I</sup></a><span class="tooltip-content">Universidad Agraria de La Habana, Facultad de Agronomía, San José de las Lajas, Mayabeque, Cuba. </span></span><span class="tooltip"><a href="#c1"><sup>*</sup></a><span class="tooltip-content">✉:<a href="mailto:mayra@unah.edu.cu">mayra@unah.edu.cu</a></span></span></p>
    <p><sup><a href="https://orcid.org/0000-0003-4767-3504" rel="license"><span class="orcid">iD</span></a></sup>Dayán Alejandro Mederos González<span class="tooltip"><a href="#aff1"><sup>I</sup></a><span class="tooltip-content">Universidad Agraria de La Habana, Facultad de Agronomía, San José de las Lajas, Mayabeque, Cuba. </span></span></p>
    <p><sup><a href="https://orcid.org/0000-0001-9728-6700" rel="license"><span class="orcid">iD</span></a></sup>José Antonio Pino Roque<span class="tooltip"><a href="#aff2"><sup>II</sup></a><span class="tooltip-content">Universidad Agraria de La Habana, Facultad de Ciencias Técnicas, San José de las Lajas, Mayabeque, Cuba.</span></span></p>
    <p><sup><a href="https://orcid.org/0000-0003-3613-4580" rel="license"><span class="orcid">iD</span></a></sup>Saturnina Mesa Rebato<span class="tooltip"><a href="#aff1"><sup>I</sup></a><span class="tooltip-content">Universidad Agraria de La Habana, Facultad de Agronomía, San José de las Lajas, Mayabeque, Cuba. </span></span></p>
    <p><sup><a href="https://orcid.org/0000-0002-5420-2100" rel="license"><span class="orcid">iD</span></a></sup>Ma. Margarita Díaz De Armas<span class="tooltip"><a href="#aff1"><sup>I</sup></a><span class="tooltip-content">Universidad Agraria de La Habana, Facultad de Agronomía, San José de las Lajas, Mayabeque, Cuba. </span></span></p>
    <p><sup><a href="https://orcid.org/0000-0001-9439-6776" rel="license"><span class="orcid">iD</span></a></sup>Helen Veobides<span class="tooltip"><a href="#aff1"><sup>I</sup></a><span class="tooltip-content">Universidad Agraria de La Habana, Facultad de Agronomía, San José de las Lajas, Mayabeque, Cuba. </span></span></p>
    <p><sup><a href="https://orcid.org/0000-0002-6964-5160" rel="license"><span class="orcid">iD</span></a></sup>Iván Castro Lizaso<span class="tooltip"><a href="#aff1"><sup>I</sup></a><span class="tooltip-content">Universidad Agraria de La Habana, Facultad de Agronomía, San José de las Lajas, Mayabeque, Cuba. </span></span></p>
    <br>
    <p id="aff1"><span class="aff"><sup>I</sup>Universidad Agraria de La Habana, Facultad de Agronomía, San José de las Lajas, Mayabeque, Cuba. </span></p>
    <p id="aff2"><span class="aff"><sup>II</sup>Universidad Agraria de La Habana, Facultad de Ciencias Técnicas, San José de las Lajas, Mayabeque, Cuba.</span></p>
  </div>
  <div>&nbsp;</div>
  <p id="c1"> <sup><sup>*</sup></sup>Autor para correspondencia: Mayra Arteaga Barrueta, e-mail: <a href="mailto:mayra@unah.edu.cu">mayra@unah.edu.cu</a> </p>
  <div class="titleabstract | box">RESUMEN</div>
  <div class="box1">
    <p>De
      la elaboración de los extractos de vermicompost de estiércol vacuno 
      probados como bioestimulantes foliares, se obtiene como subproducto un 
      residuo sólido que aún continúa con actividad biológica, pero aún no se 
      le ham explotado sus potencialidades, lo cual conseguiría derivar un 
      proceso de obtención más eficiente con su reciclado. Estos extractos 
      pudieran ser manejados en la mejora de la calidad de las semillas. Ante 
      estos antecedentes, el objetivo del presente trabajo fue evaluar el 
      efecto del tratamiento pre-germinativo de semillas con extractos de 
      vermicompost reciclados, sobre la calidad física y fisiológica en frijol
      negro (<i>Phaseus vulgari</i> L). Se valoró el efecto bioestimulante de
      diluciones de bajas concentraciones de extractos residuales reciclados 
      de la segunda y tercera extracción (E2 y E3) en la aplicación directa 
      sobre las semillas. Para el estudio del tratamiento pre-germinativo de 
      las semillas de frijol negro se determinó la calidad física y 
      fisiológica de las mismas en la primera etapa de crecimiento (fase 
      germinativa y primera vegetativa) del cultivo. Los resultados obtenidos 
      mostraron en condiciones semicontroladas de laboratorio, que la calidad 
      física y fisiológica de las semillas tratadas se modificó positivamente e
      indicaron la posibilidad de su utilización como bioestimulador de la 
      etapa pre-germinativa de semillas. Se demuestra la posibilidad de 
      introducir los E260, E240 y E330 en la cadena productiva como promotores
      del proceso germinativo y de crecimiento en la primera etapa vegetativa
      como mejoradores de la calidad de las semillas de frijol negro, lo que 
      puede repercutir en la sostenibilidad del proceso productivo del 
      cultivo. </p>
    <div class="titlekwd"><b> <i>Palabras clave:</i> </b> &nbsp; </div>
    <div class="kwd">sólido residual, bioestimulante, estiércol vacuno, reciclado</div>
  </div>
  <div class="titleabstract | box">ABSTRACT</div>
  <div class="box1">
    <p>From
      the production of vermicompost extracts of bovine manure tested as 
      foliar biostimulants, a solid residue whose potential has not been 
      exploited is obtained as a by-product that still continues with 
      biological activity, which would lead to a more efficient production 
      process with its recycling. These extracts could be managed to improve 
      the quality of the seeds. Given these antecedents, the objective of the 
      present work was to evaluate the effect of the pre-germination treatment
      of seeds with recycled vermicompost extracts, on the physical and 
      physiological quality in black beans (<i>Phaseus vulgari</i> L). The 
      biostimulant effect of dilutions of low concentrations of recycled 
      residual extracts from the second and third extraction (E2 and E3) in 
      direct application on the seeds was assessed. For the study of the 
      pre-germination treatment of black bean seeds, the physical and 
      physiological quality of the seeds was determined in the first growth 
      stage (germination and first vegetative phase) of the crop. The results 
      obtained showed under semi-controlled laboratory conditions that the 
      physical and physiological quality of the treated seeds was positively 
      modified and indicated the possibility of its use as a biostimulator of 
      the pre-germination stage of seeds. The possibility of introducing E260,
      E240 and E330 into the production chain as promoters of the germination
      and growth process in the first vegetative stage as quality enhancers 
      of black bean seeds is demonstrated, which may affect the sustainability
      of the productive process of the crop. </p>
    <div class="titlekwd"><b> <i>Keywords:</i> </b> &nbsp; </div>
    <div class="kwd">Residual Solid, Bioestimulant, Bovine Manure, Recycled</div>
  </div>
  <div class="box2">
    <p class="history">Received: 16/5/2021; Accepted: 14/6/2022</p>
    <p><i>Mayra Arteaga Barrueta</i>,
      Prof. Titular, Universidad Agraria de La Habana ¨Fructuoso Rodríguez 
      Pérez (UNAH) Facultad de Agronomía, Departamento de Química y 
      Producción.</p>
    <p><i>Dayán Alejandro Mederos González</i>, Estudiante de Maestría de Agroecología, Facultad de Agronomía (UNAH) e-mail: <a href="mailto:mayra@unah.edu.cu">mayra@unah.edu.cu</a>.</p>
    <p><i>José Antonio Pino Roque</i>,
      Profesor Auxiliar, Universidad Agraria de La Habana ¨Fructuoso 
      Rodríguez Pérez¨, Facultad de Ciencias Técnicas, Departamento de 
      Matemática Física, Carretera Tapaste y Autopista Nacional, km 23 ½ San 
      José de las Lajas, Mayabeque. C.O: 32700. Apartado postal: 18-19, 
      e-mail: <a href="mailto:pino@unah.edu.cu">pino@unah.edu.cu</a>.</p>
    <p><i>Saturnina Mesa Rebato</i>,
      Profesora, Universidad Agraria de La Habana ¨Fructuoso Rodríguez Pérez 
      (UNAH) Facultad de Agronomía, Departamento de Química y Producción, 
      e-mail: <a href="mailto:mayra@unah.edu.cu">mayra@unah.edu.cu</a>.</p>
    <p><i>Ma. Margarita Díaz De Armas</i>,
      Profesora, Universidad Agraria de La Habana ¨Fructuoso Rodríguez Pérez 
      (UNAH) Facultad de Agronomía, Departamento de Química y Producción, 
      e-mail: <a href="mailto:mayra@unah.edu.cu">mayra@unah.edu.cu</a>.</p>
    <p><i>Helen Veobides</i>,
      Profesora, Universidad Agraria de La Habana ¨Fructuoso Rodríguez Pérez 
      (UNAH) Facultad de Agronomía, Departamento de Química y Producción, 
      e-mail: <a href="mailto:mayra@unah.edu.cu">mayra@unah.edu.cu</a>.</p>
    <p><i>Iván Castro Lizaso</i>,
      Profesor, Universidad Agraria de La Habana ¨Fructuoso Rodríguez Pérez 
      (UNAH), Facultad de Agronomía, Departamento de Química y Producción, 
      e-mail: <a href="mailto:mayra@unah.edu.cu">mayra@unah.edu.cu</a>.</p>
    <p>Los autores de este trabajo declaran no presentar conflicto de intereses.</p>
    <p><b>CONTRIBUCIONES DE AUTOR: Conceptualización:</b> Mayra Arteaga Barrueta, <b>Curación de datos:</b> Mayra Arteaga Barrueta, Dayán Alejandro Mederos González. <b>Análisis formal:</b> Mayra Arteaga Barrueta, José Antonio Pino Roque. <b>Captación de fondos:</b> Mayra Arteaga Barrueta. <b>Investigación:</b> Mayra Arteaga Barrueta, Dayán Alejandro Mederos González <b>Metodología:</b> Mayra Arteaga Barrueta, <b>Administración de proyectos:</b> Mayra Arteaga Barrueta, <b>Recursos:</b> Mayra Arteaga Barrueta, Alejandro Carlos Evangelista, <b>Software:, Supervisión:</b> Mayra Arteaga Barrueta, Saturnina Mesa Rebato. <b>Validación:</b> Mayra Arteaga Barrueta, <b>Visualización:</b> Mayra Arteaga Barrueta, <b>Redacción-borrador original:</b> Mayra Arteaga Barrueta, Iván Castro Lizaso, Ma. Margarita Díaz De Armas. <b>Redacción-revisión y edición:</b> José Antonio Pino Roque, Dayán Alejandro Mederos González, Helen Veobides. </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="#id0xfffffffffe3b1480"><span class="menulevel1">INTRODUCCIÓN</span></a></li>
        <li><a href="#id0xffffffffff504700"><span class="menulevel1">MATERIALES Y MÉTODOS</span></a></li>
        <li><a href="#id0x4199d00"><span class="menulevel1">RESULTADOS Y DISCUSIÓN</span></a></li>
        <li><a href="#id0x47d8c80"><span class="menulevel2">Siguiendo semejante patrón: E240 &gt; E340 &gt; E330 &gt; E260 &gt; E360 &gt; E460 &gt; E440 &gt; E460 &gt; Control.</span></a></li>
        <li><a href="#id0x7f25700"><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="id0xfffffffffe3b1480"><!-- named anchor --></a>
      <h3>INTRODUCCIÓN</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p>La
        política rectorada del Ministerio de la Agricultura de Cuba da un 
        tratamiento priorizado a garantizar el soporte tecnológico para la 
        conservación y el uso de los recursos fitogenéticos, así como para 
        mejorar la calidad de las semillas para incrementar los rendimientos del
        sector agrícola (<span class="tooltip"><a href="#B11">Gaceta Oficial de la República de Cuba, 2020</a><span class="tooltip-content">Gaceta
        Oficial de la República de Cuba. (2020). La Política de Recursos 
        Fitogenéticos y Semillas implementa el Lineamiento 160 de la Política 
        Económica y Social del Partido y la Revolución. <i>Gaceta Oficial de la República de Cuba</i>, <i>57</i>, 32p. <a href="http://www.gacetaoficial.gob.cu/" target="xrefwindow">http://www.gacetaoficial.gob.cu</a>, La Habana, Cuba.</span></span>).
        Actualmente se desarrolla un amplio plan inversionista de modernización
        que incluye plantas beneficiadoras de semillas donde se incorpora 
        insumos que optimicen su calidad y la rentabilidad de los proceso 
        productivos de los cultivos, lo cual garantiza la sostenibilidad de la 
        producción <span class="tooltip"><a href="#B9">Far More Tecnology (2017)</a><span class="tooltip-content">Far More Tecnology. (2017). <i>La Plataforma Tecnológica Far More de Tratamiento de Semillas</i>. Syngenta.</span></span>;
        aspecto que se generaliza en las compañías comercializadoras de 
        semillas mundiales como opciones para poner a disposición de los 
        productores semillas con calidad y con los agregados necesarios que 
        garantizan la fluidez de la producción (<span class="tooltip"><a href="#B19">OECD/FAO, 2020</a><span class="tooltip-content">OECD/FAO. (2020). <i>Perspectivas Agrícolas 2020‑2029</i>. OECD Publishing. <a href="https://doi.org/10.1787/a0848ac0-es" target="xrefwindow">https://doi.org/10.1787/a0848ac0-es</a> </span></span>).</p>
      <p> Introducir esta alternativa en la producción de frijol negro (<i>Phaseus vulgari</i> L), el cual constituye un alimento de alta demanda popular sería 
        ventajoso, pues en Cuba se siembran aproximadamente más de 45 000 ha/año
        de frijol negro, sin embargo, la producción no supera las 10 000 
        toneladas (<span class="tooltip"><a href="#B20">ONE, 2020</a><span class="tooltip-content">ONE. (2020). <i>Servicios informativos de la oficina nacional. Anuario Estadístico. Agricultura, ganadería, silvicultura y pesca</i>. Oficina Nacional de Estadísticas de Cuba. <a href="https://www.one.cu/" target="xrefwindow">www.one.cu</a>, La Habana, Cuba.</span></span>).
        En momentos en que el país, precisa incrementar la producción de 
        alimentos, reducir importaciones con la reducción de los costos de las 
        producciones junto al recrudecimiento del bloqueo y la minimización del 
        impacto del cambio climático (<span class="tooltip"><a href="#B1">Abadia, 2018</a><span class="tooltip-content">Abadia, R. L. A. (2018). <i>La cosecha mecanizada de caña de azúcar. Apuntes básicos de mejoramiento</i>. Conferencia Red agrícola Trujillo-Perú, agosto, 2018, Trujillo, Perú. <a href="https://www.redagricola.com/pe/assets/uploads/2018/08/1--luis-armando-abadia-optimizacion-de-cosecha-mecanica-de-cana-de-azucar.pdf" target="xrefwindow">https://www.redagricola.com/pe/assets/uploads/2018/08/1--luis-armando-abadia-optimizacion-de-cosecha-mecanica-de-cana-de-azucar.pdf</a>.</span></span>).</p>
      <p> El tratamiento pregerminativo de las semillas con bioproductos 
        obtenidos e\de residuos naturales compostados sería ventajoso para la 
        activación del proceso de germinación al asegurar una emergencia más 
        rápida y/o uniforme tras la siembra y la conservación de las mismas 
        durante su almacenaje, facilitando un cultivo con un mejor control de 
        enfermedades. La introducción de esta tecnología se encuentra entre las 
        prioridades actuales del grupo de investigación Materia Orgánica y 
        bioestimulantes (MOBI), del Dpto. de Química de la Universidad Agraria 
        de La Habana, con el fin de diversificar y hacer más óptimas las vías de
        aplicación de los agromateriales. A partir de tales antecedentes el 
        presente trabajo se elaboró con el objetivo de evaluar el efecto de 
        extractos derivados de vermicompost reciclados sobre la calidad de 
        semillas y plántulas de frijol negro (<i>Phaseus vulgari</i> L) Var. ICA Pijao, a través de tratamientos pregerminativos.</p>
    </article>
    <article class="section"><a id="id0xffffffffff504700"><!-- named anchor --></a>
      <h3>MATERIALES Y MÉTODOS</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p> Se utilizaron semillas certificadas de frijol negro (<i>Phaseus vulgari</i> L) de la variedad ICA Pijao línea 32 mejorada, siendo una de las principales cultivares comerciales de frijol negro en Cuba (<span class="tooltip"><a href="#B16">Minag, 2000</a><span class="tooltip-content">Minag. (2000). <i>Instructivo Técnico para el cultivo del frijol. Lista oficial de variedades comerciales</i> (primera). CIDA, La Habana, Cuba.</span></span>).
        Fueron obtenidas a través del Programa de Mejoramiento Genético del 
        Instituto Nacional de Ciencias Agrícolas (INCA). Presentan un porcentaje
        de germinación de un 86%, de humedad de un 12% y masa promedio de 19,3 -
        20 g evaluado para 100 semillas. Se desinfestaron las semillas con 
        disolución de hipoclorito de sodio al 1%, para realizar su evaluación.</p>
      <p>Los
        extractos utilizados fueron obtenidos a partir del proceso de 
        extracciones sucesivas del vermicompost de estiércol vacuno, referidos 
        por (<span class="tooltip"><a href="#B21">Otaño, 2017</a><span class="tooltip-content">Otaño, L. C. (2017). <i>Estudio cuantitativo y cualitativo de agromateriales obtenidos del vermicompost</i> [Tesis en opción al título de Ingeniero Agrónomo]. Universidad Agraria 
        de La Habana “Fructuoso Rodríguez Pérez”, Facultad de Agronomía, 
        Departamento de Química, San José de las Lajas, Mayabeque, Cuba.</span></span>), donde se integraron metodologías de extracción antes establecidas (<span class="tooltip"><a href="#B5">Caro, 2004</a><span class="tooltip-content">Caro, I. (2004). <i>Caracterización
        de algunos parámetros químico-Físico del humus líquido obtenido a 
        partir de vermicompost de estiércol vacuno y su evaluación sobre algunos
        indicadores biológicos y productivos de dos cultivos</i> [Tesis de maestría en opción al título de Máster en Ciencias de la Química Agraria]. Universidad Agraria de La Habana.</span></span>; Calderín, 2009; Hernández, 2010; Mesa, 2011), citadas por dicha autora (<span class="tooltip"><a href="#B21">Otaño, 2017</a><span class="tooltip-content">Otaño, L. C. (2017). <i>Estudio cuantitativo y cualitativo de agromateriales obtenidos del vermicompost</i> [Tesis en opción al título de Ingeniero Agrónomo]. Universidad Agraria 
        de La Habana “Fructuoso Rodríguez Pérez”, Facultad de Agronomía, 
        Departamento de Química, San José de las Lajas, Mayabeque, Cuba.</span></span>).
        Aportó las propiedades físico-químicas del vermicompost (Vc) y sólidos 
        residuales de la primera (SR1) y segunda extracción (SR2), utilizados 
        como materia prima, para obtener extractos reciclados (E1, E2, E3), las 
        que se reflejan en la <span class="tooltip"><a href="#t1">Tabla 1</a></span>.
        En este trabajo se adiciona una nueva formulación de extracto obtenido 
        de la combinación de iguales volúmenes de los extractos E1, E2, E3, cuya
        mezcla se denotó como Mz4.</p>
      <div class="table" id="t1"><span class="labelfig">TABLA 1.&nbsp; </span><span class="textfig">Caracterización físico-química de 
        los extractos obtenidos en tres extracciones sucesivas del vermicompost 
        de estiércol vacuno (E1, E2, E3 y mezcla de combinaciones (Mz4)</span></div>
      <div class="contenedor">
        <div class="outer-centrado">
          <div style="max-width: 1160px;" class="inner-centrado">
            <table>
              <colgroup>
              <col>
              <col>
              <col>
              <col>
              <col>
              <col>
              <col>
              <col>
              <col>
              <col>
              <col>
              </colgroup>
              <thead>
                <tr>
                  <th align="center">Extractos</th>
                  <th align="center">pH</th>
                  <th align="center">CE <br>
                    mS.cm<sup>-1</sup></th>
                  <th align="center">TDS <br>
                    d.L<sup>-1</sup></th>
                  <th align="center">Salt <br>
                    %</th>
                  <th align="center">CIC <br>
                    meq.L<sup>-1</sup></th>
                  <th align="center">COT <br>
                    %</th>
                  <th align="center">CAH/CAF <br>
                    %</th>
                  <th align="center">E4/E6</th>
                  <th align="center">IH <br>
                    %</th>
                  <th align="center">IE <br>
                    %</th>
                </tr>
              </thead>
              <tbody>
                <tr>
                  <td align="justify">E1</td>
                  <td align="justify">8,18b</td>
                  <td align="justify">7,99c</td>
                  <td align="justify">5,69a</td>
                  <td align="justify">0,55a</td>
                  <td align="justify">279,35b</td>
                  <td align="justify">38,2b</td>
                  <td align="justify">11,53b</td>
                  <td align="justify">6,11b</td>
                  <td align="justify">29a</td>
                  <td align="justify">28,11a</td>
                </tr>
                <tr>
                  <td align="justify">E2</td>
                  <td align="justify">8,37a</td>
                  <td align="justify">8,11b</td>
                  <td align="justify">4,07b</td>
                  <td align="justify">0,26b</td>
                  <td align="justify">348,71a</td>
                  <td align="justify">45,98a</td>
                  <td align="justify">14,73a</td>
                  <td align="justify">5,86c</td>
                  <td align="justify">26c</td>
                  <td align="justify">22,87b</td>
                </tr>
                <tr>
                  <td align="justify">E3</td>
                  <td align="justify">8,52a</td>
                  <td align="justify">8,47a</td>
                  <td align="justify">2,98c</td>
                  <td align="justify">0,13c</td>
                  <td align="justify">334,74a</td>
                  <td align="justify">34,76d</td>
                  <td align="justify">5,81c</td>
                  <td align="justify">7,25a</td>
                  <td align="justify">28a</td>
                  <td align="justify">28,21a</td>
                </tr>
                <tr>
                  <td align="justify">Mz 4</td>
                  <td align="justify">8.41a</td>
                  <td align="justify">8,32a</td>
                  <td align="justify">3,52b</td>
                  <td align="justify">0,16c</td>
                  <td align="justify">333,45</td>
                  <td align="justify">39,78c</td>
                  <td align="justify">10,56b</td>
                  <td align="justify">6,26b</td>
                  <td align="justify">27,76b</td>
                  <td align="justify">27,31b</td>
                </tr>
                <tr>
                  <td align="justify">Es</td>
                  <td align="justify">0,001</td>
                  <td align="justify">0,012</td>
                  <td align="justify">0,013</td>
                  <td align="justify">0,010</td>
                  <td align="justify">0,12</td>
                  <td align="justify">0,026</td>
                  <td align="justify">0,1</td>
                  <td align="justify">0,025</td>
                  <td align="justify">0,012</td>
                  <td align="justify">0,.014</td>
                </tr>
              </tbody>
            </table>
          </div>
        </div>
      </div>
      <div class="clear"></div>
      <p>Las
        características de estos extractos se corresponden con los rangos 
        establecidos en la literatura para productos de origen orgánico y grado 
        de humificación a partir de un 25% según (<span class="tooltip"><a href="#B6">De Liñán, 2019</a><span class="tooltip-content">De Liñán, V. C. (2019). <i>Vademecum de productos fitosanitarios y nutricionales</i> (primera). Ed. Agrotecnias S.A.</span></span>),
        utilizados como bioestimuladores de los cultivos, los cuales favorecen 
        consecuentemente un aporte de nutrientes. Se destaca los valores de pH 
        que muestran su carácter básico derivado de su proceso de extracción. 
        Aspecto que no es preocupante debido a que sus aplicaciones se realizan a
        altas diluciones en agua, disminuyendo a valores próximos a la 
        neutralidad su pH, lo cual evita daños a las semillas tratadas. El 
        contenido de Na, K, Ca y P adecuado lo cual tiene un efecto beneficioso 
        en el aporte de nutrientes al cultivo de frijol (<span class="tooltip"><a href="#B4">Arteaga et al., 2018</a><span class="tooltip-content">Arteaga,
        B. M., Garcés, P. N., Pino, R. J. A., Otaño, C. L., &amp; Veubides, A. 
        H. (2018). Extracto de vermicompost Liplant una alternativa para el 
        desarrollo de la agricultura de conservación. <i>Revista Ciencias Técnicas Agropecuarias</i>, <i>27</i>(3), 31-41.</span></span>).
        El porciento de carbono orgánico total y humificado se corresponde con 
        el rango entre un 50% establecidos en los extractos humificados de 
        acuerdo a lo referido en el Vademecum de (<span class="tooltip"><a href="#B6">De Liñán, 2019</a><span class="tooltip-content">De Liñán, V. C. (2019). <i>Vademecum de productos fitosanitarios y nutricionales</i> (primera). Ed. Agrotecnias S.A.</span></span>);
        el cual señala para estos productos un grado de humificación y madurez 
        elevado de la materia humificada, esto se corresponde con los valores de
        los coeficientes óptico E4/E6 y los índices de evolución (IE) de los 
        extractos encontrados sugieren un grado de condensación y estabilidad 
        (IE) superior de la materia humificada (<span class="tooltip"><a href="#t1">Tabla 1</a></span>), demostrando la calidad de la materia orgánica presente en los extractos (<span class="tooltip"><a href="#B5">Caro, 2004</a><span class="tooltip-content">Caro, I. (2004). <i>Caracterización
        de algunos parámetros químico-Físico del humus líquido obtenido a 
        partir de vermicompost de estiércol vacuno y su evaluación sobre algunos
        indicadores biológicos y productivos de dos cultivos</i> [Tesis de maestría en opción al título de Máster en Ciencias de la Química Agraria]. Universidad Agraria de La Habana.</span></span>; <span class="tooltip"><a href="#B7">Du Jardin, 2015</a><span class="tooltip-content">Du Jardin, P. (2015). Plant biostimulants: Definition, concept, main categories and regulation. <i>Scientia Horticulturae</i>, <i>196</i>, 3-14.</span></span>). Como se puede apreciar en la <span class="tooltip"><a href="#t1">Tabla 1</a></span>,
        las propiedades de la mezcla formada (E4), no se diferencian 
        significativamente de sus extractos de origen, cumpliendo también con 
        los requisitos establecidos para la categoría de bioestimulante (<span class="tooltip"><a href="#B6">De Liñán, 2019</a><span class="tooltip-content">De Liñán, V. C. (2019). <i>Vademecum de productos fitosanitarios y nutricionales</i> (primera). Ed. Agrotecnias S.A.</span></span>), los que pueden ser utilizados en el tratamiento de semillas a altas diluciones. </p>
      <p>Los
        experimentos se llevaron a cabo en los laboratorios del Departamento de
        Química de la Facultad de Agronomía de la Universidad Agraria de La 
        Habana. El procedimiento seguido para la realización de la investigación
        consta de tres etapas fundamentales: (I) tratamiento pre-germinativo de
        las semillas. (II) evaluación calidad física y fisiológica de las 
        semillas tratadas a las 3 h, 6 h y 24 h de ser inhibidas (III) 
        evaluación del efecto de semillas tratadas con los extractos en la 
        primera etapa de la fase vegetativa del cultivo (<span class="tooltip"><a href="#f1">Fig. 1</a></span>).
        La selección de las diluciones de los extractos utilizadas, se tuvo en 
        cuenta las referencias dadas para la extracción primaria del 
        vermicompost de estiércol vacuno en el cultivo de tomate y frijol negro 
        citados por (<span class="tooltip"><a href="#B4">Arteaga et al., 2018</a><span class="tooltip-content">Arteaga,
        B. M., Garcés, P. N., Pino, R. J. A., Otaño, C. L., &amp; Veubides, A. 
        H. (2018). Extracto de vermicompost Liplant una alternativa para el 
        desarrollo de la agricultura de conservación. <i>Revista Ciencias Técnicas Agropecuarias</i>, <i>27</i>(3), 31-41.</span></span>).</p>
      <p>De
        acuerdo con esto, se constituyeron los tratamientos que se deben a la 
        interacción de los efectos del origen (SR) del extracto reciclado (1ra, 
        2da o 3ra extracción), dilución utilizada (1:30, 1:40 o 1:60 V: V) y 
        tiempo de inmersión de las semillas donde ocurrieron las máximas 
        absorciones (3h, 6h, 16h y 24h), los que se reflejan en la <span class="tooltip"><a href="#f1">Figura 1</a></span>.
        Los tratamientos se ubicaron en una campana con iluminación constante, 
        siguiendo un diseño experimental totalmente aleatorizado como se refleja
        en la <span class="tooltip"><a href="#f1">Figura 1</a></span>. Se 
        añadieron 20 semillas previamente lavadas en el momento del montaje con 
        agua destilada hervida y de masa aproximada de cuatro gramos en frascos 
        de cristal con capacidad de 250 mL que contienen 100 ml de los 
        tratamientos. </p>
      <div id="f1" class="fig">
        <div class="zoom">
          <svg xml:space="preserve" enable-background="new 0 0 500 164.956" viewBox="0 0 500 164.956" height="164.956px" width="500px" y="0px" x="0px"  version="1.1">
            <image transform="matrix(0.6418 0 0 0.6418 0 0)" 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g+Xl1HJ4b%20I4ajcdyzYGWK5bzQmznaSevFXIrcBgysApHzAH7prNiTaqBsuP4Rj7tW4g27hsMe/rSaLumYGrXF%20vZ6ne2xIWZo/kyeG46fWqHguQzXFykgwwBOT6/4Vl+L53k8SXC7cYAAbrg471t+FdkTrAFCXAjzI%20/wDf/wAKas1cjrY6XyGP+sePkc47ihonEe3z1wD8qgdKkQhPkYnHOSp6U7AG7LZbkZz1FKw7kZhZ%20X+Zh93JP976U5YbbCs7Hd047UrsqDAbjkfe6VFOdmWPJPVgfvUwvckks7JgV8zg5yM9RXPeKdPS3%200zy7NSXkb5W69+lacxKkuuNwBwcdKhndb6NQ+4GMZ+XtzU6J3HfocXr6LBpNtCF2ueXxzj3rqPD+%20mwHTdOhL5LkEMe+T0rnPEkfmapb2oYkP90t7mu2tQljLaIigCPavHan0VxXPQkAiQRKF+VQAMdAK%20arIsYO/K5wGNKjiRFdTkEdaTc33dq+YOSvoPWqRBV1UqIIBgki7h4A6fNXRVzeo5Nnb+Ww2/a4cO%20ep+bkV0lMAoqpqmqWmjafLe38oit4hlmNUtA8U6b4lWVtMleQRHD7kK49OtAGxRUU1zDb7POlSPe%2021dxxk+lS0AFFFNd1RC7EBVGST2FADqKit7iK6hWW3kWSNvuspyDUtABRRRQB438Q8/8JhMEJ3NG%20o2gdRTBfWx8QW83nx/ZorUIz44VsHj61d8c6DqV/4rubm0t3ki8tVBX1rD/4RfWN6Yse3HHyn6+9%20AFu5ne70C0gtbyEJHxLEeCTmr82s6awldplaW2iT7My9N2MEVhL4X1nyDmwcNnkAcj6e1PHhfWfP%20GbAYx8pxwf8A69AG1LrlrFFqElq0M92yxlFdcqxA5I9xWatxHrmlxW0t3GlzFKWLT9HBHX8KqHwv%20rQiG3T2xu57MP/rU8+F9Z8ziwydvHHymgA1i6t7jULWCzIkitlVTIP4sdSPatS5msrXVLnWGvIbm%20KSDy4YY+u4jHNZI8L6z5AzYODnkAcj/61KvhfWfOfOn4GOMDg/8A16ANPXJv7Q0+OWG+t2gWEfuP%204i3/ANao9O1W2hsdP865xJEkowOoJ+6M+9Zx8L6yETFg23J3H+IfX2p7eF9Z3ybdPy23gEcH6UAb%20Mmt2MaxbZGE08LNcrn7r9hnvQNWAsoPM1CJtPFqyNbIuJHbsM1if8IvrBjQmxbrzxyPrSjwvrRkl%203afg9sDIx7e9AGymowt9pWyuEgnNokatIehB6VHd6pbI9zIblWuljTe68iVgQSBWSfC+tfu/9Abb%203PfPvSt4X1oGXbp5LehH8qALN5HaveNqcd5F9nklWQRPzJnPPHpUsGqWqeKrq4kkK210hRJfQEdf%20pVH/AIRfV8RH7C31x/OkXwvrREu/TyD6AZ/KgC3ZC20a3ZGvYnNzMuDHyFQHJb2rQfWLWfS9Tgll%20UXLMFtpF6yJmsQeF9Z3xf6AdmOvv6Gh/DGtKrkWBzkDnj/vmgBl0zSanGJLxJgNga5I+59fpW9Lq%2062zWq3V9HPdwh9lxH93bjisb/hF9YDR/6CenccfjTF8L615T7tPYHPQDn8KAL8xj1jSrN2vQJbGF%20mmaUdWzwue9UNDv0stdtru8ZkVTzjuMdTT18Na2JFX7CRGQPox96Y3hjWvLbbYMfm5z1A9qANptV%20jswpluomvCHMdxF/Ap6A1Tu2XVrNLs3ahra3CSvJ1lb0+tVP+EX1jzFxYZO3jj5T9aYvhjW/IINl%20IBnJQevrQBN4deCO8e4muY4YxGY8vwNxHpWjp2pRwaZDEbi3ia1dxcxSjIuEI4KisseF9aM+DYfL%20j5Tj5Tx/OmHwvrPljGnsRu5JHzD/AOtQBtLq0UjJEl2Psj2roqN0Dnov1rnryzfTrk2KyxzsVBdh%200GR3+lW/+EY1pZspY/MFyvHy5/xpn/CMa00ILWMm4t83978fagDQk+xaXYWkcd1Dd2fmCWbYfnd/%207v0FaQ1bTHNvJHM6XHmySFX5Ea44zXPDwvrPnPnT8ccYHBHt700+GNa2J/oDbSTuP8Q+vtQBLqmo%20re6VYCS4E1whkByMsATxk1meY+1k2jOcuuOnvWi3hfWg8m3T8tt4GOD9KT/hGNZ8tCbF+vPr+NAG%20eJSrb1AAOfLbH3qQsTkbBkZ8wY+7zWiPDGtl5d1gQewHIx7Un/CMa1+7/wBAbb3PfPvQBnzO8sUr%20HGNh2NjrXuHhLP8Awi+n5OT5QyR3rx6bwvrZjnVLAliMYPT8K9l8M20ln4csYJl2yJEAw9DQBqUU%20VzutePNB0C/FnqF5sn4LKqk7Qe59KAOiorMk8Q6eklqqzeZ9rQyQsgyHAGTzSeH9dt/EelLf2quk%20LOygOMHg4oA1KKTNUp9YtLfVYNOldhc3Clo128EDrzQBeorMTXIJNffSo4pmljj8ySQJ8i56An1r%20ToAKKKKAMzxH/wAi5qH/AFwb+Vc2qLNaRIQMGJQT68V0viPjw5qH/XBv5VzMQAghwOPLTjHtVRIm%20QaYwFs1vgsYG2kelTx8OmRyegx1FVIne11mW3LR7Z0Dxn1x1FS7iFcHA45PpTuLqZGqOHuZchkRS%20B6kVWKHIZBlgAACOOladhYLOzy3Eq+WB1I6mqVwqR4Ij2BevGagu6K6Rq8ZCliM8nHI4pssqwsG4%20344Ujg8VMok8ttu0NgcYHzDFaFtHZnTJSyK1zt/i4C8UFHnUATTfFjOeY2OSV/hJFdjK27gYAIyO%20OvFYs9tHqDGdxsuojs+TGHHvWrDIsDxLJ82BjGM54qZb2KT0KGqRysrKyOEK/Lgda5x1cXJjKYkA%20x1612OraotzbRsrkXEJKhAMjH9a5fVnQ3e4OpLLklT3oskiebUqgM7+XGHd2JBCkkiprm3uLSQrP%20E8bDONx4NbWiXY0VB9w3EmTLLJ0VfQepp11qkGoTzq0wnUgldy4x9KYcyRzocmM54BySSeRVjTgZ%20tRRAu7GWxu4IpkMSzzLG7ModiMjOMZrrYZNLtbFoYYYEeM/LI5+c+tOwXRn3129xbqZI9ivuX6fW%20qmi6PJaRTRQJ9omuHABAwEGe1aolS43ptVt3UY7Z6inya1Dp8KeU4REO1WH3utZ20sYSUm7p6M3b%20m1jt5Ehl2mQKFLE/dPvSRHZv57jGDjP0rHfX49SnLMHSR1yDIvDkVfivFNqs5Ut/dOcbapWsa81z%20Vijn8lZVjzGMNuz796rPL5pcsvGRlAfvfSqsHioL5iQwzThxhkj6L71FZXn2iT/Wcn7jHjae+aB3%20L24koqHDEDDZ+77UstvJbYEwwGwdmeWqg2qJZXD5BZcY2DqT6ioJPEC3sqA+ZDMqjZ5v8Q9M1VtC%20eY0csJF/eDOOvp7U37C13FMfMRREN5U9QPaqYu1FvFM8hCucH5e9VH126Sd2jsA8Trt3FuSKnYbd%20jWiQALtZVJUEmrVs8Ycl5NijovU5x1rIsb2O4ZQnKkDK4wUPpVT7deXF3cLZqqyK2N7dMUWvoPmf%20Qb4k8IjUdVW4s7pAJ1BdX9fStKLRoNN1H7ajHe8IjZM8DA61hxajevev9vTvgSrxz2rYu79v7NVy%20m+Rzt3A8Gs2mpJp6IfOrNdTet7WG4kAFxslZSSeoIxVWQkOwV8gEjAPSsiK+v7Us4tkkTaV2Bvm6%20VYt7szOjKWBcHcCOfoa0uhcxe2JNK6bQ5I7tw1RXSlcR5AU5K9wtZlxrP2a4nEcLSnlQqn7v1qNN%20XF5CYjG0d0nLI/Rh65qrC5i3ODg7UwMHOR+tVEDI6MPuE9Sec+lJqN0RZCXDMGOMgYwM1nXeq+X5%20cjwtGi8eoakkmDk+hnXmZ/GCNNEYwh6Hp7GuidsOGLFUVgdw65zWakcV0qT78uDu3eozxmr+1+Wb%20G/oQDxSk9S07o9P09zPp8UoHG0ZzTvk8pTvbbu4buT6Vl+Fblp9HQM25U4B7/jWsFf72Bv6EZ4A/%20xpiZS1TBt4N6Zf7XDlR0X5uDXS1zmpsXtbcqwVPtcOCRyfm6V0ROBk9KYjkvigqt4Cvwysw+XlRk%20rz1xXKRa9v8AAF55OuPcX8JjWBre38t9/ZCMcg16m7wSho5CjDHzKeRioVTT0UMiW6gnghQOaAPG%20NcS71fwhaanqt5fxXtvfeXdooOLfnqBXVpb3up+OYoI9Wvk0+2skuFC5AuOnX616A32R/MjYQndy%206kDn6+tAktQUkDRA42qwx09KAPHNJ8TXj+P4Bpt3qEouJpEktp8lVxnHHQVb0OabWZdSgu9W1Iar%20OJhNYqpCRAE42mvVVjsVlZlSASLySFGfWnKbNJBKvkq8nG8AZP40AeN6TeS6T4AgXS7++CteeXfy%20bTvtEzztFTRalft4f16Ky168fS43T7Pf3CneWzyqnrivXQLKNZFCwKP4xgc/WjFj5SQ4g8s8qmBj%208qAMH4dXv2/wdaSlrp2GVL3JyzEHr9K6iq8c1rFGVjeJUTjCkACn/aYdyjzUy3I560AP2LknAyep%20o8tcKNowvQelR/aoNpPmphTg80v2iHcF81MkZHNAEV5DcNGTZyJHJ33JndVQQ6nmE+bDt7r5f3fe%20r/2qDaW81MA460fbLf8A57J+dAGf5Gq7Zh58O4dG8r7w9Kd5Op74j5sO0jkeX9w1e+12/wDz2T86%20Q3tsCoMyZbpzQBQ8nVfLlHnw7geD5X3xTvJ1PzYz50O0jp5f3DWgk8UjbUkVj6A1JQBkeTqvkyfv%20odwb/nl98VJ5Op+cn76HaV6+X9w1p0UAZBh1XyH/AHsO4NyPL++Kk8nU/PH7+HaV4Pl/cNadFAGR%205Oq+Qf3sO4Nyvl/fHrUnk6n55/fw7SvDeX932rTooAyPJ1XyAfNh3BvmXy/vc9ak8jU/PYfaIcFf%20lfy+ntWnRQBkeTqvkofMhyG+ZPL689a5vxBcalceKbDSWuk8okTbkTBVh0+oru65XXIVHjTR5TGW%20JDLkCgDWeHVdsZM8LkH5l8vr70eRqnmSj7RD0+V/K/StSigDJEOqbIT5kOM/Mnl9Pel8jVN0o+0Q%205/hfyuvtWrRQBlCHU8QnzYcfxJ5f3fejyNV/fDz4d38LeV972rVooAyhDqe6E+bDtxyvl/d96TyN%20V2Sjz4dwPB8r74rWooAy/J1PzIj5sO0jkeX9w00war5Uo86HcD18r74rWooAy/J1PzY/30O0r/zz%20+4aZ5Oq+TJ++h3Bv+ef3xWvRQBmeTqfnr+/h2levl/cNRmHVfIb97DuDcjy/viteigDM8nU/tA/f%20w7SvB8v7vtVyBCYNsyjcT83GATU9FACbRu3YGcYzQqhRhRgUtFABXl2qa1pGi/EfWW1yMvDNZoqA%20xFwx9Oleo1DLaW8zbpYInb1ZATQB5Noi6lpr+H4GDwWt41wywuv3I8Ern0qLSNWl8Paf4XuZ3uYt%20LM063OwEqWydu4V7CYY2YM0alh0JHSmm2gaIRGGMxg5ClRgH6UAeNtrupXHhiaWS/vI7KfVGSW5V%20CZYYf4QB2FbFpql5FrOgpp11PqMDWMzJJPHtMjAfLk+temfZoNpXyY9rdRtGDQttCm3bEg2jC4Uc%20fSgDxzw5quoNrmnyWOp315qlzITqVnKhEUS85/LtQk2tpDHry6pevINW+zfZ8Hy1izjpXsaW0Ebs%208cMau3BZVAJoFvCBgRIBnONo60ASLnaMnJx1paKKAMzxH/yLmof9cG/lXMxMBDACckxpg468V0/i%20P/kXNQ/64N/KuVifEMJC7QI03Ajpx2qokTKOtxk2y3MajfbMGyeCB3xTr2cPZwOpDJKAVIPUVa2R%20yq0TjKuMAEdc+tc2jusAsJhxbMV3AckdsU2EdXYmudSexgQQpumlI2rn7vvWXKtxsklnunaVl5b3%20qT7WjCR5BiZQFyBxgdPpVGeV7xEjKlVb7wXt9ajpoGhetZw9gqsG8wYJBH65odGvLkhHwiDG0cbu%20O9VJZUkUQIwAUAKwPPTpVeDVhHmN0y2cE5/WkO+o29t0tpC6PtDMAyZwAKu6hctHMkcmAxTcoU/e%20GKzWhe9m8+clkU/LjofamavIWVZEiBMfvkpxTsOTFexlnlaW5kCLj5UU/d9zUmlhf7VnRI45f3Z2%20Ow4IAqms894jAtukHQdAeKu20BswWkzvYfMf7uaVmiW+o2GKPU5vMkPyQseMdWp2qQw29tIWwHYc%20Ed/wqleS3On3EklvhkfJOzvUzW81+4kk3eWRlmPUUWBPTQ0HvF/se2iGN/RRjnPao47M7jLMd7sM%20spHX2FVrjLp8g3PEQR7fSkh1eWVZc43L3B6GnZi5kty9ZO66iULDywp49DnpVWOKOa7laQgtEx+Q%209+etRxJJCWun3BpB1/vDPWnJZXl3diWyhaYuvVaSWom2ixd3Ijt97AgDhec4NWp5SNChO48EFwO4%2071mpZXE96A6FI1++Ce4q0Jknle23kRjhWH8J9KTB33Nmz/dRwGAlRgeUVxyPeq9ncINcl2klVX94%20nQFvWs6207VIIXZYZHQHAIPy/UVMbdrCNjIw+0SAMWPGPanqXdi296r61Mko5dv3TH09KsXEkKWN%20wZ0DFOgPXPbFY8ti975U8O4TjGUz973FStpOoSzKt4pSMLuBPJxRYhbFm4uXOg2j9ZUcPuB4Bq9a%203tvcwNzhSBvPQof8KyrWdEvzaN/qioyp6Vbi8NXF2GgtJ1iEpBG6hlJkkNzAmqBVcmGNfvf3mqnD%20fjTtVu/tEZeCfpjqDjrRfWa6PavEuDO5+Zic5+lTR20Woaekgyz5Hze9CVtBN9CpfakscIiUiVz9%201j0/Grdy5bRUVWZpYfmIA6etTr4QCwPei5jkEZ+aInuRVPTLlJLp43fDhvlJ6UMetzQs9Xtp0XzR%20sZR83HB465qM3Sf2luhc+TyxYdQe2Knl8NQXMTzRXHkozYZc9T9KpajpP/CPWqurMxmbLOe49qVu%20oboZFcwwaxcrcExCQ5DdvarGoW6y26TB9oQlkkHU+uaLjShfRrJAMtgsrZyTVFNK1hlJZPLDHAHt%207CmkGyJbmdptDZoUO/cThucioFdZrRBI6spHKk8Cp4flmaCQkbeADwfyqtPpU8Nr5tqNySucqR79%20qehKvck0hRbXQghbO75gGPGM1tzqDt69eMYHesbT7WexuvOvo9pbpgfdHrWleX8aQsY+pHTHv2qW%20bQR1HgafE11ayZGPnxnr9K6hlCYUk+WD8pz82fevPvDF4seqWbFtyyrsJz3zXor542Yz3zWdCbnG%2073Lqxsyjqu3yYcqWb7XDkdh83Wty9/485f8AdrC1H/jyt9j7Y/tkOCep+bpW9d7fssm7O3HOOtbG%20ZzzJ3UY/2O6/WqGoappum/Z7e6mjSe6YhIv4nP0rYdNpJIGWBOcnkVyvjU6fB/Zsk4hjnF2oWQqS%20yr/hQBv+UdwO07hxnuKaI8qVaIqCfukdTWHJE9/4t1GY3NybW1tlmjSJiATjr71m+H9TmuPFFv8A%20vZPJuY2aQby5zngkfwmgDrNjBsEkOP8AloR0HpTWjZkG1GALY8vGec9a5zxe10muxW052WphLpIZ%20CivJnjJH8qp6lf6rY/YDBdSSTNEDfMi5WOLONw/2qAOsUxzXDxCZXmjxvXHI5pfJYKCVIJIG3aM9%20a466htbXWtburK4nE5tFa3BY5kHrU+p4g0fTYXlunNxGJTI7lRu7gn19qAOpa3IlXgnbjBA4NN+y%20ttHB2ufmHcH2rk4r1tQsdKGt3MtraSK375SQd4PGcVZuTE2rLFq19NFbRxobJ0JHnH1PqaANqKaG%209eWO3Zmlt8LIMYC0lmyX0YliSURbiuWGCcdx7Vz91PcxJqKea0FubmOOeUL8yRnr0pqrI2+w0+7n%20k0sXKCCY/e5HzKD3FAHTeQc7MHzDyBnjFVdQvbXS1RrppAr8KqjczHHQAVjRwpatqNhfXtzFb291%20GIpFyWyR0z3FWPFyrHf6M63ZtGEnNwq5AGPyoAuz6lp0Ompf3Nw1tEWAQS8Fie2OtWPLGCcnEgDd%20ex9PSsfxPHYP4ZlkmmFzKmDDO45J7kY71u2DRz2dtLBKJg0SgOuMH5fSgC74cjZdVOGwuDxnORit%20jULueO5McbHaOcYqhoaGPUNuPkA79c4qxq0NxNcSJayCKV0IWQjgGgBDf3asWZiCeMFeKY19dlNi%20yFSvOccj61geDVuv7FuUvLiS9khunQyyHn61FqPim5sbnUEh043KWOPPl3YJDdMCgDoxqV3uMjSb%20F6HcOD703+0LzAQTHrkPjp7H1rltZ1qS90e+sJLZreVdkq+W2RsOOp7VratqQ0PSUu7mPdlVCqvR%20iaANT+07zLPuPoUwOfcUfbr0qEErcc7wvT2Nc4niom3vHksV32gDy+WxIVD/ABfhVaXxDqt8NMm0%20O2j+yXc5jLyNjzlz19qAOo/tC82/6992fu4GcetKb68DYNyQMfeIGPpWNBrktxd36rpihLEmOSQv%20jLZ6A+lV08UxNBdG5t4/MtwrKkbEiXJwB+dAHQfb73b/AK992fu4GcetRyXU7ybjMjOoyjsB19K5%20/W9S120tbOSPT4re4lnVGG7OUJ6Zqa51uWNrn7JpiTQ2W37Y+7BjPovrQBt/2lf7lDSkZ+9kDIob%20Ur4bgJ9xz8pGMGs3VdSh0/RY9Q3eaJNuwlcEk9Aazl8WRrBKTp6y3EDKpjiPyuD0OaAOjGp3xZf3%20x2kfN0zSf2jqBQnzTnPHTGKzNNv5L25ubW6tBbXNrtZ1XBUqegzWbrNg0Wq2s1rNP9tuJFxbbvlC%20DqSPSgDphqN+SD5rbCOTgZzTf7Tv9h/ffNnjpjFcPqN09o7yXUl1FqS3KiNQp8loj+ldRq18dMgE%20ghjLuBhJCAF4oA0v7Tvd4/fHbjrxnPWm/wBp3+3/AF3zZ9sY61zB8UtJaWr21pEbm5DMsczbUCqO%20cH1q5pmstfLaeZaeW92jOFAzsAHagDZXV73bvaYhOmQOc0javfo21psEe1c63iFzpq38MEfmF2Qp%20KwCkL/WrMer28nhw6mUdY1P+r77vTPpQBsHWNQAVhMuzOD60jazf7TsmG7tkVyj6nc2GvTXusQeS%20I7MOEQ/I4PTip7fxGs1ncu0JcwJ5yiH5uD60AdJ/bOobl/fDbjnikOtaiqEmZAc/Lnoa5bU9a1M6%20TaXlnBbGaadUIRsrj39M1Dq00zw6x526OVTHmMH5YzkdKAOw/tm/3j98NuOeOc03+2tRCE+cgYHj%20PTFc/qmuvpUsMYhRo2VFlYt8xzjkCqfiHVprnS72GxtfNtYXRDcBsMCSMigDrv7av9wxMNmOuOc1%20c0/VLyW3m811L9BgdK4++11tKmt4fs8fksqJId2W57gV1thv+xuFKiIsNjDr+OKAJm1C8JCq5XZz%20u28fQ0yS+vSBJvdAx+7j9acAeeCcfeHP7zmub043sPjDUILy9eaN4BJFFj5YuegoA6A316chLgnj%20hsDBPpTf7Q1DeqmRv9oYGRWDqVteajoyyXGm3cUkZOLe2kwfZiaydOMuuPpekz3khzA0ss8eQxYE%204Un1HegDsv7Tv8N+9+bPHT9abJqt8q7hNxjnOOprE0S7lPh26ZlE1xZMyKD1kxTI9ckuVsl061Nz%20NPD5xXAATHVTQBtnWb7n99z9Kb/bWo4X96uf4uP5Vhy66lvFeLdW7wTQ7G8nuc9ga1AfOjiJGJWQ%20HHAA4oA6LQL6e7WcXDhirDbx2rYrC8MbvKn6bdw+ua3aAM3xH/yLmof9cG/lXIq5aGAZ3ARrhse1%20dd4j/wCRc1D/AK4P/KuNjz5MHIzsXI9eKqJMiZSQjYxt4zWLNC19qQWEZDng9h9a2MKUYHOSMAjt%20WJDcRaVYSHf8ndyeW+lG4ouxT1LR4PtDbZCHPDKrcVpafpcY0vzvkGeN2fuD+pNYM+r3T3PmCCKG%20MqNiv1Y+9JaXU2o7gs3lKDlogeCKQtUy5Y6VaXerMDKY4olyccFjioL2xit7oEQ5XOCSOcetUL3U%20vsRAtBm4bG0/3RWbJfXK3TvNdO0xXkdR060aBqzrdbbT7DTIfJ2FSRsUHknHel0aysrXzHvij3My%209D91fSuTaOa5kt53dT5ZBbJ46VHql+t1MFJIRW+ZAcE8daRTd9jqbWOxjuZJZ1iZI3IBQ8A9ifas%20zUp/tl8Le0IaeQnJx8prnTdtayMYF56AZ6+2Ku2En9ly3VxMcl1x1+6PamJt9DpZ9Js4NOjYTNNd%20MSku0ZEf0p+qanBYrHCkAE6w+WyY4P8AtH3rjJ9XvZgx+0G3hVsqqdD7mpzqE14P30olKqSWI+Y0%20SYk+hraLbrcNLc3LEQ56D1+lbOr2tnu8y0s441CDcQfv++K5S61F4rGOKDMchHLDsP8AGqKX3lXS%207JZDkcuzc5+lC0F6G5r99BOyQ2o+XCqT798VpWOvxaFDEgYxsvHHJb6Vx9xdOb6CYfdYkHjg1IpN%20zdNJJ80e7Ax25pXtqJq51cmrRzwefbSjcScBxyDmsjT1DXjTTE/KckKfvGs+bdDdQCNQS52sB0Iz%20RLM1oZYvupu25zyD9aW4W0O1i8Y2UNm8DTMcEYIGQn41j69qRvPLeJ1ZCRuGP1rDt5jb2DnCISRh%20GH36htbh5onUptRWGMHPOaL6FOx1mhXdpp2nGSWQ72wysRkr7CtC48SWeqXWbaRkygGxlx27VyWb%20iaQCLG+IAMp9/Sqd3fyQ3SIwVmQjnoVpp9hXurIuQKw1Jd8hLLISHNa6eKZbe4UQWnnFfvHOAPpW%20HI4laSXkEqOO9Z6eYLnYXkA27wMcHiiIJX0OivL2LWojKCFlVty4457inWF4bWMtH86v95c4wRWD%20byMceRgGRMFQM9utW5UVTHHCw/dJ8zH+IkUg0RtDxFdBH8yOExO3BQ5xVHVH2sJYlG3gnb6+tYkc%20vkJGQvD54Y4I98VqW8khtCZE25z5Z9OKGU/dabZq2viOSKNjAkTM2CWc8ED+tSTeIhrDslyqqF6x%20nt7iuTkQEMxOQpyVH8PvSpL85kHykN8j9Q1AkdBpmuy2F1PCGX5iUU/3RWvL4tsYLhQ4mxGTulPT%20NcjcmMxTbEIlm5LY5FVkM+0ySjgDYEbkPTDdHS3dwuozPdJIidSHA4IqSHxIDaRJOrbbfIUxjq2a%20w7J0HmQuWRJeCvZfamagwM37lCBHhcDoVovqHqdVZa/bajM8DP8AvMHMUg5ce1O8i1ZvLKvxyue3%20Nc75K3ViXjPlzJ8ySgfMuP6Vp6ffNcRxvLgTBQGHqc8nFZyasaxRNBc/2fdI8eBslDYPXrXrInS5%20tYZckowBUj1rxnUnCznyzyRkexz3r1HwhffbfDdsx++q7Wx0pQtcuepc1XHkw/IWb7XDn0Hzda6C%20YExMAMnFc/qhza2537EN5Dj1J3dK3bpylrIynBC8GtTMz/Ic/KEbY3Ldc59qifT1mU+baxStnK+Y%20m7+dQebP5qyfaX2qMKezmqs+oRWi+Rdan5EkrZCucMKANNbIL8qQgIw5wOfp9KamnJGrGG0hjkY5%20yiYz+NU7i9ktd91Jcv5UCfM3bHrUcFxNdWazQXUrwSDerDuKAL9zpyXKCOW1jmjB3ASruwaFsCsf%20lrbxhPQL264+lU2nugd63ErN0xntSebc/wCr+0S7PvZz3oAsnTVQZe2iIzgHZyvtn0om07zNsb2y%20SLENwjK5H4VTW4u4/m82UduWHrTTNcqBulmAyBy3vQBZfTUlhRJLVGiY8BkyIz9KSawDSxiaxWTy%20eFymfy9KhNxdPId0su7gkbqYbi62ArNJk4CkvwTQBZayYwuGtMiU85Xrj1FC2mwRqlkFjj+6gTAB%209fas+TVHhnjjlupEZuNrN8zH2pG1OZJ0tzdP9okG5F3cY96AL72bNlmtSx68p1prWZlWNZ7DzU/u%20OmQtVmvbnbuWeTaMA5bnNV7zWX05Y2vL7yVk+4WfhqAL508GNozYAxr91THwfoKRLCWMIIrdo1Jz%20tVAAnFZ7a9stknbUAInOFbf1qcajcsqstyzKwBBVsgigDY0uGVL4F4XUDOWI+9x1qTVkeQukcrQu%20QQJFGSvFUtEurqXVFVppGjKncp6VsXFvI8xdQN3OzJoA5nRNCOhiZVv57lZXMjCRcfMRyeKWfw9b%20zHUi0r/6fjzeDxt6YroFti0bnHDff+bHP9KT7PNvxhfMUfJzxj+tAHO3fhq2u5J3klcedEsTBQQM%20LjBq5qGmQajphsbgZjHKtg5Vh0NasttIqMBt2sfm57/0pfs8288L5qj5eeMf1oA5l/DAks3tZr+V%204nPzgRBS6g/dJHakXwpbw26wW9zLDHFN51uFGfJOeg9q6T7PL5X8Gxm9T1z+lKtrOkjbQu5QeMmg%20Dnz4ZtzYX9q08rfbnDyycg5B7VWtfB1jC12011LM88YjZ9uDHg8ECun+yyFVPy7WOAcn1pWtJXd9%20ypuA+Yeoz+tAHOXHhz7ZYLa3WqTynerxyFfmUg8Ypk/hSCeSdhfzRx3G37UiDiUg9T6V0gs3whwm%20D905PHNItnKTIDGo2nkZ+970AZd/pUGp2C2Mv7qJdojwM9OhFVB4fjNobaa7aRS6sZRGFKFT0OK3%20/skoeL5EIbo27gUGzkVHxGrFcblycmgDJtNLjtNUu74Mzy3e0GJhwcdxVOPw20eqzalHrFwskpUM%20GQMEH90eldGLSXzIvkT5hw27p7U0Wsojc+SvyHlM9fegDDuNCNzqME1xeSz20R3pZlcLu9c+lN1b%20Q49YkineUxTQ5USEblwR0IreFjPvRcjLjIkz09qb9km2M/lLhDgx56+9AHCav4We0FhawRT3ltCr%20NvUDzFY84we1aFpol/f6baNfXJsruDKrLCOGQ/wkdjiutFjOJFTIywyJM/pTFs51iLlAwDYKE9Pe%20gDk4/BNokcUcFxOpjVgCQGyG68GrsWg2w0JtIl3yW3QM3U+9dANOnWbYGAyuQwPB9qZ9hm8nftH3%20sFe4+tAHNjwtbtLMbyee88+DyMyHiNR0xU1joT2NvJHHesrSJs3LEowP610P9mzeaU+X7uQf71Qm%20ynZDhSvYt6UAc2PC1sthJbySvvkk85rhcDYw6cU+fw9DdC6a4kkM9yFDYI5x/EK6NrCcEI0YJPbP%20Wo/sE5VjznPD8fL7UAc3eeEbO8kllN3KiuVLDg8jpz1FR3nhSG58z/SZoI5XVpbeMgK+08EV1LWF%20wCNsW7I/1fHze9NFjLJGTg/exvI6e1AHL3XhK2ur2VjdNHBIRJgYJDDtk9q6jT4wtmeuVYL+H4Un%202KfzMfZzvx/q+OR65q5ZWTrA6P03ZyTigBhyRwcH1545rHg8PGLWZNSOozvLIuxkZflxnpXSPbSq%20xZQN4HIJ7fSohby7EX5NrHIOT1z60AYA0SZYUSPWrpPLJy+MnBPQ1Evhi3WC1itbiW0mt8hZkGXk%20B6k10QspPnGxOMbhk80fZJQ8XyIQ3Rt3SgDIsbCPT7XyYQSq5DORyx9TWfb+G4rBb5YJpx9uwCRx%205I9VrpPsc2Hbyx8h+aPP3/ej7BMSiHad4yHJ+77UAczN4bt7m6spp5JnkslA3E/6/wD3q02XJyBj%20uyDHycVdNlP8w2HI6+1MNjMvl5UkscZA+/8AWgC54dRvLmdxySACOhGK2qztIt3t1mD8ZYYX+7Wj%20QBm+I/8AkXNQ/wCuD/yrioxiCHdyuxcY6g4rtfEf/Iuah/1wf+VcXDzHFjhvLXqOCMVUSJEkrmO2%20lkHIVeR3NcdJM1y8QZQ8cfIAH8XbNdHqpb7MEDYEjAAg8r/9auR1WBrS9M1uX3soZgpyCfWk30Fa%20yTZY1uFRp6zM4WU8PGepP0rEspzAq5/j+7jt9aI47rU2/fyM7Mchj1UVSvQbK4iZ1xGzAKpPVfWk%20loVNXJLu4eSRggO9zhyOwqtLlQGOVf7oHrxWhcWd5NM7RQM6AZU7cce1WtO0KS+VpZtqKq7VVuPm%20xVeZMU7WZn28rxosSfef7+4d8VlZlW+PmHe3seGHoK0IVkXXIbOBjPMzFfk5GcVo3vhS/huWEhWN%20jyEB6cUhrTcxZ0IZndmjJOdn93j1qeeWWax2Ic4B6D+ta954dW10WS5ubny5VUffP3vpWJa5ns5o%20od5cPjC/ex7e1DXcGioglniO1SQAQwFXLSTy7khVIAT5jUq219AkivZSHeCB2ye1MuLNrSxMks+Z%20Cu7A7H+7RbqJq5DeKwkWQ58sEkDoAac0RaJJGAUAkH3HrViws7zW/LisYTczAYYAYA+tayeEr6OS%20KK7dI1LkMxOdnsfQUDtoZUDI1sqHBEbkoT2qOMxifZkgnqv49qi1SQWl35cflkIx3bTkEZrrfDfh%20uxuYUvNUlKmbmOIdR6ULQlRszm7yb7TKDGu1EwCR1Xmmm5E0Modd3rgdfQ10ut2FrY6ZObG2Jlik%203tz1XoRiuIsJHmv/ACYlY+cwIHpzQO19maIlW4sFVyB5bApIBkinxgImVUJgDJI+9711+neHdLtr%20S5Ks00jgeaoHCn2rmNdhigCNalnjcgGRjjGO1AKzGG4kguFlVgMgDeahmWM3u9yJJMAtGB19xU2h%20Wo1q7WMsI0iH709Riu4u9C0GCxVjaOrMoKzpzge9CXcaSWhws8vnPGGJDYGAR2pLPfA1yZVJATqf%20THUVT1tJbDWQC2NoDKRzuX2rsPB8cFxaSXl6sR8+Mqkb9B6k0ImSSRzFvMYyHgAC7eHA9qSPdPC8%20qjPOcfh2rttXj0280W3gt4Y4HdSDJEeh7CvPYlms7l7Fjht2088fhQykuprSBrh4FWFSwXAbb1NM%20u7h7cRwuPmzjYRjBrr11XT7WztctDFjCOgHzA461l+I5LfX2ka3jC3kSny3XgOAP50MLp6mQunvJ%20djy2G4Dcyr34qqGdX3pbgBWOSBwlXvCWqx21+63EJfzI2ib1GRjJ+ldSbzT7S5isIpLVdmeGYYce%2059aFYL62Rwhm+0zyYPQk5X+Kn8xRb5DwWwQ/8J9qv6xa29lqM2o2MBSEH95CDnaa0Lr+ytehshZq%20EuoyftOOjL2/GmNaamR5m4yytkyKp2kDAqsoby9/OH6A59e1dpDpuktJ9hmV4oWBEkinJX3rD+xx%20eFvFUf26cTaar+ZFOBuLLnpSVg5SKC9MMhjXa2UwQR0q1pWQrzOQTI3GRytWoLfT7vWLm6tw32J3%20Mka+mT3rWg0+2udwj/dNjgnox9M+tROPYqEtTndXgaMrcJjMvGOuRXXfC7VldZrNGzhsoP7prnb6%202It5IHycclh/Dz2qv4LuBpHie2y+VlbYc9OahPoaPXU9e1YfuYTs3MbyHPP+11rduN32d9pAbHBP%20SsTWAFtbbMmAbyEjB6/N0rbuVDW7huhHPNaozMMx4ZvTnA2nAPqK5/xNLavH/ZcKW82r3nyqZeCi%20Z5Yk9K6ciTzVwRuAO04OAPeqFxomn3lw91d2aSycqXwQxFAHMayXCajp39pi1hsLMAhiD9oJ7+4q%20le67LZaHbDT7h0W2tUd0iHHJ6HNdtNoen3BjWazieSNcRsynCr6GoptF0+dgZbGNtowPkI4B6UAU%20NV1Ga18JnUoI8yvEjcL9zJ61jQ3uqiwu5JLooixCWGaUglmz9zj16V2klsnlmBo1aMrjbtJGM9Kp%20LothGqxpYoY9wJBBwCDxQBw1ze3uu6PZ39xffY5GvUVoE4Ftz/F9a2RfXS6rqs0+o50/TwoC+Xnf%20/tGujn0y0uvtBmsInMxBcbMeYQeDT47KCOPyktEEcgAkGz+frQBwtv4nvIrm/VXkuENuJoGkwWXJ%209u3tWhPd3VhpNuTqqXMs7IruFBEG7vXS2uk2Vo0j2+nxI7rsPyk719KSPSLG3iMaWaJbyD96u04P%201oA5u7lksrmxE17FqTeccTKAWAx0zVG11K7RrXVTcwzzXUzQm0ZfmReccda7GHSLWCNFt7NIxG26%20NVXue9Ni06wjumnW0iimf70oXJ96AOUttQ1CM6dPNqIkW8uGhMRj4UAHp9Kbq1s11NpKtqNpdTC4%20YJNJjywPTHrXWHTLdSoaAYX5kUj7vuPrUEuh6bPAsMllGYlYsq4xgnqaAMrWp7TT9PSa4W3ku5B5%20NuqAbHYjnHt71a0ew+w6PbWzzJIFBZtjcBuuAfSrEuh6e6Ij2itGmdmT/qh3IqxBbw2sMcUCBI0/%201a5+/QBa0BSuqYOM7e1XdTZvthwzfKuevQd6i0jH9oDB55yv9046VNqkcc8zxznZC6lWcHHGOme1%20AFCC5hu0d7a7WaHJXzEOQW9PrUn73djL7lHr0FYXgi3gg0a7js1iMMd44VFOSB61U1TUNWi1LVpb%20a9SKOy2mJAvXPUN7UAdDd3iWFqbi5d0gzgt2JqQCV1O2WQnG4MDyorktRuLl7DU9Pu7z7SqxxTnA%20xtJPQe1b/ibU5dJ8NLcRIXmdVjDp/Apx+tAF2UTFAVaT5uig/eNNfzkk+eaVQByxboc9K5j+0dWt%20tGvZppSEgxJbyyEF5D3jIHrVWW7ufEMGj3T3ptGnu8PCOPJPoaAOx23Hlj5pcseFz1560pE6y4M0%20owPvZ9+lc9Ff3Mcmr3V9qTR29jJ5MKKvB56n3qjb+I76EamF33AiRHVpuSm44zx2oA61vPSJWd5V%20DHhS3HXrTgs5diJZiqgZfP6VzGvQXiaTZA68rx/aoy8ikZjye5ovtQvy2rGHUBA+mbSkTf8ALyPU%20+uaAOkDS4C+bJuyCU3dBnrSlpVf5p5AOAGLfePpWXrmqTWnhSPUIIyks/lgtjmPd1xWVHqeqQ2Vy%20kjYDSRrbzzkM2T14FAHU/vwi/vJc55Xd0qD+0IluVt3v9tyw/wBUX5z6VT0GW9+3X+n3c/2toSrJ%20IfvYPas7xFELeVbtntXt1uY/MijOJy3agDbfUEjvobNr0C4YZ8gv8w+lSGW5AYGZhJnu3bHeuS1m%20xu9OR4f9HmN1eLJDc7h56Z/hx1FbPiK8ksFggWWWO4nXcAoGeB60AaoknLZErlFGT83I4pvnXGw/%20vjvJ5O7gjFcgPEdxPpenl7xrdZQ6tcIu4s46A+1aVve3VodMW+u8+dEzyM4ADHHHNAG9502//XPt%20A4G/kHFJ51xsP747iefm4IxXJjXbifSoQl2zXE3mOjRKASorTTW55vA39prGn2vbtwOcdtxoA1Dq%20WNRNp9ofzhHvCbuQPXNSma42EecdxJ3fNwa4ee9u9J1m9uvtkeoTfYFKMB90nt+FaFnf65NbXX2c%20eYpiDpNPjIbHIFAHTR3M7k5mfIU4+bGKr3Gr/ZllM13xGR5gU5xmuV1G6kvNNgzqE6XMF0om34Hl%20k9vpUusyAjWIFkjkEflbmAwWJI5oA6xryctlZZMdsnkCobjU5La3aWad1jU/Mfqa5vXNeubedlsr%20ghbdUWRQmFGccHPeq+t3E17pt+82ofZ4reaONbUdSSQaAOwF7dFgwnYoR1B5q7p8081pKkr78Nlc%20A9a4XWdfubad2sZiVhMccqAYTnHX3rv7DmyG1g0eQcY6GgBrea2SHkUr1IPI9qbIsx27Gk+YjCg8%20H3q0yMhcGNSe2P4uaZsbgYPzd8fc57UAU5rj7M6/aLtogxCKzvjc392lJmRE3SSAlgNpbpWF4006%20zaGyvZmC3cdyixb3x8ueuPX3q7qt6bS5lktruOVlhHl2QG5mP98UAW/tMhknSO7DyRY3/P8AcH+1%20TLW+W8UG1vPOWP8A1iq+dvv9K4ATJCmtQQG5e7lhRrhnUqTk811FpDbDxRp502SLyhYjzvK5AGO/%20vQBtCa4Kn9+dxIwd/GPeovtlxx++fjpzUpiDb12YGQzKG6UBDuR+ckAKdw54oA2PDk7ypP5jMzbh%20yfpW3WL4bAEVwACMOMg9c4raoAzfEf8AyLmof9cH/lXEx48mHJyuxeAOQcV23iPnw5qH/XB/5VxU%20ODHFjgiNckjqMdKqJEypIBdX4glHyLjcU6tVXWfs8Gxx5axkYUk9f8ainvliS4kcnap429T7Cua1%20NLm6hF9dBtwwEixhVB/rSStqJtPTsTS6kmhJcXC28c63CgNGeRx0IqhoMUOu6u2raorC3gwUjxnL%20dh9KzICJIJEu8tDnCkHpmtG7uv7N0OGOFiCeuD94+tU32BSstTpNb8VW/nDyyImVRuiQbggxxzWF%20rfiGRNM/0KRXik+84HTjn8a5ZZGaLy1YK2Sd5PB+vrU1oF+zNHMeJDjGOD7ipKeh0HhVotJ099T2%20qbiTOxmHKL3NP1Hxabi8hljjVgB80sjcsMdaxNYufsdrFBGdqlAAR24rJYs8eWzwMMpHLcdqLitd%203Zs6/qJ1K0HlyO8cZ+6edtbnhWOLQYkvrgKZ3XPzHCovvXOWeI7QwNgGc8fSptbvAWit8uybeRnu%20B3oC500/ia1mnlbziXckxrtwo+lchrs851EQBx5XWIdRk1SZm3gtncRkN6Vd8p5BaXDjLrJgg+nr%20Q2C907bT9RtvCmiw2+/yZQQ8zJ95mPaqx8Ym4meN4truTyzZDqT3rktYmae/l/eAtGcAk8VG5CFt%20sobI455BpX1C2hI9sp1wQgZQy7sH65q9qevXM9+VhlMaq2MqcfhVWSFxqNpMj5ldOT6msuQOs7K4%20b72fu9DmgaNm11adrnyrmZnVmwGJzj/61V9EP2XUrucbN1upC46HJqNLOVtQMkuwhMFmQcGpZIM/%20bJIhlJMEAdvWgG9bIlTWryaCR0keIKOcHvnv60sF61/aXEExXOzdg/xH1rMti8kMiYYtgE9sj6d6%20m0y38yR55BtiCYJI5zTCyWpd0q7FhpmYjteVsDn+dIdVvvs7yCeUIWAPz8H2AqqsIFjH5ILGM7pc%20dxUBmD2JQx5BcMP7wPvRcSjfVl/V7n7fpdpI4DMjbQwGeD2p93ePbWSW8JaMKgDLnnpVG2gY6csj%20ZChx8p4B98VNeobkfaIiGyArADoe1LcFa9hUvZrOS3LCQBwMc9QR3q/ef6TrEM0aBT5WWJ74FZVx%20bt9riSQlmVRnd647VekjkiiiaT/WbcE5yR7UA9Cm8jNdfM/Ockk5GKm0/U5Ir9thPls2MN/Spba0%20Muoq0JDJsYsCM9qqw6VcC534UKWPzegp7B00LZ329xezqVLbsKwOMCs9Lj55HIYhcnDdzVqfMZlj%20XLBcljnkcUwWZmtXe1OGxg5/lSCNr+Zf0bUPMjnt5suXjI+Y9vT8KjsWbSrVriJvLaRiufQVT0pG%20S4dlQ7VU7+O9TEtcTeTz8wIXB5I+lCB7iRanPFM7xylWU7sluprWMzaroc9nIo3A+ZGDyQ2ex9DW%20FNbvbwOJIx5bnAIPIxVrRrh0SRN+SAT04xTY7WWhYkuptOjWKJl2sg3nOMnvVy0vZ7FTNCz+RJ/r%20Izzj3FZsc6NL86K0Rzk9wc1uJNFIgRgqqygllPB7YqZbDjpoXTK14iOpDRkYYjuKzZIRb3StCwbY%20QyEdRg0+Gf7PEyKuUU8AHtmieARhZEz+8H3j3rKTuaxuetw366noGn3AwS88Bb65rqLpilrIy/eA%204ryvwVfgaSLCZ8Ml7Cykf73SvU7zmzlH+zWkXdEzVmZP2+7JZTjIGWGOlNGo3bDLAAMSF96YYsKB%2082Vzzjk/WmSwGaCVTvQupHyDlf8AdqiSw19ehuVATBJbHTmo/wC1bvYThd2eB7ZrjbTUjoN3qrTJ%20eCOKEOltcnc8hzjK+grRvPENzYadBez2UETTqZPKkk6L/jQB0Emp3AILFAByHI6H6U06peMFQmMv%20/GnqM9ayf7cgHh8a1JHiJgGWPsTnGKpW3ieS5guHa2iaSBPNKxNx5eeefUelAHRHVrtVJjaMpwEb%20HTmo/wC1bksp3R4P31z96uVvvEt5eWFrdaHbq1tcXCxxySceZzyAO1akeqXk97eW32BI4rPHnSlw%20Dn0FAGq2qXMkZUtGD0Qj+EUDU7glBmPZgb1z941zVv4tinuLxLuOOL7NGJE8l9wkGeB9at3WrXtp%20YpLeaeYpZ2UW6o2dxboDQBq/2jd72TzI9r8qf7v401tTujhwYQFOCpH3vwrEv5LkXmnDVIJLWRn5%20VH+RuKqjVN2r2Wp3FrKLB90MMwfOD7j3oA6R9SuwGUvGQ3KkDJX2o/tW73I37rgfMNvBrn4NeuJr%20uHzdNeOxupCkbBuS4/oar6899N/ZyX1pcRl5WQ28DfPIOxJoA6f+07oo65jwTlW29KDql3uVgIcg%20YI2cfUVgX+niHQRHHFqDrEpIhjfMitjqx9BVnw9K02i2zeeJZtpDS5/8dPvQB0eh3k0mohJpF5U4%20AXGa0r6JZ3kikCtE42up7isvQVX+0QyjA2kbT1FXdRiMl9uLMFUHoeD9aAILLR7HTA39n20dux7r%20T2021Z5GaCIibmbI++R0qlBsuoHe3nMo3EMVbIXHXBqXyuQ++TywCFPZj70AWG022YzMYId8o2k7%20eqjoDU01vHPEYZkR4CuGQjr/AIVk300WnWrSXUskY3Yc/wBzPpU+1C+4SuVC/L6N9aAFj0OwhQQx%202kQw3mLnJUEdOvenT6Vp9wJWmso2SRt0i7cFmB61CUbaVLyDJznPIp2DvDbm6Yxng0ATtpdq0Mls%201vEVl5fK/Kw9/eoodIsLWJxa2cccbjYy7clhn+VQsm1SWlkA9c+9LKrk5Vn3cDG7FADm0PT1tXsz%20ZQtbyEFkCkgnNSSaNps08NzLYxu0QCxkj5lx0z6iq3Q5MriPoGLdTnpikAl37ctuABI3+9AF+aBb%20obZ0DowAZCnysM+lVo9GsIY5IoLUJFIwbBBOD7VCSRhlkYoSAGLdTmgCXft3NuABI30AXIrOKK4M%208cQWRwA5C/e+tVxo1kb9LprON5wd3msuSD9KiBfah3NhiADv61WfVLaG6FtJeKs+QPLMnOaALq6P%20ZJefb0sE+2dCxyQ3v7U670q21ALHeW4mUch2HK+wqk1/BHeLaPdqtySAIzJznFTjzMsNz5XG4b+n%20FAGff+E3uru3lsUghghQobZ1+Q5/iHvVi28NRRaTFp98n24RNvDuOh9B7VNmRwFjkO4kY+bPagSM%20c5Z1IOCC/PSgBZtCsp44420+MRx/cVRgLUyadHFam2S2VYMEGMDjHequ+U/J5jbuu7PGMdKR5pSN%20yu4UnG0nkUAT2uiWVirLb6bCmQVJxkkelRwaFbW8csaWQjR+GAY4YCq51AC+Nj57faQnmHnjbT2e%20VlUs7Hnpnke9AEy6HZx272o06I28gPmK3PP86VtFtlhKJYpjGGX+/jpk+1QkyiR8ykNjk5wD7VVm%201GGCFmkugBCfmXPKH3oAvzaHazzbprBHOMMx9umRUc/h+1uJ/tM2nRvMBtAJ4IB6/Wmq0rBpPMYB%2013ZJ+8Kgur0WVqZ7iVo4Yv4ieFyaALcvh+znvPPlsEZtuCT04PGRWrY2zrZujAJtbIDHt7Vil5Rl%20tz4kGSc9RV+yV5NPcPN8gYYA5ZaANLyU35wNmOnfNNEQ4XA3jkt2xnp9aplNrFy74I+Qdm96j2nY%20F8x+DnOeaAJLvRdO1BlkvrRbgDhFcZKf/WpY9Os45Yp47RBcRqEWTZyF9KpyTxWwj+1XXktIwRAz%20/ePYCnuHjP3325AyXoAtG1R5pXMKlrhQsshTkjsKrWGkW+mM5srJIg5ywA+96VWt7+3umKW94JJY%20xmRVk+6B3zTbe+ivEJtLtZMYBKyZxQBp+S/XYeaYbeXPyoxDf+O+4rPLyvGd0jEZA255NDSSq4bz%20SSBwQentQB0uiI6RzK64wRhj1bitSsLwyWMU+WyNw4J5rdoAzfEfPhzUP+uD/wAq4O4cx6ejK3Ox%20cDHIOK7vxGM+HNQH/TB/5V5zezNBHaqCWYopPHUYobshNXaOblu/NuvLkb5ojvweA1P1GXz9PETT%20qqy84HBBqPUYIph5yxbijcr3X/GsvyPtE6+WvzFgCv3ifwprUi9tDLuTjMaENtGDjikv0nuNOtnV%2090eNv/1q3td0ldLRiwRE24Vicbj6isWBZJ9NgaBJJXViGUc8eop2HsQ2Vi0kLLINkIXBXuW9RSys%20BtwflUYU/wB7jvWho2lPqWpi3lk8mNiAzsfuj6Va8VRWGnzCC3G66x5Zjj6Njow9zSKMO8s3ukjO%20U3lc7T0HHWnR2SRpHLO26ZeMjoOOlbv/AAimoSaRaveyLaH+EOcNg881Lpnhu1t72db27CpDGXQB%20uHJH9KZKT2ObkLLM5kULg8jP3ah1C2ma9zlV+X5GxweKt65qsBuxFbbWjU4MuPvH3q8+kajdIt1Z%202rPbuu4HoBSCzTuYyWJa1DzIUUnLH1H0qw6sArcFc/KCetbcGh3z2v2jUU8uKBsOenHasfW57Qag%208dqCYYzwzHHPrRYbTZDf6aZ7tpYdrROMgHqParTafHbTxSTxASKg2gHhjWhZeFNRv7Br90aG1fPl%20ylvlY+lT/Yl06ZY9YyrNCTGNuc4PrRYZiEk3sSEEMzZOP4ef5UhlRdUZrtNwjPOOh96bGJtc1iCy%20tMI7uVVweNue9emWlhpVlpc9n5MbFCA0z4yTn+VISSWp5+baa8m2RRmOD7wIPNVYhunm27t6EfJ2%20NdF4lZrXS3lsVCIXw6g59siuR02KW9vUjSTaHPzZPQDqSaYmkX7SSCXzRMqh8Z46CgmUoXMQEcYH%20PTP1r0bQYdHi0i5T7LDIyxjEsgGZfpXGeK+bRZbXm23BHjA5Q1RKaexjOubeNoJc5PJJ6VYW8t4t%20NVngi81m42jrUPhq2l1HVo4UQ+V9+Ut0C9z9a9PsLLRE0u4WW0hkjClUY43IfX8aku3Q8yv4Jrax%20ill3L5jZjXtigIHhikUnG4bucCrHiuyeBrae3Z3s5FAUdQnt7VH4YMZnea6y6x42I3TOO9DEtNS9%20JZahJeKINPYwnGJWHA4rPv3Wy1HYzCUofnweDxXe2XiuzhjuUF0PMeMZjZflBx2NcDr8ERmS+t8m%20GckEH/lmw9aGJO+5paRpl5fS3NxpId/KjLe/PYVZfQtah06S8vbJktY+XC84471N4L1GPRbZrqSQ%207rjIP+6K27XxtC+n3McblhuI2yjhx6Ci5Tsee280X2qYGTcGzsPXt0q+mnXB0bdbxuVlkKqF7kdQ%20KqeJbCGx1BLiyUi2uAXCqPun0zXXeD9Ug0rQHkv7gqhLSISM4b0FIHojmjpl5ZxSXV3HJCsff1+t%20U0kV4BLuIdWzkdV9K9H03xLpt/BdoSs8UqnzbeVcN9VrgNd09NG1RDaEtZTjfEzdNvcH6UwViaQo%20mI5lBdhyAPXtUKwW0FlcKiumDyTwVOa7K3u9Ouxa3iWyosUQjUS9Mjq1XTPpOqWk66gkTxNlPNh4%20ZD2z7UdCb+8cPp8QvpobeAq0sh2j5eM5p8iTW9w8E0QMaOQeMc561X23PhnV8JLuK5MUmPujPBro%207FhrcMU9wiHLbsnoxzyTQW2kiGyhw7LICCFG/wBwan1KCMQRhTuVcFcVvWkFpfTsGXYwHyuv3cD3%20rnZ3ktdUkt7sAEthCOhFYTg7m1OXukvhiaaPXrRMAF7qLJz94Zr3W4z9nfa2044PpXhGiSL/AMJD%20pik5YXkeD6c17vctstpGxnC1VNWTFU1aMkqvLbOBkFcct7ioLm1+120kKyPA7Z2yrxtpRecqxjG4%20Dg5o+1LtK+Uu0nJGetaGZjjwyJIbhb27nuriWPyhO6/MiA9BRq3hePVDFI1xNHNHH5JcDIZOmMet%20bDXjcMkSlwMDJqP7em0/u18rPzHP8X0oApr4es10AaOVdrULjJ+9165qsnhk/Y3tZr2V4nIzhApK%20g9M1p/azv2fZ4t2M43e9DXy43JDGUzjJJ65oAyZPCdm9rLaWk9xbwLKskSJ/ywcH+H61P/wj9vtu%20opJJXN+B5rMecjuKvm8Kkr9mjLAZwDzTBqIyn+jJ83fJ4+tAGNa+DrKJ55bmd5y0PkH5cBB2P1FS%20/wDCNGS0jtbq/nuGGGhlYcxkdCPWtP8AtIYY/ZU46Dnn6UDUP3g/cR7WAx1+U0AUH0BZ44ZLy9nu%20pIH3Fn/iJ7fSoYPCcNu8cS3U8tqjGWG0f7qMepzWmNQbyx+4TcpGePvUqaluc/6OgB4Gf4aAM5PD%20sCQ2yb3eO0kMiMT/ABHsR7VBN4aaVbcLq90skEjSiY8tk9vpWr/aZAUG3TI6/wC1SNqjbhstlIJx%20wM44oAoTaLcTrGh1e4jZBhpkHMg9CKsWWn29hAttaZCKfn55ye9Tf2pJlh9mGV9vvcdqT+1W+X/R%201+b26cd6AL+kR7dTDEckEA5zkYqzqdrHdzPHMziJ1Kvg4AGPXtVbRr5rnUNht1UL/F07VoX8Pms8%20UsbNHMCD6YoA5DwNb2yaJew2zAxxXjhMNk4qhqt3qv27WpINRFvDZFdkBj659a62y0bT9M842Nj5%20IbqoH3vep5bG2mkYy2iu0w/eMy9cetAHC6jcXwttQsr+fz40ijmilxgjPUfSt7xJdyaP4aW6s0Us%20yohHXaD/ABCtmTT7eRpJJLQMCNroyfex0p89usqmO4h86JlKlCnGPSgDipL7VrXRbuaW4IEAV7WW%20bBac948D9KqS3N1qtvpF9NfvavPd7XhTj7Oc4wa7WHQbC3jAjsv3SPu8ojPzDofwpZdDs7x5BcWg%20Kyv5j/JjLDoaAOaS9ukOq3V1fYhsZDDGqx8Nnuff0qhF4lvrSHU4irSiNEZHlGWjDHGTjtXciwt1%20jli+yEwzD95GV+8emaih0Owso5Y7WxC+cu2Rtudy+lAHIeILK5OmWe/XRK7TxnzUOMA+9Pvry/Mu%20qvFqcUI0vYkcRHzXHfJ+tdQnh/TUsXsV0/8A0NyCYtvfPXNE2hWU8sVw1gGuYgFRynYHgGgDJ1rV%20prLwzBfwwkzzhB5ePuluuKyxqGsQ2NxHI2yJ5I1huXALoW6qcV2klqLiHypoNyMACuz3qtBotrbR%20SpbWOzzGBIPO70/GgDH0N7tdXv8ATrm4F2bYIySYxnNZt3jQ76bVIZrC8iuLhVktnX98D04rsI7I%20RuTHAVMmPMcL83tVZdCtBdG8GnIbwn77LnNAHHazYXOkW80UcNvcSXl4skUvmZmXPOMe1bXiO8+y%20RW1tHdSQzTL/AArlmIHIzWzFodrFqX21bIGduTIUyQcdqLzR4tQgVLu0ExR9ybl6cetAHCy+Jbm5%20sNO33T2ySbw8kaZcsvAzWzZ3l1bvpkOoXYxcRu0krKACccc1d1TwnJcTW7aeiosalNkq/KMjrViz%208MRwaLFYXcbXRjcvlxkZPofSgDmF1m4vNLhX7XKl0zSMBEB+8VfTPatEazdT+CBq0QXzgNoPbPTJ%20HtW/N4fs54ooZbENDDkxnZypxUqaWkVj9mS1AiwV8rb8oHr9aAOCmvbnTNevbyO6W/ZbFOQPuE+1%20X7O61y4sruC3YH92HS5mIyrHqtdPF4dtLR2NtYhQy7W+X7w7g01fDdpFbyRR2RRJSfMjUfKaAOOu%207k32j20bahcJNDdKs+eCp9c9xT9ZXyzrUEnzYEe2QD/WcjrXX/8ACPWy2j2v2BfIY5KbfSn/ANiR%20LC8X2T5G+8MelAHIa7rz2dyDa3TkWyxq8SL8qk461S1+5uNR0y+kl1BIVgljC2rD/WAkZruJfDlp%20LMZn09PN27S23kgU258N2t3dCa402N3C43leeDxQBx+p+IZbWUNDcsUgKRGFR8oz6967zTowtqSY%208O2CT1GKpS+G7eab7RJpkRuM43Y7A9frWtZwtBaOk0DNlvlUHOOetADTGAH3BsHk/L93ntSbMqjI%20MkDgY4bnvVrY+/HO/H+s28EZ6VEIW2Bth6427OetAHI+NtOs3trS+mINzHcxqqs2PL55IH9am8RR%20XUS3csGoxkC0ytmp+Zv9sH0rd1DRrPVSr31ibiVR8pYcdaUaVbi4glWyGY4/LDFckKe3uKAOAmur%20q20kaei2rpLarIJbZf3ka9wx9a1rWC1k8W2P9lumPsI85YvukY7+9dJZaLb6f57WtiqPOAr/ACff%20HvS2OiW2nZWzs/KV8biq859qAIgBwdzbTgIc/eNQmPa2xsBf4kz3x1rRFnJhjsk3NgAY4xTfsc21%20cRuSvTPf60AW/DkZRJSVzuIIYdMelblZmixPHHKZFKsxBK9hx2rToAzPEf8AyLmoY/54P/KvN4Yj%20qOoRRFdqIilmY5A4r0fxMxXwzqRGMi3fr9K8rS/W2t/tDYDMi5K8AjHSmlfQmUuXUs6gsFhkQxq/%20GN78BvYVzFzcJpl5DqduAkg5A7c0uoJPqa+deNJiQbo4U/gx61z/ANsdbqMTYaNDt2t6U09CHe9z%20RtIr/wAZ6hvuZ82toN0xP9z0H1ro7m4tNPSJLYR2cWB5UY5fGOprD06ZdDsGI+ZXYuSOh9Aa529v%20ZryZp2ctnncO5oK+LQ6PU72OSya7tpFM44YKMEiq/hS3iudQbVL7cyW2AgJyS+OKx9MlAMjy7ioX%205l644rUSVLLw+EjbZuYse2QRSuF2jZ1rxkbyPYYknlib55JDhV9AB3rKm1KLWrJoCscVwqHa6d6w%20HlSWLbyqqMr33exqxo6YneaSMjy1+4eM8UXBrqTeG9Bj1fVNl0NkFuC8/YnHau+1zxZBBpyWsMix%20rCvyQxrzjsW9K5SG5jsPDlzIhCPcSkl/5CsJbe4liluS/IXcSW5cH0oGnc6fVdbt9U0Z1imZpEXe%20yH+8KwPD+mDVtVH2qYfZ4wZJCRnOP4aqaW/+mYbG05HzdAPwq3YTNY2OpNH1L4AA59vwoA7G68YW%209tYy2CQtJArAqgbCpWXrGuQ+I9MuI4+JYgDFg8gjqPpXK4aOQiYsjOm4H+97UulTgX/lpETnIbBp%20XG0XvDTi0hu70qvmopQDHTJ5waadQury4nc/PiPnLfLtz0FSWFm+y7tRwjScY7iq1tb/AOnzQs4T%20CspUDOCKVwWruSWN27pLbO5MbqdqMc4qLRHWC2u5ioLphR2zzRplvIJfPJwsZPzkdfakeFRYXDR/%20ceTLDHIprclsal48s0zzu/CfIAcbT7VPBePeWd1bzNljHkAdWPrUGmWf2wzjcSsURdnHf0zTNLib%20zmlcsF24bjnBp9BtalvQLs2Om3MqnazMIwc037TPNbTzRyPuOBJ83BHbFPltNuntHAv3W3EDriqU%20MQ+zTsWZUXAVR0zSCOppRX/2/Q7q0nZgwUOAeSCKoxSvHpa8lXkPPHUUum78TBDu3x4Y/wB73pY4%20vPtxEPvrjZQhNrqQbojaSB5D5uflGe2KsRSvPo08Mh3MuCDjr71FJaeXZGSS3+cyYDdzx0qSzVxB%20Ky5RTgbf7vtQN6bE9y3kQ29sMiNU3BicAkiqUgDWcfkb2lViZI+2PUVoJZyXwMQwZkGUTPBGKe6t%20pt3aJcQOirGVkkC44Pr60nsOLGy3JvPDywrwUl+Ut1Umm6hbv5SJGrMsCD5c/rSTRrBblowRC0u5%20eOo9cVNL513bMsMu2UcgY6j2pO7Kg0n72xUmZrfT7d1kwzsST0I/H0rUmlXVfD8amP8A1cn4qO+K%20ytVt/syxQ/ZzvC72wc7s/wAqs6e0sGlsWJAZ8Kcc/SqJktNB+qSmARw5GxUHlgHqKgh1B4oPlIBP%208P8AeGe9WbiEXlvIqgGaMZVe5+lZVxKsYhjU5EYyxPBU56GncmK01N++26jpaEgiWMjBz1XPSq96%20xjSKKFyLYgDAOCDnpUWmzA6bcF1OGP3SfepbaIXMYjkODEwYAfxD0oF5GjBJeaNDujffbyDEidcf%20StRQuopby5MipjnuKUeVLAVGGkWP5ox/Dn1qro6m3lFu0oBU8E9x6Csrt6G21rFuwggg8U6b5X3v%20tcXJ7817fdjdayDIGV6npXiWlI0/iGwkGDGl7Hg9COele3XX/HtJld3H3fWnDYc9zCAwz7xh9p3A%20AYx7Uzjav9z/AJZnHJPvVpl3EZcbcHnAwvtTTGcNx83OF2jJ9xVkFdl3MSeGHMgHQfSkcEhAoG0k%207D3P1qy6Y5GGHqAOOelMbdkbQMZOcgetAFfY3z8fc+97UFSoUkDDcirDrnBHVckdMde9N2N6D5/v%209OOe1AFYIyRSMoJjjUsW6sK5Xw7r09xY6h/a0v8ApEOXgZBgOmePxrsfJbDhSQSMKcjvxzXNP4NJ%20/s1nuyBZTGSQgDMqk/dNAFTRNdki0aW51iVprpp9kccXGfRaty+JLeDSje/Z7hxG22dFYExfWnXP%20hE3MT7ZkFy1x9ogD/cx6H3pl34evriwiihktIBFKJJVCfLK3bNAEg16MywpDa3M7OiyOI+fKB6bq%20rWOpSQyai8gkmVJgqRoeenvVpNJ1O21F7yzvIYWuVAulC8Nj0pl34bkdJ/s11hpZlmw/Q46qfagB%20qa9bz2H2sWs7lZBC8Q5dD7+1V/FF7JpzaakN3Jbx3EmJPLXcx47CrFl4fvNNgmNrdpFLPMJJCFyF%20UdQBVnWdJm1E2VzYSxpPatuQyjIIx3oAz769ns9E/wBEuHlvJ1b7PJIMMqgclh6Vd0cyS6HZXFwf%20Nlkj+fAxuPqKS80JdWtpJdTmY6kkRi82ElUCkelTaPpKaNpVtZxSvLgfedjycdvSgDV0KPGqKd24%20KpwR0NdFJdrHKExkd/8A61YWiJs1HAOFAxtHrjrWpcAG5YkDIPB9KAJvtw2ucDI6c/zpftq7lGOC%20OfX8Ko8bZP3Xfkf3qUkBkJXGB94/w0AXPtw2scDIPHPH403+0B/zzb6dz9KpHHPycc5j/v8AvR3+%209z2k4+T2oAu/2h82Ngx/ezwPY0n9oNgnyTnP3c8n3qiBtVt4yMn92QBu96XnzR+9GcfewOOelAFv%20+0z/AM8T+fvQdSYHBhI/H3qjtG0nIznG3Az1pHLNk9WxxnHrQBeOq4ZVMRy3Tn3pP7XGGPlHC/e5%20qkoOBkDPfAHrSLuydwGMjGAOmaALw1YZQeUct05oGrjazeUcKQG56VQYlcNgbB944GetN5LpwN5/%201Y4wR70AaQ1X5kXyjlhkDNK2psi7mgYDjPNZYiWZTFz5bnEhBwQfY1wllN/ZEviG+uJb2eLTZF8i%20F5chs9qAPTU1cOwURHJ96b/bK/8API1wmpeLbrT7C3uW0+MtLGJpIlfJjWobfxddXmtwR29tH/Z7%202f2gs7YagD0NtXCHDREHGetJ/bK/88jXndp473z3sV1ZFGt7c3EZQ8SAduaH8Y3xDL/ZWCbX7UAX%20wfLx/OgD0NtaRULGI7R1NJ/bkeVHlnL/AHfevO5PFMEGu/2lK1wtuNOEywn7uSO49fenR+NR/Z95%20LPaETJGJkRGyHU9s9jQB6CdfhBI2NkZ7Uh1+EZ+Ru/avOdQ8X3aWtyi2gguYoFmiJbIKN6+9TjxX%20crDKosWlW0hWW/k3fcz/AHaAO/OvwjPyNxntQdfh5+Ru/auCg8ZR3Ovpa2tsRasoZbiZsbs+g710%20LHlufXuaANw+IIeflPGc0HxBB/dPPT35rCYAbzjkg55PNIACq5XGM4BJ+XmgDe/4SCDn5Tx19uaP%20+Egg4+U89PfmsAkAvlcE+5+fmm+n6f8ATLmgDoD4ihDAeWxHcj+HnvSf8JHCAxMbcdP9r6Vz7fdb%20nHqf+envTSN2wGQYx/3zQB0J8SQgAiJ24ycdqT/hJof+eL1z2SNyg8HrjvTGJGMKTk44oA6P/hJ4%20M48p8jrR/wAJPBwfKbB6e9c7tAJOBkjk+tMGNifuu/3f7tAHS/8ACTQf88nyOtA8Twcfum56e9c2%20SA75XBPf+/7UwdBx9F/55e9AHa6ZqcepxyPEpUI2059avVheFv8Aj1m+bd8w59eK3aAMrxP/AMix%20qf8A17P/ACrw/PmmGJyTGAGYDpXuHif/AJFjU/8Ar2f+VeE3SSW0kEoZDG6D5SaZMkXryRp7QxQl%20hOuG3Y6j0rlbtQkiq6sM85PY1trdKXJY+YWGcKcbaqahpU8cUchTljuYseSKUVYHqVL6dxpMR4G4%20AH3rHhy67Ub72MRDtW3ZiCfThFNtI3EZ9KtRtp+lPG9nAryhPnYjNMUXuig8H2O2aMgrJJhnUemK%20S4hNxoyhQSEbr1OMVrS2DXemPqsknybguzPPSs23ujHAzRvyknzL1B4oBrUqaVYXNxcoscPAH3nG%20FrUvoVhj8uFtyD7zep96cuqMQp+YKOVA4xU9zJEiLKQFZh80Q5DE96Ct0ZsyG40rylJwJcEEcUr7%20LiKLTYxh0bI9cemafZ3gjt5B8rq0hG0dqnGoQ2s7zrbKJNuCRzxSCLKElq2lIwdP3k7H5QM7V9aL%20cO0cxUbipBOAckD+dbN1ozvo8WpzzKIronaWPzDHasK0u/KMxVihBwCvO5fWgLa3JNSv4rnWo7i0%20gYJCoTZtyT6nFJHpr2UZuDhXlJ8odOM85rQsNZMFwJGhiWQfKJBH/Onu0bSXlxdSHac7GHODmiKK%20exSsbo28jSRYZF++p61egsbWa7+0xzN5zgttHU+1YlrdKbuVEddkhJ9zzV4TKl0kkaYToR3z60ri%20SJruN7qHfHAUiibDYPG7NU7OZZLadmAYE7SB0bmrV/dG1sNqTbmZiWI6den196xNPkDyyBMKx/hJ%209+1UTJM3dOtbZIZXs5mjSRdkqlecZ5BpZIY/L8uzj2xxAfOed1Z8K4u1SKQoGGCpP3hVvVb+KO12%20WymONUCuV/iPrTE1dENvKsHlyjdsBwQepJ/pWlHpGn3ttJO0jwPgEx9VNYOnzOAu2RWI5BbuO9al%20uPMQxNIUjZueeKkqxZkhtraxEdhG3kjBeTHfFY9uDLEWTAdsnk8cVcvrt004xoSYF49N59ayLCTg%20rjJIHPXBpisdANTjksIBcwpK+cbhwencVVvifsksm0IpxtQfxVYGppOtt5kCJJartJReJfrWNq92%20jS7QpRSSev3M+g9KNg5UaNvDHLBbMjsXBz8pxtatibW7okQXcYkkjXH7wDOMVzunox4VRuyDg8Zq%20/JcefJM5DNMwwGftiloV0I9YPkJHtlDszZ4XhfanW3lT3CsGYFXG4EYyPasrUHJulVjmTOX54JxV%20yz5DuG9SCDS6jsbd1dxPM2YUuDyA5ODj0xVC+u1FuvAjjDkeWOc+9NtiHMshy0uOFHAI71k3s5a4%20SDA+Qn5ge9PQlq5tRIxuYprfcxHJIHQVdvP7K1BibmFAwOWZOA/vVfRdRfS7wXEEfmOq/MjdGH/6%20qdcSW11M8sSJEsj7lQfwjPSq3E0RXqQpYgQIVRXCqT3GajtoTHcxOjFdrZLE571U1m6Z7hYtxVU+%208nYVf02/awjLNCkyTJ5a56DPX8aXUUVZF03sH203ULrHcfdb+64zS28aPJ5zvujY9E6qc1UWKPBd%20CgjBC4/u+9XbGJJrhmgO2OJcrzw7VMtEVFamvpNsIddsGU5VrqLBz15717XKpeNlXqRXiug7mv8A%20TycZ+1xkj/gVe20ou5c0Uv7PG9fmHlkfOuPvGhrBihKuFkHCtjoKu0VRJS/s8eYPm/d4+ZcdT60z%20+zD5RG9d+7htvatCigCl/Zq+aDkeXt+7jvTP7MPlY3rv3Z3be2a0KKAKH9mBmO8jYVxtA7+tRDSW%20BQ+aMp04rUooAzZNJBZ9j7UfHGKX+yvkjO8eYnU44IrRooAzF0j5WVpeG54HegaU29WMoyoA+7Wn%20RQBlHRRuOJTj3FOfSN+0mX5sYPHFadFAGV/Yx/56/pTf7DHz/vT8/X8q16KAM6y0oWc3mBt/1PTi%20kuATckhsAHketaVUpvJ85y7MuOSe1AFT+F/3vfr/AHaUgMVBYEEcqf4qkP2YICxI39R6+9OH2YyY%20DkkdCO/qBQBWPf5umf3nHye1Hr8nH/PPj5/epXe1jJWQOM4JGBg1H9stPORT5mSPvY6e1ADPvg7+%20OSPMOPl9qXjzB+67H5eOeetJ9tszA7eXLgNgrjr70fb7LeDiXp9/b09qAGYOCccZxnA9aV2Xlgu0%20AdBg96T+0bPGPKmx1xtpJb+xBCqJQT0IXr7UAKpBAI6H6etNG2QMvPGAeg71at3tbldyo6jOPmHS%20gw2pQN5jZQ/K3Hze1AFXCiSIc7v4en60z5cN18vPz9M59quJBZjKmUsJOuccGo5bW1h++03fB45o%20AgG7enTzMDZ0xj3rEufDFpd2mqQyzTeTqLKZ8YyhH932rdkFlGFO6dgzY4H60AWReRQ0/wAgznHX%206UAc9qHhGG+mt2juJIJUg+zttxiSLHf0NQt4Lszbwos0qwxQG1IHV0NdEWsHCH/SeucY+79aQtYB%203x9pO7gnHWgDmU8EWqyGR7ueVjB9lIYDCx9se9WJPClpI7sZZQXtBaA91Udx71vM+nKkZzcfL09v%20rU1tBY3UcjxvNycMDQBzDeDrJmG9ndDafZJA3dex+tQr4Rgh0+4tJrqSRZY/LjbYAUUfTvXZGxsg%206gzuNg4Of0pPsVlsb99J85+YbqAORn8K2dy0sjyyYe2W2lwOcL0I96rzeEY3DKl/PGJI/Knwv+uU%20dM+ldtNYWahd8kpXGFIPWoJINPSNn3XBwOQDzQBys/hKwm1K2uGll8i3xsgC8KV6YNbTsATk4ySB%20kmr/AJOnmRE3XHzjOc8CmFNOIbIuSyk8f1FAFIggud5wc4HPFIeifve555+fmrzjThx/pTAjn/Ck%20K6YEyRcDaeB6e9AFIgFnJfJHTr8nNMJIIGCQep/56VpQQ6dcShF+0Df1Y9DVo6VYh1USSEjpz92g%20DDb7p4zx0/55+1MIzsATBI/76rd/s3T/AJ/3r/8AfX3qP7NscAq8rFRnAPK0AYWQAwK8+vpTSQOp%20x9a3G0/TVXczycjIHXNQvb6VsRsTOC2AMdPegDIwdzHdwR09Kb/An7zPPX+97VtNb6YkjKROQBwc%20cNTfs2liKJvLmwTwuPu0AYxJY5Iyf7p/5Z+9NJIK4G7J5bj95W0IdK3N8s/Trj71R+XpTIMCdQCA%20GwPloA0fC3/HrN8u35h8vpxW7WRoEdrFDOtm0rLvyS/r7Vr0AZXif/kWNT/69n/lXh06ItooCblj%20APPvXuPikZ8LamMkZtn5H0rw/wCzvIqwxlhHGgIOPvccmi9hNXRn2MkC3iNqIIs2B3CPrx0Apms6%201Lq9pAmxotnybh1ZR0zVG6co8iyDbGGB246H1pI5j5W05+bBOF6079gSI9McSJLaM43DBXP8VXBH%20GkOxlYKrDK55BrBklEN75i58tWGVzzWrNcPJGksfzlhxkdRSuMsrcT/ZpNzYXOFXPGMelZFrMI7t%20UZwI3+Vh/dPY1fSfNuQTu3HjaOhxzmsacOlzuK7XPILdCKL3A6OSF2hCSlSSfvA4BGO1MBZLNoxt%20OflUk52jFVUlMtmAXXyyPlHYUplURGHad4GOnFK40inaXASaSDcFfouTlSa07i5LbQFwApPTq3rW%20CH2zg9fmxgc1smZnlXOf9rjrQwRJcz3EmnpHKWCcuYz0ye4rKtZkiuQJH+Rsgtn7tad7IGjDOeDk%20JnqKxFRjcNtTcwyWB7igLXNud5o4HjJVhnHy+lEsriIRqcYGV44/GoBOMKwPzk4RscU67l3FkHLD%20/WH096LgZcbr56nAUDjr71sNtc7GB9azks3kiuWjbcIgGBA5IzU8bsChA3EdTjpzSCxLcHzLdjj5%20PRhzmsy0Y/akVuc/dx9e+Kv3Bd90khAPQY/iqWbTltLCzmyRJICX45AzTuFmOjiE+XkTc2PlxxjB%20qDVJj9nCBsOCMe4qTThKk7kbjhcqx7ioPJE42ffDMATjlTntTuFiHTvmmKOpyoB5PQ1rLEpt2nII%20Y4wfUfSq9/ZPZaqqPghkUqR3/wDr09ZtmlDaRuD4K+gpDSINQuHkiiXaWDcDsR+FVLE7MPIwHIx7%20itzw5ZjUdfgW5iygyzAD73BrLvbI2F1PB5bIqOcbuo9KLhy6XLt0wLIxyTtyvscd6yr/AHs4K4zj%20JJ6dKu3D7pxtBJCj5Me3Wr9no/27RLp/vMxGxscjFFwtqUdNuCoQPuxtwrjtVkysGZycnHJx1qjH%20vjkeMjbhcMtO8xQjE/d6K2D19KBJFO4bzLv5ThTnaR1rVsmEdvNuTawHTuKt6voZh0WzvUjwyjEu%20B69KylK/Z/mJJbOG60k7jsXYpdqFgxwykDb/AFrEaYvckqnIz8uetatuCZPKRTiQlSAOtLrml/2T%20eR8DypBuDelHUCaG5JiBGVOMDHY0sNwzB3bHy56jFUpMoDGoBU/MwA6VPtkuo0gHzM33SBximJq5%20nySvc3plLb1PUjoefSthnW3s4fLfr1jAzjmsxLVob827D5s4w3H41ZuOG2jOQc8DINAWsSxEO5kG%204SPwD0HXuK6q1jFjpwilChiNzMKwdKhN9qawxDKgAyj8e1dRqEcssUcEConmDaHI681L7FRVtRmi%20TB9a08x9GuosN2IzXuVeG6Pp0lpren73AK3UWYz257V7lTirBMKKxfFmry6L4fnubZQ1wSI4gem4%208A1jr4U1a3jtry11mc6huDTmTlHB+8NtUQdlRXOv4sRbTVphbs39myCNgD98n0qhf+O2swlz9ixZ%20h1SQu4EgLHqF7igDsaK4ObxfqGm67rr3MCz2dpEj24Q4J3dsVePjC8Zba0h03zNUmj84w78KidiT%20QB11FZ2h6zDrmnrcwqUYEpJGeqMOorHuvGggvtSQWj/ZdNx9omJ5yegAoA6miuFsPFPl63LdahlE%20u7fdbIJQQQOduOxq1p/jW4uhaT3mnNa2N9mOKUtkq/OAR74oA7CiuA8K+IzDLJBqEsjugkl80nIE%20anp9a1tP8V3t4BeSaTImmSKWjmBywHYlfegDqaK5Oy8bo+sR6feQqj3ETTQ+W+47QMncOxpdJ8XX%20Wq3ELw2CvZTuVDpIC8eP7y9qAOrooooAKy7v/j4POT2T+/WpWZef69uMDu/92gCu/wBxv4vU8fJ7%20Vl69vj0HUJoJfLmERwwPOPb3rTYYVsuRnJAyPmHrVPULVL+0mtZ32xTApleqn1oA5rw/bo8lrMbL%20VEk2bvNmlyn4/WrGn3N5B4o1k6peq8McQZQvCxirtrpNzZSRh9YupYocKITgq4HTmpprCGXUbi9A%20zJPGImVxldvuKAMHxF5rW9vqtpcXDDeEjkhP7qIZ5LDvVOS+u5Lx9W+2uxjultwi/cZT14rbvdFF%20y+6K5mhtThZbVRhHx7VWfw7B/aQukkkWFTv+ygfIWHANAGrJwwwSDk4Xn5uelRFzlty89sn7v0ok%20J3Zyd2Tlf7tM680AbOlsGsA3mYBb73rVrv8Ac5/55cce9U9HO7TgVjB+b7o6fWrYHzbvNO3oHyOT%20npQBTv3KaXdOsmxliJVuOtcl4cgE8NrM1rqhmK7jNJIShOTziuxmj86F4m2FJE2MGI796yLTR73T%20/LiXXLhoYgfLUAYx6GgDORJ7HX4fs99Lc3QzJfM3+pSM9APQik8RBLzS31C1mnmiGNn2ZsBD/ePs%20Kt6f4ffTj+71GWWORy80UgHzn1Jp1zoomlX7PcyWqgBZ4ohiOVPTHrQBztzc3l0n9oPeyeZYLEqJ%20H8qSZ6k+tdW3MYLExkhSTzxxWbdeHbe6v0mWWWK3AUG3UfK2Bxmr0hJHzfKeMJ6j1oAGchxvTjH3%20SePrWpo4P2OZskLuxu9OKyCSepJ+ta+jk/ZZgBn5vu+tAFzAJBwCR93p+84qNkWR9r/KufUccU5i%20Ny5fHXIyPk4pjMQ2VKtg/wARGCMUAcKsbXd7fm8tdRu2juGRHt5MIFxwMVd8TpNZfZry1muQ+VVG%20H3IB6OO+a0v+Eeks7maSx1e5t4riXzGjUghGpsmhLNO0kl/cNC5Bltz9yU+vtQA692azbyJHcO4Q%20ZljgOGc46D0rmIpbnU7W0sZLmaOKMSyEo3zqV6KxrqbzTzcBVguHs5gcpLbgDj0NZlz4at3to4oL%20ieF0ZmeYD53J+9+dAFzS719R0iC4l++UKscHsetTOxAXqVyfm/v0yO3S0tkt0ykcQ2ocffpMkgDP%20A6CgC7pbhtQA6cEhfQVrcY+/x/z149fu1jaSR/aQXAzsznvWwwLcAYb/AJ5gjpnrQAhbbJlowOPu%20kj161zHjRpvI0uOJLhlkucOLdsO4/u5FdLIeTsk3HHDEj1rM1jTG1KO2ZbuS3ltn8xXiIyDnsKAM%20uxkg0SxuroW93A7Hy4lu5OAx6YzSeH9XeLQoJdSvITcGdl81jw3PQVoNpLTb01a7OqQsMxLKMeWf%20XjvVbS/D1ho1iLaOHzUMhcbxuwT6elAGRqIl0jWQ0U8wLxtK7yN+7c9lUetP0Wa5g1W2R53lW9tv%20PcNzg+1acWgwreM0081xFGCYoZeVjJ649ag07RY9On+0SXMsxVdkfmDiJfQUAXweMbztzzJz8vtS%20ZbeB5Xb7nr70j/d5+Q8YX+971GzspBGT6nP3RQB0fhlibWYHor8cVt1h+FyDbTkHILjBH0rcoAyv%20E/8AyLGp/wDXs/8AKvF7u4ezsYdvdVUgmvaPE/8AyLGpf9e7/wAq8kNtE9lCs5ywC7Cw6n3qJboa%20OJ1N2jnKSENwGUEdqz3nkZIwBjb1UHGPeuy8U6UHthLGn71QCQBzj2rivLd3CgMOeMdT7U1sNoS6%20idioReWwd2MZq1PZy2aRrIzfdB9x9a2PDmjXN9KsjIPLiO5Qw6Vd1HSGvY2eDDTo2cN/H7CjqOz3%20OSSQxvyBjoMnrUgs2uLiGNwxQuATSmynSdo3ikD52lSPumux0TRks9lxeYDsPwAxT2Elc5vV7P8A%20sydo1RSpxt44PFUrd0VwZgWTBBx1zXoN9oqatbZCbyOQ3TbWBb+DbiS6ZDIrKFJ6dv8AGpTVh2ex%20kaVpa3V0zyKw2g5GPyqO7jaCd45PlKEjOOp9K7vS7eKwQrFGNuNvzckGsLxBpJvNSkurcqWI+dOx%20Pr9aObUeyOdyZLNgOWDZI9v61r+HtK89J7lx8rKY0b/aNV9P0O4uH8rymCscLI4xXb2OnQaZbjDE%20GP7wx1PrTbsCWup5xdQmC5khYEPGxVlI+7TSQUHPzY9OWrt/EuiQ6rcC7tpFR8Zd+u8+hqhH4Pmg%200+bUH2SKi7tnofYd6I3aEO0DRGbTnlkj5cYKeo9awtQ0uXTrhhgumcoyg4bnpXd6KLp7C0eZSjAH%20OeOM8cVckhXew8oeUw+bI+79KExvXY870zTHu50eSItEZAHUjGOegrsNa0FLi1mEfyoxCxknGzFb%20ttpEBtNsrBoyQyuDjBB4FKbXz7ppCD8qfcPQ89aTeolszy+1hNldzR3SsdqlRgHr2xV/w/Y+RqMc%20t7GUBH7sD+I+pFdJPZ+VMolwwd8jK4rbsNMivpI2ulEfkpkcYp3TBaanPeJfDfn26TwupkUbjt/h%20rjRY3TxMqQnfwNoHJr1m+s4Vto15MsoBZu2KgjtIv7LdwoN1wQAMYx71LlYdjG8PeH/7Ftop5n3X%20UoDMoH3B2FV/Emim6EN3GA027+Iff9q3PtPyqz480D5vQ1GjSS22FO6MNkDuKmTadxpHHJ4ZvdRv%20ctF5UZI3t3Ax0FddHZRWNqkUKnCgKMjrxVv/AEmGSGSNcpIOT7VHdTbldlXcAcKc9DVLWwtOhyeq%20+GWlklntlCmRvlX371Jofg51umk1HYRGNyx9QfeumdZHijjbO5Dv2j6UsU88N0wWM7G/i9sdKXMx%202I7yP7VILZY/3ezDHsK4zU/C1zBJiBQUJOAOua7q5BmikWIMr9SDwWp1tZPOwhYhWflWboPUGmm0%20JpXuch4e0Fo5GmnYFgp2Mpzj61rapp9vq+lCAsj3CHKMB39PxqwNKm0XVZRMQYJSQVz2NW9N8OLb%20XwufOJRmJQH+Ghys3qJI87vdMuEvxE0UkbHorDIP410XhzRDbym8n+XdlI09+9dDcTD+0trorHkN%20nqeeoqS9topbQPApSWNtw/OhyvoC8jl9d0uRb1r+3QMUGGIHIrlB5mWypKs2cbTxz6V6hcXEf2dJ%20EjB3j5s9zntTINOikxKtvGjdjt5NO7Vkx26mH4Y01rVfttyQkkn3OOq+9a90ypbieP503YwOo5qS%20RpHtpI2jGI1KjjpzVOFZWt9oYdtpB6expcvcV76E9jM02t6buIZxdRHeeuM9PrXtFeMWNs9trViH%20G8G8iO4fWvZ6qNugpNvczPEWkpreiz2bMULgFHAyVYdDWFJD4rv44NOkEVpEpHm3qPlnA7BexNdX%20cXUNpF5lxKkSZxuc4FQ2Wp2eoRu9pcRyqhwxU9Kok4rUPD2vRtq9pYRQT2uousnnSHDIQRkY7/Ws%20y48Fa68d1btBDcPIVMd7I/zIAfuBf616Ra6pZXpkFtdRSmP74Vs7aWy1K01ESGznSYRttbac4NAH%20FX/hnV55r5YooTBeQxKQ3VHUjOK0tT0nVLTWrTVdJhjnmW2FvNE7bRj1Bq7f+JZBqcum6Ta/a7qJ%20N0hLbUT2z60+y8TpdaLNfSWssUkDbJImGPm9j3HvQAvhTR5dI06X7SQbm4maaUL0Uk9BWWfCt1c3%20XiOO4ZBDqIHksO2PWtTw/wCJF120u5lhKG2coRnrgZqfw5ra+INJW9SMx5dkKnqMHFAHF2fhu8gt%20nW50aztVtrZ1N0GLNIQOCo7GmeG9O1rW9G0iC9hWLT7R/MEobLykE4yO1elkAjBGQe1IiLGgWNQq%20joAMCgDgtN8HXsV84ulH2aaF4mkU/Mu7pirVlp/iWDSW0Vkgit4ozEl2rZZx247V2tFAHm2neEdY%20g1bTLxLW2tfsw8uUK24ycffJ/pVxPDupnxPbXqWEFh5LkzT20nFwPTb2rvaKAEU7lBwRn1paKKAC%20s67EfnjDEMScoejVo1mXn+ufPC927rQBCQhWTL5APJ/u+1RhImmYK7byOfelZ1ZW+bBGQAD973NZ%20viC4kh8PXxhkKSeWcOpyy/SgDQMUSwoSzhM8D+79aZNFBJ5gZizdSM4zXL6DAokt5Baaoknl5Mlx%20JlGPr9KksZ7uLxLqn9r3cbxwxCRNpwsYNAHQNFayON28jb97PT2qufspB/czDr3965vW9WNw9lFp%20NzGLfzla4dX5kBPQVXvru6k1Zr9bl0Fvdi2SJT8u33oA6lls/lUpMDyAc8tzUTRWu8shmAUYYHoK%20bKyhtvHUgnHK0zcvr93px9/60AbOnLbppgCPIhD/AHm/iq1hfMIzzj7nYe9U9Nz9iyqAkt06VZMi%20M2N4C8EMDyfagBmyIsrebkr0NHkRqkmS+AfmHHNV712XTbplOCISc5+771x+iQrJHZym11ZnJBE7%20sfLY5PP0oA7dooWCbnYhlwp7fSq3l23lou1ztP3c9K5kxS2OvKIdQmuHGZb8H/VRp2+hpviXVEls%20AdHvYvMDo7yo38Oen1oA6MrbLIP3cxxgYB4PFRsLNY/nSYcj5ieR7VymrTySXd1eW9zNB9gaEJGD%20hcEc59a6WSUEB/lZmAbBHXjrQA54bVmVV89XHOPUYrU0hIPsU7B3UbsbsdDisXK/d38dd+OR7Vq6%20N/x5zYOW3/d7HigC7hcx/Nyen+3UUwh53ufvdAOhpxcA4LYJ+9z9zjtSKf3o2ndycAt14oAXyVMr%20EM24r97jBFR+XCYQdz7A3Tup964aNZrnUL8XdtqdwI7gqkls/wC7Uf3au+IYJrRob+2mukYskYbf%20+7hX/aHfNAHSPFAu+PYxBJJw3WmSpaIcCOVsgk4PT2rK1nVreG3ljsrmE3uwrEd3CnHWsH7Rc6nZ%20abZPeMPMgeeaWJsM7rQB17C1y5aKbBB4J6fSoXjs2TC+eu77rA9ap6ZePd6PbT3BDSMhGcZzipty%209eMt1GPufSgDQ0xLVdQU4lLhSreg960sR+Wx884B4fueelZOmEG9AHIUH5scn61qtJtXDKobP3c9%20s9aAHPGhcBXw2MlQOlRLFG7qRISy8ikZgG+WQsPUtjvXN+MncW+nLG9wwefEkVufndc9qAOiKQoJ%20AXbr8w7n6UxlgVsEsVK5BB6+1c5p88Wm2d1ci1u7aT7kLXj/AOsb0FQ+G9QC6HEdXu0adpmG8tkA%205/TFAHRGO1REPlyE5AIB6VFi1LKTFNgAfLng1zLa1M3iS6lhuE+zLaMYod3DkfxGm6H50OpWoe4k%20mF9b+c6yHO1h6DsKAOlzZGMkrNjIyxP3fammKzLquLgHrtB6jFRgkfL5a7zghMdR60wFfu7jjqXx%20yPagDovDkMEVnJ9nPDPkj0PpWxWJ4Z2/ZpsKQ2/k+tbdAGV4n48Maljr9nf+VeVWzb0ghO0M4UHP%208P0r1XxR/wAivqf/AF7P/KvHpbgxw26NH86Iu116j61LV2NbGzNIUuDuk3Mo8tTjIYVkx6Rbxq0/%20kq0qNyg7A0+2WRreWeQybVxtWpoY1kkQRSO2QDycZPpS0StYtPUrWaXe6by22iQ4Ue1TR5R414Xa%20RnHXNWSiecVywGBuwPu/SklBgt4Y8fMGyHJ5b0pWuPZlaeGJb12vB8x+YOOv4061hW53qrEx46dT%20n1pt3Kkjs0iiSRwFdfw7Vb0u1FsrYOJGXIA6Yx2oashXuyGPVfPja38nBQbI2xjdTL0T6bBFMUdi%203BAbleKtLBJFKX2lQT1I4U1K2pPcxtb+WslwuQGH3WHvTWotigjTGyN1KhU4IA/vf/XqTTLO3t1R%20rncEYFnJ68+taQuI5rKNJIxkArkdAfpUNzbO94JJJd8ca8qv8dJ2QyBo0jlZYpfMzkof71RuFEcq%20zOUXOCe+fSp1j3FJflj/AHoCj0+lT63pId5tz/OF3AH+I+tJb3G9FYjitkhUYQlQMbMcmpoZXUS2%200QCDOc46exqjLfywwRSKmXbAT1FXYy0btK+fMk4YD1qrInUlDlm3lFZE+9Gere4qB1O1Xj2uGzhe%2045pGhd43SMNHIQcOB05pUQwtE4Byi/MV9fWhq2wJti2r+Z+4nmMdvnMmONh9qWzvvtEDs5/1bFUc%208ZGetU2SWST50GyTO0/3ualFoG02LLkIOSq9Qc1LWmhSb2Goxl1CNpV3x4xt7k0tprN4uoyQclVO%20Bx1X0pulLK12lrOwjuA2YX/vL2z71fi0zbJOjBQ27LeufUVVkkT1uS3F2tw0JaEYVRwtRyu0VmEg%20QdeCO/1p9msdvOruQCowPQ/Wp5AkyqNmEABZc4walsdrIy5o4ZLdA42rgbz71bt7QynZbhd+3kDu%20MUy50eaa1keAqEZQBjuKW1DW8SSKNrxgAgdc0mklYFfcT51fyE3JH1IbnBx0qO1EckUrSpyOFAHU%204q3BKzSTTSDMkpySe2B0pyWRe0MhACyNuAzgqaavYbszP00ypcxybN0QyHY9qmuE3SkDBcHgkcEH%200q79lMQlSZBgpnjpRdSRtpk0yIBJEoGep+tNq4kxw/fXEe8IVT5Vx64/WrGoW+6ERqQHLHGRjNRS%20K86BoWDI6hj25x2qC9mzHhGOU6sexpPQa1IXgE8jCYZK8EsetTyyC3iUxfOF/g60223sGFwSwb5h%20kc49qku7cW0isr5ifkH0pJah8ihNCrSRtKw+fI6Yx7GmaPuhuLm2nBYBj8zdGUmp7iJnIUuG3546%20596YhkmkWDkPB0Y9QPehu6FbqVdUtXjguEtwqov3c84Geaq6Y00iRzW7syldrqeSOatTZbVwH+cF%20eQD978Kv6ZawaRcHaCEmO4nqF56Yq1tYfS5nXLkONx+duASO+ap27TwxyJOFMobIGO3tWtqFuk07%20pG37pjknoetURa7b9VkkLhQDFjr75qVuC2H6bMXvdPGRg3kWDnrz0r2KvIrG0ktdZgld4yr3kQVM%20c9eteu1aIk23qcj8ShEfDKfaT/o/2iPzAByRmud1PfcajqP/AAjDK9slgBMYuFB7fU4zXd+INAg8%20Q2aW1y7LGjiT5e5H9KuW2n2tnC0Vvbxxo3LBVwCaok80u5rWRdNl8PgtIlk4uggx8uOd3vmuy8C2%20sMHhSxaKLYXTJyMHr3rYh02ztvM8m2ij8w5faoG761YSNIlCxqFUdABxQBxGiX1t4a8Razb6tMtv%209om86KSTo4PYGiXX18RpFb2lu8NnJdhY5cf69VPJHpzXX3em2d+Qbu2imK9N6g4p6WVtGiKkEarH%209wBfu/SgDh9B1Oy0G91+11Gb7NJ5zOiOMBkI4K1r/DyKaPwunnKV3yu6g9dpPFb1zptneSK9zbRS%20uvRnUEirCoqKFRQqjoAKAHUUUUAFFFFABRRRQAUUUUAFZd3/AMfJwfm52r2b61qVn3Ij3SF3ZfUg%20dKAKjfcfbz/eJP3T6Cqd/ZxX1pcQS9JVKk7qussSoC0rgtk49qCLfcw86Tbg4OOtAHP2+lX1p5G3%20W7iWNOPLkHT2PtU/9nImrXN2XDm4QJInVWx3rXlhtwAzuS7ZJ57VC0drhXwwbkD1WgDnr/w3pl35%20Ze2CSRyCRZIRjoehqKfQrefWjeedMsCkPJaqPlLjo1dARAlsd0TMxOdoPDe9NeC1abaUdUK5DDsf%20Q+tAFFvmYNgcnKYH3+e9RM371lOA/UqO1XTDbmAMFkEgOCM9feopYLZmVA0ybujY5J9KAL+k7P7N%20H7xtu/73cn0q7zv+6PMxymeAPWodIjjSyCHeMMeSM7uetTBYthfzZMZwp9eaAKs8QubWSBnIWVdp%20IboDWRaaNd6fCkcOt3DwxfKI2GOPaugAgyn72THGeOnNEkEAGZZDkHauTQBzWnaFJpTHGoPMkjeZ%20IrDO8nsf8Kbqnh/TdUhbNokLyEEmNcEY6cVvmO1ZSzBjtPA7n3qLbF+9IDFj91vX2NAHPXWhQXV7%20G/nTRKVXzIUHyyBRxmrzcRnaMpkfMRyD6VfMdsyxHyXAOA6g8r75qP7Pa4lX95leUbP3vbFAFKVt%20rqHAQsMADvWro+Pss2TgbuT6cVSkitvLBPmrngn+79K0tGWAWzqjOcNjJHLcUATktujwAR/Dz9/j%20vUcmGY7uxJxu6HFWCkJdz5sgVepHY4qM+Ttz5r7s8j2xQBzy+H57aW5+xazPbrM5laMD5dxHIzTb%20nQftLK0l9KbZsCW3ZuHI7+1dI0Vu4bdK5Recn1xUBitX3I2SMevBoAx77R7C8hbzbWNn27VYD5h9%20Ky28L2yadBaW8s0BgLbZUHzEHqPxrqAsBmDbW2gceq1HKls0btHDJuB5U9/WgDPWKO3gW3to/kiX%20aQw5HvTHbZErOAqdm9av/Z7Pztv7zYy9d33T7+tQmKAISyyZU9O2KAF0nH9pDk7tn3e31rY+Up94%20+Xn7+ec56Vl6XBDHfKytLIrKcM3bmth0iaUKJHzjJAGOM9aAIJcliJAFyBlQfeszV9LTVY7RPtD2%200lu/mRzIclT6H2rW/cHd++f/AGffmlEcEmE81yCPmB+tAGEmjLIH/tS8fUo1I2xzDG0+q1Dp+g2O%20l2TW1tEvlu5dg4znPYVveVZ4J8w+3v8AWonjt2X7pYqw4J6+4oA50+GtJGqLexWjRHyfKMY6c96Z%20peiR6beNIZ5Z3YbYlkH+rT0FdHJHasGYK+/1NQMlsUiJhdd2Ay5wR75oAotxGdvK5GWPBB9KjlYM%20yEnYc4AXjNXWgtxI6jzCB90jvVcwWzAyb5gCcEDoh/rQBu+GP+Pe4/3x/Ktysfw5HHHaSCJmYbvv%20N1NbFAGV4n/5FfUv+vd/5V5G1uLq2hEZBcKp5HSvZNXign0e7iupDHA8TB3H8Ixya8W1GCVLqJrZ%203MSHaCvB9uKiW6Ki11LMTILdopiS2AEI9ferltDKIkjKEjgkjk/hWXGszX0VvvOIwGmYH9K1PtRh%20lRQxWUEKox1HvT2HqyO6+fBLFZWI2Ad/rThNHMqZbKx/K4XsfarWoxRxKkSEFfv5H3hms+KKK3uE%20LDGThe+frU62G10LKW/mym48srt4GBwBirtlaxRw5beZ2cEAelUbq4nE8VtCn7mQ/OCeFGK047ea%20TBhfIjXJcDjGOlJi2HLZTMstxvHlxvs2N1YYqtBaafHqxZLjaqKS6f3TjtVee4uIZjJG7rDjBBpg%20txJNucbWdckjvx1oT6FtuxNPPBAqxRk+c5JbvkUyS9PkEou2JuDkZNUYdPmN2ylsheGYnoPWr7kP%20OyQGNo04YjvxVNLoTG7HW4MiTvIitcJzEvb/APXU215G3TjcG6Me3qKgnlW3XzIgXDEAsv8AD71b%20clmAV8qo5x0NQxrzMoQ7/EaJk/Z4vmK9Qa3X2z3R/cbWfnA4/GsWGBYLx5ctt3fKuen1roJp/Nmi%20njyGEe1g3SqvtYRVmle3kzAgct0FZkUpMhXfhASQT655zWrJ5UhjdWLEEhscgc+tZNzCVuXWPafm%204HtQx3uLdkvbwqh+Qds+9O08OYJDGxdP4QR3qK5YxWqDaN24cn61b0QeVdFkZysh3upHAo6B5ENr%20AsuvRuwbzWUfI38P0Na9yGjT5f4OFbPzVlzzSwahI42iPOUbv171blvTLcLCylWZQR6NTbvuSlpu%20RzHdFGVRsnBYdcfWrFvdpLtWZSkQxmTNPWEC3cOWLnBXA/nUHkjy2RcMjAfu8VN7MdjUhaMWTRsW%202AfIR/D71iwzN88DAmVPmJ7EVaS9eOOJ5gAIyACf60yVndt8aklm++o7elDd0CVifSczhjJweuB2%20FT30xtLYhADMWyqnuPrVKC5+zX+yMIEdR16dK0bcJfRbXA2hsMRjKnFOKXUGrDwFlhjfcdjr26qc%20dKy9XEyacYLRQXZwceopIAwuWs4i6mNixLfxipppUBZX+7GOTnp9aHo7jV2NH7mKAfMu77+O1Mli%20895QmHVQWIJ+8KSaQz2gmt2LIwzxz+NQyztHPDNbgjA2tnpz1FAvIu6dLHdWk6jJjT5lK9U9qzzO%20zyzIwd8Nnae49qckklvPLsTKMCQV/i9RT0nt3UTIQQSU90NRe6HbsNuBucbNymPlW/u+1QnUGtro%20PIobeMMOueanfzor3y2HmCRdwA6MKzpo2mutqq6IkmGwOgPrVRVtxa9DTyDE5j27xyrjkrz0qM3E%20v2ld6M8e3Jx0zmo2tpbfUDJGuYpFw4HRueopi3G9/KZiHRuPb60mNEmFdpEkjLbvu46rz1q/b2sU%20EcMmMsflckfyrPW7jiudjoWlA59SM1FI2otNBLG5W3DYzntnoarRasTTJnVV1bS1D5k+2RncB94b%20uhr1ivM7Ozl1LV7ZkT5knSQqMZAU8mvTKtO5DCiiimIKKKKACiiigAooooAKKKKACiiigAooooAK%20KKKACsu7/wCPnj7/ADtXsfrWpWZef6188J/Ee4+lAFYltsvTGfmOen0rM12eWLRr5oZGikSIlXB6%20+w9602YMpyTlchcZ5HvVa+totRsLixnbEcykMwyWX3FAHOaLbxvJaztYaxHJszvmlzHn1IqWynuI%20/FOqjUr1JIliV0wcJGP6mrllpF3ZPGX1uWe3jyBEy4DD0zTxptsuoXN26hhcKFMbfdGOlAHM6vqM%20V/rMiSTXjWNuE2S2vSMk8lvah7u5kuX1D7S2I7kW6Rt91k+nc1r3+gw3TvJDLLaB8CWOLAEoBqOX%20w/btfrcJJMsaHcLfcNhccbqANGUAMvUNk7RjgnPemEHD4HP8ef4fpQzAMQfvNw/HT6VGcZO3OO2a%20ANnTJFk01SztsDYBHFWgZPOI2ru28rngCqmjs76cGULu3H6Yq0GQ4Xc2wcg85zn+VAFS+lMOm3Mi%20uVZIiVIJ69q5bw/CJ4bK4kstXMhG9nkkzGzZPP0rrZUWaCSByMSpsPJ6H0rGtNBvLBYorfX5zbw4%20Cq6dBzwaAMwRNB4igEepSzXPMl+ST5MadhjtUOsatb6hrEcMMl01pDH5ha0JDZ7sfYVq6ZoDaZNN%20INQaWGV90sDoP3n4+lF9osVzJvtZTZNt2F4gMOp/hFAHP313cTm4v4rt9lmYhFg4WXPUsK6cndEj%20OAqFVJZRyDjtVCXw9ayTQNC0sEKKqyQqRiXA4Jq8zFCGYASADAxxj/GgBcNvHyjzMcLjjGOv1rS0%20dh9imU8LuySOvSsh+GXy+V/i3dRWvo2fs0uMZ3cZoAtktuj24I/gyfvcd6YzbXO/ONxDBT04p5cA%20kEn5vv8AXjjtTN4jfcCMAnG4nnigDirdPtN3qL3Fvq94y3LKslvJhMAcACpfEsElr9nvIZb2IhkQ%20Mrfu4B33juTWl/wjs9vPcNYa1NbpPIZXiEeQrEdvai60dp5SZ72WeFsGaED5ZiOlAFLxDrMXlW1l%20YztNJM/lzi3yHZcdB71krMdRSGzsru7jtgJXfe2Jg69Faun1DTba9jKxILaTO5J4+sTD3rOm8Owt%20aJHHPNHcKWMlyuN0ueufrQBY0m4e80eCebBdkO4qPerGBheu3/lmcfe+tIIUtokiUbYoxiPHf60j%20kNhudx5Ixx+FAFvTG/4mZVgA+CcAcCtRj+7+U5Td94k5znpWRpLf8TILxjZn3rZZyjZbHmenOMZ/%20nQA2Qtv+bCnA4B965nxnLKkGloq3DRyXO1lt2w7e2a6RioPysdvqxPrWZq+lDVhbbbs28sD743UZ%20Oc0AUrWWLSra5mS3vLdnAjVL6TIdj0x6VV8L6qsWmRtql8jXDTON+7IJHb2q+NE8wY1S7fUkHIVx%20gIabpmg6bo1qLe3tBJEZC5VueT70Ac7Z6pIssupXUl4s7lxGG/1L46DHrVrSJLhdWtVluXnF5bm4%20cPztb0HoKvvoMX24SedK1qM7IONgJ6kGm6focOlyfaTcSTHG1FYD90vpQBeATym+ZtuRk45BprMy%20OpZVBA4GOMUjMGGTww4AA4xTaAOi8Mkm2mBPAcYrbrD8Mf8AHvP/AL4/lW5QA10WRCjqGVhggjg1%20WGl2Ixizg4/6ZirdFAFMaTYKxYWVuGPUiMc046XYlw5tICw6HyxmrVFAFU6bZMcm0gJ9dgpP7Kse%20P9Dg46fuxVuigCr/AGZZf8+kHP8A0zFPSyto12pBEq+gUVPRQBWbT7Rlw1tCR6FBSHTbI4zawHHT%205BVqiiwFb+zrPBH2WHB6/IOaYuk2CDC2duB6CMVcooHcq/2ZZYI+yQYPUeWOaUadZr0tYR/wAVZo%20oEVP7Lsck/Y4Mnr+7HNSfYrbGPs8WP8AdFT0UAVl0+0QELbQgHrhBSHTbInJtYCfXYKtUUAVf7Ms%20uP8ARIOP+mYpU0+0QkpawqT6IKs0UAVTptkxybWAn1KClOn2hYMbaEkdDsHFWaKAIfsdv/zwj/75%20FILG1ByLeIH/AHBU9FFgKx06zb71rCe/KCnLZWyABbeIAdggqeigCqdNsycm1gz67BTlsLVM7beI%20Z5OEHNWKKAIPsVtnPkRZxjO0U1tNs33brWE7+Gyg5qzRQBWTT7RIxGltCqAY2hBigadZgEC1hwev%20yCrNFAFb+zrPj/RYeOnyCkGmWQBAtIACcn92OTVqigCv9gtMg/Zosr0+QcUn9n2nzf6LD8/3vkHN%20WaKLBcrmxtTjNvFx0+QUz+yrHk/Y4Mnr+7FW6KAKp0uxLhzaQFhxnyxml/s6zxj7LDj02CrNFAXI%20YrS3hffFBGjdMqoBqaiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKZI4ijZ26KMmgB9%20Z1x5P2oby4fJwB06VfjcSRq46MMiqE/+vf60AQstsRI26bCk5oMVrv6y7nB59RS/vMN93P8AD/8A%20XpGYphjjYB83r+FADDFbbX/1nlpnHsaY1nAyxxsWLnluOCKkO7eOnmc7PTHvSHbsbr5efn65z7e1%20AFeWyhdWYO2Adu4rzTV02CSY7WY7hyu39asn9zk/8tOSOpGKxNRaW+8QjSWnlt7IQGZjGfnkbPQH%20sKALb6RbsCrTy/gvvR/ZNvv3efLnGPu8VSZr3RIINPhzqV3KzGLc/IjHJ3e9Up/GMjsRp2mvMI4f%20OmLSY8vDYIoA6azgt7W38lpJWXdkEDnrVhmtXbcWmzx0HvXFR+J9Rh/tG6nt0ktleNbWNW5y3Y1c%20/wCEmuUufm0/dbQlY7mVX/1ch6Ae1AHS7bfrmTcMbCc+tN22/wB35vm5xzzWN4auWutPLS3Ekkon%20YHdnkZ4x9Kq33iWSw1pLWW2jMRZUVw+X5zzigDoDDAEbLMM9CR0FM+zW52ruPqo21zOma7e26AX1%20o0lnJM0ccxfLMw6DHpU9t4q3Wd1c3FltaBR5YV8kseApHagDcNnatIrLKVK9tvBFQjTraXdiWRck%204XHOK5q81u6uDaRzW4tLiGcNPCG+8u0kVYvPEtwukJJZ26i7uImkiYtwmO3vQBtHTLbKqLiT5RkM%20emfQ1bsVtbO2k3vKWkbLAduO1c+3iKa3tIi1gJZIYFmvDnAUEfw1sxss9vHKnzRSqGBxxyOlAF43%20FswRC7ZA4IPBH+NRtNbNHlixweVz0965nUfE39l6mltLZRtCJNgfd83I6gelVpfFc8EKzS6YFtLh%20nEM2eZNvXIoA7BpbcSHG5iw+8D1FNL2mzdg9cEA/drnRrZEqp5AZvs32kZONo/ug0zR9cOrSXkTx%20pE8ABIQ5D575oA6FFtHXZnBPJ/2j6YqCZLMhQzMh3cEAde9c/r+pXcKXdpp0CyyLB5kk2cGAHuKr%20ReLIYzaWRRGZQqTzEfOSe4FAHTMLdTKw+ZwPmQdCPX61A1pbnaiSybJOdxPQ+lY03iOR5763iswp%20hRwpIw+4dCR6GsqbU7l9NgF3G0d5Lbh96Nhcbh+tAHZ2jRW1w05LFowVK8dPWrn9pQ7FXy5cMcj5%20ua5S98SjTb62triCNYH2qZAwLjuTioH1S8vNY0+eOAx2RMmxgR/pGPX0oA7GTVLd2IeOXPQgHimj%20UbY4Iil+Xpz0rl9P1yTUrya0eJFnjXcm08Nz0J9ahFvLrl7eLcXMkK2ZCxJCdpB9T60Adb/aNpgj%20ypcHrz1qM6nZGIFY5Ru4B96y7bzhaxJcyrLKgwXUY3U9t3G3Gc859KALbXVs8flFHBXlgBwB7VGb%20i2zE6h8A4BK/e+oqKm/vML93d/F6fhQBIzW7O4HmKB1AHSmD7Pti+aXGfl9/rTWYq3OMHhPr700E%20hmPG4Y8z0/CgDqvDixi1lMbEksNwI6GtisLwsQ1tOw6Fx/Kt2gAooooAKKKKACiiigAooooAKKKK%20ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA%20KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKbIgkjZG6MMGnUUANRBHGqDoowKz%207hQbkt3U8c1pVC1ursWJ5PtQBmHZsl4bGfm/+tTvl8yPrux8v/160WtwxJJ5+gpPsy+v6CgDMO3a%20/Xy8nf1zn2pTu3jp5mPk64x7+9aX2ZfX9BR9mX1/SgDKH3G3f6vcc4znNUdU0YalcwzpcyWt5ECE%20liH8Poc10f2ZfX9KPsy/5FAHIN4XgS1j+zXdzFPG7H7VkmQljz+FJF4Xs7bzlt5ZVE1v5DEjnlsl%20vrXY/Zl9f0pn2KPZs525zQBx3/CK2pLjz5RHJ5e5AONyHg0+fQEnv5bgTTRxyMrS2yr8k5HQn0rs%20Psib9/8AFjHSmGxjMWwEgdQR1BoA57TbGPSrcQx5aMyGUs4+4T2+lZdz4Stp9Sa9N1MXeUTCIL1P%20oD1xXZ/2bESuSSB1B6N9aT+zIsH5mz2PdfpQBx0Pha3jkDvfzyRK5kETD5Uc96IvC0Krci4uZLiW%205QL93aQPXjqfeuy/syHI64HVezfWk/syLafmbd2buPagDjE8L2zPE1zdyTSo4czHqwAwFNNHhOzX%20713NKioUjiIwIweuPxrtf7Mg3g44A5GOtN/smL+835CgDj5/DUNwY1bUJwBCIpHA/wBao6AitWPZ%20HEkMQCpEoUID0xW42lQscjK8dABSf2RCCSCcnrwKAOHuvCVream9zLdSqHfzRHwcsB0B9KzYNHub%20nUoVe1mi02EyBkmfKJkfw16S2jwsPvEHscDig6RGQoMrlR1UgYagDhx4TgEbRTahPOzR+XG/A2r1%20AFTabosWkrM0crSvJ/rGwAB6Cuw/sWLDfvGyfunA+X6UNosTDAkYDHOAOfegDjtU0GHU5WkNxLaP%20Inly7G4lSqz+HoI7uOZJcRqQPLwCz4757V3B0ONusr/kKDocXP71uf8AZFAHF3Hh+C4vZLye4lZl%20BCJuGeeuT3qFPD8ItFilnlk+XZExxlec13R0KI/8tW/75FH9hxc/vW5/2RQB563hSCS+eWed5Ig4%20kaM46jjg+ntTh4ZiW5QpdT/ZRu8mAtxHu616B/YcX/PVv++RR/YcX/PVv++R60Aef2Xh37BLJPFd%20MZguxiQMbc9vep77QhdTrNbXUttLMgWYqRiQf0Ndz/YcX/PVv++R603/AIR+DDDzHw/3uBzQBylr%20bpY2i2sGREgx8xyfzpzMFxnPJxwK6oaBCCh8x8p04FIPD8GGHmPhuTwKAOW2gMzc5IwaZ8nlx4DY%20z8vXr711f/COW/8Az0f9KP8AhHbf/no/6UAcoM5bpuwPM64x7U05xHtxsz8mc5/Gut/4R23/AOej%20/pR/wjtv/wA9H/SgCHwvn7NPuxu3jOPpW7VPTtOTTo3RJGcO27LAVcoAKKKKACiiigAooooAKKKK%20ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA%20KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo%20oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii%20igAooooAKKKKAP/Z" height="257" width="779" overflow="visible"> </image>
          </svg>
        </div>
      </div>
      <div class="fig"><span class="labelfig">FIGURA 1.&nbsp; </span><span class="textfig">Montajes y diseño de los tratamientos.</span></div>
      <p> Los indicadores de calidad para evaluar la calidad física y fisiológica de las semillas tratadas aparecen descritos en la <span class="tooltip"><a href="#t2">Tabla 2</a></span>, se integraron según referencias aportadas por <span class="tooltip"><a href="#B3">Araméndiz <i>et al.</i> (2017)</a><span class="tooltip-content">Araméndiz,
        T. H., Cardona, A. C., &amp; K Alzate, R. (2017). Prueba de 
        conductividad eléctrica en la evaluación de la calidad fisiológica de 
        semillas en berenjena (Solanum melongena L.). <i>Scientia Agropecuaria</i>, <i>8</i>(3), 225-231.</span></span>; <span class="tooltip"><a href="#B8">FAO (2017)</a><span class="tooltip-content">FAO. (2017). <i>Evaluación de la Seguridad de Semillas</i> (primera). Organización de las Naciones Unidas para la Alimentación y la Agricultura, FAO, Roma, Italia.</span></span>; <span class="tooltip"><a href="#B10">Fiant <i>et al.</i> (2018)</a><span class="tooltip-content">Fiant, E. S., Núñez, S. B., Pereyra, M. S., Bruno, C. I., &amp; Tablada, E. M. (2018). <i>Manual de buenas prácticas para la evaluación de calidad de semillas incrustadas de Gatton Panic</i>. UNC-FCA.</span></span>; <span class="tooltip"><a href="#B13">ISTA (2020)</a><span class="tooltip-content">ISTA. (2020). <i>International rules for seed testing</i> (primera). ISTA.</span></span>.</p>
      <div class="table" id="t2"><span class="labelfig">TABLA 2.&nbsp; </span><span class="textfig">Indicadores de calidad física y fisiológica evaluados en las semillas tratadas</span></div>
      <div class="contenedor">
        <div class="outer-centrado">
          <div style="max-width: 1160px;" class="inner-centrado">
            <table>
              <colgroup>
              <col>
              <col span="2">
              </colgroup>
              <thead>
                <tr>
                  <th align="center">Indicador</th>
                  <th colspan="2" align="center">PROCEDIMIENTO</th>
                </tr>
              </thead>
              <tbody>
                <tr>
                  <td colspan="3" align="left"><b>CALIDAD FISICA</b></td>
                </tr>
                <tr>
                  <td align="justify">Tasa de imbibición (TI) <br>
                    (valor medio absorbido por un gramo de semilla en el intervalo de tiempo de una hora, en una dinámica durante 24 h)</td>
                  <td colspan="2" align="justify">Se
                    trataron por sumersión en vasos desechables de 250 ml, los cuales se 
                    colocaron de manera aleatoria en la meseta del laboratorio a temperatura
                    ambiental del mismo, en un tiempo de inmersión: 3 h, 6 h, 16 h, 24 h en
                    los extractos referidos. <br>
                    Se realizó a partir de determinar la masa 
                    de las semillas para 100 semillas por intervalo de tiempo en una balanza
                    Analítica Sartorius AG Made by Sartorius <br>
                    Se determinó mediante la 
                    diferencia de la masa adquirida por las semillas acumulada entre 1:30 - 
                    2:00 horas y la inicial, evaluando en los intervalos de 3, 6, 16 y 24 h.</td>
                </tr>
                <tr>
                  <td align="justify">Masa seca y% de humedad de las semillas <br>
                    Coeficiente hídrico a plena turgencia (mt) de las semillas (CH)</td>
                  <td colspan="2" align="justify">Método de gravimétrico por volatilización Estufa (P/G 2007 ba) a 60 ºC durante 72 horas. <br>
                    % H: (masa fresca - masa seca / masa fresca) * 100. <br>
                    CH=(mf- ms/ms) x100 </td>
                </tr>
                <tr>
                  <td align="justify">Contenido de cenizas</td>
                  <td colspan="2" align="justify">(1,0 g ± 0,0001 g) a una temperatura de 525 ºC en un horno tipo mufla (SX2) durante 4 horas. <br>
                    M Cenizas (g) = m inicial - m final </td>
                </tr>
                <tr>
                  <td align="justify">Tiempo de cocción%</td>
                  <td colspan="2" align="justify"> Hornilla eléctrica con 100 frijol /tratamiento con 3 réplicas en agua <br>
                    Comprobación
                    c/ 5mntos.de la cocción Frijol blando es atravesado por aguja. Tiempo: 
                    (disminución %): más del 50% de los frijoles lo alcanza</td>
                </tr>
                <tr>
                  <td colspan="3" align="justify"><b>CALIDAD FISIOLÓGICA</b></td>
                </tr>
                <tr>
                  <td align="justify"><b>Pruebas de vigor indirectas</b></td>
                  <td colspan="2" align="justify"><b>Obtener los lixiviados electrolíticos para cada tratamiento</b> <br>
                    Se lavaron y colocaron en inmersión con agua destilada hervida en una relación agua/semillas de 15 ml.g<sup>-1</sup>S, después de 24 h a temperatura ambiente.</td>
                </tr>
                <tr>
                  <td align="justify">Conductividad eléctrica masal (CE), sólidos disueltos totales (STD) y% salinidad</td>
                  <td align="justify">Conductímetro DDSJ-308A</td>
                  <td rowspan="2" align="justify"> Conductimetría directa</td>
                </tr>
                <tr>
                  <td align="justify">pH del lixiviado</td>
                  <td align="justify">pH metro PHSJ-3F</td>
                </tr>
                <tr>
                  <td colspan="3" align="justify"><b>Pruebas de vigor directas</b></td>
                </tr>
                <tr>
                  <td align="justify">Tasa respiratoria de las semillas</td>
                  <td colspan="2" align="justify">Método
                    de Respirométrico: En un sistema formado por un erlenmeyer 250 ml con 
                    50 ml de agua se le introduce un tubo de ensayo grueso de forma 
                    invertida que contiene 10 semillas de frijol sujetada con un tapon de 
                    gasa. Observar y marcar la altura del agua en el tubo cada 24h. La 
                    cantidad de agua que entra en el tubo es directamente proporcional a la 
                    cantidad de O<sub>2</sub> consumido, la medición del volumen de agua permite medir la tasa de respiración de las semillas.</td>
                </tr>
                <tr>
                  <td align="justify"><b>Pruebas de germinación estándar</b></td>
                  <td colspan="2" align="justify">Método
                    de los tabacos con papel de filtro humedecido durante 15 días en la 
                    campana del laboratorio con luz directa durante 24 h, se establecieron 
                    cinco réplicas cada tratamiento.</td>
                </tr>
                <tr>
                  <td align="justify">índice de envejecimiento (IE)</td>
                  <td colspan="2" align="justify">IE = (PG inicial - PG post EA) / PG inicial</td>
                </tr>
                <tr>
                  <td align="justify">Poder germinativo (PG)</td>
                  <td colspan="2" align="justify">PG = N<sup>o</sup>. Semillas germinadas /N<sup>o</sup>. semillas totales puestas a germinar X 100</td>
                </tr>
                <tr>
                  <td align="justify">Tiempo medio de emergencia (TME).</td>
                  <td colspan="2" align="justify">momento en que alcance 50 + 1 semillas germinadas/días del conteo</td>
                </tr>
                <tr>
                  <td align="justify">Índice de velocidad de germinación (IVG)</td>
                  <td colspan="2" align="justify">IVG=
                    Ʃ(Di Dg)/i, donde: Di (N0. Semillas germinadas en el día), Dj (N0. 
                    Semillas germinadas en el conteo desde el inicio de la puesta a 
                    germinar), i (N<sup>o</sup>. de días al momento del conteo desde la puesta a germinar)</td>
                </tr>
                <tr>
                  <td align="justify">Conteo de plantas </td>
                  <td colspan="2" align="justify">normales, anormales y semillas germinadas y no germinadas.</td>
                </tr>
                <tr>
                  <td colspan="3" align="justify"><b>Índices de crecimientos</b></td>
                </tr>
                <tr>
                  <td align="justify">Tasa de crecimiento relativo TCR (g/(g. día)</td>
                  <td colspan="2" align="justify">TCR = (ln ms<sub>2</sub> - ln ms<sub>1</sub>) / (T<sub>2</sub> - T<sub>1</sub>)</td>
                </tr>
                <tr>
                  <td align="justify">Tasa absoluta crecimiento TAC (g. día)</td>
                  <td colspan="2" align="justify">TAC = ms<sub>2</sub> - ms<sub>1</sub> / (T<sub>2</sub> - T<sub>1</sub>) ms: masa seca T: tiempo</td>
                </tr>
              </tbody>
            </table>
          </div>
        </div>
      </div>
      <div class="clear"></div>
      <p>La
        valoración económica cualitativa se evaluó a partir de los beneficios 
        aportados por la aplicación del extracto sobre la base de la 
        extrapolación de los efectos de la actividad biológica del extracto de 
        la E1 (primera extracción) en su acción bioestimulante en la duración de
        las etapas de germinación y primera vegetativa del cultivo de frijol 
        negro, así como en la calidad de las semillas y plántulas obtenidas 
        (biomasa formada), según referencias (<span class="tooltip"><a href="#B4">Arteaga et al., 2018</a><span class="tooltip-content">Arteaga,
        B. M., Garcés, P. N., Pino, R. J. A., Otaño, C. L., &amp; Veubides, A. 
        H. (2018). Extracto de vermicompost Liplant una alternativa para el 
        desarrollo de la agricultura de conservación. <i>Revista Ciencias Técnicas Agropecuarias</i>, <i>27</i>(3), 31-41.</span></span>).</p>
      <p>Los
        análisis estadísticos de los resultados se realizaron con el programa 
        estadístico Statgraphics 5.1 y se les aplicó un de análisis de varianza 
        (ANOVA) y una prueba de contraste múltiple de Tukey al 5%. Se realizaron
        transformaciones (√n+1) a las variables que lo requerían: conteo de 
        número de semillas germinadas y plántulas. Se establecieron 
        interacciones entre el origen del extracto (número de extracciones E1, 
        E2 y E3), diluciones (1:30, 1:40 y 1:60 V: V) y tiempo de inmersión de 
        las semillas (3,6 y 24 h), para determinar el factor que más incide 
        sobre el% de humedad de las semillas, la germinación de las mismas y los
        índices de crecimiento de las plántulas obtenidas.</p>
    </article>
    <article class="section"><a id="id0x4199d00"><!-- named anchor --></a>
      <h3>RESULTADOS Y DISCUSIÓN</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p>La
        tasa de imbibición de las semillas alcanzada a partir del valor medio 
        absorbido por un gramo de las mismas en el intervalo de tiempo de una 
        hora, para cada tratamiento en una dinámica durante 24 h se refleja en 
        la <span class="tooltip"><a href="#f2">Figura 2</a></span>.</p>
      <div id="f2" class="fig">
        <div class="zoom">
          <svg xml:space="preserve" enable-background="new 0 0 500 328.221" viewBox="0 0 500 328.221" height="328.221px" width="500px" y="0px" x="0px"  version="1.1">
            <image transform="matrix(1.0225 0 0 1.0225 0 0)" 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oM39+/fr%205MmTX7ZFjNq4D8Sj5TmkOBDCY+Ka+8C40UigeYjHjUbC4+b8JG6XftEm8Dp+/HiuH/SRfnEvY+a9%209BFkpI+834HmkSCRJInGQz/cFp9pg/uBF0KZYRjD3vPKcwTbSY7bfeA644jHzTgZb75xY5PBc7TB%20vNBP3sG9jJv+QCOMm/kEd7gOrB1HGOGReePdhr3xit+5znxzjXa55vfzmfbpX0NDQ+6+uH+Gfb5x%208zvPWXDlL20az41zXKMvtBHTN3BmXpi75DEX/Tp27NjXcI72WSfQcGEQY9xJwp75pW+MjbZiWuMz%20sOc57knSGuM2rUF3yXEzLzzHnNBH2uI3ngO3gAtzyZxyP2OjD8w/7RBoAjzmHt5BW/Q3SRM8R7tJ%20mgAOpjVwMznufGuM59s4ZxjSD64Zzw176AkcA/4u0Ci7NK6zfjBWxs0zyTXGbRnnTBP0i/7RbnLc%204K/HDZ4/yRpD3+gDtk3AFzhznXd63Mw1/eMZ7nUf6KPxGM0pbRn2Ma1x1mu6BV48S+VZYOJ+ghvA%20FlylAjN+p/DeJK0Z9ryX+WX+42QZj1u+F4ZjLLhMCjt7dtCcl6OO37Fjh/bs2aNVq1Zp2rRpOTUC%20DJr4qCwyEDzAcbB0FqWVK1fmdtucuzO5DozOvSA49/EsTIfqiXKAdl9z8HiQBqJwQH5f414mF2IH%20MREwmBgQCwIEQXmO+xkXfeQ77zPBg4yMj0WRtuIg8W4TonZbDubuPkAIJhLa9Ji4xrh5jnEz53yP%20x21mQP8tFMTjtkAB4QFL+ki/uJdneC99RICij7zfGhmYNERHDFve67b4DHxgEowNImLuaS+GPRXi%204jngBEHG/XMfvKDnG7cD4HM/sPJixTXjG/3kHcDIzB9iZdwmNK7zLONnIdi+fXtu3sxYGLvxit/R%20VNE+BBozA/CCv2ZWtM33eNz0weNOm29+Z5ED14EhOO4kDrRnnOMaix/wiQvtwwiAfZLuGTfPMD/A%200LCPx7179+5cmzybhD3jM63xPHPKfMTCE7hBH+mHkxFw3bsOFkloxPDyYspzwMULMfjEXNEOn+kr%20c8mcAnvuZTy8n/6Bo8DE8+3kEjHsLZSD2/Q3hj1w4H1ptBaPO7nGgO/0g+do0zCkH9xnPDfsN2/e%20nBtjHPsZHILJcd2CJOPmGT7Ha4zb4r0xTXgzAv4nx21BjvElx93VGkM70Bh9gGF6veI67/S4mUP6%20xzPMvftAH43HMFvG6T6YyUJL3pW6D2bsnP1yBszOlQ0nfIHQnKw7aGSHDh2qgoKC3DrFmpYct2Fv%20GmX+n5ZJf28Mx1i8AB4MgYk4c+ZMDqjeVcKA16xZk9vlgHRJnT/ANkHSBhP6NEB/mtLV2fjTnpu/%20LOftTzu2FwGTJykQIIsniwKVhY8F50W/21nmeD/05t04iyS0Fqe6e5HzQh9YPKAVZ/Qxo3kaw8sn%206TNjZcxmesDeAg/fbW/CPcAHpmmtCnPl7/yl786uRDvQeb6+fNs496wwfJXXim9qnQBfWOfhBcOG%20DdNvfvMbvfPOO5o+fXqO2cP8Ydaffvqp3njjjdzOFp7xooyNv1eGYxRL01T6RuUzi5vVrPnydUK8%20TBDjguF/Uww6K8+f0M1kqHymMufJfN/x9zh3LHjCjgsJG+ItLCzUrFmzctoZFvwn6c/TLDDsItiR%20QrDWCrFQsDtgh/xN2IHQBwRyjog++ugjjR49OqeVyifkPglM8uXL5XcYM8I/gja7GLQLCNjYkSBA%2006fly5fndkl851hrxYoVuR2mNWfsKFF1ovXr06ePBg4cmNsV8Z31CwE88/D4/hZwDC3eBx98oD/+%204z/WL37xi9wxKZoKcJvdOLtpfps4cWJux95FjudnXrO+N4Zjz1q8k0Y1xC4cCfxFTUxWnm+xNIqQ%20RUV1xEINc0MrwmLOd/6y+LOgs1jDBKgs/OA112CCPMMRyWuvvaYf//jHeuutt3J2GKjEYN55jDoe%20Kezi4nNDiJ/vPq9FpQUz8jkxC4PPzhAUYSowx9dff13vvfeeAk3mVGEwbwTOF1mgaWCIyu9f/It/%20ob/xN/6G/of/4X/IwQJpH/rIN36r/9IYIWMDvow1HoNV97TL2IG/1Y7YwLDrgRnzmfdjXwIsEJ6w%20P+Esj/nifu7DSJRrP//5z/V3/+7f1e/+7u/qzTffzCUG4nkEH883O+ysfP8Ku+YRI0boZz/7WW7H%20DDPmqMA2HeAGR58zZszI0dyL3ElnEcces5hJs2jHhmMsrhmzfrkLyMxiy+IP8cGQ2YWyq0I65nuc%20pxZmCx473yzf2a3BvH0Win3Dhx9+mGOS/EWqhmhhJHmMOnLFBjQ2AjRT4jNMmb98N37F1xB6eQ5B%20gH69/fbb+sEPfqCf/vSnev/993M7QnYAsWFQPlymD+CuDe/4buMwBAeEGhYjG774rNvCBYsGzPCH%20P/yh/v7f//s5Zs2OY8iQIblryWMun/Gz0LGLtbEP7VlI8dht+OOzQp5DKGA34XNN5gLmzDxSgQeq%20R3YbMGXnGGZR43e+YxCKIMbzvJ/+02cW4k8++SQndMDUneOX+QeezDewyVwyvz/rBUIggi80Bj9D%20yANnoF/ogfUCLRL4ghBvG6PnXb5XEcdsbZxP4kFy72rXz2JigwYvXjawyIj31SggtdVVMZNkHmG+%20SMQQJzs1W38itdrIxRbG4BBEyTUIlF03iznPdbeLtUGSLdZtgGYLWfrHIgCO2QgKhsk1G/VwPztK%20zsaw/0DYYOdH321A01UBlxmPPQF4N+16F8/7YIzGczN0G6RZgIBpokqGmbE75f2olGG+yeMgG+ZA%20P6wLVPpgJg0dxVbOvN/94x73jznkL/A3HNDaLVu2LMeUUXXzHWGJdzCn9InvvI/nGBOF9plDnmHR%20ZZfNQmzXTMZjmGbumN+fAn1jpzRy5Mgcg0bFDJNGmGed4BpCOdoXBDtwB5U3/O9FrFkvxHCM87mX%20xXDMBi4QrNWZLEo+c7S1pZNrMwksRMniM2kWGY/J0coApNUglm74TuU7CxaLTdo5to2A0gQEt8v1%20NEHA7aYJHj6/yyd4uN20Z7vqr9t9nGAvvDt+h10x+O6x+R1mQvF3v4N7ga3hbpil9d2Wup4X/vqd%20yXb5zUZXae0ko9Elx5bvWlfwc7v56MIwS4NtV7gS41zas13Nt2EU47LfkQ/2+TQF8Zx2BU/a8TuT%20uOx3pgkbnt+Y1iho8aBNWwyn9c+4G/eP91l4gGl3N6fPQmtpfeoKV0wTXkdsHGhbBhvPxWtMvP4Y%20Ro+Dy93RGu17nFx3H5JrYEzDT7Om5MObfPCL+/c0NJxvThFKYbwIwmjREPTQpCLAwaQ5OuHIBO0Z%20Gho0rD4asQfF81CBfy8Mx2CuABZJn3M81AUAHSkcyQfgc66A2uKLL77IGZIwMbGVJ39ZBGDwTBST%20wU4Ixg/A7OsKodt6lM92rWDC7QJjZHfbCAT0D+GAe2N40a59+nh/bLxEO7SHlM+uI0YI7mNnwjtZ%20tExUfpaxeTfD5yRS02+epY0kMYEwvJN3+51eJDw2F2Bj95PYZxr48F67z/DZLi08w730wS5uPpP0%20Log+2M0haeAFrIGX1U+0x1zQvs9DgSmwtluafV/jYtjz3hhGJhyeoX9p0jO4Qf/sWxr3j7HYdShp%20Scw7gQf9p934mpkJ1xh/stCucc5M3gZvwIz38d5YFc490KhxN3aNAi7AB3zmM++26ht8ZYzJQp+5%20ZuE8HneSJniXfZiNG3Y3suAM/JMM1+fWPEvfYhgxL+4fOJdc1OkDMKDdWDVplaJ9dJPHBcDetEZ/%20Tb+GcUxrsYDFX9qiP4zNO/hY2Ijn27/bcJF3mSasReG71xj6Cyy4Rh94j+FpX3HTD88l1xj+8j3G%20DeORaQ040q5d0XifcYM55Dn7mtNP99fClt9luozx04X3eD1KHiuAn7wT+NoOKIY9/bNrZ8xvuAac%207EIYe17Y+JNx0Kek3YHpG+2L1woLn9ZuwZR51po57gX2jk9gF7JnLd+I4di3vZO2ShHVJZIIagpU%20FzBnVAhIJqg0MLPnfBFVPdKRHeB5HgJADYZaDDU+55G2JjWDNDNm4rFwRc3GZxMQv7FTt/uXiYu+%208Z3+cS1e/OzIz3s4S7XPIc8wUUh6XGMcXngc2AAkog+804IFSEz7TDjvY4wxA4LouJdr9DfuC23z%20DuDgoA7AhnHTN9SuqGI4K7RAwfO0w/0Qks897WfMuOk/55T2SeUe+kW/eY5x8F5g6EWA8TI2xm+f%20clv9+hq/ezfhYCc2EqN994Px827GDVx4zj6VEDiwoA+xoRN/IUz6Rz+Tiz7ECkx4F21YpQuu0Af6%20R2W+HeQCmPmslGvAzT7lZrIec6zuckAHj5u+OIAKOAKMGRfter7NiPmd3+IAOVyjz7TFuG13Qd/t%20e8o13mffarfnMdun3+MGHryL5+gH46bPVu3TB7s2xsFYwAXa4VkzCqv/+AxMwB3GCByZF3COfvAu%20L/oxfhv3eSb29Wf+6TfP0Q+vXTxPO1wzrcXjBj6md48b2Ds4Bm3xPuY2pjXeyW9co08OHsKYvUbY%20/9u7TObWsGduGavXKOMc8LUgB0xogz6Ybu2dYjsA3uN5oR/MI8/Z0JLfGR9j4T28z4Iv/eA6/fJu%2010F+aJdxMB7jdwyLpK+2YQHOxQIW7/S4wT3gDX7b55k+xEFcmC/eB17FtGYc4Rrj95oL/sRM2vPt%20tSfeqNAXxsPvwMQCG+3xG/0DT4GPA+88D/7FPHMs852OOMakg8DsoNlJs6Nm4kBYztTob48ePdSz%20Z89cQBPOHowMAILFhnvREsCcAZIRg8UmueM2wYM0IJOJFaQ1ckMQlohp29FtfEZqX07uN6P1omLj%20BdrgGs/zHH0BiUAaL6reyVp1aOQGyUBGLza0510mCEd/aYfxOxgH7wC56SttOtgBlo9/8Rd/oT/9%200z/NGS+B4CApz9EO9zu6ULzzc/AIM8a4f8AoHrfVfV7weQfP28DJwR6ABdeS9hDeydEmYzB8mRtH%20IQIm9NWLH/jroDU+h2VM4DSw4pqZHNV94XlgSFsOYuJIWQ6Mw7OM25HbvMvnGY/b58C0aQbPc174%20WEB8rs79sbDGPbzHOEd/fLZKP/juBTZmHo5y58XeQULMQPycPRysYuczv3lxAxc9bvAcGNIfR+wz%208zSj4/fkomjBxgKnNRM2dHMQIM+3aY37wQ3Pi3GV5/idd3ncFuL5Dvy80FpYMCzN6ICnLfI9BxYq%20LVh53N7Bej55n4WPmNYcYARcMAy9Q6Xv/G7NjvHXQokLbdJ/MzmryGmXeeQ5cMuaq+S4LWAAI6uu%20acc0wfoQaxZ4P/2wkEr/6CfPeMdvPDHOQbcWuhk/fTZMjL+mNeBowcXHkRZqraZmHviN9zh2hdXt%20SVpzfgbTGt+5BuztY0/fbbxIXxk7bRq/TWvgHM9aWOMeYGTvD9sqWcBmnHHUxCcpL9xwDCB92ztp%20u684yhDMFYJ3RB2QCKbMWbrdcrg3qU7gXkcYYjF2yFDaSQLLC5oNXwAo30FiENw7CIiZGoeNs2GO%20EZTJ5dm08znuASFABBAXJGPBAIEwZEIoYbzMi9W7tG91rHe3jMfvtFDC7/QL2Fm14whpjMuWwFzn%20KAEtBcwaoScORUo7sdQcq7hio6gkYvKOJGN3YSGBiNPcY2yYRbvJsyjvOEzMVk0xH4Z9bOVs4yUb%20HXq+uQZM47CGtOnvPE8f0lThxo20CETWPpixp6m0PW4beDmcp/tri2gzMi/IsWGW5yXN6NEGXo6Y%20lCyMiT6kqfIckjPNV9wwSnPLpA/0JV+7NhTzuJkTH2ckjcw8hx43MLLqFph6wUzSrO/NR2tdjTs2%20Ik0bN/2zAOewlY61AG24v2YUSaNC4OloX9ybxA1vDvLRhAUNq6HjYrV6Plpzu/xN4oppzTRBP+mv%20Yc84LCBZYxUbSFqD41CkSVrzuPnrdS4fbqTRmo8hu1tjGIePCKwxAPZcsybDwofDy3rN5rPn0Ouw%206dLjfp4Rx9ACf+cMx55XYQKs/kH6Sp4DvyyF3RnnFv/qX/0r/cEf/IE+++wzrV27NmfsgCqav6h5%20+IxAwnefR8XnOfHOjvthvLaOt5QeMx0EH+6zj2vmlpaVrGQlK89WvncRx56lMDZ2nqg0rIZ8GQsS%20JbvZX/3qV/rH//gf59TQqEhwk+Gs3bGh2WUzT3xHSmNcCB6WeB0f12ojG77YWMTnLggsHB98/PHH%20uQg9RJ6i/cxlJStZyUpWnq3kMxzLswl6NQ3HnlexC5bPWawWedkKAgTn5qieMeZit8yk+qzEcYqR%20zvjdRjbsghGwsGxHfQ1S2MoVtZFdCmwM5jCU3IvT/z//5/9cf+fv/B39y3/5L3NMO80COStZyUpW%20svL45YUZjuHK9LIYjvmsATWsz1nZbdofEMaLytfWjzbMSRaYFPfCnHyW8jKpdNnZ0z+COhAJp3fv%203rnzCwSKtIJAZStOzuBtqckZNupxmC8wS5Y48IRDZGL13r9/f/3617/ORejB+v1FOPZnJStZycr3%20qeQzHMvDf15NwzEbIZj5wMSIIuRcsERrYidIfFZUxDA3VMHOcoW0ApCcYxSVt41zksU+yNyfxsBh%209HbPcHEUJ9oEfrHRis+G2f3CGH0mbGMKqjMxIVigvUAdgisZO1tCNSIwwYBtwUv7tkzmnJnzYxuD%208X6nkAQuzu9L+7zHLjVxwUoS9TpMmljSZI4hchOw9VicRzkem/PP8l77Rsdw5LuFCPtO2tCG++2S%20ZWM3+6Ta9SSZkYpx2pI6WWxwFPfP805bTl0YF74DL67Tbnz8YcMt+uIcvXF79NnPek7tqmd/7rif%20PE87tJfEEYr9zLkn6Vfscacdz3jcscEQfXF71OS4udcuWYZ92rh5trvIZ26vuppsVPhzK7WP7e0P%20Ummtvv7rtMY76Rf0VAutRXA0rYE3tuBP0hq/G+diWuN3u+252LXI88xYkr7hfpfbSz6b62eAWUxX%20po0048F8a4zH7b4k15i4L7Rrt1G+U5kv/tp3nz6Aa3Fu6STjyJcxDLg+Ca3ZUMs4HOOjfbmN/zY8%20M/y8PnHdnhc2fvWaSnsxrOgf14BHkjbsjcD15JrV3bi7WmOehUm/MMMxxzN9GfykGSQWypzLEuoN%20lQGW3DAjDuI5S/1H/+gf6W//7b+dy3qCtIIq1649MGx20Jy1wuBh+Da2iqPtMLGc0drPMo4GBGzY%206aJetpuMkclJHVA5O8CII/SwyyUWMu9GPW3rYUe+8XOMz+pn3KBg0n/zb/7NnPoZgwOEC4gDROde%20xzCOmYRdn5zv2C4TqFeAl5MOeIGgj9wDTP/wD/8wJxTAqIGpXZlif1db5Boe9lW0Py73OvoR46aP%20dpeBcBywwb66dpexCt9uFfaTdlQwxo2NBHNo1zoHjHAwB/pLW/Y7tZ80cAf+wMq+5jxnwQ/4A5M4%20Sh3Ez7tscGcLUbtFOdwk47Y7D4sJsMRGgHZjH3WeB36GB/honAMmvN/9tH+4F3r6be1PPG4Hc/C4%20jXPcAw4y51TgxmJFmx63fbmdz9hCCJ8Zk33+7cGQJiC0teFzC25cDuM+FgTMU+F9xEXHGhe3uA63%20px3k/N21U6XnL6j6FowLxt5x7FJ8pljFgd6qsQruNGYEv4HRbnKph3HXoBVj0ccdqfauTp0G5+yj%20fuvLxZYx2C/e2jSHJAWGzBfwiBdIcAUYGh7QTxwxj3vTDC+d457nEKztH27tHnTCnBn2j7PGxL75%20POfc0LwP/GG80DU4ZibOfNGWfYmZO/DEtObUvPaTdmQwuwPyrH2P7SJJf6Fru+Elac1HbHb/9O+8%20yzhsmnGWQuBqX24HZzLsGRM0w9zYN98JaniGa84tb6ZvN06eNe2aJugz+MO8gAf2hba/P+PmWbsf%20etzALG2NsRtfviiCj8O/vvOGY44yBMAhNFSx7PZhZkwsu2aSAqCq/aM/+qNc/lAAYWtnS5VMHjtE%20ki3Y2CoODADg7Ldsn0kTOhNo32kqz8IYbPrvBRgkBEHMEJhoMwMQynHDTSy05XjFDo7BgoAw8stf%20/lL/8B/+w5x2gEQEXAMOEJH9Vqm8n2r/bQcRMaGAIMwpEdlAEjQR3OfQqlwHrpxDs4tGJYOAZimW%20d7BYgxuOguQcv4zbfXJ0JZ5z4BTga4nW0arscsF47E/O77TrnYkDQQArBy4w7O0ralckB4XhGn9N%206GZiXoC5zqJk4mSh4jcWFfoZR6liLNxrP3lHSQKPrL3BbsABUhyilMUTWIOTPBtL03Z3s2eB3UBY%20NCyY2G/fbiH23/W4LRw6OEo8bs+3/XGT47aLkyMx0QdHI7NFv/3UeZ62uNdCVLLcuoUB4vnQLv74%20CL6TA13208yZ4wOeTdMXX/TXu+++qzffekOvvfkb9erzueYv3B3Ggf96rU4X468fcLXoiE4Ak5tV%20XwboOHkyMPzAiE8dPqLaQIe6djVw4Xu6UxeEtfMlOn/hnOrq8TP9amd7rzN0sAMKOS+3I7bBQMB9%20YBHPiyO28TvjtkDi+TZMTGsWsIG5j5eMP3FQGM8bsH6cNYZrDpIE7E0Tdrtkfj3HMc7xXn6nD96N%202leZa46NAEwcbcuBmWLciIOjxDhnhuUohzHOOdgM43awHuOcfaIZG23wHsZqnmLYOyAVdGgtkmEP%20DUFL0FTsBmoB1m6ozoUOLsfHftCW3cCgNQQPr4/MA3QeB0dJW2PiCG5PY2z8Qg3HWLjtCP5tFqt6%20QAInToCYQAK+MzEgKIwF32KAkebvyNiYQO6BuTvYhCVZR3lyZQGzWgkY0AcHL+Gvdy6WJPk9vsdS%20mqV5qyXjyQG+wBvNBQu/DcQQJthNo7qHscLg7eNpST82BvPO1u+OVW1mHsALIzSEGwQB3h3HELaa%20E0JyQAQHG/AZP2PyTtW7VavRHIXMuzL3z4uJ/UhNgA4YYXWYCZRqf26rKz0nhq93NMlx+693LrRh%20gcJtWEhyNCoTeKzi8jjTcN8SeVpwA8ZiVXKaT6h9SL2rdYAOj83+3e5fctxODvIs46b9WPCwkOcc%207fHO2bibdjTU3Az80ExcDO0cDfcRPQ4tzm4tWbRYI4aP0Fuf9NRPPu+rj+bO1oz9B7T52DkdPX5J%20FTfuBDgFwS0wu8NhkT1SU61r7WHXBa7cD7hSHxh5aRDywq757o2yAHTUp+1qfxgYYet5VVWf0PUb%20paq9G4X/BJ6dcQvSFkBgAM6nZRgzDcfq7nhOHTCI+7weJWnN+c2Bpa8Z9o+7xsR4aB9d70Z9rJVW%208tFarIm0BonPxrk03Ej2ryta8/GBadbwSI7bOJfm8kpfmZe0fAuOJWDBOm3chpmDnMTzEq/RMa25%20ej3uao3xuva0bqlJwzHU3d85wzEXnyF6skwMJqo42H9asSRopvOic/Z2VawSY7I4D2ZX5ohG9Avh%20A2ECFYl3Bs9DWIpDJPIOpEXvZlPFurCAYi2O5gFhiD5bDZeVrHRSFitHqB0LWHMgwfPnS7V8+SoN%20KVyqgRtPam1Fo1Dw1baH3VrVFVWf3qYre5do3+blmjt7uSaOXa4VG47rYlPYLYf2Km6G3dChBVq2%20arrmzl+l9RtKdeZ0m25fLVP1iQU6vXyM1o1foLljNmv5yiM6dLlSiOVZLrusvGzlhRiOwZxfJsOx%2051UAFIwQ5uToMt+WdTdwZlfPrhY1XGyNzjXOj5G6mAOup0V5etricxvgQNsIAwgJaCJQYTmBAsIP%20nxEUyBKDQIGWIl80raxkRQ8CjjaW62bJFq1YMkafjZ6izwqPaHlRjaoedLLQ+/WqLJqvLYVva8yA%20t/Xan/1Gf/r3/kwf/mq0Fmwt1qHrp3Xg0BitnvHHGvzRP9FPf/ZL/bL3Io1ddlE7DwSGvGa4Vg56%20Xf3+rIf+7B99qj/70SR9tuCkttQE2sni72TlZSOJ74Ph2PMq9pPmzMTngt+GnzTM1kzSBj/WBgBr%20VPdIXD/5yU9yCe35zAQ/7+AijoPMmQ9nJZwfEt2MnTP9i1Uxzt7ksHpZ/u2spCN32FWXH1T1/nHa%20MOs9Dej9jj76aJzGzC/S3pv3VRfIrf3hPd2s2BEE0eEaNuwjvfab3wQ8/6U+7j1Wk2fv16a9Rdq/%20u0Cbp/1Ckz75Q30w4EO9v2SFxh8+pq1nD+jg/jlaOvMz9fmkh376yz56/ZO5GrTwgtael67UdtiY%20vYThD7LyPS3fu4hjPkON0/g9bv++7Yhj9BPGSB9sYGErSZ+LwhwxbsCIgjmYPn16TliK01w+z4KA%20wA55woQJuexi/GVXzfl/DB+fGzvtZjINY1ay0okpYVVqVsPVczq7arH2zJ6uXRs2a8+h6zp+9qFq%207iCIkj5xt46fWKB9+9dq7eo1mjlzthZs3qqd5bd0/NZtnTx9XCf27dDO3ds0d+8uLbtwXhfq61R7%20/YoublitI0vma+fWzZq/Z6/mHDmuovIq3a6Trl9TwF1oPZuJrLwkFPF9MBxzQYdvJsEO1JUB20KV%20v3ZBSAIhGXEsLUj/iyrOkwtDJNk4DBhG7KxMMGeYtZN42GiEa2kGSM+z0Ad2z/aTJouYLS3jws7a%20KecQLr5LWpasPN/yoO2hmqtrdQ+L4kasf++rKWyy77cpZ5Hd2hqu3cP1q0GNDY0Bz++oprFBDYHJ%20Y+3QdK9V95pa1dDcptvNLWEHfr/jvLm1Ta23akK7t3NGYrWtLbrd1qw2dWydW5uV89XOdtJZeVnK%2098JwzGeoWDjjqoQLFSpa/FsxaCJ0JsFMUNf+9Kc/zf3FOjq5U8ZYC4aOhsAZZVB5OziJM1txn7MO%202R8RhumAHXEWLFshO6CBAyo4+4r97xAcUC1jwU24T1xBnHrNmVxsaf7lQhfaoo04DaGLfVp5Ns3i%20065Xtgh1cApbVtNf7vE4EciI2f3hhx9+mY8bQSaZog11N/OA6obza+CZliGL9yBg2O0nWRi3A04k%20i/ubFvHMsHcwGuaDebA7mbN/OSctY3O6Tqeks/Ghg2LQDuNzUBb7GvM5zeKUOXUwljRrVQeQSJsX%205tLjdv8cepd23V/3z9mVeI8DNNiS17HXKc6K5XYNoyQNOPUh70yzK6BdB5xIGzfPmUaSxe2mCZWt%20LQRQYdx1nX7vDeF+Atx0XK+9W6s6jEBJ49rY2AGDzr43BDjUME/QGmML3+tTg4Q8CP3GBYk5/Lrw%206EA5af3zuL0WOCuSLboduAZciek7DngS05pd1uwXHbebRhPQC/cAvzSasPuWIy0m55T32Y3qScZt%20PLcfvYMq2RLbLpG2znb2PN4ZZ2lzhq+Y1pw9z+3mMzilX1xLM171uJ2HPN8aY5oAN7nXVuzur+fB%20vuLUmNY8h3G8AKcHflGpKr9ThmNWs2JkhTp20KBBOYkEtTyVQBw//OEP9Tu/8zv6a3/tr+lv/a2/%20lXNfcmAC+0myU4UZwdjZCTrBuv1SmQTeAyNiR+5AGzzrfNb27aVtp89zMnSuO1+pd/P2jcVACzUy%20wgPvR1AAoezb7Ly/diXgWZ+fOyeqFwyn7rSvX8xIgFWcQxbEM8GgZud+2sSHkH7avYBrwBfhgX4i%20ACHtoWrnO3Bj7IwL2DBedttU2rQhnonDQSCcV9djiwMw0AcfPTh4B/cBc+/W4wWD9p2XluftYsE4%20mDfu5bp9sbkGnJ2L1jmnHbzDuX2Bs3Nx87zP353jNiZeYMVRgP3heSYeN31wLHXGEY+bcdpH1jjH%204uS+OVc2zznCm/GMv8Y/u7h4Dphr+5XzO/1xjmbatF+thRz7s/KMA21YmHTwC45cLGjYJ9XaHge0%208ULpRQw4U+MgLl686TdjKy+/8WXwGb5bewQM7DvutuhfGq3RN667H8YN8MA+svYvtguf/ZPt05wc%20t4+gnFeZubLng/M1O6+yfY+Ze9uWMAdOnRvTmtPqGo/ttx/nljccacteFxYIDHvmkeeswYojjvHd%204+Y+R8wy7E1rsb+21xj6YXg5El2Mc/G4ucY46R/XvdbZdZD7YlrjeUfrY9zAwfEj4ohjPEf/HGAk%20jjhmWqNd3hXTmoOWOJBMHD6a94NzcVAb8Au6Bh60yWbDcQe433EzvI7EqSp590uZqvJlMhwDiQEg%20u2h0+vxlgQJpYXzsAj/55BO99tpruehjhYWFucnw4gqR4huMmnnGjBk5bQFWzZ7geFFhQlgInITc%20PnSONubE6vHuCGQCgUEMR7jx7gNkhjHzTmBqKdyBARyFijZANIf9BGmp9APkNoE52g7vM5K5QBTc%20m9ZPEMM5qrkeB6jwuHmvo+vQNlbm4AKIRUAVM1zGQL8c1MBJ7M2MmCtH9qE6chH4xULia/zlOzB0%204Jd842YOmVPGDdHHO0GuwdwgJJ+VMwbGEy8sXhQd4Yn5iuHohTTunwUoMxD64Gs8H0cco7/xuJOB%20IIA7sIn9+LnOouB+Mk9eDOgnY/K4HeDFkew8n+CrGXGMw44aZRp2tCb6TV8MRwefSRu33QV5X3K3%204/zZzL8jn8U7Qe7nN4/bO6vucJh7jcOxEGr8scBi3HAf3H8HzrCfN+3EY4vHbdjzTEy7jjhmJmzY%20uzCH7idjjGED/BF60ZzxrH3Ykzgcj9v4E8PRsI9xzkFLLPAmx+385A66Eo87ucZ43A7KY0EO2Hl+%20GIs1CDEOx+vH0+CwI47F/TMcHXQnHrePKL3GGIcZU6xt9AaHa8Az7ifPsxbj9orQ4Dz0DhxkG6Hn%20aaT7vTIcY2BIIwyWxQcAm2hhwOz8HGLTkqGNzKzC8I7Xapo4r3IMVJDEASfi6Dj+PYaJVcj87mdc%20eAakhBE7LKEj/PB+R97yQmpDOIfWjGscZcj9cDAQFwdFsBQej80SqINppKnNkm05ehLEQ5/57mhU%20LCrgCIQAksdEmex7HP3JY4v/xlGGuhp3sr247w7WEM+LgxEk58Xj85zeT8SHTvbhSfuXb9y8y+Pt%20CueS/Uy2FweEMR4nxx3jQRqs4r7EOBePPx53vrXg0f61P0obvKuzH/G7jCNJ2Kf1ryta64g41j3s%20/VsazsXvSoN9PlpLjqErWovjgecbW3KNeR449zzG7Xe5L3H/0ubFO+F8tJaMONYVzj3NWmBDrTRa%20c9AVq+h9rat5eR4bzO+N4ZhjqHrXFbst+TwoDYFceNbqZUcbe9ECCMiERAgsOefF3xhGZ5gmIzy9%20bMWLDXhglaSjEzleL7vppMSalaxkJStZeUGGY6iSX8aIY89aHMzEQehfZKrKjgw/HeomVMaoJH2u%20y86aXf3LmMs6XwFWPg9GInR2GeCJ9oKjB7QUqMac8erbLuB/TQ1niF8ZzNSFfjc11GUrx/NfikJF%20hY8ar4Om6jrri8QENMyVVYG2n2NsHXpfUxvarZSaUrSerIZkWr/95UizkpUu8KnTcIxjQRuO8TmL%20OJZS4ohj7G5fdMQxdp8wMI4OiJltgwnnxH5Zd8/5CpoImLHPQG2pyvkPzJux8tcxwb89oiCGb4Uu%20Xz4QBKPFWrd2obZu2azVW7Zo/ro1Wr11v44XV+hq7QN9zXa7PTCbO+HXxtrwhfPHR8fR1NIcFvB7%20ulvbGU5acIfOc251BMj8ilpaOmvns0331GbBrC1IEHeq1VZzRVV3buhCTaOuNcTPxoU2zPJac2/r%20eCP9w/q/LvTnfi67VBKd73XWLwuPvBDZMDTadEWt1w+o/Ogu7du/T0tOHdO6qnKVtrXqiYLItt2R%20aktVfbVYl69dVeW9lgiKrbkxt7beymXAKj57R0WHq3S+6JQqLhzWtarLuhompqpzZjrAF56+Xa17%20NyvDnzuqvNmS89dOJb/m22qvuqTLJ6tVdFw6W8XbHgQsaFTz/Tu6WndbhxsbdCj8Rqb29u/EypiV%20F7sefQ8jjvm8JDbwiJmtLaST5ZuKOBZbImNFaGvyfPGxX5XiM2qf/9tClfNpZ2RinMD12+0nbiXH%20Qn8KtHxFT40d8yv1+ew3enPgF3pr6jwNmLND81ec1fbjV3Xy9g2VV1fo9q07ulUZdt3Xb+n+hdNq%20Pb9etVdX6XZ5EEYCA62pbVRVRbnOnSjSrm1F2rDtqo6cuRR+PxQY5GHdqLymYzX3dDhwo6sN9Wqq%20KVX97YO6dfOwysrP6dTps9p/4LCKis/oSnmFKq6UqeroHp3aM0Vrd8/RnIOXteVcmypu3tLdm+Wq%20qrytyjuNuttSrwftF/Wgcadqqtao+MZB7bh1S4duVen6jf26WrxW+/fs1Jq1Jdq2rVqXL91RY1ON%20bgZmcrauUQcDfzrZ0KbyGzdVebBcN7bXqOJMg+40Nav1wXNkMQhlNVVq2LNF+wb31+A339Gv+g3T%2059v3aXd9Y27X2RwEkxbO/VrbVNdwX7V1QbC4B622PUqHN0/q7s5p2j5jsKbOma2ZRSe0n9zkQjhp%20CIIOxoTHA86d18niSzp5cLfOrR6hg3M+0qyF0zRx/yltqq7X9fut4X3NOQat0ouqOnFUJ46e1rFT%20d3TpCrvlh2puaVNrc4saSTDTEhhxdZEeXlgZ5uagThQ363iQ126Etza2n9HVm9u1vuSAlly8rgP1%207br1oEOEe/AgwLKVhDodx1YIYg8fZHvsrHzFj9jMfC8Mx+iHXZoc9cqGY06XyOA5H+WepIGXmbRd%20EfIxaBtJ5LvW1e47tnZFcmIHTWpNLKNRBX/bsHySCG3JcQNP58m1awk7aqRCYGtrTBj50wo/zwp7%20P9vejkX+VZWcWar92/tr68YBmrtphSbvr9DW64HhBqZcdXiJDsz9REum9teUwmWaPvuw9h28pLu3%20Tuj6waFaOeSPNbVvH02fulMFgbEvnTVbewqmaPWUQg2cNkej1s7Xln3TtXTeZ+r7xWf6pDDct7dc%20e7asVNG8T7V29mCNHjdGvT7tq369+2h8+Dx0VqF6L16sodt2qXDnes1c0l/z5o/Qhs0BX3Zf0PHF%2047Wg34fq9eFEfTh5u+YfLlLZpY26tXO0lo75QG/1HaxfjNmg3mNXhb59roWDemr6+Anq88Uc9e49%20R0sWzNS2vYFRrZmu3it3acTuas1edUKzAsMc+tOP9dHbxNLepKXFgUaaGp4nZoUJCkLvrd0qXVmg%20mYMm6b1hazR262VdDMJLQxAaLpSc0rHA/PbtO6wVy4u0eGGRtm4p0uEjh3T02BFdKStXY0OT7p4t%201un5s7Rq9HCNDDuPd8P4+q5frxXl5YFp3tXpi+d0LTDoO3eqdaWiUmdPHVT14Xm6tGqUJg0Yo0/6%20LdC8lTt1+HhgyngWXCtTQ9g6XwuC5KmTp3S9rCrno32VrHpH8U44oo1BEFhy4qQOByGo9s4u3bi0%20V8XF53XjZp1qG8p16fIGHTw8Szv2bdb2fUFAO96myiqyWuGeuTfQwYJAD+s6IgkePqoLYU3Cl/tl%20ZtVPS2u+lu/Zrq519c6XYdwv6n0vxHCMfM0vm+EYA+N8F9cGGCCqeJjE2rVrNXny5BwAUCegBeA+%20mHW8e23qzDfrfM9p6SwRAuwDmAz2ALARAnAbSAv2AKPimv0SieLF+T4BWIClE3t8W2pu+1czp0/C%20RD1uDMccUIFdNDtq+zda+LGvLHBOC8LSVXEu3rS8rezibbyWppHAaA3Yxz66YfuptutbVbZ6gLaM%20eF+TJ0xSwb6TOtZyM7R3Wi2HR2nHmB/ri35v6r1ZCzW16JLO32pUy/XzurRlnGYM+5Hef/1Nvf76%20ZH3cu1DTR4/WjgmjtG38DE2buEajZ67TlBnT1L/ve/rJz3+mP+45RB9Pm6UVBX21ecIvNGxcb73W%20d6w++vlgDfvVexo79C0NXzpS/Teu1cA1GzRx9gwtnzxUm6fO0KrZB7Rs8ibN/fBDvf9P/n/6+7/z%20C/3OX8zQ21O2au3SqTo2410tGdlDPT4ZpT9/fbpee2uwBvX+jaaMfFsTx4/U8BHTNXToKE0Y/6Gm%20Fbyp0VM/16fDZumd3ivUq9d4Den9K3306z/Qj3/2a/1m5BQVHCPj1POMZMeuvFL3mvbr4PYFmjp+%20gYaP3aMFay7r+InzunZkjQ4v7K/Coe+p78cfqf+bn2jEW73Ur0cv9fi4hz78pGcYwwwtXXxU+3eV%206tCmndowYbzGvv2W3vrZz/QXvXrqzZmFGrRqjwoWHtWK+asD3U/W0v1LtOLIPh3etkHH5xZqyZjJ%20GvD5cPXq2VsfDxinXtO2aOyyg1q8epNWLFuqRYuXaNnKVdq2eoEOLxqm9bM+18hZE9V79iaNnLtP%20c5ct0PI1I7R0+UItXrxTq5Yv0NrVw7R0yShNnDRFA/rP0eABYX2ccUb79+AGtkq79wzUzJlvacCA%20t9Tj/Q/0wQc9NXDSJC04dFBn6mr1Mh5qsbaZ1pLru4/kWCvSXJFMa2nrp9cYnk+uMXG7LzqKYldr%20DJslu5V9E+V7YThmwBJUwwfv+LkxUFQI9Bcf6T/5kz/R7/3e7+nXv/51ru/2+XXMbIy2sK7GdxGm%20ybMEGQHhHHUGZgPjgQHBdBzj28gHg+dcFuHAkZfsKI/mgWcdFITwn/hw008kbNpE/e0gF/Z15Xf6%20kJTuQGgHALCrjX2Z6acDWcQ+vAgyrs5WZR9jxu8gHA5y4aAGjA0G6NCqEKBzH/NO3uNwqo7qQ78Y%20H2MFnlwHLrTDM6i+OafmWUfyMtOHiTNuazzAOxg/40WTg6BI+7HvsgMQxMnancSedwGPjqAHjLtZ%207W01qr2yVocX99X0Pu/rs49HaPSMzTpcSl7uUp0/sFDzJ36usVPGqnD7dm0uvajysJtrO3ZSF5YH%20hj7ldX04qpd6Tl6g8fPXa+PawGg2rtbqwpUa3GeZBvRbFRbnleG+Sfqs3xd6Z2zYNc+foQkFwzVv%20Sn/NWFSg8bPWa/zATZo5dLGWLZyuuWsKNGX5Ys1cvlLrFy3SoSlTtXPybM2cv1VDC9do6OfDNOS9%20T/VZn3H6YOIG9Vm6XfPWTNPWxT21uOCzwJAXaNKEfZo8MdDChGFhp95bo9hxjhyrguljtX3rBG3f%20O17jF47RmyOm6O2R8zRs5hQtXPmFli39XNMLxmrE1AJNXr5M28MusvzaJbVcvcLKi5uErgccOhjm%20APxywnu7KwJr8NwRs5qa6sMiz9k//rMNOnJkmzZu+kIzZr+l/gP76uMPCzV+7A5t2bxLezeO1uLx%20P9GQPu/qk/eGqv9P3tPwv/gzffbWa3ov0Os7P/xT9Xynj4bO3KjpGw5q/tLlmjtujEb06KG3fvQj%20/eRnP9Ebn/bS+6On6e1Rgd6HjtHAEb2CUBQEo3lzNLtwrjaMGKPJffuE976t9z94Rz8PwskPhmxR%20z1kbNXNhWDdGfaQPe3wQ1orPNWFIb80f+TONHf0T/XrMZ/rj/rP0Zo9FmtB7rOaFvg/vNVrvvzdD%20vT8bokFD3tEnvd7Suz8L7//BML3+s+l6d9AcFaydoa07hqhg6m/C+36lt94ZoPd/84ne+8E/UY9f%20/lADJwSGv/uizl8iEEv9l/640Idpjb/2HXdURejT143n0KMDnSQZHHMD3fGcA/UwTzbuhNahK3uV%202CfYQjbrkV0oHUCE+01rjgPgoB8xrTmwShzHgOd4Po5/AD5x7Adt8844/gFrBb9xT5Kxe9z0wzmy%206QNj8RrCdfuN04d4DaRt5+TmHnujOIiRx40wYvdSr4GG/fOKOPZCDMfYTb8sEccAHAs+qmOCkfCX%20hRwGCKMgEcWwYcNy8afR+zMJcUARJpTdNYzTTBqkoQ2usejArKw69187zwNkJtCxwvnrAB2OHAUC%20AHwCTCBE8NfO8SZMt827jLwIC/yeZNK0jxABgoIocS5o+s64YVxui/vpA23y19Gw6D9E62hjRlCe%20AzYOomDhJGaCILgjLnEdhmttAAs44wWu9NPXISKe5zP95H1xqk3GyfsYN7AAfvSBxYHKu5gXCN6+%20pjHsgL2DzFiAi+fl6lXGTaSsBt26fVqnzm7W7v3btGHjIe3YWqprl2H87bp4+Yr27DuYU4HeIHpS%20eMfty0FogECP7wo7pQXaeDyMreySzlRWqbyiXBWV5Tp8tEQLF+0Oc3xAxacv6OK5sOAFuO48fUo7%20LpZqc9Fx7d0fFr+Ss7p4oUyHjtzQkWOVulharlNhMd27e1dHkAiibQX4nTuwUwdK9mjzuX3aemi3%20Th0/prIb13TuZpUOlV/WqfJjKrm4XYcObgz1VBgnC++9MFcnO6PubQ24tkWHDuxRfe151bde1o6S%20IyoIfVgd5vl4ZYmulh/SrcowzrIrOn70uHZtDULV1iO6fuC8motLifKQY9JXAix3B5pCGAP2LGLg%20FbjnaFoWThsb6wKOEYWMiHUNYXHeFwTpsVq69LOwYxikIUOmasrk7dq69WyAwU5t27VIKzds1PIF%20e7RhzDxtHjlKq2YUavWCGdo2a5Q2rSjQ0n3btTLsQDeG+V+3dq3mBAF81JgxGjV8uGYGGl+4eqVm%20bN2kGevXae7SFZq+ao3mBDrbG+49NmuW5ob7hg4LjLOwIOzid2v29vNad+S49hxYooVzwzXUjbMX%20adn2tdqya6qWbxmp8csK1XvSQvUbPF8Lxs7XntlLtX7Oes0o3KzZc9dpRmh3xMggCPUdptn9CjV3%202hrN3LRZa4+u147dczV7xkgNGTpRk6Zu0ZpFW7RzzmhtnDZMy4KAtnHj6QCby4GO7ubO3h1bADqj%20xhH3HPSIzQjrmoMpmfmYgSc1VA45yfU4wqCjfUHr8WaE3+M1jr/0y9HXuC+mNYet9e47prXkGuNr%20PE87DsgCPjE2bxCgcwc/4j7Wdu5JMkHWEQsEtOXok3xnDUeLyri9TgOveA10H+KAN6yZVLuNei1z%20pEPa8ybMQVxYY+jL0zJpYPS9MBxjwXBYN4DtCtKD7PwFUZIqBEupID1I4ghZafc+TXGsWkfVgSBA%20IJgWyPo8DcYseXon/CTFUnLanDoCkcMpJpGMsTGWNBWXhQczcqvATdxZ6VZXFGrYzebshe99M69k%20Wq6HGviz7j7HZltJw3oj0NepQJNEwLoR6LKtQwYI61t17W1dOVeiu8Wn1VJcohuhXi8v0b3WkoBH%20p3Xl8tnAaG7n2vGxyulA29B3TosTmI+1XpeDkFUJPiL83a5WW1h0bxChKtx7qpO+77cFQRP8DAvw%206eMnVHzhok7fDYKn2gKkK9V870wQzkL7p1lDzuTo93xn1CuYKkzvzJmO9aVjjSHq1c3ctY4ohBdy%20z/i61agWLG/kjm4epQFHOUtGyvJaAnOAnrK4A/nXW4SQp4GRo5wlo9xRnELYm6jnVb5XhmOeIFdb%20cVP53pWhg4PFIz05POHzsuw2QcKYkI45g2anz27pRcDP43/SYjjke7ara8A2Gdkn+SyLYhzTG+ne%20C1GW1rLbWdU37tDzoPOVz3lqmOr29ge5aGD8hczi6X+AmxuW5RgYtePe1P5lZ3LXElHvnBAhh5uJ%20CF0JJMxZVafd236/PRcN7cHDr972JRAe8N72XH/vh/fff/D1aFlf9uFhe2IBfhCN9X4uyceXLT98%200BkR7clozdG2MprpAnU9x895/exunXs6euiI7va9MBx71oLk5MQJjrH9PBi1d9JI+pzP4l8ODJH2%20vk/FZ25oEoiuhioKrQVCkRNKZCUrWcnK96lkEceeoCQjjjnl2vNoFwaNBgKLbgzHOIt+xNL4e1QQ%207NhFAwu0CggsqJheteAtWclKVrLyrOV7YTjm4mxC+Xa/zu6SrzzviGNOG4lam90zBm2cO6BSRwh4%200jPj71KBIXM2DVzI/oUxBpqFOOZ6VrKSlax818sLNRxjB0RjL0uqShifjZIwGGDgdhOxiw47WOde%20ThZ+s5+0056ZYfAXBuI8rckC03FuXRc+YwCCWxfW5TAj3o/RQZz1Bk0ENY050YbTaaZNLtfy7UC7%20ajetvy68i2vJYC9+J3Bynt4nKclkIcwRO2qOABD4sEbnuOF57qj9znw46oQracUZfZ4Ufg6qk69d%20u4alCYCe7zQYuN04ml5au2nzYuvbtD45W9bTaMQ6XK2anmtkPo8zH4w8zrR38ktXkU2d/ehpaS2N%20Jjpb7nxz/rUh33wb9i+DcBrTd7K/npd88/24a0rafHdFE372WWgtFVe6oDXPd755MS94Hnj/vTIc%204xyZxR6VAQyRQbNDQ60KkySgCaoEdm8wh3jXxqSgyqcNdtKcR5sR+WDfrjzOMRqnaON+dsicrfoa%20k8j9vJ9dNGru5DmDE56zg0dL4Wg8fiftAWcHGPE1Ry7jnU5EH4/FyTvscx2366hsaQFb6Btj8Tmx%2032lDPNrCqMHWj+6LjS3SmLqfdVJ1dsz+DZUOAhFubzNnzswJgMxDWltuL4Z92rtiI0HaQvBygASn%203aPa6tz+kE6JZ8bOM4Z9Es8duQ7B0IRsWDhfrfPOxunugBnzbdjH8+L8xFzjnckUevbjBPZ+p8eM%20xsZuL8A0vsa4aJdrPmKJYUU/6C9jMZOKa5zONa7Ox82zxut8cxbPS3zHg4cspPTx/pdpLOnvFfAz%20jJW+JfsBbIyfX81LLgCnakO9ED5ffhh2Jxh8Pex4HwZjHTBivjvC1cawt1dE7AESj/vL+Q733I/o%2090Hoc3vbXT1sD299eCm8vfHL8fHOlmbyrjOWAKPq2znDNIzHHj5o7zSmrMpZgJeXk6/Z9PswZx2O%20oZmt9h602wDtQYcRW9S/GL5J/M93LTmn/s34Ce46l0Cc/hHYOy1t8l3GT543rfmac00bP2Pc5j7w%20CPi63bh/nm/mx0KSx22PHvtcx+OGhjFMtTtpzNi9tvLOOMe8nwXvkpEpY1qjXd75PPJKv1DDMUJa%20vkyGYwwSZjxkyJDcQPnMws9h/IABA/Tee+/l6ogRI3KMk0kAmXxwjw8cuzq0BAghjBMG4p0vCAwj%20ddQwG5fZxw61ttMy2uUI5sMZPrtEdvkgcbxDZ6HjXq45jzW/xT7PXGN370T0LKQOIMI1+/SZ0Tho%20QC4EYaixXzME4mhgPB+fi8dBQajWkjgwCcKLfcOtUQA2/OaE7PTBxRHCeD9whChoi3bpA4QHAXEd%20a2/gjVGZE7jbh9HFTMHXYxc5W48zJ7RnhuOAK9gZMAeeU/rqJO4YQBKWFQmWM3Iq+AF+I+hxDR9O%20YBgzacOfMQBX+2HSP8OeebCPpv3Nga19xm0wRx8dVIK5jtVdXGe+wSeuWyhDYAL2FixplzGxiFjI%204HcvcMDSuw7at1sQsGJeLETZnckZ2WjLcxlf416eYXzMFTXpThgvePTlUrinofGrSH1lNxq0efOl%20MDcnAqzOhb7Xhv615Jj04YD7R48dy73LCzh9Zx6Kio52ujCWhnfipoQWoFz1zed0puyCNp45p/Wh%20fyUE7MC/N/ThzJliHTpMuNqDoS/4uVZ2xjioy+GDaQ04WwhtvtdBa0XhGvC9GmBgFv0gXK84UqSS%20tat17uBWna8MAsD9ZkFR7M3uwrRy8x2ePXJUp04HvLt4QaUXz+t8yZkwprM5+NbW3g3vasklP6mp%20qQ24elIbNqzXgf17dbf2jtpaWsN911V8piM3e8nZM7qCV0TnfLJm2N0UWFngj2nX80aN1xhwznQN%20LTuvALA2XYM/NqI13tFv2gS/wSXaY+65HzojDgQ0AzPr8JlvzOEL6w60GEcc4y/wdowG0659nqEH%205oVrdlllbLRBW6Y1+mPfasbPdzZp9DFm0vZ59lzHBrxeY4wLjNMxMug/4zPeOwjK89hJpxmOWWB5%20Yib9MhqOgQAsdgAWpshAJ0yYkBMkCE4Csx44cKB69uypjz/+WCNHjsztar1AelcFMrOT45qj7TD5%209htm7CCkdyWODsb7AbKZh6VCHPCxYCb4AEzIjMo7He+kvUDEAUQcFQiG40hejuSUjI7jxd4CB+3b%20oZ8aRw9zIAOYEwjuCEQQIQjp3QTXHZGMtswAeA+/mxjoI0RkZI+jHQEvE5GlawsDJgTapX+0B2EB%20R9oH/swlRwWMD2Knj9ZY0CbjN+7BDLzLt2ACHBgvcONeR0JytCPvWukj11hcwBsqQhqLjIUg5xh3%20ZDT6ynMO3sJ7HJ3NRyZe7MEtrsXR2Ri7F1Mnk2ds4JCFNQt/wIrnwI+YgXAP72ExAj48y3h4n2Hv%20+x1AhoWFfjj6nQUMa1gQMuifA2l4nh3Vit+4Zvyw6h3Y09fkMZJTsrIDPXL0uI4fLlJd2M3qfJlq%20D17XhV0VOnG4OiykVQGXboWdJgL/fbVdu6Jq4BBo4xxBJAK8bP/CjrO2tj73vru1NWoPTF3tzYHD%20XVDVnmXaPGm8xk1eqsl7ruronY5FtC0XiepWwItbAS63A0xqAiwQFtp1v/WeblVWqDhHa0cCraHl%20CPTS6X7WeLcutwM/wVwHuN0PcK8HnqUBPruW6PSCMZo1t0Dj9x7SpvomVahD3d4UYF1efl2nz+zW%204T2LdXjNAq2fv1ZT5u/Vgu2BUV+rCvBDk1WRq+3tpQGuYZMwc6TGjJquwgU7tOlEic7VlOp6ZZEO%2071uj5SuWahVpX+9Uq66tYy3wbtKMDDq2bY6DDZnppK0xzKWF8lijxhrDfJteuB9cAUe4l99ol7WJ%20OQYHLHDDHFn/aBscN5N2sBILBN5Jg79uywFEwK04wIhjK6TRGu9xmFKP2xEgnTo33oxYmPbxZ5LW%20oE1ox0Iq43XERO6LmTMwYV186SKOffbZZ18ajn3bTJoJAbiW5gGumaIRiQWXHRNMmN1RWphNJp/7%20WehY0FiQmRwm2AjDd+5jknyPpUgmG2BbRRNH4bKaPPlO7wwcpSlZQETemaZWAXlYqFk8k+2CLLSb%20L2AI8xiHc+T9jvrF+PjucXuX5TMlrrm/9It2YiJI9i9NIrS63gwuTSuCNuQXv/hFLowrBhXMo4Uq%20xpwvUAEwY3w+P+P9VBYR+sl7nWwFYmSB4BlwCNwAVyBGcIR24nY9HsMgbV6szbCqNsm0+D3fuOkj%208+1QrsZBw545NePkHvpg4czz5FCpnkP6YPzkXr5bIMqHG06KkiYQcy2Gy+OWOw2Vun7lsM7vWq9D%20C9Zrw+y92rvjtKpuXVHb/Srdawp9vFGr0gvVKrtQpobOKGfN7JrCuNhNVlRUqaY2wKfheg421yvv%20qSoMoVEP9ODSZd0KzHLrp29q1Bf9NXDFEc0vvaWSMEe3Gu6q5lbYDZ1rVPG5OlXeRqC8pca6dtU2%20d2S6LssJ4URP68gG3dwSFt6mcpU11+rc7aqAk8dUumm9rq9cozMbg3B84KRunFijk9tHa+yc4eq5%20dJlmnruoM41Nan1genyg2sbTulYyUyVLvtDS4YP1/qhF6r2sSLtOXtbN8oBDNVd1906Rym4s0N59%20fVRQ+JEGfDFNPYcdUP81pdpWVaq69iAEX1qn1WtWadamo9p6+a4q7341d6bhNLcdq+u7W2PSAnRY%20yAXXYjzyeSy4CE7aaBe8tjaFv3x3VDEL2Wkxu70WJPMhUHje63CyWLDsbo1Jw2XTGv20kGwtg0M5%20m9a6Wodph7XjWSOOwZhZ59hUficNx57Xjtx+0qhIAPrTOMTD6GD0CAVIoUhmXVmVZ+XrBaGmoKBA%20P/3pT/X7v//7evPNN3MBYKwKc3VoSogJYoMYnR7T0rjVrTBeh2u1yh+VtsO/otbmHY41zjMQOThP%20uw5NSjvegdq4JGmAwueXiS5sfGNNDH17EWlYuyzN13X76nZtX79ABUsWa9qOjVpdtFQH94/X4e3T%20tX7lJhVO3a8pM05o2ZEyFaMmjR5vamjU5UundezgQm1fPU4zJ83W2ILDmn/4lorvtKi14qba9q5S%208dyPNX3c2+o5ebR6zl+kies3afW+Y9p75IyKDu7XkR0LdGDzOG1ft0wbd5Rp9+UHOvcwDqwWGN29%20bTp/bIyWrRqh8YExTtt9WhsPntWJrdtVsmajSnZe1oXA8C9dO6ajhwq0eMY4jZs0RwVbdulg2JU/%20In49DMylZqeqdg/Tmukf6JMRffTG8EEaMmGk5i3ervU7burgidKAU6t05fxsHdhSoHFDp+nD/us1%20YsV17S8PeH3/iprqi3Ti2B4tm7tXKxecVcn5xqfKotWVoWBsOGbBn/tjW47nEYUxK4/Ox/cq4tiz%20FKu8HS/3ac4bgAVMAhhxLgNTyJD6yWGIFIsmApUZKm+0NxyzwDzZZfs8lXu4DmLDbDnLQU0O84U5%20I2UTO5wzZtriKGPlypW56zYqnDdvXk7o7N27dy4Jy2uvvaZJkyblAq5wL22imeGzGTiMmn44sQga%20E6c4ReqGmVvF72hUrvGCaEO1riLiGSYPUyJtxUY0ceStOAqWFwEnULEKP2nEY0Od5Pc0g6S0/qVd%20wwgKw7CGmru6snuHji6co91r1mn3kT3af3Klju0eooPz3tHM/j3V86Pp6vXZFk0vLNLmsMM+f/mS%20Gupq1Q6MMFRrr1PTvaM6GRhswYdv6v0ffKBf/3yqevfbprWbrqvyZrPKy4q0bnU/jR3/tkaOGqgx%20n/TS+F5faOK8fZq3/7p2bligfSN/qoXv/VC93/lc74zeppn7bqq8rjWXyxqDrdbWsDO7slCbp/yp%20Bvz0d/Wbn3ykt4bs1Ljtd3SwvEl19Q1qbkQwaw39uaYrZ7Zo5YiZKug1U+uWbVbp1ctqab6ndo4J%207gXh4WqZmk/s0ZVDswL+9FfPz9/RO+/9hQYN+Jn6jhmpT2Ye0vKiO6rDpqQijPnYYZ3dt1+79x3W%20/iOndO1GVehbg+oai3XmxGLtmbNAO2cc1J6jVTqDpiu8J9+8GB/i9JBWE/vYJDb4s+GY7QsQdlkT%20rb52Qpyn3cBkJZ12YsOxMWPG5ObnO2k49qyF3RI7rKeNOAawYe7swmEY7KKz+LpPV3xm5t0wzI9F%20hTMkFgzbC/AZPES740UEAQnVOItRHDPd51NoNmDgLEAwL1RctvRk7mmL+csZOgVmCy7QLglRuMY7%206Qfvx+YA40SMPfjLTtw2CDBy2mTXTUWotSEKOxkEDIRdGD/vg8mn+c7bcMxnwDB++sX9bhu8dc0Z%20F4Xq777OGCZOnKhPP/00txhgIAecrCK1sWK+dm3sB3OPj1hsKcv8xDYJ5FK+cOFSEKD2a8TwxRo9%20sK9mjuujOTOWa+360zp0uEgHti3SspljNCbAb1hgcDM2hjk9dEY3K6rVyBHMvr06FHbC644UafuV%20ozp1aYl2b/lME/v/VG/9iz/Rz/9BD/X6xQJNn3dGS09c07ITG1W45FMN6P9jffTe6/ri3R4aP3yU%20xq/bqVn7T2nXyuXa3O83GvTzf6B//euf6E8HLVPfOYe1eMUGrVu1LAh4q4NwvVxLFo5V4bhfhud/%20T7/80Z/r133Ga/iWo9p46YZKrlzW1SvnVXKW5DdntXThHk0fM1+TR0zSrGkF2r54kYqDQHc41DUr%20VmrpgqVaMXuqFs/po9Eze+idMUE46P2hhr7zSw3/sL+Gjd2upVtKA56V6mLAtbKzJaq/Xa3WliY1%2036vX/dZaEbe9oSkIh8enafbkL/RZj0/1wcef64tRo1Qwe3YOF5MqXat7mTMbU9oF0qppx4VIGo45%203STt4inTo0cP/eEf/qH+6I/+KIc/CLfMdxZ7/9nL98JwLFmQAGMXKpDPZwksLCz4aUktniXiGPci%20sPgc2JaUzzMQe1Y65tbGIjBPmAMMyxbMLDx8psZzbIO67hYVcAYcj905fK4NIbF48ddqb5g1jA7B%20FabHjp4K88UQDQECpg3zZoeP9TpMnt8gSFKosnPHoBEXQdqAmfr8GHxEMKAe6TSeAscYN4RMu+zw%20UZXxHcbP4mpbDH6jPbQJuB7269cv5+HAQougbct/BADeiRCBpgAtAgsxz9NfqrUUvJP3ACszdoQm%207om1UNevXwmwWK7PPhsXdo6fq2efn2rs6J9p/uhhWjFsjpYMmqCZw0Zq9NgJ6jNunHqND8x6xlSt%20WIXQsk17EYjC+zatWKXl27ZrX9EeXT64VvvWTNCUiX01MqxBhQOnaUlhYLBbz2nNoWpNW7FLvT7/%20UG+89s/0/nt/oM8/f1vjpkzS/CBgrdqxXcvnL9K88P5p4z/T0LlT1HfFVo1cs0ezFi3V5HFjNG7s%20uDDGDTp4aKd27Jmqpcs/14wZIzR6ymSNmzdHG/fv1aXAnC5dOBfgcVBr1hzU7DlbNGHyDE0umKwF%20C+dpyYwZmjdylOZNmKCFYa1cEGCwet2qAKON2rxnpUbPK9TA0WM0d/xkrS1cqi2rsUC+ogsXL2n7%20zu1atmplzrL9xo2KHD6Xl58MDHFpwLFBGjb8A/3yN+/r//t7v9Tf/H/8Q/2D//F/1Juv/yaHS+AU%20gpV94m3kCl2Aq8xNTBO27eAauML8xwweOgA/wGNwhbNSdnkwEfA4aSgFzYCXcQYtG5/62ClPqMvv%20dfleGI7FffNO2FHDYLYsHqg5WXy86wIINoaKkcw7CRtDdFe8A7FVtP2WQVaQMotH/fyLDbO84NjN%20BLiDA8DdVusudqOA8SWPZ+LkKrYMz2dU5QJ+sOiBQ2bk4AC/gWPsjmGMfGcRtKWrLVxh6uye2YnD%20PKEpPoOnZtLgo9tDxcj4LDzSZz6zWILvCA28H1hYjU7feIYFk+dh5LRF5f1OcRrD05a29IF+wrS9%202PMZ5kw70L2NhZyxyQuzjW2qqm7mmDf0tnPXZm3ftVj7d83ThV2rVUru7dlztGPmTG0LY58XdvjD%20Bg7UqJEjc7DIHU+EsRXjq4pHQRjbrZLzunXkmEp27dehfYd0MtBbeVWZKm9e17WrFSo+eVtbNpZo%20/rxVQciYrC1bpmvX7qWBme7S2dNnVXr+go6EMbGDLy29oouhf0cqynSi/LpKr17RCbwhio4GGNaC%20ZWFs+C8XhVqqs8VndWj/gZzr0/1OP/qyMnK3kyIVL4tDOdjgElYc1o/d+/bpcGfe54qcYWVtDk+a%2077XqzKnTOnjggC4EeJVXVehWdWVgdh0W9OAH61SHy+XV0P718J7Q91JS5y5UYeEsTZmyJgh0GzRo%200KSca+mUKRNzQiFMmufAA+beFsdU5ot1jWs+krHtBvPF/VTHVIhpDZxy7mnGbUOrZLGXjf2h+WsD%20SWsp7W1gjQvt2H7k+8ykv/OGY3ZvAQFwuQJhWUj4jvTPb+wgfvWrX+WshfnMbocFMFYvOjm6VZpO%20ywiSWQVkS0cbLoGEGCBhdMTigg82khCLnF0PQGoIBWJwYnJXGyTZ8Cm+BkFwjXdCJPZXdbW6No6u%205kq/TaDJdrnXxla0EV+jQsD52vVYbFCVHEsMo+RYaJd38jffWPLBiN/NSGLDMa4557aZGUzDhO+g%20MnZhYiHyIuTEJ4yFBQWmhVqcvwhcDg0LfjkCkaMiOaMX74qJze5tMCczsrjY1SlfxLauIqS5v2kL%20pCPi5WuX9uy6ku+dadGV4nHne2dXEajsCZG2MOUM2YgZEGB/N8D9AgINqSA75ykH66g/4GxHIB1c%20bRrUFr3zXs5V8HLOVarDRzh/xLaOOcwfRS4NfjnDu07Y54MRgUvyRUjLB3sHhUmDkee7q/4CEwto%20piN/5xqCHEIcjJ81yTnhoReqM9H5uAf6gRZMw+A/lXa4xpoJvRgHDU/bJMTz7bH5d9q1KxVCKLRM%20u6y5jh+Rtm4wDtYVW34bLvSL3+Iohp4Lw8304rN5ryc867+mb+OrBRG7hT7u2vq09lnfC8MxO6eD%20AAgOqOM4R6GfICZ97d+/f86V5wc/+IHeeOONnFoxVmc7BymqHdT5tANSshDbV5mdDjskmAGLOZWz%20R5jzu+++q//lf/lfcvWtt97KSUSoISEKqwlh5A5baoYAwXCfBQtfo7LYs7Ni0hgL332NfnnHRr+M%20/K5u14ZP8TuR2HgGOCGQ2AiKymfGzjsxyPI5ris7NwziGA/viK/FMGJRMOx4J33nTJd30i4ClBki%20lXliTpIwovLdyTh4v9uk0g47CAQx2jdMGBeI7uhA9neMF2BHJPJ5XDLiGAuIrzk4iNvx7t1nzDbO%208a7crl1JNysI0ir6NHcOFgYYETv1JF2xIDjaW9JVxUEYaDd5lGNDPJ5Nc53iN8bpCF5xof+8L62/%20HgvPprnHxGNJlsZ7TbocYHeNiE6MpTONZHvnIuux0O5DR5EiMlh4Z3lnPuVHF7KHuQhdNTW3c88R%20wYs0kUkYwbw4Dkie3+ZgFPrpdjuMqb66bmNABLckszWMwIXkfNMOz9BuGuxZ6MEV7kky+K9wl6h2%20rQnBoMPNk/fGYYbNvB1PwBoU6APaQ3sDbbA+Qk9cQ+MDTduuA1pj3WCjYu2gjQ65Bo0yHvpneIJz%20FqLANavbEbi8GeAzbfnIiLZZX1ifeB99ZO1JrhvQN+sRY+GdjI11yrEIuAd8gZkCY/tVoxXjL301%20Q6ev3O8YEvQH+IEb9NdHWKwj9Id1zkGJ4rWV34EZ6xH94vc4QMuTlO+F4RgDBEmYNJgdwAUZkRJB%20QhCSACaDBg3KMU/uAWHi55kgR5+y5S8TzITAiPkMMTlCD79zD9dAbtok9CeqS5AfZgXTAOmZeIen%20o08842ApICjPQyiWdKncY4thnjVDdy5m3k0/6I9V/L5GBRZWOTmIhw2u+Msc8k7G6774HpDF57wg%20aNwubVmdxTviazGMGLPhY+kduPJO5sZ98bMgOs/FMIrzTjv0H/fF12jDzJJ3A0+EAPrtnOD2Bf+6%20BEuIv8ZUFTjFO/W2nNXv/S93FXZJsc8wcGIubM3t6HRpu1qHK4SO0ujGvudpiUZ4p49W0rQC3h0k%20Ga3743bTdnpco1/JhcHwYwFiznl3HEDGY0nb3TuqVezO8+VYOtttRHBKoWn75/LOpEGa+5sGI4dt%20TEuO8zgwgoGAZ+B/rGV7HBilJffpbr7NGBhjElds4GXf9mS7Hks+jYxD4vrIwXQH3fDZwXosUFro%20dXhja/eo9J+/PkLhHuDkGAQ8z+9WnXMduoUOoQ0zXOgXeuG7PQ1YG+gLawPrtdej+BqbFD7zHPDy%20+kvlM/22HRDfHTkS5o+AYTg5sp/zMziwC7jK77a9sPAC3LzOGHbJtZV1m3eyBj0Nk36hhmMv45m0%20GQuIwYIC8hjgTC7IlzwD8e7HxkAgAvcZAUE6x9X2DswGYgCXayZgq0qs2nWUJy8E/M5zbtvGSFZ5%20x++MI9s4mAq/OyiAd1P0i+d9zWdLsWDla12909e9kMcBMvzOeDfFO+J3xjCCGPyM27f6yCpxvzMf%20jNxubHxnSdrXaDOGkdtlDr4JP2Cr0i3VfxPW/DATxm8NQdou9kUIwp6/b+r80EFXvmnbjtr6Wt28%20fVNNzU0v/F0wadsbvAiDKvDTBlvewcbR/WL68VHX4/QD2qc9+9vTns+z48AgplMb1TpwkwOQdLUe%20ufqaA7J4/bTK2esI17xhgWl6EwN9xDhrb5FYm0K/bXDsgEFeq+J3pK2tvBP6hx6fZsP6oDOuPG0Q%20wAnjse+s4ZjPIwxo98tnpfztSjXPRHriMwvE73JhbiHQO51/m9TSWq/2+sDUkUHqwi6l7q5a2+49%20dot3iF6EYHGTuObs+r6uqmpuZvfdkHrtaQqLD0wamnxlYhXQzfrA/BruPfGjQI0NdWtzerONTWgv%20GiU9IyxYNjyFDx90vPQFMWzvTp3wIyvPVhxF7Hkkvnjc4siKzxIW9LkbjqEqRa37shiOxRmnbLDj%203NH8RTq0zx8qGHbJ+Ri24xR/bRHoJlWl3R7SdhmO8JOmarRg0ZXxjS1w8407Xw5mG0E8bX+fVPjq%20DkZdle5g5LGkLWTdpc8Dfo+OhTFf1/3W3bpbtUznTi3Rzu2btHvVMRWvPK+jq09p7/Yinb9wKWeQ%201NGJ0Me6RjXeaVBt4wPVNrersfme7j/oeGd7U7NuXw+7okNBij94RJcuY519v/Nc8364t0Yl509o%203949OlpUrLLyWtXeu59Lbtjc2aPcnZyHf62/X8HBBndPuqAz3/nw6HFoK01l3Z3hWO6dQWBpNY7d%20f4hkofZzJ3T32G6VlZzU1YqwQ2kK8HyIqNQhPmEk1dzSqnttAa8DZB601amu/LpKjtzQ/r0NOn62%20WTebWmQItTc0qSrQd9GB/Tp4qEhXr1WHPj0w0HIMtr2lVvXNd3Sjtk4Vtc1qbk3CD6OxWtVU3tLd%2007VqKr6nxsqAc+Q4LzqqO4dPqrzsTpizh6l43xWtPQ7ePymtdUcTT/vOZ01V2Z3RY3cGiE+6HsVH%20S89nbXiU1r6J/Pax4RhumN9JwzH6RF+c7pDzYFQdDv3IAX9hYWFO308kKSJMcZaQVHk7q1Ay7Zkn%201GeBjskc55r2+RlCS5yijRIb/CTPymwkw/XY4MfWhnGKwfh99nH0OaHH4mvOcOOxJAnNKQaT6lnH%20+bUxSzJVZTIdYRztyun+3K7vTxKPDazidgz7OEpXDCNg5yxbyahdqLl8Rpts1+dyHeFEbX3L9SrV%20VSzVnsKfafTrP9T7v+qn114bpR7vfa5BA6apYOY+bdp6WudIR9dcp3tV13R58zptWrRRc3ZWavGx%20uzpSfFm1twMu1Nep5liRDs+bqUVTxmvC5HmaMn2Pdu+6qTs1zbrXcE4lxYu0fs0kTRw3TZ98OFX9%20R6zW8pNXdSzs1E6H/pSFPjdBrJz9Js6bPS/smIGBjdXiOUjC2fPCHDAvCKbAyMTvOUum6PM8+1ps%20XJdUv3Gf5ztOMegCzp4nDCsx4WFggSG3Fh/S9aIlWrtsiAYO6KlPBs/ShE03tLayXScDHKCAltY2%20lV8p09VLp1Rfd1QVJSu0ceJgTfl4jCaN3aFJQYhaeCLAtPaOmvFS2L9P+2cVaMGkyRo/cVFu7nYf%20rAg41awH4R6dOaZbRUu1ecdcDVy4SaPXXdKZinANPHgY+nz/ZhDGjujQwRVatGixNqzdplPHw9yf%20O6vz+3fo5MLZmjt+jj6fsVcLDpXrTkPAo/b7uXSTpIysh74DfIBTfHaeNi/Ja2j8mFNwOI4Sl6Sx%20JP2ZhnkWvMgnHKTRWjLiWNw/RxyjXau+/ayNa1kbHHEsbheap13bLcTtOgCPDRDjZx0MJ2lc53FD%20CzGM4mseCzQRCwBmsnHazbhdr63gbmyk6XYZi9O3OlVlvjXwWcsLNxxztp5vs7DAc66DwZhN2Nk1%2021IZAwIMx0aPHp2LB41hEchiIHjCAJIzM3Eu7RzO8aTbXSdpIWp/PxA/iWw2OjJSxFaAllxtkJRE%20eNqj3RjGvNfIx30xocULspMkxO26/2ntMrcOhOF2zbRtHJW0LOY+Z6jyrsu/2QKb8cYuEsDVZ0Wx%20EORgCPQ9zqdsgw8Ta8ykLIUDbwslMUG63Y5c4BdDP6vD0gw8bqqlerPOLB6uqW9/qjf+fJje7zFV%20M+Yu0aajx7T9xl3tqW7Q0bvVKqk4rGMHJmv17A80aMxAvTN1lwatuq0d++tVe+a22s+e0s0jy7R7%203WjNnjVcI0fP1shR27V4adiVF51V6YF5Klr4iVZOHq0Jo9doQP/5GjRuhsZv3aYllTe0636rjgdG%20fzbA/jrJPjp9UuOF00IKcI6FGC+cSXgaR+LMbPZvdarTpEEWMHQ6PguNxl0LQs4IZ9j7zPNiJ5OK%20Bc0cTdTV63pZpc6XnFbJyY06sW+m1q2aoMnTpmnwkPn6osdijei5SvNXHdOhe826rc6d9NVy1e3Z%20oLI1Q7V3RX/NXFaoUXMXa+yU+Ro9ZZ0mz9qnzYt2q2TNMp3bMk071xVq7szVGj1ynUaPWaRJK9Zr%20RaB/xtG0d6dOTx6mqT0/1ud9Zmrc8kvaUXVft+8HQbJsp8r2jdKGlX00KQhYkyZv1orVh3Xm/PFA%20H8dVXrpcG5Z+pt4jPtbPx0xSzxmLtXT12tyu/ULJmVBLVBrNS5LWeH8sYMeCu33LgbtdeJhL5i0+%2097SQb1cl2344yI6N69I8CWjPCWRcmD8nJTJOxYw4SWvGxccxrku2G+Opk744fr7xKF4D442Ts9q5%20//Gulvvpm63xYy2GaQJ8Bc+ThoIW3ON2Y2HCa7hT8jqXu2kjn2fGs+ykXwnDMWcdibf5tgw18JKH%209nGfYNLs8DHX56/jywJsrK1h3lj82do6iZgQAhaJPA8Tt2l+mlWljS5i5PVZCBMcG0JRmGhbRTrb%20TJymzQZhMfOzgZSfSaa35BmQ1LmA3Z6NOJLBOHgehAXpHSgjZgJe6LknyeRsIRqnLnSx0VScpNzG%20XywoPAeDj43cuAaROl1k3BfbFHDN560xMjNWuwQlw7ba1zqGoxkMz+CWc/dufWDS9DMw77pSHdk6%20SzNHfaFhA0YFIW6lVq46pdIbTbmTak6F2OVeaggL59l1OrDkY80s+EhDVqzWpN23ta8owPVSmx6G%20fty+cVwnitZqz/IZWj1hsmaEndf8DQe09Vyptu1bqMWFH2jG/CkqWL1XhRNnaM6woUGY3KINJ+9o%20z6X7OnX1nsoqbqkhwm8HJLGBWLxjcuQ8w4JxxwyX+ceQzfl542vAG+EJGokZuwVJPxdHoLLhmOM6%20x3Ybjleflqoyh/+NAb+uXVTx9mnasqiHZi3vrwlrF2jawrVaMnyO1n82XssKN2t5SZNKWjr0HG03%20A03s26zTa4Zr08ohmhXun7RiiabOLNDk8ctVMHanVhcs167FgwOD/UALN4/WzB27NXXORk3pN1DT%20CiZqUWCih6rC4npoj05M76+1fd/R7P4FWrW+TCXVYe6qTqhswwBtm/uBJi2dpBELV2hW4SZtn71f%20x7cc19Fzx7X39DptXDZG4wcP1Lu9x+r9fuM0dMx4DZ++SKOX7dfSoxd1hsA5CTy0dsyZ0mLmEtNa%20ksk54Ee8DtpQ0GlfaTteu8ADB5SJs955pxnTWowHsQEibcZ07wxX+XIYcK+ZWLxem9bsB+1+2piM%20ftIf+mza9c41uS5ZCHFwqFiL5iArwJA24/XOawzPxvho/DYs0qJOmj5iOFF4vy3InWEvXlttaPy0%20Z9KvhOFYnLwc3Tw+fex6UVU7IQAdjxeOGNls9u+cuny3hTGIbeZtv7ZYneiDe5gRblPckyYM5Ctm%20SvnSvdG2DQuSQHe0p2Qu5pgYnLowKY3HBgvdnYUx4bSTZn3sNHdpscpNQA6zmgZ7+0GmpeG0IV5S%2028K9TiOXNm4LPWmWy17oHoconObuER9VzpEbKnT7/DatXvapBgz5c/Xq/bY+6zNGI0eu0Lwlu7X5%20xBntvXM3IH+Q8ltvq+X8Zp1a/LEKR72m/hOnaOLy89pz6EFoO9SwOz92+oTWLF2leUOnaEqv0Ro3%20uFArdp5UcX2TTt88qh2bBmvKvC/06YTRev/NXhr6xjCtnnVaxSeDoHMlCJpMS0KDZn/XtBSDZtL5%20FhsLtWnw87zki6pnq/203YIXurQ0nF2W9rDLCvAu2TlQSzb00IB5vdVryBCN+nS8lo+ar20bArzP%20t+rClZu6euqMDh49pg3HdmnXiXBt+xjNLhylAZ8PU69PxqnP0C2asvyi9p45rvPnZmvf6j6aPr6n%20Pp80XD0HjdLwj4dr3eLNKr3bpOut7bpwcK82T+qtCZ/+Rn0/n6opq6/r5M2Haqi+oBuHC7Vt4yhN%20XDVNn00dpoFf9FNh37laWnhaCw5XaPWJIu1bOFnzPvpY7/64p976cV8N/Gi8eo3cqo/XVGhGeZvO%20AtMU3E3zi3Ya2K5ozWtXGvOwt0OS1mIaTjJV1pzHWWOeNYSxU1OmjburNcYCQT6DL9Owo+kl+YY9%20QbrT6OZbh+2uZi2GNwgOIkXt0MR1aACS7nTuH2N4VsMxtL0YjtGXPOXbNxwDCJwrExzknXfe0eDB%20g3NxhNkBOz1gslglB2Bh8gwQhAOojqnMwLGc42AeRhxLo/SfyYE5cz87RquQ+dvamWXGRghpkqUN%20sdJgERtFpZ3Pdmd80127Pv+JjcHiyDs+S4n7zvf43MiBPGLkd38cicdnZlZNOXpPHBPbffDZjdMj%208jk2LDE8k/0zjOJoVcmxxJG3Hnfcj0SKag+M6eYx1RYVaNvyjzR2/K/Vf+DbGjlsgKZMnaJRs2Zr%200MrVmn3mgk7fDQIG9x4p0PblfTRyVF/161+o6dPI0MUZca1OnS4OAuAaTZo0U717z9HHPVdp1Ojd%202r0v7FwaAlxarurh8UXaPK2vPv7gQ/381wPC+1Zrw4YKXb/Wrob6MJZo3PlgFBsKetz5YMS4Y9xN%20g5Gja6XhkSNkGdb52nXCj3w0YWM1gm+0tOIyRwyCCZo6pX+A1Th98tlqTZoTdohnalRz645qTx7V%208VWrtGzDZi0+tlf7zm1S0ZGFWrlslkYNL1T//ks1cPoJzTtcq9J7tWq7d1o3D63VpokTNDow2M/7%20jdWEyVt18MhNtd4LQkRrrZpP7dOGmZP0Sb/h+smwReq74aI23mzVHYXxhuXtxrW5Wr3qE/Xt8yu9%2083ZvDRm0XGt2lKmotkWX687q4r5xWj3+NQ3o9a4GvzdEc/sv0/x5JVpwokk76u+rlN1sNzCKaeKr%20KGL55zvfvcn5tpq3O5pIo7XkfDtCXz768b35DBC7ilwX41GaQVpXhmMeS1ftGpeT8IzX1hhGse0O%20mzO0p+xi2XxyLgzPYbPoaG3YOznUL5rBWJjwO5/WyOyVMxxzMAJUMI6jjIRiQKe9K066AFAdNYbd%20MwFM/vW//tf6Z//sn+lHP/qRevXqlTMio91Y5YxKBeaNlgAHdqQtRxmy2gTmnxZdKTYcSxr8uH9I%20Z86FnJQw0wzHzMB9NpR2ruUIP95pOagAv9Nfq4Lsu40gYikd4QrVmgMWWILkWaRSrlnytgrLIfDo%20LxoLYA3yEizG6hmrz5zb2er6+CzLRwX87rN98MrhCb0757vPxuNIUT47p38et8/27LdsAzSf/T0a%20Tethx86u9prOnV0dBLvZod8bQ3+IoHZEFy5dUeXtANvrZTp38YLu1twK994Mu7aw8z1TrMqKW7px%20vSrgP7GJK0OfOErAe+C0du2u1O49NTpw4IJKr1zLpSxUHcZLp1S2f4/2B2Fz6869OnGyRLdrCBDR%20kAtnSRzo5uZ7X0bpehIY+UwzDUYxbsTnn8YNYOSzP+51EBGf1yUjrZkmvAs3fqZpaBwzOkc/7KQq%20y3Xp8nndrq7Q7apKnT5RrD1nLmr/7XoV3apRSWmgrfKwmyICWuklFZ8P+HmnOuAk+cDP6lwJbd3R%20lQD74nOlunm7OsC3UWUBfueCoFQZYFV+o0Knis+H94TNQ0ugtYdVgcBL1NwUYHPzlpYXX9DS8M7S%202obAoFHVckxzUPV1u7Vj+w7Nm0ds75tqbg2MUuXhnuNqb9uvirKdOn5sn0rPX9adm3d19Uq5zpwP%20a8OdWtURkjQFRl43bIPh2PHc5zCetqVwfALuZd6cw5zP8b20y7zzPY5c53vBF9oxHjmGvY/iLFRb%205euwuMl1w/Rj3HAMbq9zPJMsjlyXFpWNtnxUkoyWl89wLIlHseFYzI8cCS65xnQFIwfaYVPHuj90%206NBclq9/+k//qT788MOcBtf+1mwaf/KTn+SiSRJSGt4Sr+NdRex7nPJKG47ZaAmkBtm6kkSs00cK%20IbQnUgmSD7G0+/Tpk8s2RGhQDuaRhpI7aSbS0b/YtTsYiuN0x3FfnyZSVL7IQV1FQYrbTTtSsKFG%20vLOyNJqUXGPDDZ97ce5owyKOAIjsA9MFfsACYcdW07E0anc3BDXgitYDuHLOCaF7Z2UNh6V999c7%2069hgzvdaguee+F7aiKN9Ob53fC/t57s3zVWFmWhpxTiKhQE1YEtoI8xfZ5zkB8CzIYzl/oOOe9uA%20o9t4kEvF2NbW0jmP93P5haFdpgpLcvys2UGqLdSm5pybVmu42BLecf9+S66NBw8ehVFy3I8Do67G%20/ST3Gs8dac2BKuJIazHO+d580bS8EH5FP7hENn8ZbhML6ZaHYXfIutLeproc3nQs7riitd5rzrkp%20cz+xuHOw7LgaroV7GUu4fi9ca4lohzlpaWnuvB84f3VM0xDeWRuEobb2+50YwLWm3H337oXd9Z3Q%20py+HkutZ7u9DtQY8aIsEaPrXoIdsUhLwTINRMnJdkiaSa8zLRj++t7v1KF+EOa/RSeM6b0a6isrW%20VeQ6t/ukMLLnA0yd9X7YsGH6i7/4C/3pn/5pjl+wEUUQZT2Dl7C5++EPf6i33347F8XMiXXicT+N%20O5zH8FwNx5AaMBwL17+RYCa2qE4784zvQVhg543awiHkCOOGqhvJhB01iS8I3YmUBGOKLawd+hDt%20AOrupEHTq1CYB5DKLgPADOnOBmZUR2RzWkMbJSHF8TtSohNEoP4nDB7wAGFiIQJER2IFF5BCEY7S%20JN2sZCUrWXlZC2u/z4JJGUsaVzStrG0uXue4h40Ju9znad2dz3AsT6rkVzPimFOkOY8wzMhGaKhi%20UV+8/vrrGjJkSG4CYNwwnphJW63L8z7XTvpKf9NjckaoriaXiWS3C0Ml8D0CCv0HHvyFGXONXbHT%20cLKDdh5hS+y2ruSvP8dpDp3LGJWdYcJzXEPocdavbyIU57dZ2EkAnzTbCBugpMEBocmZddKMtaAh%202k0jfoetpaYJQTzDs2l0aBXgqyZwPs/iGAj5YGRaSzOq8rzk2yTwe75Qqc6cl1TvUmydnM/COCtf%20GaV2RWvd0UQardll03YDbOjQuPbo0SOnbYUhs2GBF7DR4zuME77HBiZfprmnLa+c4djTEiGDhFkB%20cAd/h2GxgyZFJVISRmg+c4YBxepu7rfhmN20kn7Sab58MTE7ek2aSiZWsyQnKM1P2oFKnGEmDcYw%20TJAI6QsJECTD1QxDBweid3YsmDb3208RVX4yDaMDK9hP0+pOp7uDUTvrDjtrviP0AFf+8t2q8aSh%20k1VRNuqw6sxq9Nhw7Gnu7cqYxdHn0hIuNDVhJNOSsgA/zKlMk+36jM7n9/HxBp/RSjhAQuy7mfMP%20D7+dJ9hDoJnkWOzXGcPe4/aZnH0343FzL8/Y/z7ZLvPO8Qb9gnbjo5A0Y0Ub8RjPk4ZjsXGQVaX5%20YO958b1fzSHHBvhYp0fp6o7W2rqgtThCWjIOgmMHJMdt+ILb9fV1udzOX6132MfgN3vpSybvcTve%20v+c7hpH9hYG9aS2Gp/3OmTtnYTKMultjuqKJrtaY7mjtSXCjq/nOl/jEuQ3S5jtt3MClOz9p2zzE%20Y2G9ZC4dkCk5bgeIYg5YZ1kn2SET6IoKk2Q9Q/Pau3dvvfnmm/roo480YcKEXBYw1tNYcOhqjXmc%20YsMx+A6GY/TlOxdxzO5TnDXDhBEgsM7jMxbdAPjjjz/Oqb1x6+IaO0AjoRkRzJtnSA+ZjKjjiGOO%20epVEXoCaDMIRL+xpUXHihZ3rsduXF4I4UlQSzvQHpAGZGCeVsdkK3k75tBsbmVm1HxsHMX4HOLHR%20Ce90Cjfne7VhFmpwgsT8/Oc/zxnlffrppzkhBwHJRicODGBDp66MOpJGUQ4EYSOZ2CgqafhiY5Y0%20xGbcyahsLjCJK1cv6fIV0u7V586igXHHGWh76AspBr9uFMVZ6s2qIOycx7juxlf+wvrKN5W8xlev%20Phpg4uH9sLASWCXA5EpkHMTna51M1L79MYwsEHgOYxhxL88AE/AoCSPGbf9VG+Z4vrme3LnHqRXz%20GY45HaFdHx/LcAzDy9CHS5cxKqwN32FiV3MVYSi52MdpQh+BfahVt27qIsEyMNJ8JDIXC/udHOyv%20X7/2yK6ZAClkPOvwKy/NMeOvxvwglwqS+Sbgzc2b1TIJPyQF5oM2Vd+uUunFQIdVlTkDP8+T3Q+B%20ewwjrkFjwNdzaMMx+mBDTGDjgByxcWpy3LFxalf0k2+NsT99PvpJGl7mww0Lk2mGY+CA3ZTSDMfM%20cNMMx7y2xoZjtmi3HQ3vjn3zHRPC9O1ASsDPLoROeRrDiN9iWnMiJGxycP2Fv/GZyJQTJ07MVZg3%206x3HqUnr7rgP3zvDsSeRREA+GATMA8nI0ZYANtZ7zjUMcwaJYkd7/jpSF2ex3JNUfdm4IZ+Bl40v%200tQrsfFSvtSF+dqNDSGSxapXVNoIF1bTWIjg2djdIJaALfVaeo7jM/teS6dxYne/F1iDtOToxnqe%203TS7basNYyOzWMp9WsOXx703H/zSjE7aHzSrueWibtccDcy6ODemc+cuhr8sNuTrbc5rKPiwnR1l%20Q27BThNSW1pwC2mKjJ1yq5jCKqr2sIDkXK7QNuCuw66wE2/aOscWj9sGKXHs7ngX6wXRu5E4laZh%20YhxMMw5KLhix8VJyB9SVkVk+mvhyl0h/m+7ofvuV8KLL4ZnbOUO9ZMKRr2jChmQs6tdVpwpdVZuu%20hZ1uPTHBo/lubgkLfaBf6J6c0sxL2iLX4W7UlIP719cR1OJEd2sL7eCVkduzqSOsDZb6oe+tLY+4%20nlmQj2N3x7COd8CxMZiFt/sp893dGtMVTXS1xiRxoyvDsbS0m3HK0yeltdgAMdm/GOfyacOMc8l2%20rSr2WOJ1LUkT7oPXaMPBeMK4WL8sPJt5xxkCbQEfjyEe97PspFnHMRp7ZQzHHKUL4CDxwXzZvbNz%20RK3qkHReKLgXaQspx47oSDaovwkXivoCa28Yid0J0oJvOFTfy5LZq6sCgnHGDIPu27dv7uwd60Dg%208KKLNQBYg7OTpw8IRbGU7DlkLr5tQS7BYiFJNdWc0Lnts7Vj/jitWDRTkwsma/DQYUGaXRhwvFSH%20DwXiqe5IftEemEvtmS26cHibikrv6nhFYBtVHQmSclFGiWRWXqGGSlxoKnX8WLkuX2TRCULPw9uq%20qDykU3tWatuyJVq4fr02njmlWw0duzn+r9Ez5256uQtr192AG1Vhp1+1RSdPLdGqNVvCzuRSwNcH%20qiyXyq+FW74We6VZ9TcP6NSaiVo7Z6aWbC/WqnNVOhwEnpy/x8NWNV08oOJNhVq3eIaWLt+iHbsu%206/q15pxanXSTZRXXdKPiWNhBHQkC/DkVn76jhlpbftNKmMggAFRUFYf14YR27bqpI0X3VXL+rspK%20Tqj80Hod2bFNa/df0bEbbd/lWcrKt0EaL8JwDDXAizYcY6fL9h93IPT0uPn8yZ/8iX784x/nVKuc%20G7BrtGk+KhG+e8fMIGHQSCX4R//u7/6ufvnLX+bUFuj+k2FBUS/BdDAoo8Lg08KyOeRc0gjFu1r6%20kQyPyH08Q3uxusZ5nh1FKGk9TTs25op36EheSHQYMaC+/+CDD3JjZEcLbFDXxOoYEIB5o6LqYcdo%20dVsyWQX30Jc0KZrfY0MN+oTEB1Jh8MAxQeyaYJevZDQgS6z5DKisQkw7Q7ZhVtpOw4ZZqaEpO2NM%20c8bYwVVvqPrGGq2eNEgjX++lUT2GaVS/ERo2ZIjGji/Q3Hl7tH7jNZ0+UaXG8otqOLNSRxa9p0nj%20P1Cfees1emOVdhx6mGPiehA4y53Taj28XvuWzdHISQvVa+wOzVx9WecvlOt26UGd3FKg5TOHa9iw%20EXr7kxHqO2qO1hw4qtONgeE/bNeJAIuyMM+NT2E4xri7MhzLZ4AIDD3f3e0AuDefAZVxI9+cIsfU%203G9Ta9l5tRxeo5Obp2vqtJHq2XOEPuszT3PmF2nb4Sodvdquqlp15p0Mc1hxRY0XN+j07nGaM3Gg%20hn00VsM/XqahY3Zr8prj2nf0kqqOH9L1rWO1a867mj2+b4DvFI0cu1rrNl7U9cstqrtep/N792jt%20otEaP7afhg+Zp/mLL+rUjbDjIlVp4wE1lMzX+W2TtKRgSFhrZmj5mks6XUKu5ypdOrJCO2YO1sAB%20Q/SL0cs0eNVhHSu+rJs3GlRXE8Z9q0F3Cdd6v+1rMDGeP6nhmNeY52GI2Z0BlQ2z0na+XjMel9ac%20p9m5omNtJG2AO9S4PUeF5Bl7piTXAjZVyXcZd9NoAvj52C4VHzsNBdOMNL225ksd2hWtPQuTfiUN%20x+g0TBpBAF9c1KrUt956K+ezxmA4Q/YkQQi4FLFrZscNoyIbFlZ7MHec1DEgg+HDWOLgIHam53l8%204qiovNMSYcTJBOKFDySzYMCZTXymBDIxFna4RjTaAzn5HeMvDL3iM2metyEc7cbMz2fVCBtoCPDr%20g1EjODHBMEvaY24QNviMJgJ4ARuc87F653mr/hkXQorPG2PEt4Wrz5S4F7izc8aYgnnBf5C5QgBI%20Jr94UqMOG0HFRlfx2XOcTMAZgRxAIl+CjY6sXwSbudXJpO+qpq5I6zfP1pjPhmn8r8Zp0efLtWvd%20YZ05d1EXSi/qZIBbybGDqj+7TXcPT9fuxR9o6KQ39cHMcRq++oh2HQxwqCjXg5ptYaGfoNNz39Ow%2093+kf/WzD/Sves5Xv8WntPnIOZ3YsTEs9BO0eMZETZ8WduwfjtPUdyepYPZmLb5Srp33W3UszP3Z%200H8SbNR9Q4ZjNhT0eWRsFJU0JOJe3uHgKfG9DuaQDMiT8x9tbNK11jZdbG3QrYubVLFpmHYuHKFp%20s6Zq5PQpGjtulGZMGq/FW3dre02ryhwUrrJKd7et0PnCHto8+1PN3LhW0+bv0pw+c1XwyQJNG71O%20q6Yt0oH5E3Vw0wRt3DFT89bM04SpEzRx5HAtmLtBB4/WqeFq6MPJQ1o/e4R69f5UH38xRwVrr2n/%207Qe63RxgXVSgY5M/1ow+n2jEF/1UEOZn06qjKjl+U1XVV1RaFhj+5n7qP/F9vT7sC30wvJ8mTBmr%20xUv3at2Oau04WqETFy+Ee6tyaU1jnDV8HTv9cQ3HTGvxef7TGFM64U8+3HAGs2QyG655vpMJNvhs%2024gkrbEusG6ynqHhi+0UwAs2P/weM0ee4Xee4ZgyfsaZ/DiCdIrhpJFmEkYeg8/OeSZpkOaz89go%20N6Y1cNnJi/LRGjDz0UJXESUfp7yyhmMAj8WFyaHz+OFyBoq7D9bLMFqu+5wD4IEg/I6zOf2DKVHZ%20+fMszAumZwacTHsGMaFOJ1KZr6cZjjm5d3ymDWNztiGHpIsZLsyLBS6W7OKwdIwlRngHJ6E92k2m%20U4OoQRYMHRBYMBrD4AAGzPwgaAAHVPxoFviNe3HTAn6ME4GGM3vgi1sa47bxS2z1bUMSFmP6C+Ez%209wgPvI/dOypvDMdg3HbVMkOOowHFRh02BouNOmz4FAsJNnxhvMndhaOyOeiK++0Sp6rEUKyj3QDH%20BwgeJWG3PEJjPn9NI37xmUa8OV9TJ+zX/qM3dKvmjq7duKqSi+d153ZYBK4d0blVA7Rkeg+NW7VQ%20BQdOa/+pM6o7v0fNRybpVMFPNPWd/4/e/cnv6c/+/C396GejNWTmIW0uu6U9F7dp0dLPNWnpGI1e%20vlSj+g9SQY8BWjf7oPaXtut420NdR+UVdmNVGG11GuY4UpSjQSUNx2IDv6ThWGyIlzQciw3x7ELE%20NUccc9S42HDM9/qdtmY27B2TOYZ9TqAtvaSKmrtqbLijysNLVRwEncNrP9X8DePVc9ZkfTFijJaP%20m6z1y/ZoxakgmN9pUUNjiyqvV+jUrvU6MreXNk3urVnTVmru5G1aP2qWlo+aorkFgZ7Xz9CB7RO1%20bskYTV84R+M2bNaoGXM04ZM+mj9tjvZXBiHqfsDlewd04+x0LV4xXj0mr9DA1dd1/EYQMMqO6+r6%20wdqwsL8mrV2soYuWacr4qVo3eop2zFumlfv2atW5ndpRNENzZvXWBx+9rnff/3MNGPKmeo4rVK8l%2057SgtFnH6ut05tplXQ0wuxftHi1c2jA0jjhGTRqOOeKYDQUteD5OxDFHmIsjjtmo0AZUyYhjaWlh%2041SVyV1qMi1s2nyzLvB88nyW9/Ic7TYmYOR0qDwbM2kHHGFMditNMxxLM8q1XU2+VJWsrd4QeMdd%201mnTYC2Go6fFhqz8jWktf1TDxy+vrOGYpXRX3msphx0vZ8u5NHSdDMWLCbtGWxhyr318UQ0DBP4i%20sQH8pJqEyYHxcE9SPRi7MaSpHAEyE52mnopjWOczZsn3LL9xLZ58IxQSKAwWlT7aBjQM7KQdzAVm%20zGcEF6vwQT6rv/kOTLjOnKJ54IyZz/xuovLi7b7beITK4sICwF+7JzE3DpTCe5KuUh5LHNM4aVCT%20hJ+FsXxxf9OMoDwvX0vsnovdfVJ3wuK7cdE7Gvj5n+rtX/1MP3uzr14bOk2DZizQkrUbtOvCJZU0%201upezZncjmvPwrc1rN/rev+TsRq2sEi7q6pV33RNbXe262rRYq1eOE3jxwzXgM/HaeAXK1S49rh2%201Zboxr0tunJgtBZP7Km3en2kP/vkY/UKi/zydSwgYU/f3HHunesvMIqNrTrjKDs/dGw45p1VfPwQ%20G8nEMd+ThmOOd5zPUDDeScdGhe5D3L80IyPjdWNjU4fxV3ubWu+eU9Wledq5+RMNG/Ouft1jkN54%20Z17Y+QZ83XdC1ytP60bxZp1dt1lHt1wOdHtNRQeDkLluuOYUTFK/3lP06ftTNW70Vu3YelUVp4Pg%20cHCtLizpr0XDP1Tv3qP0To/5GtpvlRZtKdGh8O7a+5fUcna2SmZ+qMlht/yb/vP14bwrWn/wvmrL%20Ai1U7NKJk+M1ffFn+jDspN97e5IGf7xUc8OufW3pMe2/sUZHt4b2J7+r9wb31Z+9/7l+9e5IvTtq%20h8burdfRu4EBBaGvnrUBo6gUOMQRx2LYm76TbmqmNacCjQ3S4p100nAs3kknY6p7Tt1ObED1vGjN%20a1XatThefNoa+Djrp4M0JdvN59rltepxjHLTaC1pkNYdrT3rTvq5Go6xM33ehmO04fNLlxjJfCYG%20o4YpwHxtCm/DMaQtmDTXYcIwZ85se/bsmVMJs5tmx8hunB3f111ymr5U2yXH5Ewtdj1JIq+l4rSz%20P0tiaec73aX5s3Bi4gMGjM3WhuzQ2TETqIUxMl4EDQQOB3Dg+bRADR4zDN+pC6kwaVy5gBVqKLtc%205COCOMoZjB8hx1I88HL+2+S4gSdzni8zj4WKtD4DA2fXAvbJNHexBO/zrq8oO8xB/XXVX9ytoh0L%20tGHtXG3cslbLtmzQzHWrtWLrZh0oOqqi0isqqbyhhttBEr+4Uwd3LdCKlYvDDu6gdh++rKPXy1V5%20N8BFtWptb9Dt2jpdLyvXyeMl2rb1mPacKNG1+mt6UHdGOr1NFTvXa9umjSoIwtD8HXt17HzAF7TD%20eY4dwRXmGBgm8dF4YzefZHHGnzT4ATPmJi1zkHPn8mzaeantDOL0qPlKR1akijCXtMP8h0VHx3T9%20xk7t3L5e82at1tLFh3X4aJWuBhysuHZYN8/t1fWi4zp58JJOnqnQjVtl4dox7d6zMcB+o9ZtPK4d%20e6/p9KkgIJWHRbPsmsoPrtPB1XO0bc1WrV93Sus3n9WhC7dUfq9Fbbcu6v6h9bq1ZZUOb9iuRav3%20aMnWczpxrlFN9zgrvqh7zft0oWSLVi1fpZkzN2vd+gs6ezXAve286lv3qe76ztCfzVq8aZPmr9+v%20dVvOav2uy9p1qlw3734d56A7cDdfxjkbU6aFCDZNpDFQaCLfvMSpftOyYLndtPNxZ3lKy5hmWnOK%20WsaWj2ahNWt10hgt8Eimuo1hljzHjvvAtTTbCeOyz4kdZTFfNkKnlEy2Y1pLowlnnHOAq7Q12jTx%20vFJVssl56QzHzKRhtOwAYRLsCmEU7Aq9O3OKPJvH2z0oNhzjeVSvqHNxRv/BD36g3//938+dnQ4Y%20MCBnnR6HBbXhGOogmDcVRh8bVnFvnOc4Nh5gEpl8J/dIpnX0WQ3vNJHYsIT3IExwPV5QfQbLDphx%20+2yLHa6Dk9AP1NowZs7eUTmzG+Y9tnxPQ6ik0YRTItpAw4FdUIXDpKlIdg5mEiOxUyJCyDxPv0wI%20FqZg2vZjjBd6+/Gm5ZBlF867gHMcdIbvzp0Lk3ZQCe5F/ZQ0MGEOk7l9bUbdEKa/pLpWpbX1uSjO%20OMfW8nwY08Pw+TrhUo+f0M1bYa7DvdU19Tkf2tra27py6YKOFwV4XL6iGMzA49atmwEe13S7JuBq%20a3iwLkjn5TfVXHVLdZ2BYG7jg97c+Mi4kwZzjNdwYgzgh2EPTIBFnN85mds3HncyH7n9cb04e2EH%20ZywIxwudVahx/uo4hzltJA11OuaFuboa8Iswu1fVYUn9IOfTnBNOb5aHcQTcC/hzLQg9tfVhN/qg%20XXeuXdb1Y0Uqv3RZlVVYx1d96dtcXV2pU6ePq6y8TM33Q3/vBEG2hr5yDIRa9Ux45wW1wYTvBBou%20r1LDzduqqb0T2gqCy61KtbWCI8AfoZs847U5e4Xq6jAvuWusDbd0v/WGautqwvtvqzK003KvY86a%20m+6qPPTx2pXLXxu3jVB9LJDEb2v5zExiOHa1xsT5wy3Ugw/AMZ7rOK8y+BTPddwXcDWmNdqJ8z+n%200Rp9MM4laY11wJpIe9D4SI++sT6zGUj2wTnMk3m0bTjmkMX0MQ5QY0NYw5k5YLzuc5Lp815gYB/2%207mjNNME9jD/fuL3GpKXhfFwm/cqlqmTHSwQtp6rkLNWpKvOFTQRoIIfdtKzCZZfJ87gmoe8HABhR%20JQ3HAAoIBKCoMEefuyQlYSNBjGxMKufKMKWk4ZjPLECQmICYVN5jv+54kbXhGIzRUcNgvtzLZ3bQ%20CC/EIsfyHaM4dtOot91eUupzQATvctOyddFPkNXWmNyLxoJ+YBdA5f32F6TPfDYC02/GCDzpB89B%20fLThHa0JJW2X57Og2GYgJjLeAbEmdxrMUxw0Ill8VMKcPrTaPtSrnfVeCk5VEPAldxZ/55FFhT6c%20ONGhyenAo68Wlfis6hFCxG6hcwHON24HmEjiHDD2uJPt+szO55jJ4rPJtCA7hmdadra0XbGFqqRQ%20zveuMrl9FaClWknzFXCM4CK5cXu++VtZoXvFp3U1CMxXrl7LZdGK5zK3MN+s+pr6E0bOmHLng520%20Rrs3OoP33E3Bjerq218u9A+VbA8YXemg3cS429pav7TXSI47prW0DHY+GqKfyfUz3xrzJV5GWbUc%20mCYtuxS4AR11hxtpmfuciTAtOIoNbZO05myErIG2sWFstM+a4aRFMf74HJtnknA0c+ca612cZMkw%20SqM1G47Z+OtJ1hjTd2yc+rhrzNOWV85wLD7wZ4GHidmaNF8B4ZlErADZ9fGXvjGpRgJbO9sQC2SJ%20J4hx+F5qPtcD9zGZNtNnezzjHK7xNQejSLbjAAdprl4gOP1kbFYb28rXu0dnonrjjTdyWgO+Q1z5%200nraGCPf2UnyWpyrFuTEEA8tBwZpCEFOVYnAEJ9jWdsBrB1JyNautmN40v7ZWCSfmtXPprXrZx+Z%20F3UoYR8o3UfZc5acZweEiA0Lk/B62v7le9Y411W7TwOzNFzu6h3dtZPWh6/69/CxcK7zoRyzbu+E%20c9q85Btv8trDbuH3sAv46anhl4ZzyXGn4dDjw/NBl/PrNelF4E0aLhv2pg/3r7t1Lr4Wtxe3lQan%20x+nf86aJ7tbPpymvdMQxn6XAqLqSXGAA7NqcXtFnJnZ9wtca1TeqYPrMzo57Yj9pmCDMmd04121R%20/W1ndbLhjjN02QAOSRUBhjEzLsbIjjvt/PJ59gXJlPeg7UAoICwobnFYecOAY6mbOUDAQDNB331+%20+nIFNslKVrKSlW+vvDKGY8linzV2b+yo2bER1YodnP3wuI4EAgOHcTkkKDtMqzuItYoa+De/+U2u%20YlxF/1ElOw8oO08bTHEGjqbAOz6f2fl8hN24rf5s6GaDBRuLJCUwGyzAQJMMyuog+/PFhQmib85A%20hXaB83b6yNk7cIAB2kWHufHZJH1ykABbONJ3n3PZAC02vGO8aWpkkIX+WfXmXTXn1uRhZRfPX/oZ%20j4G2bYHO3DBHPqti3PQ1btfF563O501/6YPH4nOs+Eya76jKkuP2vR6373VoQ5+nJ1VbPpt1H5LF%20hm3GDcMzDTfoF9d8L+0m73WcdN7FNfvOcq99XC2sedxxH76u9u1wcXOms7jY/sN+6k8y7hjPPe7H%20hVFX9POkMMpHa+ASONXVuJO4Qb/ScKMr+oHWkvRDdb5lrlkDaNxw6Ej3Ic04lXc63nqSJnxU9DRr%20DO8z7T0N/TwJjNKMTLluu5V8a4wDSCVLbNiWD4+eln64N15j3G5c4s1i2rEBfeYaz3+nDceSBYDS%20Nrs2GBKdJ8sTltoYSqHSBnAAxQDmXnaU3M9nzkBg0uQ7JgsWzIR+0392orYM9rkHzJkzVxiKI5nZ%20QtYTbqbia7HBAqp0+pS2cDCJsVFHkoCSRh1GXoQO/Jf5S/sYirFzZkfNmUwcGQ2kc3ASLxwxAXEt%20XlztQ2vDO/tYpi0cNqSLC4sgftfYD5DAhH7G561mgs5hDbOGkXthNmHmY9I2XvJiYGLzghQvMvG4%20fW88bi8y9M/3klTh5s3boY/VnTGiH2FX4d6boR3Gncas7uSu3b1b8+XCYdxobmnOBbeorgn9a4UB%20kWShQnfu1qsVbUTor7OFeeEwTDyHXpC8cPhePntBssEQY0pj0jZmSTIrG47xnnxMOmk4FjNprsV4%20xPc0Jh33L0k/nifPC/MRj9v32lXI93bQbG0O9nfupDCr5gaVV1zXrZuVuTPjJK3Zqr0Z3ACPwjzc%20wjsh0E9dzujvlppxpWJOO6197W7DnNmTIY1+bJXtpBqGUYwbZir5mJVpLY1J21Aqn3DS3RpjPHoa%20+okNx7pbY9J2gPbrftI1JsajNNyI6cfr8JPQj433vMakbZZsOOY+pDHpl9ZwDOvf52045kAdIBzn%20nxh8sRMmzydpJ/kc74R9vsAEsbuGUVBhBtxjJodAgVU3TMVqYSM6z4No7PQA1MsUu5vJR/UBc0Yw%20oaJCzudS9aKLg+E7xRsIRbQzmDQ4AfySbhb0ld0+jJrrwPplKMx+24NGtd6/q9Y2FhkWXxglvpdh%20YWnCipesV18x7o7a8TDJm0CTrx1dBeH3/t1WtYX6Ve6I8PlhC47QetDckmMgD/XgpYDDt1XaH3Du%20133wB+CLEPXwYRwFT19a1bfig93SlgMxtb0FY7E87wzttPlhKgwDLQq+y2GxrQn1LjYYMJbceehX%20i+79MOFtLc3feta/rHy3yitnOMbijloXX2aSRqCiZhf8+uuv53ZsuFDBcGFatpZ2ajjU3JY2nVoR%20yYrPqGbtmsUuNGntasMxGKBTPeYzDuD3fGfV3RmLPCksbLGOuh8GzXcHcclXuusf1/L1z4ZP+Ywm%20bAGOQINKBgGIYwgs6h3ljM/c43YMEwQ6cCbNgjl+R1eGTF31/XHG/WW7D4NgV39Dl86t09HDc3Xw%20wGZt2HBICxYcDWO4rP37G3Xs5AOduyjdrg3vvV+rB23FAU/O6F7rXV0PcsbZXHznjlSHOa7NO+63%206faV2zq75pzOb7yiupsNoWM14VqxHl4/oIaD+3Vx70GdOXtO1XfqIgb/ePPyNDjX1bOPC/vHeUdX%20z+bej+HYgxzHVc2tap0+dTYI1hd0526j7j9IN96DMdfU3Ap0WawLF8/rdk2dbpS368KFhyJbYmPO%20uvmizh8u1q39N3Vzf5vOHn2oS1cfquleJyO+jwEaO/A7ulB6QSWXL6kGNzsEXQx0CF60f78OBDrD%20KHINLj9hx3Qcq+lw/93aat2sDn24eFnXyx9Nj/lEOPcEtPa4xe/oygiqq7nvrn/d0VpX8/2sa2B3%20Rlrd0UR3436aNfBFlBdmOOad9PM2HLOxEbtoh7XkL5VdsBNosLtkIM7favcpuwE1dqqu+B2VNz7E%20X3zxxZfhK2O1tF2wOD+FCdIOz8HIkxPNjt0uD2lRydih5zP9f5JiNTyMmfEiYNgoLpkqLS6xe0Sa%206ijOQZzPBSvNLcTaDY4gGCP3Mn7nquazbQPoL9oKNBu2TDfiMy/O8ZqmOopDVCb751y8aW4hsStS%20muq1w//7kqqq4bhBwLl7Wnf3ztD20R9p9Lu/Uq/33lafzwdoxKipmjRutmbNXaP1xy/rcNhVF9+s%2018Vj21W6cZi2Lh2h8ct2aeK6u9p1EPeiu4Hfl4b2Luje6ZM6snmz5s9ZrcIJO7Vi/mkdO3JW9df2%206/6Z+Sqd218re/fU9IGDtHDRGu05WCFCsiOv1NXhf1qa6hbCfHvcaW4hXbnZxKFYu1o0oQXjRpoU%20n+ZGGOOG5/RrrkjhX1WA/SXcEkvO60HxadXs2KqtBfM1tO8Mffb5ygDrE9p5pkbn2h7q7iNjI0jE%20QR06tCAIqoUaOXKWBg1Zrlmzd2v/wRKdK72iC6dP6cymtdoyYaYm9p6nQb23hN3IKa3bVKriUxfU%20FOa85fRxndk+V0tXj1LhlsVacuGiDtxr0e3GpjAvZ3QtrA9rCwo06ZNPNObttzV+2DAtWLNOOw4c%200t7dAQ/WjdOsNQs092CZiirbrEvRg3Zo7fqXoTmTpSsXLNN3Gq09SWH9c37qp8ENx+pPO+O2e17L%2011zP2r4MSZpGa12tMU9S7KaWJtQ73CrjTm5YHL60K3fHfC5YXcHzRZVXznDMhmAO7GDjABCZa/yl%20D+zIADTMgQpzYAfHDhy1KhPLJG4OiyZn0lggo5ZFZY7LUDKYCUjMbz7TdpLxpMGCfeh8luYFjnvi%20AAaxOvpxDMd8BuSzEXbzCAsIGAgnfOYdMbL67Cs26nBcYMehTZ4XpQW3sFGH/WDj9xiB4uAiySw2%20jmhmH0522LhkAXus6jFwc/Q43sP5P0zcvuhJi3DHjmYc8Xmr58CBS+IzNRaTtHF3GL6UhWdKc+fC%20V641qfx6qxqrK3T79C6tnTZOAz7sp949x6lfv/maOG6VNqzcoRPHjurE5Qs6URnmu/asSosWaevI%209zT67R76tN8KjZl3QXv3Xwk4WqrW+/t1pWSmti4YoYJxhRo2YpNGjj2idRuv69rlSlWc26y9awZo%207uwvNHriSA379BMVfjZcmxcXK/D1MFbiAzSGPt8M/SQp/dVHDF8YL+NjbvgcG77EwUWSwUzsw+vA%20DTEc0wzHnJWN9pLnzDbkjINpxEE4bLSYDOpx7XqA/Y2A31cuqmzXUl1eMlpnl8/S2nlLNHzwNA39%20ZJzmD52rJSu3a/n5Up0lRCZ5nWtYoI/p+On52rR1mmYULNaYzxdo0qeTNGPEZC1dPE/bdy/V/l3z%20tXnRVBVMLtAXU5fok6GzNbznaC0sXKZ9QSi4VB4ExT2FWjPnNQ0Y82u9Fe4bseuKiu7cV21DncrP%20Fusc0eWOHNf2teu1Zf48Hdq8XsVhYk6cLNbezeu0bvpwjR/0hfoMm6bxc1doy7Z92rn9jA7vC/A9%20V6nKgF/Xrl15xHDMsHec+pi5mNZ8dpoMZvIkhmPJAD/xGmM7Fd5nphQbgzGXDopk2xavP9AQvznm%20d7zGxPQXMzIb9HW1xjyJ4ZgjNcZrbhzMxPYQxv/YqNBj49mk4ZgZfxzBzOf2xv14ncsMxx6j2GjD%20GUjYnbGrBKCOMQyAYAqcYRO8BOMvpBEYMowZoYKMTWgAYOQwiKRBDRPj5B1Mdmw4ZuEgX1hQh+xL%20kywdYSstZF8c+tEETt/QViB0cI6OqpuxJotDXsb9s3Wi3aUcuD82oEoWE5CDmCQJyAtH2jl4bHnJ%20vfQfomd+bIiHxoXffC9aChg3ZzDJ7F9xuzY6SoNnbMzC8zbEMsF7QerIaV2RM/BiLcQW6kb5QzXe%20I9F9mY7u2qRZ4xZo+KB1Gjh6v6auLNHB8kbVgnctTbp7q0z3W8tUX75XB2b20+wPe6lw6Bqt2HhF%20xy5fU0P9STVeX6G9Gwdp/MTPNXbCLE2dvFnTJ23Vqk2ndPjSNe07tERLZvTQtAVTNHn1Hk0ZV6AZ%20g4ZoyeKt2nbsjopLYXIdrsGNjXW5/nrB9Fj4zBznopWFefUxTz7LajOKtF1cV4ZjpoN8hmM2UMoj%205X9t8SqvCEyqsVkPWupUe2KRSpb10o7lU7RszQ7NW7BVyybO0YYJE7Vi1VKtKr2o8y33cyf19xqa%20dP3iIZ3cNU4b1o3XrLW7NH/WPm0dNltbRk7TmkVztXVXgfbuGhuY9HgtnrtQc9Zv1PQ5hZre7zMt%20WbhQewnG8/CuLl3fqaJ1fTR3yjv6vHCWxu+7quOBSd9pDot2VaVq6sgwd0d36st04dJVXStrVpAR%20VHUnCOknN+nsgrGa36+n3vv4Xb3V5y0NHvGpRk2aoYLVQdi8cU83ceGsqf4SH2PhOQ13TWvJBb07%20Jt2V4ZgNs9IMx+xiaqHMiVEsINjYyjhHv71WeW0wk3ZY0HzhMcGrNEYWW8DnC7mcL8Qt7/I6nGRa%20Nk6N++exePPlCJCGfdoOPzauSwoRDmHcleGYPSmelUljOIZh9EttOBYjllWjLOZE1mJHTJ0yZUpO%20Dc6OjME5+QWqahgwu0+YNOelDJiBY3CGm5ATUNBucpFhgp2AI8mQHFw+XyB3B2BPC4ASB2BPmyAn%20EXFAfYQQLLgRhnC3YvLSmJV9qJ0oIY0w8vXXAfjT5s5B//O1m68YRg6LCAMGnk415xzWPvtnN81f%20z2FXMLIknBYDPE7UkSxxUoIIciKfdEv1Rp1dOkwz3u2lt348VD/tMU295y5X4dEgYNy4o7O3m1Rz%20L7SrZjVXndTphZ9rQZ/3NXLYSo3fdksbb97VzfqAK8WzdXD5UI0bM1gDBo0KdYwGjByj0ctWan7R%20Ye3Yv0gHFnyqNZPHaOLotRo0cIEGhh33mC1btaksCCKtLV/rb5rgazxPZhh6nOLkJk8qUCcTbCRh%20Hyd5yEcTrdDEgwD/iqNq2FeoXUtHaczEqfp08EJ9OmShRhbO1+ID+3So5pbKG7AjqVAVVvfnLujq%20uukBdl9o9pKCsBNeogE95mvayLDj3btPp69u0blTs3Rs2QitGjtY40eOUJ/hw/XF2HGavWOHjnMU%201t6kuprLurR5itZN+khjC8ZrzN6jWl3TqCvqDJv+4HaQjo7r0tktQUjfpz370Wjc1726G2q/vlyX%20NvTWjHHv6o1BffTGwA80NHweu2yCpp04pq0N93Q5NFHbmZzhSeMqxLT2pAt7Vwl/uiqPi2Np8/3k%20tPZ4a1Wc1CXf+uk1Mg0H89FEd/3NRxPmP09Da09aXtlUlQDWEa6c5YkwoezgOVeG+SIkOMsSDIBF%20H+aMqtXMFvU1O2mCbvz0pz/NuXHBqFGPe+JsZIA0hGoZJp9mWOYzWbt+xakjnevYQkv8rM+fnCou%20LQ0j6iiEBKfodLxsxsLOOj7jthEP/eCd9CtG7jhebjK0oIWCjvzK57/WLs8iETrfsw03HPknaRxk%20A5I4QprTHDIW3gGTdvx1xsKOw8Z+MGmkU+dqdejLGH5xqsq09HlI0j4rT/YvTlV57x5ZajpTVapa%20dRUrtbvglxr9mz/Ruz//XL94fbje/fAzDR5WoIJ5RzRz5wWtuXxO11pLVHN5g/ZMGaARPfrr/WHr%209PGqs5p5qkQX60vU1LBHp49O0NRJn+ijHoP0y/cn6fWR0zUjEN21O7fVWH9BJacWav2qiZowdqo+%207jFFfYev0qLjV3Qp9KeNk9uHAcadthEeSzwOa0Y8lnhhSTOwiaNNOf848ANPHRkqaRyTFuHJaQSN%20nzHsudc5ia3qS6YuvECManZ3jUHAKg9jKj6oG8eXau7KkfqL/r30x0NGadD6Tdpw+qxOnD2t8yWb%20VHR0mVav26HNK8/o2vbjqli5UBuH9NeAXqP0wbht6rP6jBacLlZp3Sndub1FRbtHanLBJ+o1ebh+%20PWWa3p4xW4sPFel2Y72am0p19kwQ3NdM1oRR49Xz/cnqP3ajVl+4GcS0zmhztWENOXFEB5Yv1orl%20K3Si5KLuNwV6qqxSa/EunT88K+z6+6tX34/Uu3cfTZo+RdM3rdfSkrM6V1+nWtzdOlXAyTSM3UW9%20Yp3x0ZrpKDkHaVHuTMPgilWzae9KM+iD9rweJQXfeD2K44p7PE5VmZaa1Ge94IQTArnYw8N2Cx6H%20hQLGkgwVbFiYvmMbIeO36Ttpp2K3JsaStFNJpqqM0wAbZuAu15x6OBk57XnyvFfOcCwpebGLhCET%20w5tdNIkk2GGyi3ZiAE8Ienx2nuxCHTUMIzGiYX344Yf62c9+lkvniBqZCYoNx1jEeAZ1N5X2Y5WU%20kclGEUnDMatanL80Zn5OE+iFEph5AniO+9lp4tft+Nycq9MfkAyYx0zYMZd5zsHe47OV+D3xLicW%20JryrjeeuI47ypS8NLmjXROIY40lDjTj+L/d6Z+U5gQk7VKtdsNhhI+AxXr47oQmLgg3vYqMO76Qd%20VjQ26uguEb0D1nhB6zCgepjbQ91vqdad8jMqLtqnLZu2B7zep+KTxbpy8XpYaO6o6FaDttVU6+C1%20syotKVLFuXDviRJt3nNMO46f05XbNWpqD7BXg5rulevK5WJt37ZH6zfvV1FJadhl13fiWNgt3avW%20mZJjQVrepUMHT+rytRrdDoygLVrgLFTR/3jH4cXGCe7jhdXn/EnjoDjuscPgOgBFvrjHcfx53mWm%20zD1enOPYy97FWHhIGo7laIKc4uRTPh+E2/KqIH03qr25RrfuXFfx1fPafeqkdgSBuvhimLc7NUGg%20qQrjL1dF5S1dvXxL509d0KWjx1ROdrvS0E5lEHjvNqsstHv5BsLD8TC3p1RWVRqulakkMNbzVTdV%20Xd+gB+1hMW1vVE3tNR0/c0Q7N+3X4SVndGVHtW7fasl5bOXEtYrABI6dUMnxk7mjhib87nI+dm1B%20kCvXmeIiFR3bp3Nni3X10tVc3ypr76oCZnc1MAHmJeBVTGuPxizPH7vb8+Y0jeAn9AGtQcf20XbA%20JedcNk3wmWvQkIMFxclSfAYbMz+vRxawYqNCz7cZY8z8TGsxrsbMz7TGMzwbq5WtMQCPHCiKtui/%20kwcloxGmwSg+447fE2sUPG7jazJVZYyvDmQSCxOmNQeG8pl0HGM8TS3/rDvpVy7imBkiizw7d86T%20CUPJezmnhWkAQC8UTD6MjnNpdt8grA1d2E2jIkdlzk7Z2VbisKA2wqFdp7uMs6TEEpoz/qSN26kl%20085vnUkoacRjK26YGWNF0MBC2kSaLD43Sos0ZekyX0q4rvpn/+ek1NmRcrD8ywANcbsQgBOhJ/ti%20I0CngINJA38b9oE71hhYAGAeWSDSYM/YwL+k8VqssUhmg4o1M/n6mRt7C6q2RCIB8D3cW36nTndq%20vyLKlqYgNDWlE2lLS/Mj2a0enf+wiDXw3NfVkzbAS7PIt3FQUosQ425y3Db0ssFifM0ZhJI4bKM9%20B6SIbS9sqJM0XjSO2NgzDV+NIw153AYbMRBNXfQCrdXdVQ3CTsrV+rsN4Z0kceh+V9PU3KKG2iBU%2014Z7mx6dAoKaENCkKYWeMWK7E55rakxXR5OwI0cTKSloTWtpC7rXt3i+7eJoWvMmJA6IwlzGmwPD%20Hnpy9KxYuOV7V/SejyaYY8aVL4cB7SazQSVprf5LIfXruMzzFhZoJ41m02CUxGFqWmx3jzsNH01r%20afPiAD3APl5/6KcjQ+Zr92mLz6ThS6+U4RhAhtGip2dnDJMmpOfAgQNzDBdGDWOzgZetitnd46+L%201GPjI5g0saZpx6FD7RaURK58+aRfVIkNNxAOEDI4b0c1/LIEVHlehTlhDpg3EyqMGekURg3zTrMV%20yEpWspKV72p54YZjL0rdDcNE9ca7sNbmQJ0BIGlMnDgxZ8XNrtOqHyQbFnmYMUKEcyF7F43hGM/S%20b3baMIc0wzEYvQ3SkoC0KjefIRbPpMHCBgr5DJ8cahGVFWe3jANVDm253acxbrBhic+zYkMxGxL5%20nCs2DnK7vJPPNkBz5hjf6zOa5L1W+9ngw/1DAsVWgCMI5912nGOEEo4Z0Jz4PMv9dRYu9y82MuOa%20jeDSJH5L613BL21Oc6o95jvPnPKbw1um7UI832lSvl3i8vU3OW7jjcdt2HsOvbON5yk2VrQdQlq7%208Rx6nP6eDzdi2MfznQ9GXRknpu3EHqW1try0ljan7nsaTRh++fprL4h8NOz5jnHOZ6tdwTOmtaQR%20qeGQRmsx/cTznYYb7oP71x1uxAZTaTjXHa11Nd9p89IVTbjv3a2fabSWjyZMW3F/n8e4TRNpa+vT%20Gpm9coZjXgic7JtdF7vLUaNG5QzHOFMuLCzM/eYdL8Dh/AFVKsx70qRJOdU2Z9GcYXMejY80Z9p2%20w4IZeyL9Thgl59VYhScDmdhwjPfAbNIMx7jm4ATxZDkvc9K4wepbdv7AE7j6bNoB+H2GHKvnbUhC%20P3zukhyLzyRtiGVDLQfHt++kc9L6jNLW1w5GYC2FjS98ZgOseM7nU1aP+gzMwU7sb8k13sX5KEJI%20bPHtAALMH0IZ46JdzowQwng2NkizsYgTYxj2tiGIYc+9PltLWt925Gm+kqtfj2F9X+U3ynSx0zAn%20WW6HPl7g3D/0IS3vNTmSr1y5HN75aLutnXhk2MeLjYPqGMfsVuMzOZ+781tsH8H4fe5uWwkbK9oV%20jXt8NukcxMaNOGiE3Wi6ww27IvI3n+FYjJ/gcnyNPM02JLIxZez722FDcDGnzn4EvNAatgmJs1QX%204qyXll7U9ZQgHM73nRZ0pb39YcCfyi8NQ5OFnOIXL3L+2TFunzdzL20BH9p2cCXbVZjWbCth+rGt%20STyHXdGPz5+59ji4EdOwz4mTuGE7BduBGDdMa+CF6TvGI59jJ+c7Pl9OMxzzOXaS1mKj3DTDsaRx%20XbzOmb5jGBk/TRMONuNkSj7/9rittu9ujYnph3tt02H6SRrwPgnPe6UMxxzZCrU0gTDY/X766af6%209a9/rV/+8pe5z+yW2XUZKAANVTE+uagKYHgbN27M+Uiz+4Y5435FWzwLMwRpY8MxJoNdHgyT+rwN%20x5I7aVtR028kKGCKypedpP2evQNKSqfdGY5ZmLATv6U9nnPIVCNqvFuysQiI6qQI8W4p3gkkJdfu%20dtK2MnUyeRg1O2r6wnUWDuDPWTy7bPpuydqSqyM4edyxlAth2egtZn7xuL9uJPMgZ/F9715LiqD5%20UC3NQVpuCONuTXELwb2osSGvdA9zpn5t18Cu5ku3kLaICTxqOBaPG5xzHnEv0IY99zp+QDzfsWtP%20vBNI7sJi3ABvHhc34p10PsMxJ7CxIU5HlD9FsL/3pSERAWfi4BEd424M19rC81K8rre1tuRgn+5C%20xNgY970UrVXHjjI3L124jCUTc+Tmuw1cDvBr+QqeFiRtkBjvpM0ggGdsvGSasCEec+dgSd3RT9pO%202szYhk7xvT5O4j32kY5xA4ZO/1gLbbQV05pxjvmN8cgCQZrhGOPsynAsTWsVa5fSDMccnTCf4ZgF%20HI/bQpM9VJI7aX7jmgXPx11juqKf57GTjg3HWBtfWsMxOsyEoP6kszBlkjdwHo2FN4wWlQDMloGw%20SIFgAJ0dKP2B0cH8+IshmK2KuUblNybKALXBBkjLTu9FGY4l2+EeEA0GjdsXmonHsRp8FsMx3sm1%20tP7FRh0vMm6tCYzIbhw9OIMNhOG5cWCBmOE6slVaUIOOXdTjGo51tvfwvmrrYHynQh+u6vw53MUO%206fjRS7pa9kDlLThqdRiQtd8PUnr1SV2rPa1yNYsUIVSgSNzpuzX1YfdWlosWduNGTS7cJ+tXB40h%20zIUf7pVLNyvVcKOyQxC7/6jRVj4jGWtc0oxkPO58RltPUoBRPtyw4Rjzkear+liGYw2dVtO6o3aV%20qa6etIFVudjcDQ11ne5xMY2EOwMMy8vD3WXVulFXm4M5p3VV6rD/gtfW3OqIMkVmrMrK2jCXvFMd%20xmH1Yb7LKlR7tVzlN8jYFHaWtYFuHsSCF3QCPZOu8XaHYN4WXl4VdnUBL9SOtqRed4LcXdsZdCYe%20dz5DRtNaGj5Ca0kjzacpz4IbZvJpgUlsOJY0oIoZ6NMYjj3pOvE0hmPxuNP653GntdvdGvMiygsz%20HHvR1t0gATsqx/BGjc1ueOTIkTl1dj4mjdQIs3PMaKQldtUEzkdFjprV6uSYSVvCgkkjub2Ic/Y0%20ZotgAJOmdnEO8Z0rEAo2AxiSoeZxlCNH1DKTTovw8+xUERbU+jI1XN6qI7uHa/GSPppeMEpjx4/V%20yDFjNGnCai1eUaYtV9t1TPd19d51lV3YqlNbp2rNsgLN3LBbC47d1IEwXTVhR9h6PzCAsgPav2+V%201q9fqhUrdmrNmqs6djxI300PO9jKnW26va1Qp6ZN1qaZc7Rl+16dvVit5+jJ8QoUFtMqNZXvVfGO%20xVo2e6kWLzoYFqSbununLf3+1iDUXDms/VvXacbSDZq06YQWnrijo7c7RJ+HD6tUWX5AO7Yv09yZ%20izRt8m4tWV6hg+cfqLL5odprLqr98CoVr56sBYsnafKKOVq+64DOXqhVS279vhfm6LDOFc/Q6mVT%20NHfRBq0ruqDLNVW6X31e7ZfX6WrJDO08vl2bT7bqXNX3ab6y8k2UV9ZwzKofhALUoEgXZML66KOP%20cufNMG8YsFVUMFdcl9h9I0SgOoBxo7pG3f2jH/0oF8yELFqcOcMc4zMwGDNqZ1ThMI2kBNadwY/V%200mkSa1Id4vCZ9B9DMcbi2NxxsV9id0YyT2Lc4LPB5L2O6NWVMdizqrtjdR0VVRzj52jDgUqcMhTh%20j3F7juLoaflUud0ZdXwp1beHObp5QjVHZmndwk/1xaDf6N0PXtNnPfuoYFSBlhVu1epVJdpWUqvD%20tTd1+uZhXTy6QKWrJmntkHHq806BPu27TatWX1JlBUEdTulW9Qrt3jdOs+eN0pBhBeo/YK1WBkZ9%20pzbgStM5NR2YrD0TP9KkXj00rOfHKhw7Q5vXXda5Es7yOjImIjO2tjKWhlS12uMaEj2Nutv3Pi5u%20xOruhq6M68CN1jY9aG9RW11xEIxW6eqWeVo+plAf9JioX7xboMEjNmrzjsu6Xh36fL8jUVbO5/bW%20JTUcX6BLG0do6YJJ+nzQFPX6YKrGDdmqnVuuqKLyouoatgbanaWlKyep75BCvfv+XA39fIUWby3R%20wYZGVdZfVM2xOTq75XPNWNBTb476Qu8EIWzBjpsqK6/T3ao9On1qnKbP76O3PvhMv/jNVPUdvVlr%20jp3SxbozOn95udYu/UyjJozQ8CUHtOb4NV2ruqXqW3Vhbbqn+ja85NtV3xzmheOsBP3YqDUf/Tyu%204eXjzHe+qHxJg7kYN7ozKkzDo4ZnMKZ8EnX3k7SbBqMY9mnjzgfPrtaYF6nufuUijvEeFnHewY4Z%20CYOUlRiBeRfNTstn0jBpQoJi+Y2RGW5MqKxRlyBM8DsH8lQMylAn+LyZNngX6le0A+y8UcGmGY7B%20PNKYaWy8lJyo2LDAggdqXQdPwXqdHSXjSSKvz65iwzEXGzckjYP4PWkc5ChDscGPz29tHBQbvjhR%20SHeGY7zLCRfSDF8c6N5BL2z44iQPDhuKkILmxMk3OKIARuywHYfaEdts+PL0Rh2kTGxRzc1r2rx+%20pcaMHhYEuSEqGB52TIV7db0o7Ozu3tP1m5U6R/D+2mrdb7qq+5fW69KGRVpUsEWjxmzU3LmrdKb4%20TBhLre7WHtWxw4VasWicBvcbq7ffnKgpBXsCnG6p+eJ2nV3aWyuWjtXElSs1eshQzfg0CIsLDurA%200XadOoPREoIeMYKrQn8vPGIclDR8iQ3HGBtwjccNjCwEAmNwLoaRjWSY7xhGTkrCvHeHGzEeXchj%20XJc7S79Yqpu3w661oUaVhxfq1JK+KloXmOrG7fp01hK9M2Kcho6drMlL92rhqRaV1IdFGTV36GfJ%20wc06Mb+3ti3orTnbV2j++u3aOHG2VoyYonkzZmnTlkId2D0p7IAnaOqC+Rq/YavGzJijib16a3Hh%20bO0pv6UTdxtVevmMGm7tU+nZdZo4Yab6jtmsFWeqdaH8pEo2DdO2lYM1eeNKvTd+hd5/e6YKeq3U%20lvmHtOrAyVC3a+eCAs39oo8+6vGhen7WR5PGT1HB5PWaveSsNl9s0rGGJp2+dlXXMQztgn5iw7E0%20w0vmiXuZN+YvaXjpM3CrcdNwIy1DnKOI2UjvaegnXmN8/p0sNhyjX0nr76cxHHPx2pqWtSo2gstn%20XNcd/cSGY0njum/LcAxY5HFFfbl20gAHJo0BWM+ePXPGY+ykUV0DbAsI9IkBeidN39idmZmCpEwM%20jACVN8ZJANVA8E6aZxgbEo3TQiYNx7rbSXflfmBpD+KFQTuACXDMF5/7cdxNvqmddD4XLMfrTUqu%207kPSLcT3+gwcAQtY2OKbCpOGWcPELaTEBmjPtJPOqV1r1FJ3Suc3h8V/wGD1fu8D9Ro0QgUb92j3%20rbsinUntg1a13KsPbZarrbVEFVcP6uTBvdq/50jAj5KOiG5ht/ag/YEe3LyhugPbVLJgtlaOGqux%20g4MwOH+VDhwKu/Ads3V4Rg+tKJisqbP3aML4xZo0YaKmrtmgdWcDs7zd8kJ20o53nG+3lAbPF7WT%20vt/aoBsXN2nvxuFaumisps1ZpTEFOzRy/HJNmDxds7du09bqJt1o7zi1pk+1V0+pZNkAbZz/iWbt%20Wq2CZbs174t5mjFqgQrWrQuC7cIgVE3QkgnjNHFaoSbPm6fJBUE4CkLXwtlrtP9onW7UhYU8CFw1%20pw7p7Kol2rFkpfYdOafy+mbdC7vshiOFOrpihGbMm62hU+Zq1Mipmjp8qhbOWKZ12/bp4I51Oj5/%20sBaM6aEPhvTRex9+oEFvvKueH01Qj0lHVbitUScvtau65vnspONY049Day/bTjqfq1QSj9I0hvly%20CbxMO+kX6YL13A3HXnQwEwf5YKcI4+RMmhjc+Dujs8ddB8ZsiRNmDvNll4+Km4XdblJIkSz23O8a%20u1j5TNruJJxn233iRRgPIMGxY3Q8a5iS1buvWmGOkgZeLrZiRSjJJ8jFQhZzioAE7KkY8NlKlHaA%202/MRCJl3Mlut1cFpAzX9jbf12dvv641PPtLrA/rpi4JlmrW1VGvP3tbxisuqq9yiGwcma+6Uweo3%20cKgKZszU+iBcHagoU8XDarU0ntW1jYu0fuAgTRg4WIPGTNXoiSu0buPJgL9XVX54q4qmDws7wBEa%20NXiW3usxVb0HztGKPUW6Un9HLbr/3OfFmYPSMiY5HWFa6tQXVcJeQder9urAnvHaOHOICvsOVJ+3%20+6vHF7M0fMlRLTtersNXSlV6lWOq7dp/6IRO7Lqgyq1bdXzxJA0fMUA/7fG5ft1zpHrOCMJ40fFc%20FrKrRw5pS2D6g0a9q/eH91WPkdM0bNK6sMsOO9tL91R/+agub0NDMkyFQXAa3q9QhUsC3ZXXqe5+%20mXRhiW6vHqmtY4dp+Cc99WnYhY+dvETrNp0NQmOJzhxap5PbR2hW4ft6vdc7ev31tzSw56fqO2GG%20Bm88ph3nG9RYJ+k5KBNZj8BxazSSpatMe1l5dcsrZzjmMId0kqhiDueJipvEGBiNkWADaQNmzL0g%20NIwVZo7K2lHFYH6owFEh9O3bNzd4jNBoO46ny1+AxO6aNmEUaYkeDNA0625bDEJEyZCKdpWxYRS7%20dudcZidNpf+xZTcMzmkKk9aZ3oH6XfHZ7fMOC+pia8qkJaujpQEvFv5Y0LCbh32+4z4kLS9hGGg5%20UPs7vjcGfrSLEODjAavz04IpPK51d0dahXrdqTqmXYtnaMXkKdq2br02bFin+XPmamZYpGfN3qUZ%20649o/dFDqry0T7eOrtWmJbMCPk5V4YxZmrFytRYfPKCSOxfVHJj01f1rtXpGgUYWFmrgvBUqWLw/%20CIaVar73QO2kED18RHtWLdeCeQs0tWC11q09qcobdY/A6lnCgibx0UzaoVbj0I/c52OJ2IvBYWu7%20su5+2rCglVXlulZ2QmWX9qiiaKdOr1uj1QvmqmD5Rs3be027zt7Vpcthrq/s05mzW7V+006tW16k%20kp2nVLp9p9YumK9Rc2dr0LbNGn1gn1YH/CivD7uehy26FuZnzdZCjVk6Q0PmrtbsxRyVBDxtblHL%20jaO6tHOmti2fqoLCeRo0dJ4mzdmpfddqdOfhXT2sPq76w+t1dMl8zRw1UhPHB1zYcVacPFVUNIU+%20ndaxUxu0afNcLVk4R8uXLNe2PXu1u+RMYPTXVHoTAfX2I+50holp7XFDXjpVZZxLPYY1MDatWZ0L%20bjAnyXC9Xqu+ybCgdksDt6zqBz9p3+F+nVzjEdwIvzsVZYzDDm3LtSQcv+mwoF3R2vNi0q+M4ZiT%20XZBDGdcrDL7eeOONnMEXu2kEA/yh2TWDrFZDoDIluhhn5bgzsSuDOf/iF7/Qn//5n+faQV2OGxfX%20Y8Mx51t1SkzGBgON1Q1pftIx4oOEAJnn2I3HjI7PMBnUGah02T3DcGBEVIQJ+h8/AzLQDu3RLv2L%20GY6zftGeVf+GX+wnnS/BRuwbGfczTrARq5f4HCepiFVwth/IFwgiJgD7btqH0SojJ+Ng3pzzm/Fx%20H7+jCUEFjvCVTPLgBBuP6yftMTU0NqmE9kNtjBaAu3cD7M+V6FBgwifD+6qrax5ZOIDdkSOHVRTm%20rSz05YHt0Tozcp08eUKHQ18vXDj/yCJ2M+AOQU4qKspzfrwETImF364SbIBvXSXYsC9s0ugoLYlC%20vEDSLtWLoTP/pPlJP2mCjUf9pC/qdnWUca0TH25WVepS6QVVlN/IqYo7xnQ/16fDhw+pKNDJDc44%20iWEdrl0NtYiYBnhohH5+Nc8EnynXiZxNw6EcnFs7/Z0f5mBfreIzxblrJWfPqKH+q37euVuXy9Z1%20uDOQUHX1rQhGnCFfywW8uVt799Fsc6xVubPUDluUtAQbDu7RlQ9wGq2BY87QFNOa4WkbkeT5aJLR%205kuwwb35EmzEyWyeJMGGNYRsOtBsco0x075/h5bjfrJesPZx7USO1qof4TXOa8BaEK/ZhlFME2kJ%20NngmGY2wuwQbpjULQjGtOXlRTGvPWl7ZiGNMDu9AssAQjMquGubNThnGBpABIn2iLzA0dsLcw84b%20po5l9/vvv6/33nsvpyon4hiMnkU/md6RSWenDaOIM1XFzC9fqkoQkT44tdmj0ZXqc8/ZIIp+gpAd%20vqNfOf/HCO8zE9qj3TidmiOOMZFc4/kXlaoyllLj1HBJw7G0FJ3JEkcrcvAMG2o4JaIFD2DEgklf%204oAdScn5cVJV5os41th0L+yULod66WvqRc6Gr1/Dd/pcgFHN13A0B6Ow4Nwou5ELzBGXOo5pLhCo%204lEjGTOmsrLruWvJ+Y4jjiWZqlNVeizJVJU2ivF8W3DyPOWLh24VqxcenoXhWFiw4ZiZwpOkqowj%20jrW2tHZmHzPsOwTNq0Sca2zQwwftjzDcDvw8p+rb1UEIevgIDCs7YV8RYPXI2hM+kknrwnkCdFx5%20BEYP5Qhzl3IRyRrixBa8M/S9rFPYuZ0QNOk3OFBaeikHG9KKJndtXvSTqSpjZhIzyrRUlTHs+Mz9%20jqZlwzEbcTn7n2m2q/n9plJVOk+8s9TF/aMtxkm7SRh1zMvl3LNpKXkZL+tcvB5906kqk7Tm7FzP%20IxvWK204htTIjpPdLfmkHdoT5o3UwcTGO2lcq7CUhtFiNc1ij/qbMKL2r0aFTv+Z1DRLQZgnwEpK%20pZYi8y14ANnp5tLGYmtm2mdHjWRpC0k/m9Yu7XEtTeXkPqUlQ6d0lRS+KwOQ2Giiu1i5XSV6T3tn%20LNXafc5GMoYvFYnV1t62YM6X9L2reMJdxe62wJIMWZmEfVq7XoCdazZtrPnafZxY42lqOi88acZB%20nu/kTvpx1HJpMY07Im99PXZ3EvbxO5PlaWN3e07z4XV7J7205qGJrmBPX56G1uI4+Wlw6Com+OPE%209X8SWnsaC+LkO/PhhjWG+cYZG7Y9CfwM+6ehNa8NabRmHMxntBUb1+XDz6fNi/C8d9KvnOGYzzdY%20oDmr/OKLL/STn/wkF7+bs2nU3XFYUJg0anAGCJOG0dr3mTNsdtIweYzPYORIdUkAwwhg7gDL2bV8%20VsKE8teq3iSidGXUwVgc2hGhg/ZRYTMJPlNKnmO7IBQ5/m4SQe3eEffPahjvvOza4XzWaepo2nGU%20rySB+ZwMWKedazFexp1mOJbvTNow8xl+WrtI1bjRYbGP9sGxhc0c6a9dueiDwzIa4XlvU57UiDGR%200obbSRIp85I8Z3exSjDt7MoqPq6njdv2BN1FpWMugJ1dRtLa8ZlysnRlOAb8nA4xCSPGwjPAN+18%203BqQPAvIcymOSw8Mk8JKnJoxLeKe55QxJOk7NsxKww3TcNq4kzBi/I59ndYO85JGa7zXtJbsn2kt%20H+52tcZ4Xmg3KQz4OM/HS3ads42D7UoYt6MZMj7wz2uDz2G5l3ek0YTjvgP7JG4wNtpIozWvI4w9%20jSacQpXxJ2mNthhL3D+PJaZhb1gYSxyuNMYbB1BKwznaZ07TcIPfgL21C09aXumIYzBamDE7ZHbA%20NhpDjY1bFipvBgJQUYfApGHgMGkWdhg0fe3Xr18ukMkf//Ef58638ZOGScdnGE7+wLk2u2+roAC+%20DRqYKBg/KpTYeIBJ5B6rVpLIxiTCdFDTc/aCGtdnJT6LZccYq3p8Dmi/YZAnNvzh/bwPbYL7Qh/Q%20EIBMtG8/WbuOOSA/v8VM34ToAP2xcZCZXjzuGIm51+rQxzEcs3owfl/yGdoBRo6j7sxg4APv4ln3%200+onfmOuPO7kQmcjnpjIbFXOu5ILH0RroYr+x4uCk7/QJ95lPHJIQeBvtWSMI84VHCc3iMdN/+KF%20iEXS/uyMOzYOMpOOz5ST4+Ud7kea4VgaMzAjYwyx4GWjMvvbxkza404zHPO4fbSTxrQ8brfXdj+M%20+1alLl0NOHftypdalJjW6F8sgNiQCFpCgwb9ui/A04zdOBfTJ/2ybzhwTht3bEBFP00Tpr943Dxv%20mnCih6RA7H7E404ajuVbY7ieXGNMa7HFfkxrcTwFR1d0DAPeBa6YSdO2/bMdayFeY+J1JxYeeVdS%20gLMQwHihF2xwYjzwusSmBVqLz2JtOGZa470xbRgPjI9m0u6z1wLHtKea/px7O8554GMe41YcS56x%205qM1M2kf+Twtk37lIo4xcLvlwKBhwJw185nAJByw834HZ4A4bTjm8J/sinme32DeAADVOYwyDg5i%20gwDeB6LYujiZCcuIE2cbSgLbmVVihgszQaBA4OAdcSAAYGdkiokZ4oVJoPLlbCReOGzwcy0l04/H%204oAiyWLDtzRpkvvt7J+cUyc+SfbTC0icUaarAjyBq3fGyWLtic/9gR1zwVwy39gSWFtAH2M/xfjs%20NNk/jztnONbpL9Pc2qbrZTCr8tw56KPlYS7j0aVLJECIFm2CHoT3nA6MnXPRjqQRXzG/XLahK5fV%20eK/xa7hRFfpw+dpV3a2rzTtuxpYkdPDbmZO6Mg5KC6EaZwV6FndC40bufDkFN7xYJnEupok03Kiv%20xxDqUhjDVwk2cofEYe2/V92sqxev5wy3SITSVWluC3RUcUPFZ06r5EyxqqKdKn9v3AgLcOkV1dXe%20TYFRTcBrmOLXA7LYZgTjtbaEAGI7lbRxU5ysIfYkieFpRp2E59OsMWnlcXDDgkSyfzag6mqNSRqO%20pRXGZndK1j6ei9ujD6zdrHPJM16f/XLtXM425PYjMGJefK6ehJEDyORbYyy0JNd3G+X6XD0Jzzij%202fMqr2zEMZAYJsUuB/Uwu2cCmuBKxRkzu12AxWTZcIz7qDBh+0JTbUXNpIB07JghrqRRhI0bqLw/%2036LG7/lUfTZ2MEy4F2Rmd4/wkKZ+dP7S+HeHD7VxRlpwgGfpX75nbYSSNqfuU9q17tpNviOfxOl2%20kkSFYIhGhYWDhQHcQDNhlznnp843box/OvrXeb09wJTgEm2cbd5TS2tzDpeam1sCI25VS3OAfVu4%20B9jn/KoDvB8Sp7tdTZxrBqbw4GG7YgdZPrWH/ufsih7qa76znKW2Nt0Lf9ufel7yzXdXz/rM/1lK%20d+94HLyx4RhNdOBve2cACvAhaheedT3U0nBfTZiH9tacJXxenKfZMFf3mwg+06a2MLftStLYgzBf%20978U0B7t3/3QB45KWnJXH6jDk77juQ5DNgzLHnRBa09DE98UrXW1FuR7/+PiXHdrv99hHEw7d8+3%20znmcXa2BXfWvK5zvbl7yja07Onia8sINx2zV+7yLjQWQvlmAiTJGgg0stFFX0wefSSddsGCGqEfY%20feHKw7OkvSRXtONkp4XvRIpi10pNOx9+0uIEGqir6Qt9fBFHA9/1YgHKCVPQdjDPRJ/7wQ9+kHOt%20mzt3bk4Ae6wSGK0qbqntXGDsFzbr6IkVWr9pWa7NJUuWa8GCbVq7piTsvJo6l+ubams5qxvXgyBY%20fFbrSi7o+O1qteWLYMEUX+tkNC1frfY1Z07p4vqtKt5ZqitXw26l+VWfmScvMLwbN7DWLc7VkhK0%20Kg+E19OXBt6dO2kFhquHFWpuwcr2rE6fOqOSc+dzLlJfQp6Hblaq9fBZla8N1w9W6nxDu9iHfCXq%200eCtMJPXVaH63NTE+9O6OtSYm1VSvEUlpRd0pq4p5+rF9LQ03lP59TKdwQr7flsuK9qD7/gcZeWb%20Ld5JYyz2yhmOwUhZkDEeGjFiRC5dJYZfySxYPpOGIeOmxSBZcAmMQR8xOiPm98CBA3Oqchg29/MO%20+x1SOf/lGdpFPeSzm/hM2m4qNipzmkUbLPCcAz+wI0fNzc4ewSBpzk/xWYhzzsbFBgs+L+I9vM9n%20S9wfG3XQTxtNcC9MLXkm7fM9/vLdZ/r5jCZiw7E0lR7jtZFMUujpynDMRlE2ZrFRh8+WHLiBv/SB%20d/Me5gjDPzQq5BcnnjvMGu0KmhUbqMTjJlcxMbFbWkjrp8BsH6ixqlx3i9dpz8wvVNDvfY0fPiBI%20sCM1YtRoDZk0VyOX7dbMQ+e0/3Kpqq+cVu2Jtdq5aozGzxikkXMLNH3ZNm3efl6lVxpzSbXUFOB2%206aruFR3TiY3bA/5t0dZDF3S3MYy75orKDy7V3tnDNHfwKA3uNV8TC49r35V6lbW36VpgMtUBxm2J%20cef8iAM8uoKRbSaSUr/PpJm7pDFgV4Zj+c6kXXzumMQj04SDVvCOjvSv0A/+xc2qqb0cQLRdp88s%2008aNczR+/OwgdG8OQvd57dx+TZcvBvg11oVda+hDbZ0qykrUWrZFNacXaseauZoVNgbzwtyvWLVb%20+w5cUXVNtVrbzuni8fnaPH2Ilo6YoIlTl2johm1aX3pZ/3/23rO5riTLDv0t74s+KvRJihcKRSie%20FG/ijeyMRqOZnmk33dVd3eWryKqi954EQcIRICzhQRjCO8IT3nvvvfferJfrgqv61Kl7QQsWzc3u%20W5e455w8mTu3y8yday9vrGF7fRz9fbmorfZGSp4PPM3YhNfNYmhhj9N0TEzWorwq1uiEO/C4eRa3%20PO8gPq8YzSN9GBqtQUttlHHYbuN2XCRuFXaidOLpTHt9CTMTBKtZdvRtfGLsB5x00p40caU3eB/p%20f5CsOdtScrYXr3JQ4Jg1KEpR6NbAS8qwVW+8qo5xZly0F3+QjjmYj4Z/yLsteuqkgzM9/LzyY71X%20bbBvKWlPmrR3tm3wwQaOCW+bM2Ya1lOnTjk+PIKlfNJc2rYbaV6joebyMvelOavmEsLRo0cdgCgy%200twHcWTaeXq+lEaUiTW4981lVIHhkwGcMYcYSRG8CtCQkebz3PcgsVmfgozstFIksDPmUHCQPahD%20QiFhkwDx3fybfbLfK2GzKlfdK2FzpTgUyerKSPOaKyOtSFZnRtoacSphk+JQoA/pKqdHiR64KkGH%20i0A1DAQkX9BIc8WCdfB9EkS1YWZm0mGkKWOjY8ZIb45heT4XVWm3cP/iKVw944G7niGIi09ASm05%20koZ6kTI6iMohoxQHTRs76tFVG4609Au4738ddzweGTnoREvnInZ2J7G90ozRJ/HIvnsN10+cw5Hr%20AbiXU4XW7j5MVTxEbfBnSAw6gTth4Th+OQSnb0TA/0ktHk+NoXPUKCBG01r4SIpDICOuaETaO4ty%20PshIywEW7Z0ZaT7rbL/RmZG2GyDJhAL65ubMGG4uY2G4GL0Vd/Ak54YxuAE4dz4Gx75LMA54EmLS%20C1He24OZtSWHkZ6dN8q/IxPjeTfRlHQFcQmhuBsQiTvn7uPmyXjc83qC8uwnGKyJRmXRZUTHnsO9%20QH+cvx2Mb739EGx4pGdlASsbI+jqC8ejpM9w6c4n+Mo3EJ5F/aia28Xieh9G28JRkHQTPnfv4NiJ%20Sw5Y0Pted/H4cRoqu4tR3hCO1KgvcOXsR/j45C2c98lFSmYj8ivqUNDQiNY+0//hdQwNjP9gVNRv%20GWlnNHImE88y0pI1Z0baWeCY3UjbA8esRlrR/K9Dx7BeV0b6IB3jSreyXdKtrvSwNXDsReRHOsZq%200F0ZacmaKyP9qoFjnNC9U4FjKvReaHy5Tq980gz+4r44FbZA0rXcTQNMRDHOuGh8uVSu89Nc7mbb%20tdxtRxzjvjWvcUb2qo4H2yWFxjbQgNBoOzv/6i4vVigwXPH44osv8Nd//dcORDk6X1wB0TEJV2dh%20n5oiMMfzxmYB2hoCEOR9DV99cgenjxkeSa1G7dQcWswdY+a2jXU9sYXF5XbDZymOxA5Jj8qM4zWJ%20ufEpbM2UY7g5FHEhx/D1l7/Fb35zBMe+jUJYTCuKqlvRmBeCigdHkJzhj3tlJbgRE4Ob3l7wTcpA%20ZvcQhjY2HUur7/My6t72GtaHijH+xBt5SR4ICIqAx+1s3LqaCh+fWMTmV6BiZhszP6C3TWJ9JAOj%202edRFH8B/tnxuBGeDp+T4fA9logAzxIk389BeUQwKjJuIisnEJExBfC9+Rh+V8MRlZaH0qVFzO9t%20YGO+DC2PLyA08Etciw1CQOsAStZ3Mbs+hu2OdAw+vo+k2Hu443sb12/ewI3b9xCUUoScgWk0j3eg%20Of8uYq79Hl//8WP88z+ewMefe+OI3yN45NUju8E4Sv2GT1bdcukuL1feWcQxRe1SIXO5mMsAPOfM%20WRP3pOkgaPmYSlmBY1TUvJ9Gm54sPR9e07EnGnZCdNoDx4RVyxk2l6mt4fkv2n46DXQQWA/bzw9X%20HLik7jbSr14UO0CnjFsbRKPjnjTHmF4yVyycoQH9mE8nsTychaKA87j20Zf4+DdX8cXXMbjr+wSp%201QN4MreK2olddPcbnp/bxtjwILIzUxAe/sAY6UyUlNejsaED853dWKsuR1NIAO5/+wWOfvwb/Mvv%20P8dHf7qNmxE1KBidQ1d3PpriTyEz0RN3UpLw1fVbOHH8GqIjqlDds4s243wzSenmezxm29vrGB8p%20Q3tTIOoq7yA+1hsnTt/Dp19GGcNYiKTkQTQ0b2J+dgPLi8voJdpbQyHmqkLRkHMH1yJ88JmXj5kN%2034OPVzLCQuuRl9OBytIspKdexP3g07jrHQePU9nwORKDuJgSVM8uY47OWkMpJuIu49HdIzh5OwRX%200/pQN7qN7SVjWTtbMF+ZhNIsT3jc+ApfHTuHUyEliKhbxZPOKXS2F6K5KhhRIR747ogHjnzpgUvX%20fM1sPRnnHraisMvMKHfe44Fzl0Mv71zgmI76cKmax6c4M6YCpofBfWnOpGmknc2kObvijFkzaSpq%20dpzL2HyeM3EexeLys/UIluD5WAeP+HDZwZ4p63kKjTqNBOvhzJkfGg62U0sqh5FV60MrgtBUnmwa%20bC6Bc4uDHwYH0kGyLlvpTPEUN6U5pnNmBlxRgI5Af4Rduo6vr97B57cDcd0rFIH3wxCRnIqsniEz%20q15BV20jqqIjEe3rg/OXvHDiVCh8/coMH81hfmIduwvLxuCPY6i1DuWFYQhPuoNbSQ8R2ziAobUt%20bCx3YLXUD2VeX8P3+2M4/703vO4WGydjDp09pikbeP9n0nvb2Njsw+JUDgYKQpHo74mjNzzx+8vR%20uOZditInnZgbb8Fi82M0pKYgMasQ8TUlqGh8iPJ8HwSH3sU3t2/hM18/3Ih+goKSOUyMzWJxqQxd%20PYGIjb6Gkye88fl3pr6wXOR19WPWyNs2t0sqylEbE4Qg4+hfvpWIe+E9KC7bxGzPJraNo9UfE4iH%20Z4/i+tfncfNutjHQ86hZ28P02jAWB3LQmRGKZB9feN/0xY1bd+B3j7P2CmSUraJyZscRZOaeSLvL%20y5Z3LnCMM03OZrnnzGAvfuhdcC+aAWA01MoZbQ0c41I1Z/cEOyE+N//NmTUNNiPC//SnP+Hzzz93%207KXzWWvgGI05jTqdD6Jc0QHg0rQCurS3RANsDW6wByzwXu27cLZOg88ZtUBRhOJjLdovcoYqJXrb%20A8cUHMIPZ+maMQoYQvB6ulfQeDrTyRUI/pv36mgD63G2f2lFf9KqCVcnFFQkhCdn+9VKVensfKwS%20ECh46XmCOqx7S2yP2kAa0Rni/j95gmPIsWS72FY6S+SHSJ63T0xEUUEB2muq0VNch5LYMjyMyEdU%20xmMkFGQhOz8LteWl6GhvQ+vIENrGRzA+2I+xJlP/k2KkpOYgKprBTo+RnFyJ7t4xmzGaxfBUG0ra%20alDPpAfc19tdwdhcL7obn6ApNw+FKcUoKu4yxoXALasYHRp1BI5tWvqt/beDAl8UtOcqcIzXDiNw%20TMFLzxc4NvwUEY+JGYYxOtCAqfYmtFXX4FFeLhIKy1Hd+BR8YqAKkx0V6K+rRXF5NXLqq9Ey2ITx%20sXYM9LShtrUFxW0dyK/rQr15ZmZqAlwR2d4ewMhQO6oqm5FeUIvUqlo0jQ6afm/Q68cOke36+lHb%200Ibcx1UoKWxFd9ciJgZ3Mdgwj66iFjTmlKAwtQgFRa3onFjC7PYqJqaMDuitwWRrEzrKq1D0OAcl%20pUVobmpGS0OvkfFR9M8tY4Rndsd+GjgmGpH/7TQ6KHBMCU5+zFevN3CM7XnewDHrvYcZnOoK0Ut8%20LpmQHj4ocOx55ed5A8ckE672pCVrL7snzXdSf3EW/U6kqiRTU9kyAIxLmVzqPnnypCOal4FCRBDj%205jqXtQX/xmeojLnvzBk1Z8s0vAQQ4R42I8KpqGmAOUsXiIACx3gvZ2BCKxOmKwmvbC6CBeVgkyE4%202AqoECSejBLvE4ylFJ8zI62gKAU/kAn4PjIO/63cygrUEJQm20VHg8aIHx3zYqAc98AVSSmGlJCQ%20ZoyW54oD9+qJ5qXVA35z1m9Pn0cFyuvcrydt+A69k+eUuexMetthRdlmOlxWtDD2ifVLgAWzyo8V%20ZpM0FqKRkJMk/DLSgkPlewRFyL/5TjptgiwlP5BfyK8EwyFaXXzCQ0TEJsPvfjoC7mcg4WEastJS%20kJ2ViXLDH6RhseGdbEOjMkOjWiKgGZ5MTUk2/B9mHL9LOH36uOFRPwfd+C7qzZUVo+TGjVMzMorF%20aTNbJz6woQVzmEn011aXzPgSrGXNERnMMRKaGGmjlH72wBfRSPdaA8fsxRo4ZlccBwWOCRbUFTym%20NXBMbZBM2AN+lKNd8sNsYqNjk1jb3HYcoVqhol+hMdp1ZAWbmJjGoqEf1dLK8hLmpqaxuf5THOiN%20tWVDszEXgBLbWJiZxrwTWNB9usyb9nCGsoZ1o7bMK7HwlASbZjzm56ewubaCbYfsm3E0N2zu7mGL%20xwBNP2RgVleXTX/GsbG6f++0BV7WGjgm2F/SxEqjFw0ck7FyFTgmh9iVjuHvMmSCBVX7BKsrfHHB%20gloDL5X61n6v9Brr1XhzXKy8IVx43usMKlf62xVcq+TYrofZD+lh6QZr4JhSvAoW1C4/VlnTveJl%20Zw6SK0hWjhXbPuOC557HSB9K4BgVHg3gYQWOkVA0QjQkNLA8ZvO73/0Ov/nNbxygJlwC52xVSlzL%205HxGCobejfI2C+hEBswKi0nCcnB4jc6B9Twzv0V4MrtA/wU2bxUItoUGnwZCsxRhxlqB8VmfQPOV%20y5oGjMaMM386CgyWo0PBZVvr0SzWoX127ckyaIrL+Pzm3zSiAv2wwnGSoVkfjRbv46oDHSE6LzS2%20dFR4Xd6v2kvGJg2Fjc7nOCZkJkZVcyzYVmXVUrIA9pl18pw628Z30Tng+zkW9iNpSrjBj/K2chzZ%20f/7bCtVnBxuw/s1/s9/KBkYng4abqyP8pjDQIUtITDBGOxIxsdGG3omOGTiNONvIf/ObDinpwzHh%201gv7ce7cWUdmNSZ9oRPJ/ihrlHI478NIPoVn5Jn/tXXsbO/8qH377f0xH2kZ35lMWZN62Is1yYOz%20LRprMhNny23WRANqn1ZZ5OS9aIINYR24Sg7DZ638qTFztEGytrvnsl7du580Y8NBS9XrKvZDK1D7%209/Kd6z/kglYeAFcJVay64IcxfEqjdRdJKf7SvnWX43JQAhhXfZEjq5z3dn0kHfM8uuvH/PiXhD/O%20+qJrVjhNu46x0sh+r3iXtGD7rFCr4iXqNyu2uNr7A2yspS/WhCCuxttVv+0JS6ztY7HKmpIkqS9W%20mXhWQphnlXcWcYxEp1KlMqUBomHmLPrEiRMOxcjO8BoVt+6lkePsjoaBhpJGl/vmwv2mguWHf/Me%20q/Lgv2nYaBypdGk0SSilbJTRVzCYYDsFb0nlzBkVjbxSafJvtkc5oXUWml4XjQU9Sz7LZ2jw2Dae%20A2eAHPvLNtNJ4SxUR8LYLuF506Bz6V4rBPzmLJFLv6yX/VHKObZZBphGl+/k3j6f4QxcSSzk/XJs%201V5h67If3N/nO2m8+E72lW3RUpBSSrIe9pPtp3HmFsTFixcdR+F43p1jqm0F0pbP8jk6VZzt0yjS%20+NMRoTNIo6k84HJS2B9hWyuGgHUpH6zwqoUSpJR4dO44XgTFaG1tcXwmJ/eXukhbpV5kHfxbWxV0%203ihIgihl3wVhynrZJq2usA7BRZLe7XQe6Rw+5SOl3VQqTT7Pe/VeOb/WEwjkF76DNOO4kGcVYEm5%201HjrGKDQmgQzyfYrzaHQmvhva6pKLdWKP3WUkLSW0rQqF96rnL52R4nv4juVWlOoU9YjilraddDI%20vFMONp9hX3WcR+MoSEpe0yxIQZqkJ+sV9rUyjYkOpBnHSzTal4l2R1pLtkEpT7X6YKU9fxNSoZbx%202V72W+0VTKboK0MpJ1GzXI2ZjiFKLmVAdJ26jf0UL+uaNd2s+sK+cwz5Ls0QJR9WmeC9wnDQqhlp%20LtoLRpZ/W9PCyhBpXNRv0VM6xpryVKkgOYbC7xZsr9LsSsfw3dRb1JmULTrInAxq5qtcClY9zN9Z%20lzDUOYbiMY23eJd9EY10r/Da2RbJD+/VjJ/tEz1FI62s8jnpOaXotKcMft5yqIFj/D4sxDF5ZWRe%20GhTuUXM/mh8l0aCylTdJo0xsb87aaEio6PlNw0eD9/vf/x5//OMfHYaCRpjMYRdCPsMVAuWcplGg%20YSLxWD8NSPXTxPB8N/8mQ9Gw834aWs406QTQgaBx4exL6TH5HAWdil/44PymoeSSPpc6OEjcQ2c9%20fD/bRCNobYOcEbaNRoP3CDRFaTC1J876+SwdFrVdWLk0khQGtpH94H1kUn7LyZCzIwB8vpfjwffw%2037xH77MH3iktJ+umYSNNSCuOH/tHA8y62E8ac/aF99A4c7ZOZuVYcOw53qyL7eF2BdtNWjFO4erV%20q457+Dz7x7ayLdblWkGJsg/88DqFjO3khzShULLNfAfpoL7LIRC2O/vLj2jJa/xb/SYt2AY77eU8%20alz4PD+8puQDyrqm+AHtl1EO+Bz7Lt5hH/guvkMY0QqQExSu7tG4sA38jX3idV7TvjaVlVYaOLZK%2026ptDrbVunKmVKnCQqZCU25w/pvPsb2kGd/Dd/Kb72Ub2VblyNY72D7RmX+z3TJgMrKil/1etpeK%20Un1hvbyu/rY8lR+NC/ujAE/eoyVgJZCgrqOR1Yoc+8L28Fl+8538neOkBCNyGK39ld5g+/gefjQ2%20cjrluOtZXhNvqL3iU2ESKMc020paqD3iW73TrrtUr+5lvdQd1IuUT8qgdI6SxFCWKC+il5U3rPS0%208rlkgr/b71X7pGPUftKYOoH6kt+8z1qvnTe0aiVsfut4S7/a+832k8akuVa/+AzrpZ6iHeFHcMO8%20V32x9lvyLtqyLS9jpN9ZxDGrl6HMSCSCjjJpj4RFeaBp7KjUaZhprGkEuBzLgDHCR3ImztkpZ0DW%20xAhkeGGF07DSaJBZ5FVrj0ZpDfVvHXDXIFoFSSAerIPMvT9z269Hsy1lFaLxoWBIgbAN/FZ6NgV1%208aP3KjMPBVzesf4tT1Dt5b/VZr1fjK2guYqn+7BUSNZ79azeaX0P/63fda/9nZrd0EhSyVpnIRQy%20JUHhcjtpQbrR6ElRyWBKoLSXraxiXNrns7xPwRsKZLMuW2ofm8IrRaBVDwrvD/2e/nG/rXTYN4KG%20Bk/p4Kzfruiga9ZELkp0Yr1Py3Zsr1aJ2A+tcKgu3s+/BUJDOmv2p3SCCuKSEiK9+U7ragzHX9sp%202o/kM/a+6N+s2644lD5SAZbWfUPRQfnBqVw5nrxfxy2t99rppz1OLcnu7zG6bp9WT3R8k3zkcF4N%20j5SZ8S5/GqtCXrPSUvuqfFYxDprZak/ZLhNqn+IolBqRPMZ+Sg+wvxxv6gKNmcZG+58KcuJY6R6r%20zlEwF3+zBjaJ9tb7xefUIVpxcMaP6o/0C/WUnDZdkxwpI5WdDtZ6yUt8p47CKiWvMuS5kgm7jpHO%20kLPlTA75b8U7aKWMYyYnnv2w99uVrPFb7+B4kWbaNlW6X2dtsMoh/81xeZlV5UMJHOPM8LARx6z7%20T4ri0/6C9i1lpJVpRUFR/GgpkgLCGTUNOL0zBTBZU/dZPRoZoTdVFC2tCF0Oiozvm2yDGPB1JDF/%203qLjU1Jgb+IMuQKqmFlpcJBBeUyhuIY3WZZXl8wYTzkint8krWUUrLnGDxOIyF5+CPh5g+90xHsM%20j6DOjHfNwAi6h0awMDuD3Z3D43PqK53YEJqgq6CowyrUb9r+eVNFwamCWeZHkd9vqiiI6032+1WL%20PXCME8t3InCMikR7iPTKGLXND7NfcfYkjG0KgQyLlqqelcLNXd6eQsGm0aTj9CaVGDHEdnYWMLcw%20iPGpXkxOjWByyMxwusYwMjSD0YUlTBnBWTEGFXur2N1ewtzsNEamFjBhJjLzG4zSNrX8xD/ljIoz%20/lFMOwLddvYPQK9uYM/w5+q4mY2PmffObWFn++0ZhzdamM2KcQicnTAwEM84I25ouMmUtLMLoL5n%20YpLVNSXkMLPm7QWsLkxjdWoRC9NrZtxWsbi1/kPGq/0UKUAfNjG4s4K59TVL1q1Nc5d5ft3MVGdG%200DtjZpVbm/vAMtvmvyur2Fhdx6z5TJp/L2/tB6g9T9FK1bPSt7rLh13e2cAxehasn0vPDDxiwBiD%20jrj/yH1pBlfxN86auTxjDXBQUeSdtRxGW93l1YqzVJ2H/EZQbS/M56Io7yqC7h+Hn88dBF0ORdip%20SITez0BEWTVyWtvQ09eKteUGTI7l4HFuJPyi0+GTPYyY8i2UNwATRpYY4YvtLWyvL2FjjUFguUhL%20f4i8wifGGBuHcX0Ru60NGEuJR+n9MET5pCLxUSvaB+axses8feJ7W9aNAezpQ29WNpIfhCM8Kwv5%20xtEeNPTbdEKJ3b0tzA12ojU5AWWRGSh/PI7Kqk20tHA1YNcY13kMj+ehsSQS1VFZyIyoRmRhE/LN%207Hne4bybz/YKNle7MDRdgbTOaiR3D6JviUe9jJe124bFqTRUVgfjbuxdnHgYi6BWZsJawZqZda/V%20VKG38gnSq0oR1dCA0tFJrG4933g9KxWku7iL+OSdDBzje9hoBjJwj5nBVEQM43o9DfUnn3ziSLDA%203zmjth9AVxSoZmiKcFVwlLOEEO7yoRQq72FszOWiNd0HwWcu4ttPbuH8mQdIispEQX4ximtq0Tsy%20gfmFCYyNFqGlOQClpZ4ICfPBt2ej8fWtRgQWrqFtcR1bGx1Yas1DQ0IsMiKDEZ+QgvSsdrS3E1im%20xxj5QnTVRyI7zgehzHJzww/ewbEIMUa8mOecNz+A9KWUtekZLNc3oCIpGeH+AfAxtLjL44OxsUhn%20UJWhg/UU6s72IkbHylBWGoa4UC/4n/ZDyLE4pAQUoqK0Da2dfWjvrEdzy0MU599FfKgv/Dxi4XW/%20BLFVk2hY28TKZi82GmLRGnQasTevwSuuDCHd6yjZ3MXMxjC2+5PRl++FmHBPXPe+hcu+9+EZloe4%20tA5UPmlHZ14SGuMuIyX+OgKfPEZc4zRauggV65Yid3lN2ugwAscYfXvYgWM6pqGzz1zqZuP5bhpu%207otzNs8IZ6ujQMOro0A0yAzgYGCR9qW55k9jTwfDGfoXl89pwBXCb005J9ARZ4fdlVHFGcCC9mqc%20ZYcRmg23DeyOBou1XlcABgpyERoQ262UjQIw0F4s32Uv3DPiczqeY2cgK6DGQe2zF7ZJAS0v2m+h%20DLkCblBKPKGTaVzE8NaMP6LRX+rh9ybWFkdQ/TgLwbfv4eqFe7jpGY+4xCq0tg1jaX4Oi/MzxkiM%20YWxyCPOTNVjtjUVbcQAC4uNxPKkG3hXdaOqvxVpnJLrSTiLqzvfwvhkMP99CREdXory5B73rY6gf%20MbyXfRn+6f64l5aEe3duIeTSZTyMK0BB3SLau3dgXuWwY4uLRBwb/BFikjM0OmVIc4UMZs16Zqef%20xsVZxiTRXsdo7MUKbvEsyFzHGA4NY35pBbvrK1isy0V37FUUJ17Hw1R/hET6I/rubaTfuYvEhAIk%20tK+hfXV/eXp1eQFDbfVozIpGZngwggOSEXozEekX/ZFxxw/JDyOQVxSHJ08ikZkZiIi0B7j/OBm+%20DyIQcP4O4uOy8IQxD2vT6HoSj0qvL5F49isE3k1BYvkyOrhlMdGF4fQI1MWFICctAzGBSYg4GY6k%20k2lI8a9FdE4zkguzUR59Fym3j+PqrUu46huG0MhChD5qRlTpCJ5MbIAStWOTCaVvdSZrAnyxx39Y%20Zc3ZPq6yQTkD1JCOYb32MVUCIWfpcKXTlfXMiiLGepS9ypo5iu1zVo/ax/qc6XPW66zf4mUdAbQX%20gcPwHvvESrwsUCkhjingTcFgVsQxtuFtmqDZA8d40odBnqTxOxE4pkIm0rEAIWk5G1AyJK/TeHOp%20nKH0PGLEM8E00IQZJRAFj+zo/Caf0Xk7EopRqNzb5juF6ERm5f4SIwcZKWsF1iCTkTF0JEmGUVG5%20DI7S0RkKrwAnOAh8j852W5lb0cg6a80+SdkKHYftoBPCdrF9QiTS8R0GIjDKUYAgrIP3KrBC9Qni%20lNfUXytwACOCFTFpjapnYZ3qt+Ag1W/yBtun4wlsgwIBSXv12xpDoEh+nXW1Ql4KcU1HZKQ42Gb1%20lf8mjRWwwvt15GkfYIbgCltYWZtAR1Mp4gN9cf3YUZwxn3Pn/XDXi0dRxk27pg0fdKGuoRZ9Iy0Y%20H6lCX2Uc8uKDcDcyEWfSnsCvwszy6pPQU3wLeXHfw+POKZw+72lm5D7wuOGJ4Iw0xBgaJFU8QmTQ%205/D0OYITdzzx3RdncfWLK3jwoAiZTUso7t9B0/AahkanMNTfi6HBgR+l2hMthJRkVWykBa9THqxO%20FJ/T0RA7zCRpTFrpBAN5X2d6STeOCeWH9+idOrer6Fnl7pZx0WkBa/DfvpM9jMGRSdOvTrQUheJJ%20/BfISf4MkbEXcPPmXVw96Qm/G94ITilGXMcGaue20Ds1g+ruLmQ/zkDR/Zt47HEdEV5x8Pd8hOAL%20QfA9Zxwh7yg8Sr+P0kIPPI7xRJhvOK75p+L7cwE4+fuT8L8egaKWWfQYcvUaR6o29jLizvwBV89d%20hm9cBWpbjdMwNIuJuhI0Z0QhMzAAXkcu4vJHF+F/IRoZObUo6mlFUW02MnzvwOOjb/Gnf/oKX372%20Ca7c+A4nAgPxdUIprtf14TGj/S06UNCpkjUr7XmNOow01LlqK9gHx4PXODHReXfxAZ/juPA0gl3H%20MJKcz/FbBp71yolmW+yQl5RHyZo1HS55ifIlWSLvyQjybyEISv5UKP86ZsV3CrBJ56l1fEv4AYo7%20Eg4D+dW6F6uIcvaX7ySvi1bsN+nDVVH2W1j9QsST/mY/7Kkq2RZnEx+hw/GdGjO1n/ztwmi+FiP9%20TgaOvUqHKRhcLuAxLH7YXkZ+02jz+Bhn4zyXS4YWuhMZTOeD+aEy4m8aFCugAZmGTGD1dgVKQQOv%20DExkYDKDzkZS6ekQvtXQqj6rkpWRY338ts6WdA5V567ZLhlVtpft1vlZCpVVcSqYxZk3KYhUQaaq%20PgF5PKudAiZRtL213zrfqX7rTDLrsyoOCoOUm7P81LyfSsPaJ4EdsD623+rlq0+8tn/0ZwnbO6uY%20WTDjXOSFyMtf48of/ojjX3yFs8bAetxOgZ9fmXHiqpCRaZR71RN0NSShKv8+oh544fRJL3z2qVHQ%2011PhWVCK3N4SNLY9QnF+GPzveRgn8CS+/PwkLl7wQmBiLuLr6lFWmY6m6AuIv/YZjn39PX73ew98%20c/IhfFPLkTs5iobdTbQvLqDDKJRJQ7ddJ7l4FS1rX3UQaAhpZj0RQBpQQemcN8fd6uSRL3WWWjNq%20KjiOofX4m8abbSDdVZ81QQ2fJZ9J+drLzDQdVcMDHVlobrqPgoxzuHfrBD758hr+4fsAfBGeiPDO%20RjRtGmM+NYja6lpElVUjtDQLJdm3URN7HNH3ruDEJV98eiLMfGchNLwcpeXF6GpKQNfj+8jw88GF%20M/fxyy/u43dHH+DOfaP061awYWbS2xM5aEy4Be/jJ/D5qas4E5aDzLJZwzerhk41aH9yH5HnjuPY%20r/6ML46cw7W4NBSbWfYiOrE8lIJy/2vw+OMZfP3Hmzh1+jwCQ84iMjcWD6qaEdHUify+fkw6WQ0i%20jTgu1tUrBUoKa4G0l+zadQzlUHCbOvuucbHrGNVnheZlfeQNjouz0yKUG+kCZ/mp+U6OqwyxMP6F%20s2CXNRljyZpgPNUn6QLpLEGHWmXX6tDw39b6rM48n9VxRuELWCdNpAOfdTarJy14jc/o6BzvU1In%202jXKgVaqaEuI08DVWPad8vA6jfU7Gzj2soUE5wDpTKYO7WsmJ6Qb/m2Fi9MyOa9xIMhw9oHQgArV%20xh6kZr9m/03IRwqS0vk+62/Wd+nas97lrJ2u6tWzzphM1+zve95+65yuvX369/P2+3na5+x3vc/V%20tf338V38HsbkBLG5IxEXHYu8xwWGrx8jNjbeCGQaysqrUdfYbIxAE5abGzBZWojcBDOb83+Ie/5F%20uJdQh4jaFjTMTWNlcx4zk+UoL4s1z6cbI1+OgIAa5BWZGcjsCrYXph2BY+NVpSgpLEN4dAXiE9vQ%202TOLzT3TNpg2mnZuu+i3+NpVEJIzmjmjsyte1hg441dXvOyMB1y1b8/RN8JiDmJnvR5b/dVoysnB%20rQfROJeVj7TJKYzumpmVMYq743WYJ45+ZQPSehowsFSHyaFcZKdHwyc2Af7GMUqsqkddUzvmjPHf%20WJvBxFARSquNQ16WC+/SavibZ4sGJrC0ahy5uRajwRIwXpeKooJyhMdUIzXDOKIjTDozjIHBDDQ2%20xKPiSRHi48oRHduIhtYZbIEO+KDxkOqx3V6F1tRsPAyPxsOkeJQR1KRhAi3txqhO72CTtHfR71cZ%20l4P0iKtr9vpelG+cPXuQrB2kC+zy/qK64Hnf5UoHHsSPaosmITwxRGAk5ogg/DGdAq6A0nASpIpB%20y1yB5SyXNuJ1Hhd9ZwPHXqXDwikWpqsVn5VF8Hr2QiOuwXmTZ/vc5ecoVAqrWFyex5xxyNaYKczM%20HmZnCflKEJFl8xuP36xhj0vkSytYdCzpzmF6ZgVT82uYMdfWdvae8h35bdbMHpYxNb1pBH8Dy0vb%20fzmts2n+vcmlSzNjXSSC0yZ2tj+0qF8qnQ1HJPzW8iom5mYxtrKMv8xBVw2NlrBnxmFpeQXzm2tm%20lAydzDgtLMxhkgA6ZkwWze8bPGP+lHzbOytY3pjBnHl22vw+s7WB1T2+yyjuLTPTWzGz6fVFrK5x%205raJpQUz9js0cEw2MYOV1Vmsbqxj0YzXwsKO4+TV00EznzXHUawd06bFeTO+i/PmmU2sm5833/f8%20oh9AoS3ghI4Ihx9//LHDEHMCqn13zvpppBmozEyKDGKmMX2d9uGdDRz7OQqXeGik7bmI3cVd3MVd%203OX9K5zQcZmbwcQ8LcSYJeYJ4HI3l9M5YSM2B2fZRK7kcjRXWl+nzXtvAscOswjOTxCZHJg3C6zh%20Lu7iLu7iLm+6cBZLI82ALeZ4YPImGmXaAp2A4J43J6aXLl1yGFHuWTs7JfOy5YMLHHuZokAa4RnT%208XAvd7uLu7iLu7y/RcdqCSHNJW3ib9AIcybNmSwDJTmjZn4BJgVihsLr1687jgAz+O91FR0V+2AC%20x1wVZ8EXbLuCFTSb5lKGeybtLu7iLu7y/hZFqiupCDP1eXh44Pvvv3cgWvIUEDPt8XQQDfiFCxdw%205swZRyyWsi++zrZ8UIFjroqOFNizK9nP6Lr3pN3FXdzFXd7/QsMoNEpO0HhWm6BZPKqrmbSy7emc%20to7Pvs6JqT1wjLP2DzJwTFjgPB/NEHuikNnRrrjkwJSRvMbze0LbEeKY0Gv4OwdK6eY4yMo6o8Tj%20Qg7iNZ0VdIYGJOQtR3agpwhZDFgQ6pmyuvD7WWhAQhxjHXxW6e14H59X7loBAfBv1au+kHHVBoGa%20CGXoWchg9sL7uSyknLT2frN9+wAjf0EDYl/YPqW0FKgH72Ub+W+2V4A2/Ft9EdKaFXHsB9Q41mvk%20at68e4RtwwJW1pi7NxGFhZEoKswwApqPkJB8RDyoQV5ODxrr+w1N9s+Qri6vm7+bkVVahvzuTtSN%20DmGISGDLa9iFae9KP3q6ClBdmo380ifI62hH2+I8VneBtfVtjA6NYqSmGgP5JajObUBtwzTmlvaw%20ubWB8bHRHzKQqd9WxDHRj/1WukL1m/R1hjjGcVX6TXvwieohDe3jwvHmM6z3IN4Qyp1Shyornfbx%20JBP7Y2h4zrRhenEZY4YO20MjWO1oQ1N5KcorO9DVs4mhgQ0MD4xgaXHO1MM0k3OYnBrC1i5Rsnim%20vgS5lRV43NeDnLFBlE6MYpyreJu7WG7vQVfOY1TmZuNxdQXye3vQubSC/fMb3LYaMwpgBLujI+gY%20HEDD9ATmmShjzdwxNonNwRYM9j9BTk02YivL8WRyGkOGZKPzpv39raZdZWgZrETlSDcGDD+RDgtE%20yKKsra78gKZFOgndzyprkkvlpybtea8zxDEhgzlDNWQ9HFNnZ56FGijdYB9T1ivkLbuOEUrX8yKO%20CSiI/bbqGKH7KZ2pXR9Jzzk7viQ0R94rGgmdTMiKrNeqh1kP/xbSGv9+HsQx6RjqBj67/HRMSXfl%20FdfYUHY4bkpHeRgrrK89cIwMwsAxRru9S0aaDMmZP0Pt+WGuUyuIAPvFWTaNOAMH6EGRUawKU2hX%20FBSh2khh8l56YgQVEOoX7yNTkEb2dIwUOjKSEMf4HAVAqDh8lh8lRNd7+C00HTsakAwmfxPajoy/%20EMesz/IamUOMz9/YX96nNHvKic12sD6+w6oEBIGoQAsrGIGEgr+LR4SCxPoFKGBFA1L79C3BtPdb%20OcWlOKz9tqbIE4xlP9HURsfQb9o3SqSj5THMtscjLfZzXLj4K3z73WmcPH4fly5H4bJXOm6GFyM6%20vQxVRukPD9aipzsPj/NCcCfEByfuxeBibC4SyysxYN61PdqLme5M5ObfxtWQK/jqbhAuRuQhr6Eb%20C6vGuVltR31jNh7G+sHn6k1cOxKEUI9C1JV3mT4YBTM2bAzBwI/Gx4o4Jp5Tv60Kk30W4pgdTUo0%20FpSkBF6KjdeEZGYFwCBdBQsqpa128X4hwckx1G9sH3mECpPX9o2V6dOg4anhAYx2VmOwMgOdWUnI%20D3+AIMqibwSiHpYju7wbdTRAy8Y53thEb/8Q6mpL0d+QjebCR4gKjMG16zG46vUIV8Iewy+9Ek/a%202zAxXI2RyjhkBdzElRNX8dVZH1yKTERqbT2GRgaxPdOIjeEktGX7I8Y/CGdCUnHTvKt0YcPQaw67%20rUUYy7uL5KTj+Pb+9/hdyD1cNM5AmuHF8q4elBUkICP5Irxib+J8eiHi+gxdHUZxGdMThreHh37g%20ORkg0d7Ky6IneZL3CeVLhtw6o+I1jbNVX/BejTdpLMdIY8DfrVCvcrCtsqYjqXZZk2F7lo7h39RX%201JXKjSAdI5Q76iv+zuvSgXw/DQ8nSnY+FWIgr/M9opHkWbnQtWrLe8Rvdj3MPjwLcUxoalYdI5Al%20TSqE9ma1e64c4tdhpBU4RiP9wQaOcRC578D9BS7V06BqEPhNBuCeAJmM14TEZF9uEKNyoK1elR1x%20jEQX8hbrZAQhgxCsxoqCRqble+1IXmQcQQTyebbFOkO1owFZvXH2xRX6EwWJ7SCTC6aTCkDKmO9k%20vfKCKZBc/uEyEFcZ6LzYcXv5vJK+Pystn8Bm7AhZVjq6QhwT0prgXO31qt/OsI3Zrh4aM7ZvyyjF%20uSXM1pch4+EtnL/8Lb4+cgseN5KQkVmBotYOPDazsdLOHrR3NKG7Iw897XForQpE0gMvnDnpg88v%20x+FOajkaGnuw3dWCpY5UFD3xMcrcE995huC0ZxrS8uqwsNiGncUsNFT5wic1GEcD43H6iB9CvvZG%20XngOuvsnMLuzjQmiKz1VKDsuEMfYb3tAo1ClXNFTqFJW9DwrH8kBeBY4gxDMrGh0KvxbCvEnvEHZ%20m5lHb1sDpsoeYDT7Fgri/REcFoV7xmgG3rmNcF8fPHxcjIIZ4zw8zew5O26c28JsNIT5IDcg2Mhs%20AQLv5iHy2AOEfp+IIK8SpKanGCfKD9W13khOC4XnXTN5OBEAz/O3EBsdjcr6Giz1V2D5SSiyvI7j%20u69P4qNTUbiSMoD8KWPANoex2xmHodRTeHjvG3x/9RQ+MQ7W5dQyJNf3o6KxG+XFyUhKvICLd821%20GxG4mFyHzKFJtIwvoHNkAR0dZlyc9Fs6x5VMUDbJq862C606xl6vEAXF55QJGRw7bwiNjvc6My5C%2093texDHJkRDHeN1qcIU4xgkH93o1m2X9gprlVqJVz5E/WR+fsSOOse/8TaBU5D0rRLCcVvvsVqiT%20L6tj5HS+qeBhd+CYZeBkjGmAOcDW5SZr4BgZyRnimLWu50W94r2CrSRTW5WhFYnHGdqOlmBIZ7sg%20HYQUdBDajtUpkQKhsMszpWBQoHmN3jKX/undnT592rHNQQPvzCl7FnrR87bvIEQ09dtVYofnrpeX%20t8x4GwWWm5YIL8+ruHH9Om7ejEBgYDlKKsYws7KBjV3zLvPZZHamsUF05zxCru9tBN3wNPdGISjU%20OFB101hcmMfkVBUay0NREeWNyNveOOF5H/fyytA/aWZX7RloijuD6KSH8Ehtw82LIcZIn0dGaBHK%20ezbRtL2HIdO+tVfs90EobS+DZObs3heRiR+umbo3lmYwWhKK5ujvUZEWgJTsTNyPjMQDTw9jQL2Q%20HF+M2KYN1CxSAe9ga2wKKwVZ6Ao5gaywEwjNTkRUag4yfR8g/mYiQoOKkZqTgqJib8Qn3sSDqAfG%20UOfiUWC4MeInEBkSjFJjzOZWV7BdXYGh8CCkXvOG19UkRKT0o3NiG9ubQ0DXQ8xn3ESxr5mJf3ML%20X3xFSNFGFJTPoa5lEE3NeaipvI/Q0JP45vuv8O13x3HL0xen/NNwIbEFhd3z2CBdnPT7oFSVz0Jp%20O4iXrddcofC9LlmzX3sWup9Vp+md/I06hoabesVq2A9CHFMbaEypA6mzrO05kOdeg455U3bNHTjm%20pChhgH0QDgtxTDNVen8vivlK5uWz9uxUr1pYn7KFkSG0XCQG11I1vd+QkBBHilAePaCRfp2QeD9L%20IUrY1Cw2akvRGXcTUVd+j5Pf/AFHv/XArdsFCDaGNKOjF4NrS0ZQ9jA7NY/2thrUV0QjN+wOwk/e%20ReSVOOSllaG+qR2tnR1oaW9ExZNcpMeE4f7dYNy6m4IHjxpRWd2KvvxwVIV8Df+gC/juXhTOfhsA%20n2/8EBhh7u8dxuDWJt77ZJU7hv978zGRexmFsUfhGXoWR/xv4/idu/D39UdKYRkKJpdRMzuHts5B%20tDcuobOoHU2RN1Bw/xOEhxojejMEJ78PxDnPFATkPUFOUyaelN1B4sOj8PA4hjNnvXH2+3vwvOSJ%202LwcVDLhAlHeKirRevsW7n91AkdPheNC6gCyHTNpo/SNkR7KMDNpv29w/Jsz+P0f/PAHzrbTMpE2%20WoW2sTS0Pr6EKP8jOHL9LL7+5ghufP4lrt/ywe3iWqTPr2DAdO8dl4g3UhRX8azsaT9hHXO/Ynve%20x9zc7sCxFyjvc3S3AkDoyXIJSXs1nOUraEMBFSp0Wsgsp06dwm9+8xvHMQQufXMlQoFO72TZNe1e%20HsJGexr6Yq4j/85ZRPp5wdsvDHe9o+AflYzE4ieoaG/FQFc3Zhqb0VOQjqykAPiFmZlWUCUiEwZR%20Xjnp2GsdHixEWfE9hJm6PB+G4HpKDm6nVSClsg89A6MYbc9FTd5NJKcaQxEdB49raQjwLMLjsk4M%20Ls9jc/cdpeMLaSLjyA93YqMyDQ3ZoQiOuIuz3rdxJToGUbV1yB8ZQl1/D4ab6tFbWoGcklYk1/Ua%20g92MrtI0xAb74dQNb3znn4SbKc1Ir5tC7+Qoxodq0JThh6jLF3D+aCCOXEjBlTgz4+7txvDmKubn%20utBTGYuyBF9EmPE9fyMDd+N7UT22ifm1QYy0R6G28DRSko/h7p0zOHfFD1cf5iKsvwk5m03oWs7H%20VHkMSsOM8ff1wS0vHyQYpzUrNRkFjXVoXZgDUzhsvf8j6C6HpY7cgWPPoT+eRjsLcYx9epfPSbPt%20NKKKKKcBVrpMLl/T8DIrGPd6lMaR/2bfrbmL6blyT5qH+P/lX/4FX3/9tWPMlVbzRT3it0gswDjv%20zbVuTLXWYLSuGeMDw+g2ir26pgKN9TUYdOzHDWFsYABbw0NYM7Pl1vIqPFD0Ak0AAJGYSURBVK5u%20R+HAFurGgcExo5zXN7Cz1YP+nlQUl8ehoLUKRcb5KR4fQzczgmEPW5vTmJhqNOPQjGHznvr6MTQ0%20zWBx/gNS7eSV2QXsjExgYXQSPV29qK2qRkN3N/oZR2E+Y4w27+nFZn8/OozBrp+ZdETjr61uorWl%20FQV1lSgb7EfL+CrGDP0ZoE3ruMpAKzOrrSvuQlH9KEoGxtHPiOLdLawtD2BotAJD4y3oMwNWXzuK%20dkP7lYUtMy5zGJ+qx8BwMYaGStHaVIzahlp0m3YyAmQUi5jdHsXuzDjm27rRVFmNxuYmDD6Nzp5i%20BLSTvWh3cZcX0kaHHTjmLOT/5yxaWqahcmVE6FRYl07eFcQxLlHTOHIfmf2jc8G+8N8cFxpmRYTT%20IPN8n9Juaq9dH+5/MMI9LS3th/RsfEZ5oznT5n0MFiOoPGfRZCBGvivQiMxF2uloyfu4FOUu7uIu%207nKYxR44FhcX934HjrHDNCLKrWpdLlAUKiMJGShlXa5VcIP2pN/G5W4GdMlBYrS1jDAjLflNg0uE%20HC5J09mg06G8swqUkGElHdhXMoOOgtFwc2ZNGDxC43Fbg+g7v/jFL/C3f/u3DiPNWTef05nQg/I/%20u4u7uIu7uMvB5VACxzi7CgsLeysDx9gxneXjR0dGOPvkESxuzLPtNGr2dr/te9Ki/YkTJ/B3f/d3%20+PWvf+0AhGcycgZ40Wizj/TIOHumd+ZqbMgU1m0KOiw6Q0lnhcc8ONPm/gizw/zqV79yJFXhTFrg%20GoqY5zPvS1yCu7iLu7jLmywfXOAYO8VZIg00l25pjNnh5ORkx1LCd99950hH9ujRox+ilHVMihv3%20/J33c3b5LMQxGisBGNCw8b26lwTmvULQ4X3OEMeEXOYKDUhoX4KuI1ra73//e/zVX/0V/vf//t+O%20ZWjOfAW8wpmwzlbT2ZChpoFX+0gjtldoO6ybbWObrasibAuBBBjZTYfgH//xHx3709zPlhMjlCEh%20rQmBir8rQtwZ4pj6rXsFOnIQ4pgVecuKOKYz3UIOEu1/hDhm7hE9SQfWLzQt6z68XXDo8Dk7d816%202R61TwAgB/EGv1kv77XT6FmIY6zHGeIY2/cyiGN8J9tkd0ZdIY5Z0bR4TeAW/Na9VjQtIY4JAMLK%20GwL1UL85ZtZxUr/tNBJIisBr+G77Kp7aq3rtY2pF3tI72S5XvKHtPLVB/bbyuTPEMStQiSvEMVft%20czYuQhwTsIizkyl8ztn2o/jxIMQx8afwEoR/cRCqoR1x7CDe0Jg6QxxjX1g/7xVvCHHMGW/YEcd0%20rwB0lBiDK3y0T7r3VXWM8CNedznUwDEa67fNSHPApaA4o+SyPNupY0THjx93pCTjcrGYhYzAfnCW%20yPu5nM8lbyvimBBpBCqhg/RWpBsOKgec95IRKDAUCg4sl6Rp8OwBaYIMFUKWHQ1IyF/sE2fHnDnT%20WPJDMHidXeZgsj98hgPMQDBFYfMddsQxAVNYjTSZ2qpU2S++myhszLfKmTT3p7mczj1uOR5CKBPC%20EN/JvvAjSEm74rAKuNCAeK8zxDHR0468RSXAa64QxySYztCVpDjUBrvioLHiO4XEZDUC7B+3TEhj%20gT2QN6zIW3besCNQqd+ikR0FycpHzhDH1G8rAtWLIo5Jadv7bUccUwCi0LTkuArtyo5O9mPEsZ/2%20m+2UEbQimcnh0MqXnUbqt6Af+W5rXAnHgFtwAs3QmAoDge/R1ozQ6J7FG6K9FWmN7xL6l5XnrDRy%201m8rjYQ4JufR6hiSF1whjtn7bXWo5cg4M9JyIl4Ecczab2FW21EN7UhrrniDdVMfcUnXKk/Sm+JT%208YYd5c7KG9LDzmSC7+L9nJxxZZF6V7pAOsYV4tizdIwM+mEYafKcNXCM7XRR3o/AMTIiGY3LtVwK%201r4tjS/Pd9PJoNdiRRwj03IfW9HO/PdBiGMcwOddEifNBA34vA4NGZyCzHYJO5ZOBA3lL3/5S8ds%20mvvFnEVbgwyEQMX3WdF7VMiIFAhn+VB5v45macZC54UGWUe3qPxII9KWM2qh+lA5CEFJXvbLFAGp%20PAsNyBnimNCVXCKOmXoPCMh4rrK+tYnhkUG0tRCJrAMzFjQp9pmCTMG3t486dXp6dn+W5GRc2G+N%20t73f5GdXKEgCe+CzL4o49qbkUchbzvDd11fNrG6gDxNjo690WmBra9eBs97R0eb4TEwY2f3B+Bne%20GJtE74CZ1S3/lPZzT2eSc074Zu0pKpuzMdV497lAHJOsvU7EsddZnoU4JoPlCtWQ7XOGauisSHZZ%20n5WHnweVzRkKn2jEOp0hjpHf2T5nRvV5Ecfe1OTzgwscEzwkZ8JaLlHQFInBgeGMlkLnLHDsZRHH%20nqWoFLT1IkXMRoeBTgYdDiYe//TTTx3GmunUaCjZJ2t79D5XbTkITceKfuYMmYfCSwankyMIVXrH%20AsCn0nIFQ/i8tHoWstXLIK39pN87u5xiYG99GZsr847EDotLC1jhrH7FeN0rm9jYNs/wWR7Z2tvE%207uYaNpdXjZE1s7C1LWyyLbZ30SBsmXp3t7fYIGsLzO/7y+8rXE4zv1A17/6lgYfa758zqE9t+KG9%20m1vYWlnFJpde1zextLGDjV1XOsT8vsdEGuvYWjV0W9vGxg5+hPC1t8vjVNwyWTT0ZXyEoZVdPHcM%20tQ39YcaHr6ILucO6Tbu2jNFYNLy7aHh2xXzTiVoleIZp97aDVVzTfu8AXfC8svaiY/q6x+VFEMde%20tn1WHWh95lV49yCZeB4d+DL1HtY42APHaL/e28Ax6xEsV4QmQd4k4tirFBppzly5GsBZM1cCuPTM%20gYyOjnbMaJ15modZdOxLuME01mwf6aal7rca6ISIY5Mz2Kkrw3imH3IDj8Pz6kncuH0LDyKiEB+T%20j8TkNhR0LqPHqOk1TGNrrgqjxakofZCG1Ng6ZDfMomVrP6uWyvbW/p5im3ECW5qbMTKsfUceT+tC%20e3MuHqUlIyKvCMnGyy9fXwNTx79beH2vVraXVzBWXo7qqAikmk9EVgUSmlbRaCbZmz8RV9JuDBtT%205RjIS0ZRaDqS4xqQ3TSL9m1mMjP17a5jeqIK1VVRSE8PR0ZGOerrV8CJ2Q/iv2tkeaoaO+2PMdY0%20gOZBoMl4SRMbK9js78VgaSkyEhIQ5XkHMRcvIsbIVnJODsomJh3j8wFAzbjLzykThxU4xgTYChx7%2012BBXZW3IbpbASral+Ksn/ufylAlY82ZNT0vzmQ5c33dsKHPW7hMRSPNpRoGrLG9CszQ+XNngWM/%20a+E0a3kECx2ZKIq5CZ+L53DupBdOn/bB9Zt3EZyQiqT6UeT0bqCxbxtL3f2Yq0pHwYN78LkcAg+P%20QtxN6kBM5yA66AwaNb6xNoi+7nwU5sbjfngCLj/IR3zlKGZXjIqfbMRwxT2kZfjiTmwkrnjcRsDd%20AGTnd6JhCugyzZnA+41atW1mslMzXejpykRLyX08ir2GM37XcNorGpEPWpH1eNE4RXvoXuQMl9bV%20WO2dZqNwsjFTFYLHwZ64d+kObt+MgFdIMRIL+jA8MYa19XbU1cYjKMgHt2+H4+6dFOPI5iG/rgtd%20a8aJXB9DV3cqqnPPIjH8DG7dT0XA4yk0TO9gbmkOwy2N6KytQ2OV4eGwcKScPYNEz1tIyUxDbn0D%20OiZmsMUJ99Yu5gxfry3sBw7Nm88gfuykuYu7vJQ6eho4xsnYBxE49lIK5GkEJgOwfm7EMa5UcBuB%20S9vcUiDQCNuk5XcuKWspWR6YojR/jqJgEQGocPldToUiaQ86CvYzjbj5DGNpwzgWDUbBR8Tj+o0c%20eN3MxqOELJQOdaDB3NFjrObsiBGioSVsdLeiuyQeWUFeCLnki1t+D+FXUoaC4VH0Dxtnqs7MxGK+%20x9Ern+GfT9zEn27mIjR7DB2do5h8Eona0K+RkOaHgCdF8L0fhOAL1xEblYvHnTNo2dgGIwTeZyO9%20s7WKuYEC9JTfQUneLYSmhuJKeDLueD1CgvcjPEppRGLvDprX9vOfAMZar9Rgodwb9YlXEJ0SBe/4%20h/AOCsKdgIe4n1iM0sZC9PY9RGVFMB7GxiPkfjnu3XmMe37BiCrOReHKIro2ptHdX4Dy5DMI8f0C%20p4KDcbe8F7XzW5hdX8P41CTmV7kfOo2l4Sa05hWi8nGTcYIHTd2tho9L0daRj6yyNIRnpyIhpxRV%209UPonljFmGno0ns8Zu7yZsqhBo5xRve2BY69TNGMj7PTnxtxjE4Qo4Z5ZIwfGmvOlp+VAvLnLnRy%20uJ9P2FEGuJE3OKtmsBCduLcLjYxLSGPYWM9FW/UNBHp8jU//eAJff+uL0KQsFPQZZ21xAaPLS1hZ%20XjRe7jIW5oYx1ZiChpDTiD72GW6cvwXvRwXIbulEvTEWOWmXceH6L/C3X/8C/+WzU/jiRAxCoxpR%20WN2KxvxQVIR8hUfR1+GTkoTL94Nx2dMb3onZyOsawvz6+7/gvbezivXhQowX3UX+g5vwvhWEU5di%20ceJiFG55hSMmrwhVUxOYN/TeNTpmjkfchtvQm3sHBRHH4BsbgCsR0bgbEIS74YnwzylBTn0OWlqD%20UFdzDckZXvAJScDZK/E4f+k+HqTlonFpGUu769id6cFQtifSfD8xBt4Dd4tqkTaznxjDsZi4O2Pe%20WYfO5mzkFzzBk/IpDA/uYmtpDPPd0ciN+RSnLv4Wvz17GV9cTUNYRAea2haxvOvG7HaXVy8fXOCY%20SyXBIBBDDGsgmf26Asd+LiPNNvHdPKtNR4gOEIPftNf7thfOqrlHTiazRtVz3/rnWo53WXYmsTj4%20CIX3/wCPP/0Vvvrol/joxFl85X8f9zMzUcoI/7ZWNLW3obG1xfSrBEnxcQgM8Iavnze8/BIRFVuL%201nZGk1eYfvoiMuJ7BNy7hJtX7uH7o+G4FVaDgpE5dA+Vojn5PHKCz8LP5w6+O3kKJ8/eQFRiPbpo%20DD6E/BrGWI5PVKGzOgKN8caI3ryF3357HH9/7DaueOcjI6sdLY1tWG5twExdAwpr25DdWIORugR0%20JF7D3Yvf4usTJ3Hdyxf3grMQ/6jRgbW+OFeE+nIP+IV+hyP+N/Cby4H45LtIREfXYn52Gdjow05b%20BGrTjsHH80scPXoJ57wykdg17ViudmiB+Vns1NegJinecTSzubsPe5sMx5/BZnkq2qNOIvjc5/j+%20mzu45lGOzOJF1M3uoAeO+b67uMsrlQ8ucMxVURJzGg06F/Rc7Ib659yTZrAbl4hp2Dgb5bIxHQYa%20Zy69v3VGzkUhf2j5m+dV2Q/umb9VPEKrODqEldoSNOckISclDhnpyUjLyUaq4em8wiJUGiNdY/pR%20NTuLqp4eVJSWoaigCA/z8hFoPN60xg4Mjy1gY42rBDzbOYm58R7MN1ahP7cKRWl9KKtbxuTqHjZ2%20RrE6X4SelkwU5WUjLTkNmYUlKB6YQvcmw8o+AEVkzOHG1grm58bQ3VSH4sdZSDI0f5heaeg9i+6u%20DSwaozo91ImmqkYUlA6jpnoGC3VtWCrLQ1VWKkJSU+FfUIjs5i6MTxuZ2GTU9wJWOmrQXJCKsLx0%203MquRnTmKNoa17C9zjDwIewsFqK7PQ15j9ORkpSFzJI6lMwsoNe0y7FRNzaBvfpGLDW1YJZnkzfX%20fuCTlfFRdNWY2XVWOrLS8xCdW4nYug5UT82Ah6PcQWXu8qrFHTj2tAgMhEvIRO2i10LDp7PBNCQ0%204MS/5of7wNyj5jXrYXc7YpIO8gutSKg4nAFb0bT4b2dbA3yWbaHjwyViGmkubytBBgMIaLxpqPks%20B45eFj90Jngciu9kX3TWVhHq/AhIhM+zHl3jN/9m2wR2YK/XCqjhCnlLKEjWc9f0DBn0lpOT45hV%2085t1CgiG++sCcbHTSEAYAp+wogHZEZOsaEB2xCQ74pgVMWnItGNxeBQrQ+PobutCS2c3JmdmsMrj%20UTyKY/49OT2NVlNHnel3rxm3efPcgmnTuGlPHxPYT45jaJQ0IcgDtymAqXEjcDMb2BibQm/7MAb6%20px1GfHlpGqMTHRif6sf0FDNAdaPVyM3w8gImt9YxMDr6o3Ehz5EvOaZsN2VMY8N/C2BBwBLOwC0E%206ENa2B2850Ec47OvC3FsXyYIQmHGdHjc0GHG2MUxdLa3obdr0NCEPMZxGsXo+LBxfibR0jqC1roh%20zPVNYW9+ERvLSxg37+g1dXZOjJp79kGGHOvVq1vYXVjChBmb1pEpNLSOYrCfcRDs97pxEBaxtrGE%20qckZdBjHt72nE6PLi5gw491veKPD8GQnz/mzn5RnysTGPohLy8goqqbnUGm+69qa0dzTjjbz/u7R%20EfQZGem0yJqAREhTu6yRDuRdocYJBcuurDleov2PnJznQBzjcwchjlEOXov82FDZngdxzIru56zf%20pJ0dcUx8ZEVzFEgKdbPoS5mwIitSz1hpL1qL753JmvScZI3X+A6BuLwJxLEPPnCMHaaRZgIKPz8/%20R0CWEGVo2GiUuYyfmJjo2FPlvX2OdIWDPxgVDpgdMel5EMeEdGNFAyLx+QyNIQ0038tvGmyBJwjQ%20QMqUylbt5XNkIt7LMeE11meFxBN4hxXeT9f4LaMn469nVC+Fg/UKAtEZcIGQeHiPFAcVPZmZNExP%20T3fwCbdH6HRYoTOd0ciKpiWkLOu9VsQkKxoQ77UiJtkRx6yISSMEiGG/ia5Fg+wiN/acuTZOGjkB%20lFh1rBjQULANOyBOx+gYsGL0z8a2ae/0mPmNtCdvEEJ0wvHNcZ9fmN8fFx5VowNilKJ1XDjugjhl%20uzXeApSxOmVCxHOmtKWI7Ub6TSKO8ZoVsU/jInjU2dkZ884NxxlnjpMjQJKwtfOzGDfGcGX9pwGc%20S04Qx35Q+BtrmJwgb0z8pN/78L/TximYMrPsdWwS0ta8s5vgFuadTC06TJQzOkiEnzT96CPqmKln%20wPw9zOOFlAHzTp6lHjAyYpU18S5pyvbZZY28KxqRDs5AQgSHagcxOQzEsZeWH3OvFZXteRDHxEeq%20195vQX1aEcfER1bdyjFlG6gXRV/KBNsnCFHqSyvt9U7x/fPImiZo0q3vLOLYuxQ4puVktp2GmntP%20XPZWykcypo40cZAO2/EQ7CSDq7i0QVrSe6JAvCtL288qVAj0SGmoeaabM2o6EcvuHLzu4i7u4i6O%204g4ce1qEQONYwmppccwUrVHH/KaXxH1gLne8iSNYWuZhkBWX4dmm9yknM2lIz5TnqDmLZkAc+YbO%20yPtytt5d3MVd3OVVyqEGjvFbqSDflaL0is4IIMSxNxE4xnbQe+KSMAPFOIM/jKWUn7OQxlo+IwPS%20U2QqTQaTcZvE2R63u7iLu7jLh1TcgWMvUN5EdLeOenHWzEA1GizOMjmDf1+XgZUOT7Nq9plnwbmi%20oaATd3EXd3GXD7G4A8eeo7xpxDF6SDpqRWOlo1bvOh2fVQR5ylk1DTXPVHPLxFm2rsOVii1gcQgb%20Q1UYaM9HeUUmcnJTkVf4GJW1laiuqUSN4YOOyWmCU2ILG9jdGMJKTyuGKlrRVjeMztFVTO4BPw6B%202TVj2I+RoUa0NfWhpXsJA2u7RO52RBjPTnWjpb4JNdX9aOlbdlz70NYSdrYMJfoHMFJThc6GGtT1%20DKFuagcjG0Ia+wnXYGdtGIuG9gNVHWhtnEDX1KZjXPbV156h+QjG+mrRXlSJ2ifG+R3ewejWj+tb%20W5/A3Ewf5qYWMWOIPrZNSM9tc88C9uYHMNXebBRjNfLa2lEwsISOBR6NMzpgtR9LXS3obR5Gx5iR%203fUPbMDc5fDV0dPAMQJp0UgzrfJ7HTimVJWuEmwo7zLbbM1F+yYQx+gM0DvijJJGmh/++0MLpGIU%20JZf5ufRNJ+UwjjUcWHbWHQkXZqvuIjXyY5w9/2t88fWXOPXddfjfCMLDwEgkJ6cip6UNjQvTWJrr%20w0p/FhoyghDlHQJf7wIEZvUiZ3IOI7uOXEpYWV7B0GAXqqtSkPAoEr4ReYgsHkP90g6W18YwN5mN%20JyWh8A0MxpXzYQjwe4ysukm0m6ZM79EU/Tiz03tX9naMRzOPrfEeDBVkIcvHD3cueODS7UcITBlF%20eatxlOeADcZMMk0VI4AXJw1hG7DcnYTaKD9EXwqA350MBGd04LExpANza5hZmkRrRwaSo+/g/glv%203DiahtuBnchoWsTEppG33RVTb7txDB8gI8cPcallyKhaQ+38Hsb2ZjC/Vo6ZmmhU3ffDjTM38NG1%20EBx72IDUlnkMzPZjricTHenBiH0QD8/MDqQNrYIJQdnMrXW4Icfc5ZXLBxc4xg4ziptGgKH4NLba%20g1bOYR1zsh670TK0ztAdxnI362c0Nw0T28eB+DlTCP5cRcdJyEdJSUkOp+hNZvFyHK7dG8XcdIpp%20wync8TmJGzdjEHqzFE+CazBaM4yFpVUMzUyi18yslhubMd9ajOL6CASlhcLHPxu3w+oQbGZ29Qsz%20mFmcQk1lEYIDo+BrjMi90HLcz6pCbt8gRpYWMNucg8b4M0hK88W97Az43PJExPGryIqqQEXvNpq2%20iST+nmfD2jZuyMgTbDdGob8yFbHx2ThxIQbnv41CsmchqlOGjEzsYpL+KrOU8dx9ayV2ayMwmOeF%20RzH+8PIPgI9fIO4FpCIiuhZ5uc0oLy5CWkIUggMicM8nF75nsxB4JBrJUaWoml1Ex8YgmlpjkJv0%20Dbz9juAbn1h45IyjyXhGK5ujGOxJRXOWN4r8PHH7qCeOfhsEv/AclDc0or2rGd0tuWisCERY4g0c%20eRCAK4XFyBqZRFnvCmqatjA2uZ/O1F3c5VX0ISeKzgLHnNjWdz9wTIaY+7w0ADxqReQrLmWz4zQM%20PIJFsBD78vJh70nTW2LyCdZPOn6IBlqFPMNlfq7GcCzoWNnPTx4il4DY3ZvbRejsCkJ4hCdOngzC%20zQspKMioRtfkDPrMHdNmlryxsord5VVsLw5hsS8ZTQ89EX0qALeuV8AvfwrZvZ2oaUxAWrI3vLyD%204eGZh3C/J8gJTUJeTiZSa42xzg5Fccg3SErxQWhJoZn1xSDb2xexSZlI6xxE//qmA/nq/Ynrd0Zy%20Y6SHC7FY4oOieOOsxCbiZnI+PKNTEGKcm+ScUlROr2Fy5ykhjGO9PdyOkczbKI45jbCsOHimpcPP%206J2HsQnIzy5GZUoWqkKCUe7rg4x70QgLKEb47Wxk3wxBaWYOapaWMby7jvnZXvRleyAj4Bi8o7Ph%2037yJAtOc6bUlLLVVoy3FD7H+R+F5/Rg87gTA+1E20trr0b/YgpWhFPRkn0dE4Lf40uca/uXaVXx+%207gq+uBqNs3HtSOxbQz8+rHSj7vJ6y6EGjjG38dsWOEbDx87RSLN9Xl5ejo7HxsY6jPPVq1dx/Phx%20B3iIlrT3QQ5mHBHWNOxcduCsl9cF1EGDLsQxgXHQGXCFOMY2KEUjr3EZneeE6TBwFi0UMSuAgdCA%20WI/SPfIgv0AedMiffwugxIoGxHYKtYerB7rXigbE9mkPXshBQvgROpnaYO23Dv3bi1CQeK+9qB5n%20qSr5Hj5HA016c3WBzosi3NUf5abmUTXVo37bEZOE0iV0MiEm7feFgCV7DmSwkZE9rG5MYn0uGTWP%20PoPH17/AH/7pJH7zG3+cOBsDn+RiRHV2I210GCWjI2gx7+3saEJ1ThzSfG8h5IIHPK6H4V54Bp7k%20FaCvMN4YnivwuHcK3/r54ejVezjzzQl43TN819yEoro0lIYdQXLgGfgEB+HShSu4ef06wspKkGfa%201UbAD66qPB1vtpcrDVakNStikhWVjePi7FSAgG14r90ZfF7EMStvaFtLY/rciGMEW1lcwe7GIhYb%204tH44Ahi7pzEJY9b+Pb6NRy/5oUbXonwS69AdGcXyocH0dHdi4qqGhRlJKM8+DaSPU7h4pVz+Pj4%20TXx5xAtXrwUiMSYKnRnpGHv0EFXhV3Df4wROnfDG138KxtmvAhAaX4SShSX0bU2ip/cxylNPIsTj%20zzhx2gse0c2oHFnB8vQAxrKDUej/CXzv/hLHz/4S337/Pc7disa99DoktZmZen0m6qI9EXX2KL78%205gt89MWn+Prb4/jt6SB8dK8GAcWrqOndQnfPmJEfyuXaj8aQvCu5tNLIGR6CFXHMPi6cUbGeZyGO%20STfYZc2OOKYx5Dulu6yIY6+iY+y8Id3lCsyEfSHP2RHHhJYnQBWhD1r1MP92pofZFy0j21ENpVuF%20ZKZ61RdXOoa0PyzEMY7LBxM4ZjXSnO37+Pg4jHVkZCS8vb3x7bff4tixYw7EMbWbjMB+EGmMy/ic%20bXPWLca2IiZxoPihQHDJ3Io4JkbivWRQPsuB5xI3AT0IR0qDxL+JZiNFyX/b0YBYPz/cJ6fzwHpk%20/PleXlNbrGhA+l3ts6MBCc1M77eiAalefaz95v38kMGtQsb+8l4CwLAP1iAw9UXG324MZFz5PFc6%20GPlN5uSH40P+4kyb97Bu5dRWH62ISbzHWb/3BZz97jH3kK5UJEYZTo6hqzkVuQ9OI/jid7hz1R/X%20rsbjyrWHuBKWhpsFRfCrLENsWRkem09BXr5x4FIQEBOLO/Gx8IpJMbySh96KGuz0lGGiKhrZsTdw%202fcKPr1yCd9fvoLo9Bx0GkUwu9SLkdpgVEZcRNS1y7h26rxjRlhOpWroMGz6MWhoO2z6oPER0hr7%20KDhV9U395j38nXENHD+rYhfiGMdFSEkSeKtCel7EMTvPWVGlWI8VcUwyQV4YJs8NjWB0sA/jzYXo%20KIxBXko0QswM2OPWLdy55W9ksxCZpX0o7jLGuaMUBcVxxokOQ3xUNPLNrDk3LBwBt2/j2MXb+Opq%20BM56ZSHuYQmGG+uxPViCgaowJAbexrkT9/Hpp5E4de4h4nOb0WXaNLHVi97+GBQVeyA49BauXvFB%20dEQRRocWjCczgMkGMy4ZR5AQ9xW8/b7DrZt3cd+nGImpo8hpnsCTtg5U5D5GakAg7pn23vf1RkxC%20EgIL6uBbOozEJxOorhhCV1u/kQ2iff1U1vhtpxHHTDCT2naTw65c8lZZOwzEMWv7WK9QxJ5Xx+hZ%20q45hvc54g/qRkxMu6VqRC8nDbDf51I44Jp7nc4zf4fuselh6SrSSHmZfrHrOjmooFEf124pqaO+3%20VcccNuLYaw8ckwJ92wLHqGQ42IwepmEkUAijiPk3jTCNNWfUNAjyZPlNZqLxpIHgNR4PIqPYPRky%20ggb4WRHgFAgaf76bM2jWS+PPgZaXR2F1NvBkHBouLo/z23oP3ysmtNOe9bL/rNcZjKdgRa1Y29ax%20lfG2e/l8j5jfGa6wYEVfNqUm+8QYB44ZVz/+9Kc/4aOPPkJAQIBDWHTgn21gv+2OobY5XPVbkH+E%20hdzaokBOo72jG+2dPejp6zf9Nkqzr9vc043ybuOwmXEq6+hEl/nuNZ8efuhI9HQiu6cbeZ1zaOvd%20w8KiocVenyFeD9YNz9Tm5iM7Jxt1xrmanjbK1LFcRUXbj7mOIvRkZ6L9Sfk+hrGlD8JdpzzZeY58%20JKVkD2hkv/kMn3VgWTtZ6eA1Z7z8IoWKlrzBdr8IIp54o8/QeN7QamtnD1PTM+ju6nbwdVdXp4Pm%2083MLhlabWJxvN79no739Cbp4vbsPvU+hH2v7upBrvgu7FtHZv4elZWNo93oM8Tqx2NiLytwe5Dzu%20RGNLN+Zmp/ej+B15qvowPdNl3kW85y6MjowaQ0Da8/qIqacc/QPZ5nqJeXe/kdE1jAybq+aWrc0N%20jIyNoMO0k+3tNfLcY2Sgd3UFPTtb6DDO3uBAH9ZWfrrKJPl2tspEGeI1ZwmKrDrmMINKxRs07Haj%20/zw6hvzgTNZcyTf5V3FCKtIbrlbi2D7qQOpN6z1skxxzu0ywL3KEnMkEf5NM2PttlbU3NfmULeAS%20NyGrP4jAMQ4el05pMMhEmgXy3yQG90J5jzVwjApMqSqftWfM359H4VmNNGfD9n1XoaA5ox9/U7Cb%20s3sOasNB11SvqzF7Vr2unlW9L2sISCsKKx1A7skcPXoU3333nSPZiZKAcLwOeofa7qp9u4zE3uOz%20e0/bu+cIJP7L3XuOz665Z5t9ZV1P61S9u0x5ymf39oOQn755/1nzw+72jmv67pnfTR/2nLTf0Z6X%20HNPDHJeX4XvntN/90Z77D0h/jrGw1sl3bD0dq316W+9lLD1pv/cT2pv/75CGun/vR2O6/07Yrv2l%20jr29nR/aYb/lh3Y8vWilM3ll7w3L2usqz2qfxu118ILqssvns/qp6y+jA19WJl6Wz19lHD6owDF1%202OoF0ZGwev/629m+jqK7X8cRLNXH5Ro6B+8LJvdhFAoFx4z8xH1qroDQGRToCb1pOlpu4BN3cRd3%20eZ+KYm7sgWP87b0MHHuV8rqiu4URruWsDz2S+0UKmZK0J83o5ChlJbcK6OxY097R8XmfsM7dxV1+%207kLZYxwM5Y1bMAoy5NKws0xx7vLq5VACx5jR6H1FHCNxXgVxTGnVrEFl7vJqRZGtpCtn2nSiGGTB%20seL+EQ22AmOsgTju4i7u8nyFxoBGgdt9PAnD2B2iL9IRpmxR/t4slsGHRfsPKnDseQoNp3Xp+XUg%20jtHjpANDo6FIZ+WAPqxC40Vngm21e1y8phmpM6PFZ5Q/9l0aN86qGeCn2AHGRVCZcN+fkfPa+2ff%20qVRIfx11k0BY+8zfeZ3jR5royJe7uMu7XCTf0s06VqS9YfK8Xfa5+kedziVXf39/x3YTJxusRzJB%20eVI9eg9lTfu4zup1l4PLBxc45qqQgchQZDrrbNlq3IQ49jJGmkFqMs46f+csEtpeaEg4SPyQltb2%206DfrdX4rsTwdCxosGiWrlyvPTEc5tCogo0WDpOM5in5UdjD7eFrfa88epvqs91jboPudBXy8iiG0%201qdzvaQDjTUdLe5fK0iPS3YcU249KLKd13W0jmNdTgNfVOT40ElzRHZaHM/99rpnEe7ydharHMpY%20cvbLlUHKhnQBeZ08z9Umxt3ob8oJn+XpCKbMZcDmV1995Yg7YnwIA5o06eA9dJCpe3R2WGfqKV+8%20Rp1jNeTSce7iWp9ZA8c8PT0d40OavZeBY64KvUQ6F9yUDw4OdpzDZUCSNV3iq+xJU0hIGzIsmV9n%20El0tEfF3tomODgeHH+65kvl1xpRCxt/ZThoh3kshoOCw/QkJCQ7viw6B3sN28G8OMgVVbaAQsV10%20UFiPzsjKaFPYaOD4Pp21pACTFjRqaqOMH+lDwbdeY3vlvbN+XpNB1IoCFQivsS3Ojl28TBEeu2bC%20OmupiH22jYFo9FDJt6GhoYiMinL8zW8uMZ08eRKnT51yYOdmZmY5aMTlP47F/pE2ng5Ygru4y9tU%20yOfCU6Cs6fikgGcoe9QrdD65yiR9wn/zSCrBmwoKChzPUpd4eHjgb//2b/Ef/sN/wC9/+UsHzgSv%20S/fweR5p5XOUKTq9Oq9PJ5mBnnyXgIkENsIJwfMe1/rQyqEEjjG5xrsSOCYmIROTKWmgtZQjRBka%20GzIbmYzGLzMz08GMNGhc2ifjkUm5pMq/+TuZmsxLYmoWx795ndmt6MBw+VUH+HmNf1NAGJRBBufe%20D2nIPQiuTOhZIpOpbraHMQA8P8yEFDTM3GrgN5/hNb6L7+FZbPaLz1KQWB/r4DvZBz5DT5nt4LIW%20PzoXzt/ZHr6Dz7AN/DfrIjob38PfWC/fxw/byiNSBLdhO/kc7+c10op13rp1C0FBQQ6lQBrpWb6b%2048H7ZeTVZ/aF7WX7+Rxpz/fyOseR9fAaAWt4jX1gn3hNIAsCIRCIAt/JflAAbt++jZtGGV26csWB%20MPWHo0fw69Mn8Ktj3+ITM4O4dP4CwowhT330CI+zc1H8pAwlZXnIy48wf4cgPy8F8Xm5CC3IQ7Z5%20Z1tnK+qq05GbE4Lc7HhzT7b5dzZa21uxvrqOnfEZDJeUoTYrE5lphgfDMhGRVI2K4QWM7G5jeGIc%20fTyPTehaI086601ly2UwyhgdICo68qrAF/g3x4jjznu0ksNrEnqOEWnEazpnLQQ8PidUOSp31kFe%205jP8UG7o6Cheg44fFbVWYNg+fvOath94j5w8Ojn9/QPmGs8ot6OrpxJ9g/kYGTUyVJ2EmOhgBMUn%20IrWpBVXDgxgYGcTWOpdL19Fs2pxf8gT1rR1or6lHWZThv5Ag5GQY+TS0LyktMLLbio3NNnR0pyI3%20KRjZAYl4GJiDoNR8FPV1YmV7DevGUA0ODpv3DqOrqRtVCWUoT61F+9gCBo1y7B2bQF9vP3qME1Zb%20X2N4yshsE2Mdeh1n57t5Rtv0oZurUoa3OC48crXEdLPmWvfTsZFTLONIPuRvuiZHlc9T3sj/lEvS%20Uueh+ZyMpVC8OJ7UUXKkKQPke9bL50hz1kc5pF7gs0KKoxxQJvgMdQXBlMgv/PDflGl+01ml40pM%20guvXrzuOP/75z392zKYvXbrk0JmUVcog9Rblnc8+MvKRkZHhqJ/yThmjjuHvvJe8xL4rlzz1Kt/N%20v8nj7HvP0zPwvI/t1XI5+y36dT2VCfI9aUie1e96nr9pokS6dFnGReiDCoLjM7zOyQ7bTFmgjpBe%205L85Dmwrac1+8F5NiF53sQaOcRbNwDHqOG0jvLCRftcCx6SwODAkApmVzEgmkkBR8ZHROWDC++YA%208R4pLA6gBo3CRaVEJcffeF1GmIPLd9G4cMB5jd+8TmYg05AJ+BvfRYZnkAaFgHXyQ4bndb6LjMH3%20SNGynWwXmYa/8x72i/XKWPGjPVq+n3VQuCiQNPb8mx/Ww7ZQ0Inow99Yn54jo/Cd7BN/54fPsG3s%20C4WA7RID6538N3/ju4jyxtmpQGX4oZCKRqSLnUZsD5UL6xJdZYz4PgoN2yJHg+NFgBoqKo0Vx8iK%20oESlRwElfStNPeWmPYVmVh156QrOHruIj8964/Mb/rjp5YWwQD9ExkTjQUYmkoor0FjXgt7ax3iS%20dxPBQd/i3PnL+OR4AL7xiEFAolF6hTnIy76D+5Ff4ZTvKXxzzQeXb0QiNacUvXMEi6hEfWYQEv2v%204Na5yzjym2s49nU4fHNqkTk3ibLJMZSZcSgl4I0ZByltBTRybOm0iCeoKDSDkkMlvmRfqazopJCW%205CuNpQNA5SlcJ8eU/CJUORoYKTe+S8pJqyUC4uG40VgIdlG50aUsta2gLZnhYSrFfvT3tmOwLQ29%20lT4oyb6NAP+LOH78KL46exaXIiIRnVeJyqo+DPZOG+PXh3rybVwkyuLvIyfGG0He13HjzFVc+84D%20V47dh59vDMoq0jAwFIOqmsuICjwCr+/O4sQX1/D1VS8EZhSjq3cZywtrGBlvQG3TQ8SF3cX1T27g%20wrcxuF9gDMfKsBmfFoy0lqAmNQ3Bt0Nw8XwAvHySjLNbj472QfQ1taIhOw/l6Rmor63CwOgAJuan%200TM3hYr+bhTWVDv4stXQng6VFUpTudNJP44Zx4ZjJMeb48ZxIT2ph/gc+ZPjRp3FseIzVkeK48Ix%201fiQB8TXlDnKjuAyOaZsB8eEsib5pgzy39oW4jOUGeojOfFsF9uv+/nNvki2yQvkDaXc5T2cIPB5%203iM0L20v8TplmHWwrUIKo5yTfuRFOSakIftN3cT7SQ/Wo/gaOpnkU/5OmWDdvK4VPtbNdrHNrF+I%20aKIJ6+U1TTR4j4JRpY9ksNkX6Wo6M3yOY/M6j4IeauAYO+MM8vFtNdZSamRyDpT2SbikwH5oGYgD%20TGNABUkCkikoSM6QwUgPYSTb9w+EkOVqS0DLyXwfBc66fy3l5wwZjAwnTGz7Xo/QdoRtKzQ1CgYF%20i+9ztfQkVCBn6FTas7IjBqlQMfNZ9kH7xNaZBIXKGRqZkMxc0Yh0HXg6g7EXoWCxb6yfH/ZPYDUH%20CpKh705rPbqSHiDqwnWc+5MXbpx9hOw0Y4zaejE4Nore9UWMbs1iq7MF6zlJqH7khdteV/HJF3fx%20+SeJ8L5thDrPzLi6zexxoAQtVdEIf+iP054hOHMnFcEF9ShcbEf1QgbyKrwRlx6GoLBkBHx/H0Hf%20+CA0PBfx/RMoNPSqM33pNPSbJh/ZaK/ARipOKkjS1Eor0toVjcizrvjooEI+Iu2lREnTV8qxvmMM%20R1cmRrOuIj/2JsIiAnE/JBChfncQ7eeNpNgnyCldRWX7Kga6h7HR2QUUpWIk/HvkRJxAaFYGgqJL%20EH02CiHfJzmgO5PTH6G80hdlxvDnFoSbv2MRHuSHwFs3EPMgG2V13Ccdx1RvPHKTz+DYqc/xd7/7%20Fr8+FoSbiZUoN7PtqZFSTFaFI8/vGo5/dAr/5+9u4pPPEhGT2I6e6XnMLpgZW1EiCoIDkBoUi7Sw%20NOSnGCe5YwL1c1toHp3AIFGvnGyPkd/l0AhTXisOWnXguLzo8UzBVx4EUSmYTiufCIfAGaKg+Eiz%20WVd85GyLSjJMQ0v9yX/b9YYztDzRiPU6w8SWbqU+si/7sv00ZORPygRl3woUJShbZzRSX5wFZyk4%20lXUrSI73Sn/SLshheF3FHThmUzwKYnAWDU0lp2VFZwD3B9V70LWDrosJyGR2Jfuy9dqvWZHNnoWm%208yL1HkQH670HIRe9aL3Orqlv1v49U/EZPpif7EZOxk3cPfcHXP/9SVz5JBzed0uQXzqA6YV5rG5N%20YnO9EVtlaejz8sS949/gd3/8Ev9sZsKfffEQ3vcqUdUwiZWFZayODWKuMA+ND8IQ4nEH33vew9W8%20UmROjKOwKweRSRfglRiLWw/rzYzwPu5/fQEZYcWo6tlE49YeBqlYn0F7zarJL/bVq1fhwYOeU2wE%20P6+CHbCztoyx0odojvoW5SknkJxxBwHBfgi74YXMO4F49LAC0fUbqJjZwOryIrZGjFIvTkdP+Clk%20eZ9GiF8iwn2ykO4RhsTbyYgMqUJmTq6Z8QTgUbwHYiJDkZaWheSgCIQcP4eY8Bg8GR9C+2ARKiLO%20Iuj4Kfz2Xy7h//7Hr/E3Jz0QkNyK5idj6EhMRXn4OQT7/Bm/+f2v8J//32/w0b9EIPRhIyqmetG9%20W4HmrjBE3DiGI3/9MT79vz/Fzd/dxcOgBlQ372Fm5fnlxY6e5Qod73nH5qBrNGzUKXZl/7K88Dzv%20pKHR0r7VqL6qTjnoWRpczeqtTsCr6pRn6c/XafPcgWMvQaw33R86OlS67nOIb6g48hXPYq62CJlx%20Z3H5wj/h6z//Dn/46gz+fDMAl4yif5hqlHdvB9rW5tDR14OmojQUZfninu81fPnVHXx2Lh53M8uR%20z+2LlhaUGoMRGRqKK34+OOYdggs+6QiPr0dJdSua2nJRUOQNn8Bz+PToOfz6Vxdw8pt7SIzJR0/v%20MJa3NvE8B/XIn+QTft4kOI4Q/F7lnXtb29jo6cZkfhwKH57C7btf45tvr+L4VxG4dzsfyaVjKJxb%20Q918C9q70tHalIfWogI0Rj1AoZlth3sH4MI5P5w8Ggi/O2XIy59DXfMk6sozUfXwIpJuHcV1Y3xP%20HI3DrUsZSCwsQ/lyExrmqlBdlI6ykAhEnvPB13+8jt+eCMbVR6UorevAVGkFJkti8aTgNu6HXcDF%20S564eOER4hK70DO+gpXFFvQWeiD83K/w2S9+gX/4//4PPv6Xr3HO20xU6nYxtIq3smi74U3qMh1v%205Dvf1MTt55KJ11k+yMAxLiNrT0fLTO/Ksry7vAltYhTIyioW+7tRXZKO7JyHKHzyGBnFBYjOyURG%20wWPUMsBvdh5VRka6N3cwtzJrHhnGxJgx2I3dyG0bQs70NJqX5jA0OmKMRTnic7IQVFOJ0MZBPCqc%20QU35IsYHZrA81Ir5xgJ0l2eh6HEuouKyEP+oGE0tXVhdWSDo9AdA9G1jOUawO1dvaFKG0rJ8xMZl%20IiGhCrUN4xhZmMU8+jC/2Y7R8UY0NFWjrrYOQ61dGDIzjFIzJlEZuQguaUVixzyq54BRM7GfHhtF%20X2U2CrNiEJ1bjODHQ0jMXUBt2xIm1owjtrPgSOyxauR/vLkFhSlFSEwtQWl7N8YX57CzZOi/NIWV%20+X5MtpZjsKQIXTUdGO6ew3rvFNBbh9XOBDSW3kfSozAkpSYh/0k5sspHkFe/h8HpD2Do3sNC466l%20di7h/5yrwR9U4JjgIhWFzX1n7i9wWZ7BC9zfeJ17Ce7ybpctY6znF1eMgPyFf5eYx/lp5iEunnEH%20bt2ZkJvPguXa6uIiJmZnMLG7De7+Tpsqllee3sg9vklT08b+fHl9cw3zC4xG/ZBAH+iITD/9PKWZ%20I1iKRKIiIs0ZLLO/pL6wsIJZRpDv7Tp8Ki5rji8vgou3E+ZDGtPlpm5dmF8yRt44RIbYoj19Hzg5%20mru6bsab2bN2nVxcWuUsxDR1Y7+9jKGYHDT3jpmqprG8Nv+DMjdDiGnTkGX3qaJ3smj7SHgJP2f5%20oALHSHQGEXDJgMdsGM3MoBdFBysqkZ6T9bC9deCE4OWMkPRsrCg+1qKoWWf1cslCWNTOlrT5zmfV%20a0+UzsJlEtbL51kv71EEpPqiKGHWrWhnLRHxb/7OZ3XGmP+236t6lYmKdbJupY8Unjaf1Tu196Zk%2063zO+k4+q0TxAlFRX36i3k1drFNBafYxs6MrWYuOYTnzSvdxwld/QCf7Sb3sC+t14oTyN15be0qH%20H/HK9pYxQOzL8gtvYagvzvjooGKl0Yui3CkPrzMaicecIddZZcKZoy7eXXVCI9bFZ/cBhXZs9f6F%20d531ZXN9zUH7dSdyurPFExukvZPxfjpjET++SNncNO1dXnnhcXmVIplwpjeEce+M760y4WxcJBMH%20yZoz3GjpFFf6SHxkB4kSr4g/XxQB0dpeZ7pVx9eepWOELuhqUsk+OWv7YZcPKnCM3jZn0deuXXOg%205nDfnI6EjjoxqpuGmjNsLoFbB4ODTY9Kx6CU81l9E0iIUHrszKtoZms+YKFucVmF1ziTtyZxZ/1k%20PkYLMjDHCqwioytgEtavtqhevVNHF/i3UIYEMKDjHfxbCT+UGJ0BcuwnmVzBQfw3f1MSduu9rIN1%20cYlI53VJR72TbWBb+DcdITpNfE6R5jrfSBqxXrZNkZLKr6szwlbakw58pxwsK88pnzKjZfluOR0q%20QhVzlgeZAqkz8vagKEfOXPNMtwvQlWmeXybtDY3sCnSZfXGcf32xrF2KqNaZ2xdRFgpAfBnQCI7T%20QTTSuDijEZ9xBUyjQCKOy87Oj/uyP977Z4TtCn8/V/DgD/xpIxImDY26XNBocYG8243BoZ/mA9ZZ%2045eJzp2d3T8Pzv6+KfQsjqPOUdv5iH1jxLQ917z0A2lDmWB77fEuvJ/PkfflxFv5SOhk5Au7rHEs%20FZVuL+QB8ZHqlCMvOSTtrc6BnDUFz1qjvDVh4Dsl3+qH6rW+81k6hn/rhAvbo7PTbA+fU+Q96aN3%20C0L6MA33oQaOCRDkbZlJk/A8zsSD+UTK4aF6HgnguU+epeV5ZLadBsUa3KAjBAzn57005Fwetx5x%200uzTFbazs0ANGQEdPxIK1g9GwCh4q5G11sv7+ZygRa3KUwaNzKhzrqyX3zScfKdAJfROeZHKta0j%20EZop0eHiR56uwBAk6MK/lvNAJaCoSh0xURtknNVvBXXwHioFCo6ETjNw1SuBHLEYPyGKCdjDGskp%20BpcTIppYlYDOjTrzwoVU5mwmrfF2NpsTJrireqUAXlS4Xzbgx4q69qKzdx01OSwaOQskOohG1r48%20r6zZx/tZ9b5OGh1WeVUa0ShRVigTVuMnGlGuNbFwJms6SWCdWIj2rsbbTiOd57fqI+u75JTq6Je1%20XjkTAjKx8pH1VAzbatcxAnqx6hj+Th3HyZrAXIivwG8CHXGFmDZAwFW0GcR6oC2gTjmscf+gAsc4%20UNpn0Pk6DjQND/8tRCYxPAlAI8LBpDHnwAh8gHW8aopJeZBsgzMhoxCxvc6WX+TdOTv2IshOMq4z%20xuEzOico9CfNcim0dFKs3qz2RKxA+moD2+dsNqi+OZuRCI5THqmz9rnqt8aQbXG2PM06hXZlL2wL%20n3W2FOcu7vIhFhomVzJMOeE1yo0zJ4qyphXFly0CvKHMOsN0eN72OdM/ap8zHaN6rTqGeod4FDS+%20BFk6duyYA12N+8AEWyJ4C1deaSQ//vhj/M3f/A2OHDnimIwe5r71oQWOXbhw4Z1PVcnBFeQhZ+Ac%20JC23vsuF7adTQu9U6R0FhG/1qCkkEiB3XmZ3cRd3eZ8LDTv1H/U8g7M+//xz/PGPf4Svr6/DKHJS%20w1k2cfz/6q/+Cv/pP/0nhxEnCtlh2gQ34thzFHp4gkXkLNNZINHPVehN0pBqZsqlHc7+yTT0Fvm7%20lnP4zdm39hDZF360L6zZpwIqOMvmqgFXEWjEXQW2va+FPV3fYIaxv3irm5sb2NnepxP9fq5jbDoV%20rG1HgNLa2qpTB2djg8uUKz8JinLUu7Xx9NrW+0HIlyh7eJoydvPZDv72HuVgA7uW1ROOC9dL9kje%201U0O5F/G0FzYXH06wNYx4zObhIdcMWPmZLn2qQztufEK3k95fxpsx71fbtd+//33jhVhzqypL7kn%20zeVvxjMxycj/+l//y3GKibCjh2mk3YhjL0AozihdBWr8LIrsaUAa6cy9EjpF3Gog4D2B7WlcuXyj%20PRkFjmmZnDNnrQxYl00UWEIYVC6x8MP6nfVb+8WvG2XnZyasGfB1LM+Ooa2lBo1NNRgeGUT/QB/q%206uvQ2d6JybkV9G7uoBXWQ0N8dhMb66sYGhhBS3MnhodGbehKm4b+E2huakFHe48jetxhLXbWsLW2%20hDnjybe2dqGhsRPjE/PGIcC+xfpgyjZ2jAMzPTqKJmZuam7D1MwSNrecbSvtOY5DzU2OoLmxDs0t%20zRimE7q+jdZtHsUy1zeXgIF2bLTWY4GJNIZWUde2iY5BMzvZtJDW/GNtadmMbbcZm05MTRqZIKiN%20ac+e4YU1xnl0dqG+oQ59w4NY3d40o+ZeXXqfioLilA3xypUrjrwC1KPUh4xFYizTN998g//6X/8r%20/v2///eOmTb3pZ3Blr4+dfQBBY69bBFeKw00Dd7LBPwcVqETRIPL9nHfxIwLPvvsM1y9etWxoqEg%20OAVtKShGQT2OmYGTo2YKANHHmt5RhcZeWaacwZa+s2XHTLUm6jBfHYzHCafhefcbnLtwDFevXYG/%20/31EhGQgLqkFWR3zaOAZ3f2RMJ9hjI4yS1kSEuKZrGAaY2N/4f2dHW4zPEFxcTyionKRm88zmGaG%20tzEAdKWi5XEoHsbEwT8w21xvMU7XEoYGyX8fgookX01ha6kOY2XpKIsIR0xQkKFFAqJjagyPGUdz%203SZzm4byI08w8SQc6TGBuGoU69noOATktKCibQMLPCa03YDZsUQUpgfh7s0HOHsrDd6ZNUgdmUAD%20M3jtM7zjUPNCdRPyHpYjKqYDhcUrmJjewPZWL1b6C9Ce8hDp/kEIeRCO+0a/ZRvndmz1LYUTc5eX%2048CnQXGcnNB+cU+ae840jAwyVgZCLjdzNv3rX//akQ2MCZmoBw9rlfHQA8fsYP/vlK5+GjimzDP0%20qOjB8LcXPWt62IXtoaEkA9EDJJMxI4siqF8nA3EfmwzLiEe+7+LFi469Ei6Nvx/SaqZhKxOY6S5D%20aqIPLl6/iJNnfHD7bAwe3c5AdWIdWgk5ObOBZnP7IlaxvlGP1qZAPIg/g1P3buBkeDIiyrvRM7ft%20mG+trw6itzsLhfkB8A0JxDHvHITmTWNywThMI6UYTr+ItITruBsXieuXvRB0KhA5kZ2o7wI6jfiM%20A3ifF7+315cw2ZyCrpybaEoPxWPDW6FBgQi85YkkzwdIT6hDnpkBdy0bueT6NoFEuqqBxkiM5gYh%20ISged29F4f5dfzzwS0VSTDtqKpj4oBQFRZHwj72P8w/icMozER5X4xCbXoeS5TW07U1gcOgJxp8k%20oiEwEt7Hw3HhdjESaxfQaqbavcPNmK2LxVCyJ2IuX8aJ40HweFCLvLpZtPdMYKCvCX0DJWbGn4sn%20pfnGmah3pLEc7O/FEE9euHMkv3OF+pK4GQzQ4nI2v7nkrcxiXFHkvjWzlTGzHo/sHiYq2QcVOMZ2%20CKjEWdFheitxdFxIKSD5oaFefQu9aHpcZCLOoBmFTu+OS9quIhxftnB/mkzLgAp6mZeN8uKxNo71%20+1EcZhUrS4OofZyNkNvRuHYhFcGepahNacfM6JJjz3MJO5jf7cdc3yPUpZ3G3Yu/wf/58y/wn779%20Ev8YdB+3KotQNtqG/iGjxGv9ERb0Db789Av8zW898b/PP4ZHzqgxwiMYL4tEbdjXSIjyQ0BCIXzv%203kfw1SuIictGbucMWjf2Ucq23xPqOis764uYqYlDR/xZ5CcFIDY1D2GReYj1ikCatx/iU/KQ2LeJ%20dvn7q2YEemswX+CN2lRmECtCTGgpsi9HIf7GQwTFFSOBKU7zEvE4IgwJoRGITE1BYPhDBJ4PNEY9%20G09a2tDQnorShO8Rd/1jXPj0KP7wT5fwhXHG7pU1omRhHgPT89ga6TDOQCZKwu/j6sUweN0tR2bu%20LEq6F1HdU46qvFt46PMJLp0+guOnPOAVkIRHRXVoHBvHwiskHXGXn6doa5D6k8ZQx2A5ObEua7sC%20V3rd5Y0Ejv3cs04uYXBpQERXnlWBcChvMdvN60qi/oMCeZpakc/xXhqjt81IcyDZRjoRNKDMccqj%20Y67Q016l0Ohzj5r73pxN05ukl2cFW3m3Cx2aYWxMGS855iL8Pz2CT/7xMr740hjR4BikVNTi8cA0%20GiZGMThRhJHqEEemJL/LX+K3n/8Z/9+fv8MvLgXhRnIR8psq0NyagCdFl+Hr9Ud8/NFv8V/+6QT+%2058kIXEqux5N645kXxqDm/kkk3faE961k4+BG4vydEHg+zkfu6DDmPwRM+R3jOI8WY7XYCyWh1+B5%201RdHz4Tj6OVw3AiORFz5E1ROj2FkaQwz88MYHJ3CYHMrelPuoCjiKLyivHD8VihOf+ePi3fi4VdW%20grzBXLQ3BaM+4RqS7lzC3ds3ccLQ+LS3FyJS0tBQX4u+smSUPziHqOtf4+xXJ/Av/3QZHx0Nx/WM%20chTODGJieQjTg20YMDOrJP9QXL3sj+s3MvEwZQg1/WsYGGtE6+ObeHD5F/jTr/8ef/P/fow//eoO%20bseUo2B+EdM777Nr5S5votgDx2JjY9+fwDGhztC4MiKOneN+OY0LEca4HM+l2r/7u7/Df/tv/w3H%20jx9HQkKCY9nWvnxBQnEZhHXR+K28JR6yMsvQ6aBx5jbD6dOnHcaT/WBb6Si9ThQkpX8jpCqDJrhP%20wi0O7uW8L4GCROVeGjezrLBP4fXVr3D0i0v45MhtfHf8PK5fDUSAmbWF5TUjs6cbQ8sL2FgdxXB/%20LvLzHyIyugh+/g2IimlHc8us4RXmLa5GS3M46mvuI+lxMK48fIDQ0kqMzM5jc6APXclJyAwMgJ+Z%20RZ84FWgMjXGAmocwwPSpH4Im2mUcQDX2aqMwnhKK2Dve+MOp8/gnLx9cN85+Vmc3Gtub0NWchtry%20WKSmFiI/rQ4TZZnoy7oL/1un8ceTF/CJVxDOmVl4XFszBtZ6sLJUgsZybzNep3Dc7wY+vncf34RH%20IKm6GjNLi1icn0N/ewvmm2oxmFOC0BsJuOLzGCkdE+jamUDncC6KC0LwICQI58/dx/kLSYiO60VX%204yY2u6ax2VGO7rooRD+8jLNnv8epj87D67swBEXmI8W0uX99+UO1Le7ymsqhBY5x+fPnDhwTXCQ3%20+2lIuJbPvVoaabaRjsSlS5fw29/+1mGkf/Ob3ziWEuxJz9l+/sbZI5cc3paZNAeI2wscPO6PMBLx%20+vXrDm+LfRZU5+tODaejChzfEydO4Je//KUjkIIoPXQW3o9sYjvY2VrA0nQ/uofNjHekDOUjdegc%207EFzbSvKntShubMfM2ubliNYRFNaNoZhA/Mzm5if3cDG2lOo1r0tbG8xYngea5tzmF6cwRyxux2R%205DtYm1tAZ0uzcXwIltOO8QljQDZ23uslbhszGzoYmVqbx+7iHBbMzKF/dBg1UxMoNbLWvrmFpeUl%20rHe3YLmuDDOdPYa+K+aRZWwvzWB6fAR1TSPIr5xBTecyppfXse04RrWG1bVp9A93oaS6AoU1tegw%20sjy/tuYIVeNna2vHMQY8prUwvYjJmWUsbe2acd3G2sYcerqbUVpWhuqaJqPP5jC/sI1t7uCtmzZN%20jqG9rc44qLXoH+hH2/AEqsZm0TaziFnT7vUPIoOZuxxmsQaOMWjsvQocY+c462PoPI8l0XgxSo8B%20ANxj5u9sI0Pq//SnP8HDw8NheGiEBWVJI8jZKMFMuJTMZ+nF2Pe1+S7uE3C/1r7sSwPJmTkdBi5b%202A0m98Jp3Djj5ayY7+Tf/Obf/F3Qm7yXkdyC0ONeCR0Hto/tJL15ne/hc6xH0JtsA//W2Wm2l86H%20QObVBvusWxCBgidlG/g3Z86kFz07engMtmDdVsYhP5AmQvfhMg3bpyQcrIfvZHs4VtZ+s4+8riQc%20/Dd/exEaCaFMbbAXYZg76/e6MZIT0/MYmZvAPOaMQt/6waAsGkMyMmSeM/RbMe/jOd3x8SlD9xnH%20GenNzRXT11FTP/u9acZgztCP+OXb2NnexezUNObMuDARx4Kh/ZAZi2HT3uU508bJ8f0USutrjgQd%20g6ZfHCd7bIdwi3WG3c5zB6XaE24xecC+HcWxIC2Fdyx66igf6yXtleiDbRBv8Dcrz/Gb7/kJxjb2%2041eEPfCTxB3m7znT7knzmTf//kHa1jawNzOHmaFBjI2PYnntx+hxG8bOT4wsYnRgGIvTs9jc2z8i%20xx28OXPvwtQkJpnZyNQrZD7SdmFpGZvE5zfjNTszaYzwOtaWVzE6MmGujzt4Z8o4DFNTRkbN7Hhr%2028iPGaeePkPDcdPXtb/oOEa1jMzPYtTQbPGAfjtTsoLmJe3tyHhWHWM/SSEdw2sHyQ/Hyc5H/Fug%20Rq7kx643+Ld9NVFbbuybMwQu8gDbx3qfpWPsfETek97gdbaX7RBOhICYnkfHsA2s15ke5jVh/Duj%20Ed9jlzVrvw/jKNYHEThGwnHplzNOKXoOmhJbcNbJmTXPDJMZOEiCwCQDaN9aiGP8zc5k2jfgQDpT%20mGQOBR7YmYPEJsOxPcLUFQA8/+bvbC+Zk4PFazNPlQyf1b/txX4v28C/2T4xs4y9tQ12xSEsbt7P%205/i8mJ6F/+bWhrMkCqSVQwk+ndHzHr5H2cT4fgmi+q17rf3mR2MmLG47jViXMxpZ22Av7Auv8Xn7%20mMr4T4xNYGt9yylf8T2knehppRGvkebCK9e9ipGQ0aODNMp+M2iRtKeCY2AIj7/RCLINT+FbrUVJ%20VMivdoWpVRb2jW1wppB4jW1w1m++z84b7IMMm52P7P0WZrza4Ox4nsaF42RXNhxH1sNkGTu2fm8T%20H8CMF/ttlzUG/dGBYmKTRbaBzgr201eylk3S3iJrVj6SMRAfqd8KvBR/2uXnJzE3dDBM/a76zd/E%20c676LYf9ZXTMQfKjI5l2Z0860ZX88G9lvmMb+Ld9osK+8BlXsmbt9/PoGCsfOZMf3ct2WfXGs3QM%202+AMRZF1k6dYr31MRSPV+yL9fh1G2ho4xlXq9y5w7FWLEMfoZb1tiGNi6Lclgp5jrbSGbihRd3EX%20d3GXVyvvdeDY6ybU24A4phSWyi6kVIDOltF/jsLxJ42URvBdd9DcxV3cxV1+zuIscIxbm+9F4Njr%20Km8T4hjpy31nLr1zT5j05Uz6bTGGSp+nVJWk2/sRSOYu7uIu7vLmy6EFjvEY0PuAOEajzBUBa3DW%20z4k4xnczaIBGWrlQ38aioDsufb+rSTnWt/YwPjGDmZn5HwkLg4Hov3L3afjp90/KytOLRCGxdX97%20ZwsTk/v7rQxQ2q9hBPshR0aGnm5JvwXw8D9b2dzZxtT0hCOIC8/gn5UVBjONY2FuPyaCZBvFPlzr%20xuYOJsamzWccu4bue0+HhIuFWz8VeHPRXB0f249Acxd3eQuKO1XlM4ijJe63BXGMs1QGKbw3ONlv%205cAb9b3Qj4XOXJTnBSMh0R9JydFIepToOEefmZqKkspKlI5NoH7PmmBjDetrI+jtakHHkxaMV4xi%20bXBj/5yP4z+MOm1BSVEZUpKf4HFlL7oW18xTy9ibacF0RRpqH6UgLa4OWblLaDKStTCP9xtq7Iey%20h33zOoaVwRbUZxQiPCAFgQ8LUdAziPGtNTjPNLJqjHk7ivIzEROZjPikSmRWTqJ+knCtW0aGBzA6%20UoiyohRkPCpAfF4LEgcm0LC18ePsZasb2O7rx3BhHlofF6K/ecIYffkH/M8stmZ7MN3civbyTnS0%20TGJxzr2V4y5vQB19CIFjfL8SS+hvGll5IdZ1ff6bfbAGPvE+zqi5vExCEcv7TRlptpnL2fywHfyw%20bdb2v82FM31FzioFpiKy39rCBBtTzZitiURa7CmcvfQZvvjmW5w5cwPB90OQFB2D1Iw05HY3o9GY%20giVjKPbM/GxhvgSlVSHwCffFrbAIpJWWYHR2zFybxfJSHTraY/DwYSBu3ojFjVvFiMufQPPSrhnb%20ccyWZKLEyxu+x2/i+rc+CPLIRk7KJNq6jWnf2J+Yv/2j/QqKaHsTq9OdmOnMQk92LJI9g3D2qDe+%20PRuAewlpKGztRu/sNmgX93b39pcZ5o2iWqzF+HAGEjOjce6SL05+6Ye7FwuQkzGJweFJzC6Um4lC%20FOISzLVrAfj0bAguBUUjq6EWE1ub+4scrGukC8NFaYi6dw8evolIKRzD0CT1AScYg2YACtCT64uH%201z1w91oqItP70Dw+i43deWPgl7A5PY/p8QnMzE8Ze79sZHQbywuMCn6fzYe7vInyQQSOsUMEIlFy%20DJ51o6GlA8EPj1dVmpkRf+cSMpfoGU5vXaYlobiUz5UBpjN7U4FjQhPj0S/O6pUP+l3Z6ydzkZ46%20IsE9av7t7Nzs21PIr5uYmxlCXlYyvDxCcPN6KoJCn6CgtA5DE+NY3N3AqJlD96MNC2sVGO2NQUr8%20cZy8/if84cZ5fB6RCN+qOjTPdRnFnY+qspsIDDwNL+9o+HpVItC7Bo/zBkxdRrm3ZqAx9pyZrSfB%20L6sLdzzCEXriMjIinqC8ewtNW/uL4e+zvt/msZ+yIrTEhqEyPRkZ2Y8RGv4QUZ7eyPG5h+TEEsQ1%20b6Bh+WmO6OkpoLkU2xWh6Kl6gITafETk5CAr+AHSvOIRF1aBnKwGPDEThqTYSNyLioF3dgF8w2MR%20fOoMEkNCUGlkaMrUs1pbhKGSUCTGeOD7Yzdx5GIyImqH0LOxiLXNZqxNJGEm/zaiL/0Jn31xBF/e%20ycG9+kXkrk9haNtcH6hGe0YKooICERIcbhyEMlRUTKO1B5h7X5By3eXn00YfQuAYjRrRsPz9/R1J%20u4nTTSATgm94eXnhV7/6Ff7Lf/kv+PTTTx1wmjrELwIocIz16Ozgm5rFKqUk30sHQfmgre17mwud%20NIG1kLHo/HB2/XbvUzusADYXatBlZnXR5/1w8osgfHf9Ee4VVuLx7BQ6wZ1kBsmNYKr6AfL9P8HF%20I/+MX/3mH/Grjz/GV3fj4FUyirzeTtQ0GMPx6Iox0L64fTcHET4lyDGztdxHGUipqkROTghKwo4g%20NS0QAU+q4BWdCB8fX/gnZyC9exBD6xvgfO59PtC2t72GzZ4ijOf4IjfGF/dDjZMTkIeAu4kI9Q1G%203OMCFM6sYHhnH5zMMBa2htswnO6BorhzeFCYAt/H+QiLiEDKwwQU5xajJjULJcEhiPHxhldAFLwf%20FCMqIBu5ngGoMLORmqpytD+JR03I9wi59Ht88dnn+OdfXcKnJ+PgkV2NrMFq1HfEoTLxMuJPfIqz%20v/xH/Pb3n+GfzkXhZMYgEqY30L4zgu6+dCRFncf3X3+CX/7nb/DN3wYbh64NdYt7WHJDd7vLK5YP%20InCMxo1tYQpHeiGE/uS+OSFCjx496kje/X/9X/8X/vN//s+4ceOGY9at5XH2h8aFs21u3HM2ztmh%20fQmfBlOoOK6AG3jNGdKNEHQ4q7fTSsk9hIQjhCkaaiGq2dGA+B57QJkVFcfZgXsh8fAee/uEgsQ2%202tunM+Su6hUymFCnrMAZ7LfqtcctsN/qixCT+G+2TyAzdsQxOQCqV84W38u/naEgsR62/ceIY6b/%20C+NYr0pApccfcftf/gG///vj+LvfXMPvv7+AC/e8EZqRjuTaGpQO9GJgqBX9JZnI9bkLn+++w+UT%20J3H2mpm5hTejtKEdA4PJKC66DI9bx/DNN3fx+dfB+P6SD4Iz01HV143ummRUh3yJ5ICj8AwIwDen%20AvDdlSj4lzaiYGYC7SODmDbjvmsDHRHiGOlg334RPx6EOMZrzhDH+LfQlZxh1LNeoV4JcYz1sD12%20dDLrvc54jk78wgK3ctawMP0EPaVeKAu/AZ8LN/Crry7j/1y4i3MPk5BYV4vq3jb09peivSMfRWWN%20KH9ch4HMYNREfYfr177Drz+/gD9+5YUL/o+QUF2G7uEKDDfHITfpHK5e/h5ff+GFz74Owalb95FS%20mGvaafrf2YCK7AdIfWicqDun8cnHFx1G2v9JB/KnB1DeXIy27AS0hD5A0pHrOP/RLXx9rQDX82eR%200jGH5pZaNGRGIOTKUXz821/iF//zIxwx99y4lYXEgj4Mja85lQkhrdmLVdbs4yLEMT7rjJ6s14ru%20J8QxyoRQ5JwhjrFe/s73WhHHKBP2yQifZT2ueIPv5rPOVsqEVCgZtvOyQFy0RSYUMeVNsKKISV+S%20RkJLtCKOOWufFfnRGTKYEMfYDrvxE+IY2+AMxMWNOPaKhQyYlZXlwLbmxjtxvLkcT7xr/vvLL7/E%203//93zugQYOCghx7zxwIEoBKnEY6OzvbETTE1QE6HlYjKIhF7lczwIyKyWqIOOgkKmfvHEgpTDKY%20knYwWQWX4MUASpNJphaMnc5HyyiSEfnNe6xoQJzxC4JUgi5UHNbF66zDqtiFxMMgOSHnqJ0y/nyO%2075SDIAGffoquZE3zaTWCEmq+k/VwPNQvwQTK+CtYT0fehGykY132flsRx1SfPlpx4L/pZLFOZ4L5%20A+LYU8Hc2d7B3MAIOrJSkOV3BtHeFxEbkYKYmHzERsUjNiwIkRFRCE4uRnL9OIY5ZEZWNvoH0VGY%20j5yUFCQnF6L8STcmx6aMwNO5KEZBfgwC7j3AdZ943EsvQNngEDa2GaQ2jIn6DJSmhuFhZAzCQjKR%20ltOK5okVjO1sY2TaKABDi2HTfvKENbaCyoHbLxpvydrLII6xXkHHcqytqFJ7DijUfR7hNaFeSSlq%20XEhrOU9CHBPPCcnLKpc8MVFf32gcHTOe050Y7S3DZGEGyo0cXvW4iW9joxDU2YHqScO7QwPoaslH%20QUEcouNSkZ1ajqnWesy3m1l2+kP4eoXhpsdDeIaVIaFyCIOrc9hBP0ZH8pGbbZwevwc4eysRFx8U%20IbvJKPGtXbDr41OT6OwuR0V5ClKTs5Bd2I7W6TVMmD6Pzy5g0tB+sq4BPVkVqE1rRlntHBom9tA7%20sYCBxkY0pGUgJzwaj4xOyXycjnLjIJSVtaDiST9aW4Z+0m/SURn4hEqm8ZG+4DVnsuYMcUwIgJJP%20K+KYXSasiGOahEjW7Ihj/I3tJP/IGFiRt6x9kgGmnFEPcmytBo7v5XIt9RzrtfIc28DJD/UjdaFi%20cOSQSN7tiGPWa+yDFXGMv1EurBkNhcpm1S1WnSXEMV4beipr9n5bZc2qs9yIY69YyEwcTOZYprEV%20o5CpuG/OiG2mW2RGJybwtjsVfJ7Gl/dwKZ+Oh9VIc4BoyPksBcHqwZEeFB4yKJ+zelrySukUsB3W%202RyZV0whg2r1Pqn8pPiczXylLO0zatZLRmS9zhhKe97O8JQpOGRQZzPqZxXWSyeEe/8cBzotzs5Q%20s31SOM68cbZZToazFQn2mfVax1Azyuf1csmv40xt2tllPkZBT/Noz55FmM0stG8I7a3GAPUZulh8%20k1VD733jRyDKHZuwMT5iAhPjo9jZ+in9Zmbnn2ItO3d2OGYcu59gjJt3st/OZtQvUthv8Ybd4RIW%20OGnPb3shz4s3nM3M2S/WazUuNE6SjW4mg1k2bd/ZIyGwTYAe4wz3mHf1GMLNP6XmgqFRd1cP2owy%20Hxo2/V3fsLyHM6xhdLRPoa/HKOQ5K+15nHLMONjG+HQZx9Jysmt3b9fIEVfBiFX+U/rNzs2jj47y%203E/5h7CtQ5zVOZkVE8N9dHTEKT1ZrPS08zLv13g/S39STqQnnM0AxRuusMBd6QKrjnnW9h7bwMkL%20dSCfsc70pY94TUdYrRMVtoHGmR87brZo5AxyWDRyNvNlHdQDdn0sXmafWK8zncC+yEm11ysdw8+b%20ikv6YBDH2AYyGonOb7WJ37pm/d1e5Jk6Cxw76HnrNWfXXV1TsIASfNDAWY2W6nXVXtV5EC2cPfsq%209T6L/spKpjzXz2qfq/Ki7dMYvwgfOtrAZw685+n+6Bti74No/yz+fR3veB7ecHXN2bM/kb0XGBvH%20x9UTzzMuey7G0sWtB/HC3nPoncOUtVep51nveF6esutA+zi/jA48DJ57nTR7U3bt0APH3gfEKc14%20aZyVZOCwA8e0F03vkzN/fh/GUsqbLmSs1506013cxV3c5X0tbsSxA8rPiTim89DKY00j7SzwyV3c%20xV3cxV3e3+JGHHsGcbQvQwLRe3nTiGMKAOKseu09wYmk00bnx1maRHdxF3dxF3f5S6Ed4h4/J4o0%200O5UlS6I9KYQx7R3+zxJM3gv22HFxyb93/ZlcQVf0IFThOW7iu/tLu7iLu5ymOVQA8cYrfc2BI4p%20vSNncNb20DDwNxcb8D8qCu0/bMQxOgRc4lak+EEZt/i7IqG5BM+gLIK20NPizF9wnOzf25YyVMfb%20uB3yc6b+fAFJcWA87hBEw3y2eXTqbQPq5PAyOnpzFzub+9Hk76ZWYh8Mvxoab+/tOpDWnunCESrU%20jNGOM1neMYTY2sHulpEDQ5Qtp/XtPf11zwmvMgp5x3xM/eYP8waX7SH5t3b237GL9xuAxl3ekFh/%20CIFjNFY0rjRcipLWuTd2nOv7NIiuluV1xOVNII6R6Jxd8rwhzw1yaf2gmbEO8zc2NsLHxwf/8A//%204ABl+eijjxxnvnX+moNKb+xtwvsWmtpbj562sgz09WKhoQEdjQ2oMd+trW3GMZp5u9q9YviktxvT%20dYPoatnE6MQzE0i9fYUySFANQ+M+86kbGkYzgS5wQJ4RrmrxOE1dLbpbmjHC7GIaF2NYMTzsqG/A%20yHm9keNGHpODNQsW/8WUZd3mY4/72NsHNDIy1FBbi0bz3cikO9QrTpoya2Y4Hd1G14xPoOPp0TF3%20cZdXKR9E4BhnvgQuIeSnDB9/4zfPTXOdn6AmNIxClZEhp2HTeUUBCQjJ6jAKjSgjyelQ0LCqHa4K%20HQi2l47RmTNn8B//43/Ev/t3/w6/+93vcPv2bQeqWkZGhmMvnXCovI9nvjl7pWPi3hd2XXZ21zE1%20XY/B7scYqC1EZVYGYiKi4H8/AUHBpYiKakZR0bDhh1dLF7pEMBxixi8vOozRi0vLfgLG2bEslGV6%20IDo+DlEl83jcBPQYa7I8/y4Q2/R6uh27vZmYb4lBSWoY7nqE425gJh7XtqNtYAH9fXvgUeW9vW3s%20J5wcBFHN5wfKUOV/FwlnziIyOAgxJQUoGBrAhNFf62vLaC9PRkroeUQFeyIkJhMRGe2oaScoxjZW%201vsw0JeNgcoo1GcnITqlEvGVUxiaMzPnjSmMjhQbh+whSp+EIuT+VVy84QGPlFokjAJVW/iL80Bd%20acZwpSQBNfEe8I2KxZ2CXtSMvZvxOO7y9hRngWMMJn6vAsdo7NgWX19fx3Iw98oJqlFcXOwwzn/+%2085/xz//8zzh+/LjDsaBBs8JP0igLmpOzbs5MnUHivWgREo/dULJu/k5jzWVsZzmjhdTDlQA6H1wG%20IWIaMcj/+q//Gn/4wx8cEKccCxpnAojk5OQgLi4OkZGRjk9UVJTDSXneQDi1l+99HTNIbSHQyXAF%20p/rzCMUmFpb60NXzGIWFgUjKikPCk1Zk1/airLoepaVlhnfK8ehRuXH+KtHY0oCR8SZ0ddThSXE1%20MrLrUFE1gfFRpprcw9S4oVlfD4Zqq1GWk4WcrEJUVA6gp3cBk2MTGG2sQU16NmLi8nE/rRapRY0O%20FK6GBjPzq28znyFU1Q6gproZvXX1mG5sxLDhw+bmJtSPDKJ9YRKDs+3orItBTvhFBHoHwCeuHdEV%20a6gwE8Tp5XdAE22vmclsMdarfFDz2AP3HtzF6QteuHrxnnGMHuJxRTOqhrcwRhZhho0lY6AHC7DY%20/AD1Bd4IMwb45lkP3D7ug5vXE3HvUTWetHehf/AJqqr8EB13An73LuD2TT/43k1EZrG5tryGxZV+%20DD+JRcXt8wg6dgknPB7Cp6QP3Qtb2N6aM05aA3r6E4y+8ERQwLf4/vgZfHs5FfezZ1BtJt3Tm0YO%20+wYxWF6FlrRk5Hidhd/pj3HcyN6lR1XIbFzG5JRj9d5dnBShLlqR0FSEEMYtPSsIjoqQx5ydeqF+%20ZL3OIJxZVK8zvcffeM2KOPbz6qNDDByjEXwbAsdopDmjvHXr1g/L8KWlpY4ZJpNuXL58GadOnXJ8%20E9dbSwkkjpJbcH/9oHzSvJeMRKPuzCnhniuv8TkrBCCX0bnaIKYg8/AjzGteE+ynljZYP2f3nBWz%20vfSu2Dca6kuXLuH8+fO4du2aw+FgX9h/Oks8SsZjZDTajx49cowRgxBYD700ZdpyJkhkEq4msB7t%20gQvfXMFr2vNnW0kLwZgK49l+L+mhc+B0NgQnqQQcdFZ479bTfWD+21mQGf9WwJwzQec7ec3Zvjfb%20x2tKBbpf3xqmhspQluYF35tncfJOBK7nDSJ7dBtzG3SmuP0wjAVjGFvr8lGbfw+5KRfgE3wdR07c%20xue/98LZE8kITWgxs8ABVD2pRHX4Azw8fQLffvYn/NOn3+Hz7+/BO7gEqQVtKM3NQZbfbdz57gqO%20fnkbZ85dg7f3edzzvQ5vzwjc8ciHt2+Wmb37I8r7IsIvnYPPtSu44OeLE2FxuJNSiIxiY+hzMlDy%20wBcPffwRGFWImKo+VM3NY5YpGZ+mPCWdSEvSifQkbXhNKUQVw/Ai9/I+fqzjrXtFe2eOJn9bWDC8%20sW7at7GEtc5MDKdcwePAa7h/xx8e1/1x/dJteHl6Izq7COVTW5h56htuG8dn/nESOu5/g5yQowjL%20jIFfTDb8z4XD97so+N9NxqOUSJSW3UZZxRVk5noZpzQcnjfuGcN/DQHpySg07Rpb38VUeTVqPa8g%20+NRnuBLoiYimWgyvP00Oatq2ON6JpoZUU5+/Q4/ERpq2PGGe6lHMdpWgPd4Hj65dxvXzHvjm2+P4%206tgX+O6eN+7kNeBx0yqGe7exPrlE5ejYN18nz7mQiReRH/u9wrw+SH74G6/t0/75ZcKu65yt7lll%20zfV4L/xoBigMCuoVQaRqwiJMbMWtSL7Vb94vfUQdbaURnyOqpHSrlUbUMdSffFaTAyuNrEGt0jXS%20MbpXMiF6Sr8fRmyNoJff68AxDmJKSorDMNEbYbtoHLiPy6VffngP207PiwPEgbUaaBo3PsuZtDOI%20PfaTA85n7YaO/SdRadw58NY81vKSyFDCveW7OFtnPWQ4AamQCfgbDVpycrLDQGt1gHWz/cKl5b00%20+vw3jSuZR4zLvolRWReXTjjL5qybjpUVt5uFjCjMWjI76yXzC5NYuN4SQGHq8praQLoqGYNgAwWZ%20yhUK1itIUjkAFEJBKgoCUMF0duHnO9km+2xciTqUGMVeSAeOGWm8pdUMIiZNTWLocRb8Lp3Bl2eO%2040JkFKIKi1FcUWFmwN0YNf1qH55CRXkJqh9eQ2rQZzjnew6fnfHB6T/44OQX/jh2LxrBhXkoKshC%205p2buP3VV/jqzFn8/uJ5/OnLr3DyajA8s3oRVFCCkPBT8Pf6Dl53rsHr7jHc8foUt8ys7KaPMT4h%20lUjPKkdFUQQeBp3EsW8+w2+MMfjluTv45VcBOH0uHsnpJUaIHyI+8hS8Qy7DJysHiVVNaO7swjKV%20pqGnFZpTkJziDdKG48TxkvNImnI8BcUqvGaOO++lMynIR374b/5mxYHmN+nrDNbRIWvdPZicMY7t%20yhwm6xPQFvUd6v3OIv6yD77/yhcfH7mDq3fvIyn9CRqaFjA/ZRTl7BK6+kZRXpiLiujzeOz/OcL8%20ruDW3QDjqN6Dp0cwwkIjjTMaheoqL2QkH0WQ7xnj7MThxIlIfH7kPDxiI/FkdgZda+tory5AQ9hZ%20JFz9yIzJSVx5lI36oVlsLxiF29mN6conKM3PQGBIMAICI1BW1YyppWkMT1ShrfQuasO+RMTp74wD%20dh1fffM9zl7+BF/d8cSp+Hrk969jfXUNu0MDMERy7J9PGxp1GRq9iPzoCKZVfjiOHE8lfSCNrbLm%20TH74G68JPdEZrLDGUPFEvE79xraxrdSXdOrZJqvDTF3G9rmSNQXesg3WlUNhU/OdbKN1AqS4Fate%20E40E+Wnvt/C3eS/pxDrJ+1Yase1W3WqlkQJZrXSRjrHLj+gpu+Gs369aDjVwjIr/bQgc4/vlcXLA%20+bcClhTdbTe4/I3Mw39TUDgL5REsDq4zx0PMxMF0tsfLZziYrjxQMSKdABlcGXN5eGQSzoK5TM1Z%20MFcseC+vuVqWUV9ksJQ2Uri1bI/2tTmj5VYA+0khVp1aUbACyvMZ1i2vWt47P6Itr8l7dXav/ra2%20T/QTY1rr5b9Vr92zF+3ts2zVQ9o7W9FR+36Cgrazi7WFcTQ2JCHxwVkEnv0G942BDfT1g0fEA5yL%20T8WN/H7E1EygpCYbJY9vIzzqNk6f98ZXn/rj6qV8JGcNoKaFiVUi8SjWEz537xjD64cgH2+keHqY%20emMRUlyF2MZ85Jb6IyXJE8FBvgjw88Itn5s46u2JM8npSOwbw9Cc8dLb6zGREoNszzs4f/QWPv48%20EEe/S0VQTAXyB+qNYclE+aMAPPQMRkhoCYqruAKz6sieJVqTTlZ6KgiStBHtRc8XvdfZeFvvdcab%20jnsd9ZgZ0qpxKAbTMZgWgkeexkjf8MHHgVG4+TgfFcNNWJhrwGJ9BuofZSAxu9fQfhQFNWkoyfVA%20TJgnzp65i6+P3MctD+NMlYwZYziEldkC9BcGIfGqoaVxnD49FYULsRnI6evF3NYa1ld6sFgRinLP%20LxH0zZe4ceY+7ke1obBiA9MdG9iub8PA4zDEhJ42Bv4Uvj4WiBsxBXg83I+xrTksDbSg+1EkMu96%20wvfmXRw/fgJfffsFvvf2hk9FPXIXjRNjZuRrmxv7QXEHyAR/fxH5edF7rWNovdderPdKp9MoBwcH%2049tvv3Vsq3HVkfrdHrz0UrJm05/OdJl4xdpva6IQe78VjKp67f22JqlxRiNnqwdWHeNKJg5j1diN%20OHZAUXYTRYYflKrydRQZYzsuuLxpvp8OEJfpOeN2Bsx/UF+UFUdp3pTOUYwmr5SeKA02HQLe/6YK%20PXi++20550205q3dWcyPt2OorhI9VdXobG1DbUcbSs0Mq2Z4ET3cc15ZxNz8AMZHetDean6v60Vn%201yIWZo0Hbmg6N2dmMOPd6DW07OvtxwQ9d/PvOWYDm5nE2NIE5haHMDlhvHhzra9nAB09/ajt7kUT%20E3Lsbe8f+VkxfDExiZV+42Q19qChegBtLVMYMbPLmd1FLG5NYmlsGBPtwxjsmsXc7LsmdzTkS1if%20HsWI4fem3m7UjY2ia2EeC3tMUDGF7eleTBq69A6aWc/CLibMDHxmjhnRzP1NXaiu7jOzDG59qM5F%207MyNYaLN0LKq0zhNg+gyM/cFgXtvz5spXhem22rQXdOI7uYRDA2uk8xYndvF7pxx7ie60NtdhToz%20g6ys6UFN1yj6F007HUK7h7XxaUz19WOor8c4uM2oqW1AM7NYLc1jfHfbEeH9LoVmagVESUGoL7jM%20/8tf/hL/+l//a/yrf/Wv8I//+I+OlTfqQ2XrcpfDKYcSOBYTE4OLFy+6Ecde8d1KDciZrbJHcXD2%20MyWtvHB9NPZasqTXx36wbrtRpOHnuGmvmMacxtNZJp/XVfhOvoNLaVxNYL9fR3Ceu7iLuzy/jpC+%20o56hzqPeYXZABqHSMP/bf/tv8W/+zb9xpPalweDWJrfpuD2nLUJ3ef3jQlvAsXhvA8deB5E4e+be%209GEgjnHJwllQFGnHgWEubAoDjRcH53UcmeKyt9LDOYucZNFeOg0n20AnRTmcFSj0Oov2u9hnrsC8%20DwlF3MVd3oWikxbUbQyq5akPxrpwNZRGgd9cZqVh5gSMgaqcSXNVj7qBOl/5oOlsvynY5A+hHErg%20GJdk36bAsddFKAVMvS7EMe2f0AHgrFaAKtpH5XvI/NyDzszMdMwuX1ehENFj5nspnAc5UmQIjimF%20trCw0OE509NWwNfrGGPleGVABIXcDRPqLu5y+EVBW5Q7GmfGpNDwUn8TW4IOM2Vdgaxc3aLcK4CK%20/6ZuYmAut8eoI6ivOKFw4y+8nvJBBI69ahHiGPeF6dE4C156mUJDqaMANJQy0NybZeR5QkKC41wz%20Z5fWowmvSziVI5uGmkFpzo5N6F4KJGfRFFgtvUuY6XWTaV51eVpHTtwG2l3c5fCL4lSoX6hr7t27%205ziSSqNLfaBjds6Ca1W0Ckg9z1VGzq4DAgIcBp760r1l9erlUALHuDTyNgWO0XHg7IzMJCOo0Hkx%20qqKZaThpkPk3283+0IskA+r4loKtXrVwBqpjAlajz3dwX5/RlPRODzMoQ4At9Ih7nh4LOWhWTKFj%20++g8cNnrj3/8I/7H//gf+OqrrxzG+3UV0obL33QM3Etn7uIur69IB9IQ8ygqV+uo+AnsxJn0s3SA%20qzo506YTz0ka9RbrogPPZXD31tXLF9klrk5wFn3nzp33L3CMXh73dNPS0hxLOgyI0PloBoJxT4Uf%20BkrxqBUNA5lKoA402pzZkkg6S3oY++zCE2cb2Va2x3oU6jCLzlHTWLMNB3nAHGMueVOwv/jiC/z3%20//7fHQhnPIf+uoSRPEPekWP0pujgKPRO5+axMzKJlal5zC0smc+sGfcp044pQ59xzM5MYnvz/Ugd%20+jYV5taYm1/BxNgkZqamMbO+Brqozt00GpJ5bO1OYH5hBuPjMw489Y0N97g8q9ABJh6DgmGpczgZ%20cbWNRyPMiY2wHLhV5mzlTatzrCs/P9+x/M0VN+pVV7Ev7nJwOZTAMQ4OYScZOEaF/3MHjnE5l7N6%20YlkTAIT7JzTKSUlJDu+R6FzEvb5+/bpjmYazbp25ExQmo6DpdZI4zpyO50Uc0zUyuNUT0gyejgMF%20h44EZ9A6GuUMTUv1COHHihSlM4FCxeG/hRSlPWT+rgAwIUfRMLIN/FY96pt9yV2Y4QxkoDBye4OC%20T4EUepjaw7ZbUZB0TtoZYhJpxDbS0ydj0jmiUuA4HIQ4Zk3ZaVUuQkFyNi5O0ZWYlGF8CHN1echP%20DUFYVBAiYh4ZJyQH6WlZSE/JQVZmGcobu9E/v4CVvZ86DzvbGz+AiLBvQorS2WJX/WZ7NU5CVxKC%20l/amdEyPz7pCldJ4PwtV6lm8YUVXEsCDeM6KOCb6iefYXvWb9zrTAaxvnm1YW8fejqH5+jw2Z3rQ%2031mGwvwkJMRHIDr/MTKMzDWaumisyX07T2ViaW4Cu/MtmBvIQ1lRHBKTIpGRmYmqimYM9M1hcZ7n%20cW1OwNP2OeMj9k187qzfQv96kX67QmUT7e0zViuy3vPyhupxxhvqp8ZN40C9rImKA8jHMj7Wvuhv%206j0ug1+5cgVHjx51BDBRH7IfnJXLYEsH0aBzC4yySxnmhIOzP27v8X57UV9cbesdhGQmetpl4iAd%20o7PaksvnRTW088abSLMriNP3OnCMBodGhEu0dCBopAWHSaNMnHHOCHnMgEhenDWTkdh2IY5Z0cBY%20n66rb8+DOMZrdAB4ndsANGYkPhmM18jMXBpSBLmYn0IkBB2rIFnzMgspSsg8/JsBaXyPFXFMSGGs%20W+g6ZFQysVDP2AYKFR0T1qGlMd1rV3qsn/cysIEeOWfU3OPi6gX3rvm7gFOUWpN0FfqPFQ1I7dU7%201W/ylc5424VYaEB0xrRN8ReIz33EMSoMPmvf8/4R4tiW6jVjujeJ8eEEBPv9Dn/47d/h178+g+Mn%20gnDvXjgiIjIQGluLkNxmpLV1oWdyAutLy1gzymF1ZR2ryxsYHB5HC6EFpyZ/QJVi30hPnXsXUpQC%20EtVvgc1YUaUEi2it51moUkJB4rg7Q5Wy8oZ4xc4bVsQxJZ4RP1oRxwQpKz63Io4Jac9Oe0fAZJdp%20w6RxRjfMLGu8CjtNIeir8sXDuBs4ffoEvjl3DbfSM5E4NoI67AOybpLnzN/9La3GkarDSHEycpMv%20IzD0e3j73cZtrwSERtegoXXmh3SdisEQ8h9pLKdNiFrsp1Cv5HCzX7xXW2SkEfsp2RMokOinfj8L%20lY33sj67gud79U4rb/Deg3hDWNTiDcoEx1ZGkf2mHFIO2H4FaUr2rCBP4hu+izylHAHUlVxqPXLk%20iENnUo9SV1KPcXwFqUndpZwDSrtLnUbdylkgg0+19ahCPmO/7IhjMvrso/Sc1XixvXyH8CuEOEY6%20sA2SNVc6RkFwdlRDu0PvCnGM/T3s7dxDCxzjjPVtCRxTcAQNCI2sjBBnq9w7IeMwaILLMppBigAU%20Xg4mmcBqRMmcHGgZDCtClit0JTKilWnZJtbDD9vF9tFICpbOisplR9OyBnxpNmQNBmM/pCSsqDiC%20yeMgK5sXrwlBR6hnpA/7SxopsM0VGpDoxLpWHOAdc44+0SlipKcVC51tEeyg6rWiASl6lO2zHt8T%20ytlBiGPqtzX6Xm0TBKmUrFUJ/BQFiXQeMxO7fDQme8Pv2/P4/F9uGaMRgZS0ApT3mRn+wga6l9Yx%20OTONkdISVEU9QFKYmXWHPkJ4VBUelY6gfHYF4xbkrQVLv63OhGZeFHhFt9vRlQRtKmhWO7qSHYnp%20WShI1n7rXikpV7xBRcdrci6siGM6oSB4SyvimIySHbZV7dukc7RtFPNwERZKvFD48Bb8/MNw83Yy%20bt54CO+ACMSUl6J8bdWR+2rv6bPzM8aotnahv70Ck2O5aKqLQXjkfVwJjkFAgeHdsemfGAG2gYrb%20ykesi32zOxPqt2aFHB/NlK39tsqaM6Q1V6hszpC37Mh6dt5gW+y8QTnhNfKGXXfJuaWe4+omZZI6%20hnJHmnCcaWQ5y+WHhoD3sy+8RnqRJpJZyjL1OnU8l8nlRLM+1kO9Qf1B/haf8Vleo1HnyiUnSHyX%20dUbtTL75LSdPRtaqW8VXgnS2ygRl/CAdQ1pJ1uzyc5COsfPGm0izq8Axrky/t4FjGhglr9AyBb/J%20TBwozXCtCo0EEOKYlm1oXDlr5P2uAOgPKhxYzSKl2ISbzW/N9p5VyLDC9na2PKKANGcMxHZLoThz%20JgSDSgNNZmY7BWjiKgLcXgRzyqAUCiVn1VIkVDgUfLbR2VKRZhtWOpBedJB0LpPfdkQ07d0onsBZ%20v5XA4+DCMZ3A0nI+KvM8EXrxNDz+dBt3jyQi5oFx7PqW0WjuMK4AZgz7b3QnotL/GL7+57/B//M/%20/4BfnHwIj5RJFHUYZ2rhx86M2ve8/VaRc3PY0bIH8QbpxmvOls+ljClXzniOv7vqm4PiG4uYqY5B%20fei3iPO6gCt+YTgWlIA7filI9s5E8sMSJLR2oHVtwbHkzfSb3JabnDfGemIQU7V56HycgNKCXGQ+%20aUFB0ywGpv+y3C1nwRmErpZEXaWFVb+dyZoCL131+3UV8YarfWBnvKGZNx1mGkguldJI0xFTPzke%20lGvKOicKvKZ6lARH4y09yo9WGnRN2aw4AaEB1myeRpY6jTqFdTOYjHpOK2yarTsr2nZxJbNsu7bU%20nD17kKzJHrwL4CsfRODYqxDHijhGz5GeIv9+HfvspAuZlVsDNGas9205W0jmpvBSwPSt2d+LFBpX%20eu40qFzmojdIQX5RY0Ohp3Hmnthnn33mSC/q4eHhWI14/QNv+HWhCdOt95AU+wecPf6/cfTXf8SJ%2031/FtQuRCIjJRlxZJbI6+lDXb2ZfVRko9zuCEx/9P/ivv/g/+N2ZaISkTBje38Ma9c+7DxNw+LK2%20tYb5vgK0FVxDfOg3OHbhCP7p6AV8di4MweElyK/sQWVPP7rbm9BZXo3Hxa1IL+9Fc00zurIykO3r%20B78LHrjrEYuo6A5UV+xhdgp4DyAaXrjQcNJ5pbxxiZqzXuotygp/d7YXr4Q8r6rXlKSIRkUrDdqm%20sm5xccLD2SB1gbM9anexyMaHEDj2OohEAyXEMc4IX/RYkLxxfigMXL4hg3KGSTppOedtyF+qov1m%20Hc163lm0s0IlwFUDZRLT/ubzpnfTkSzSizMCHx8fh9EWwAvr0DLwK5cd088p40g0J6C20A9RsR7w%20uueB+8GBSEpKRHpaErIyso3QjKC7aQN9JV1oTn+IkkxfpGdEIiuzGm0tZja6+faM5btRlrG+1YTG%205kjERnrD5040fCKKkdDYgZ6tVSMb21hvN7PpnGw8Li9DblODGZ9CNKUmIz8tFcEPHuGOVzpiY9vQ%203r6FzQ8MoVKBUJQtGkDibfMYJ2evSgPpKuhVUMEO9n969tma1tKq7yizNL7P67BrC4uraDruyskb%2020jdR/2iPWG9010s6uhDCBx7HeVVEcf4LBmTS0/ceyZ9eMyKyz065mUNZnmbBJ8CS8eES+Dsx8vO%209skLVBakAY21tg9I0+fdOtC+kjIGaRmTwSps32s7j8mI7d0d87WDHfPZ3uH7th3/3uX3Nr/3nt62%20n3J0b49RtOZ7d++1T+GsWXi07+zqc9B9uqboYPIxZZZKWNete6Wi9Rvmuh/ouGs+O3ZaMrvR0//t%20OsZjP3p5x9y7vc099D0H+RWNreh9a1yH9mxdGQRr9jhnusCu1/hv7R+LnodJN+2fKuhTsSaUJxo+%20OrBcyeQyN4220jIKpMTqzJIuNJQK+FJwlQIQ6aBTl9PQUsZoJDgJo9NtBTs5SM/zGutWQBfbzBU2%20xqzwlA0NEP9mH9z43z+l3XsfOPaqBCITk0HFYNbo4ect1oAF7q0KmF5GRQrybZpJq1BQyRQKtqPw%20vuyMVfvlrI904HI/jbU9EO95Cz1K7s+wHsYK2PNJv0t8JoGz/lt/K3hRwT1chTnooyODrq5RIbMe%20brMwEp+gExxbXlcEqzV62O6Uqo3Wz4tcs/79/ER6EXnbNLSqd8R6BAUFOfpI51iBQorqt58WkFMq%20Z9y+YsZnqQs4FqxD7afeI01pHOmA87gSDZv40dn4vuzkhbqCBpf9SUxMdGQdpNHkN2fODCxiPJCi%20rzmOOkLG/isATQ4Kf2d/KY/USQr+k56j0ea7iCTGyO7f/e53MPrf0VcabX6eR3blaCogln1Qnge2%20nfWxHa8Dcvl9Kh9E4NjLFhKAyzpkwldFHKOBpsOiyG4Bp7wLSDxUQGwrBV5BX1RUr4KERuWnWTUN%20LJmOhoIOHr365yk6Q856uIQupajfaMDfBqeHCpJ8pJkJeYc0ZPvkvCmqmobDGklsnQHxGdKGypQC%20KxAKfQRMoSMx1nt5jR8aZipU0ooKnjJKo0IlyVgS7luyrbyH9/J5flinMN6tRwhpmPhRVLSWNnWN%203zp6xL6zLwpAFNKdom8VpKlnFWWufPA0HtZ6FWUuGqkNMrKkBQOluI/H7REaLTo5NLDqG2VRy606%20osVrlE9+SCf1W46SnEvyHAOj+BzHhzNC7heSnjSadBAUAa1IY0W589/6W86CzlSzz7pujehXJjsF%20srL+77//3vHh0jaDKSlD7JPklTTUzF7H9Vi/DDeLMuJx7BUpbXUgeD9pwX4xOpsfOiHsE8dPJ0Ds%20OpF/KyjXPjsWOIqOcPHdPKLF45usT0f+3LCi7sCxHxVFaVqJo1B+epj86AjH8874FPXKOnQMTPva%20ioB824uON5EWdFzYfwoXHQ4qKV5zFjX7rKLoeQqxdWbAPTQKv84yPk+9fL+ic1knGZrKVLPCFy2s%20T4b0RTx79UmKTsdnqHjIP1SGlAlG0vJDvpDTwzZT+ZO2pCt5gx8qSdJcx0v4N+mloD599Jv6q+ha%20/q4PaaRAIc3I2T4dwxGymyKDqSj1rah5YTVrlq29Ri2fsz+6xm/+reV30pN8z3+znWyfjmzxm++y%201qtgJquRUb06JiYaaZWLyks04TM0tOwbaS06sf28xvfxNz6jkw2u+i38ev0uB0ORzRw3rlLwGuWb%20Y8ngLcq7nC/+m7zAtpDm5HkGVXI1SUe5qCfoWMm5kpPE97LNGneOnTJQCXuA7dfsijyo88patnaG%203Cc8CI2h3ZhyvDlOfF7vsEaA6zyy3isdwf7IySPfk46K2GYfSD8dhyR92Xc6A+w3V2G5+kFbQsPN%20vzmOH6LRtgeO0SH7oALHdM6QCpLtJiGkVKyGlv0QpvfzKm1lmqLRYZSlvFwK8btgnF0VGUEqB/aL%20Y81ZhFYGdBTnRQNANNOiI0Rlp2hwZdvSeXBnRQZNSodKgDMuzVKs50f5HmdeqK5p9YSzeu2ZUbHK%20aVAbdO6cfSZfcFzZbhpfKmQFyVD50EhQ+VLR8G/yhfV8rRwDq5F1l3e/cPypT4RoRV1DA6ZtNOoU%20nfXVjFugHvyQX5Rj3Xo86l3ot1YJtHqgo1ikAfuilJbW8+rkfdKL8sa977Nnz+KTTz5xLLNz1YfG%20Xqsnsiui5UG6wdXKpzAo3ubywQeOkWnYXi6H0Uvh8pggOa3tJgPwNypfofY4C86RZ69oZi5BcXmI%20kKRkMgocBc3Vc6pTQq0D9Dqo/zqKwBTs7dc71R5+tDxrH2PSgN4t96mOHz/u2N4g85B2HHcqH7uj%20Y32nNeBEgTh6r9DROC50AOgIaHmXswdeozCrDsGZcmYo3HUdARHaE40ulYMAEIQHbhVs0pd1azmV%20MxwuLZ06dcrxzVk+ZwVK1kKjzPGkUea95B3yPZ0L/s726Dw4lZJgZUUHKRspEWvglpSH9ZqdX6x0%201PixPwc9a+Uz65hb+e15gs6sY+asXvvHGb89T6CbvW/Wdz4vjey87Yp+z/tOV89ZedjZ3+JtV+Nt%201wHCGiAf0Xgr+M1Z+w7qizMa2enhinbPGjNXPGblbX3I+wpAo97ligjljDInudTWCT90TLgETv1J%20+aOuEZIh9YGepWxxlYoOspAXtaJC+im1rnISKFqdzwpISgF1evagMXHGP4e5reYqcMyFbX3/Asc4%20WBxcKlemaUtPT/9h9i8CKFBDaRo5qFruPSg4hwaLEdwM5uDSP2fqrIPM5SqwR79zQPixJvZ4VS9a%20Ea1CPbP2Qe+zBiXxupYJrftUCgAhYytBCVcJuGIg42dHDqJAaNlR77C/k33nPaSPoFgpkNx7U8AE%20acklMPKYlZakEQ0lZ7006hwjOkkCZdEyI/vEeoWmJmdCgTxCihK2ugBnuAzH/tFI871sL9/J9yjG%20wLo8qeh13iOAByHMsW/6WHmB3/o8bwCY9W/7+L1MUNnzvtPZu15Hva4+zvjzVet9E++0jqf4mx/r%2039Zxt/KG5IV8w2/d+zrG9KC+vQ76WeVYH8qC5NAqP5IR/k4dyeVtTm4UUMptA8o1DTUnBCdOnHD8%20mzqVuoHxFLQ3/NCRpk5ivdw35zUGDvLDVTHWT3pSV1CP6BonUNTVyj1g75uzvpJ2bDuvuQjiem2T%20qg86cIyeE9tIAtDQ8JtKWahL7A//JgPRYHBg6XxwSYqGmwpfypnfvE/7XRpEBcOQ4bRHR4+RzKRn%20+W++h7M0Knm+R/uzvMa6XiXIjIaSgypsZ7WPAsD66Zxw1kqMc75TEKoKWOK3AnWszCMEIoHau1pG%20ludK5uY7WT/pTcHhDJzCo/160pbv1JE10krL62ybFAsNo4KnWKeWkyk0MpykLQOGKMwUQt7HfvGa%20IsvlkR8kZALx1zl37c3p7LvgFQU7SwWh/TS2QUZbbWK72U7RVkdnrHykfWQqaOs11i8akTaig8aQ%20fCqsaL7TGjjGujj2HEu+w1ov26DxZttYp66RVsJA5m8cN85yeA+vcTzIu3ynXSb4t/Z+OXZqi/oi%206Ent4/J3BcPxOt/BMaRSprLW9YNoxH6LRhwXa1+U8YnXeI89EE9BYzQUkgkqdckE++iKRuRZ8a7V%20cRNwh5VGrI/8zPr5Ho4f6+BzvMa6ZXCkN0gjXrPqDfK84gCexUd6lnxJemoMSQNrAKKVRta9YvWF%20cik+0h663ikaCdNfOobyR1nnfQqGZHutdNdKHOsX+AqdftZD+ecqFe8nj9MZV7AZ5U0zZv6btofy%20x3dyHHmvgF34fn6Tp/gs61XgKdsuuouPRHsrH4lWajvfbd26ep1F59jtgWPWrYIXMtLvWuCYgibI%20UP9/e3fQ476Nw2H4K/fWS29FL7226MfdXTyzeAtCSDKxnezM9i8CxmTiWBJ/okhZoshC2BGgsrF0%20/rCIYzoIT5259KY1nXhydGp5vCMYOZBl5MoU0wDyuWw22qG+lm+V29vplbdoRoWwldVnRhUz+Fsh%20SKHirfPI+hU/V2eL3si1oSD47bcZsL4raMqMgpQgtk1Qv/ltEyLPTqc/z/lu7hN3VAS+09lqffbs%20QKrO9sPVWR/OOt33/3S+WZ3BcvCq3On85dlwaA9v9mER8cKockuCgNrnqkx16t/27WE/5TOP7I7O%20UEqUWu3NKUid65ggO/89R/6vvxN0VOYMipHDV/fmmGwCpC9nezvOs2KUU1kyFy/+utc4nM51tdf/%20xUpvTGR0tLdVtolRpwmqMwe6iX2+BmGkvMJ25scw5bOycyJcMXpGjuqXKZ/uNybqwymfjcNbGHXV%20p7fkKCeyVcfoQ3JjTM6Y9BOjeCGHnaduz3muJPqsTV1ze7JJUDHyXfrGFZ85whUdbeoN7ZtyVNyA%20KUcTq5zg3uVP8sM7jj1DpWr7LK52e6C3DFlCeXV/vqD5eaL3Jtf+UoaLsOXM5O+VeksxaWDO+Oct%20aRdH3PeEnuJpIBdJ6BXOGb2x3yLlF2T/KG/hWEq7+tDlf1iW4amBW/z3ju4cHXTVc4uU946zou2v%203ZPx6YzzKsrj+5b8dbTkfx0s5ZafxavKvacf8kF4tX/OozGBxzN9Su7z6TijK8/2aRPLo7r1CoXR%20d4xPMfuDDveSuCOOXVRG3gbNUM3SppB2jtJbYx7QZxUT4zCXXTq6UcB4EyOdWBIKzkx+1/GpM5QX%206tzPtdxCUPDGMHtz9J3lO32v3mIGd5706EDoyBGD1tlRM9aW1ZusFA+4M55H8fRGb9kNTpY1rWLA%20q3Oe+lTftYwGX8tulgjdW1OTPqNYrc6o95YTHF56Y8yZ5YpyKsxjDnOtHOT0k3Ndb1XTsSinxaNj%20OE95fOJF+XMrpBSi6iwzWcegztRV9LnVEXB1bqLsOoN9dnVq4hJ++govZFB/Tue6zlersyNbR6mx%20MPumvAKlMZ0Op6WeVefRJVjl0jFlBJwOaqveKuNXDmr0RHL0LJ+95Vt1okNadcgxa56R7802B8nO%20lh+lVknxWKS1MpZNWWoF6CvpLY5j9gv+KRHHjhrpQl1SSs2eDRb7r6XEtA9C6M50PnztbfFytJ3A%20WBfogMASOHsvlkTsGzLWjImBw5i2DHVUQXQWlaFuL5Fiaml/RhFjqO0Vcdpg0OxJefZIva1e4M+e%20nX2jlpPgaQJgn5kjGX7nFsRRA+Y5ykF7eeErl1JNMVIgDI16OBfaE6peeBz1FahOddgzU45JgL7L%20WQjG9l9dJjpnorFNY2iA54XO10Gd5S1XZ1mQcuLJ2a3l+iPGrFj3BakgD+rUZy3ddi6cvNiL1cf0%20RRPOI0QmGHoTSO3tHHZtyNEv5x98qlOb8H0rZeQjuSwYzMyf3l55Z6Wno1GT21LcHo3Ypw9zvIQZ%20fvJvyUcC/6W9re/oIp+PTiKV6bkm4zmw+qyeKe8+67N+B8+ca0tNeg/btkfIJxk3secUZRwWAY98%20NklWZn05nbY8f2RswJM+ise13K72qcnTV9KOOPZCI20WmVNSkY0YFMJmIDtKwFAznAZtbxdHqCAU%20JkIEWV1NhJRF6RF29bkYc7/pWEMBIo7QzGdssKRUDdzyZONFu3JK8Tadowbl5Pkjb9LeThh3RtHs%200faJQVOKPMbbkQwCC4uOO51dVi95h0mUcrW7pO6UIV7xzRNUH/pcRq+jSrCz+WREPfqRsmhfDt/6%20UN8xXHjVlrPLj3jw5q9PTEBMoFrlIA8GO3n0PQwYVXVzrMloPjv5yYcjr1yTELwwiNqgn1Lq2kCO%20XFZ9bJO5f/TND2bqMb7oHOUpu5WKgseQQ23Amwks/hjZNcf4ZxMQMgg347hJm71CxsX40I/qw3N4%20wlZflv/92bEAC30PL4rZZKBVKhi7lwOj37hvxUedOVTRD0cnPYwjmYRPjpf6iJzMCHPToJMnmMDX%2039L6muSt4xL/5eLW5/rei4Xxpd36CYbabqyQJRj6nYkmWdaeotkd0S2t8uChlUfyYOzLsqcN+so4%20p3vU95XL4W91HKNY/59TVR5VhgZnM2uCTdAMFgOHMfnrr78+Vhgo+JaAj+49EvaEm0LIW7kA+Xkt%20qpdwEWyf81DsjO8RKlxibysGoDoMypZQtcOlTvznNapNLa8eeZPGJ4woPoLpzTVjXAhBChKu8PWm%20rR1nHTe8dZlMUWraz3DqS8rHZfKjDnwbwEVSKkrXEaKkC5ZSkJscauCJtz///PNDSWgPXCn3M5Nd%20mBeDu7PclBIFp/3l96b8Cvlo/FKC+CwmwLNvKjk2eU7/W+3BC7knhwVx0Zf6jnFTJ4OmDTPe9bNk%200sZQMNA///zzRypTKyJll8O7voRrvLXCRD795ug2CQXJCOkjShOPsO3IYtna8Mj4iMNAH2rnkeh8%20OZhqJ36Mhz/++OOjXLKYx36TLHUaF/PUhEnY0XHe2zjdQu6bHBgb5LagIi792WqJCa6LXHd0tG2x%201fAUiZGe1FY84Q2W+kn/FGWOzoRh8mkihjfP6/+jRpqckkWTO4aY3Aia8tNPP31gSPbVQe8Y/19t%20pFfHMbbjDv2YjmPPGmnKjmKiAHVyRyQoBB1ugBEynwnIFWo23xng+eZOqGf0It8XzvQKMZwUWst3%206qQ8Kt9V/UXTOuu0RmbMkjuq1REtuJIts10GwKzdAGaAKPizXtoURu2GmQtvJgR4ZVSLBOUvXhki%20bTxaJwWh7I74UG4MsfK8eeCRwaG0KCS8q/fKihT51FYyWYxneHYmlLLyJsGYNjHoSBujeyZWPSzx%20QqkwHOoNP/WVCKKMcIwB2Tp7jIUc9vbTVhCcGRx84yu+W7o9ugoyxwI+yjjFcFGiLc/iJWPCwHkT%20ZeCKjX50W6YEHnhggBlMdegnEwLfGRN0jDqNCcZP/z4rn3gyUaRP9JurGOUm5NqvHmXDzu/tscOZ%20kYU9A+tlxLiEw2crhYy8OrTdZOe33377CB6kDO3vJaB4CfjWh7ULJmzMkeXuwj2b8JO933///d+/%20/PLLR93aQZd0xrsz0F9J23HsRYTP3oTyFKaQSpSQM0ZHgc4qh1XYWoYmSPdme1cy7twiAqPO9tau%20ZvW5RWUboghzFIOngWli4grHcuiaFFzJgrW2v9l20Z5uYXqG58LFMhT4ae+LwmspvP099xguk6Mr%20Rrp94PD09uFzyRbUQ/lSesVW7rdn+zW/gnjxt/3aviv4TbG5rxjOFFpjouM1ZKPMTvhpG+PKCh/j%20Unxx+LUsre/U6W8T4ybUydGV7FeFEVVfWfWSo/AkRzPE7hGfCW1Th8mAN3X6qolHjl0umBYRzSSF%207JTdzyTBX/zeO8EwZcQkkNFl2E0ETKJKvFHs8Y5sTt1alrIzeHakiuFTL8OMrxx/82lQ51F/mlfT%20LccxfbIdx04AuR4hWHPx5pH4yhCflNK7w9KtlEPVO4/O3MNzhiic9b8Lh0fHQq7iN0MMzrZPj9nu%20X53sVubEbOZTLoNV9/Nwvaqcqnd6AM+QpKs3tu9fccxmOkiu4/BRrugrY2DimZfw/P2r+JrlPDMm%20jtarDHq8kwVryNEpj51IyBu7/ORk6dnxmCPlfC5deQ/PvM2vkvbW9uRkjsN367ln++MtjmOWLH4k%20x7FNmzZt2rTp1TQdx/haTMexU2/SP6rj2KZNmzZt2vRqeqvjWK/kP4Lj2KZNmzZt2vRqWh3HvARv%20x7FNmzZt2rTpG9BbHce4yl/1oty0adOmTZt+VNqOY5s2bdq0adM3pSKkvdxxzMFwh8+d49u0adOm%20TZs2nSNH0wRVEpHtJakqRcIp/KVD6d6mHax3EN2ZNJ5qLofunaO2JO7zvMfYO8BebOHSAjqY7/Kd%20ewIg+H8+a5NdmaVsXMvVFoEdykA0y+U1V25jv+9Z9wRH8JxylTPLLQ9pScor1z18x4vyV160w3Nn%20MML/OzHC8z2Myk98BaPuXcUIL1cwKvfusxiVv3jFKByKk/4Io9J5vgojvJTXdsUoXs5gNMfEqzDS%20vmcxWnkJI/V+BUZk8RFGkxfXHBOvxOhZvbFi9IxuDaN7/e26pTdegdGtMfEdMfpMtz6D0TP2xzMC%20w4jK501a1LdLRlqh4rh6i7YnLZKLMGb+51AmKo0ZgVd36+qivfAEZ9CLQ+0ed3PxX4X3K8OMcHWi%206gitVyi84tP6ve8967fCx5UFSki7ylW/qDbKLb505RaXWns8Lyxd5bofL8otfnO8aLvwjsrVblFz%20qlP5+CuMJXx8V7kmNfCxAoGvKxi5F0ba+AxGogvNOidGog7dw4hzIIwmL+rBB35WjGASRgTuKkbx%20AiNRjjwr9OQjjPz2FkawWDHShilHk5fCJK4Yuec3MD2LURnObmHku3sYlRlM2YWpXDHSJhjNMeF3%20eLiHkXF8FiPlrWPNPeWHkXY9wmgdE2Hk2SMYucLImDiLkX6fGGnXxIiemOUWm/ozjFY5Un6hY49i%20VCSt9MbEaI4J4zHdGkaF4NRm427FiEwrV/+dwcjzjzDyu1W3Tozw8g6M7umNexilW1eM/PYeRuo3%20FuaY+EyOijoI019//fUjfK8JwGkjbf+Z1cdwgBTcvs4rx7B7fkNwa5hB5R6GNRDIKQEMBD7GygpT%2058WQe+qfnee3latOA7TO8zmFpCPKApSinAKBl6kE/D95oXRTlNo+yy0TkTaVCSvForOmgB/FaE4e%20JkalPGzysGKUYbyFEUEMI4J4DyNl3MOIgD/CqPzNjzAqPvmKkbJmuTOuMb5fiZH24DeMqnPK0VGM%20phIoFvHEKCUAo8kLjPCoTSXnmBhNJRBGZWebE6xHGOn7MFLuVYzgcwujslJlGI9glEK7hVHJRFaM%20lPsZRnOCtWKk/StG8eK3c6L+CCNtmLxkGO/pjTl5mBOSslQ1wXqEkXJWjPCYbp0Y6cM5CZ28rBhN%20vTExyjB+NUZTb9zCKN16D6Npf85gtOrWFSPjY8Vo2p9SaSoT3z4/iMf+uZG2kV2i7mLl+jyXrywB%209PrvzXtdvpr3lDGXr1oWaPlhLjtYFpjPzmXQtVxLH57RJmWs5c5lB7+dzyprLl/Ne+tScRi05NHS%20TLyEj/tXMJrLlWcx8nnFaG4NPINRvHyGUUu6z2BUnStGKy/vxkjZz2LUMtarMJr3/L03Jtxvie8W%20L+q5NyaexUjdVzGavMztk38yRnNr4ChGc0l3xeiR3jiLkUs77o2JZzC6p1u/G0Zzi+m7YLTqjXgt%20bOqDY82fG+lNmzZt2rRp05fQNtKbNm3atGnTN6VtpDdt2rRp06ZvSn8b6f8AeEXfKJ7f1FkAAAAA%20SUVORK5CYII=" height="321" width="489" overflow="visible"> </image>
          </svg>
        </div>
      </div>
      <div class="fig"><span class="labelfig">FIGURA 2.&nbsp; </span><span class="textfig">Dinámica de la tasa de absorción de las semillas en su imbibición durante 24 horas de las semillas tratadas.</span></div>
      <p>En
        la dinámica de la tasa de imbibición obtenida para cada tratamiento, se
        pudo apreciar claramente el patrón trifásico referido para dicho 
        proceso, el cual refleja en términos generales la relación proporcional 
        existente entre la tasa de imbibición y el tiempo de inmersión de las 
        semillas (<span class="tooltip"><a href="#B12">González et al., 2018</a><span class="tooltip-content">González,
        A. L. J., Pita, B. E., Pinzón, S. E. H., Cely, G. E., &amp; Serrano, P.
        A. (2018). Efecto de tratamientos pregerminativos en semillas de 
        Dianthus barbatus L. cv.‘Purple’bajo condiciones controladas. <i>Revista de Ciencias Agrícolas</i>, <i>35</i>(1), 58-68. <a href="http://dx.doi.org/10.22267/rcia.183501.83" target="xrefwindow">http://dx.doi.org/10.22267/rcia.183501.83</a> </span></span>).</p>
      <p>En la Fase I (imbibición) de manera general ocurre un incremento rápido de la absorción de la disolución de imbibición (g·abs·h<sup>-1</sup>·s<sup>-1</sup>),
        con mayor manifestación en los extractos E2 y E3 (2 - 2,25) con 
        relación a E1, E4 (˂0,1) y el control agua (≈0,1). Por lo general, todos
        los extractos con diluciones más altas mostraron mayor expresión en la 
        absorción (1:40 y 1:60), con excepción de 1:30 para E1. Parece ser que 
        las variaciones encontradas entre los tratamientos pudieran estar dadas 
        por diferencias en el potencial hídrico entre la semilla y la solución 
        de imbibición dependiente de cada extracto por su naturaleza y 
        composición muy heterogénea. Considerando que los extractos al obtenerse
        con extracciones consecutivas degradativas, pueden extraer fracciones 
        con diferente complejidad, composición y carácter hidrofílicas, entre 
        ellas los coloides presentes como proteínas y sustancias humificadas (<span class="tooltip"><a href="#B18">Nardi et al., 2016</a><span class="tooltip-content">Nardi,
        S., Pizzeghello, D., Schiavon, M., &amp; Ertani, A. (2016). Plant 
        biostimulants: Physiological responses induced by protein 
        hydrolyzed-based products and humic substances in plant metabolism. <i>Scientia Agricola</i>, <i>73</i>, 18-23.</span></span>). </p>
      <p>La
        Fase II (meseta) está caracterizada por la activación del metabolismo y
        movilización de los nutrientes con una duración entre 4 - 8 h (<span class="tooltip"><a href="#B17">Morales et al., 2017</a><span class="tooltip-content">Morales,
        S. M. E., Peña, V. C. B., García, E. A., Aguilar, B. G., &amp; Kohashi,
        S. J. (2017). Características físicas y de germinación en semillas y 
        plántulas de frijol (Phaseolus vulgaris L.) silvestre, domesticado y su 
        progenie. <i>Agrociencia</i>, <i>51</i>(1), 43-62.</span></span>). Sin embargo, para los tratamientos con extractos alcanzó 12 h y se manifiestó de forma variable entre ellos (<span class="tooltip"><a href="#f2">Figura 2</a></span>);
        aspecto que puede corresponder con lo antes explicado. La Fase III se 
        manifiesta más claramente para E4, etapa donde refieren que comienza el 
        proceso de germinación de la semilla. De manera general los extractos 
        mezclas E4 son superiores, seguido de E3 y E1 y el control.</p>
      <p>En la <span class="tooltip"><a href="#f3">Figura 3</a></span> se aprecia la humedad adquirida por las semillas en los tres períodos 
        de imbibición de manera general para las semillas embebidas y el control
        se alcanzan valores menores cercanos a un 20% con excepción del E230 a 
        las 24 h. Son superiores a los referidos por (<span class="tooltip"><a href="#B15">Maqueira et al., 2017</a><span class="tooltip-content">Maqueira,
        L. L. A., Rojan, H. O., Mesa, P. S. A., &amp; Torres de la Noval, W. 
        (2017). Crecimiento y rendimiento de cultivares de frijol negro 
        (Phaseolus vulgaris L.) en la localidad de Los Palacios. <i>Cultivos Tropicales</i>, <i>38</i>(3), 58-63.</span></span>),
        que obtuvieron imbibiciones con fácil adsorciones en 36 variedades 
        diferentes de frijoles en un 10% humedad, para niveles inferiores a éste
        las testas de las semillas se tornaron impermeables, por lo que deben 
        ser conservados con humedades cercanas al 12 - 14%. Las imbibiciones 
        entre 3 - 6 h para los extractos E3 y E4 en todas las diluciones cumplen
        esta condicionante. </p>
      <div id="f3" class="fig">
        <div class="zoom">
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h3CUmDGZ%20CuxgJMPICNKsZGwtIK0f6U6OOMRmQlCNPQdjG4fWOaH1oRmJtSVjY6W1yurStrG1COgSxpYebWOT%200WdsLRPPSA8LNauxl8HY/ILYS4wuXcbm25BRjb2OjS2RQ0Y1djX2+jS2OVEC9JBeLS/6HTDfF5bL%202LHtDKyEsfWgLZexjUwFZjV2jsrsJRq7FuM9qMauxq7Grsauxg5UY1djj++uorFzLxJiXhNUY28w%20Y19yySVpVMZkQ5u16wYMxMslY0v8wKzGnqbpZcrRUo29kZpeZE5t7D5UZtc6uxq7GrsaO1CNXY09%20vluNXY29EsaOwY7wJuM3VGNvMGP7Ro4HKWXiXaz1gjwRZsUkGbmCXTA9qA/tvoIS8kxRgomLkxDr%20qLow5CvTkzCPNNekZePG1Jmxh2DPnj0pQc1tlpMduWJypTVH2Oxs2U17+Y91WQyrtLDCwn0L1QI+%20tnbPPfck1lvO4nlThHJYrWiynhJBnDAkx+tf//o0K1OOF0cylSA5sMzUX4ywB5VnclipYm462cKj%20Uz5VmN7iZwIhPc3dbsfD/jT6LMRR2pjmFB+aA2lgcj/51s7p42jHw6xfupAtHeijdAPz4zBd2GTH%20NlEmRwob2Lgx9RFHPLhwxIV6bMyDjSs2DRLHKzY0Fg3Nm1bX8A45JRw019bySsWK4Vg0tKUznAse%20t6aTddJWG9ijEnhxMoBmRKz0b6/2jyPucdw874gN2ni+ceSbtjk83yXTMYvckNmWG7sblOSWZA6V%20mx8rLbfrgEVDD4FAQAaweRvwrrvAow3E8xWrg5kMrTlg6wnFuiYBV37Xrl3J/efe6yTwW9Fv1UT+%20QbDNAk0/y38wVseIjg+L8QI6piyK1PFhdabmXA77n+ho0txy3wYFOmAweBbMZOjovFAs+N9ZxBTt%20Fr9bBSlCIkoZ7dFcyc0AbW49itJB9YcEjBqwMhNZVJHWkKs28zTSA6dtbR6BfotTTz01kUo7ehbM%20ZOjVQOxBXTEb1o2h2z1bFdOhGnqTYF0YmmNjtCqaChXTY10YWrueV9q351hFP6qhNwnWjaHtSTZk%20vLiijHVhaJ0tnLHK6OHIeyVh3RhaB0I19GQwsI4XHTA5Fg1tVoK9y3yUxVQWHRRmauQbsudLeQK+%20it/X3z0PhKEnTSeaBF2xfVBq6M1bz4h5fma+5PZaNLTuOlNqDFjYmJXBGfqGG25IDxq90rxpj6yY%20FsTYhMYR9+JZiJGW9uF6e8Qml+UQH4YWh1xuvNuW7XcJhmDbsh0RX1OYsKEkM5frHHEtxTeOuN8X%2015AbMpcqlw7umVZk/p/rsGjoISAA2ttE57M5S5CBShDpfF1WF+ZVdJv82Ad9y5Ogb3qtQiY1T84m%20dgac8v3OZzK0UZmA0aq8eM8hYTG+L4GHFMdDDM0z75s96d6VV165qEMJBhfyqb0lxHce1yIYGqks%20MjRokhNwJkObX6yYMBqjXjOqUoL5xgztuXxKrwipQySae4p+Mx1z5PPChxjacGAfjIebURlFGfjf%20XO+AUaa2t5qDDkalcl3WEqSr4WGMlvHz75ZNZWiCGNVsFMWuCePGS03NzSGx1B8mz2OSBDaMmcPQ%20pTHa8847L/1uGyrfQ3OIoRVTMh8wBHlyt2veU93YxD03NMhk3nWYPtU3dQpT7Pi0Vh029rH7sMwo%20zZZkaFONbOAuIY01Y56VCjk4BBLY6gssMe6aBypxsd2nFm3lyDB54ik5tALsJiwjmcc8ydDmu7WL%203djk1RxuxdiBAwdSBgz4n6MX1+ghnC7Y4stkirVsaA7n3Axth3xbQVsCg7WMkkORzJiWlWC7mRGM%20FrCcxVaOjGypD0OEdw+KWZkJAxlPMdRl6ChG+QptX8D+2kC+zMKQOaPFTzhKF5nT/XamzaEZaSLA%20pGpitTBXQyverCvCRtOE2obGRlsiW2fFmNisHreqIBCbrppyZH0TGZoDAYa2S67tkrXt49saXYbm%200FnRkX+NBlOtXTLtyWGv87ahZVT7b1v/ZLqPePQZ2swZ8dgUjA5DW8Rmu+KSoRnJx1bkfqxsGxqT%20ZYIwtOkx11xzzfhuY2h7Z5NhCg1jdxkaMIyB8qk6WOqDMBbUYa4OoLahXbd1M19BCVUNPUZuaCso%20Y8Vi29A+0qJIZsiSoQ1QkBGGVuRamxRgaPtmMzTGlQzNGeT06Qny6SRFfNvQShaZSmeQT+a3DU22%20lZN0iQ+5rAVD547otFhRQ5uxGF/bWaqh3e9iNEVUA4wpHm1Dy2wYzdDa+l2GzpfZrgVD+8DbtJAW%20ei7XraE9UzK04lo97H3OXcnQwtB8I6OP0UsxNG9e6yMgDrM6axxCzVEdN5P65duIpuWGMzQDcei8%20j7WrZWjIDZtvJNCGr/n3IXqyzOPu64HDXGmaw7JaLRctjV5DS1hzj7VvdS446xxwBJZi6LzDZB6G%20Jp+jlu+QsBqG1nTLe/F0WGha5pBuEMbjX+Qwb1vz0xkhdDBF07AL9Muhy1MH0URDMzInQM7wkK+9%20mJAXAUogRuRJdxlaU0fnQ8nQMg+FHV2G9r6D0iVDx+eFIBjdNnSE0WfokNFl6JDRPvTxi4fmnN8g%20s/HcgVzNPGkWujikj3R9whOekFjL4LncKHY1SaUvPdoypIGzDiQDQYyZy6CDZ9qGdg8WDT0EXlor%20Rbf3GWm1Gc3IOpAC9KVPDqWjXjntdplEV2oOuyIwjH4J+5WEoXOETOMMxgli8WOAfrqn24YOVEMv%200dDa4lgdoCs5AYl/1FFHJZ2li44hvYXSKaBkEg8dRI62ocVdk1WvpMwgrfJ9ZqAaek6G1sVaMrTi%20mLE5SNJHfZ0z2v4i2vOagXrgpNXu3bsPMbRuWGlGFz2ObUMbXvWMNFcqSCvxyFENvURDazrRiY7q%201pKhHQHPtQ2tBzEMzRfiwOWGViLoru0ytIEUhpZWDC2OuQMI1dBLNLS4CRtrebUlQwtHXH0KmYy2%20oRkxN7QwckOHjD5GkyGtpLu0qoYeYx6Glli8YB0YPmTKoSoZmgydNtKELtXQY6wXQxs1U2SKLwOY%20L9ZlaE4UQ1ZDr0ND6/wwAhbbQfYZmozK6HXMaAms7q2Groauhq6Groauhl4tQ2vUm25jKY4HjGsa%20uZLIoONd5JYyqGHURmbpMrT33e8a1DBW677nugztvnCM7XYZ2vvQZeiQIdFKhs4HNboMHbp0GVp6%20CsNzXYZ2z0H/kqHJj6PL0DFStmhoY5k6y73gIYprP+qQDxA4K6PnPUzZZeiAHq0uQwdWk9FhAFhR%20Rg/BUgxdi+5aR1dDV0NXQ0M1dDX0Iqqhq6ETqqGroQ9HNXQ19PiJauhq6Groauhq6GroaugFLIuh%20Y9VA3hcbqIbeIIb2IKPYhMaD1vMwFEh8mcBKgpKhZQKZQ0KWDE2e9x1dhva+0S+ZomRoS1Hc9xzF%20S4aOMCw9LRna/OvIxJbTlgxNBzIM6JQMbRTNMzHy1Da06bzCYMwuQ8ss4uKZLkOT4TCKWDK0ODik%20iaVAJUPTAw4xtAcYzX4fIkax/KOZFJuV0dOMXlmfVDJ0vieZ90uGDsxj9MqcsZKh812GZ2V0ZDZY%20cUZPQi26qzM2fqIauhq6Groauhq6GroaegHV0NXQi6iGroZOqIauhj4c1dDV0OMnqqGroauh15ah%20dZCDHfDyRIFq6A1iaN9/9Akko1eMahO0+CS99VBeZGhGFGkBC9RyHsZxGLygeBhp586d6fMF9tKK%20Z2xWFxnB9skiLQHi/n333Zc2bA0jiZNtm+z96b5BD+/bikniRDzsHBQybP7mGRvCkmEkzi79dvUL%20GdabkcFIIcMzIcOOwTZ5i4XwNnMTDxvFh4zTTz99UYY0oYsjZNj3hAwZiQzbYwhDOuUyxJUMhqaH%20sEPGnj17kgxpFZnFHuRx30E/G9t6T4a147F0jA3xDzG0XGD3QIlx6aWXppyZ54pJeDD7/M6sMATY%20h3zUpwuTvmFpeHAS2qVZG/lIWheQpQ+TdB2CIWkuHocYegjstWWfbEWFHfBsyZR/JgFsWiohHnjg%20gbRCU66OKgEU5YYAPWfMV+bKi0yQOxWdnrOzPjYZJg3s378/fePCQkCG9X9e3IH3FIPkY6I457AZ%20vK/z2IwVS4SVfzVH8YpdZMhgWNSWobRRTbgnzlahYlLAGDrdlJIIRCclZQ4flfOc69guffJhXfJC%20D1WqnX+laUDcfWHA8LL7qgulH+LaXxSmNjTDMDa2ExID3jkkvoSRADZPU7flO+DacV8mEUGKtT+T%20ABRhTAngTEbOEPuUMpKwxEVxySg5XHOf0qoPH//KwX8QR5mIgejhHMBqK0xlAIeM0f7Glx38yBBf%20mUk880848k3UmeJiE3lhtQ1tqTJdZHwHOfHpQTCJgpHJlv7imetCpipBurrvt+elb8wnmNrQFesT%20ydAL8E89NvaR8M2Fo3SzHvWox/o58HgRqSjnwPI7eO2cXHV6/tlIvpEto8EzfV8EqKioWFngcUPn%20BuPLzReiOesaLPplNIC0KrXoNGxA31V8DkQDIaBQ0HekYaFRpXvCNf87/B/XzDrWoagho+WttV06%20u++5eN455ITcWWS2ZQ+R2Sd7iMw+2bmMecW3S6YO5ZJM55ATciOc/JlcJlmzyhwa3/x6LjvkhNyS%20zFz2JJkl2SF/JeLblj1Ept8BPG7o3CBd1A1jeYBeBi13vQ5mxOvq0nmqt8M1QnUlIblItaGbZkif%20ZUVFxfyAxw2dG4wvzwcKhHxITgFg2G/Hjh2p5tdlF+69zwjoHnRNt6LRJN15divkKRiu1O1qb2yF%20je7JM888M32KQP+75zQJ9B0bgsz7iys2B1Q28oWabxb7e1e3sXenrYy8p0s/KjcDgirA9nfQVgJ4%203NC5wfjyfNAmNXAVjOEbzDHsbMDFAIyhVETmARhqdhgwOnjwYBoEMuZgLAJ5Y8DIMO6uXbsW5yD4%20EJxBJcPIldQbGwp/H0nwISKeZQxwyg/yhjEn+UKFUYIvU5nzYZEwmG6hQlCR+PS56QGalPnAacA0%20AAQ2eJv3NYmTcSxjTz5LboqAUX/51P8rBTxu6NxgfHk+KJF6M4BHoRAyMlyxPFA5qA0damYwYm+C%20m49c6tPRL4SAJWj7uxfTQJBX/5H9ofUFqRTuv//+IqkNnKuRHWp0h3B5kCoo8D75Bsv9v5I1Nh43%20dG4wvjwfbFZSg5kRpQxRUbHcwOOGzg3Gl+eDzUpqOpsHtlkLtIrVBR43dG4wvjwfbPaauqJiNYDH%20DZ0bjC/PB5uR1NpQOv90kJjMq31XUbGSwOOGzg3Gl+eDzUhqHTQ6TCxm05ufrxisqFgJ4HFD5wbj%20y/PBZiW1nlDDIYbiKqkrVhp43NC5wfjyfLAZSW0Yy9o3hK41dcVywBCauRrmdpSAxw2dG4wvzweb%20ldTGO02waW/YUVExC0zHNonGEXwyyUX/TQl43NC5QbrIhTRl02wZk8itzDZ1M2CA3jWD8K5b1BET%20AHJMQ2oTBUwjNV98PWMjkZrt2NqWE/mCgYqVBwLns+OmJjWYFWVOtamZYIGHuawE2SkHrNKK7S/y%20VVpWnlj8YS5urDZBerOAHP53zXNxBuEJw28ZyoydOCtcXI9zl8xctmdzGdPILMnOZZZkuy99tKkR%202li13YnImCa+Jdlx3XNDEYttzGjqktmWHXFxds1CHlN6uXz5vXhnksw4x3vtNMjTwjNLkencJ7NL%20dltmSXZb5qyyh8S3LVvliY+mTHuWPU1TRWxLn+P5AB43dG6QLtrOSqb0EsHm1npZBlXzmPLmozGg%20hu0ak7VpzzQT402tnGZnrDYsC0Uk258NhamAFpeYYjgPtGvq1azhDKctdbwcqc1pXgp4X/JUnvEq%20hsGsRPnZiIp56f7HEb+D1G3gcUPnBuPL80HufoucSe0m27eNa66tDZ727t2bSGkThlmhYJjW5ZXx%20eRTzwLzcbzW+XdbyjTinhbB5P7NCM0ynn0LPhlmzppFmXL7bW8VwqKVxw2ZoFjv5nzdrDoRViatK%20avBb6QJqcBFSm6gtEcAKG+682n8IZFpte+2+gB7BvgkfXBVL7BAmdrTjXsb/ChyFSl8G5irFtoTt%20+d3zIrV45rvhTQuluR3rtm/fngot8kpwXW1cWnBgOaGC1uolhcOse2CqpeflCW02yJfymQ1L2ML/%20CnxeMN6UPFs8bujcYHx5PmiT2v6WduoNxJ6XSMydt2zS9oh9pNYEcD/cehlWZkNkbqIMyDXxXBe0%20TySIVTSWaZ544olpF+PYMlIG1uzogxKTfm3Mi9TaTiXXWSFCd/HLCxTp7LpM4MzYZrZZjipdukgN%207iv9QYEWHgKy6zC1lt0zs5BagaumtyWnmkUbsWI42FNbWgGNGyoTHpR8htirQuqoAa1tPfroo0eP%20eMQj0pbVrnPpRE7DP/aDdYh0F2Q0vbGBILXMyHW3rbhSraRsQEaTINq74nXKKaektd3CBjLVxn1Q%20IIk7IIRxae0dHYTRUTYrqRVQ9pa1mYQCpisuiKwAUROC96xBpxtPwwYS559/firk8sK1DWFEeikQ%20og2to9PIhnSZdcorW+mssyc9ufNq5mwW4Ik9AHlt0o+nK9+tCVJbtH7CCSeMjj/++LSvv151u6Co%20KXUAIBJSIsQkUnMLZVKLz7ds2TI6++yzU42ktrfYXSYsKStDCc/ierXzOeeck/bsP+6449Le+Xr4%20JZoF9AhZqpkQWPwtzicnRgeiVhX3pdbUwo2ppnTq62DSlMiHAT0vzXkqChr9GEhbqql5LNLDRyJ8%20x0CHKJAJCovQhaxZamqklq6aVjJmJfV0WNOktsDh4Q9/eDrsOGFnCdsROZTk2sJ9pEZihEXibdu2%20pQ9t2NrIxywUDnarIIPyMmGpg0mG8gUUJD7ppJMSqRUMdlPxoQtkJkMNacig1GHHZT/33HNHxx57%20bDrsWg9Ru/E6EHJaUntPfwIvgovK24ivrPR5DfoD8vHKaIcr/BASGelUIrX2mW2kFFCnnnpq8lak%20T6Sv5oh3l0JqzS12JUcBU0k9HdY0qRHytNNOS4T2VRpfnFFDyExDSc1VRki1LGIhM5naw2pMtRQZ%20XNcuUvvCzyMf+cjRYx7zmMUvATnU2NrjaiuFhfZoqWdRDcgzeOhDH5rI4H9EUEiQh+RqxmlJDd5T%20K3NzEYAheQCldqgeZWmnSRPej615pIetdLRjpekkUisUH/awh6X4+8yVtLDHm+2hdEIuldQ+6xHN%20kUrq6bFuSG3Silooakhtv6GkftSjHpUO7fKckENJHd9nU7C0ZaipEUsCklPqbFNTI3LogUxqewRD%20bp1KQYQ+UksXtXN0UIFaV+cXYquhEUkhU3K/zeQTB97CySefnGpW8UBIBZe29RBSe1468JgUkt6N%20Ao/nUEl9KNhD/0JfH8U8se5IjaRqhKGk9k58w04bWIEwC6m5nOJRInW07ZGqj9Q+zEgGFz6IwGPQ%20ITSE1MBYvAEdbAjFc0Embi8j9pGae62Dj8fAe0Fq6aHfghs9tKZGaoQWd51qmkUKB+lRa+rDoY9A%20B+9yIohs0QbySsMNTWpfSiVjrZAaCenhIGNoTQ2GeLTbDa9xmaUPcpuGGzL6aurQAyERGSF5Pz6G%20OU1NnZMaoaXHSrvf4ie9u4a8NEmk1UrVkCXo20A2Y+6GHJcT5Et7npvwKqlXgdRBhCGkNs6udtch%20hVDCRmptdDKN6YaMaUidE3K9kRroWoonyMRd2/12Qb+Dcd1p+jXaQByz6uQ/suRVhwK5PfFoCLxD%20xy49wRwEaS3NoiBZMqmNVRJozNVMI0MSMWQD/jdTSaY3UcH/pRlJldRlUptwI/6GxLjcQUg1rVo2%20Og69v5lILeN2QZpNS2q2Qr6lgIdg8gc4s69D7TkLqYEemk9dkE6+bStPsoF+Hjxbck1tSIUAhjcs%20wa2TuQjSbkR8mduMIy5TfIseGE6gDOoeQsqwelonkRohKUy+ySGxUkWJRckhpEZIBUouQ9xlyqGk%20lollpAifO+RQyyLyEFKTI2OJuyNcS3L1C+h11nONkLmMNqnp4F3EDBnTkJpO9PcufciTIdlXQTuE%201FHIkSMebOwc6Vs6S3+kYlMyHFxo6Sg9yPKM4UMdfkcddVTqmxBn8SND3kEm3othS7qQIQxxICv0%200oyRN9lehaTj0eQZ4/j6Lgw1+u35PC1yPQwP6o9QGAtTHtcJamTB+8KnB9nxTjsthC0ObO+3hUbi%20EJN36GPoko7SIPIGGf4nHyfkVfGdROqwRwCPGzo3GF9uXAAJDiIYEZCI7hEKfpdqVqg1dXdN7V3E%20lhY62/pILd3b2Eg1tXviofmhSYIwOVQq4iJt3ZPnSpBHyQJkkL7ynApF3OXHfJpyF+gM+/btS/aV%205+Rf4/7sIW8gmfBKYC9EDCBeeBmuGzpl46758MJQWZoWaiHH3GrqeaCSup/UiOTY7KSW3iYVbd26%20dfT4xz8+tV1zqO2NCCAZOSVdpAfS8RiFYx0BvciTtmSIB5IYbYgKK4cwxOOYY45J6SpPmA8hjeQ9%20+WoSqRU48p64qH3ZjgehaaEW9h7XWljSpgRhsJ/0N6xYSV1JveqkNr1UTaOpYo78kJpa34J4GKbT%20MSSNhG8cX+3KpuLAPqWa2mQhMmJo0ZwBLrOJRNJWHMRJ/xD3V35qw30yeAzyqM5L78pnavshNbWP%20ORpWNClIHiGDfbnwUdtHDYygJVRSjwlZSb12SK15JgOC1WzTkhrpchnRLu8jtTFdZDryyCOTjJyQ%20znqwtckRnYzIlzmQ2pi/2lo+kwYhYyip5WXxeMhDHpJsI8+Gx2CqtHelA326OvEqqceErKRePVJL%20a3rLZNxMw3UmCelcVStJUzKGkJp9uadIapGO/CBsNukjtZrazDp5S5qoqekSeQSp5Q8yxLGvphYP%20MmapqXXUSVN5RFzkKwWJ950rqTNUUh+KtVZTR60qA4oLO5Fjxdw0pBYPhEQooyVkGIkhYwipg5Cr%20SWqeAhkO+YoMebeSuoVK6kOxVkgtwxmWMxzlrGNJWpJlWad18tOSGpm8r+OMvXwHupK6krqSeoVI%20racamcxBd0bkkCFNZ6mpcxlsXmvqSupK6hUktXFjPbvShBxz1yupK6krqdc5qSMTk1FJXUldSb1w%20VFJXUueopB5nnkrqSupK6gZ43NC5QbpoCp2ATUw3o8fUO0IDAvGZHZPkXXffLh5tmMReSV1JXUm9%20RmpqiUSAaXVIbhK6DI1wSIisiGUnUJmuvUrLapd5rtJiSAk0lNS8hFyGOFolM5TUjI988a7wHbOu%200vIuOdLCqp3IwI5JpKZDrOKRttIeIYeSmk7C9i59yJMh2VdBG3HpI3UUcnQRj5Ahww0ltfSwwsr7%204uNgI7KHklp6qEzoQR/pKk0Ne+WE7CO1OJPhvcgf4jQNqRVm8W4uwzRRHYdkOPpIbTps5I18lZZn%20rBQbSmrv5YUlHjd0bjC+3ExMj9Is3GgBh1FdA7/zLWpzVPe71tS1pq5t6krqSupK6krqSmoyKqkr%20qQN43NC5wfjyfFBJXUldSV1JXUldSV1JXUldSU1GJXUldQCPGzo3GF+eDyqpK6krqSupK6krqSup%20K6krqcmopK6kDuBxQ+cG48vzQSV1JXUldSV1JXUldSV1JXUlNRmV1JXUATxu6NxgfPn/8OlOSkkM%20QFJ7Fks0m6KbSE/5u+++O93PIdBQfBpSy/RtTEvq0qqxaUlt8UEbiD4NqU32b8PqN+/KwI5ZSG3R%20y1JJffvtty+Z1LYzmobU1g+04d40pC7pMi2pLSRpY1pSl7AuSG0lCcKKmFVOhO3evTvVpgzos6u+%20QIBUAYs8BKZA8L8EpNBQUkcNLzMjMxlKZwk0lNRWiZHh3ZAx7SotH/3zrrBjFQ4PAJGHkJochYD3%20vE8OefSLDOyYRGqFUa6HglLaDiU1nbwXMqKQYNtpSB3fwaJLxANBhpJaeigYIi3JYiOyh5Kajdkx%200oIs/6tchpIaSXhQ8mXkMXKmITUPJc+fIcOqxqGklv6Rnnkek1bTrNLynjgE8Lihc4Px5UMhQGAA%20B1AiUCr1oLrf1f2u7ndtU1dSV1JXUldSV1KTUUldSR3A44bODcaX54NK6krqSupK6krqSupK6krq%20SmoyKqkrqQN43NC5wfjyfFBJXUldSV1JXUldSV1JXUldSU1GJXUldQCPGzo3GF+eDyqpK6krqSup%20K6krqSupK6krqcmopK6kDuBxQ+cG48v/h4QQMcQzxzsmrTO6wPbt25eUl1BtCDRAIcqeccYZyXBk%20SiyJLyHIClJbxdSGBPSOTEiGBLvoootSYgl/586di4SUYCVlTXq/4IILUuFCRhQuIcNCFZk4SF3K%20xD7XctZZZ6XChYwoXMigi7Shi4zqKK1K8uke7yKlQ+GSy7j66qsXZUj/EiF9uif0IEPhEiQgg13I%20kImdS/PzrdKSiRVQZChcchkyVcSDnNKKM6u0tm3btihDwRAypClS5wVUvvAgIL23bt26KEPBEDLY%20HKnzAqpESKTesmVLkiFNFAxkRB5B6igYkKNESKSOeJBx4YUXJruQgZhIzR7yhsKsBIV6pIdDGpBB%20DwVDTmoLOkoQBvsFqXFLeDfffHMqCFQKDsRWybSBxw2dG4wv/x9qL4a9/PLLE1EI87+ALr744pSJ%20Gcs5oGax9NG3tGRg7/ndd3gmnsv/JyOuxbNdR0mG8G+77bZD7vUd8Vx+8BzUaj4W6Hfpvfxov+/w%20aSIrq4bIiHfy/71nueVdd901dTzif+/de++9o3vuuWdmXbwnDuIyjYw4hwxpwZMbIiPeyw/vKZRk%20bP+X3suPkgyHvDE0jzra77tGBs9wiIz8vfhf+Lfeeuvi71kO8u68885UeONxQ+cGY1ouD7hearq8%20lPR/uJdqpHDXu6C2KNWgAa5ZqRTOwSW2fK+NiEepNmnD+1FzxXu8GAeUXOY26BHuaCnMSTLoKT3D%20GwgZ0jBq95KnkMOzllQKSw1Yiv8kGTKSpoq0937JK5iki7Dj43mOkOH/sOcku3g2ZOTI419y3XO4%20T0akQxt52nZBPMloexQRf7p1yYdS3pwGeNzQucH48vzBxVLDK+UpxeVWOlGcS8Q9UStff/31afOF%20ErhYvr6ptpH43GWlPbeEq8T1UaNyW0ouPFx77bWpzaqmQahdu3alWuOyyy5LceRmkX/NNdckw5Sg%20KUKOdeRK6AMHDiRvhi7C5va5x43uyojC9Z513+LKzdJeuu6660aXXHJJelc6CKurkBLnm266Kb3P%20myBP+GRz7/RjiIe0LoFc3hZ3UEkvo1111VWjO+64I+kurcmSVtKsBBmcvmzAFWQX4bHl9u3b0/t0%20YnftxBIUTOx/8ODB9D+77N27N31B0np9brEzO0mnEqQBN/uWW25JNhF36Sh+9gPQ/JM+7nPFS9BP%20QRc1L3k+10yOPKZJID7RnpZmJdBbW15ceRH+tzZauu7fv3+0Y8eO5Nl6X9MlhzT0FVkIXW+88cb0%20Hv2l3xVXXJFs7n/6yLPce/k+gMcNnRuML88fEpcLKpP534HcDBhtb8Zg1C4giPclMgLJQFEaRsnO%20GKXOqYBSW3tUXLwTNQhZmhbAGH21kxpaRkckrpP4C1NtZWMFcI3MLiiNyRCmOHs+au3QybX4vwTE%20kxG971BAICYPIDr56NnnuSCiwgOpyYv40y3SseurpgHvksENDlc4II3pIG59EC4Z4u39aCvSS16h%20F7v0wbPSI2o67wg/OmzZOmxcgmfoTUbYom1Dstm8C8KjK9vGu1ErRxpI5zyNcshbwgdciA5fcSeP%20bR3iig/iK32lUQCPGzo3GF+uqKhYr8Djhs5HHPE/QMU/iaiqLyYAAAAASUVORK5CYII=" height="155" width="245" overflow="visible"> </image>
          </svg>
        </div>
      </div>
      <div class="fig"><span class="labelfig">FIGURA 3.&nbsp; </span><span class="textfig">Valores medios de la humedad% de las semillas tratadas en tres momentos.</span></div>
      <p>De
        acuerdo con esto, sería recomendable para realizar el pre tratamiento 
        por imbibición de las semillas hacer un control de la humedad de las 
        semillas previamente, pues este parámetro sugiere el éxito de un período
        de almacenamiento adecuado con un deterioro mínimo para lograr mayor 
        productividad de las semillas cuando ocurra su siembra (<span class="tooltip"><a href="#B15">Maqueira et al., 2017</a><span class="tooltip-content">Maqueira,
        L. L. A., Rojan, H. O., Mesa, P. S. A., &amp; Torres de la Noval, W. 
        (2017). Crecimiento y rendimiento de cultivares de frijol negro 
        (Phaseolus vulgaris L.) en la localidad de Los Palacios. <i>Cultivos Tropicales</i>, <i>38</i>(3), 58-63.</span></span>),
        aspecto de suma importancia para países como Cuba donde la humedad 
        relativa del aire es elevada (80 - 81%), que humedecen el grano. La 
        capacidad hidrolitica (CH) se mantuvo superior en los extractos (35 - 
        40%), la cual se incrementó indistitamente con la dilución con respecto 
        al Control (32%).</p>
      <p>Los valores medios del pH, la CE y los SDT en 
        los lixiviados en diferentes momentos de inmersión estudiados para cada 
        tratamiento se reflejan en la <span class="tooltip"><a href="#f4">Figura 4</a></span>. </p>
      <div id="f4" class="fig">
        <div class="zoom">
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            <image transform="matrix(1.2376 0 0 1.2376 0 0)" 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vCv9AH4U%20f1KGXfrBctQX/U7Ii8AKPegHj0MKpxAG0NUX74Gr71nOWdmtr74DRMCntr2fHPX2eIM8YpuXejWP%20YFyMD77KHB4FzMP1iv74M8APiHapJOtv2lwaeQKogKf9vQWUU089tVs7lc1Py0OpstXMzgpkPQIF%20yo8y9R2rEqPLmXe1qb7eu8f/eRxJrfV/n3NOSYTEs3y/nxlP2mcuhwKj9JNtk437Minft5plbgFK%20QJLsN/e41+V5fve/xP19Brrq2bZFnvtR0EIYlUI0Z/BTP/VT3QSzrK3szuDV/JZ5Ev+1qly40av5%20Bkcs2DWbN3jQSwsoTnW0E7j+C3sVoFSpUuVQF96uPayAyTHHHDP5kR/5kS5riY7ikfBQvPJchHjM%20LUh4kNzg1bycoxIuuOCCLlx20EsBSpUqVarMKEKEsp1kKQGSxz/+8d36CiAh3Mgj5PUJR8qqM+cm%20zGrexMXjE0Y0ryfp4aCXApQqVaoMLkJmCTPmyFifTeia/5FKas5r1/YVAyi8DsrxuOOOO5oGKxVY%20EodQo74KO7YLHtsCdMx5bXLj0f0qBShVqlQZXChN8w1AQxYaxWqORpaZw6asY5CVZ8La/M2urMI3%20P8JDSfqrbCVbiphsFtLKOTxV/q8UoFSpUmVwoUjMEbDaLTTliUizpYzNJ0hDtshPSjKPpT0obZtL%20AAWQUI5SYJMOq18AZb82Dt1WPihAqVKlyqAiU4wisSjSXIL0ZgvjbHFunYyJa2tprKC2dmhXUpID%20KLK0WkAR8tLPdlfhKgUoVapUGaFIrxbyomQpYN6IVxsmWtdiLYfV+Q49o3B2ZdFk66FQjEJdBSiz%20SwFKlSpVBpccDUAB33nnnd0aDN6J7dzNn/BchIjMoWR/tV0oBSjLlQKUKlWqjFYoC4sireKXSmsr%20G/Mq9hGTPpuT+3ZtUr4AZbFSgFKlSpXRC8DIjgVZ6W8exUQ9Jb0rG08WoCxXClCqVKmy9gJYbEDJ%20S5EFtumTL1ct2wQoOYbBepdtDRkWoGxJkWZpVS0GNrlpc0P5/Lu2EKzK4Sw8EvuF4VubVeJhyq89%20ltnKcQsdve7K4V37AShoZr85dMrR1jy87IgtfJgdj7cNWApQ9rlgxhx6ZFdSk5c2mrNVuewY3+dM%20jypVtrXwOHge1pmQ36w3sYMzoGmPZN6l8+r3A1B4c44psK7HOher8O1abE+xnFlvc0pHMJiv2qb5%20qAKUfSwIywpxBoXdSeXpAxP9v+KKKzrGkWppgFh+deBRlW0tPGnbq1AajoaVHpyFjPax8pst9nfN%20494PQHHcgmfb8t7eYLw6OxX7DEQcOWD3AfrBWTfWAG1LKUDZx8Jic2aCLa8xh4HALLa8dkY1b4VA%20Ek7eC0+lSpVtLHjT6X3WnThZUoaXS/ow5YeHnZbJ0ha+qSyv2UUSA++EMSnEJVKRyIVzapy1Qmeg%20NYDZJr1QgLKPhWsrL98W1wSOm5vjXn3nsx1KCSh3t/YNqrKthVKj/IRirDdxop/V8MDDnAqlSCEy%20jHgqu3Je/X7NoZD1HOzFuLS7se1err766m6zyquuuqoD6G3LmCtA2cdiYlIMlDVC2HgjLA/ggZnM%20rXBn/c76+9rXvlaaq8pWFvMktlthMVMaPqdQuBJOGE9COMK8tbBxb90gKYdHQvaFD4ELT+Xmm2/u%20vD+hsG1LbihA2YKCcTCIGClAwUAWgAkLABRnpTu2tc74rrKthcfBS7HDMK8Er/JQpLj2z17fpbLf%20acPZGl89QDkX/dBmgW1LKUDZgpIzwAkjV5dgsjwIqc/CXgBlV3ZorXI4CwMILyeF2Ln1Jo1Z0rta%20tmUdijpcaEtpWyBqvlX7tkkvFKBseRESE0oQKigPpcq2F0qPgnNqITBxZgglInzr+11KGVa2wUNJ%204enxTsxJZX5VdGObFokWoOxzaa26FJ4JAeSdONMaA5nk3JXVxVUOb8G3PBNzgOYEJZjcdNNN3XG5%20Vsq3cyu7UPZ7YSMQ9nyfLWzMWfXoqe5tS24oQNnHgrDmSAAHiw5guMyZYBqZX4TRKXisk1rcWGXb%20iyNzrae65JJLJs94xjO6I3NPPvnkbl2VuUF8vktlv9KGLQqlmHkgwuGyP+kDSwok8JigN+8qglFz%20KN9ZDm3asA3z7rjjjo6BhLRkcsnikB7oYuERRJ7KLk9uVjkcxWp529UfOXJk8kM/9EOTH/zBH+xe%20HZvLYxGy2aWynwsbLR2ggNGUDtAOWXS8EzSWOmxR9DYdVlaAso8F42Qho+wu4MISufLKK7scc8SX%20vw9YWH327qlSZZuLsJZ1EqeffvrkuOOOmzz96U/vXikWPC3xZJfKfnkodhYAwO95z3u69T033nhj%20dwknimAAGwq6FjZOL4cSUDAOALE/jyNGrT/hkfhs0o3HgoFYIkCnFjZW2fYCUBhHFAkl4pUCPv/8%208zvPuwBl70LhCnU5OtmWTLwRyljY8LWvfW0HNL5DT+0T6diWUoAy+T/FLrYrtxvDmwxL6u46i+fb%20owtjIrbLqvhbb731qDeiXawUK4xrYWOVbS8BlLPPPrszkqzuPuOMMyYXXHBBAcqShbwzON/+9rd3%20eiGGpY1jHVymbbWwcXrZF0CRWSXsJNTEdXzXu97VXVxMoSj58ybJ1zkZbtsETGlXYfFQmRwyulgd%20yTnHOIBnmyyRsQvBaIUD06H9WFksnod+7XiivfHfxXTWbS2thwJIAIvwV3koq5WsRROxuOuuuzqF%20zOBlBLc86z0+luRjManLe99tEnQONaDIkAAc2dYA4wg3vfCFL+wyKgiAyfJNxCgpOimVXF1MzDPB%20NJjBb16XZVwhM4y1zetX9AkTigvrNwECpMDc5KPtOvw+pAAOgGwLGwc8GXfPBOKy6W677bau7gKV%204WVayGuXAcW5LnTB2ICCxxe9j/wzevHutKQG/C1pBx8Lkdmexa4b9BpD2b2bWvx4qAGFQhGLFJdE%20BBYAQMEsBoZg2OyOdbDO/PmsgEVoilRbEN4WFntZ6FmVLEQGPABPq0DlrUsvlM65bSvttV27AYf0%20aKE+uy/bTVWYD8hLRkB/fVuVtjw+hxJJt1QPesisI3BCCRSG3ym7bV7rg17CILJ+sq15ux08YWa9%20skz3azffApTH+I4hh/cYS+TPe/QRxqJrRCQAwbQt/clxlhSYRxXiMinvHkanzC515BwakRW8LCEC%20oNip2FwLYMHzdB3+WLcyP7SAYjAM7DXXXNMxhoGzC6oBwUAGnkK2RTQr1vzKugrmcBARS+LOO+/s%20FB8gQHxMOA8IMJR2s0RkhvCmMLmMGnS0SymQ9Nnzt0lhCkHZBQC9bXEOPLy3u6pX52gQDhktgGYV%20RiSYAMvzxaKlXzIixPYpPjxAGIEXC3BsbzQrxwP4CWUGIKwxIIR77Rjrvzwr/HHttdd2mX+2hhci%20pXg8A7/4nQJaJFSInuqd5v3GyMmVrYByUFY8ybEBpV+vNsZISr2+GzvMlK1NQhdjlnA4XjzrrLOW%20ApTsGKzPJtPxH0Ag21G2noEnyXj/GYxEK+Hdw6glw86ZIdPuIQ/ZP41+MreCt4EXo8OlbYwnOg5/%2044t1y/+h9lBYH5SJQWMRZ/KLUGIm+2dRxA63WadlxXrBeM5EIXgnnXRSx8AYAZPMy+5iBVGKmA4Y%20YihnTkg9ZqUARQxHAennNk3sU6YY3mQj8OAlYL7jjz++azth5sZjRP1YZR0OZaQO/VcHWlx88cWT%20E044oRMyln7oA5THpA+FaGzNyfGCjY/xtPNBQplAjAACnHlehRXo+BBPkI9Yo5Q3b0tGkGejmzBu%20qzgIMCvYFWH2PGCEvu5tFaN2sIIpNIDvFU9Z/U5eststI6gPhEMAJZuhMpC0Td0sawYBGrK0vWrP%20kFNMY9mry3jrq3Z55eGx+NHa2KgbnRkgeNOc0KIeCiPUOEmbNp8EmBhNZNXzLr300o7+6pymmHkx%20F110UScPxx577OSYY46Z/ORP/mTHv35LSNszyTsP35j4Pptz4q0XvOAFnWFsDNe9lu1QAwqEZx1Y%2060GpUegGRZwyqXuYmlu6zsVDBESf5ez/xE/8xOSHf/iHJ094whO6lcZSiQnprIJBbBRH0fBGKEeC%20K/049+kPq5wVs86FZYQITV0RMpYeoaNYCW3L0GiKybnlFBWFePnll3cCoB+27vY9gaZg9hKG/hY2%20UVJAlsHgmUA1yp0XSBknRGAcxjpRUL2UtjplOBEwnpcxoABYmCxG40TpMG7mCZpx005CSZEBQqFA%20ICnrhwWMhwCjPbSi6DNHJYwYD5WyQVt91h70p6ByKiiw82wycdlll3X0Uoc5Ror01FNP7fht2pgM%20ART1UohCkXhZX4SehW60g4JCS/1Hj1XDepmTYMCE74SU8AKgZGhoN9nzPQ+ZYl8GUKJcjQVeQzt1%20MVbxRA7PErac5p3iHe3Tjic/+cndjgPA5IlPfGLXDkAEEBm+ZAjN8BVdZixd+sIgVrc+Gt91b9Vy%206NOGKTydzOQs8Ih1J8SA8QyEgVsnoLAgrCYGIoCFRUJwKYp5gBIhJKwsHrRzj/5kmwuvvC/XuhZH%20Zi6HwiBkaJidACg9TO2V9ZdsNYylbRif0hIOIMAsbGnSlC1rjqD7XxRIQhLq0/9YtsaJoulnw/kM%200BgLrFyWNhBWF2FXLwUK4Maae9AudWo/kORFMl70LafvUVQUk/GiWObVjRcpIOPMatdWNDDP5jNg%20yBYn+pbMHrRSr/soFRatMQEiLjRAF8qTwvM89wqfUgZ4EU8BYrQDiixkCpEHP6aHol7JEWj2tKc9%20rfPS1UNxo5F6ARlvlWexqodCltFSCOmcc87pnokWxkR9wIv8AVRKHcCsAihory5jx6jh7ZBLfQGS%20xmmWoQpQeMzoZlzVjR4nnnhi9512GUs8k/Vqxg/teUIuMgeQgZoox7ozVg89oCTPWywa8bMyVWYR%20lxoTUGb+gynWVVir4uLy9jENpo0wUrQEd1bBIKxESoMSYKWwVnKGN3faRblRuOtyeSlt9UVZU3aJ%20IRNIFi7mBmp+T5IDgaDEWNDoIAyG8YGkDDvCQAFG8AgPAAY4lIL7jBPhyyQ+y5lAtgXQUIjobJwJ%20NjARm3YPRbYKiFKo02L6vlNnwmz6FYHTZpYk5UxZUDBoNU/YQ0/AgxcpqoAGWqJpEjDU24av3AfE%20KBmeiboBEF43ZkI7FCbFiu7a7hXYxJszdpkD8F590yb/h4a8yB1wj9flFc8AX+OLv5JWP4RXgTC5%2091wyTtHhm4QBgRp+YenrD88osrlKlpd+eza+zfwgr3RWwb+8GSCKjup3oaV90oxNaxyinTrs+yeq%20knBhVtajmWeuO4X4UAMK4NBJ7rWwA6FjqbFSKDKKWVsIwjrPdAigZOKP1SSrBPPuBShRXoSbMBMA%20ioW1guExHuYCnuvM/KHwKHoKAL0IC0WVeSDzBgSEAiegAWguuDATZqdMgEsuAkP5ymyhJNuQCGWc%20E+wIKAXg1TgCDDRNIfQUkbYF3FwUipAAhWUeAY0SEqAk1Ef5UN4Arb20jfASVgp9mlIBfvpNiPpZ%20au43NvgNMC6SGm38GAdowshBX0pKHQARcGhbX2DRl4GRsaGo0Q8d0Za1K9yLFmjVV4RACGCjaxTw%20LANrrCwvNBfW0258zFsFaCIIQ5Vim4EFUPthTr/pB0MGuOEpk/HLAgpeMl7kAtADcn0A0F7J5awF%201AEUQC9SQSdoAyUNZPAOnjLWxpwHn/OUvCZSQA4YDi78uu61bIcaULig1pywuACGQYDqrAiKHAMh%20BEtlnduetB5KMklM4i3qoWBK1rx+UBoEWuhD30zWUQIEE4OtazAJhUlIlhclycojNOqnjAgoIRCW%204w0mHJe1QECHYsX4BE8YxjhgQiGjhHnEiwG+/7CS/S5MqN+UDYZFM8AaQQcW2uR5aGluDC20wbhT%20rBQWfohiz4IyRgfa+o0Cz6Wd+obms5SrZ/AMtRnwAP225FC1RdLDjZt6Eh7UH3JivgkYaIcxnjbB%20m+3QKTaGRrKGtN97QEF5aWs/CwgNKXdj616eDUU6CxjGTBvWFkoT/YwPRcziHnqGOnqgE8AwLvEe%20+/xM+eKXVRY2Zg4WzwMknh0gR3fjljED6NOesRegkCn8BPzIgecbS7SPwcTzJh9C6er0vwKUNRbx%20fAoQw6aTBJt1bcAQAAMQ1GlMtw5AWTbkRehYchjKxLu28q48D6BgZpan5xCAVddzLFJ4KdqiHsKi%20DRQegQTKFDelwqpOyIt1bfKVgBIyYAGI/BcQyniT5YJJKTZKkQIkMEAF46KV74yjcSO44uwRUt6J%20cdQmVhrFzENw4QHtFE8nwAEUgsoSdx9rHv20Tb3i7eLsEii8snRnCZdnEnSeFMAEbpQiEFmm+L9n%20eQ7Fjh68LYo6W5pncj1JJf2CflkHgU/QSh8pNV4PD819xgaACJHiLwrcuKobuPME0VQ9Y86hUHaU%20q3oDvhQ/4wKPmGfkTRrDrMNYpegfOuHLGCfGhRz2jS500F99WQZQ1IHP4zUzQoyfseK14/EknGhL%20H8gXARQ0MKbknaGmfYA3Z6ZoH7rJaCSH2rDutWiHGlAMCAuVQui7vX4zAJiZFbNOZB8CKOZEKFmC%20QcGw5F0+C+lwq93vN1bturcPRycKISFDyoXgAgcCpK/t5Le2ETjKgiAIr1C4FByAcJ/fWFcYEQhQ%20ggTTpY8EB2jmvAjvW5pRcgwHNNAm3gWPyAXo3JM05YwzQHGPMeDtASOKJ16UfhkrAjzNe81q/0yW%20E2xKP3N1FELATV17KUd1sDjxA0AwjhSO5wEEgppwis+LWvHZ3ifHTFNQLGueEN7XPp+BQRaGurQD%20HfpJHkMAhdFG5ni3+ASoGHcGgnF2v3qNBc9xVU8FSJEFwIC38J82q0PdaJHz2hmXfl/WQ9F2vIx/%20swbMZ3Xgc6E2tNI3PNnfzWIvQCED/oMGwp2RAXQznn5DTwYbuVMnuSoPZY0laa6z9owyUGKoFMO2%20AorBYVmyGDEnQaG8ZKjIpc++PlxvjLWJLfBz4iRhY+Ghn3AKAdLXdv0CcOElAD70xpCEi2ID8u4D%20kBQR5efZFJzvMjZZPW4uAEiwptudDTwPyFGSlBFgIeguHgfBFS5rFbuQR86qEZLTdsqVovGqXX5j%206fMe+krF/caNd2OODghQTv5P8cdS1R402Yu/0JOgAgwKDrjw6Iw3YBK+yymJwHyZBWwUD3pqLxqg%20b87jQFcGFUUIqPAPMMOX+KzPm0MAxdjzLIE7fkUvtDdGlCF+QnM05amsmnkJnMmHcTEe+ies6Zno%20aVz017jof9KIl5lDwaf6mgw6sgm8vKor2V9J8+0nyywyhxK+c692MIz7O3rgg6y1qZXy+1woIZYQ%20AVrnCtMhgJKCoQhH9vJhaSXH3SCzVCjI/dzXSzuEAdC0347+5pAphEY/zAG0SQXZPDIl283k+dPm%20ErJYLxPaLhYwJgcoFGvbBs8koIS/n9BAkCkMgDnNw6BQPBMAUMwJcaEBAKAYWZRCE7yxvbLvPA9o%20GON4m55N6eSoWCCnL177tNQ+SkqbKP025MaaxoO+D5CbM1IPIwRPCe1pL3qxtHmDeBPNxwIUNHA/%20a5o3xENUD0VEgaqX0k8q+arhG7KCdtof71K/AQvlrp3awDAxVsZvWUAJTwNFbQX05BLou8dvFD2g%20nLZr8CKAssgi3Mx/6adxXfeWPAUok9m7zraAsq0eSqsw9AMjuijbpLWyhDwDY+3n1itxwbVlEXpm%206wuKZJGjY/3f83kiLMu96JX1LJicECzqibpXXyjuafMIATxtphQolHbuKuPCOyPoxmeR8E3qRT+K%20nfKlJHzvlYWqPf35BW2hyGNwsPh5Av5LiSc8w+NLNmA8Hv/lEUhZNSfnPTBjwWtD30sYAijajP4A%20Ngvy1GlVOWXEq8uphei2qnLMrgOUMiOjHZdkHfo+a3bUuezWK+0z0dizKNss+sV36A/EPKPfl7EA%20RT+MOyPKmJaHsgElJ9xigEzMtXMMFDChmbWB2zYByqyCmSk+DMXi2s8NIrWFIsDke2U1RUkSaF7H%20ouuAKEfjpY5FJ20BCUuRwC2ykpjyxyc8HMpvGk2jHIWIeBDTgJxVqs5FAaWtn+fU3oOu+De0avtO%20OQmtJLsoadYsZvyNvyh7cyOxll28GMCsnxSw8A3Pl8IA3J7bp/EYWV7GXViU8gF8QpnqpWDNq2WR%203qoF3SjjbAM/bR8zfQcC+jkEUObxqWfzBNG/r2THAhSePbk3jp5ZHsoaC4ZihXF/xYMxDpdaPJki%20oGQwMoFaxELeRkAJUwn1YKx1rfjP2TKUGWUAxLj73vP0MDRQw2zet8owbjllxMpO+CcT28YDQGTD%20QIqaFd5ft0LAEvZRb7vZX8IL4tdAoLUKgYMx8NoHB+3MPFQLNviDVe9Zq9A0a0oYM+gxdMFpxphH%203VdyaMu6pwTNMVFiSSzgCZizwGtkQFv6oOozAKMs1BOP1/iOufVKv8SDzDqlpHmb0F6nta2P+IFh%20gmfohyjGsQBF292LV/VnFUBJ2NL44F3GBC/TGGaTU7KiH8ALzWph4xoLYVZXsnhMdOZ8d0CTldUY%20px8r3iZAySK87MiKiQi6VwKZUJN48Lq24Vd3VleLfwuJiIGLRUd5EQQTof6TORTAYByyot7/0SMH%20A+m7uHYWtFEu+oFpXdx5E7cmogmgZxhT45fS7tKrfta5bC1jijasXnMF7Tb5CS8lhMZSzpoF7UBf%203lNSWJctnk/AKXf9XwSUsiNuuwtvLvd7nj71tyWhuIyHcUnYEx+gLYNJKrDUbLzfAvGsNgBTNHf1%20dyRY5/b1aA/AjQXjaOh6lFmFosYTwARAk0EyuewcSnZpniaX+N844fVpZ/EskuWVEBqQRVvj6DLO%20xkY/GGLoxZBQV20OucaShY3Zl4jFBeW59r6TKijlU1rfOncbHrr1CuWAKVnfFKzLoGKq7BCb/PR1%20rUMhJPpBKemDNTFZe8IKFmrJYk3hFwpQ2wmse4y5vspgcglzABFAASQo3Sye5EliUha1CdPsjaVO%20dVvoaBFjO84W8fk/o0GWVXZ+FcphTPgsNp/QGoFHR22TnSPzR73aToAJK6H2eVUrlXADKRZl5kJm%20layIzjELATOv7geGwAHdfG4tUfxhbAhzu7jSfzwPDVjh7l+EP7JgU9v7oeB1n4eifepY50aHlL8x%20pg/QDD+SyWV3G0ZrYyE7LjIZ+UTzbOJKRvt9mQcotl7Bq2TI/8g3o9izyFy2kiIDxjT7lJGDdSfl%20HGpAwZiIDkTamGwmJC0WMqAGf+ipgesEFMoNCMrEofwoYICYdQssmqc85SndgLaTkGMWAsG6JWTq%20xPBCQqwjHgY6m+AFLkIzWTDHWyEo0inF8/0/q/0Jh4WFhIkQZr8iyh+NgIl+Ezz1ZUNJi7jUmULJ%20+o7gJY3ZPYAk22qYdCZ82RY99RiTtAVwEVQeFw+HtwMoPW+aUqGw8Q2lTQFGSXl1AQT9p3Cy0d+s%20kg0AgaE+yhoSno0XCPAYQAwkhkTfes/xsNPmewCb9qANwyAJHsACPVjSWQjqPfkwhq7+gt+hgIKP%204lVn+53UC+wTAgWqq3ooOYcmqbbtuOBh3g8+xL+rbl8fXmVQAQDyTalnUS7e8kybYJLVfjLIXoDi%20N+OGJuSNwYSP1Kn9eFRd9IH7JFPUwsY1FwIj9khAWkDJdhMYF3FYY9uc5WUQpZ+6z3MoRoBIsVBY%20BNxvsnPWNRcUJaQtmJwCSJYcJsLk2W8q6YuUpDZql/YSEHQnFCaY9Z2HiC6ERTEOFKvP6ELhuadd%20twJMKOsUBgPBzo7CFD2rPQBIEQe0tAnDew5FwkNJqCtpuyw+AsMT4hXN2pYn22Kom3DHOwKqLvdS%20Tvq/19Y+2s1bYxwQVGG7TKS7KA48A1DQZpb1nmQB/de+9rCvbHIZT5AyZUxlO3Rj5KKsKAfg2t8l%20YOjmkBSp8RVmpDS9qpMcCtt4tr4yJFZVjmQdXwLkLADOuJAjtKUEk1HGcLGTwrK7DfstWzjhJR5t%20vBQyClQoe/UuAyhZKZ95Le8ZFbwhNEkGIToy1NzDOx9j25oClAUtlmmFUFIkFN06syOGAgoB8YxM%20uFLkJnxZdpgaowEWA71OT6tfKElWnraxNvs0xNwUl3h1f/NNAkUZU8LZbLLtb6sM+wXItKEd1r/7%20AV3fcAAqBN3lfU4v1F6CT5G28wSepU+8FV4PZTArTETgeUWUAW+XYtIXXgVlZnGdMy6AwF6bj2o3%20kMt5LskOosBdPnsmcKEspwEKelE0wF2/gPm0/buMCwudJcwLowwDiKxrXpnt3SlVnsJYgJIt/3M/%20JZhdqoEyRU8+bCXi+1XnA/EOeTB+gCK7/7p4ueo9cuRI5x3zRHn8lPiygKJ9jJjsO4fX43G5j9HD%20e/bbMiGvzKHgc2Ml6oB3+15udtGIXqATKm14zSWntxkcCtBgrxtAxgaUKAEMPMuTwqC8hnWvQ8nE%20MabJhDpPb1bKYuYGtH2aEnQfL3KW8shphIB/Ly/Sf6cxcyZOW8WQ8+7V3Z8nyH5vFPKstGFFe4CS%20EBUrmNcF3CldXg+Pg5KkqBeZW9A+oDhtPZE2aS+FPC3FGk+7T50UKEVF6Cnr7HrbPgugUFxkkdXO%20S3CvV0oXCAIWimwsQDE22ojn3SdEpB3Zn45y5zUI7fKSVp0PMC6MGEChrRQgYMSvmbfzPYBut69f%20FlBSF/6ZxpvZ2LW/aHcRQFk0bTjjiV+mHfVcgDJiMcjZdTQH6WTPG4O17hS7MQFlkYJp181QyTai%20aChQVp+wiWwpltSsLJP2TO+2sLoIuecBjfY/FAoFSgGw2HKOzVgM24aBpik/QDJtHUN7v/Ynhdp7%20wJVLfwIwi252mCyvWQXPTut/Tg80ecvCl9Xl8CzKHsBoR+7LHBLrWrgw2XAUY9K1pYB73ph7ecW4%20Y7l7tnHnaeb4Yn3IeDNSVg1D5zA4/SJb2e05V+oZMim/bHv6ZVVAQRNj5f51n85YgNIrmJuyAyRc%20ezvbIoDQhDj0ps5fHxNQKCqeFqEkEEN2ZV2lEFLxYTSVwqgPBICV7vtFLHFtjjALGVF4nsdaFBqi%20xAkMN57yyml6+IblmjNKFi3JyKFYpgEeJU1xMDwomv429ENKzpafBVyrFKCuL63nhF7mHfCXiWBb%20muN3oSvCT0G3gp71Pq5pCi8r7PtG1xhZXnh4nveRzQ/HUEyzaJ65JJ7LKtvXTytAEQAvkiK+LKB4%20pvksE+88K6FY79F7kc1HC1BGKNlWQbaFlFbHa7rEVcVs552otm2AgmkAiWflzAtx5uxMu+5dRlN4%20d/piMt327o9//OMnP/qjP9pZw0IklP1ehWBQfkCIEJn8JsQyWXgiWcDIcqQYjznmmK4u8xEEkLe5%201yaYmDrAhL5CK0IqQiGe7zeKjWI258DTQlNhGGEfHtOyOf3+H0t/bOuR8qPgswGlvvAw0AGw8CoY%20T5QRWuL5WNsygPDNsoKuzn4/xk4b1qZ+OHLsAtDRztWftGbA0BH0wyqAkgQQoTwhUvMpFL3PQGAW%20zZcBlMwFGnNjid7ukbzgGX7b1JZLhxpQWPGsXwDCQzFxivFN1gEUSmtXAAWDYihZHeK9yY7yXMy3%20zpX+swDluOOO6yY3WcSsYYCy1x5bUUoyqYwJWlB+hMkksZi/vrIcszW8Z2Ne9fm/GP9e/QXAQioy%20ZNDYs9HeRCx6yUgzF2ECHrARUP0AbuhrcnyRxa7Z0ZqCMFeRDLzsbjxWEU5jPJg8p4RY1MJbgBk9%20hRsJOt6mcCio8FkygBYV9Mwvea5xaFOHxwQUQEihA3TG0phGUeb5tF3fjTlewJ/tuADoIR6Kcef9%208RjwGGDKRptCtLO2dFpmpbzxoKjJg/+pI+e3aLv617VDRgFKU3gomF/ns/DNYKuf27hLHgrLXzZO%20Jg8JgGcQZKmRm+oLkJYGqx8YW1+0JWeHUDiL9IUnAFBcxkb4zEQwr4sip5A9D83QCegQPP2X1bIX%20oFAk5njQnRCiFWDyDJ4I5cygILh+5wUBFOt5AJc2tanJ85Qi2vMOAKrxSD9k97ST4UMKmgA5Sosg%2087T1Rf/MObBSWcjq9n3mBCj7RQEFMGZ1N49N2jOFhUaer68Axti1PLwsoFB+gETYWagzC1KB+1jA%20kv3YeKYxKilv+kA9ydzTr1XOQ0lRhzAsHcObNn+FHvQMb2XartjLAopxs6iZR4L/GQ2MY/83/voz%201l6E4QHG1jSQOvQnNgZQWHM6bDACKOs8R34dgKIvGInypfD0C+NSXpvytgIomEh/siAsp8ktAiiU%20kqyoHGOc7XF4Dyw7HgoPgiJALxdaETzCloOh5hWMb42D51J26OTSXosEKWHtINSeSRnkXPEoYYkG%20exWKgSL3f/fxqLSTQgL0+jFGAbC8OvwLVIy9OoRAgJnxHwooQjesakoeLYAWpQH0ecc5J0a/AtKr%20AIr/CFtKq9ZWXi5ewlfCeWOAMC9EeBPIG1Pj6/Je/yJzOftlVUDJtijkEmgZF/xkHOgY948BKIwT%209PF8esxlXAA+z3jIlkvxsoUEGeHqBpLq7B9fXYDSAErO6N5VQGEZpi+sFcBCCbPuNg0o+qE/BCFK%20f1VA0Yf0ZSxA4aGwTjE5BQyAXe4XOqB8KWmJAHjCs4GNeigX/1kEUAgc4NL2hO0oCZYky3eROaVF%20CnowHAKM6Re+Uv8YgIJmnoFOUa5RdMAsm4IKu6HVqoDiGVlhHnlQH94Wzlx05+l5hXXNQ9UX4GDc%20Xdm1IWM7FFDQhDdnTPCRcYmMSseetXPFsoAiG498eTb95coaoqGAAjD009jj2dAJGAvftl5WAcoB%20ARSK2mK7KBQKLMp4kwkGLaAQQoyXfg0BlPRpTEDhhVCmrEeKJUpY+ykbdVDGficc2SBQv4R7WGt7%20FaETwJV6cjY6nmMJL0KPRQolzHDAuwnbZiNM9WfdzFBAQTO0Qif0Ug+aM2bUMQagAHJ90VZXrG38%20QImPMR8IUEyOkztjwRsyLuSfzGVshwKKUKT/4V3P9hovYl5fVgEUfIte6OQyRgBgKKAIMaKHMc4c%20jXZ4T+e0i1sLUApQDjWgUCSxHKMcxwYUYRphtNQTpWK8xlpjFEDJs71Swto5FqAIeaBLvy/eZ25r%20LA/FOIeHjUtA3/zYGB6KkJd5Mp6mZ6sjNMvRx2MDSkAxfdoVQJGdmG38he3UkXkaRlGbaFOAUoBS%20gLIhQKFQMh+0q4Bi7Q9ejZwEUIzXmICSjUEz/saAB5G5mrEBRR3GpQBlOqDItKMr0wfyKAwt1NmG%20bQ/9bsOIZBASo0cwrwClv63Eugphzm6xyVoihAaCVbCI0vEfCspABiAJileAsilwFHvG2PqBiZLl%205TNA6e/9NK0IeVBQxiR9SJ8AikwfCjK7AbvQyqQqAZSaOyt7plWOAMWkdRS9cXe/9lOc6hAjpjBN%20phsXdXH5s2nkXsUEsnqMLwHPfBCeM176OkbRVoAShRWFAlAIOF6WNYWe6JQz0ikrgMIQ2Guth0yh%20hIk8Wx36gn7GKzs5AxQKMDycJASAMmsSut+XAAraq8drNoXca2wXVZLW6ZgHSB36ol8AJYYPQCGD%20xjzGXubTAijzijVVARTPDk/77PtZfWHwSKbgEVDMwETd+BCPtsdKGzeKGt8mKccFeACKtOEhKerW%20sCTkZazJIpoBFWM9LeSFB/GZ8U8iCxnTzk1sa7UxQMkWHy5WCGYx0AYCoZKJQXGxlNr/r+uyHxRh%20waisH8yLcbxmW4y9nkG5EYSk2hrQZJMQdtb2JvoCHClbDIShgIl++Uy5EdS9nuE/GNWYpA/pE6UZ%20D4UAoZcLeFkjklMJWX7z6rAan8WO7gSUcCQzipKhfNVBqP3u2cZDXQQcQBCyvfqSOZSkdKpDv6K4%20COMYdNdW44xG4WdegXYCRUo6uxVLXdUXYyJVWijJuGVrnllXQl7tGfPJXpLZFQ8FUFIieDjp2JSh%20tGYKepG++C9aob16vFLCUm33GttFLgpWqi0wTR2hGZ0QDwWvkUFjri8MiuyoYVKdxzWPboDcdk76%20gmbhaZ/dP6svPBTrYgCX8VIvWQqPy4LLQWrql3GFbz1bHekLI44S56GsSivgy+DIrstkEc2AirGm%20e2KMMKB49XgwfIZudAEZ40llV4hZ2y3tDKDoSHaqNSknBZJSMtA5TdBgJSZMYWS/pmyRPtalDTnB%20TfoiYSGALkrLYHg1qQpw8t/+c3ynjXYVlSJooA26AcVQXlkWPIf8d+y+uNI+DCOMhIGkleqDPmUL%207bYvGYf2GdonBIh5jYk+GJf0KZOAGJylnHTPpJdSXAQ16yL6NFOniyVFoVC4oZMrZ0fI7uLmC7Hg%20Cc/Wl2xZQgmz/NThynPzPq+8KdYkC5jVrg79wnMUFUWee/v0WOTSvwi8eLbnh5/Vp52UD14WQtFX%20+3gFGCkobcOD2dK+3470hTVNWZBPii598Z6nzxDAZxQyJYKHjYs6KESgwyPLOE/ri3o8g0EReUwd%20lL6MKWObUw8XlbV2XFzCRcnyU0f6YvzpBHxqlbu6yKA+ZJ2SdUj6x+PKLhTajn4tL6sPTYCjvuhD%20eJqO8T2Pru1L2in7i2GEn42X+hgA+FAbeTepm+fIAMK3nt1mrAEZfJ7dH5alWXaTEDbLriJkEc3o%20GmNN92gHeqmHEaYd1m1l4bGdMtBAmDHPVYfXdYTANgIo0t8Qn9VopS+FIQ0R87LuXGKCVmOzDjCD%20/+aQoTEvDG2gPBvz8ogoGCmL3FRM7RXjELD8t/8c32kjhcJ6A4Q5xEdfvAoB5Zxp/x27L660j4Kk%200PWFdYQJvffqe+3M2eQ5B759hvZRfkIb+qEPxiVjRDkCFP1h+Xm2C614QJQqRUFQs5Nrn+7q8Bqa%20eXZoBnyFO4VDtIOgaoNnqyNjRJngn7YOSoDFKsYfWmd/JcrDszM+nimXXx05s75Pj0Wu1I8eaOb5%20FLc61Kedwnd+p1jUS0HqizHBZ9pGKZCJtKWtI98BR3TBq4A9ffFe3cKu6gHCFE142CvAyQ4Exn8a%20H4ZmLF4gHHlMHbzTeFuzntEf6/64RJ6FqoCo0FrkJONP5owLZede40Qx87z1hcGED3i4PAzervbk%20ILDwsvrxKuNEX0Kz6Bjf8+javoTWwMLz8TPeQ0+X99poXg5vpV6GHL4NvTL+ZITho7+Lyj/DQb9d%20+oBueJ2s5PmhGdDzm3YACM8HPvrKK9dedGP8+b//ohf6eK666OSxN+LdCKDkTPKcBJdzBDBoruwy%20ytXVYf9d96UdFCDrzUXo8qp9Gdi9npGQQ//yPcbfRF9yrnnbh7Yvi7TDfwhL2t+Oj++NS8bOc3Op%20x/8JI0aNkp52+S1bwWfcc3kuBaQOz/J7+pB6jJd2RqF7lv9Rqu7J9/gscz6zxqUFlCE8NG38tVP9%206vHqu2l9oXCi0GbRS1/QZVpfMi4Zu2njn//s1VfPmDYuOVXS2C5CkyhP9zEOjUv7vb74reWz1KOd%208aK0G8DkYoh4nnbwSrIDc0Csrd9/2r60dczSMaH1rPEKj8cAUK/xyzqgPi/vNbbTeCn1eh/+RodW%20T4aHPd+z0SGg4l7g0dLN//2GZgHN6ISxT5LcCKCINdpyIW5l3DTfZ6vyvPJm4pqv+2p3m01MNK/a%20t0g70pec+dFe29CX7N7q90We0e9Lxij0SH+n0WyR/rI+09aMefsen3iG1/bZ7Xkv7k/IiaESwyDh%20BVee0a/HFXrkv0Porh797tOs35eMzbS+hC6z6JUNMyMzbT39cenTbNFx6fdlmlwuQquWpsaFEjQu%207e/TxiV9QQ915TffZTPMvG/pO61NGf9+X/aSy7Q99Yd+7fuMaV/u+uPf8tgiNMvxyzm2GpioJzKZ%20drR0STta2U//Wnq1/fZ/oALUAdKQLLR9nZSvUmVd3i+3n/IaWziqDCvGZR1K66AWwBAPfp1n0Gcu%20Sz0FKFWqNIXVldj8WBvxVRlecioiS7jGZbHC4+DNrSMU1RZRImG7WRtNDin7DiibPITqIAlr9eX/%20ihBEXHix5P2k2abGZRf6klMzhXCWPWxuV/l7SLuTJpw55jGPWOjXA0TMMR0YQOHaiRdmQgkyZ4IN%20IROv9Z9kMeQzBGfx7JXylgN2PFNmQ1LycupcDg/Kc/03J9a5Z5Gz0tMX6wTck8mx9nPi2+rt9wXz%20LJJp0e9L0kzVk76FWXLOe+arvF+2L8bFq/vVpd3pSzsuSTlNxssifTFuobF6IjienWNnk3KccUiq%20Y8ZO3yK8swCl3xfPS1ZQ+pK4dfqScdIX/9nrMC5K0zOSPYdWoY/P+pJ0ee3OuOQebfN+3oIz/dRH%207fF/9+Uwqjw38x/pX8Yl8rJIX9STA8GEQ3LaYHa79azMnYX39Lftv+/Tl1mAkozPjG3SafXDM/2u%20f+Ht1JGxXLQv4Uv3qC/PyDMzp+tzK5fJeJx3CNc0uQzdXZG5PFP9nhveTv/bsZwFKLP6krH2OUdb%20J1Eh8zK5p+3LgQMUjJZT1KRVmoDCwFLe5FHLSoggWBch9VNqpZRGC4Wkk/rePfMsAoS03kW6o2cL%20iajL/b4LMWUH+V+yhNSftpno3evENfdYdKadskG4q7IqLHhy6WtSpeWCSyXUF21Sj89ZKDVLONBD%20n61FkKaoL+rxnbqlN0f5O4NB/2TEuKSsaps27eVGE37/1Xf0wHQyTPTDc2SG+A6NfDYebV+8zltN%20rS/aqL1SN9FD3ykItJOS6ZnagW5SZbUnffF/bZMSauyScBBAaUMrSbU13lJqjbfxRz80SqaXtqjD%209zKIjIe++LzXZoiEFi2Mi2dqg7HWVvWG73wvVVY90rvVqW3GDv3meVbkhYJxP/q4P4CIb8mMzB7y%20oP3GxXh5rt/1xWd9mQdcFJJ7jItnoBfeR0d9canD+OE7zzVW+u/5ftev9tAvSjOAkr7gD/fpC5nQ%20N2Mv5Rx9AszaYqyNg/GjA9SBDmg6T9njp5wG2vIt+uAh44IenuO9etBKPZ6vb9oGBOaNi7biF/Wg%20CZoZa8/UF31I/9SLTujlv+rMOTMBFfTuA0qOQ0Yvz0ySgzH3DHxEB5FTyyD0IecWeb5Ftepr+5K1%20TQcCUDCCQZDnbbEUAhkYwiVn3GBmrYhBkDcuj1qOPYK65NUbtHnKHhNZ6yIPn8AnfVPevi1RMJyB%20ls/teer1P6+EyvcY2D3zLCKMLvdbLrrBjOelnXLRDSYGIBjWJliroF1R9Po1ry8YVxusabG2QFuT%20Q+7Z2qm9WYtgrYKcfWtPMKHtGNyDsQDkvL54nlz3dq0HRlW3sdFOTEj4jJ18e8ceGyd90RbKYpa7%20nhMHrTWyFsOaB+Pi8l7/5NxrJyHxHT7RJ4sD9YcCzcmLsZinAYq+WD9hrYc2xWpEd+OiDxSK8UMr%209ehLFH364pmzFHG26bA2wjod/cC37lOv52mneoyRNQR4r+U3/aLoZtWhjxS1MSELlAQa4l3PQjO8%20hccAmb7hea/GRT14zH+M56x6jJn26IvxRn/9cb/FrsYAf1Funm2fLfUbI2PvXve1e8ahRQsoeM/9%206E0OjEX6on94ijIFlvrif+pWH+WJh9VH6ePDWX1xP75HG2tZ6BjjiEfQ23oX7TAunom3tYdu0Cb8%20hWYAYVYd+pL9wvCO9ukvmqEF2mgD+VGXdvifPqEpHsMTOX8+2Xh9QKEXtNGYpt34Dp3xFz6LkUyv%20BPzRSR34Ey8bu8g+w/LAAAoBMWgW3VjcZFB1kLKKsPkuK+oR0opii4uy6A0hKaV5xMAMBDDbiGNq%20TOW974Ga5xlkA4FpKWLE9z3hyErneeEi/7WISF8wrv8SXIOKeShmrjbLkrLWF/W4TxsJkUGf1ReM%20RsECLIu89DuhE8qQAsbAhMyr/thPyH8JiHowrvfoOa8vlJXFg8YBw2oTpnMv+mNsY0PY9Tf1uA/D%20aqO6uNqz+kJ4jJ8FV8YinhahtnANCBAagqU+/7Oq2rOjIHPIUCy7PqAAGW3SZs/1fN5EtjDxLLRz%20n3ZTZrbksKOA+6LM0FM7ZlnD7tcW7ca3CXsAAIJuvI0/Za9e464v+M+4kAP1eD+rDkoAQGVhG76l%20pNEB3+FvvGacgBfaWtmuL+jFatVGfeH1zQpJkg+8ZAcDSpciRAf8aYwpXH1wMaDsBOC/+gKs9EGf%20jUsfUDIuxitykBMa8TEaU5bGniHof0AmW6eoR734l6LUPjwyi2aeiWeNiz7hWXzv1f1o5Pk5vllb%208DLwQmuylL7MqkMbtUGbgbD+J2TG8EGjgBlwBlDqyJY8+A/g0DN0TFJ7+4Ci3XjLGKAREFMPOukb%20ecfPZJbhnUW2wBR99S99iewfOECJ4iJMBhnxAApCYCJCTggRHfMRQsJIwbMEDBQGQ9hZhUJkVbGE%20DVzi8xQeBorLaSDUydq2LYP6/AfIeKXMo7imFcyHoTBpFqqpj6ABiqyP0BffEUTMoS8Uivvm9SWA%20oo1WwEcJAyPfaT/aJVyh/eqwWpbSJ3yY2av/zOsLpmN5YlBMrt0YWFsxbgA2Vr16okxZWpQPus4D%20R/QxfhQhwaK4CLE6jbFx0A5CGFAw/vqlHgpBOyi7KMdpgGJc4t34LyHVRvRiNFC+7ssOA+pAM3VQ%200Pri/8B7WjgynpFnMY7Ql4BSCACF8AMzikYfvVJYaKZd6sEflALAm2cJRzYoL8o7x/TiY7yHJtl+%20RXtyaBllRbnhMeNCicyqB6BQRsYFH1G4wAjvqMM46CNexVcASx3Gy/9d+BE9UxLyagEFwOoHhWuM%20En6JN+L+AH3bF+3A+74DpvhjnreFRwCuV0CKj9FJ3QwV7TJeFC6wVAf50kfgix+Ny6xQdAAFLYyD%208dXfrLQ39p6BhsLNDEFbtKgHb+gLHiADwCFrV/qAQi+4V9vwCr5Vj7r1DV/gcXV5dTHCsvWPvuBl%20fYm8HKiQF8IhCmbXWQPNssNImIaQYSZMQHEhvO/8F/EJCKHCEPMmgCldQmQQDLaBEkrzHeYlpAYa%20U6tDe4CIwQMImE47CNq82DPBwxjuMcgugsnqZU0aNG1lXaknDOu9OtSPCWf1BUNrtz7oi/9TKGhA%20gNEsK2HRNZ6KfqBX6sk2MvP64jlpHyVsDCgqNPOcAJd+eaZxoUj8ZlwI5zwrOPNBACPuOWGKNUyB%20E0a8gK7q82x16It2qdd/9TeLvKYBir5E0RlHz9M3wgXIAZuxwWOe6Tf9MY6uzO/NAuBMbgJDAOn/%206QulSfH6DgCr2/88N3ycviQkOqvon+e6l0JE+6x0ztwF3jIulFfCHOkL+qVt8wywzMnoizHQZnyL%20nxPSMi5ogv4JpbY8pm3kbBag6Iu2+y9lh/Z40lgkFOXZ/uNVX9pxUZe+GNt5itCYeTbZQB//9zzP%20x3dkoZ0fzLiEz6Jj5s0H6gv+0R7yjle1G90YQmhCHvCeCw3JZNsX/SOzoc+0ORQGBR5Rh2caZ/Xo%20g7ozV4e/0FUdQFff9Ulf9LE9euBAAUqsIUoRcTAcQKEQCB8C62hceINOCWE87qN7KJC9UvQwlWf4%20v0HOnkVhriggyjpbWKjHYKqXYsxOofOKZxAycxhePTfWomdot8HzzICnegi4tql/r22lE1tVh7ai%20mfvRyzMygYrJubPazSPTlmy9oZ2L9MV/tV9bs+2DOtHFuGlvtnPRN9+lL9q4VwaONhoLdWSyPCua%20KbxkMxGaxLm1KzRUVzsubZZXO4dCUAKI2abC84xLViJrb7bJSFaW3/RFfXslZBi37BvlylYr2eIj%20mX6pO33JpKr/LTIu2ewSvchAMq60Dy1c2pttOZINlL5kXmKvEstXPfqRFeNtNllAHH2TEYcf1Ivn%200pd4cO0cSixu32lXxiH8gJ8D9NnOJFlq4Uv3zgPG1B1ZJzP4AD9FuasjQGYcPDMZYO7RHzTeK8sL%2076GtdmVLIHzY6i3t0BffpS/qc492tYkys9KG0Tm6L9vGhD7GPRl92c7KM9J/9epXK5cHLm0YUxKG%20pPJmO4PstJktCwhKK9RJJ110X39C1273km0ufPY+2ylku4UovLRhkZK0zqQ/ZhuFpAymb/2++G6Z%20vkThtju3Zofa9GUaEK3al7Q/9cXr8Myk2LZ90b9Fdy9NX9wzTdG1wJh6k6Lb//+stOGkvLZ9aXkh%204zKtL4ukjLZtzT3tLste223I274kRXcvxdgfy8jLNA9Qf9KGlMjYXiDfymXSWhcBoHZc+hmE89ah%20ZFwynpH9jE2rC/p9mReynadjWl7O+GfPsJY+4ZNFS6tj2l3FI3MB3xYgMpatXM5bh9L2peUx71s+%20De3aviT9u63nwAFKlSpjlUUXNlbZbBmysPEwlhgZFD1eHlvRt/UUoFSpMqMUoGxnKUBZrqBPtl5Z%20515eBShVqswpBSjbWQpQli/CZ1mgvGiYctlSgFKlypwSQOlP/lbZ3xJAMRlegLIc3dZ5RG8AJYlP%20BSgHuEw7V7rK/HKQAOUgjX0LKG32V8na/vc7gCIrrbavP4AlB/fkgJ/23OcClfkF3aTu7jKg5GCk%20ZINl889sYLqrPB1AmbU4dNP0bQ85y+agoXk/Y2rbaZuDs5alawso6zhDqABlC0pfmWQdiddF04oP%20ayFYaJUdcvslp9f16S0NM6dC7ndJinN2ds76HkpvlwEl67yyked+tqVVwEnlReN2N+2xz1dfZ3+y%20dmsVQMm6FXy2TOr6IqUAZYsYJHnk2SZ+lxXKpmmXY2VTgEsWs1lAR4AoEXn+WeBoIRhFsg2WaXsc%20cHtM9i4X7e+Py36U9ijffM46pKx5IW+7Yrz1+7OKzORY5bHHpgBlSxikZZL2qrJcISiAxBYi+Nme%20RvY5si1Fdvy1/5j9qWxTscgRBZtWEjmXvIyJcek7j96rWPtVvrMUoFQ5UEX6sE04TzvttMnTn/70%20buddG+bZB83mj0960pMmP/ADPzA56aSTug38bM2xDYBSpcpBKAUoVQ5UsWHekSNHJscee2wHJPZM%20ks3i1Y7C3//93z/5vu/7vsnpp5/ebaI3bwfeKlWqLFcKUKocqGIX2+/93u+dHHPMMd0OzSlAxXkU%20j3vc4yYnnHBCt+06kCnvpEqV8UoBSpUDVWzfL5wFUJzhYUt321nYwtt5Nz/2Yz82OfPMM7tzLIS7%20TNaXh1KlyjilAKXKgSqyuEzIn3feeZ0ncuGFF3ZzJQ6ZcnjUqaee2oXD/O7MGluCj506WaXKYS0F%20KFUOVMmBZA4W4qEAEQeR8Vx4KQ4eciqlI1IdqubMiEW3aq9S5SCVrM0ZsxSgVDmQJYvXgIuwVnuI%20lwVdPBmvtdanykEseDqHsOWclpzVIgTsoC4HjNVK+SpVqlSpMrcwoGxH5Fhmxw/LfpSk4shg2Y9v%20fOMbuyOF26OBxygFKFWqVKlywApvxJn2r3vd6yaveMUrunlE4V7JKNZmXXDBBd0cokXAY5YClCpb%20XVbZCbZCWOMX4RMhQuESe3QJo+z61jB79de1q7wEUD784Q9PXv3qV3fziOYLZTzyViz8NY9o5wjp%209GOWApQqWyvQ2bjP66KCTdHZLHLaAUWEzN5d7dqTnAe/6Fnlh7UAkzvvvHPy+te/fvKOd7xj8oEP%20fKDbJ+0b3/jGgeurOTcp5TIAzcHtYjFfqO0PPPDA5J577un6Y88yfXv44Ycnn/zkJ7t1WORrzFKA%20UmXrCgv4kUce6Zj+M5/5TLfNdjZMBAbAxvv2ZDuv4sE2fXQfoQEsBMtvhIsAsdIIly1asnnkZz/7%202aMbRR5kq3vVAsxtsPnKV75ycs4553QZckIn7373uzsr9+Mf/3j3+7Tdnre94A28YL4BPwHIT33q%20U90uCrIDzT3gk3UdybuuYm0V/icP73//+7u5ExmN5ICckAWA6YiBMUsBSpWtK5T7rbfe2sV9TRxS%20VoSeQHjPWiYYBD1b/NtChTtvz67bb7+9WzFvQpL3QWikDVN++c3zxZT9/5Zbbums7wcffLATwrFK%20drUFkNrg0t5dO+cEyKL99ddfP3nTm97UgTIQeec739mlZr/qVa/qaAr4d60Awfvuu6/jDcYLAAGW%20+moDUR6ZTUTx3y6VzKGYfDeHYozMmdx9992dDNgw9Y477pg8+uijo9ZbgFJl6wqv4c1vfnMX+wUo%20rEdWIwAg+LwXgEKBCXEBDUrO4kWxYsrOe1Ymi9N29azpe++9twMWIMLKFkcmZGLKBM+96hqjxGP6%206Ec/2gEWAX7rW9/ahYu0Q8rmrhSAgi7W9tx///0dKAJ1np04PSXle2Oya3MO+AeIhAeuvvrqyTXX%20XNNtzXPdddd1+7/57aGHHtqpfgll3XDDDZOXvvSl3UJfHorQl76cf/75k+c85zmdwcZAG7MUoFTZ%20utICim3nAQdvw9bzslYoMRajtSSsfaEqCo3SZk1y84EDRS7fHsDceOONnQcDmFhmlDvQYa0RMs/1%20fixFb/KaAL/hDW/oFNO1117bbf0iu+blL395B4zq2oW5Gx4gGn/+85/vABIN0djFqvc9wGEV7xqg%20CIniEXNCAMVxB8aHMsaDXhkAPOBdKuZKGGC8SF6IcfEdYKHnZXrhdzI0ZilAqbJ1RXiFsqeMKWXK%20iiUlTEXxiwmL/1IElBhvQJgMmIh782pYzSxP3omJSQDjd2AivAWAWNhABhDxYChI3s4YxRwOAOQF%206Yt2CRfJuuEdeU9RjTEpSlmgg2dRGutY+e/56Miq1QeArE8+ey+8ov5dzIrCPzxZ4w/o9Ysxgl/0%20WSbUriVtmGskM/ifN5ki/MogACzmUXwesxSgVNm6QjERbp4I5uehmH8gACzkgAkLPxPBXgGRkBaw%20IEjuA0bmWvxmst7v7idkLhP0vB8hDcI1lkIU7gJeARVACBC1X8zee0LdCvsqipCnlrkjoOiiCD/9%206U934DJWYaHz8oSEhFCSMAEUTdYDGQA99u7NPCNjKaSpT8KdY85zKTwwgGEsPD9zREASD5pbG3vy%20elOlPZ0yh4jhTV4lmRiblgUoVbayUEwUIkHO8b05qrXN8motR98DhXZLFffkGFrKCVjFgvfqv54z%209p5GnseyNe8gHg9YMs9AaQE2CnlVC1HfgCpgotBNugrd8RgAGA9IHWg3BkgCZR6j+QUABswBNhDh%20cfmeNT/WRpvGTDiGYgdg+oaOVnkDZEA6hteQcdJ2YwVEGDPAi1erbybo9XOXin6RHZ4yQGSYARGv%20EigkHggn10r5KoeqEAxAMW2L+VnH5Lb/bX/vL5L0fp3nnSd1k/LNvkkuQEIpmitaNcTm2TwcczMU%20vW01Uo+QH5ABLpTjGKnQgI+1DhjNNYjNC+V5LxtKvB7AjHUUAODlaXk+cAQmL3vZyyZXXHFFN8dB%20KZobGAoqvDxgwYN8/vOf39VD0QqZen/ZZZd1YA1gdqkke8383Ytf/OLOgxTaRUv9NJfn81hJKCkF%20KFWqbLBQlLEYWdmrhoiAIY9HWivrnWUtZp65JIAiRCVMOBZoAj8WLw+F0mXRU7w+C0sBnbHqQhue%20gRAbUHGZJNdXfQZsJtKHLjzUXt4XgFKH+Tk0A8RA2mdhvbG3KFl3SdowPkBD80L6oy/oCiTHTEJJ%20KUCpUmUNhVcg/BOLnSVNGbMaXZSWENyQcJRwlrAWq5MlylOgQFjylC/QGms3Wf3Imh6hKApWyM0r%206x24AbSxQl4myYGWEJf+CeNRgOa/zHFIrJCwMdbaF+1uw6EKsEFjSnfM+ahNlIS8konnfTx042fu%20ED+O3a8ClCpV1lAILcVHGbHcKV3WtXUBrEPWvdTioSEiHglP5OKLL56cddZZk2c/+9mdHEsI8Pyx%20CmCSUCDUJQNKiIuClwxg/kToze9jZckJRVF25lCE7tDMfJH5J3MewEy4ZuzV+QmxMgB4P8KSxnHs%20Pa82UfAWDxhI5uwT32X3iHw/ZilAqVJlDUXWGAChBDMx77KuQTxb2IECHjIpT6GaLwEo6rJo0uWz%20iWyKkGU6xrwG5S6DzPoFACJVGKAAGDF5l3DKWGmo2S5H6je6WZNkVb6FqEJdgHQMZUi5An2eHq9H%202nBCeurKXBTPaJeLccGTDJt1gmMBSpVDVZIimjTKdRUpmeL8FBJlyDMR06bgTW4LSckiWtWL0A+h%20M+EtcwqeLbXXZV7DdhvAi4U9huLlCVC0wAqQmMhWl4lxoSe7EsgiGstDEfLSDzSUdCDb6iUvecnk%200ksv7fpM+QOCoX1zPxoBeM82TsYmYUQT2ibs9W2TPDpWckNKwqN4Tl/Gfn5KAUqVA1/aeQqKSkxZ%20mujYGS5tkY5MyZsDoAx5EKxqxVwDMLCWwzzKqn0yb5E5k3gk5k14D2TZqzj5GMCZmDyaAcHMNVBM%20lJUQn75M2+V5laIeSh0YoyEvgdKn7IEMsOT5jbHSW3+MlYlroTxjYwLbkdE8pKQpb6IAZEC5Kl/M%20KsbFvJ3MwLG3W2lLAUqVA1soPYqAAFGGJl0pXKEMypZlzZMYy6puC0UrtMDKZmFTiKxqSgqQsOxl%204gxR9pRp9iajDHkJgMUaA/McwhvSlsdevZ7JajRd1y68no12xgl4ABPhKN4EIGVp+33IpDzvRD/w%20B4/LfA0vDIAYJyEil/EyiZ3dq4cUY4HfzAGZMOctZOdfho65L2NnrmhIMXeCP/TN5XlCrLxLC3kl%20UyQrkKc51u4KBShVDmyhLFiahFRMnLVJ8cqGEsYQKvKZcI9dKFqKgsUr9m/thDUU9opicVMgQ3cd%20ptyEooATZWhuAUgKqVG8FMVYWVdtAczJ7GJNryN0CJCBCsVuXghIMgYodf2i4CnDIcaAeyl1ICyU%20hxfwhbCXcFf2ezNe5sIo/6H0RCsg6HnCkoASgJif4n0Ju11++eVdX4cUnjhvBBjzjrM3Hh7MXFQW%20wiZBZIxSgFLlwBYKgzVGqGQhycen2LMtufe8B17K2IWSpwjVzXPwngIh0DKWKLGhe4dlNwHhIcpO%20XykigMKaZ2mzQsdW+NrM2jUJP/ZK637Rvy9/+cudhZ29wngWAFv/h8wFeDZaUbQvetGLOiA577zz%20JieeeOLkWc96VvedeRtjJmzJOBnqzWo/QARU2cbGuiS8IOyGH/EJb2VI4R1LmABOEikuuuiiyWmn%20nTY59thjJ8997nO7PvneBTDHWmdTgFLlwBaKlPBSfKwyW5EDEQvYWIasM4p3HTvJUoLAhMVLYF2s%20UAqEdah+IbAhe0QBEh6JFc8JZVBE6uEJUZQU/5DV5BQgxS1LiHfglfXL21M37y6/ifu3a2+2vQAU%20/ZC1BkikXgOS4447bnLyySd3q8mzqpzHAnzGCI+ipxCbRZM8S2FZbQGYFogyCobyJC8In/F49MvB%20aPoEUM4444zuO9cll1zS8elYXnoBSpUDXSi3bDYJPCh0FwvRZ2GpdZw0aN2GsBArEYhR7hQIhcEi%20le6bvbZWLcI+JqgpPQv/WLiSDQAMa5tV7fOQiXLegLBW5heEoNST812ES3xH2bLgeRK7crohENQX%20HgHFylo/99xzO1BxXghlzEtBX6neY62zyfG8wF9YSqjSs3mZPAv0G5q95jlCePFQAoyABZDEO7G1%20jHBieShVqixRWNqAhVXPe5ARxXMhyOs6N5xiEOencF2ElgUPbFig4tZDdufVbs8FkDwUk8fmTli4%20yVJieQ4JeWmf52YvLeFCABnldNVVVx39TigPUPJgxkoEaDcJBQBjnnbpeegkU47CFQZyUbIUMY/W%20e8DCw2UADAUUQGHsAVmMG/MbaMsA4LXimaG7NgMURpO0Z33xqj8u3qvP+qa/Y+7pVYBS5UAX1nlC%20Mq2lTrGzCCmJXTs8qV9k6JizYfGaD8p2K1kVPaTkREO6AYBceOGFXQxeWOipT33q5Mwzz+y+Y9mL%200wu3oedYSp8CjwFgPmistGSl9VBY7ZQsgBQCM7/By+OhOBiNsh8DUIwVD9Xz1CfcxLtEw3iV5tuG%20hqACKAFI46dv+uXVZ30DNgUoVaosUFiDYsmUBstZeCsKgbLlQVC+Yyqptm5AxivaRAiIsuVxCU2N%206XFRgOhHEQkLsdYBR7Z5cZys7/xGQclqk646FqDwToCJDS8p4jG3CpkGKJR6e40NKAAa8AtVZscB%2082mSRAC37C/e0BiT8i2g6JsEg1w+F6BUqbJEIfwUrIlxQkRwKTyTySawZSitawKZImZZm8MwbzLm%20wVOencwuc0PmUoCJ1FcpqMI4fjPxq+4clbxqXcKCJqUpIIqInqCoEkqJtetV6E0obxVAMRbms9xv%20opoxwOMyz2A+wKvvKEvzOoBzyPqJaYCCT4SEXN6PDSgAUf+EI/XJxDmexI+MD0ZPwl5DyjRASb8S%208ipAqVJliWK1uol3yjA78MrsohxkerF6rSQfY61G0ll5Oy7KgUVNOVDIMqDye07OW7V4drYhl2aq%20X5QiT4EMC6H4zWvWb6y6x1YAxRyJ50fp8lgSFhKXz2+2gV8VUHICJUtdqjVwYrEbM/2zct6aInX4%20HhgMWT+xH4CSkg1D9UV/9UP/8QkDYKhXW4BSpcrIxeSwUJdMK0IrLCQ2LVuJZUhRWfA4NEQUy5oQ%20y3LimfAMKCuKj0dkxTWr09VuXbJKcb/JXErBZDLFYF7jyJEjk5NOOqmLx/vOKyC1HmXVbLJpgEIh%20JSRE6dIbYwCKunhWgIMSzCSylN5TTjmlm8NRn+8y/4DWq5b9BBQlk/O8FTTLfNcY4cIClCpVRi7m%20RygoAmvSOkX4SShFOMyK9aH7JvE8CKT0TzFxoSeX7CcyRannO+BmhTmwW7WwYCkLCkG2FWV49tln%20d+sMTj311G5ew5yGiXJehFARr2aVMg1QkimUayxA4Slmwvp5z3te1zd90a+nPOUp3avPLr+Zd+Bh%20rlr2G1Dwp1CXsOjYZ9YfKEBpmYn1lsVQCLiumHX7XPFiSmOdu8lW2f6CBwAJC916CV5D0k9z5vwY%20RahCui7L2oS1i4Ki3GVCUYS8BYqQgPNahuxBRWGLu1MM2arDcymIzHP4DqhQltaIjOmhrBNQGAAm%20rClxilB/AKMkAJ5K+qh/PMxd8lCEsfCfuTteMX4U1hN6NQ8GBHgtDIahp18eGEDh+mPeTEJiLmEF%20lhnBHmN30LYEsBKDjPVpstLAjX2ATJXdKXjRGgrzDATInIKUTPMqPJMxD4MKoAAOl1CUMJTtLiyS%20AzIUIwG3seEYgELhWZzmmf3sJN9pgzUWuwYo6BigzPNd6vWa9RP2otoVQEEP4dbsbGBCnjdrrHiR%20wncAwJyX1GvzK0POljkwgCJWbJBYhoRG7DpnQxNsk4lQeAzvgSCLSYuJZ7Wp93ZftdUFq1QbClR2%20p+ALHqYxG+pBmJQ3KZ59vIScCFkm53Ok7FBgwYcsTDxHeCn5CC2BjULkMVgDwCIdsgfWooCivl0F%20lHgoUbjGUJqtuqMIdw1QGLm8L2Pmmeo052XvMCG8eJX6aCflIWGwAwMoUhZl0GAsmRreQ1wCQIgJ%20s4EZI40SgtvOQqzagGs/AsnjttWFdFHx8zHPFqA8MBUBdXk2S3gd4bXsJovxxcDVpe4hezNtQ8l5%206/rm0icX75WCzy6yQ8OjBDKT8pQq48LFU8aHVn/7feikfAAFYEUBUUZZSOaiJCgQCnIdgNJXhAcF%20UNq1E2jXLsjbRUChD9Eqi0GByQknnNDNGWWNj3bQawUo/1uEGOx7g+kwNMUuH54AZTtlIbAxUjUp%202ezaadsHe/AIMVAWBg6jQPqxVkIDQXFPVm+OXTUYlBKPbExPiDKVQolW6gDG3GFpk8Ir69iWfBMl%20/SLIvEo8QcG7hKMoLnMMhGmoh0L45fVbGEdgjF/WAZjMRUeZX0P38uoDCsUQBQhUXJGHApTlAaXt%201y4Dir6J1nim+gIgroT4fK/u8lAaZhd2Eh9Mrr9USpahuKBB8XkMKzvbaFO0gAqoADMWKWbTBgA3%20ZAO+ltkpDXXlLA0DghkIrTCb38foF6UHoNBOmFDs31oKMXHCrH/WFqyaubOfhWBpu7ESwjBulJDY%20sn6adxAWGGtbdCCSrc69ei7hGetAoXmA0iqmApQCFAYMY1fbwyMxOMIjZByPZE+0Qw8orD0egQZa%20zQo8AAyrk0WKAcbKsMlOsoDKfAlPiGBzFzEbwQVkY4Sj1KOOrLg24ECFYqRIAipjgFeE2POF79CO%20oHrvwpQU8dDtGfarGCd9A8zoaMxMWPJWsq27MNRQHsl8DHoCE/zI4xOKFX7Aq8DAf4bwSAFKAcoq%20gNKu5/G+AGVKSX6/BoqJey+jgQKhBE3S6+yYcw4GmQIi2EAm4TVWbwBsaMHsLGtWNOFiRfMe1CMR%20QbjGAI6xjxIPRWgN3XgmlALPiKLVBnUKgWHwXSwEOcer4hGfjVm+837oHBsa4jM5/sJpFIcwAj4U%20IjVeCbdlJ+BVebIApQBlVUBp6ytAmVKEmCg/qZEsQcxh4FmjMjVMhBLydUws5zAgjGlylyCJlY91%203gUvxaI0ip5C9woweWFeeUrZ6XUMAMsRsqz2KEDfETrtaBfr7ULJ+OQwJsVn3gLvlSdLMY+RRJFd%20XfEbATWXh/+sBbGpISFL9heQASqr8mQBSgFKAcqaAIWSM3FMSDWcwFK+mARTejVJOgagGCTKB/EQ%20RNiEwjXwFBQlP9ZaFM9o66JAcka5LLb+9glD+xWvS8iO0OiTkJrBF7bJJPMulYQo42XxCnJIlNCh%20V/xh3IbyhxCX51ilLiWT4pVZ88xnPnNy/PHHdwvlfDYHZi6Hp7IqPQtQClAKUNYEKARZ5gyCsA4N%20ltCQcJf9h2w1QFGOsWIeA1JMhMZlspp3lPRh9Y1FKG0W+9d+ilAfeWBSlilCHgTvbIzsqxwRCngz%20H2X+Bj1Z2mhJSYy9SHTdhVARYoBIQDEyulHovDBJHJSgcRzqpeBDnrCQYQDFs3koObsDoFAkPBXG%20QQFKAUoBypYBSoowkxBQrGoKkQcx1nYXURqEM+czyJZALIuF7G2k7iErktsi1VVdJsUpdM+mAG0X%20zhsiuBh8jDkUtDP/w7MDWjYy9GwA6XN2kmWB71rheQhxJZEhx+Pqo4WBvrOSfcgq4SgnAA/wCWkE%20KmtDctYFhUyhUCwFKAUoBShbBCi8jjBSthpgjVK4JpnbyfGxsrwQTriCMkpYDXNQ+sJvYx2eZNW1%20vlBIdj1lVVPw+gi01E+hDNlOO4ViE0ITNjQm+iMFmvDIVJLFBswI+i4WhoC5LaFR3qtUb3NsPBML%20Y3llQz3YaYCStSHZJbcApQClAGVLAYUwCgURYspQnJyVjTlclKBwkclk6a4s+bEWArJ6KVqWL4YW%20GiIEY3pDlEZCT5Q7MBGWSkqqCWAhqjESAChTQolW5mfUpz9Jc5UEgJZjMcF+lWzfzevilcjwGiuB%20YpaH0l4FKAUoBShbCihi3rJ0ks2FkTVc6MliNR0Tz/YbBSkLa+h8Q7YmyQQuLyKr8YEZoR07m0yd%20BtocCiubd4LJ1rW7sdAPL0hdBp1ioMDGBMtNFW02HsadokI3fABMgLPvk6Xn9yH0LEApQClA2WFA%20wbDy/BHDZKdBMBl6+umnd9t4CxNhcN8ZHPMrQ08lk6LLM5DZBVh4KMAkK9mFVHhNQ8InGCEL5KLg%20ogitCyGsvC2/ubK9x6pFWymoPMMroRE2BJK8k7QjJwDuCrigIcblocajs0GjsaIggYox9L0QKYFf%20tW8FKAUoBSgHAFDMMWT7bsxuoEya++ySZWNiewxA4ZGYHCfIYu9i8MDEdwTJYJlfGbI2hPKW6krZ%20yQTCgLwgcyYGRT36Tej8bqJ8yN5h2sobUY/Lc7NfGUbzHmNTEtnGZsxtRNZZ9E27CRUQMXeCoSVU%204BWJBsKVGUNe4KrGQAFKAUoByg4DisFhRWM8A6Ch7W6rLZObiGWlDgUUYTZzMxSR1F1rDigjCj4L%202kykD9nzKvtqGZwIkucCSWsanHWR7CG/myzHOEOUhfbLfDIeaIeePD2bX1IgvvObtRv6N+Zuyuss%20eMSCVwzOU5W+e+aZZ3Z0tNgwpw96ZXSg46phrwKUApQClAMEKDqSjc9c7aE/YwFKjl41UQ5QcnZC%20LF17YAl5DZlHSchJKC0L4fTBdtMUfA5PwpB+J8BD9tji3RBKY+GEuqydOOOMM/6f0vUdZjT/MMb+%20YZsCFCEufIBm+kYhEi4XvkFbdDSGQpkFKAUoBSgFKN/B5K6xAaWtWwhNthDFLzPK4I+x8A+gOJ/D%20gkltj/cVRZgjSXNoDsYzD7Bq0WYKBwhTup6dQ5tcYUbKQoKDeZVdARSeFADUN33Cb9KveZZeW0a3%201sY8SgFKAUoBSgHK2gElk9fZLVZ8XiotBWvgcgxxTv9bNRbvXrF8RI9SN/DxhhLqCsiwrAnFEEAR%20xqNgKQQD39blvbrQGK0xHtrvCqDom36EmdsDlNARj6Ajj7MApQClAKUAZSOAYkJeSMR6F0woa8iq%20dcxoDsLzkzGE6aTfrgIq0wAl8ygJ5/m8TkBpQ4eugwQoLX8UoBSgFKAUoOwLoMiEsjGjSXgT4QY8%20cxsGRhaRevxOiVn4uEo67ywPpa8I1wkofSYvQClAKUApQClAGQlQDI45kzACwTGRa+L6lFNO6SbK%20fZeU5Wxbsso2LAUoBSgFKAUoBSiHBFCyY2zWueQyYH5zBVDKQylAKUApQClAKUD5jsGx0JDyRpTU%20JespGUPZTdZli3SgUIBSgFKAUoBSgFKAMhdQopiyk2y7m2wByvK0bXeNLkApQClAKUA5dIDSZ/Io%20jAKU5QTaQtAvfelL3dobbRlr+/8ClAKUApQClAKUQwAo1urY4FKKtQ0vbc1vXzRKy95k2jTGUQMF%20KAUoBSgFKAUoBxxQgAklJ/3aZdNGfdIf81LaQwEODYMVoBSgFKAUoBSgHHBAcd6K9TqeDVBsTCm5%20gTLSDvuiEaah9RSgFKAUoBSgFKAccECxIaWNNAmyFGuLQikGITDPx5i27B96vHEBSgFKAUoBSgHK%20IZhDcfKkEzfRCiPqA+HJgVgEd1VhKkApQClAKUApQDkkgJJC6VDiQmBtdhdFO+TUywKUApQClAKU%20ApRDACg53pgypTwcpWzjTQzp8uyc8U5xDgGWApQClAKUApQClAMMKO617sSuzS5CY9NNishcirZI%20HTafgg6OCVg126sApQClAKUApQDlAAMKRlKfMaF8PfPss8+eHDlypDuRUn2OGgYuTsY0gV+AUoBS%20gFKAUoBSgPIdhXfytre9rXuerf8dLeycd2fY+6wNjiI2bhjUSvpVw14FKAUoBSgFKAUoBxhQHnnk%20kcnNN9/cPe+cc87ptvsHIC5Cpk9Axrg5WrkApQClAKUApQClAGVqsWcXxjP2nqk+zw8T6hvm9zsl%209pWvfKUApQClAKUApQClAGU6oJiED6B4fs6ud6nT9wUoBSgFKAUoGweU66677ihzZRv5XL4zOLby%20GANQbBeCWIiWwWkvv7nGApQAVL+ugKXftGkMQLGHFuYyJi0dvVcXGqP1ugAloLIOQLn66quPjluf%20jmH0sQDFvmRp/zT+UBelOwagmIvyTEq+P2b6ZjzRdSig2HvNWOTMn76see879UmoGAIoaEKR4jX9%20Qsc+/2ffN7+NASiULv6m7Pr9Uld4B6Dg36GAYvyB7zRZU5e2vOY1rxkFUN7ylrccNZpSR8v/eBWP%20jAUoiTj0+d/n0JF+JNdbBSiUxd13390RSMzdAEVgc/nu3HPP7dD+wQcf7KyfVQtAwgg5sdEAtXW5%20/GZOgKBjvFWUk3vcy/rMCZD9unzWBr9pE7AbAih33HFHNxbmNGKppS7v1WWOA2PcddddHe1XLSy8%20zKEYG31p6/PZ936/5ZZbBjGedt5+++0dE6MVfujTkRL0G2CmpFcFL7z1wAMPdJY1Wml/nz/wxgUX%20XNAB3Ic+9KFuPc4qBY988Ytf7BShtuP//pjpm/Ek3JTuUEAxFp6r/WjWr8936mOY6NuqRgeaULp4%20Tb/Qsc//FK52+O1973vfylv0GDOyI6Mwc3j9fuUkVrzD6BjqodgdQjRAAso0Wcucov3tPvKRj3Tr%20tFYtwJIxrV9omTpa/lcXHiHX1oMNARRGMD7Qhz7/++x7dLTd0r54KDl8iQDl8p1L5219DmXDDGG2%20XL7D5MIQ1jwYnNzfPnPWlYOfvLcugquKkUOwtq4wuQvBZDOxtqb1YV5dBMq9N9xwQ8cEEaq2ngyO%2037TJ8cS5f5G6WjpihNtuu61Tusmywmipy3t1UfKsNTRH+1Xo6Hr44Yc7wFVPAKytL5P1fufJWEWf%209s7qwzwesWcYvsi49ekYYRM6ZNGx/pfpW/6Ltz72sY91CjXtn8Yf6mIE3XvvvZ2FvMyYpT48oq3X%20X39990z83x+zZNHpezy9WfRahEeMRRImYlC19flOfcBS36bxSMsHs8YMHe+7776O1/QLHfv8T2nl%20N0CnfbN4ZB4/qovsGHv8HeOt7Ze6wjs2Mn3ooYdWpiOa2KMOjWbJmrq0hYcGfL71rW9N5cdZtGx1%20FiMYWAakUkdf1oAMuWY4rCrX+Itcx9Dt87/PMbh5eqIws9q/zIF7CwGKBxK2b37zm5318fWvf/3o%20ZVAgPYSzTiG71XK1MQZXMZfvWIys/U984hPdmgbP9Iz2mbMuLqD/exXOoOQpcM/l9bR1ufzGY3C+%20xxe+8IVugHL/onV5717P8DxXvy6ftcFv2gQs27Yu0jf/FZbgDfH0WOhoJWTT75e6MDhaoznaG4Nl%206Kgudeobq1I96pvWN98zAngXAEg9oU2eh7Z4o+UP34cO6tNOlhe+yLj161KP33hNvNiM2aJ9S9vw%20FkDhNaDVNDriDbwKCCgL92jnomPm8n+vLGshBm33zH5doaO+o4HsOu1chUdY5cbCc9WFZv36fGfH%20aH3joVAw7kWfjItntmPWfp+28aSEzFjWqavPI2jrN6/CeXi4zyOL8CP6kx1jb8yMT79f6gjvOLOH%201b8sHbVNfWhi3M3ZzJI1bdAWSpenBixDx5ZmoSN+bemYvvk/sOQ1aPssHlEX2Td9wHhL35bRjy5G%20MLk2XvrQ75vP2uGi24SXWzqm/emPUN8iUwYLAQoLDEF08NFHH+2YTGgGA3hVsc0Fuf1WVXMNTeSJ%20ObaX7wwKMCAUnqPBedZel//l/wQSKM2qy+U3F8tA2zPgi9TlipJ0r2fkedPq0ga/pW9tWxepK23D%205KxdyhCt5tWF1miO9sZg0brSN1f65rmz6vO9Oj/3uc91oJB7Myba/tWvfrUbE5c+5Lf87v/+k77N%204xG/USw5NdL9y/CI/+MtQoVHZvUr4yk0xtJdlh9bHiEXAHAej2iHvqMBGrV0XJZHjEX6MIuOgACP%206BtFmL7l8h0aMxKMa75v60IT999///17yppXfTPOy8haZMV77RF9mEfHtIOCZllnDJbVI/pPkRr/%20vXgEH6FTn0fCa8Yf72uP57a0TPv8pm/h8Xk8Qq5DR9cyvO+S3k+u59XlN1erH0PHtB2v+c17TsUo%20gOJBHqiRKjKZDmTEPF3ZB8r/XH6fd/mPe3Lfsldb3151Da0v9y1TV9vGVfrlWrSuVevL/5fp27R6%20fBaWMj+C8VyMD/9v/5t6NkHHZXkkde0nHdfFI219/fFgdVIYlDiDpKVDv75l61pVzlaRtVXpuAqP%209OlID6JjQMWrsFj7v/b/m+CRZflj1rj7nlwzWBkciyQkLAQoKkUoiMl9G3pyX5WDVzAhxnNhvOKR%207S9i5AxEyoISrLI6HYWF6Eevq2YLbmMBmLwWhsdogAKp4iKL1Y+xlXmVg1UASnYoxnjFI9tfxMSj%20LDLZXGX5EkBhTB1EQMmURgFKlY2VApTdKwUo45SDDijmgDYOKPPWeIzNqEmj21SZlzY3tuJcNk1v%20jLrGGKNFAGU/xmxTdNxUXaHjLL5bpg2LAMomZS0pq7P6MDZ9xxq3RQAlqbjL6pdV6TiPR5apd2OA%200qYSq9DkjcrNt5hncW6GyVod8x6h8x+MLOc86W7u2avznqNDSWfz3vM9W30+Z8AQiYBoa+rzv6Sg%20+m4eIdO3pAZqtzamH57h99TvO3VhpPQtqXdZa7PXoLk/aajucSXdsFXQ6vVfv6ufIk87fbeX8IcW%20STP0bH3zzNStPepp61eX79ECL/itPdVxGqBoi2enfcYkPIKG2pH2+n/6rO581kb3Z43IPCHSBvcb%20Z/1Rj7YkHTJ9yyFivnMPmvhvaLIIP7pHf5KG2o5ZW1fkIf9xn+/9Bx3Rs6XjrL65x3MAgNcswgzv%20RN70N2mxaKY+fUwKaMsj0wDF5TnpW+iR7/LcjIVn6EP6kQQNdYVH5o2btmQ8wiPq85olCZkk9p32%20hI9Sd+rayzPo80j6Eh7JYXKZaA8dc7icdrkvCQzhkWmAEjpqHxp7VhZyh5bRh9E10Sv65RnqDo/s%20lbLr9+hHbcy5RdoWXah+33m2z61+zHi3vLURQFFxhN0ahnvuuafLc8/EnnRGK4EthjKRr/EYVjqc%20nG+pdz5LsbTgyiWHHzHnKXgEl7pnjYZUyOTKS7GzWE5aY57hVR63XP2k8UkN/OAHP9i1QRrkPOLo%20hzbZ/kC7PcNAyeJQt/76PWl1SU1FDxNzfkMXbZBGiSHmKSiZUdqGZtIYkyaIRhZeSaE1+JjDs9FX%20O9wnRVkKYOhinOZ5U5hDqqD/e37SDdEkqZPJ5tN29JIK7Tt1obe1L1JSZQdFGbaAki11tBk/+L86%20wyP68N73vvfoliBZZOY/FnX6PWs7jAG6SKOct9qbUFhZj+bGB595hvHQft/pL8EwZtI39Vcd+obu%20aG2NiN+M9zxFiD7anzFGR/xuXYT24jf1+E4d6Kh+dWkbOrpXG9BlHn9k+x90xCfGIaAnVdVCSf3T%20X/TXX21DD89Gu7QVr+KB8EMAhQJKXWgm1RQPS82N0agOvKePqd+9aIaf1OXSJ/d6Bh6dp+g9G630%20zWvS0qV8uz/9QN/wHx71u3Zqn/qNne/mbecUHtFW4+F5aBYZ9h0ZVpd2kyd9cQ/Z1280wJN4JPom%20+glveQ2wZp0LWrg3YO7Z2uDSB8+RuuvZXj2HPLrXmNFt/jcPVPCj/2mb1+zE4NUz0ChrTTxb3/BO%202u2z/6iTXIeO+rFWQIn1aSAQygKZnJOBKQ22hTlWpxsIDdIYjGiRFSWPcFaCAhN7O7l/3v5XCGkQ%20bJ+uPgMRD8D9FgQRKkTXPsxhQY9FO+rSJvVhOuDjv543q2Ao7bUIzcpfCsBzs1jOwivP8QwDRhis%20StU+ffLZ/ZSjeimUeTncBEldN910U6d0DDrFi7ks3tJezEDYKGKLsCxGolzUR/C0x548GGOW4kVH%20TGRs0IywxOOidCy6stcQYaFotMV32qUutHahqfoxYISqBZRYYsbDeNsMNDTHI5SExWnGndABXHXi%20D4uw0I5SREf324omimyW4qW0/B9/oAOax6JGE3REI3TEj/pgHI2vPgEBfTSGaKzvszKfAA2htCDO%209h8AP9a892iIH7SX3BhfNPRswq0/xk192uD9vO1z9I2SsCDN/ylOY4y++mR3CuPkMx7F58YYzVKf%20/hov/0PbWKFRqAEUY4fvLOSzqpuC0bbsDYW+6Jzogj7kdE//xVPGjIwac6/ztmKhN4yNhZP+S3Fr%20C17XdnSjZ3zOgk7febZ+6pf+GUf/Q5tZW+iQQW3XXn0h1+iob+rGf3hBG7TLd+jo+b73fP1TtzYz%20JIwNniQHAZR45ngoPIK/k17sORad+p48oi8eteDbc/EivaFe9CVr+poxmlbwNbqgI1BJNIms0YVk%20UN/xEZ7B4/gAIAck0dZiSP0GKglBrh1QEAzjqtxGZraBwDTAgxAhDEIiou8ItUZiRkTE1O7NIjed%20xYyzLELPwCiY3L47BgRxtYVVS4Cj+DGD97bTwDiE2GcreBGdUCG6umcVAkYpUdzu90zKOB4RZQEs%20MEcGTX8BmDZiBkreQEWJzEvLzH5CVtkD4azXQEsMpq5YUFbHa5c2+L++saq0wapwjE+xTKMlQfNf%20ismWJPqSNUWUPYbMZoKUI5qr3/8JFoFD+1jF2oDRovTQowUUVrX7gYf/4xl0pHT1A230l6IwPlYP%20Z7cBTG+stBEdfUfxzrLS1EmBGndK13MTcqLQYwRoE34kWPgULwBzwkSR6l+UvPbO8vSMTVb688Ky%207ka9eIFRRUlQMGiOVuoyRvquX/hRv8gP2s3if7yQLUK0zVihM+VGpmzn4vlt34yVdnhVhzZSIOrW%20x+xJpX0toOiHdjM4yA/50i//M0ZkFX/jATTAF3SAdugHReX5aIlv/U5+ZhXP0Ua0dB86kHe0p+Tc%20TxFmISL+1gf/1y+8anwpXyARnp5W9BmPAGBtBVIJPxnvGCP0SDwybSPT+q1v2uu/2oD+Cduiewso%20dJNx0E734gEATI7xgC1XfI9ftMv46Ct+wpfqBCZ+11bXvL290DunrgIk+tq9dC3dAvDRx2f1e+/5%205JP+1Cd0NMZ4TDtjvG0EUAw8ULBpnEEII0QJESgK0P81KNuyECod0DGeg44gns7MKp7LInQf5qVo%20EmuFsITJhQiAAvG1i9L0bL9RvOqgOAyYds4DFER1P6VHUIEJgfS8eBIGGOMDD99jHoCpLm10UaSE%20ct6mchhXvwiIfsZj8Bx9jttNmNCV0sUg3qMjxgXY2kDxJKQxzdJFH8oCk2kXQGQhUerohqFjKWqL%209hszykmdPqMzurhifXp230Nh5eANQEEY/RZljKnRmAIwhhiZQIf58RD+wjcAWdv8d9YcER6NtW58%20tN34qEs92u9+32kzXvBMdRFCfTEOnpG6Zu32qg8UQLYG4Q1RKGhJcagPzQgsOvrOWOIN9QEw/UJH%20vEjxUjazSgAFj3g2hQeMKGBttzeT+hhwBN9z0UB9eIRSNNbkEd31M2EofewDCn7KdioUduYvjAOl%20hVZkAQ0pwVbW8CMecR9a7rWhKDnUTrT0fO2na6LMKb7IBCAFMr4nA/Eo0Fld6Eixztp0li7yH3oO%20fxmbzJWoDw3JIPppMx5AR/WQGX3zG14ll96rCz9MAxT36xea4REypq3uZQQwDP1Hf/1OVowXXqUr%206So0RgPtnrdjNBnCW3QQXuFhMQz0Rxt8rx90ob7zeoxjtmZRF10c74XcZE5trYASRCY8AEEDNSaD%20Q/myYBAfsQiK7zBzwlwGj9LCQAnZxNKdVtSnbgJEAA0KpaAthBUDIxCBwgiIawB8B63Vh/EIsfow%20wrw5G0LmPsILFDC9/mFmzI+htMf/WCzoEJdYP9XDYvJ/dfEY5k28GjzMZDABR+acCKtB10f0p8QS%20JkTLzC8knIEulPgsgWLds8rUg47GR9vQHtB4nr5psz5jcs/0feK5xs133gPVWIMtoCS8Z4y0DwNr%20Hxr6jULEtC4Co80AlCBQQOpAU3RMfFybtHOWFc8b0R/9YoVSuIRK/RQdXkh4QTsStzdmaOp/3us/%202huDWbF/baDctB/44Dd0dE+8HH2gdClD34Vm+oKeCVdmDmbeztt4x9iTKXyNX/QFX3ieNuA332e7%20mdSR+rymznYjwGzlEkBBR+NDpihTshmwNCb4FH21x3PUBfgjawnXqBNf+t887xy/GGM8gseMjbHD%20oxSr9iacSDYAFf4PT2beK/yoP7OMDjQGlgljGRtyhU/0zdjjCW3OPEN0FNpFf6hP34x5EpTaOZRM%20qofPAQKv3NgYM89FM7yuzfpMd+EZvJP5Lp8T1iMf83jEWOiT8fF//IGO+qvd+Mbzsu2R9/prLL2G%20Z/UPv6I5/tCXtQJKJpizyhbxEYWi8htPRYMIUzuZ7X/ZWDBC7T6ECqrPK9pg4AmvZ/EMMKp61WXA%20dBoBCCCCaIu6tAGDuBehkwExqxAqfVWPS73ZYwszYArK0nP10feer07P9v/0zXd7ZQwBN8LiHspV%20u31WV2jrudkuIxk72VCPIqH89X+vTBeeEksJA2cfMPUZG/3KhnT6hyE9O5PpoaM26Xe7Ir6dQ0lm%20Gzp6vrbhifCI79RPGaFVsuP00f34QX1ooS7t0Nd5dFSfNmtv2pf95dTj+zxbnfrqueiXerXT/3y3%20V+aVvlMQeApNskuA956tDnV5rrH0nd+TTZPx9j+gvFcmYEJnUUzJoEJr46fN6Rt+1DfyqW9JFojc%20ZI6BzLVZXqGj9+QkPJKsOfVSUMbSd5G1NgPU87TTf7QlmUV7ybX/u09b6AZ0BfpJrnDhB33zqv94%20KTyS+ZB5PJIkhOis7BWXxAVjFzpGZ0Wu0SQGgzbof3ikn+WVLFL3aBf9ZLxzj9/z//CI+vU/USDt%209J36YtzMo6N7olPxsXuSaYhO+pWsTvT2H31LFmX0I5q0WaUbXYeSyScNVlm7/0tSbTFU0tbaiemk%20xc2baJqm6P3fs/tpmb6bp0yTqrrooV5J/9V2fcv7fM7+N9qTFNW2nUnlXGSdiv94lj64JynKeYbP%20swDX96H3IruBJm2wpWPGMKmnbWphP6019O5bS7PWoSSVdRqPJG1zVvFMbVj0UKOWH0O3/pglTTTP%207ae/tqnMi9Ax6Z9JG+7TMX3oP1fd/RTNvXgkKePqnNbGhFqS/p2+uTc80vLjrHUo/b5lL7w82/ez%20eM3zQ99FFvglvTY8ot15rx6fs79UeLZ9bmiyCCjP4pHUl8y1LHUIHVtPMWPZ1jVrHUrG37OTojuN%20Xknbb3nEvaHjIjwSA26aPpomV+lva2hOk8d9W9hY5XCXWim/e6VWyo9TaqX8Y6UApcoopQBl90oB%20yjilAOWxUoBSZZRSgLJ7pQBlnFKA8lgpQKkySilA2b1SgDJOKUB5rBSgVBmlFKDsXilAGacUoDxW%20ClCqjFIKUHavFKCMUwpQHisFKEswDTok1TDpr0lrPOzloAFK0nSzNU1SuQ/SWG8boGTH3KQqpz1Z%20b9OmL/u8LTy2LkDppzgnfRhdoouyW/i69FABypqKAcuKVgueLA60WMliIK+H/QjVgwQoFBhFawGb%20sc1uzBb1HaSx3jZAoVsszMsOw1k3ZJEqmcseZhZ3WqxqXDZ5xs6ssi5AARQWIVrgaZEzOmTNDnpY%203U//ZCGpxazLrOtbpBSgrKmgAaVi2wfbUtiqwGX7BFsrGFz0OUju7jLlIAEK4TG2tr2xTQVDgpKz%20B1PG2urqeYsyd6FsG6DgHds42d7I1ipWd1stbluXbO5q5TmZsy+V7VB8Z6X3fvLbugCFMs8xCXjR%201ijZSQAf4kfb3KCDLV78B/Cg25htKEBZE9MYTIrGhmsu++Z4tfmb/aLsoWMwt8Fq2nQJoITxdplH%20eKE2zLOJY842Iaw2JLSBoP3C7Oc0a1fnXSnbBihkJ5uEUpi8FJ9tGOqzcbF/F3mzsaJxADa2NtlP%20cA+g4IcxASU7HAAUeyba/0tf8ST+RAM6iIGLFjaHtP8ag2cs720tgML1MtgeelgBJee6YGibRrKi%207NzKWjLQgIWVwKJadHuXg1QACvoQqkW3L9nGgrcBiJ12bU7IKiTMPlNkNtOzSSMBFhJbZLubbS3a%20nr2stgFQKE+0J1cUIwCxqeF111131EuxCy9gR3+bITLkfD/vPJlN0DG7Ntv3a8yQF1AFGngObYRd%20fQ6gBESACv3jf7wW+64NnVPJFjyMjpw1tVcpQFmwEDiDxFowYFxzjGxbcIxvR08Xl7wAZXcBhRCZ%20H7PbLUMhB8ABFe9tqscTNf7GugBlvIJvzAlQkGgOsClRRht6u+xK7Dc7Qps3yMF5+zmvhY45qGxM%20QGmP/chZPnhT33nIQBYt0ADQmFviveSU2a0FlBywk7OKDyOg2DjNHAqXEyMDF4NLGClSu3QaxBwB%20ethKXGPXImeyb3PRfmMrHk2hJXZvB14794phG//9jt0PLUBfH4BKu5nkfhVehslmXiGlKISKn3xn%2023VyZ1zIoTEwFsYkO1bvJx2z07LXseRf39GBIYMXKfVkHhozPCgiggbAzO/o4r12jGHskGu6T1sW%20CSsuBCiExoBBvOyiethKtoHO1upogSa5siOqQTyM9MmOyQeFBtkN2w7VBMn461te089dLrFA9W8b%20PMoor2y1rm3aBewid/RP6J+x2Gtr903QseWPsYwMz6PIgUf4sD922dG91UPagG5j0ERf0rdFeGQh%20QKlSpUqVKlX2KgUoVapUqVJllFKAUqVKlSpVRikFKFWqVKlSZZTy/wDlyiuvLIpUqVKlSpWVCgw5%20CigWylSpUqVKlSqrFBhyFFBOPfXULu+5rrrqqquuupa9YEgA5dvf/d3f/e3v+Z7vqauuuuqqq66l%20LxgCSwDKFXXVVVddddU1+Lr22mvrqquuuuqqa/D1P2HBTxWjo7uuAAAAAElFTkSuQmCC" height="238" width="404" overflow="visible"> </image>
          </svg>
        </div>
      </div>
      <div class="fig"><span class="labelfig">FIGURA 4.&nbsp; </span><span class="textfig">Valores medios de la conductividad 
        eléctrica (CE), pH, sólidos disueltos totales (TDS) de los lixiviados de
        las semillas tratadas en tres tiempos de inmersión diferentes.</span></div>
      <p> A las 3 h de inmersión los tratamientos con extractos mantienen los 
        valores medios de pH de entre 6 y 7 (rango de neutralidad), sin 
        diferenciarse del control con agua bidestilada. Sin embargo, para el E1 
        en las diluciones más concentradas se acercan más 6, de la misma forma 
        para cuando se aumenta el tiempo de imbibición para 6 y 16 h, con 
        excepción de E230 y E330 principalmente a las 6 h. De acuerdo con esto 
        según lo asentado en la literatura <span class="tooltip"><a href="#B3">Araméndiz <i>et al.</i> (2017)</a><span class="tooltip-content">Araméndiz,
        T. H., Cardona, A. C., &amp; K Alzate, R. (2017). Prueba de 
        conductividad eléctrica en la evaluación de la calidad fisiológica de 
        semillas en berenjena (Solanum melongena L.). <i>Scientia Agropecuaria</i>, <i>8</i>(3), 225-231.</span></span>,
        sobre los exudados de frijoles, los valores de pH &lt; 5,8 caracterizan
        semillas que tiene afectado su vigor, refieren como una posible causa 
        la baja capacidad de transporte de proteínas en la membrana celular para
        controlar la exportación de electrolitos. Se corresponden los 
        resultados del pH con los de la conductividad eléctrica CE (300-600 
        mS·cm<sup>-</sup>1), SDT (150- 300 Mg·L<sup>-1</sup>) y% salinidad (0.02
        - 0.03) de los exudados, con valores que al incrementarse para los 
        tratamientos antes mencionados tienden hacia la acidez, manteniéndose en
        rangos no perjudiciales significativamente para las semillas (<span class="tooltip"><a href="#B3">Araméndiz et al., 2017</a><span class="tooltip-content">Araméndiz,
        T. H., Cardona, A. C., &amp; K Alzate, R. (2017). Prueba de 
        conductividad eléctrica en la evaluación de la calidad fisiológica de 
        semillas en berenjena (Solanum melongena L.). <i>Scientia Agropecuaria</i>, <i>8</i>(3), 225-231.</span></span>).</p>
      <p>Los
        valores de CE a las 16 h de imbibición pudieran llegar afectar el vigor
        y la viabilidad de las semillas, por lo que este tratamiento de la 
        semilla no sería recomendable, considerando que la CE es considerada una
        prueba de vigor indirecta efectiva que sugieren alteraciones en las 
        membranas citoplasmáticas, en estadios tempranos del deterioro de las 
        semillas. Estos resultados indican como más promisorio el E2 y E3 a 
        diluciones de 1:40 y 1:60 v: v con 3 h de inmersión. </p>
      <p>En la <span class="tooltip"><a href="#f5">Figura 5</a></span>, se presenta el contenido de masa seca en cada tratamiento en los tres períodos de inmersión de las semillas. </p>
      <div id="f5" class="fig">
        <div class="zoom">
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vvfq4gsT%20lZ9Hv3BvvA1+Bj0hjv3xaMfitW5Ep9ZXzia08vnkynZsyF+kgsCyzbQRuMLvm9obcwpvljkFnGj7%20x2d6yziKzY+RT6QRaytCgq7HtTHnUNeBDX8wJ46eXrw+fr7yLz8uF5kcI7mGa9TvRTBtH0/VQi3T%20KAsabZPHcyyUFdlODrV/s+1CReD3Dm7Ju8bb/iLUIk79ofajz0efX7/+7yNgSPj9AST+YBQ/H1FW%20ZsTq8hKkg6fuUZQH0eVSjAf2JCWS/OvVYtGpWRk4UAGHoykS0MnjOfk4D460lOMt6jf3yORnK752%20KUKDXCSD5D2DMz5qrfgBbn3GDolFR+gc+roqT6SejDR4Ir5WsHz/SZ9XVra2hryfCv69udR5q1Cr%20oLCV3OxbybpCNEO6sgqKxGtUK6tFCgKy3DB9qel8Hs/hqCnt5Gmq6AGETwA+sLZa+Frrsc4KcBjN%20TK4nYRRBZ9GoH0+iPAGs5SyKwWWgPMRg2NSld6JjRojY4maIMsEuQ+8ZstMunXrsWeVjqusyR8mb%20YjxH07NZ+ojMaTqfR4bkTlW9RSjRTpUn411sIZZXMWF1jPZEHCN5As4tCY003J0gyvMyKFjL+jly%20/7rIofPSmah6FLNvPFMP/TLQlYM7nu7oUZNd26ndA18UrnwJpHOmBwumFEjmQKl73jsIHoMvEbi/%20dCkS+1a8/ETzHE9TVSwUYjQ9+e3ssiMOpuxtdi3bP+tVfMmS3SdNB6vx4/JS6aick4H7sIsql1WV%20WHLk9bUwAm3UVfDo7PTkdAh4rBCO1WgNz3EglhYwrch6UolkFQSVOxrZGCGbnmcDjkV5KZ5zeXZm%20kXOYLHosi4e+iRBaa3n+f4lYC7mcOmbh3CcNA06xrxwqpk+BLK/lURukA/Z2AzjrZPGUggLrmESr%205c0ass0swLGQOcpC5ofEJ6dnN4APjW5mdGDxJGTxfHpfsgfDtDybuztOzq4FOBYyh2IW2WuKb0T8%20YCyUqu+THyYJRkRFGG1QIA9NTurJHMcGnHbQoYCLHI4vQZ72q3rm0NxJvT9N0GsBi+ef5wVtVbB0%20t33QMOCUe7i3LUvH6zC7RF0R7O4BHc8rdqcPwBybMKmNzJEVCarp8uz0OqVPkjWjiPpEMVolzUeq%20kH9vP3uQnCqycNjOyVpjlTk6YlHwBaxkTj69rYAQS59rbGBxxp3U2Z2l1KFe6BEd22PD8614vOQm%20C1n5loRiFoG1EGuN8do4Bjwdm4t9dowcyzI7ew6iSU8izMJQrc1oIEcOYvS1LRLfivyqbVZB2Vxi%20mctlTqaG1SytZUyHbeKoskoYyoNOZO8l0BGdbmxVwcThDaOgaXfkO8VnZAEdWEctq6BwwCKfb0V+%20ejbyoRIZUT68f4A1aQ6nh7Tupxv4votZlC4sVB893xTnieJXHJlpGzsTBT9zFKYUbdBjUQxlmFN0%20R50naxk6/SUsnnOKuzzUY1l4cIDseoRF8f4EpMRzuE+PFopReNdHdtFdWDJlgYZNr1LVd/zjFLhM%20gQ7SQZ6eHvCxQ//VCaSPn61Yo9UM8ENEVBKtZpMG0/q8cl0nE5+IO1lcCIInSV+89DCOJyloq3KU%20yZaVyGdU5WU0LGju7vgSs9M7zb/FhjT1D7E/nR68+u3kt1ePDnjdI96mtAYS1ts9mP71YEQbrb47%20+nH043T8nBjoB75i7Kb6FFsW92qR1oJOf4vnd8DBmHUYO4dJmfdEFaJZAbUxdzod09rDB/+BfUTk%20Eo5hB2qFBOyQHj169Ffk5gTmuS5wan5D5KFjk+Tu7mEmHAKE0FpTGxtkI34W4Fg8g1YkoDYBrri+%20SB5mDn5TayNOkCwiKYTt0s9bgpYvwrN4CuY8AqeeErfApkdqA7fAuGkMNtGccL6K44XY/CXNElfH%20wr2/zFL4Wi/efvjPx110uQklC3Bs1Ie/Q5zQiZjh+guImCypr3jD8EwR+Wmi/M5DiVGRb8/raQXA%20g1onyTJs08ND+gmE0DWFdEjbR+QhmUUVjDC8F7ocE7f+/l8yPWD7ZAOOxd0DYgbpqVjLiWI7EFlE%20zBJZdHh6cvIqf9tFWcXjQAg5ul64wdcKD9X1YCezUeTX9PBvbwg33iDHfoLWin3nJaKoFiXflGUo%20cLrFTuIY3U+8LkB1k7UCBEVZUUF+E5MKXiXYBHwoEUf9j0v09hDLmEvuHmYGHI49DIPqlyzAsXhE%20xSu3L9LZ5SXkT943FcSoambniGXU1AKJT8yh0ejXX99MwdrM+PB+8ObP0EDtC7K1turLzuYixmcn%20p6elyDyN7Or6PGLM337NeEQyEnNRQv+xxWvVZeNVr6V7qdNo0q5l7fa6LoFPMTBv9GDbb5l8RNtj%20HrHFNJ3+CX66Kcl4w+quRpMCIBoSqEG1aFbXC07WbtDdQpXZdsRR5qETj6DZxj/DT6+nSM8nLH1G%204luRXzXeyQYFVmPIAoT2geTeua9T7Avv+r315V+enJ6cncXbLhGTJOXR20G645iZo8aqKv5QPcAj%20GYcM0mC1OVWE/Ylp1oxa6UO3PXazlP+jP/Tv6vHm863gpDFiY6dnXLKtejAKHjq/4U4xZF64lZcd%20VcQJnT//2TwEpeiV07oWik2aVd0/tVefzzuogkVsJb3Fa5OCRadgkdZTui9d8shebewYvZ3oEQV8%20vtLjWfQ+TZ5s9djuX3YrzGGXnYcjULiQ5ZIsOt878SiJ0igM0xFk4nUCfXQQnp6eYrgE9xUikUAi%20zx12Mdk9VDAIqUuYS6xdYtgEyIjoDvJcXh7iF5ZjVLMZMlyMZWioWrBbYw7PtKL554VIoDCnX2qK%20pWjpljNL5ltlUQjU+xVgOjn1GQ/IJWyHlAPH6fsZ54bJje+nPHaHYrPYYgp25XwpRYhK8aKmmtWY%20k90t52232FzTk6zJ1yCQVQsDW2Bdy0P4u255YkFL/EK8dAQ9+73QdN9Clcv8p35JmGGTttVWcm/M%20084e0qHzoaFg7eDI2uR9k/UdtrVzVAH1CAP8vAlwaLxTX2iULLa5TT/mEHd0S7sJcEhCW7/3xupb%2036EvOBk6pK3sE2sM1maFa9qbFVvIfZOtzBli9X7hjtutx1P+pp5aB0XXtx2cIayc5rGUVdSH0I0y%20dqdhlAXPC6xu0uOpR5N2mcbY38qpsLUvDVuvJ+40jQkEh2nENI2Zzj/Ft4Lyx+yfTqNJO3VB9pc5%20rTW3yIBVNLjfqsNr1X3l5HZ2+Zt6HR6xAZv+cssClSwLwOm4mvt26yHfrMzpgsCGvOBO/zGBtb/j%20yQ+sxnP6l3iYttmlHMvkWW+yGkMW1JefqY1byRxapfINzwLok5rBqfzt4D4PkbEVZh+57C3XR0GY%20z5fvaIrVBMkbinLwU5ue0WZhGMGhSHy+CsoA9rHocrFCVcAoHxVSOlI8b7pCnac6l+/IRzhiqZ/x%20DH085SOGMmx859X5VtyaeAZJ5gEOYiEX4lyb32Pbe87lYZWLZWbSH2SqHilGd/JzzfjYWMi9BZtq%20Uf1aZuere3tp240mpRmYi6DY87FQs1b53YT11QJvXlt1/DO9vPaJ+Nh5WNiGOfV39vzFejR+ls/i%20PR7/8u+IbMZPd6N0On48Wz+rLjwwBPs6cscsK/M57oVvsno/r6TIc7fVk9rBMUSQF260fkzeifvL%20frRy05X7Yj0GHEG8n66cCN+fvyjX5GswxxiiW6k553ruuXzS39RTbme3v1duqNcCGIzGTnD8Ey3D%20ljIgDMcaWDn4Ga72K6/5azDH5PfQ5GSam1Xe1yl6gYEO/t8wmtTE3Pozjifp+jGyxsFzlwYIrdww%20HQs4ijn+rNyuvgZzOpkgPFZ4EJkDXsSPMTaIWmi4ACmm+9P9d0EUT39y1lNnPEv9yTfKnE5yayuZ%20E4MvhIvv7odpDK21fj4LIZsWrjuL1lN8n778RmXOwOCYWoRfkbfVR8aVVtVmp3cqsm3mr2Tn2BYv%20z/fNyxxjldqb1S31yjsagTbgsHVIc6xLvlV3plSv+BrM6d8VafLKeX5EcW3S/uAM0LvTuRCDyxw9%20K5/GWai/UqRWte1cttIF9VEWOsJjF89pjgeZ4zWUP/fKNz9DCqo9qmIPm2HWDJtC+bCcIfo7C9GX%20POpljMe0xWs2n0cl89gIR6Wy6I46xUd4pVAdVxJsqPeBxgbx0LcG36oYLdFZBul9MIh1XcImTrad%20p+s25SnGc/JnYDUoWk+lsOO3/pt6vP5ml9Gkw8jSb8m3qqxLh59rZg79JXcsv5kvMdmuygcY16Xi%20nf3EVuerzb4V9aPXd7V+Ds/T67Kq7e21c7rIA2P7+G6Zw1NZO7OtfEE7OLdV5hQnMWwJUjs4w8ic%20r2EFbglJflk7OLdW5vTGZrveh+6PHaZtdn9uvytsmDOEjTLEPfrVdIur28G5IzJHv73iW6x65XKu%20aJXfDZnD47l4ykzzGuyyNul1xHO2YPW1XELrfRd3tQ6zGhO4+e+Vk83N+GWzZmQV1547493zHsNc%20r9bppnVP8128cqytRR1Xjb6VirvwejhZPId+9d40Ixkhnmba41OtBbnVfbCiLq2qyzuXQtZh5pl6%201KPXOMeTgxo8CqUwbH0YoaNDLYO0lcGKlNmmEsXhNakal6Uqjo65ldp3EOz1TSxU+aDPu1U3GwQc%20NYZ3gIoPMYqMokdq+nzPEg0BDk2naF6zq0MBKeTEcyh7JioQFBDiVv3uNQQ4NEmW5HzPKtFMF5r1%203j8Ow30JpHd63msIcHi0BRRhb3BwC1qNsX9vnEyBgdGiVtnfsmSDgMNGwgA+GM94GiBIJSP7xSTp%20Ew0cApwt38u3dVkNRcB7D4542twGpbdzh213MgXvGjgxr28g66UWv5PAVF166L3iRfzvIDhY3gCr%20rcgMYv7Oq/fAtyJdgPVhoP8ZG1pp+q4xp0nQSTewuNfQvHeTOY1aII/v5d/umbNBad6Dcw/OdjbV%20PXPumdODOQ/vkxmBB/fpHoHtEPh/1jQzu/tIUmQAAAAASUVORK5CYII=" height="174" width="284" overflow="visible"> </image>
          </svg>
        </div>
      </div>
      <div class="fig"><span class="labelfig">FIGURA 5.&nbsp; </span><span class="textfig">Valores medios de la masa seca acumulada para las semillas en los tratamientos con diferentes tiempos de inmersión.</span></div>
      <p>Al
        analizar los valores medios de las masas secas obtenidas en cada 
        tratamiento en los diferentes momentos de inmersión, se encontraron 
        diferencias significativas entre el control y los de extractos de 
        vermicompost y entre estos últimos. Se aprecia que los extractos E2 y E3
        son los que más aportan formación de biomasa en las semillas en la 
        etapa de 3 - 6 h, lo cual se corresponde con los resultados anteriores. 
        La mayor masa encontrada es una de las ventajas que los fundamentan y 
        que sugieren el superior contenido de reservas en las semillas de estos 
        tratamientos más promisorios, que pudieran suministrar para el 
        crecimiento inicial y el establecimiento de las plántulas (<span class="tooltip"><a href="#B22">Ruiz et al., 2018</a><span class="tooltip-content">Ruiz,
        S. M., Muñoz, H. Y., Guzmán, D., Velázquez, R. R., Díaz, L. G. S., 
        Martinez, A. Y., &amp; Almeida, F. M. (2018). Efecto del calibre semilla
        (masa) en la germinación del sorgo. <i>Cultivos Tropicales</i>, <i>39</i>(4), 51-59.</span></span>).</p>
      <article class="section"><a id="id0x47d8c80"><!-- named anchor --></a>
        <h4>Siguiendo semejante patrón: E240 &gt; E340 &gt; E330 &gt; E260 &gt; E360 &gt; E460 &gt; E440 &gt; E460 &gt; Control.</h4>
        &nbsp;<a href="#content" class="boton_1">⌅</a>
        <p>A
          partir de las 6 h de inmersión los tratamientos que adquirieron mayor 
          biomasa, la disminuyen significativamente a valores cercanos al control a
          los 24 h. Sin embargo, a pesar de esto, la masa acumulada sigue siendo 
          mayor para los tratamientos más promisorios de E2 y E3 con relación al 
          resto de los extractos y el control (<span class="tooltip"><a href="#f5">Figura 5</a></span>). Según (<span class="tooltip"><a href="#B15">Maqueira et al., 2017</a><span class="tooltip-content">Maqueira,
          L. L. A., Rojan, H. O., Mesa, P. S. A., &amp; Torres de la Noval, W. 
          (2017). Crecimiento y rendimiento de cultivares de frijol negro 
          (Phaseolus vulgaris L.) en la localidad de Los Palacios. <i>Cultivos Tropicales</i>, <i>38</i>(3), 58-63.</span></span>),
          las semillas pueden absorber hasta el 60% de su masa fresca. De acuerdo
          con esto, los valores medios obtenidos para todos los tratamientos se 
          encontraron dentro de este rango entre 50 - 51,8% de su masa promedio (<span class="tooltip"><a href="#f1">Figura 1</a></span>).
          En las tres primeras horas de inmersión las semillas todos los 
          tratamientos adquirieron el porcentaje en masa (0,3 - 1,5%) que pueden 
          absorber y con esto su máxima hidratación, lo que sugiere también como 
          tratamientos más recomendables.</p>
        <p>El contenido de cenizas de las semillas (<span class="tooltip"><a href="#f6">Figura 6</a></span>),
          puede corroborar y fundamentar aún más los resultados obtenidos con 
          anterioridad. Los valores medios se corresponden con los referidos para 
          granos de este cultivo (<span class="tooltip"><a href="#B13">ISTA, 2020</a><span class="tooltip-content">ISTA. (2020). <i>International rules for seed testing</i> (primera). ISTA.</span></span>).
          De acuerdo con lo antes expuesto, el contenido de cenizas se ve 
          incrementado para todos los tratamientos con relación al control y en su
          generalidad desde las primeras tres horas cumplen con el patrón 
          obtenido, para E2 y E3 fundamentalmente en las diluciones E240, E260 y 
          E330, seguidos de E460.</p>
        <div id="f6" class="fig">
          <div class="zoom">
            <svg xml:space="preserve" enable-background="new 0 0 500 260.309" viewBox="0 0 500 260.309" height="260.309px" width="500px" y="0px" x="0px"  version="1.1">
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zh8wJ99M%202wxv/1SM9evQ2wtr4v1bhB2oroIiLgo4GAbh6ntw9BRsCHs4FLbUewz5cHDxmgCJMIAPBBw+bBeD%20b4RbwhS+8iJ0TZfuk7AKW3gSjglITC59PK6wLI9v3fZ6hbn3UlvbLj5CmEw2LgAwTU93B7Oz85jN%205mIyGgz09XTTt7yKVep7HoecHCCiBeumuIRp1dkaYMNkQid5u4xGdFL306kUDrtd6k2chNOJubsL%204+ICA8Nrcv1dYer7sp2mv6cHk8PJlmriJcji3DCXLvXjdIZ/a8v+t7pT+SAfZk3bwJmPXuKVl96m%20orKapqYmampq6OrtZmZ6lKr33+GDH/+Ys1eucLuqhtbmdkyWJcKROXrPvMLZU7VMyvdPHqxT8fqb%20PPHDGirGXcw1fMTRE2e52DqPe6KKd37wN/z+332XDzu6Wdow4Jy8Sd0z3+OlP3uGK6euUn3sNX7w%201z/iv758A60Agmt7VECqmotnL/Hyf3leHNhTdJjW2C/OIxDVNo9x7vxT/PD0cQY3nRwEd5i4eIZv%20/NFT/OGfPcFrrz3PrZvXsGw4isGpUgII3S3v8tRHP+Vk/yBBAYTH2hdWHbwa8fTffA3Ony+NNFLD%20IJLyMmpgdDYBE7fgiW/BNwQQWrcQl08Mug36T8BzT4iRPy1AIL/96dfgbz+Axnloa4NnXoKaRtFu%20QRaXMI+jfwmX5Fr2ZNnafgkklzvA4XCwvKwRtSjRRXHJiMX3REWSpNNpUimVMsSEVScy2XtDDbLF%20odqKfKZTJexXg4ly+byASpZYLiuwUaoVan7DQeGAgpybjcbJZzIkhVUnk2r+Q4GEgEUsHiN7eECp%20V09+S8SKz3OQf8ybY8uAsPep+ZJpD8aZbgbv3KJRgOCsGB810mhtfQOveBO7axvo29vou3SJtro6%20Riam2PXYyO2LQg52M9C/hCN+SEbAZXN2mZ72LcaWEmyv65iY3mR+OYBfAOT47Qv89MIlbg0MCaWc%20ZcM4iaa9lbtnq2isa6a/vo6Ohl66Zk3oLVo0S0PUiAd06UIXrdcHmBxbxSLvcX8wWDzuYWb2Ks/9%206FmhudOkd120HT3O3/3gFf7mhfd47/U3uPLyq1w7epO5ZTt+r4/zr77Nqy+dZ1zr5rDwmHvCUhFZ%200QkYXIT33oWqihJLGNaDWVjAnvx24Tn4mhjz770DH1UhBQKhbWEQBliUfc2q5O+X84/DC3J+v0WM%20vq7UnHT7nDCDS8Ii5No3qmHVAeVBRl8iUMhJHVAhFcqBK/8p5XdjYlpyvxgkattqZXxyks3NzU/8%20nBUa6ZLj9rU1rOKZ+P0BUcgC/lCEaDT8c3bM6ynNQlf6uhcsObSGWBS9y8WGzcakYxu/nH8g7snO%20rhvHtgObHIsnS96Oz+svjigyGuxMTbmEuj7KeB+QCK9x58gFeqvn2DW6GDpzlndPHuPIrRtcOXmC%208889L0zhIn2TG3hWzZx+4hqVp2eJ7n0JPqAaVip0naUlaGgQD16AobkZOjVSmHI8ZoJuOV4nnn5P%20J9y8CqMjaqbRQxeSsnPtClgIUGwriy8swDsHcwIUt27LeXKN9dyXYBxuWcry2UTxk6gwJc/uDltb%20G5LEIfTnEGJVamkVJh0JFdi/P1cimSav2E4xzvUBGWHOTucOu97Mz137d2qmsuqwPVBTzw9/vjFF%20TSdXXvXPIg3yCwakHH76IXVuvvDJye3qrwdvqfIUCqV08AvYZz6XZlOYzNKyD7cpTXxZx1hHK7er%20q6i6e7fY9DVoseJPJogsGeip1bCqC3x5NFsVimIyaoKHihugQCKbL3F9oerFyUUqbIFS5GymlO/T%20Pkrhwe9SKJ2TyZSamcr9yGV5PBSe0oSxQmlPvErVpHVwr1mrWOflj9xByX7k8gdFG3E/78G9S2Rj%20MdZWtNTXNIofdYW6ulZmZ3zEwgIEPhczE9NMz/vxKV82ESWtW2R1dIwtq5tMMsiqoYXKigb6ezeJ%20plRz28cVpBy64jGXfCFPYv+AtGr+TmdJRsLCMLx4JflCIRL3lOsgGmcvnJIsZVe4LGV5PEU1CNsl%20hUiK1261O4kn9onsRXFsb4tPlBWv3c/Orpd0Jsu2y0UoHBEjncLqcAorSBVbO3KrGrS19Rx96QLv%20vl/B4PC4OI0mErZt1utqOPr9H9AwvkhM/KGkbprB2g84cuQjuu+O49eucqXtLhdPn6O3poNB8yb+%20zMdtqWVAKEtZylKWfxJRPr6P8J4B+8YA7vkGUhv9JEyzuJZmcVgmcWjbCK22kt2aILAsx4ySzAPs%20LDawv94HQRsJo4a+mx/y/Ovv8crxSjoHB1nasZNwBXDe7Kbqpy/TN27AY7eycvcN3nr5W/z4uUs0%20n+xjvaOH1tVVNAudaFtuU9m5gN3/8WCLXxkQlMdaOPj0F89mfXLxSHHyR+7n4makixEG/zFMvgwI%20X3JRTUVqVJGKAbBtBZMOtrbA5oNAptSXqAL1ObbBYpMkvz0YQEada7GAwQger2hy4l7TkFw3I+f5%203XLNDVjfLOUtS1keE/EGzDjWWzjYaAWVzNNkzAZsAg5hc4v8rY73yFaHzzzHtuQpqGNrzRC1EYvt%200NZzlGeuvsmL12/R0NnJvNjDaPSQyNQm03fvMDO4jaF7is7j3+XF15/g2SNXqD5Zx0RrO/1WG46N%20EdZab1PVKICw+7kBQbWB58jmUiSSCRzONBuWAqlHjdo4LK3os7rSwMLCIPMLy5jWNoQOldrIDg+8%207EXmMRjmsdtdpNSQscPPDw1lQPiSi2rfXxeD3doBx07Bu+/BnTtQOwnz3lI0rqkx+bsaLl+At46A%20ilGj+gYUmGyY4foNOe8dqKyAyWkIx+S6AiiGJmiTax0/CR+8V5oFHYmVy7wsj4Wo0NZ5Naw6J4Y4%20lygNwc5l5b99CsVjaqZ+snhMxUXL5+7lVecUclJ1QiytVPN21Qneqa5lbGKSFa2OvWiKXaee9pbj%20DI+tYey3MNNwlVvDF3n59NvcOH+Vkekpjne2UnP7KqONdTQv69hJfO71EGLE4vP0DVzg1dd+yqun%20rjKw7iaZ/3lDntq2MVPTxLH3znL+wnVOnj7O2UsVGI3yMhEXtqkbXL3wFleuXuLiuUtcqhbUcjiI%20FT7f2N4yIHzJRZSdZS385Ch8Wwx32ypsCguw7gqrDogiCVgsj4NuFEbFuP/0R3DihOSR42kBE+Na%206fxR8ZzOvgRvnIUlucbuFFx5G25cEQDphxa59o9/ABVjD82ALktZvpySzSTFoZ7lWvUtPrp4ifq6%20evGdJgiFouxn3dh2elgKuLF4U0R2d9iJO9FbdFiFUe/4nXRN3OVy03U65pdxxPZIP2B7PyMgJAh7%20p6g99STf/t//LV/99pNcnNIRebADU3n5oQj61iaOv3qaV4+P09Q/ze3TH/HmT16iWTy/uds13Hzz%20bY6cqaGtb5DWqgu88/7zPFdVwdqu73MViopOWgaEL7EciIOwOgA/eh7+q3j/lWL4V7XgjpVGHKVt%20MDsMc33QK0zgpz8VQLgtgLFTGnEUEEBYnYOOawIIP4HXJI9UCiYECL77DNQLGCCej1/yPP8NeP2Y%20gMj2vQWHylKWL3HVOSjg94cwaPVMjo0xPT3Nphj7pOp0Lo5iChMkw6NXms8SCa6y5NRh2vt51vyZ%20+xDS4TCb7W00P/c0rzx/ihO9DvzJh0a0bJu5+8Eb/P0L71JryqJu55ofpeqdFznx9hF+8hdP8OSP%20btFgKo4WF49the6q1/nLl56hT2v4hVNQMpkMiUTiZ2l7e/uxAIR8Pl8sxHz+46dXw0pVuGs1o/JB%20UX0pKu/BwRc301HN0Hz4Ge4/ryrjR+UtPDDJTe0/Ku/nFhW6QqfCTggg/EgM+nEx2LW1AgBOUGv8%20ZOSei/PQKnnuXof33oCLPaiFIdTT7OMk218n570It18RVlBHpqOd1Nk3OfyjZ2HwXiyjuBfuyN/v%20ShqaKzU33dOnYkjywy8OIEozbj/5DI/Sp/t5H9anx0EepdOfpk+Pg/4/SpROq+cqrs72GfT/UXn/%20aQHhoFi+D+vIr0M+MyCoYeEpf4Dhkx9x7K0bVK9k2Xv4eTIb8tsP+c/f+yHDwdIyLftBI11NR3n+%20uR/xN1/5a5566y6NG6WlG/LJFZoqXxMn8WkaVw33lnJ4tKgmIr1ej9FoxKRik+h0LC4usrq6+oUC%20grq3RdA5Fot94oOpqfeuh5Z1UotYqLwqqukXJSqO09bWVlGhHqyoaqKcKuMHJRAIFPM+aIhURXhU%203s9vSeSaq7NwRIz56VPgdIg374dYujQ6T9VBVabBEHg3xcCL5/+dl4UldJAWgyNPRSAs+a0LYujP%20wdsvs3v8ONZX3yP3+89Bv+be4ltmAZ2vw0uvwYjjZ3MSPB4PNpvtN1KpPosoo6n0Qzk2DxpIpUdK%20Rx7UaZXX6XQW8xYesxnoYXEU1fMqJ+1B/bfb7cV1zx+UUChUzJt8zDr5FXApPVdDuR8U9bc6/iCw%20qbqgjqkWii9KVPmpOvibsHufGRBUtfF6duj56ChHXjzHpckIUam4CXkou9WBN+zBjY4bl1/mH77+%20d1wYGyUiimE1LXDs/Fu8cuksbz73FM+/cIKjvT50jgABXS1VH/6Yp588yrDW/gsjC6iKooyQ994Y%20fKVYCwsLXzhDUIZVGdkHlUZVYFVRHn6uR+X9IpRJPcODI79UBVaV9UFQU6Iq+afl/UeDWk7utdwJ%20rzwJb74NS8vF2eS43RAVlpAQGjnQBpMzYF6By+/Ct9+EcwPkNswEZ2ZJqI7kuRGovAQ/eJXYzXZC%20bf0c/P3TcOYaTMj57QI27z8l7OK2sAvPJ/RJvccXaWCVfign4UGGoHRDlXnqoSW5HpX3cRBlQB7W%20aVWmSv+j0egj836R3vUjbZs4Beq5HtZp9bc6/qDT8Gl5/ylFlZ96ht8EsH42QBDl3BPvpKetjWM/%20fZIff+8F3qoYYc6xiye0yeRwP1UtAwwF1tBquqk59w6vnTtL38wcdc2tvHb5Gp1GE3ODfdw8c5GX%20L97lbmMrg3ePUnv8CDWVY2IHPt8okHIfwpdcDqRCOSagQrz7D49DVTWMj4NegCDsEFDQwS357cZN%206B4QZlAFdfNgFFZgMEBzI9y8WRphdLcerkseFaR+Lyy/yd/XrstxAYPqo6V4Rwa5bqS83nRZyvKL%205LMBgnhSocXFYnC4I2+/zbH33uduUxvNOi3e3CarC8McO91Fvy1AphDF656kqaGGijuV3OntpWdz%20k/hBoRgaYssyT3Xtu9ytuMLd2xWMjY4UoxZ+XsenPMroyy4qbIV4Xg67MAVhBxoN6HSlqKcq4uuB%20eJGbZvlNQGBlE7TiMYcLpSaf1D6sr5fOU0ktnB6NfxyiQjEaodQszEk+U6mTuqhg5Q7lspTlF8ln%20AwShKFmhq16Phy27Hee2A5/fhycWJcs+iVgYq4BBcP9+W+g+4YAPt9PFjmqKeIByHRwIbfRZ8Oxs%2049rxST3+1ZaELwPCb4moUT+quUE1kSgK/GCHowozrIx/MsvPLe5w/xyVso9ogitOfEuVYiOVpSxl%20+UxSDl1RlrKUpSxlKUoZEMryxYjy/mOKHWZKKZUoMYR4FNL31idUnY/qmCgpj+qI34uAJ1S6xM+k%20ULqeWiUlmShdoyxl+W2TVBafPYh53YVrZwdXNMS+irScOyAQCrGXS5fCXsZiZD0eyWsnFk/IkQOC%20/i3sDie7vn3240kKBx+z6DIglOWLEdWcs7VeWrtgdwlWdbC0IkkD2+4SCFg2kY9cClmhkd/8oVKs%20YNUfoJqJpsehfhCW4xDN3Jt0pqb5y7U25LwpOU9vKA1ffdwXDCpLWT6jHOYypAw6Ks608Orr17lR%20VUvNwiJWcYCc1k3qWlrps7sIirFPTU+jraqi9sYNFjU69sJu+vovcPXqbVpbtOiN6+ynPm62LwNC%20Wb4YUWsdRFbh8svw6jtQMQE1bdAj4KCX7ymKSlsL3L4teS7C0eNwdwhsAhQxAYApyd/VKec1wgdX%20oLYBdvylZTOnzt1bXrMarl6TJL9vrJXLvCy/FRKPeRlpP8cLH7zDD946yfnLd+gct7HusNDffZ4X%203niL4/2b4l/tsHT3DifPn+PtxkYGhkcxDPVR3V9Pxc07NN9qokOjwb9fBoSyfNFyKIY90A/Pfh3+%20/LtwUQWkEwOvdYhhF0/f5iiNEpqdleM18OP/Ck+LkZ8OlZqRVoUxaLTQWQev/D28K8BiEYCxCSt4%209Xn5W4CgXVhCkwDGT34M1wUw3InyQKOyfHGiBkwEgmLR3aQzHvwBD+n0rqizmUBASza7LbbMSyTi%20JZdzEgzqSCTWyWR2i3lTaQ+kvCS2Vunp/ZAX77zDaxW36OwaYGVhG6fTztzwZa4cf56qGRPdPQvc%20evcdXm9s4MPxcRpqa2m+fYc780sY5meZbenkxMAS66EyIJTlixYVukLbKob7Ofjpi+LFV8HADKVl%20nh4QNQR1WZjBM38Br58XELg32SmbAqdbzqmHKy9JEhaxOQpDFfCfXykxDSVeYQyvvyHAcwnGdspL%20aZblC9T5fMnRCehJJNfYsq0Rj28IAExgt3eSSmnweMzs7JgFKLQ4HF0CCqNFUFB5owlhuVEzGcMM%20M+MXeK3yPO839bKwqEG/aiYUzbBvX0XfeJQJyxp9Q7PUHP2AK11dXGlu5uqZM5y7foMrg8Po56eY%207pzmeOMG67u/hvUQvmgpA8KXvXKkYUW8//eOwAvvi0Gfghq9ePkPTR5T8wkunhHQeALujouBFy8r%20m4Pt7dJks9FeuHlD8sh2SoCj4ij88TPQry2d7/OUAOGnF2DYXQaEsnxxovq+VKTe3D4HhX0x+ikh%20DSomUUz2wxQKSWEJqWJS+5lMRJhCtJinlFdYtezHdjdobX2fp89f58PmRRaXjOhWI8Xo71m3DW19%20FY2TdhZ1Qex9vTTUVHHx2jWuXrnC1Rs3uHb3NpV3b9LcMMLkXPITa7qXAaEsX4wUQ1d0wxtPi8G+%20Jt676kSWZPOURg+pZf1GhuGIsIKXJFULm3BHSuskbLlgVYBDK1vDOLQKIHzvQ6gahK5a+KO/FvCY%20KgXM0iwKO3gWfiLXGHKVAaEsX3pJ5xJsmBe4XNXEhYoOZmYWWV6yEQwliAd8aEanWTb5ikuAHHp2%20sA70U9nSQtPsAgb9EmODN6lvaGFiykU0XCLh96UMCGX5YuQgCvZmOPd9eEe8+qF1MJvF0C/B5mYp%20vfoK/Nl3BBSuQ48Ye6NdzvHBmrCGQcnbPiPn1UHDWWEAwiL65BoOmwDMa3LOFWgRUKgTgDh1SgCi%20T84Ll/sQyvJbI+b1NeamJ9nasuBwWEnEY+yn0uyIbcxm7g3dVv0WHg8Gm42NRCk8dsi/LMRb9VH8%20/DXLgFCWL0hyoqxGmD4Hdz6AGjHcDU0wMV5aSlOFpFCG/H35rbam9Fv1dGkEkorjPjAgRr5SzquA%20RmEPU8Iswoel0UvaVThzFt57H5qaSteK7JXXQijLb5ccHlIoHMimUEz34/8cPjLr4QPHC58aKqgM%20CGX5AiUNSbVCmnj+Hhe4d1Q8ZdFK8WRUpEwVPnxHUtCnYhHL3yGI31tCM+SX39xF7wdfiE+EylWg%204HaCxVwKqf0YriNQlrI8jlIGhLKUpSxlKUtRyoBQlrKUpSxlKUoZEMryBUqBg1yWXCpNNpMprkaV%20lb8LhU8usXhQyBYXYFFxWrgXxbqQlfMyaVLpDPupPA+dQkF+y+yroXuSL1fuOyhLWT6LlAGhLF+Q%20HIhd38Y40EjPtZv0dHTS1d3N3NwMPt/Hy3Nm8x4Wlpu4e/cm46MWkmoodjLNzvQks51t3K3u5OqN%20KTTLYvyLcezE+LtdGGqqaL96ns6uIYZGbPj95SB3ZSnLL5MyIJTli5FCnANvD/XHnublZ17geksr%20YzMzzE3psW6WxsMFQj50Y82cfvGb/PGf/DFHzk9ijx6STdhYG+ykt76RqqtXOPHy+7z+QS9T5n3i%20fi9zF85y9dUTXLlSzZVrd3jrvds0NS6w607wmK1AWZayPFZSBoSyfDGSi1JYaeH6y//At194kctT%20k5iLCzClse8W8Ad93LpdyQcvvsK73/s6f/lHf8wLVwdZTeTI5c1srGsYn1pksuUGlUef4Juvn6F5%20ycbWRC/P/sV/5c1Lg8x5YWZynLdefIFnn79C35ibg/LEtLJ8yeUwXyAV2cMXCuCSFAgFi+ufpyIR%20orsq7lEAf1IYcy5HQWxjeNtJwBMmns2zf5giEg1h2/XhfcTiZGVAKMsXI/ks+eUZrn/vO3zj69/g%20xYoKqjo6mLHuYM9HGZuo5N//u//Mf/zGt7hc9RYnn/4Rx2/XMRuOiKIn2NrapLd/gEunj/Ha68/z%20Rk0DRvMkC3c+4it/8COOdWpQq3SHnTYqXnuFf/jpea4Pu8mVAaEsj4kcfsqxw1+SNx8Js9HdzeW7%20FbxbXUNzezsry8tYxsdZqK6moamZSrGNGzYbkbEReo4e59bJNoaNNnGoVukYbuOdG7epmpoilc19%204tplQCjLFyIH+RjWpR4x9G/y4lvXadwwY7BY8CZj+DM2rl3/Cf/N/+n/wr/6/X/Lyes/5olvfo0f%20vPMWlbMzOF0+kvF90QEPOsMqfRNNPPfOeWruVNB06RL/6Q9f5fyovlSRIgE63nydbz11jlNDLrJl%20QCjLYyD7oojOHT/7KTUaQq3wFCwaZm8ghtd/L4AjIUkpUmmVN8B+WuXNkwtpWbl7g5ef/JCn375O%20e1cXMzNT2HU6bIvLdHT2crG2jt6+Xsxjw3Rdr+CVZys4V9nM+EYbt6tbqblxlZbOWuqn7DjDH/ev%20lQGhLF+I5A/22LS18PSzz/ODly8xZtnC4dwm4E9h27Rx4sMn+df/6r/jH777Fc6efIY/+NM/5t//%204DXO9g5isWuwb2+xZd/Gs2VCM1zJN777Ch9e6WR4bIof/fQV3rzWzqLejXZOw9mXPuKDc92M28oT%201MryGEjST9I+j32xB6d1gZh/Fvz9HPo17OpG2dKOEPKtkPUPSNYp3LYlthb7cG8tkEivCSAMo6++%20w9kPKrhYPYxWq8Wz7SB7UPL1N9anqWytpmN8Ak/Ix27AQsutVq6+doSO22fp7TCTWppic+Iu77Yt%20oitHOy3LFy8HZLJ63v/gBb71nR9w89Yt6mprGB0xMzvv53pFNT95+klu3LwhxwZ44613+eFHzfQZ%20toiHF5joa5ZzKqg4e5brb77GK2dPMLK+QdS7SX3Fm7z2/Bu8c+QcHwpdfu2FK0wMLZKKB8kmomRl%20m4vvkZP9XDII2SiF9B75fbUfo5BKcLCfLjVr5RMU8inIZeRPtSRnWn7bl3MTxQB8+WySXCFJQby8%20rOQv9lGoenl/iGxZyvKw+I0c6qvJ66qxG+pxGevBWCepnkNDHUFJW7KflGM+SQ7Z39fX4tDV4I2M%20kQnNom+p5FZdK3fG59EajAT3oqT2o/jdK/RO3uTW5CCzVi/7ewFisWVW++toeO017r5xlO5mA57Z%20Cdam79CgWWQ7VgaEsjwWksbp3GJ+bpbhwUGGhgaZnlhkxeajb8vB6x99REtTM8FQWEBikVWzi1gg%20DJsrhCdG6aio5Ob1W/S2NzM4XcGOeZzsiih/9WUGTjzLiZf+guef+gp1x05iariAtfMi6601kk6z%200XqdteZKLJ0nSa1UEp65wXb/CbLaOryjbewOTZLZ0LJt6SdsniFpXsZh7pXtEqGJaZy9A2R04plt%20jLAbHCKVMeHYNhOMxCEhFcxmL23LUpaHJSM6Et8R/dgllfCIo+KRv3cleYqhXPKSkrJ/IMcy8VIe%20dTwt52RyIbIpF9r5Go6duszpS91Mr+gY3LKwNN1I05Wn+fZ7r3Ct18TmvAtDazNdrXc5dvca12pq%206Kxr5qMPznDu+Ed0tdWwoFshtr//s0crA0JZHgsJRaMEIhGC4QC+XJB55yzn33+NyVu3i3GL3Dtu%20ob5ewkYD9rZONI1NDAqrGLp1F40Agr7jOvONV5m63YzmUhempkq6Gj/g7uU3mb14ipXTp5n58Cqz%20p2uYqbpIx/VjNAp7mD5xkq3bx1m7eoKpsycZvyvHrhzHePEyWzW1rDS2YKprwtLdiG6pC6tmmsDQ%20KIGePjwz03iX+9g3d1OwzxBeXcS+Noff3A/LzWAegJ0pUpvT7IhHllqfBJe+tEZDwQcxN0Siv/ay%20VPVha2urWDcWFhbwqjhQZfmtkcJhAl9omLbWWipv9jCnWWXZ5UQz30f9jQ94+9I12gb0uLWOYkdz%20W0sbZ0bH6Xe5cHq2GRm5S2XNJYZGJvHvejlQsb/uSRkQyvJ4SCZTDEJXCIcJOXQs9F/i2mtPMX7q%20GoGBWabbOhgbG2Wpo4OpK1fobmpitLkZQ329eP5iqLt6mOzqYKBjhLU+MzadE9vODnazma3hETY7%20l4UNbLM1JJVkzcHk0ixD3UKbu9fZ6ppkq1uod88GvV3DDNfXom+sZa29H03tAoY7PazW1TI8MMj4%203DxrU1NS0eRZFhYxTa7iGV8jtrhFUqNjZ20Ux3oLcWEahfV2WGsiPSW0v7ed3fE6MvouDrdniQur%20yAi7yC6tErM5yPsDpCJeIRU7HLBHIh0jlc79SkXp8Xioq6vjtdde4+TJk6ytldeT/i2rLJKchEIW%20NjbMOLedHORy7EVjWLZs2K1Wtixm+XuPfD6P0+1mM5EodlGXFgTxyLlm0RPvz83LKQNCWb4YUZqo%20QvKKwh74/Rzo9GIcl3F2d6O/fZORs8d566kfc/mNS0yd6aTl3WOMdraxOjTEens7ETF6ju1trOvr%20ZBNJ8qk06VSKlGxz6QOpCIfFaNeH8r+DTJZ8Oi/pkHymQP7gsDhGO51Wx+XvlNrm5LwCyWSaTQER%20h3jYsb0om2sWAosrbI+M0NbUzNjUNCPDw0K3W5ibnqW3bZmelm1W5vcwrKzh9zrx+3ZYM2kJBzzk%20nVvkTDqSPj+bG+u4rPMkYhPYbU3sGUaIj09hb+9gXzz5gGmYbWcrqeQiTquWbfu2eG9pKaO0bFOS%20shQ7KQ4OfmHR7ggQvv/++/ze7/0eL7/8MutSRmX5bRNl2A9EFUqpWKXUEdH3w0JBjuWLIa+LOVWY%207E9WvuL5hUeEgy8DQln+6UV1yDocYLcTmJ1lq7UVY00NA3crGb16jakPjlLxox/zzB/8AS/9/Y9o%20v9uKZWkF/46baCDAvs9XvExWKsK+Yha/Zklns6TV+rciycw+B8k4mVAIt9NJIBhkV+6/bdkkJADm%20GppDP2pgdtHMvEbL2rpZkpVFrRHDhgWLcYMtvVE8NysrhnVWdEvYXRqiURv5RIhCMMS+0P3DoJ9s%20VE8yOMDB5gyJxQUcmlG2zZ2kJXnN7Xg2J2FzCyxWiMc+9flVnXjiiSf4H/6H/4FvfOMbzM3NlXWu%20LJ9JyoBQln8KNUONp1Zic7oxT07ibGpi9fJlZo4fZ+boMSYvnmV8sArj/DiWkTGaTp7iua9+lZNv%20vMamw/p4vpZqm3dvk/U4Bdu2WNZoMJim2d6YxqVZFmNuQ2s0s6Q1YBHw0xtNzMwYJXnQaEJs2XxS%20Hj4M61GcHgiGQ8SDJrnujrB6P/ueDQLuIQruOvbcvTjMg/hmWslOjRCdXSKkXSDnXCDkWSa6byFb%208BHcC2G2Ojl74Spf/epfcuTNI2WGUJbPXlM/GyAUhGTEiEdd+Lwudr0BQpEomWz6kwtyiuTi8dL0%20aaHIu74AQY/s73hxemPsJ3LiBcXYFU/PK3lU8kciJH6O0vxyKQPCl0Oy+Tz70Q3x7PU43Q7aW9pp%20O3uWCQGCjtdeY/rKFdYaWrAOdJKJryqVJLmfZmh4lFdffZWKykriifhj/54qqqrVZiMQNoj3Lsm+%20KfQijDdoZ9tmIhMJ4nNvsrHhFODI0tWzzfSskYUFI13dViYm9lhYtGHSGaX+7LEfS7GfSpKUa+yn%20bbIfwR+24nQMktlcJTA+j3ughbShCbe5Er+/m1RoGeeGjoTfzVBfA8++8AT1TQ2Eo49/+ZXl8ZDP%20CAhRUbhBWlrfp7LyErU1dbS0NKNZ1hCLfVLZgjods9XVNNbVUdfcTMu5U1x96zhHq+YxrdgxdLbw%20/nvvce3GDZokT8/MNGv5HJ93ylAZEB5vUc2Xqp1+y2rF0NfOdPUtWmqq6b9xk9kLFzDcvk1gYICk%2000kmFiOXVHpUav7xB0MCBFU8+dRPef2NN5gYnyCdflTTkFoWsFD8/8db1XdQKPYdqFTcv3fs/v7h%204cd5f51TBXKixweHmdJ7qLkLODgoaMlHdLBlIh9YEeBwkUqpkUAZEokUiWRa3jeBwWhjQbPK6qQO%20Y+c6xrl11iwm1tad8ts+Or0Hh9MmYBnhQIBCOVYKZA73A2RTK+S8UxQMWjJLS/iH7lJ34us8/dM/%205MKlk9is9nuO2yHl6H5l+UXymQDhYHeLvvprfOuVd6hoH0A7Wk/Nsec4dewugwYPew9eUAz12vQs%20fX3drBqHaT76FC987a85378kSt7P9be/z5/84PtcvFsp3tAK274dwlKZ85/zwX0+XxkQHjM5KBTw%20yHdxud0Y1tYZHRpnsr6RmfNHmLvwGkbxVnd7+ojMzBC3i5GKPbod3O/1cf70ef7Nv/g3/Okf/gn1%20tQ3YbNscipKkkxm83hAHsh+LWLAFZ7AfbODwzeCKr2DKrTG5PYXJbEJn1jG9M81GYYPF4CKz/gXs%20eTNOzwyO6DK2jB3X7g65TEFYyD4+j0/104n7EyUi//7xooKHqbEdop+RAD6XkXDcTfEm8jcHuSIE%207oaFSUeDRJJR9gQc/Jth9BoT5m0Lnu09ljt3mR02MTk0z0SVOFD9kzimJwiurHK4s0to10Jsa5XC%20nBFfuwbTrZs0vvb3nPrxf6X55AfoOm4R0tRQsA7jn58g7DSiRpoIfRfsyn9Z1Kss/wTymQBhraOT%20t77/PN892cGKLyuUeIvFa0d57okjXBhZwf1Q/szBIcE9P8HwOLcuvsoLLx9D7w8Q2Rrj8uvf5U9+%20+A9crqgSirzG5maMbOKzPWxOPM5wOFwEA5vQ8+XlZVZXV8uA8BiIGufg9XhYGR2jr62LmuYa6qvP%20o6+6jbP9BqGFFrBvgdtT6lT+BeIL+njz/Jv8t//6v+Xf/Nm/4XLlSaZm21nbWWXZMoNG04/bucy6%20qZcpfTMzrlFmVxuZX+tm0DtMna2eQfMg/ZZ+mp3NjPpG6XR30upqZ8Y7xqIcm/P1Mu1cZEm7jEsM%20tdVuQGPQofOaGN2bYGhvnI2wXQz1HrG9JJFMXA0GJZyOkn04IJJyumOpkv1PHJaALpoUoy9Jzs3H%20klIf4jjWLWxbttjzeikYjSQluRcX2e7vx6/REN40s2exENgwYxybxDw/R0i/iadTh6F1nImKDobe%20rWDy6Bn0Vy7iqqnB09HB6oSAxOQ4rqZBli/MsHCumYHjx6g98gG975xj+tgbbNx6Hl/LCdauX2Cj%20+zJJXSWM9pASlp/ccSrKIs8b+aUjmMryeMmh1LyYWn+88OsJ0vUZACFLx6nj/OgvvsrpgWF21KF0%20DKtU+FefflEAYZLdB4zCwb0Kkor46Wk/xnPHjnKq00pkX1hAPMxMSzNHj77PrTu3OfHBLd5+o42+%20kQDRxC/3VCKisAoAVOwOjVSgqampT2UIaiiWWmWr8CkFpY4XV+HK538OdLLZ7M+GbP2qeQ8+Z8VS%201/5Fz/tpou6v0qPe/eFn+EV5H76vyqfe79OkcHhANi/nSpaYeO0OpxPN0BDzN27Qcf0qbV3XhRFW%20kNLOkPUHyRQOHvHO6p45uU+SqCi1UsZEJsGyY5knLz3Jv/j2v+DfP/cHfNj6LnO6GjHyrfSaGtGb%206llfb8a4NoXBZJKtSbYGDAYjRtcahoIcY42Vgo6l2Ap6q5EVFRAsrEVvN6KJatDuLKHTaMWpWEC3%200oJhoYOZ2VFal+u5u3CNOwuXaV6+zdhsD0sTMyyappjxjTCnHcMq94yJw5MWsEjuBUk4NshMa8iO%20uGDSArNT5OfGYXmWg4V5wnNzWDSzBGan8c7OsSWOzN70NK7WNuy37hC9U4G9roGVmnpWq6swNFXK%20/k2Wb1+XetZEbGaM7T7J291BaGKKzdYO/GNjJORaGx1daOcXMMxMYKzvxlijYa1umMHKm5w9fpGL%20z9+m9+hdVitus3z3NtPXrjN98z3Md18neO085su35R4d5GZn1fAkDlwu8slSiI78fpJCKsWh0nPR%20z8LPWQb19T6nAZO68qi6dF//P0u9+2V6+iidVtd9VN5H1bv7edVvv866/2nv/mhDL3mzcq38wSPe%20LSX3TooOxrFb3RhNa/j2wqTEs07EgviV853cLw7jUG+by6fYi0RJ7GeLQ1D3IiGCgSBJYcX5h97h%20lwCCKiQn03c/4qW/+3veqKnGHBevx6tj8sLrvPiTD7g6bsJ/DwjEz0AtbXIQjgiraOP9F37Em8fu%20sGA8RI3iU/MlN/di7LrdQvt36b9xm+//5bP87ZstaGzBX1pIwWAQvV5fZAhLS0vFyTdqJmbsEU0P%20CjzUbM1kMvmpSGi1WgmFQp84rib1OByOT3w0dQ11LcVOHhQ13lvlfVABVFxylffzspZAIFB8HrWM%205GcVpYBOMcQqPfhRlXFVz/BgudzP65IK/2De+7NaEw947Srv9vY2brf7079FyMfGpkeMc4a+wSV6%20aquYv3YDzZVLbC22EtweJWOah3AI3z3deFC1U/sZ7HabfIcNudc0Pd09LC9pmLROUrtUx7tn3+E/%20/cX/zp+/8ENqDbOE9r0EVEp6Se7fT3E5P8t+Mi3bjGwzpKTCZcRUpVRYjD0X69tm+W4R7DsOrG47%20YSmbNecmTu0S/qUVjJpldjVTOHta0Tc14JjsZ7m9ltX2i5inTtLa+BrdN04zXHORusY3Ga46z5Aw%20n76W06y21DDccoGhptOYrl7H/MYJ4ifE+757AUftEfYnLhLsqcbWWEF48i6u9ru4u3rFqE9gbWxk%20t7UV//AI9ukZQjY7W1oBtLkRAo4BNlbuYBmsITjai01TT8DZKWU6i12AL7Kzy0E8wWEiSSIYIhGP%20iyGIEveFSPqT7AejjA/38/yLb/PhO230twj4zc0zOzJKY0UlPU3VTPU00iXgPXK2ndXLHTjqG8hO%20T+IbHMQzMlwMy+GS/dD4OKmNDWxKnx4IcaA0yH3vu36eXgllEBW79/v9nzh+n/VnHhhGrOqCqhOq%20bnya/j9KTx+l06qOqrqq6uyDour0w3ZC1X2VVz2TshPquT5L3b9vJ5TteZQoEFHX+iwzx1V/lN1u%20/7lyCodjbG6K3hq7uHO7gZtXB5ha1NBnXmPeOsXowDVOnjrBzcERZqVu2IixbhnkxpUqBgbMxTAw%20FeIYnDlzhqHBIbY2N8k8YHN+CSAcFk38tq6NS8ef4wevvMTthhZ6uu5KhX2dN642MLVixSQeUH1b%20GwPy8BHyxMxj1L/4It/63ttcbFwhFS1dybplZVryroonopF066N3+NHfPsWRi9NYPL98JERKvBX1%20YZQiWIRadwhdXhTK/ShAUMqgCv7TDKxSPPV7PB7/OQVRCvjgh76fN/FQU8f9vA96F+p+Ku+nAdGn%20iXoHdd4v8sof5XEokFTpYZRX11Ll9XBeBYCPyvtgOan3Ue/1MFjel1A4inHGwmyDjqn6SWaab2Bs%20vMiueKuq6eNgX8zEoZwb2iuigCrh+18oInurCSNj5n6m5+sxr/WLtz/LimZF9MOGOWRhybVKe1cP%20r7z8JhcuXMW5aQe/VEgxeAT2KLh28a8YyEr+AwGcgHg7eX+I1LoF1/R8KU3OstszgK+ti52xcXTd%20fWg7unHPzOKbW8TT3SsGul289jnyy1pSg8N4u7rZnZrD3ydg1tPG4WIH5hVJA604uprRz3bjWJrG%20vDTC/FgLU611tI9cpGPyJtP1FcxefI3JO28y2XqUxa5X2Jx6H/9qFUFtNz6NJN08afu28jqIrK2R%20sS+TDQkwRXVSa1zsZ63sBVc43F0kKuWSlPscLMrzLHbKeQ1kbH34VuR5txdhV5iIR8rFuyrlItf0%20Slkn1feScjqIYRufoeq90zSfb2TdtEIkusGuYRWTgIJmZoZxzYY8+yYjPWssdAnTFuO/JWxGPzaC%20vmMIR8MEhit3WL91FW9LI8H2NjwCZHtzC8IkDODYISKe6PbuLjtikLOy5QF9+zRRxlbp4cP1Tjkx%20ygA/6IipuqB0M/YpfU2fpqeq7n2aTj9s2O/biQeBSNV9lVc9kzqunuvz1P3EpzSJqusqA2/fthPc%20CRa7cYqoWsRZuWdQWKcauamKQDAj6gvjlm8b2QkV8+65VXjsLHab1I+Od3jq7Vd49r1L1DZ20i7M%20dNi6zrShj86eK1youk7jop5lt47unvd5/50L1F+bRjc6z+nbvXx0/TINPdcZ0C4QSn7O4HbJfQcT%20U1Uc//Bdbl+/ydXGLt7pGKdt3Ux8c4N18dQvqQlF7h0VrbsYy6Xmww85dn2YCWvyZ+ASEIWav3uX%20NvGMKqqqOHXmJJVVHUJ7DoqdhJ9HVMErMCh3Kv+m5bBYwWKi44FIHrvbxbJuhpmGNpbP1rB19w6Z%208dtgHBS3yfPIK0TTUXbCboJhP6bwHL07rfRvtGDYEGO7sYwv+HE8n5ww0JDFinZ8gtZbdzC3doJ4%20zinx5g8XlsUY6TgUo+1paCbQ3Cbe9gyepWXyi+PsjzWz1VLBZkUV5qZ2oo3NHNbU4G5pYaO+nvXK%20Kuy9vWSFZQZnZ3EOD1NQY/TFCxXXjrRsbeJoRGUf86a4vzslWhMR/fLsftKwZQs4XE7MKQtbaSdb%20tnU2baOM2broWW9nQbz6NZN43sF+zP7RYl/F2vpWcVJbTMozKcZDTIBcSYw6jnvJBllJAnRsSLKo%20SWj3tuaJUtoUY2wekt+HJU1yuN5FfLmL/alx0E/LR5LfnKPsdtcyeO4dlq4cZXe2jrRjRspumfTE%20FN7ZKUwLJjSTbtYWzRgXpmV/AtPSIjrZX2ifZebyLEMXqhi7ckuAoQbHlWvoLl9m4+xH7N89DXM9%205OYn8E9NY51fwDcyQlrKMifGPiZMVG3TvoCwFrFiB5FiFFmyJWcnKUY2+zvcV+HyuFgYX2Cr14J/%20zIfXuIfZvMviskYYtw73movgcgS3JYZ2zYxmYhFz7xYrktfujOPZMdHa9R7PXTvOkapWBoanWTXt%20sylY4hf76wvPMzLXS3tzJy0Vl/no0ku8ffIS9cfuMH6jlrpFH0sWI9OzzVwcX8QSSnw+QFBNR2Gp%20zDrtCt5dN9vuNKsbOaJJ+ahOOzlRhLigeKb4kQ+JSF796io73uDHK1QJkhaksmWFokQE0fVGY5EO%20ptRwwl9hJJwCBNVcVAaE36wkkwk2xDhqV8KMDNhorKtmauwyq93vYKk/QWZWjJROKwbT9bPvqEY4%20Kk8vf6DaS1PMe2ZoEZa5oltAp2/HsTtL+iAtKpHhIJeVzIV7IaPz4g0vY7wrhujceW48+xRTF88Q%20XRGl1a+Ily0e9tIsqeU54rOTbDTVYWpoEK91lH1tI/s7bSR3Z0gblsQY7ZIT8CqsrYsXLrzVahPj%20b+ZwP6UWYyjeq5DJljpRH0h5SYf3/35wav8jhmseHKouvYIk2Rbk3MMcaXmnXdWcJhQ+Ft3DEF6l%20Y62NOc2CMOt+evr6WJG6oTcY8KvQFgdxCgcJKaeYOEX7cp2s3Pp+iIrDe0khUK4YjhvlQeek5ues%20xZRPB7FaBnEvdQtwzoKpWQCvgpFbz/HmU/+B1qN/ia7iAzz93cV+AmdzCz4BxZgAg6WpjcjYOIHh%20QdlvIjY1haevC92tduZvTNFyq4G+6+1MXB6kSYBhSABh+fxbbN55huTgSZyN17A1thSvYZPzg8Iy%20EnIPW2cncWFioYFhtvqahbjMcejWcmh3khRwtYoN2HW5OFB1P3/wO9eRrRiSGkrdIk7NrHyHybF1%202ttNzM6t0ifl39fbzdKcnu6uDUZGTUxPiXMk5TwxNs3amoUNowD21E2OVDRyXhjeTijKVirHrgCt%20ZWONBnG4+zatjAyOcPXImzx39hTfe+MdLr78BmN3KqidmZcqu8x0/zTvtRow7n5uQCjJzzokD0s6%20WZTUfikw2QOiQsGnHuq8LFYoReHuUcL0PzLkQHkewj8BGCTibAiIL2m0zHdNMnKpgdHLZ3APnSJm%20aWV/V7zreFS5fDy4NmXAG2ZjfZFNc6d4Pm1MuFuZCs3iF0MZjQiLzD3QXLAn5zu2QTyh3eEx9sSI%20bFQ38uYTT/Bv/rf/J1/94b+nevwqC8Isxq29dMxX0KWppWellvrx69QNXqZrpZruYC+dgVkm3StY%2093W4sIi/HcIqyritdFc9Xv6fZgz+4QHFmEhK5feycbYjbkIRFfrCVewDm52dlzSLTjcsZdSNRZJZ%200ub6EmaPQ57bSeaXDsRW9StT7OWL7QdI7gk7i4Y5jLgEF7o5/tw/8O3/8N/x/Lf+e8a63iZpn+Ng%20eYn40AgZYerMzpAaHaIwM83B9LTsj4rXP0demEJicJzIyAKuMWESDZ0CypX0XbrK5KVLLFw9y9K5%20t1h7+ym0H76N5voNrMK+QgMDZOQ6eb2BhN1BXgAvMzKGb2yQLeMMceMycQUcAkZ+yeccGsI1NMyh%20fHe2rKURTr8jkhOmFAgGxNu3Czv2CmvcY3t7j5AY9p0dNy73NgFxmredEXHAYwRDAWGjdnEgvMVm%20rPC2ldW2at65eJ2X77TQPzrGigDB3HIb1y+/zzPPXeH0LQ1LS3Y2hBW2S706dr6ZO5fbmOzvp7K5%20jo9u3eJM1wjt9gjBVP5XA4THScqA8JuVTWuMmWUnc1LGC723sTR+yGbtBYwdzaUwztmPBwFEE0l8%20qTDbBzusBlaZds4xaexjfq6OzY1+nAkDUe6BQFI83XCSw90AFt0a7r4R1hur6aw/R3PDKeYmaxmd%20aeLJU8/yf/hf/x/8H//s/8OPGz+izj1Na3iFyrVeGjWtDNkm6Nztp8PdxdDOLM3eZSo9VqqFFTT5%20tYxl5hnaX6A+YqT+0MVIwsJi3MJCwc1yyIg9uUUoHxK2Gvn8Q2X+EaKcKrd7p9jBv729gsnRyYKj%20HrOjH+NqN1NSqae3J5hzLWCIr+PObuP3GznYv9+OHvvFYCTJsr3DtVMX+NGf/znvHvkRa45hisM9%20vLuws1vsw8ioARVaLemtLVLisYcFqHJ2O7G1NfZUdFR5Rkxm9jXLuKfG8XR245mcxj09g6utC0d9%20M9rGZlZamrG3tOBtbycpoJLVrMi1TEVgyOp1BCxbuD0+drds7C4v4xF9ChS3i9inBvHOtJCeHyM+%20t0hQqyPncBAWMIkajRSkjgf9flLCILKCrv5wuLj9nZeUsNBlLQ1trdzobGVsfJxFYWTzc+20tN7m%20/LlWWpt0eL0lpzsq5WbUeTFtSB0VprzS00W9sIgu80ZxwEd5TeWy/JwowpYUY50UhdiLpZgcsdHV%20NMViTzXrtW+SGD9LfGMIm3WruMbrfUnGkpgMa8xbJpkQL71jS9hAdIr1+AZ2NQoj83HeTHKf8IYe%20x3S/gEwjt6qv0nrrIhWVH/BG+xtcmr1C80Yr7dZ2TvSc4b//6//Mv/j77/FBRwet5k00mTzr0TgO%20YRTZTJQAu3iFC+Tye7i3t1kXw7MkdLzHrmcxsch8ZJhmew9NoSmaXR00O9tpCE9S4Wii1dvC0O4w%204/pJNnes7Cb9BJJhYgJuyYO0+N//NM0YEfaEETjYJ00kYCrOrdAbNPQaBhgK9KNPjaKxCbDuLBEU%20UEsmZ4W5qVExkeKwwVTy5wdNFHKH9PcN8PwLL9DY1FwcZfWwJJLJYqiNWDxOROqP+lYpYfDFwH07%202xQyIXCaBDwcAuABsBkh5C0BxZowQ7mmW4y1x2QiI8zC1d1NWIxSUoy9rbuBQF8n28IQ1pZWCLp3%20sagAfzojQQEkk5wf2PWRTrhw2QdJ6aeFkYzjHBwirdPhGRnB2dNDSOq3Ta7nVaOSJG0K2PjFoMVD%20HtL7QQ5TSdXUUOrM/jUHOVQdwKrjW3VYq07ig8ewWUuxCTVaU3V8q9FWqqNbGXQ1OinxaeFeVDmp%20SaHBR4/qLANCWVADm6SeodUG0Bn1rBkN7M7rsLfdxVTzFtHRFvA5Ib9P7qBQbKZQzeuxeExswzpL%20ixoWljsxWFoISCVPHUo+8mRzB0XvQ6WEAIdhXU/nchOnut7jndrXOD90lltT12g01zLgH2ZmY16M%20jAerePrXKq/znSd+yDsfnUBjXCe8ny6Nq1ZN68WZjDZ5jpCYbdUh7RADtkfOFSBlFe8yoWG/sMz+%20gZ29iI+9TQMR35TYtVkCW8ushGdp8bZxS3uLu0t3qNXVUGOsol31c5g0GCN63IfOYjiM+2G6iyPD%20fwPOaWkmRsnYFApZMulYMYx3NBUjmrcTLSyhy0zSvt1Jj7YSvf4268ZajMZxdDo9Jil/NQpHjXZR%20oTkODg8IhoPU1tXx1E+f5sL5S9ht24+8rwotovpB8mr8vOwXn0WNc8+H5W2FJeQ0YnUMsC37SZ2A%20w1qxg5+VVTCbyct982pIqAKFHQ85MUIFMdT7/mnsfXUs37iNprISY0Mdq9WVrFbcxdDexvLsLF4B%20iILbSSrmJ79uLPZDZiIRDgWosnJdjxi4LanbkaVF3L29OAQgYjNz2Dt70AxVYlvrImda5VDYyOGq%20PI+wnEM1Z6JQ+mb3t8X9z/tN1BBtuX9/Xx+t4kkrG5NIJHjc5GfvqL5bPv8z/SwUfgl4/YJ5EGVA%20+B2XTC4lDoNHDHqOibkIK0uT7MzV4e2owNPfTHRzrhia+UERX5qZ9Rn6JvqYcc3i9LsI+cXDjDg+%20ziQ6uSPe5rRrnorlGi4NX6di+jaN8+fp1lYzYRjFtDrCunsVp/j5cTH38YSY/N09kusO+sQAnDr3%20CsMNl4mbrQTE+0/lBJSSaoilis2jxR/fxLsXUsMY5KHc4r16ycrWG1gjXRBvNi1g4RGD5QvLdbdK%20SQxYyr3O9q4YU7tGnqEXg6ONEfN1hpavYHcNYdhuY8Pfw2HGIi8hSLlnE4/aVhxemU5LrYunSkNg%20Vb0LybWDgd/Q11EVN1L8Z47bWNyYZGmpT4zVImYxhjO62WKYjqHZIRamFjBajIw7xllKLFEzWMPT%20P3maUx+eYmvT9nldBEmBUkpI2pPvfygeZdxPeN2MUwxwxuVSLmox5f1Bdjy7hJPyXXKW4jyl6OYa%20azN9aLvO4Go/genmK6zffBlP+wX0LQ2Y6iYwdawwPTyJqa0NZ1cH4dVl+YYuosI8dmJx/JEwng0j%20u7pVEmKgCYaIieeiW5nAuDRAanYKb7M4IXJ+emICtzCLqFZLQs0An5wkK0C1p+YeyPU+Dyio4aMN%20tbW889Zb3Lp1i5mZmWLb/e+ClAHhd1ViUtctCaxaK8saAxuaXayaNfyaNgpz1fiGWvFtfBx2OpPM%20ERTD7wuusepfoH9xkNG5EbbzH+dRVcaWzDDrMDKw0EVr902qW09xSVjGte4zDGz2suGaJJMKlmiD%20T4zHrlR0v5wZjZWuIIYvsbHCynA/PbVvYmk8SX50jF3NKHHPnNgovRCCFdgYxT/Zze7oJIeGTbmx%20gFEoSNJmZ3tolNjcEqyKV6vTKWUprSOwaS11YvvEyMWzJbunDHphl0TKiD+wwMGBWcBtHp9vugQI%20bgUIq4SSUyxvz2Hd0RM0TxHUDxF26zg0yfPozWpguryT6mDfK3bulqZoKiDd//VV1kQajwBjLndI%20fC+JI+jAkrUwoZlgfnIegzChMfsYg85BTjSe4Ks/+hrfefk7DEy1CFNaF9xaJxRS7fJhEnu/mser%20ljpVcw8yystU7ECMbS5/gFMAIRiRctiXb6HAQoo3mvWz6xgiv1JPqEOAofdDgnNncbddwHCxnoFL%203TTUNTHU3MTC9UaWLzWhb+xkuacby8IcfpMZ06QR69IaGc9OKeSJGKyo24N/VS2otIR/aqrYF5Kx%20WPAI84iL8U4OD+NqbMSjtnPCKhYW8BkMBAQg/AIWkY2N4nMXw3Wo7/aQ958UtnT05k2++ZOfcPbM%20GebUdeO/GxFjy4DwOyT3p+lnEhnSaxl2enbRdKyyOjFLbHGRw6VOWKoDoxjceyGTi2F6snE2nFss%20rPaJh1qDQT8jxqXULq3GuoQLGTFMcYZjAW4Kw3i74aRUqKdouP0qizU3CfQNktuyFNduPcyI4T+4%20N1UtaxTjIQZ7ZQ3WZF+MMvurxNbEs7xzltkLT+C99AJUnyU9eo6DhQ7yOzNkfD0UOm+RvXCJzJXL%20FLpayXq9xZhBzC9xWF3HYWUN9A/JtbWlNm8xHgiwiNKU2sEzyWITWHGUVDpVajd7YFLg4Sd2FIMx%20spZbRefoRrtcwaLmFsv6u7hWeoksLbBnWRJMm5Pnk/vYVuVdpAwLBrnHbjEMBAW5RzaqJlrIfkbu%20ny21uymeX7zvZ/NhH2y2uh+vVQ15VW3cqqlD7WuWNLz80cv86+/+G/7dj/5nzlWLd26qk9TK6soU%2085pljFYjwYQAaGpfwFCFDInJlVJyHTVU+NObHA4/UTYfR09Vkx0PixFVC598SDUKcVOAQqsnZJjA%20ulbHvuEW/t4baJrqWRgblfKcRt83w0TFMC3imQ/fusrq9Wss3Wlg6uoIszc6MLc1C8jPCMBL2S4v%20kZuV/VUNuR03eTHWh2LI0mIH8maz6MkCMfneW2L8g5ubpGR/s7WVpYoKNFVVbHV0kBA9OBCmcyAA%20khHdLwSDxdD9qrkqKdsLwjr+5plnOPLmm0wJ2/i8E03LgFAGhMde1HR7o1QSo8HEumaDwHYEj86C%20oaGR+IgYz+UpMAltj3/sMe2lowzaBunz9rOwM82qdpqw18/9wDbia3HVvcBH601cW7zD5fojjLRc%20xjrcgW92mH2nMADVZGHfKU1M8iyKZzksBlGMv1O864BPHswrlXu1dO+JARL1F1i68GOaX/19TG9/%20lcy1n+Csepr48AUipvPY14+QmjiD79YlPK13SW+Psr1twqtmM6sJZPMLpYllamWxdXOJBahYPddv%20wK070NgE4u0TlPsN9cpvYsTNwiC2d0pzIn5OxOCKsdwnSTwVwL5lYME0ylxgkN7NehosXTSExmm2%20NmDb7RHvU4GCAFFSWEJQ3m9bSikt7+ruE2yRck6ZpDzkuSICDsrztFlVj/6v7Tsno0laOlr52x//%20Hc8ceYaGtkqs1lUiYRdrJgPz1gXGw+N0WDqYNywwaZhlxNbNXkZDwLuO0+l+eJmTf5yotaHVMqWp%20JPspD4dpYWJ7wvqMfRiba/GPV+FaqEK/2sq2c5j1zmqWK2qY7O6j4VYD/U2djHZ30V9fR3B8jFh/%20HzutLWQEFHaFBSiWkNHri0NZ98bGiGs0WEXPA+EIedWJKgwgJrqvn5vFInoWcjqFGWuJClBE+/qw%20NzSwL6DgHx9nR66RWF6m/exZ3nr2Wa5cucKs2JkyQygDwm+VeL07LItHNT67wOKiBqdWg0+ziHt+%20gMBqFxmbuRgWgkTJSw7vRbHaNFjsY2jds2ylN9krxMQLzrDujzHt22Rka5ia6WrOTJ2lbk48upk2%20DNoBUttiaCNi9GLqmqXhi1j0pclUMTGOQfGenRrQCzNQMayMAgZ1x+Gjn8C184SbG2g6/yo//pv/%20laPf+SPx6j5id6mLlGOepHcC/3YnWV0He8udhLc6yLmaCGhqxAj04rWPy/3EKDsE3EJy3ZCwAxXW%20esMtgCfPtCRe+7I8S9AhyQXdwlDutkPHbfmtS55HntUpoOKS54yoBXvkvIQAlvfjkAdqUIsvFmWX%20AMakmcGUhfqCnbrAAH3OakbcncwEpeyybiEiIbmOpJxcc09AMC5AlJ0W0BAP1ynPZpKkwkGsy/3i%208jwZV3EVNhyy3bsfHUx53Hv30mcTs2WLsyfPcuX8FRbnl8Um3huCuBfDl/LhKDhY8S1jcc6y6Oyj%20a6cF4/YYJs0cY+IYTEk5brrGcTv04gCEf83aqIxriNy+m5DoYX62m9R8E1FjizgHYui3ugnYp3EH%209Ji21tDojIxMTdDc1kl/wwTTN0bRXe7HWjuNtq0X/egA7ulpQr295MSo57Q6/Bod7tlFnBMz4neY%20xOfwEbBa8Utyh8N4hQmkZJt2uQgJq8i53SSETUTFnmQFVAwCCLXvv091TQ1znxIepwwIZUD40sne%20Xpi1DSsLyxap7CY2dXM4FocIDfWx3dyOe2FQcpVGocTz+zj3dvAHAxjEWC8v9OByTpI+PCg2t/uz%20IZZcRm6sjnJutJrKrg/p7n4T3eQVEjrxfO1i4KNiyAqyPRDDtydG32EhubJBbEtHISfGNigAsbJO%20vneAaH8LWX0P2fnrRG9+n/ypb8NgA771TS5cusb/+h//gK//3beZEBD7RCOGehgVViKpQj2Icd/q%20F4PfiX+zE4sYldBSFTn9bdKeRmLBPvLWPpKeGZLZNdQ0tXjaRVreJZeIiAHYIdsvzzrbKM+vAEEM%20s1aAa1S8+YHLsCCMwjhN1rYjxjROttgnkC7OdC6hQ1683nwxAMWWQMS0AFattZ/K6BxD+XnWMjqs%20SRf2gwi2/SR7qci98pZ7hKzKcsuzqyRlsydAmVrm0LJGfFZDUoFaXisgKoCWXZdnVs1SNvJ5YWj7%20CrwjFA6ixBJRkqn7zV3yfLkEi+OTvPLKGxz76CTrUp6fLkExzxas+S02HFtY120sba4Uw2+MLd5l%20TtPOsm2ZrZANX8jHbmiX7fg2YfkXy8TIpH4Nwz13faVQHRvyLTf7SQa6ScfGOYyukNp3suv3FIfF%20blgcDI5tCVPQs1qnZb3DjHZAz8zUEovi/W+NjuCbniWuXSK+PMTOSD36+otoWu5imRVmOznFrhh7%20NXopZNsmK8wxtxcRJ8PLofq2+xm5X5qC3Y6ptZXq8+e5W1FRnItTBoQyIHypRbUpq+BgOv2KeFbD%20LMwECS5vk1nuZn/yJlvNFfjE8yrk1GzXUsiFBf8izWJQNXoNRq1RHFUHkcw+G4Us2qyL5o06jrS+%20yZnR83R33WKjv5rk7igHVvFwXWL8E7NiVDvFgI1L0pW87WhEvEwxNAIM+aRUqknxjm/cIXn9DJba%20V9lznGUvdIstQx2pgEMMX0a+rY+Tp8/yv/yH3+MHT/wEvekRawL/rJlaDPNBUkAozaG8w14kzJbZ%20QDyiIRwaFkNSTzpRJdc8yY7vFJl8Iw53G6HwtHjNU2wJiES9YpD3xSBlhBGkA8VwLIz3wtWT8PpL%20sj9KNLGPxbZOzD8v9ny+1EmtRhupSJvObTHMaohtnqyUlTcUZMVmRJNcZTg4QM12F3fTq9xyG5jd%20tguGJIqhO1KZNPnMvTAVqt3+0FmElYN0QorOjsu9JM8lgGA1FtlFaG+ETWsryX0pb6+UybaBfGoV%20qzAyt2I1cl0Opcz9a3Sfu8BXv/LnvPv+W1it5tL06WLAsIN7+wf3CrEYILkYfiOXLwjYHBbjDMX3%2044JRJlY9GiYT07RutjMrzsSEbpI2m+wn51jd1hYDEqayqWJ0TtX3UBqv/znbm1RfSr4Y74TD3D7b%20rlF2DV2k9bM49K14dsVrlzIpZLOkMwUcjl22LHYS4STb4y5WheXNzc7R1trC8MAw2uUR1nT1BHeH%20sW21sb5QT2RuEmdzK96uLhIzU9g6W9kT1hGdnMTW0kJ8ZpJd0XuXfPuYOERjvf1cOneOysrKop15%20nABBfbWDQk7KPENGdOh+SG0V8iSXS0sZSTnlD+6tByi1Oyd/iwPzM6dKhe5OpWWTLwPC74KoKKcq%20TpRpbY1Nu5Vtxw7hFTvOtn58bTUcLg+TsG+RT2eKSrJZsNG/PUCTs5mpvSkxliFSYuy2w/v0igGr%202hrmzvgZbra/SEP/UUwzYlDNQs23xYN1iBENiNHKiPE6FA83KV5vVnm0idIoDvccSUM1se1ZDpUX%20uyoeeNtd8qPniFqrpaJrxBw5hZ1EfqawWzYHzzz3HP/q3/5b/uiP/5TKqpqfD4XyM1Ee6ifDCScy%20qs1fKkxBPOe0R6qFWyrEuhhgk+xvizftIptfEzs0QyI1TFa169uEHYjxwNED4Xbx3u+C6Sq01sKa%20ekY38eA8uZqzcPJDeYeeUnNP2CTKKODnFFDJOUrPc6BGBO0Ty8fYzeyiTzrpPwjQlVijyz1Ap3mI%20DvMarWL0V/0PRurMFc9X1TgunmpSDZvNR9XScHI4JgzBJwzBLobgHkOIuwSIFonFp0ja1TOslb6D%20cxlzey1377xKZ89JPP4JKRT5LtvCFFLynGHZbgtIHCjmIH9/yupwKWE+MWGNAWED9rgTXziAJ+wv%20RqRdsC4yt7zAyMoYfeY+tBYtm+t2dlxyzUNVDulfSXeL754MkgztkFeRTjXj2LXNeDaHxelwFDMI%20bAiglvQhE8wQ88QIibfvcLlY0RuYW5xkem6I/qF5Rqfm0AqIbWnmCE2MkZ8QndUvSHnJdzdOkBud%20ITzQg3WqGvfybQKzDWz2dDJXWUvjlatUVlc/dgwhJ8DvEOY+PdNBZ2cXAwNDGA1GnM4FtMLougcG%20aF814M57yOyvMTk5TNP8Euti7A8FPAKzs4w0NLGkWeHhwQxlQPgtkrB4xyo2vNm8ycLiioCBA5/b%20Q8woRmK+GX9bJcGxqWIo6VgsUVyKUuc00OJuZcA9zJp3g33x9qIkmNxZ5PpSDyenmqjsuMBA73G0%20MyeJaG8IC5iEoACB11AaYphSkUA9olt+Fce4ZKPFGOKcg77rUH0MljoEJJxEXAvEzYNiL8R43WsT%20V5OZY0FRVnmeVMCCXtPPqZde5Kv/0//M17/2H7l78xhW8fDcNvGEt5ZwaxeLK6Y51xaI6OfI22cI%20aedxmhfwuFbwrunwOPV4tnTyiHoxUiZ2LWZ2N83Ffa/RhM9iwOecJ2zo53BRhU+4QWT+KoeaeuL2%2028Szd6Sq9BLZHiId6RE/q0+esZ1C1Yek3vwJ4erTUg7CiMR7xibgqFvE5xkimTeoBUFUPI97s79Q%204y+LC2n6ELaVNjG0OU39/BR39TN0OKdZ8C2xmNliIeZjK/B5hoMqAFFlL98gKuzCuy1lLIwl5iW4%20scL8XAN6gzCg+JjUdAEM91YRLIqd+XYVPluYTkrAIil/+z2lc/dkPywAn5NrRgTYkwrc5buGg6WQ%205jlJvih+lx+3boM1wzwTUv4TUv4mwxKbzlE0O11s7qyztrvF2p6BrDxjMh4iHk99fqUWwAzbl7Ga%20xthdmCZtmRdWOks4Zn9k9ngiXqwDdvsuc3M7jE+uoV0yYJ3fxtC3hmFggZ3FeUImDQduB3mHi+C6%20Hu/uIlm76IKmD/d4Hx3n3uT957/LR8dPMD4x+esHBOWdK2cgmy+GokCN2lNMUc0wjsdKrCko9SOZ%20KgWHUwMmisudZsXXMqEfvMP5907w3rtXaWpqYWZygqXFfkaHb1LfdIlLjTVU9NTQ1HKBS5fP8dGd%20SoYNJmxWJ7W3bnPu7Fu0dzdhNO7KLXNlQPhtkkPxiMPOEHrxClZ0OozrRrbsRiK7bnYm57A33ia3%200ihUYFGMbkQYQAyDUSqHdon5tQlG7UN4pYJFt4JiL1yM2ro52/8Gx4URdI1exNBUJY7/uGiLgMl2%20T7GdWyiCGBb3vVE52dKwyrB8h3UxNHtqiGVA9rtJt94kef0yydEaIqF+jFuNbK6Nk/CKefT6SXi8%20OCzr4rSN4Z8fEsLRinayiomTx3n3D/+UG699D8t8A5b+dtbHq1kbrWVNFNk0VYFxoBrv8BjZFT1O%208ZIMw1Wsj97B3FDB+vBd1sbqWOtpYW2qio32CjYEENem7rDWV8Hq6BBzI+Os1jfhl2s4tIMYFpoI%20jPZjmazGYqshEJJrrjfL813Fa7mAceYy3sVrUgRvYeg6QshRT8JWTW5OmM5II/bxC+w468j4pZzW%20F8WgipH1iMe8JoC8t1uq3ELt1WpX9m0nG7EtFpNLtG33cXd/iWsBHR1bqzgibnZje/JNkgSkgn7e%20mQwHYlhWtVquXr1eNBZu92IJsJVXbXeW5g/sZ0qjm2JGeU5hOnZhbikB6d3B0miotLHEIoJqlrL8%20bpOtXzzK3RmwGkrj913yrZ1m8kFhEGsb7Amw+dMj9G02MLs4yvhsP8NrteyGetmyjIinrmHX4ycW%20TZIoqCWMsp/5naKJNNYNEwljN0HNTSyGNiIRYUtq3kdy/1NDV6jlWHc2XKQMOWb7d+kfN6JbMLHS%20tMGOIciOf6fIKmwO4UEbdlKOXcKBGJdvHuHb3/1PHPvwKDqpU5lfZ2gMFW5DAfDmamm7K9/EKkAc%208pdGx6kBBqF74UJ27CpapOTVqTVqpV7tkQ7PMlt1kdeePs4Hp5tZXF5Bv7WJ0WLDal1Cr6+goeMW%2077xzlDefe5Fzp88UdaGlvpqOoS5O9HXTM3dXyqOK2gqNMIv9MiD8diCB2OGDQ8KbEfQtBhbGl3Dt%20eknvh0lGl7CNtOFqaierlYq8Hym2z4bDKvS4iSUVYGxHvPX9LUJJjwDICMO9tVTcvEZV3ausDr6D%20f+EciYUKcrPiYQYUvRQDklcjRFTU2szP4tsXR+IExUhotBzOL5YMzkGazN42lqU6VkfOYZi7gkFf%20iUY3xMrICEahrIaaeow1DejkvivLdzCsiqFe7UM7McLSNXmOnzzJzPlTHNg2SAX9pNZ1pDZNpDxu%20Uvol9rc2yEZjHCbFtOxFSW2tk5qbYH9ijNTsOCmbmZRvV/Iusz85JmmSlG6KlHcSh31BPGjxzKdm%200S8uS6VfZUXyGOrrWem/LkbiBgZTIyurY+gG2tBVXGG56iq6qZto9ddYHj0mZf4q2tETuIflGe88%20T+rGT6TMP8RmuEt++TasVkmZVHC4fAv0dZLEmO6aUP0EhWxcHMI0qYM4/kyE5cI+k0LxRyJjNG20%20Uq2flmSkxWplSYzRngq1fVgKT3H4ydkAPyd+Kf/aunq+//0f8eMfSxlOCwu4Hz1VeaQH98KNq/VP%20DzKlb5m5N1ciFyvNlyjOm1DfOVXaV/MJrGKs3POlwQI2eY+grsQoTGvkl1Y59InXzRLR1AyJDdEt%20KV+/ZogNY7WAwU2Ghm7T2tIi5b6AMaxnu2AXf0KBQqE4h+Hw8H6/xuGjVJ1MNkshHSPv3CK4PIhZ%2030zEKOC7aix2zhdDmz8kaqnXvHpnFasrfkA0mREgyaBfzorOuTFtaJlbWKW9fY2RAS0ba250+n0q%20q5rFoL5GVVVNcUnKQuHXOA5XQBGrVspOHCu7vjQXJyb1y6JGwAlILKnQILIflWM7ks+mL5W5fbU4%20EjAastBU/w4/+fA1jla3sCT1Wa8W+hGmERWGvbBaSdVsL/UNbXSdOcudK1e5cu061y68yd3mj+h2%20mYURzYi/dofqikXsrs+5QE4ZEB5PMFDrF66MepmbcLJt9IpRWye4pUIP64X2NuNamGTfai8ZARFN%20aIMF7yi7gWXMYly3beusbMxRNVPFjdmzYkRO0XvrLGuLN8np28VuiWfrEe/QIErpU+EPHqhwasZv%20+F77954L5ifJ3bzFzkfPkRq9SXq9D8vwFeabXmSi5g10HTdxT3VjELq+oTexvbjIcncPm9OzBOzr%20wlrW8cfEyzHr5fe14oQi3egoO6s6DiIxPF4v+4pi+4KluQaBMEFhF7vFFfQOSsG6fAEybg874vHt%20q1FIAckvAKnyBjY28avRNgGpjN410gEbDpcbjUG8Q7dbnmFbjIwWn8GIXjOBfn0C/45RbJ6OwOo6%20tgUdK33CYKYH2NQ3oJ+/gqvzuoDaZZZar7MlyX75PVbbPmJ+5hj2umfIHX+SvQtP4el9XQzmaYIr%20x8XhPidGtUWMwLh44FNkbON4PCsEhTmoqWF+fBgim/QHl2gJbtDkDVBld9Mad9Ab1zLunMCSXRMI%20dhDC/0jVUCG2f/SjH/HP//k/54//+I8ZH5/89eicmt2s5lYUJEX8pYi3efU9pKw1YqxcW5JJLVEp%20BjohToJ5G0ECwi4pRylP53I7Wm0zs/NVmHU9Qp7kmH2UZFonRlqcGc+4qKqaN+IQ3YqVMGxXnIvo%20Q3M0FI6FguJEbxTBnukF0mMzOAdHiKrhzMQ+06v4AnFCwiB8olMbG37xtNfFFhuYGDNy4eUbfOdP%20XuDJp47T1TNAKOT/9dVdtQzx/XAgsXvhQVRznCpTf7CU1P1UOe+r9w/cy6ua8LIkk36Gps7z7M23%20eK+xmWW1lrjosFu++2D9HZ4+9S7XBvSsLutYFaY8Iuz6TsUxKm+9QmNvFRfF8WnsbqCl7g53hhdx%20RsqA8KWVRFLZviwB8TK8iz7m+ncwGkLkRJn8G1O4ZpvZGWkV4ztDLlGKqu+PBYW2b7C43s+aUO2A%20aYiZ0WE62tu40XCc9xueo378MqsTDYR1/VLbpEJGdophqosLtPiV0t6nzHIsVVrD4GBtvWi4A4Zl%20gu3X2f7wr1h691+z2fwP7M5ewjooaeAK9qFWwvMrHFqdhMQIx1KpYuu3R4x4wucrUejilOh9gmLQ%207c5tjBsb9A8Ps6DRlCJwulzyc6o0kUvF0FHLK4ZC7AhQFBSdV8dED5LiRarQCnF1TLX7SkVRi8Qr%204PCIETlUo3nUvIRovLgmx47kVeswF6+rnkWVVySKPxS9t5ShrzhpLCUe+o57h4xGR1w3ic+1wIEa%20hbWgxSIsY2tRi31mEcd8H1vTt7FVHWX3pefZefknuG+8gafjFPr+VzH2HcE/dl3A4Zqk83jmhWFo%20r5FXYTkiat3EveLQ3WhUj2fPiTUYZtplom9fQ3tqjNrtDpp3pmlLaxjKr6GLBFjP7+FMh4sT0lQ5%20amaX+OuvfI3/2//5v+HPfv+PWBDQ/c06J4clkA4r9qg8ftWvkSnNdldDSosxn8QCR9R6kVvs+qeI%20b66S3jTiso99DAiOQbI7Al7aGVLGFfxi3APaAYKi1/tB+71QE/F7LDVZuv6OWtluifTaJNsTjdiN%20NUR8I2I/N0vRWTOfPUppPB7F6d5mw2Tko6eO8i/+77/Pv/2f/opLl2+Iauw+NjagkN5jx9BPTUcV%20Z+ub6O7pZX5qCn1vL3fPnRPmcIa6TmFg4gzandPCcueEAdUzM9mHwbzFpbYOPrp2k/rePtEtB9Fc%20tgwIXzopHJLaS4uypphfcLMshtJoWhej6BdvVyrd6gIs1OHW3MRmlwqUTpLJJ8WIOVmZH2V9uR7/%20YhfO3nbGKq9Tdfsytyveor3zNXRzt0nq5jhUncSHigl8kh7nVNTSTFIouY10cJTU6gSpwTEi9a2s%2037rD8tBFVod+grH1z8Rzfgqt4TwuMZgFFarisEBWLZkoRv/woLSvIjMWo1CqBZNstmJ8/iIo2B1F%205uEToKiorOSH4uWeO38ep1pd6+DgkyETuB8u4fCTx3hEeIWfO/agLfvsYc8O1XOrsLA77nthGyg+%209+GOhwPLFqlIhJy8y6FutTiL1toqwHz7NnsVd9mor2OxppKVS5cxXD6Npvu0fMdrbAobS8xeIa25%20Q3ppkPzckFj0Kg5W+4oL2hxuzJOJz5LPzrKXnWA+PkKzdYo7/lkqIwvUWle4HlmkyT+PWTWlJCIM%20L83wTSm7/9e/+Fd89dvfZGBmkmSuUATh4prFv5FQzoePLuBHK3NpWb1CQTalYarFJqOkgIZZzQMx%20EDFMYtDXsbR8m3ndTdZWm4hMC+OdnyO7O0M+tlBsdjkIrMg76eUSwmRTGlzbvTi0NzmQcmVxRFjY%20drEJ7PAwTUYMX+7+Knj3w3OoP7P5B9+CpDgsp8+c5d/+u/8ff/XXf8PAwMAn1if/wkWFWrFs4hF2%20Ozw2VozIuiC2cN1kKvZ3rAgr0+kMxZXZ0mIHNje30GgCeL2F4pDUTYsadLKEzeEorhD4oJQB4Usi%20SW8Sc88mi8NGZhZWMJjWCEXD7PgX8Rh7BAzEC1yckspiJhgLYdm2YjL3szJUxXpjE+FJ2e+8QFXj%20O1QMXaBv7DIbm9WEpQLljAul5pVCcXjQJ3VPwMC27WTPPE5y4RLm9rcwVl3B8MyLOL7+HcKnPsI0%20+gob1jdJRLrE27MRT/vkvI8rkC8Ywi3fKy2euls8+V0VWExVMBWXvQgG6ZKREmVUWxWXv6Ojgz//%208z/ngw8++MRi6V+4KDbx4Pht9fzyTlm1poAYn1DgXrOWaYN9AQrnhhnH8goh966A+SZbV28TfOIJ%20dM//hJm2amFlfWw0V7A+0Y2htxtX402yMxfxaCTfYjXZlQrcG9WkzHUk1i6wZntXKP41dDvVaByd%20bEVmaHS0UrfTxfzeHF22Ho7ra/lf3n6S/+sf/h5/fvVVzutGGBFGaZJvaRaGFvJ6H08lL1pj+daJ%20fXLJiJTlNjrDLPOeYUbMXXTU3WVx8DbrulvCJhqlzGfZcS6zE3DKNxEb4DaT9TtJeRdh6TbMDgi4%20DsvxXg4yOhzuDakvodI3VKv0KQYZi5dAfv/jjlXFHE+fO8O3v/stcUjOsrAw/3jFMlL9GamsOFSZ%204tLFgYC/OApqX+pJWhhyXs3XSCVL4K/eR/Ldq1pFUcvWqhDr+Xx5HsKXTsKRANuaLda6nSy0+bBa%20vEKl7SQMq2JQp4gaOwnPdIPeKEY9QSopeUwzLLY0MV11kYUrp9DcvsPURBPtw8fo6v9QvIceYfIq%20LINq71WV4uGhjlJpol6Sq+tsjg8xP9uIYbkZl76fHe0Erj7ZHn+L2OnvScU7SWy3jXhO9zGYqDZJ%20NeJIzR2Q7xRRq3OFQsWJcmobUUNT1W/3geHhdw6Hqa6u5mtf+xpHjx4tejqHj+NKWeqZVN+FvE9O%20KqliNjFV81RFu7ckZEy9cyBAwecjJvkSKojghYuEz15gt2cA38wCvu5+PO0CBp1SrkMt2AR4V1bP%20Yhg6w2absInJc6z3XGSt8xhr2iPCSE5QMF8kZ7oLrhY8pttYN++KcWxAr71Cq/ZdXqj6L/zXF/8n%20nqv8MTfMHTSHdNS6FqldXaF71cq438tkQVJwB0PQQ+nfDhkyj1H5SjGG4/hyYWxxF0tqHeC5bian%20m9GsNLFlb0InbFWrWcLhmC7qdD5/z6lRodjVCnG7Vvk+S8JWZwiYZ7CNzOAZG6Aw1wabWgFvezFc%20d3EeiVXOEa85t7WFvrub0evXmayvR7OwUNLZ3wEpA8JjKGqIWywWwef3MTG5ylTzCusjbtHXBOlE%20gqzLQkLbL7SxF9bFu18xEjYYsTv0rG62MDNyiqWGC2x0VLPWfIeJjst0G++wYKoiujpcCiZ3z74q%20pyEp91PRIsM+B26nUPJAL8m1btz9PZh72zDPNbI+1c/uokYouFBzp460cYDEdoOQ/SFxQXaKIRzU%20LNdoNEZarZGrQk4rz97p/NTVmT5NFAB0dnby4YcfUlNTUxxX/msd5fFPLQr0xNAUwyyrMlHNGOpv%208UxzFksxZPPBzZtwu4L07DCWzT6WjE1op7sxTY2wvNiCobMWXe1tVgau4ZmtZG/8DtHxS8TmLpAc%20uwiTFaIH9WT1t4T1iVe79AOqKv+I+rofsWKuwRjspHflMtWzd2nUddPqGqIyMsIt1xJ1znn6kqPM%20HC5iSm2wldhh8yDMStyNMbWLPRdlWzzp8MEhyWyOdCwJXxA+e3a9bGzYsFj0bJgH0Vgm0K0LKFjb%20GQ71Ygqb8Yb92OUdAkSIHexL8atO5p1i/Kro3DK2/ib80xfJzHaRNc8R3Zsg5xK9NgtT2LRwaJb6%20taIVMG5lqqqKpbk5IuXQFWVA+CJE0TiHw87qqobZWR1NTWLkF/3k4nscZFUwOB2BxT5s613sh11k%20LFaCouQL48M0N33EYN8HrM5fZW35LnHfKD5nH2ZLE7HkHHm3tjQOPXNQjF6Qz+QJ+AKsr2qJLi6x%200nmL4ZYjxDQ32DFUsr2jIR9PcGDSkW+so3DlA+g5KgRihN2gCdu2ldx+pGTgvH5RphQWAYOg6pxV%20/FR50Mpb/pzGXBl/FV1SRWa12WyP5fKFv8KH/Tgs9P2w0fKeytBY1Ipc4oly5SqMjZKWb71ps+Ba%20XyPq8WA26gmsaAgPDWEQ5qebncbU2yf711mdvMaKbH2tncSn+9laFrDw97CuvUnV7R8z2PWenHuH%20gq6Gfc01OX4Ep/d9wqHrGDZus+Tvpc/TTrO5mtnYKMM7XTS4e6jILPDBdgcnA31UJrXUWtcYjURZ%20DPgwbK0TSUTEB8hKyrOfz5Eqhu1Q4RPy4iQcFNNvAjUKhUMpykIplHt+H0t+E0/eTSC5S7elm2Hd%20SHHhoFZLB1PJGVY9uuJEzcS+sDgVYiO5z17QydZaG9GVAWIrg1jXWqQuOUrNRsJcs/sxqUe9nDt1%20isrbt5kXQCjHMioDwj+5HBzksNttLC3NMz1tZGExwpYtSdwVEiBQk4OWip3HWc2ssOAJrIMjDDe2%200FtRxbx40ptd9eyKVxlbGiaxOirezgL5wCZpFepAjcqQCkwwSl5AwblpZW1yBn1jMwsVFRhu38Fc%20c4ud6S5yfrV2r6u4zm+xUq8JC7j9MtS8IMa/Sa6zQ7KQIhaIUrA4Swu3iyKpShqNxYrtmL8ucPyt%20AINfIJnDw+JqXKozutjBrkZ0SZHvb++QqW/k8PoNkjPzHITCFCTFPD7CkRgRoxn36BCLc8NMT46h%20a+vBVFnBSu11zN0NTN24wLXnf0jVGz/F0XpX2MMMGCbJh7s4jNyRb3qJ7PJ5UmvvEjC9i3vpEmFh%20kL7dTuypKSzCFnT7Y4xnxunNL9Id01BrW+Omy0RlaJpWaw9d6/N0rltpt2/SkbUwH9zE6pRU2MLC%20pvjn4d94+Yn/T5ZSnJ7dmLcYfE8F4dsKbbEk9WVueY6xpXF61vtZ2lrFuuXA6XKLnno5iJs5cM+y%20vzzEoam3OHGT6C77GTMXb53hm9/+Hu+89x5T09OP5RKaZUD4LQYEjyeBRuNic9MuDMGB27WvnG4C%20e1aSoTkxFqKsq3rQbhCeHkbbeompmlM019ylr6cN73wLaFQ8HlNpeUdvsDiGOxWKEleDruXvqHEd%205/wotukWFqeb0U834eyrw9nUiGNohIT8TuzeZDOPVGazlqxrHN/KZZLTl0kZu/FF1ouBslTHXzFs%20hWoSepxGYPy2iNLpnh44KoxMwB7VEaxYxf2yDgXJmdbYdbhxrcl3XVhgc2SMldYOtic6WWmv4Mrr%20Rzj99IuMn73M7mAv3uV+vLoB0vZ+Cts9RPUdHNhbRbfaRK8kbTWS2G1lXxiDmiuR2m3Dn5rEl53B%20E+xH6zYy6d1mKqRlfGeBFuWJa9cYEj1o8uvodW8yajfStNtObbqfvsQcC4FV5nN25iIG1qIGXAUP%2060E/e/vZYud8THT1MPubaQ4MeUO4pXzMLjNTtikmxImaEWCccc6x7Ftla1fS1gS6FSkzWwO+tQYS%20m8Nkt8apOvoO3/iTr/DMM88wPDJSBoQyIPxmRbWiJJOHklLE4zFWV92ieHZiidLqWQfE2Is6hM52%20EdztL8YOSs7M4BsaZLLlMk0tb6PRije4KQZbDReNz4uB7hMwMBeDyKWSaeKBIFs6HYaxcYIzs7h6%20BzEM1WE03WbNcpe95IA8hLY03DN9fxieKL5nCxrqoeocqUXVYdkmFXhXni2N1b5NQoUKULORVTv4%20L1iwuyz/SFFzI9RKb11dpWY51bGplgRVTGJdwNtqLa28psAiEmFfjQhzOXF7Fliea+LulctU3Klk%20qrEV02ATy9OV6Joq8E22492eQKtfxml1ihG0k94wcJjZED9gkl1TCxljE+71Vvx7KtbRiNyzUb65%20Coon31yvljK1sbO1wa5lXViomx0BJ7PPx3Jml07XKE0pDa3RRVp3RmjO6WjwjjLo7GE0PMst+zJj%20uztsBXaZtqyw4bPgjYfwJpLsqhm3hSTegwSB/QTJwxQZ4QF5cv+oojwsHOLedrPuW0eT0dBl62LO%20MCdpgY6tbsYj08w7urCstBOcGmPwxPu8/g9/ywcfHEWzsvp4jXQrA8KXDxDUqBjV3HF/acNPgsGh%20PH9B6nYcrXhYOv0qNrubWCxzb6UqP5HYGBZTE+HFAbJScVOz0xhq7tB++3VaWs+xoh0lkVoUJ2uF%20ggorYTNRiAgN9jiJrhkx6VbR9fagvXOHpfp6jPMLBN1eUgIyqfQMmcyEwI6AiIrkf3jfqEc59AtI%20tL0L58UzlfMKhiUy8WAxPLKCjEwmV3ofBQS/pqahsvwCUWWsgEFtVTu2WgK0uRm6u0vAoL6FGkZ5%20D5jVWsfzmjlufPQ+N199lWHJ5/P5Cfg9GHWLBKanCHR1oOtuE9CYFx0ZRNvZy6YY9HQmQSYXJ7Mf%20oZDaIy3bXF7ph7DTtNzXaRSWKgChqQRTIwXdNAXtuABEK/nlCbK7WlIHm+I8BNiT60SyUcKpMJGD%20pOyr2eZOZgUA7kYWue3WU+dYozK+SO12O/XaQep1JhqE7dTHjVSHjbRYTCwkdegOV7AfOsgd5oq9%20E/lDlQ5KOvmzuSiHn1y68xFSyB+QPciSln/RTFTqT5JEel+AJ4zBts786hx6rQbt/AxNle/w0QdP%20UFtbRzAYfiwHNahnKtyzLyqkSXFuj1pGVc3Zud9dVcwj5aXmfNy3TcUlVwulrr3DcrTTfxIwWBcP%20To2QUfHUV1c/9jByUv7zyzsMDJqL/QTz84vFmbm+vTDhgBh0p1NAYBTXdAuB+TZ2Oy5hq7yBua6W%205YHL6A230JlqxRYogx4hmtwhtr4qgLHK3PAUM+OtGGdusThXg107S1CvJ7i1RSAcJqdm3e6JZ6/6%20FHalcgs4gKLCaubuMoHZ67jGjpDXXIFR8QLlOfFHEJdTzvvd6FR7rEWtvayG6ip2MCffR75rsQlJ%20LT+qgEItVyr1wucLcPvKdb79la9w/fJl/PLtFZjHIjEKRhOZJQ3+zVLnf9C6xdryMtplDYkNCyGL%20XfLHUK04Xl+IUFjN0FXfPinWQhhK0A2htdJKdCZhK6Zx8u42PPpa4oYqctpb+Mdvc6DvIqURHZ5o%20Ki0A5FShRQQkgjHsOxuseeyYknHWRYdN+1bG15bpX9Gjkecfc6/Rum2hxeOgyt7O7b0O6pMT9LtG%20GNjXUxle5MbOGD2ZTYYEZJaCdrZzNtwuYTp7v1rzZSISJ+iXOihbl8fNpWvH+OET3+TsmbNsrG8I%20Hj8+zo9yKD07XrraO6kRh29wYpxhywZBrwf33AzV1fXML3kJeAuYTSaGR8a40dvH3LZL/IY4uuUW%20ujoHmJl243K4i53tvxogCJ3bEQVSzQbKU3ykpLPFhUNS0ZgYLQtb1s1ip9nHQJQlFtrEZl3H6PHi%20y/9qVPBxBgSF0P39/bzwwgu89957aDQaorEovm0frmUvkw125kbNbG9b2RUQyMtHCFgsaHt72W5p%20Z+3qbdZu1LLb1Yah9V0Wat5kuesORlMPoegErt1e8fb6cOm0GJamMM614ZjpZGqoj9mlPqzb/ZJn%20VsDnAZqrxsXbHPfC6B6UYsS4Q6CG2+lUiOqXCdx6Q56vXpRmu7TKoRp6rfoL3M6fjasvy2MiSudV%20s50CBNGvImvo7CyuHe3b3uby+fP83r/+13z/Rz9ieW3t4/NU89JD9SUuzorHbicjOhgwm/EK6KhA%20cmoNbhXjqdgnpcIzq+HD2XtNi8lsSYfior848YQXxL8YZV/XjmviFvuG2+wtn8E6+CGeiTrS0x1k%201nuJ7Q6LvvXBpgBaSA1JFkULZtj3uol4NoqxppKuLXbDdmx5L1PeRQZiqwztGxn0TDGYWqN6b5XL%203hHuZKeoDCwUh822iL63yXZqR4PeuylpR9IGxpQNUzbERiiALxsU+AkIvP0S50ZUvqainm///Xd5%205ZVXmJiYKBrKX5so5zAUKtUpFTVWbYthOR7aV9v7edS+OkfqYzIdZ2ikhefeepl/ePppjp+7RMWY%20HpPRwXJdDadeeJ2KKz3MGbxMC9BWN1zgpdPvc72jhxX9EjWdF7lw+xI1rf2MrYr9TMY/LyDkOdzz%204Z8co7uqioqaCqbnJglFEhQeGgRy6LThnx5laHiYqsYOOuQhzOaN4mpKCCX17iwyOHqZG7cucKam%20jvZVPd54ls/br/S4A8KwvL8aR68mWPnkWT2ioAuDC6y3bpKcSxeXAlA0Ly1AUTAa8TW3snztGrqa%20O6zW3EJ/6zab9dXoxduf015mcr6aqekuFhcrWF5qRDM0gqG5DeN4LVpDJZub3SSTIbnmYZESFsNC%20qElGhxk1u620wldIxeo5KIXpl++R35UKPt0NN16AN37KYf/QvVACD8nhL6fjZfkCRXF/YYK0t3Mo%203v7y1BQnxJD98N/9O57+y79kVnVO/7JO0XvfWDUxHD4YGkQNIdbqSn0ZWq2wTDeZiFd01kBuy0ZO%20zfTNSf2VVAwuokJQpOVeB1bZ15NIzmMxt7KnrWfPdBmL6QMiwkAL2rvycxNZzSSHulkOvFNkIwIS%20Vo3cY0HIkIq/ZOIwGyu+nkoH6ZTUrRT5XJJYOsR6YQ19ZpHxnVXqrSZqoxrqd3toMA5KWqHB1EtN%20ZIDbCWEVlnX6fcKicwsYCgb8GT/hgwR+SbuZPcKHKaL5JMl8gng2TlNnI9/74fd46qmn6Ovr+7UM%20O1XlWVzdTAC7IAwvMznJwcICebFjmZkZCouL5ATQs5LUvjqWl3wFyZORb3ogxxUIR71btLS/z9MX%203uTl6zdobu1lbtaPyRxlfX6SuYprVN+4SvPKOob9PUyWPlqbrnLh7AUu3a3k2vQUk4YeRucbuLWw%20jGPv8wa3i1uwD13n0vtvUVfTwJ27x3j9zX+gumZCvIhPevgJQf+GU0/wd2++wcW6RRZmHcUFv3MZ%20KXBtF2017/D67XN8dOkil998nQ/fPsPZzjVsoc/HFB5nQFBteqOjo7z++ut88P77wu7nMK2ZWNOv%20iUOVKLLvYuEL+tv7eonfvYv/4lVMtXcJ2IawmhvZGqsnOjmMWVNHl/E6t8bPUFV/hJGREyz1XMPY%202knYaicZ2SWxr4bKPbDyVkLFvVfT8RW1N4BF9vfUAhxqiUafkLgMW06XOGNquUj5bXJAvDZtaVGX%20snw5RTkAyoOPx4mKRznV0cHlb36Tpq9/HbcaqaSamH6VIbyqmUpNMhQwEK9GSMkadlMnqYUJdnv6%202RkYImNcxyU6FlAjz9QiLq6d0opu91aAU7qZT/oluQiH1tk0TAs5GCWx241NXyHb24S9t3E5WklH%20pvFsd8itWuWdlkoziFUzkBpssW2XuqPWCtgo3iOn1nT2bBJ32YrNYj67Ce/uBruJoKSYpAC6nJGR%20gzVhGWFqLWY6BWymU1N02Tpp3pvjenSOY7ZuKvY1NPsnGN8dZTGxyPN3nud//IP/kT/54z/h6uWr%20eNSw4H+kqBheNgGDwOoqSXEYbbW1xGUb6e/H3tBAanwcj4D6TquUg7CS7cZGgr29JMSWbNXUEB0c%20BKOZjGmO2amLvFp5nAsDI+x4fGytq8EEEaJBK9qFKipHm6lbcGHdVb7AHhOjvZw7cZIzN25ydWZO%20bIyGpZFx3m1exeD5nAzB0FvLse9/nR8euciY1s7GejdV736XN/72fbpHNj9BwCzzVTz7/H/k//23%20f8PL5+pFD4N4Awre3Uw2H+XVd9/maJ+eSZ0RbcUdTj3xAs+8exmddedzFW5A6PKSeC2qfV5NYnqc%20RDGEBvnAX/vKV/ja3/wNl6RyrgeCJPcTxQUxAquLWEeHBWSH8LS2kW5pIzvZT0ooN8E+wo4ahqeE%200jUfo77hVZqG3qZn8Torui62t+cIWLXE1AiTR0lorzSbWK2G5ZwqLasYFsNfDFMhXmRgjtzIMD65%20Z1zFElJ0IfkYhSsoy69FduTb1p88SduRI7jE8GCxlNxsBRqqz0E80OJ60LnP4Iip86KxYuTbWDpA%20YFdHdnebmHEGz1C1GKsqloXta7u7CUyJx69ZIbTlJJZ4CIAyh8VmyrAvwn42QvpgB3/MQLqgYT81%20RmR3gJx7ivBOJbadi+xYaskvN4gB6hcAWJBnX4bscmk50L3svQi5CrDknWz24nocrFmKwFVMbi+5%20xAZhdARwYd4LsxV34M5pMIR1LKW2GU/b6Qyv0ijMoS7Rz2B8gMHUCE/Uvcv/96v/ib/82n+hqqKy%20aG/+0XZBytEv5R8XgM2qvsK1NTKyTTkchNfX5d3d7JnNhDc2ivsR2e6rpjzJ4xMGuK9G9QVCpO06%20ervf56lLb/JOfTPzy0vFznCbMImN0W5hD8IGmito7F9ied7O9NQSVdXV3Ll9i+bOdm61tXHzYj3X%20To5S0ellJ/yZo50WVzil++wHfP1//xt+fGUeUzGkh4dQ+0ne/M/f5exNQagH7InDOsvl2o944tj7%20XLt2nb47fUz2r2DenuXE0Wf47nOnadkqBcnFbaD5/df44Xd+zMKy7pcWqBoLrMbo+4TGmkwmhsSg%20KlBQoQ0ebuNT1Kw44ecBhVeUTVG/h8cUqw5flVdNhFLXUXkeHFWgrqF+f3jombqOSgoAFCjdfwb1%20d019Pb/3v/1v/Ls//ENOCWXfFIVKidLmpoUt1DUyX9uAa3hMlFiMtGGTjG2eHUcj9uXLLM2fp2r6%20PCfbP+Ja1REmhi8RLMYeuvduubywgv2igimyoVKx01BNCrM7yTkMxEIr5Jxm0i4/8X21XrGdREpH%20YlXYwNWrcPpMcQhj5kAtGpIkdy+onHoP9fzqvfbvTTYrXvehd1fBvh4up+LEtEeU06Py3i9T1VlX%20CtUR+1n5P1imDwcVU1EnPy2v+u3+dR9e4UrlU3kejImk7n3/GR7UEZXvYSfjF+VVz3i/nB6Oivko%20fbpfTuoZ1fXU7+q51bkPlv+n6emDOq2uq85/sJzU72rs/HMvvsgHx49j3Nz8WW2OieFJtrTAnTul%20eQ5+PynJHxOWnVc6rMpJ7vNgOak4TVH5LfNQx2qSPXx+DWv///begzuOK8vz/CDzEXZme0+f7Z7p%20M9u7M9O13bNnqkpd3nSXXKlKnpREit4T9KABPQjvvffee++990DCZSbSwORv781EiiBESoRMFUXG%20X3rMQMSLFy9u3HfNM/dlpFMfGk6z8PxYWjpzOdm0lWZS31rIxEgnm4tLOC027Br4T/jTKn+717Lo%20bnsWm7vP3uaYxzzXytaw1NVawZItg/7eDGbrorA3B+IciZb3zBIrWwwnZynmpVYpdxDL0ihrc+Ns%209A6y2tyOo6sPp6QVkSfrXb2iGXVKdoN7/2jbmgmnbQTXZiM2USou3Rp03Sx0XmJ8o51+exWjtk46%20NvrwE4v6s8u+BAQE0Cs02z2orN9G6f4EnfbAe0pTs/CG/jqVf7U979TBep+c272XuIZqn5wcIK8g%20AN+oe/gEhxEuCr+8rJQ+8Spq48UzCI8iQQy+hroSOjoqyM4WAz48guLiYrq6OkhLSebKlTCCQxoY%20GnCxucHzKgSt1ihNcVc49uYnfHS7gobJTSFkH4MZFzm8/yPuB5cxOSON2ulgXfvINpxMzE7R1NTI%20fGMN2adO8vkbb3MrLZmTn3zEx384Qli9k+UtqYiphrTLh/nVv35OaUXX1yqEMdGUGgWzqqrKrQzU%20Ctdj3RBkt0unAdL6pCHsbFTa0DQUwrguqNppVJtMDAwMuIkxMzPjzrMzEqA2Ni1L8+2ElqN10oas%20ispbB/3wReIK/vtvf8dPfvwT4qWh9OTmMZOehr2hlsHmerl3hK2FWffmM866GlozHxGc8DmB1TcJ%20agmgbKyMueV5urs6GdduHddjdpkTb2NILAeNyjgh32jCte6OcTTcP4BJGrh5xcTgYCcWk1hzM3Pu%20WUw2m86eGGOstRmXMAZqNQqjL8u7DUhZ+o5zcu+wHOv76Lvp+yhNBsUb2W0h6YCjnt8pnDRvv1ii%20C7tiF6nC1ry7aap5tbtPk17X+7UrcCdN9Tk7oXX05tX6aT01r9Zbr+n31m+5sxtRv4eWqeXtFMza%20ePW77syr10fFrde0swFrHs27siPImeb11tFLJ63DTmgd9fxOgaJ5tY7Ko1qeXvfSX8vT99H6Po1P%20tQ47hb/SVO9XGnuhBpOfnx//+vOfc87Hh36dnrptoQ7KcycbREAKfxIf717fMCflDba3syYW5lRl%20pfBRvzvvNvHcETX75BnLO95dKaO1G3dtuK/3d3QwLe9qHhmnJzmBluIQsgovk5t8AVN1IWMNTQwP%20iQBfNrnLnzcteiKbjoy5FznOCM8M9vficHsiGipdlOPSIv09nZhm6zEvFwvPx2KxRjC/dJ2RDh/s%20bQGMt4cxNV3D2qIGdWwV72KE1ZlxBjpaMCvPapscHWZLlNzYxDRzM53YbbXCL2msrpRhWemV9t4t%20VWhja7aRLaG5VTyJNPF2goOCaRBaKb13B1fUb7M7rIrynn4f/a678yp/7uQ9s7Y7oalZ7llU/pey%207DsUiVO7l+SemV38NCt/DwwKf68sMjQyTFVNLbXy3bSnRGeNaftvb+tkbnaejfVJaZ99wm9L9PT0%20u3la69gj7X5waETOr29Pc39uhaBEsDBdFULQkffZdyiMtIIuOpsTCQ48yofXw8kVC3d8uJr88iKa%205MVG1hwMD44x1NPFVE8u4Zc/5u0/vo1PSgYJgQHc+sCHM775VDd20ZgWxIN9hzh/Opme/q+fxaIv%20ow1FG06XuFs6cLtXD+FpVudOC9VrpT3Lottt+XotVK9F7RYU8nexCNxzf3idS7//d4oPfs5MUDj2%20liq2LG3YnV1sLtfhGspltD6KosQLBIYf5HbJZZLnMmhZ7WZl3WOhbji3xCpy7bIS7G5G0udamRUG%20bmdzQATF3IIw0rpYHWZhdrGQhjuwT4uCWFxmc3QC6+wCFt2tSRv2jLtz0c14q/K++o72HR6CvttX%20eQh67Wl0epY38ay8Kii9VvJuq38nTXdayTvzatleD0Gv6ff2lvs0b+55PISnWedflddLJ6+X8jwe%20gp7b6SF4eW/nuz+NT72e7E6ltJOn9W9VEDozRi1CbSPaZr7gf92jWd9NZ6+ospX77FofEVoboiDW%20bt3CXFQkAnlb0ImgXhcl5X73Xd1LSqG1HZarXtW5/qtTk6wsjDA9Wy0KKJyemiAa4oKpy4yhvysb%20U2sNTp3OvIVnlpTbOxU6iBDb0kWSZjm3YsM1PC5KQeikA8lby0KTSXn3MTE+xctZrhUPIUd+s8VD%20yGGjJwVzYySOjkTWuxOwNMWz0SVe9bQqng23PWUVAWi3W9jYXGHVMiHvMyv0l2PzstR71bPx05Lw%20aZvIFvGgL+zbx33xpjs6O5/a9r9k9T/DQ3hWXq9n6JU/O5WL1/PbzU8eHtnmC90jZZtX3Ty0vdZA%20w11vm8B4dzlcF4/MKws97fPpk0SeawzBMdtFc0owgSf9SI/JIjkpgKsPrhBT3sP0nFjGZekkPEgi%20r6mL2sF+CvMLSUtNorQsjsAkf85Fx1DU28f0SBN16QncuRkl7ko00Xf8SH4UTXurCLW1vc1ieaHH%20EJzr5N++w/Wf/ROx7/2cgYs+LGUlYx0rEjMvB0d3KEs1t2iuvMrdal/uVQSQ0ZJG42Irk0xv75n7%20FdAPqpaUKorFAXGdGtiYGGdhetZteeAQi3dOGsNYDwyIdVheAUlJiNvmFgAGXl6o0FEPzatIVVA8%20V/tQRadjC+o59PR4BqDV0xPF4p7SqmMOe568oXw8ydRMLSM5qYwWRjLWGcl0bjwTtaKoBqqY7upg%203b5DgM6LAF+ze2ZF6epstfDlb5tjkwXTqnsNnsWyiUnqsuma0T4wzz7PU7pftfD5RDlr3aJ0GhJx%209hawOlHPwlKdCMNqqX4tyxZpLy4R/CtrPDXSt67z6x8m+tx53nztNT47cIBCUZBG6IrdMkjc1eG8%20XNH21RSXlVNUUopNhYu4LqvlnfSmd9PV0C2uZZ/bhckQl6u+to5yUQSl45PY3R1VC2IJ9NHe3kJ6%20egZFxSXMbG9buFe80NNORRvnBIXg9/r/Iv/smyyWpDDRnUV3nR9jOWeoC/+IqrxzpHeFcb0/nSzr%20HM8dbV0tBg0v3d0hx9J4psXKG5vAIW7qkHZZaLeW5tG9hLWRi3VDYCDExrrnqDM390LRysALCvVo%201LMQYUh0NCQne4Szm8G3lYV6Gc8bukRDrs/3sm5uZ7gki/bSODoqIuiJjWK+uRXz5BSW+WkxaObE%20rt0uU8cYxifcHq2OYQxtd22qwhseHcOpa57kPnfoFYvd465s6hpKqzsSr9XWI0qknImJRLGhRAlN%20JjA5oeMmedAu7zXaJd7INFurM1glOTfcC29ERq24d+r7l3/5Me+//6Hb0/pO1yG8wNjTwrQt25po%20c5tY8zaROfYvGGfL6mTdso7Tpi6w44tuF81jExfS7t22zu0jatx8p2cQVvJ909ntL7JC0G3p8nNz%20ibh0kaoAXzqqQ2jtChXP6QKREZ8QmO1D+lgiHc4OZtdXeW6bXRui9m3XNrLVKRabo12Evsk9y8LV%20349DGqh7S7xNobPuP+xt1DqHXPtTVYEbsYcMPC/UoFDLWNuXJu1y0G4PNTo0vlJWlmem0vOsU1EZ%20oCFSXE6cVgs2yzK2+UmslRUMJSTREhpBS1IYnS3x7hheW1ub7uRS40Z4VtfXOJ3rbg/IHfpa6ubu%20/9bB6VlRNu3DbLXLuSUP++v1LXnW+oZZvAoNPbGE06Gr9RuhLZit+iBcLVFiMMVKM4pkoD2K6blC%20Kb8Xu7MRvzvn+S//8F9FOP6cvLw8I5bRi44XPXTFwOAI94PucOjyuzwquERcyx1iGsNI7K0kdbab%205s1ZbOyByZQhtfHpwFHfqLjetaKAxU1eEA9geNzTSL19kOpqa3x9HUzUBvWKWDcG/gLQttbR4VEI%20uqlPebmHN9V7+CbtcFmsfzFmOopLacxIYqIkmfH8DHors+hrz2GoohDL1Nf0Ijjs2EenGK0fYnFm%20xWP4uLdmXce0ZGZqxuSO/O4OwzI1iG2yj9GWLpaHdE1DHZuzqSzOJTE4HCN2U4wYq/7cvPlbfvWr%20v+X06bcpKckXvWh4CC80XmiFINZQc30zfz7zHn/3+T9wNPckKYOp1Jp6EVHtXhHwfD2SnkF91kTY%20D455pqiO6p64Q4yLpeN09AuTS5qZ30kYz3jBtWuevmADBr5L6IQEXb+ic+J1sVt7u0chKN+potBx%20CI21tMc+92UxXGYnJtkcGmWhvJreqkS6W4OpTQyhJ7uI+d4W5ue6mV2cYs35ZS/XvrHO2NQ4i+YV%20z7N1hpaUqTG8JkQ5bOjgg9ZxbAT73BpjcnlZ58tbdUac7jE9wYKplXlTKavmDAKC93Po6C+Jj7vO%204GCPvOKrEcjRUAjfAzbEjQ18FMj/9do/8o8f/9/4Fvgyahl7/u4xje+04elec6x3sDFVxWZzLfba%20cvltxjXTJmXpwrRdo2Lq4msj1XnmurLU8AwMfNfY2T20+1hDc+t4VUSEx5tVj1WVhSYN/fC8/Lil%20ITRMOJwd9Pe10pqRT2tqCPU1YbQ0FDHZP4xD2vyWrjtxOKWpuJ5eT7bDb+yso46hDQ3jsjlw6fjD%204LYXrf1P605c4m047WsUZGVw98Z1MjLSRVEsvJAbNW15Y3rg6c3bdHnPf0W3sOb5im5jQyF8D9A+%20zvv37/N3//B3/Oi1HxGbHsuafQ/CWRvT5Kww5ipDo1ksTKVhmS5goC2OFXF3car19RRloKuXdUWq%20OwiZEZrawF8Yapmrd1BZ6eFBbZf6t3oRughOjZU9hZF2ikFkx2JaYmKwV5RBKTO1lUxm5zCSkYG9%20uYWJrm4mNGDf80Ilp03b4pa7q8k9KD0oHs+aw70KmKlZNi0OunMLKImMoaq6lu6e3hdyC82JyQlm%20ZibcTV17id1LO6yr4sANyqd4xswyndGlq7qfsc/5q6UQtJ99t3bUD/0dT1tVhXDnzh3+0//2n/j7%20v/17bt+4zcz0czCtthXN1jyFtbWGkd4sxuruYp6Kxb5ZJ+5yO7b1XXXVupeUeGaCqMtu7F5m4K8N%20bVMqeNUj8HYtqdeam/vYc9B+/j0IWafOsF5YZnN2DmtPDws1dTgqyuipTKC+JME91jA+UIZtomNv%20odrVe1GvwbvfxNIS61Lvhrw8koOCKC0rE8E7+aX1AH9NbFrtTDU1E5OeQlB2EhXVjdTX2RmoHqcy%20IY07t5JJTmpjdlaI5lxhriWDnKJq6sdN2G1DdOWnE3E3kbSSbg18/0TPxcutELyxW9RK0SmXGhxK%20QwXrSkJlAJ2Bo6t2c4RRG5pEzWqYZ7tnLYdSSfNMCQPXt0CFWDlz25NDLcI4M1LmiJzrFKu8WfIM%20imC2eqwfdS91JfVnn33mjpYYLcJ65mlWjHt9uufXJm1kVcrfaBrFWlnFWHM6Qz2p2HvTpE66kc0z%20BtbUNAgPh0ePPH2kBgy8SFDFoDyqnquG0NCJDjrjTdfE6CY/OgPum3j4G1u4RoeYHiimpzqFjsxE%206krDRChmsNDYzMrgEC55jnPFjNW2N29ZQ7iERUTw/ocfug07XWn8XXcZrW9usbxiwbGxvdmUKkjt%200nKvwfBONlFPZh3nhua1un/dszQXBmgLC+bUqWu8feY2dx8mU1oyymh1FzkPw/hk3wNO+OZT3zuD%20ZaqG8ogz7L8SSWhZK5b5AlJzojh3KhDfu4UkDyyxYHtsJL/cCkEtlLR0OH4cTp30CM2oSFEQXZ7B%20sZwcCA2F27fhzDHwvQLpbTq+5BHWk8LIIXLPr/8I/2u/WOJyTSc61xXKfVJe6FW4L+UdFYF8TeO8%20Pxb6Ok1NwxPo4jldWb2xm6G039Mk57rlQSYnc/NTDDaVslYTyWS9P0MjZdKWdJqohrD2bKvpuW/L%20o6jUstGBMu0m0sFjdddfwF2dDBh4HL96e0xBlYJ6C76+cPEi9PY+zuedFfdcQfc25X8nG047lpVl%20urraadYdz8Rj7hWPxFxezkRzgzSPDtbMnlXBLp2TuvXVo3nqDQSKd/DHd95xh7DX8BXfqYegK+uX%20NLROJ8tLuv/5rKcNq0yaGPFEKnaI0enU7uEpVhaX6OvtZll7OLZWcZqqaQgP5PzB23xyPJGQ0BqR%20M53YLCtMDo8QGRuHX3oOqfVZFOf5cf/udd65kkVQTDpjdUGkNpXTVtdITUYF5xPb6Zi2vCIKQfcB%20uHod3n8f7vhBQb5YKUL41RWPUJ2Y9MyYGBBrv/AB/NtPRbiHeqYBqWytrYBjR+BffgI/ewNqWuTe%20AQg6DfsOQ7yU1yOWTpgolAOiUNKK3I9VdtMl7LqKurCwUL51j1gpuxhKO/zaRJjXSXkdJdjaIjFX%20hbJRm8baWDNW+1NCeagFoV5ARYWnQWkMfHV319d/KJ/NgAGP8aJ8rJ678rA3RpIudFMjTadM6/k9%207sFhXXOwtGphUdqESQyloYZGGsR7qC8OpiszhZ7GFhZ0UaeG5/6KsnV7yfHxCTo6OtxhQJakXt+p%20hzC7wPpgGyvzNTjH2sVbahXZIp5SZ4dcE3ky2yhKshO69FwLzpF2yVuHc1jymRZYnh8kJTqKa8Hx%20PMqqpbqmiyWTd0xgnXlTLakFCfhcv8DBg3/ivQ8/4fUP/Tl3+hIx0ecJbxxhRmTeWE0C90vq6DG9%20KgphVYTuAx94/Q34/LII8FQRwMIQk7uEs03uT34Ib+4H/0T5e0wErSiOR9Hyt5wPvAbviQJoknOt%20efCn34JPmigTHdgVd2syRZTOv4qn4fdFkRpw75PPPuM1IW6sWiujuuLS6p4JMLe8xur0MPaBPGYb%20/FjrFmU0JuWN10lZku9ZyxPUglJLQqwX7t/3DNYZg8cGXhZoH74OSN+44VnnsNPjVQGu7XwPgnnW%20tMTIZBsTfSUMlxVTn5BCS1oEYxWJTIqx5+wbYH1GlIdp5clIo1u6jGHGHXxRA8Jpd+/u+ETfChqi%20fm5EHjQuRuuYJ8Df2IRnC1SHnHOOe46H5dyQ7ionySXnFkbcMmRlxURGbjinHwZyJSSZrOw86mqH%20RHn10dWRTVaOPw/iw7h8P4jbt30JD7uGz9lr3PN7QFp+AheCUonwf0BFpj8FLbXMW/e6Qc4LiOdS%20CBraIVUUwh/eEmEv7mmMrq4ULdvltb7Fsl4Sdy01GQ6fg/Bqz6pHq1j+CSdFCVyQc3It/RG89iFE%20lMt5sV5+8Qt4WO7ZYlJn+/QnwO/l3NX7Ht6VVCxu6y9++hr/4+/+gayYeLaGxC2e6mNDPu5oZx2m%204SKsC7HiPfuyspoNX7Wtn7ebSKELbjTejIYUMOISGXjZoIJfx/t0j2ivQtD2rcaPLoLTcb9v4BFr%20V9FEZTUdhdF0NMXTnZnIXH4xY7XlNDeUMDPUh1kUiHPTjmNjmZzcLM6d83GPIegWuNYXqK1pcL7B%20wXyCg2O5fClSfuNISGigrq6K4gJ/rt28RmBhCRWDoyLOBtna6KGhPpfOzh5RfouEBAdxQZRuSn6B%20KL0+HDtWYb/kYwjiRqWJQjh9BkLE/ZqQv+dXPTuKab+8Q1y08Jvw0T64K57AyIxnDUCfCNsTIuDf%20OCKKQoT8+2/DP/4THAsVpSIK4vwHcOieMK5o7Tkt45h4DZI3ptr9WLU28goLuXvuHLm+viyVleJa%206pBUhKszGntdEOuN/mwNp+O0TYrXYH1241CLSGdq6ICcWik6AKV9rMZsIgMvK5TPd4aK0Ikguipa%20x/u0u1QninjHJTQ9Z9fShrQZh1X361hxb1071jtIU0MejVUhtCWH05xVKA56FzZrM9lZkXz88X73%20GIKGMN96ocbntkQMrLGyvEpf7zANDU1SRw1oaMViNrnD4y+tybu667zllkjr656IvGqtriwv0iw0%20bLOuYXeuP0G/l1shOMWErxVGunIQLooAT8sRxaAzjcTKMM1B5C14/ZfwMxH+R0SgpyR6mK9HhHx5%20FiRmilcgXsVZ8R5+LflCUmBgRLyMaPC5Ludvwi3xIq6dgqBY8Twmtj8XdHR2kxYfRE3mHdYny1ha%20KGJ6IhrHZBIzrWmYutTD+Jpt+VToq7UUEuKZtqeDb8Z4gYFXDd5xM50lODAAOmNPJ1OokaTnv+GK%20fIvdwdzipIiCbuZ7O2hLy2IoM5XlxhwC/D7m6Il3xRkvfCKE/osHl3gvFthjVDidV/S0lVEvt0JQ%20L2BBXM18EeDhwZCaAYGiFOq2V3HExotncM/TJ69CNy1te1rqdnlK6PkZle7uDcwZH/GcHxdBXive%20QIRYLIFSbokI9xFd8egZnNFJDJ3dfUQ+Ok/8ozcYGgpmei6ZmdlcHJsjTM1NsrD8HBa+WknqOmu9%201F3WxvCKBNkyYOAJqFDWCRRq5eraGzWOysrg3j3PRj/eWF46YP0NV+gvipIxVdWx2tJC4J0jXLtx%20hPb2jr2Obf+g8WosTNNl6VubHobxTjtzd8fscDl3uqDPBdfjMncxzKaUX1RWweUDb3F733+nPP8a%20K5ZKecyk+z4XX6PPdbaFMvjuer1KnGnAwFdBvWcN7a5huXUAWj0GVRo6xqBrHHTzn28yECxt1y5l%20JyYkcOLEcSIjI93htl2vSNszQld8D1Dm0UHlP/7hd/z6x/9EalIEazadFvYcMyRU8OveBcKIRqhq%20Awa+AqoUdJGpJvUKVGjrpAttOzdvetY7fJNiHU4ePHzE7373e06ePEldXd0LtVL5+4ShEL4H6Jxl%20tSz+4b/+I3/zt3+P7/XbUt/5r79RlYFGadSVx6mphkIwYGCvUMWgEVd1vMG7D7h62zoWp2MNGjpD%20xyS+wuLXKaa6wdfVq1cJCgqioqLiib20X27yvewKQadrLi64w9663cqBXvl7uztG9ybVxWl97TAq%20zLJ7so9OQdWBq2GxOmbs7lmqj8uVP2bk/NC4Z12DVmH7uiqEnJwcd9iKP//5XSIiItz1/QoO9HQT%206e5xOk6g/aPKxAYMGPj20LEHXfCmW4HqWJzKAZ2p5F3T4I52+lhBqIe/Ku1xQe7TsBW6pmjhGcHg%20Xja83ApB+xR1QDg+CQJDIDQMgsX6bmn3XOvrF0s8E0IuQfR5sSpapeBt11AjIhYUyrUHECD3+BdD%20l8kzhcghmqOlCRLj4GE0PKqGInFb5x93Cenm6cPDw7S0tLhXOj512poyoSosb6wlVT42mxGCwoCB%207xLannTRmyoFbWc6KK3dSWqA6ViDhu3WbqftdqeqYU2UxZLVypTImVa5Pj8//2K+2+bGl1ZR7x7v%20+LLscX1Blt14yVcqi5v30B/eOQHngiBD3Mj8LrEQlj2zdTpEMRSUitUQC3HHJd87IuSzPJTSOOml%20Yk2Ui1XxSK79+i1RDJVibagySAHf03I+AIJEWew/CzdCxLIffgovfoVwV89AvYE4USz5+d951FUD%20BgzsgHcfaBWY2tZ0Bl+YGIlRUZ4ge9vdQjoUndzezqmAAO7dv0+FeBUvZJfR4gLW7i5GxfB0bi9c%20VYE+MTHxxZiHw7HO2Ng4li82LNJu6EkWTKvuyN+7e85ecoUgFv29M/DPv4PfXxBPQaMrarTF7YUv%20Gi8lv0BcSWGKS5/BW7+BCMmzonsRT3pWA2fHwK3D8KvXRFmIQugVz+D++6IA7nhiG+mahdjb8P5B%20+c19vsorc+kHU6ulrs7znG84AGbAgIFvCI3AqtPJdaaSroTeDhC5NjrK3TNnePfnP+fRpUsMiNH2%204qxFWMNlH8HU2UFVeB4FYdnUNTfTODVK3+wM1dXVBIaE0NTcyop5goHhGvKy0ykqKBJ9OCiKY4Cy%20siCCw2LJL+pxB97c3Hz8bi9/6Ir0S/Dm2/A7HwiMEPdQBLBlxTNgOz7hCRJ37xZcFi/gmuRNbPVE%20O1VF2iR5k8VD8L8Bnx+AYvk7O1o8gl9LvubtMQfJOFMoz/gErkR9daXVtdOxAY0PrwpAl8NrcD3D%20MzBg4K8D75ag3llEIvgdpaWU/Pa3pP/iFwxriO4XamHaKnZTDRWhfhzZd5FTF8LIyC8mvrGLiv4h%208tLT8DlyhOjwSDobsyjLu8eNh35c8A2itCSbnu4cbt/047rPRdLjIqitbBK79PG6jZc8dMW8J5bR%20eUl3S6Bc3MKFWY8yUF/JJl5CZ49Y+WL5dyTCxaPglwUjLs9aBbUYlkQ7tMq1Y+IBXBNL4roI/ff2%20ideQL4yk5cxBQwB8+mdxP+O/VIUnPDItT11T3WJQF8Bpd5Kx8tiAgb8udvbBOxxsiMHWceAAJX/6%20Ez3iPax/l1vRbq8n0n5+7U52ebch9Y5f7Njy03v9ibxssrLQQ1zUCT68coLP7jwiIjqZkoppZlec%20LA4PUOzvT+idu2QFPiTN/zbH/AM4cz+LIP9komISyc7tZ7K6gK6MIGKj6xidfFWC21lFISSdgUNH%204KYI8FpxC6s03LVlu7umVqx1Sb1i7WeFwL53wPchdI95ZiJU18ixeAy1YiUc3C/XciBKBPnxa/Cx%20PzzSIHORECrXLnwqHkTpE4+fEuaqX1p6vERcB650loOuPPbGgDdgwMCLA1EO9qkpYi5d4uCvf809%20+e1sb/9uop2qIaoL50QOaDj8ETleVSNRvZTxcVx2O9Ozs19EV9WxAJ2QokJ6dHQMs1kFtw2btY6i%206pt8HhLC9cxmevuGGWgfl+t29yBzT1UlUYGBnDt4kMsnfIlIbyc8KRk/3xPcfBhGQt0QztFS+nJC%20OBNQR+voKxPtVIR+kVjjvtfFoo+BuFSxzguhbdYzuJQhgjlaBHqEWP6XJN/FUMgvEQ9BlUGVZ7BX%20Y7OHxnrurxyFUfmAhRWiYOTa2Tty/pwoiStQkOaJs47HK9Bt9yJSU7ly6xZtSUk4dTaDdhHp7lGa%20jG4iAwZeSNhFcEdLm/3TRx9x5Phx9+6H38meyqoQdB2ECnlRCGNybPZuJSrHqhBm5ueZFaWgCkGD%206nkVwtjYBBaLmpZrbJgbaSkK4vCdUM7FVdHU2UlZSz3tTY0M1dWRkZ3D/YREboXdIjwygMzUekKC%20IvB/cJVwkWl3UpOISn1AYloUsWIgjy09DqH/8k871d2HdK9hjbMuH5nSUs/GOXqtvw8yRZCHSYrv%20EY9BrACziHOrxkrp8Qw6F4hXkJQHTRbPdpfeD6vrBdIzPANSu/Yy3hLXrko+zKn33uPEf/7PVAhj%20relyegMGDLzw0PY7JhZ7dk4OiYmJbhnzeJbOt8Su9Q67z+/sMnI9I+/G0iK9WZncDwvnUlQ0kWlp%20hDc2uqMj1EVGEh+fQFh1Ld2rfeKM1JKdmUJISCmFhX00NzaRlpbM2eAgwsvLsa0/ufj1JQ9uh25e%20ur3ht8W92xBm0cZb20TQqVrqKcwtyu+6Z76Z9+PoLCRNK1L24srja19wjZSxKteWJDk2vvTYnqEh%20AvfvJ/BHP2IsN5fN78LCMGDAwF8E2meveyCobFEh+V3vqfxt4NrYwr64zNz8HBPzs4yKV1EjCqtP%206roqclHXTOimNxvuUDk2EXHzzM1ZMJs33XGalhdNDM/MMmv+spL7qyoEs3lZNNg3W/DxIoeuUAuj%20vrmZS6IQLr35pmjlRtEZRhgKAwYMfD9Qc/O7iIP83ArBue6kp7ONzo42WlvaaO/uc0dr+BLWHSxP%20jNHUUEd7R5V7X4ChIbHCRattiuAe6+6lu72N/p4eysqaKC1tEY22wMbG3mbbvNDB7cS60BXKfnfv%20cvXmTWpqa92ENmDAgIEXGc+lEDYcTtpECZw6e4Gbfne4df0q565fIW9kmJXdgnxhmd70PC6fP8W9%20h59y6fJJrt5IZXzSjLm1iUifM3zy+QHuBAQSE1tFenoH3V292O1726JOR+JrRdCqQvjKVYS6J8K6%20dv+seQZ1rQ75e9fqYe3j0dhE2vXzxSU5dtg992jX0e4lfaIg3eEt1myS78v7GuvuRNoP2d7Z+d0M%20SBkwYMDA94znUggDZSXcOePL+xdjyazuprutgIDgU5y7dYVGURRPYNTJatU0neoFDOYSGvwBfz7w%20EREV45g6Goi4/D7//PGH3K+sZWTGgmnBjtVsYWtzb10qqhA0LO1XKgSXCOqpGqhKgTRJiWmQUA8d%20i0/mm52G7EJIbYVhHRxWxdAPNfkQHQ+52zs1ObedMh17qCyX8hKkvETIL/SEyXgKXqS+RwMGDBj4%20KnyNQlCreIGGqFsc+cN+9vs30L2s5yfJy73Evg/eJDKikCcMYL3u7R0xDRN14z3e/ewNMhpHWZsc%20piziBn/2OcX9vAjyS9Mpbmykd3UJ23NsAaeDPDolS+N29PT0iHeR7u42GhBhrdOzdsIiVvv0aDf2%20/Otw+Rhcj2SruIq5jDqWG8dxsMmsvJvZJYI/IwB+/Tb8+QGLWZ3MTY+yOVYHhRmQlI4jMJjp82ex%20FDd7op5WyjWfB5iu+jMX5MfWrVOiOLKgfxG7eA4z83NuwmoymUzuZe9aPz3Wuuugz+5uLlVqquS8%20MUkUep++r3oYdvFS9Fh/zWaze8m55l1cXPzSBh76XO1S29lNpdf1ubvzKk01r33HTmw6oKZ5tc76%20DG8ddkKv6fmdCk+nyuk7mHdNqfXWUcvSX313zav3ax21Dt65115ouXp993fVeuymk3pju+mksVx0%20ZoiXX7QcfafnoZPW8Wk01edq+focLXdjx7iQPkOv7zZOvHR6Wt6n0VTr+DQ6KY28dXganZTGO6Hf%204Fl5tY7eb7V79ozyqNZhZwwufWel086N5r10ehpNvXTazaeavPy0m076rnrfzhARXjppHfV7evlf%206ealk9bXtCsy8LN4WuuyO6+WrXl300nzeun/LDppnqfR6Wl5d7Z9rb/3u3r59Fk8/Sw58X2F0vga%20haAvO05jjC/H3jjIJw/r6XLz3Ti5OZfY/9EfxQMoc0dj2Nh8/DKuVTOLw8NUxidw+7wPEVFRWHS2%20jrz8XGMbBXlpZGT6ce30G7z74Xv4Juczuvz1XUZKDI0gqkTUkLSxsbFUVVXR0dHhJtITjctqZ6C9%20FmvEEfjwXTgfxWb3ICO9XcyOTojOWmd4cxBTZxJc+Rh+9jP4rQ9TUZWMDPay0dsA1eIF1JRg9b/B%20wE9+x+LtMigZF2XgB588YjKpkZGOXDYDP4P3D0NynSgiO4OjI+6Prg18ZGTEXV+tny40UaYZHR39%20Un2VUQYHB59gYm/EVGUmZRo91l/9W8vVvDpXWUP07myUSidVkjsFjjLu2NiYuw5Py7uTiTWvt45a%20d28ddkIZX+uwkzGVmfQdduf11lHrq79eRaDl6vM16X07BbOWq+XvDhuuQkjz7tywxEsnvabCQI9V%20GKkA8tJfy9H339mAlT767juFk17XOj6NpvpcL/2HdwQU8woDvb47KqbScHderY/m3R1S2VtHLUu/%20k977NDrtFMwqOPQdlca7hdCzaKp11DKGhoa+pHD1ufrtd9JJ33k3nZQ2mvdpNN1Jp518qkmP9ZwK%20051QntD67KapntPvqN9T6aD1VrppHb100rRbuezmaRXy+tzJyckvGSua92k09fKptw47oeVonp0G%20kZbxNOPUW0dv29/Np5pfn/G0tq912Amlm+b9ThbK7V0huNmI1uQozr53iH13SmgYt+Ow9pCScoHP%20D++jsKhSiLVCV08fK2YLrpUlptOTCT5yhP2nzxBWUCQvvCxMs8mmENpuWWNV8pjmJ8kNOMKBX/4P%20Dh0NpHvg6+P/K/GVUN5GW1ZWRqN4GMrgG7tm8eg2ls7lGbaSfeDT38DBE7iiY3HWVLFhWmBrw4Gz%20vZnNq1Fw9QZEXoTPb7Ge1ILTYcVl00ioyRBxla0bB3G+d4XNqFGIr4YPDsKFFNa7bTjXRcCW34b9%20f5IyktwzjLx13FlfrZ82SNf29d311b/1/O65x968WsbucvW6lrnbWtj53Ce+5B7y7n7u7vpqObvr%206827u5vM+1xvfXeWq3mfVgfvu++ur5dOT8v7LDrp8dPe/evq+yw6fd23+rrv+lU0/a7o9FV5d5f7%20tO/6Ten0dXz6Tfhfy9lZ7s68z8vT3xed9sr/X9een5efvi881xjC8kQ3WUl3+fCID3cDowkPusP5%20a6cJKcmnY7Ka3KxYrl6Np7yyVTyAdJKP/Bs/+c//J//2wUcExsdTK9Z8t1hF1T094lnkkJWVTVBQ%20KLcvHOHO2SPERmSKJtxbeFnVnPX19TQ3N3+pi+ILOKTMjMti0b8FgY88C8jUMtG9kMdEuH92FN68%20I9dE8MecgCMHICxlezxArOvWWmhSryAbTl6HOPEYIqScP/4rXE+HUTcbSJmF8KcPwTccAwYMGPih%204jmnnTpZXGojMS7cvfl0TGQMsanZDKw7MW2MUlKYTkREGQ2Nvcx3F1EUfY2LF88TH59IeVER5Q0N%209MiD6np7ycvOdvf9BwQEEBOfRFNrmwj3qe9n2umKuO/3RdB/+B6Ei1BfEFfOJspjSdy/hgo48AYc%20Es8gMBBO/w5+IoL+jB/0t4hP2AW1nTCsG2gUS779ki8Y8kUh+PxWlIcompJeUSxDkC3n39JoqmUG%20RxkwYOB7xjpL5mFGxzvp6uqku7vbLQ+d6mE4nKyOjNA3OcbChol1xxQD/T20jU0ytmVlbmuBwdFe%20SptbaZ+Y+lLJe1qY5nJtuV2cx5H3PPCcc20vu5Zj19aTkfr0F76I2ud1k7Zcrm9MkufbD0HO+z8U%20L+AYnI+E8hqob4a6duiqh7YkyImBxHuiOD6FNz4HvxQYqpNraRCVB2m5kCVK4px4EwmpogAaoTJI%20vAEpMzxUvIYEOH5F7hOF07Vs8KoBAwaeCpV/DrsD24YdB2s41ldwuOR304rDseI5t2GWtCrHNs85%20m0XuWdu+bsW25RCxNkF7fTQRIbe4cfOBGONRlJdXYDXL9cEhSgKCiMwqptU0wPREKQmJ0dxKziJt%20soGahVIi4qI4eMOPB3lZzC9ZxRh/clLAyxu6QvvyZsVLSBZhHSDCu7jcM+20TKx6m1Wui7dgFa9h%20UbyBuRIYFIt/RspyyHnThHuGETGxUJEv9xbCyBhs6JoGKXNa8ueKZxCUApnDMG5+cs9lAwYMGNiB%20jfUNhodGaJvvpNNaQ+dQGp1m+V2qoHM4g05bA51TBXRO5tHpaKRzNIvOtlI62+vo7JW8a1V0Wgbo%20aaylNiKQiwd9OesTQUFRMY2N9Vj7+ulJTcHn8AnC4hpo61ukQ+4tLS0iOCqe+JwASuqiCA3PIzwu%20ksSscDIyupidfTyY/XIrBC9WROgPduPeM65rTn53rxp276L65ftGRdD3iZKYX/JEJ31i4NUmykOu%20dY1K+QazGzBg4KuhvSIL8ybaxzop786nvCaJys5CKifyqJxKoXKkmMqGTCrrM6gcLqFyOk2u51JZ%20VkRFZZLck0fvwqCIsm7SAyK5dCKaR4FVdPd0srrUSn3mTc4cfps/nDrHsZAMilvHWZxfxiLXO2Pj%20Sbt9hfjkCPJ6ZliYqKErO5gw/1qGR16V8NcGDBgw8IJheXGJ/t4B+vuGGOgZZGBRfjeGGRiT454h%20TxqW43U5tyrH/XIseft6+rGsmsU2NZGSHs35C5EEBlTR2tHG2FIjWYUXOHPtd3xw8yRv+d4ntrSU%20xbkRxsqaKAi4T/jtC4TGJRBZV0NzbSKVicGEJtUxMvuKKoSnbXf/POMYmzrmoTe7nl7mlsHjBgwY%20eE7oWMKmxnYToeL+dUli+++diV3nN7bcMmh9w0RbexxXrtzhxtUUSmobSO5pp32xldHRWCJjznHP%20P438whKa6jOJiS7n2KOb+Oc9oLikGN/LV7h6/izBiQkktLYzu/Z4Tc8roxDWHQ73IpqdC1Dc5czM%20fGnxx06sWpbo7R2jv3/TvU3CTiwtzNEzM80wxvCBAQMG/lIwi+Cuoqoqk4yUQsobm8mfW2DSLYWW%20WZjpZ3p8gcUFE5NjfRSWNRDV2kTd0jjLc7P0Z2VRGB1HWWMTk5ZVnK7H6yZe8g1yNjD3D5GfV8CD%20xERiEhIoyM9371S0KS8+29pKQXIyERGRxCalktHQQNvwMtbtBY7jzY0UxucQHVVJTFwtTUJkXYc6%20Z5qnt7OVqPB0rl+PIC4hi9qaIRYWjLhFBgwY+L6hi9VM2GxizE5PMTk3x8zW1tNGQdnadLEg8mp2%20Y/Px9dVVbBpm5SlBN19qhbApkr0lOYoPP9/HT48e5V5gIKlJ8fQM9LEhxBgpLKQoPp6gkGBOXDzO%20r498xuXYCsbnHCyN9ZB06TjXP/clKrqW7LwSmuen6VsykZ+Rid/9ME5fSeTGqbv4H/yMG2cCKKoZ%20dcckd/1QiGjAgAEDO/BSKwS7dZGcpMu87/M+Hz94SEFZubhSk1jX7O49C9atVmySVpZnaKgJ4Ze/%20e40jAXEMimtVF32GU3/+LRfOX6O5oR3T0hLmdQc9VWXc/OQIH19JIqNlkcW5AUpzb3H4wPvciEtl%20BGNMwYABAz9MvNwewtoiTRk+fHzsN/zx+lUKyquprhihu/vJ4FPO2Xby73/A0Q+Pk141yMxUHxGH%20P+Cn/88vOf7xWSoiwoiJiSW9tZXIwIfs//9+zMmQZLq2p+9OzeXyzjs/5WNfX/owPAQDBgz8MPFS%20K4SNFRP1j87xwXvvss8/ga7BcdrbZhkc2M6vER/b2wkN8uXiyfcpzG9BgwiudNdz/fWf8aO/f52b%20F5Loz04i8PzHHL58k/1HrvDRv73Jab8wuuZUI9iYaAzh7d/+no9uhBkKwYABAz9YvNxdRssLZPtd%205p0Pz3A0qoaB8TkmxudZWraxabOxVFbK7cOH+V9vvcm+O3dpHRjEtGpmqLuSyNNvsP+3H7nHD6YH%20GinyP8jZIz5c8k3A3+8Rhw7eJzG1jonOYgruHeDMpxd4mNnmjndndBkZMGDgh4iXWiFsrVtor4vl%2040uH+dWpizwKjeaGbzzF5YNYZmbI973Ggd//nl/84XU+PHSEkPAwYivKqJgYZqyvleSLV3l0/ioh%20Qf6cP3GAR1m59E0sMF5aQdjdII6fFAVx/iRBd3zJTM2mf3QG5w+FgAYMGDCwCy/5OoRNrLYxKtrL%20SCzKo6Kqhtycerp753CYzXRXlFOic3ILCykpKKBWyqvr62PU5tl8Yq6rg9aSQioqqsgrLqdveXvs%20YdHEeH8PhcUFZOfk09LRzfzCnHuPBQMGDBj4ocIIXWHAgAEDPyC4XBtYrdP097bS0dLK4MgIg4vz%206PKpTbOVyfZOhsZWWHYvi9rEYpmis1MM3ckVMVo3me3uorephfGxSSwrcm7zVVmYZsCAAQMvGFw8%20nnjiEoG9Kf/quKMeebHpDlqB+8zOvPrv+voSzc2RXLp6gEOHjnA/KITw6gaGHHamOhoIOX+R24kt%20tOu6M+ccbU0R+PjcITauhYWRMbLu+HHv3CniU+Np7mjDansFQ1cYMGDAwIsAjXagW9OoeJ9jgl45%200886g4zjwIwTqxyPyDm7XAMNrKPKYUbyLrOKeWWCpKQzfHDxI949ewa/e8FkFI/SNzpIQWkwB25d%2050R6GR1DM9jay0mPPcb5yw+Ju1dKY0oGEUkJRKY9IKkoiOTmemYtRrRTAwYMGPiLQkPVzYsKKBHB%20n2Tro2S6hgxbOfctldyYrSTMWUncYiXxpkrCnRXcmKvk7mon6fZ+SmdrSLaVUrk2wGBfI5nZN/g8%20KIArqdW0dQ7Q2z5PeXwM189+wNtnz3IuKpL4iNsEXfuIozcOc+DCDcJO3aDogT+RjQ10jddTX5XN%205Uw5nn0cpM1QCAYMGDDwF8AWG4wxSjHdJFrqSBrMINVcz6Olam6MZBNla+budBG3JwuJtrdwczSX%20h6ZyUqz1JA1nkGCppXRliP72SuoL/TgZGMa19E5GJ6fo7+kkKyAQv08/4tTR/VzzvcvNa6c5d+M9%20Dgdc5b0T57lz9DzFoijCCvMpyi4iM6acq1l99M49joJkKAQDBgwY+IvAxbr8t6YdQ1s2Vp1m+bWz%20vGlj0WlhdcvB4oaVxXUrqy45XrfINesXeVcl79qm3D87QEeKD5fu+XAoKJrElBRqqytpqGmgpiyN%204oIAIsKyKC0ZZnquk+qmWILDkkmMraOmopzYuGjOHnvINf8iyk02LJuvyhaaBgwYMPCyYd3G8nAL%20hcWZZJSV0trWRlNjI8Oj41jty5jNE4yPLbC63RPkWJtkanKeqVkHppkZxkqKqckoo7l3Gsuuog2F%20YMCAAQM/QKwsr7Jm9oSwnpubY2XlOfby1W2A5+fBaXvqZUMhGDBgwIABNwyFYMCAAQMG3DAUggED%20BgwYcMNQCAYMGDBgwA1DIRgwYMCAATcMhWDAgAEDBtx4foWwscVSVzvtNVWUV9bQ2zfwzKzOjVU6%2023KoqcqjqqafvkHvSjg7LoaYm6unuamGquoBusbtaFDpvW4qMzk5SWVlpaEQDBgw8ErCarHgXPNM%20H11cnP/Kaadra6tYLCtsbW2JvFxhc9P5jHzPoRA2bYtMtdSQc8ufUL8H3L53nUfBD2hp7ZeHPLkH%20wNriIo2V2dx48Cl+Dy5x93o0Ef6VDA0ssbY0wmh3AimJtwgOesidixHcDa0id3aNpc29EWNRntPR%200UFLS8vzzb81YMCAgZcBW5tY5+epqq+normRkdFR2tvE0JZzm3YTC8PDTAzPsuZw4txcZWhogNLS%20Brp6xphbWKC+tobysgYGJxax7yr6ORSCeAYdGaRe/Zzjn90jJq6EwsJgfK/t4+jR+1RXjeDyrnze%20ctGWlsrlQwf47P5t4kuKyAkI4OHB80Q+KqYqJoOYS36cORtBepZckzxnPvHhaFgdPbP2r6WDSx7k%202n7Y5uYmC/JyqhTmhRDe8y6X64n8u493lvE81/eS99s892XO+zLTdPd9Bk0NPv2qvCojcW3J31ts%20irXuDnwtx+4FY/K7JcJ+y7Xplrvecy73ec+vJofJRHdqKr7373HI/z4RUWlUls9itq0w3ZNMzNlz%20BF7PZmBolLGRLK5eOcfZs1Hk5nbT1FBPXFwMp4895EZwGY0WJ3bXc4eu0IyT9GTe4PJ7H/DBhSzK%20u5dZNtVTFnmEj9/dT2hoDUvL21mnpki7cY0/f3yEC1l9dC+bma5MIPPKPh763uXyW+9x5M0T+CVP%20MTy/zGJ3JuEnPuPn/36Zivrhr1UIZrOZiYkJnE4nVquV/v5+t4fQ1dXl7jZaX1+XKky5r9lsNne3%20kubVazMzM2xsbDA7O8vS0pL7vF7XvEoEb169pnmellfzaX59hj5LvRRvXi1fn+PNq8+3iEvnzWuS%20j6irCTWvjn+oV+NwOL7Iq+/mzauKTpWcN+/q6ip2u92dV3/1b82r1zWvJj3Wczvzavn6t5ah17VM%20zeulk76Pt776q3Xy5tW6ap2fl6ZKi29DUz3+IdBUf/U5Wjdt5N68XjrpM7100rp8FU31Xb5vmuq5%20b0vTnXm/jqZe+n8dTfWZWsbOvM/i0++apt7nfhua7sz7NJrulBNav2mpJxsi6CdnYbEf69oQw2ND%20rNqGRLBJkmOXfYip2X7J0o9rfVDyyvnFIcySd0SuW61ybBthsLWN+sAgzhz6lLcOnuH23XxKS4bk%20vkaKci9x4sOPCfavY6C2nsbEY1w9d4QzF/1JDU6kMjGRiOws0uOySQgr41bBMAMLtr0ohBnqI/04%20+uZhPgtpodMdH2OKlcKrnNj3Fr4RpUx4yzP1EHr6lCiE62ROwbqeG86n5tE+fI6d4jf/7894d/8J%20ksfWt8cMusgKOs+vf3Gc5PJubF+jEJRRGhrE1RkcdKeysjIyMzMpKCigp6eHkZER9/W+vj4GBgbc%20x8PiPqnC0LGGUXGtVIF0dna6z+t1VSqavHn1WnNzszuv/j4rrz7L22WlebV8fY43rz6/t7f3i7zt%207e1P5O3u7hZXbuiL99mZt62tjdbW1ifyah5vXn3XxsZG93XNq0mP9Zxe8+bV8vVe77trmZp3bGzM%20XRc9r/fU1dW5n7szr17XOj8vTZUWrwJNveXqhAZ9Fz2nZXnppNeeRf/dNNW83zdN9dy3pak37/PQ%20dCf9n0ZT5T3Nq/TTfHp9N+95+fT7oqk377ehqV77Kppqe9lJ04bmFmbGx3CONsNSGWu2SsbGKzFL%20YlTSZAUuRyUz811Mj3TjmqiCkQpYrsQqeccnKkVYV2JZFn7Lzib74hWuHTjHlatJ5BV0yfVW2ise%20cf34H3n7nY+4eC2HZP8YEh6cJCw1nuTYWBLOnuLuOR8eVFYxONlCY0U+PikNdMzsMfx1Z3Yipz84%20wB8vZFA1YMa82E591BmOnzhAWEkRE6smt8Y0m9tJuHiV429eIKtnhGXrGjMNqcT57OPop/f56E9H%20+PzscQLK6hmeE605kEfY3YscPBJOartYI1+jENSKUMIrsyiRdS/kmJgYSktL3cyn1/RDGenrkzJr%20UlISycnJbnpqIzPo8nxJea26utrNezk5OW76Gbz3fMnLZ/n5+aSlpbkVgwrpl/29W1s7RVl1smbt%20FEnW4UmbkkYkjevf7SppVcqJV2CB/i6wtD3O602WfhZF7iUdOcaVg7cJCCqhpq6a6Zl6mjPCuf/5%20fg5+uo99nz7kik80gbExPCosIEl+Q8+f56zPJa7Hx5NRGikphNimBqbMe9wgxzRdx91bp/npL08Q%20FlVATkYcJ8+e4FpSAt1dWYxWRJCelkJtYzWtySmEHTuHz6WLFBQVkRgdzNmTF0iK76IyJgT/M59y%20+HQIj0ISiL95ljsHT/PoYQV9k2tsfI1C0HEDrzumlobOMqqoqHC7ZnpeX8b7+7Rjb7fHs67vJa/X%203fy+8npd1O8jrypvr0JVK2fntd11fJ5yXzWa6q92VSj/qTGi1ute3v0vSdPvm/57pan3nPKgWvvq%20DWiXyzct95vQ9K/B02tret7Kpkv7QXYkh2070Jwmu6dXRsNR2+R4d15NWw6cExPU+j/iwr5DnDjj%20Q2hoFAkJVXQ0TjDWV01xUSAZmc0UFU+QX1RMQFQkR+/eJULae1drG/HXr3Pn3HFikiOpbWvGsrbH%20/RA2WaKto5pb1x9xx+8h/g/jCIqtpWVqjvXVeiYaI8jMTKe7ZxjrzDT9tXkEPzgq+a5zPyGZ2Np2%20cYU22JgbprUoi5BHyUREJHAv8BEh0amiOedx2l17GmhXYnvdVmPa6d7hVQoqzAzsHdpw1LLVbgRt%209Ab2Bh0H0PFA71iBgeeHXWRfmxgikQEPSUiKoamxjaamaZbcgU83WbONsbrqxCyOxvzsDN3Cp/nN%20zfSvruoINxN1dTQWl9LbN8iS0H9zY+MJvn6udQg6ED01NSYWURHl5d3Mz3mvmFi1DDA5qYO9noK3%20sIgFX0pxYQqV8tD5nS/jXGdqYpSR4SEqh0doXlr85oSx2xkfH3d3JRnYO3RMRr0rncFgYG/QhqNe%20qg5iGtg71CtQhWBg73A4nYwJ7QaGBr/zKfd7Xqmso+obG08KEBeuJ6ZbebAp+Zxsbj3N8vfk33S5%20+LaiyDMdy4WBvUPpZigDg3Z/DSjtDPp9Q95T+rlc34vc+8GGrjBgwIABA98tDIVgwIABAwbcMBTC%20d4SNjRUWF8aZnTJh9y6ocG3g2Fp3zw8wnOOvh2NxnrlxoeHsgnt8SGFdc7G47DCI8yxsbgrzadfs%2044HBTfMKS+NjTEzPMmW24NheDaszXWy2NfdsPQNCJ4uF5clxJiammZyysr6LzVxOO47VJWm/LpRi%20urLYJny5JvdtbWy8lDQxFMK3hkuUgYW+3ixS0+8Qn5hLfcMKFusWprkZGjq6aLJaWTAI9WxsuXAu%20r9CXkUVawCOSUpLo6GgV4WWhuWmKrMx+VsxOjJGinVy3ycaSCUt9Ax0VVQyPT7hnfrg2t5gor6Qo%20IIDwuGhCa6rode+9a6Wzs536+kb3gO6rTTyhng7MlpdTGOhPaGg0wWEVtLbPs765zWVCx5maemqT%2002haXtbVAayaTDQ3NtLU0sLcgumlJI2hEL41HJhXWvB/eIpbUZeILk/k1oNQygeGKShq5uLndwmt%20baJhYZoVY3rsU2GbnKI3s4T0h9kkx4SSmnaH5JQImlsyyI9I4dHFbHI6h93LdtYMcrmh4Qxqsx9w%206/U3eePHHxCVVI7LamFWhFheQA5JoTGkpPvxMD6QvIpRhobmKa8S3vQLp0IUBiyiMm3tFSTo+uoq%20Q0VFpN2+TaT/IxITY/AP9OVScCIZrcs4111YRXkmf3aF02+fIbhOlKjcN9nUTPTNm0QVFlI9OMKS%20afGlo42hEL41nOJC9pKRnkBOQyLp9WF8fvIiMW1DZObX8Nk/v8tb753jqu9dUhNiqRzoweywG2R7%20LNqY68sjye8K50/HEijWWkK8WLcRyXR0pVIYcJGjP/+ITy9c43xyMsktrYxYV9l4xf2Fmflu4sNO%208M5P/pH/+je/5FFQOY7lGapiH3D5RCC37iWSkvKA0LB4KisWmBtZoDjhIW/+7s98emA/icnhRER3%200dK05lkX9Qph3WxmrLKSqtxc2noGmBkbJN3/EJ/4XMCvfIJx0xItdWn4vvc+R399hIT8DncUhfHK%20Cq6/8w5//vwzLgZeFfrGUFHdjWX1r0VAkSNbsyyIoalbCHwXHYE2m5Nf/OJXhkL4TkSbuZOYqFv8%206YNrBFYPUNRYyak3PuDH//MAJ18/wp2jxzgbFEHHzDwvZw/kN8EcXd2BXLz8Nh/vu8Hly1EEBCQS%20E1vD8Eg9uQ+O8dGP/pn9+z/h+PHPOHX9KuFVTSzZna801UymZWprMogIOsS7H54lPqUX0+IgwSGf%208dHHxzl1OpIA/3CC7mVR3zKFdX6CxtD7vP6Tn/LaL3/F4YMnOfDRXcKihhiff3XpuLlhZ6C9gaDT%20Ply7e4+EukoKSwqILA/ntt8Bgg6eIz93mlVpsFNNtVx9/S1+8t//J0dPv8692yc4fTScmoYZ1v7S%20Ddq5weJsJz3dRVQ21JPdN0Tfkg2bQ0P8mHdM6d1wJ5dLktPKln2JefMy9i1vJFZPxR0O9Q42sNuX%20+c1vfm4ohO8CdtsqESGB/ORff8ORkAjupMTxiTS8U0F11Bd30XQ3jHvHQyjomXRrdAOKdSqrwtj/%206Y85czaU9PR2cnMLCAmJISpWhNrxg9wVRZrT2sRIazKxvuc5dyWJsalXew8MXQu0tjzISNlD3jl8%20gztp/UyMt3Hhwm84cPAssQkdFGbkEX7qIo8iEmgaqmMiz59z+85xNzCPltIyHn5+Cl//Smpe4SGF%207o4iTp1/l/d9QgjNz6c06xbhZ45y/851Hl06xvWPj3A2sJ5OE0w2VHDvvU84e+CBCOF8Okqj8fs0%20hAcJY3T8Jdlxw8lWby9x95N46J9Gbn4el/xuEJ1QTU3NLJmZee4Fp6CLJjvZcnUwOiEGQ1cl0/Ux%20PEiNcXdp26xWRoaH3SE12tsW5d4hFhYa+P3v/9lQCN8Udvss/QNlVNb2MirfYKS9joen/sDHV4+z%2078I5zhw+y6OyJeZEYfclx+Dzm/PEV8vHMUj3BfoaSrl/6jB3b+XTPzJLb2cW586f4MSjEA6f9+Hu%20zevM24S5RxuIOObD4QNhDI8aFGSln66EM/zsg3NcSO5heXqQpNunuXY2hNpWO1MjI9w5/jkXroZR%20W9tBW0wwZz9JJbPYgWN6hMRjh7h4JoLCtldMuapxPDtPXV4Ep6++wxsXDnK9rp+BlWlm6gLJPX+c%209KCrPDz+Fm//z1/y75dzqJ0TD6G2FP/3D3L/ai6TS1OM1KTi82+XuJPaxcBeJsLJd0GUD5WV6up5%20zmn4jvFxzzX9VYHu2C5UZzTpqu6qGrneyoq5kerM+4TcTqcgb4zRsTER5slkBAYQev4ht2/eJT0z%20m4a6FDIKLnIh5Ay3w8QQTY4lK/AaF48c4tCly5y4F8bVW0lkpRcSF51JZGSaKJNwfvSj/2IohG8K%20m22K9pYM/K8GkhxVTl9TGeVR5wlJCuLWlTvc3X+VyKpppjdX6E6KwvftGyTXDxmzjnbAMTpCX2QK%20qbdTKchMJDbVj6M3rhKem0fAoyj870QwvrDIcnMj4ccfcsEng4lX3ENQbM710xh+id9+cprLmY1g%20XmFOvKucW/FkxZeRmZvLidu3iJZrM52LtIYmcf5AAlmFM8yPDhB2/jx+Z2NpaHy1/NUtMS4WC2K5%20+tG/8E9/+BF/fBRETHsHnZN9YmjUMFFdylhPIRn3L3H4l/s4718gymKD4cYq7h46S+C9ciYXxumv%20COfG2ydIymlnYS8Koa0Nbt3ypP5+zzmn06MMCgshLQ3q68EbI0uVRmYWBASLUsjGNJRMQspxHiYk%200zK2PR65VEr6o+NcPHaSqMgYggKDuXJ2H5+c/iP/fv0Sx/wuERx8lehgX0JOfsCfD33Izw6c48j+%20W/iKYghLSyQlOYnrvjf5j//xfzcUwjeF7mBkXV4k9/4Dgs5fEC0bQWJSHBPTE/SVdhN/I5PKcRMW%20q4nVvDqa49pomLIwZ5DuMVZX2Wxsoi8uAf/z5zjhd5Poulpme7oxZTTSkDtIl8XB2sw4HWm1pKXI%20+SVjYB6rhZWmBm5HxxDb1OyxMvv6mcnIJO6aLycvXOCOCJg+sxWXzYFVaJwVHU9zexcL8zNCx3Ry%20srqZnn61Bug3V2foTb3G3ePv8P6ZcxwLiyAoLo6owgJKx0dxbmmf+yazzVPURdTSXNuG1WFjaLCP%20uNg0yrd3JzOP5dMaG09D8QRze3FY5+ehoABiYz1K4IuKbUJFBcTHQ3u7dj94zqu3kJws94iy6OjG%202VVFW1MIV6JvEVJYyeL0KH25t7l+53N8osPJLSomOi6eI+IJnL1xi8zBcRJLokmKP05J4U3Cgj/j%20SlIAEXlFVETFEpeVTVJ1FRXlZTx66M/f/M3/YSiEbwVpT0sTY4z3djMyNs7U7IInVpNlg7nxJczS%20ULc2nLgWrTiWnFg3XLzaQ6K7oANga0KbuRlGdF+LoRHmbTbcK/xMa9iWNzBvutw0dCyvsbRoFy/a%20WJXg3o5xzcG0aZ55y3aAR4eDrcUFpgb66BJaToiyXfcyqdB42TSDdW0Vp+54trjE8oqDl3SN1bOb%2064Yd8+wA44M99I2MMzg17Q6SOTY7x/yOyQoukcfaXp1CN1UQa8KPcyZpzxbPVpeu9SWcuhZkUfhy%20Lw1aBb8G5NRd1Oy7DBudmj49DRo00TswrHl07Yhes8qx2YTNWk1NdiCxdx8Ql5hEWG4yMaWh4q08%20JCI2igfZuQRlZZBXUEdL7wY1jZ3UVKVTVZ5OSJgoj/RECkdHWZkcpzMnm4TAQHFCstwbjv23//bf%20DIVgwIABAz8cLLI+1s1QRSUVtfVUjk8zujLC1HANDU311IyMMrSyyOKChdmJLWanbSwsLDI+NuXe%20rKe6u5cRm2e67Fp/P12lpXRu73j32muvGQrBgAEDBgzA73//+8cKQTf7MJKRjGQkI72oSXd9s7Fm%20s2N3OHDY7ThsGqfKLsnhjgOmf9ttnthVj5PNndzXJdm8u9jZPeXoeZPJxM9+9jNVCP5uhfDzn/8c%20IxnJSEYy0quXfvrTn/If/sN/UIUQ6lYI6ioYyUhGMpKRXun0W7dC0H+MZCQjGclIRvr/AesORqKa%20XCcOAAAAAElFTkSuQmCC" height="202" width="388" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 6.&nbsp; </span><span class="textfig">Valores medios del contenido de cenizas (g) en cada uno de los tratamientos y tiempo de imbibición.</span></div>
        <p>Parece
          ser que en alguna medida entran a las semillas componentes de los 
          extractos incluida la parte mineral. Su bioestimulación en la semilla 
          comprende una serie de procesos metabólicos y morfogenéticos cuyo 
          resultado final tienen gran repercusión es la germinación de las 
          semillas, al concebir que el embrión se transforme en una plántula que 
          sea capaz de valerse por sí misma y capaz de enfrentar mejor los 
          procesos de estrés a que puede estar sometido durante su desarrollo.</p>
        <p>Todos
          los resultados discutidos hasta el momento de los indicadores físicos 
          de las semillas evaluados indican un efecto positivo en la calidad de 
          las semillas tratadas, con solo 3 h de inmersión siendo muy ventajoso a 
          los efectos prácticos, fundamentalmente para los extractos E2 y E3 en 
          dilución 1:30 y el E4 en todas las diluciones. De acuerdo con esto, las 
          evaluacines de los indicadores fisiológicos se realizarán para 3 h de 
          immersion.</p>
        <p>La obtención de la dinámica respiratoria de las 
          semillas para cada tratamiento con 3h de inmersión, pueden sustentar 
          todos los resultados anteriores (<span class="tooltip"><a href="#f7">Figura 7</a></span>), en ellas se puede apreciar las cuatro fases características dicho proceso (<span class="tooltip"><a href="#B14">Jacinto <i>et al.</i> (2017)</a><span class="tooltip-content">Jacinto,
          H. C., Bernal, L. I., Garza, G. R., &amp; Garza, G. D. (2017). Cambios 
          poscosecha en frijol durante el almacenamiento prolongado en contraste 
          con el envejecimiento acelerado. <i>Revista Mexicana de Ciencias Agrícolas</i>, <i>8</i>(8), 1827-1837.</span></span>). </p>
        <div id="f7" class="fig">
          <div class="zoom">
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              <image transform="matrix(1.1038 0 0 1.1038 0 0)" 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Y4gIUeXg%20EOIigogP9iMp+DwZYYFkXvLDFLKL2oBlDO1bRPv2Z2gI3chQX7tmInYlPZn5dJa+XPv/jY6FjwwU%209RcQbyTJgiGBvHWS9UVJFbV3714tuPfBgwe1Q/a2TCSUBVD1RJ4CtO4GBJfBIUCqJwCV+kUjFYCV%20+txNMizP1GO3SllPACr1uZsAVO7Xw9NJWczFUpYg6VJ2ZxCLQ5JrIlQ9UavwVsruDGTxCJN3l9xj%20cuj7iUQL1xOAToXkXqlvqnydVMBcTYQq7dGT4bobLN5VYAo/hC/6N3PtA1J2BwDkO8n3kTrkG7n2%20AXcTq7omg5ay3gfEciJld5MMC1/l20lZ6pN30fuDO0sJ0k9c+Sp1SF16f3DHU1Cf6Lry1XUsuMNX%20fSxI4lt9LOh8lXM3i6/ugLyeYHm8lUqv2x2+Dg46iY6pw+9iPCf3H2fzy5tY9sY+Xnx5D4/8fBkr%20H9yMx1P72D3zMOcOnCfoXCCxwTGUZBWTkpBNYlwmxaZSEmMzSEzKpa62jc6GTtrquygqricqNp3M%207GKa6zroblAaWX0ntTld1EZ1UpOhADglh9gYVUd2OalX0ohVgFaYXkRyZBLBZxM5f6IMj92ZHD0e%20j9+FcDz2HWfT5gusXBnOrFeOs/E1T7Y8vZVZv1zNG88e4CkF4A8/vpyZsxax8MXnWfvEDA7Nms2m%20Z19i9ZO/48isX+H15L9z6Zn/JHXWL8h4/NvUPfsFeuZ9mtrZn6Zz9Rfp9n2JysIseswflEeSDMLd%20pNiTkXwrqUP6sJT1saB/M3cnVR8JKIpQkUZ7enqyatWq97JAi3CRDfiSVNjX11cryzXqueTm5k74%20XGGAMFSEnfxdBrM7nV6ulftkwAuzpCwMlHaIk487wCozDxnsIpilPinrCS+lPncyluvALvdKHVIW%204SRlEWxSdgcUBXTkmfJseSc9so/wWcruCFj93UWY6NngZfC71j0VknulPvlGU+HrZKTzVdojdUt5%20qpuAhQ/CD+GL8EfKrn3AHQBw9YyWOuQbufYBd4FanqXzVfqK3gekbVJ2Z2Yr/BS+Cn+lrNenfzN3%20xqo+Flz56joW3BFU4/kq7Z8qXycaC9Plq5TH89WdsaBngNeFqvg3JCYmEhISomX3Eb+IifpyV1cb%20JeXFRCZc4djhUyx+bievz1jAGy/OZtbjm1mvNLJd+y5y8EgQ0ReTKbycS1l8Ee2tbfRa+rA6x8DW%207lRasn1sEjpst2Ab/v1nDVkHGWUCWXf19URq6F9fynaX8oC0VV1X1dpJQ00hnWXRVKf6URwbSmZE%20CFfObSNwx1tcnvcYoS/di/czd7Huvu+w6Gdf4t0HP8fJX/05kT/6Y9Lu/2uuPP55/B79PBcf+ixx%206ih54es0z/kerQv+l871d1O2/ccErfwJp2Z/n0tbX1UgH0lpZa02fnTZJnJ7ujsH9LEgfVjHBb0P%206Bhx24KigJZ0qq1bt7Jt2zZtdikdT9x1Bfyk48maY3x8PBcvXtTyLLqj7Uhn100lBhlkkEE3g0T7%20ED8H2Xzu5eWlTdhFTpmtY6AlGNvSMkh2TgV+58PYtmYXS99azMIXFrLkkUWsenMZuz2OERCUT7ap%20WgPOm0JX58oi7YacQ4zYe3EOdTDUV8uotQZHVzmW6nxoNmGvT8ZSk8hIYzrW6kSGSwOgbL/63YM9%20ZTUEvIH1wms4w+dB1DtYgx6m4fgPadz/bfo9v0Hzxi9SPv8LVMz+MpVL/pm2Ff/A8Kp/hK3fg7O/%20wXxuBnV7XmPwzFoI2QERHlB0kb7GSLILw/C54MeaDdvZt/8wOTm5Sgsv1zT3O1FW3xJQFHArKyvj%209OnTGujJTFuAsby8/D2zRWpqqrZGKIcOiNfSmORvMkuYrgpukEEGGeRKMmFPTk4mJiaGuLg48vPz%20lJxSAORwYjE7lZAXP4hE5sw/waw3PJn564XsenYbV/ZFkhAcpxSAIrq6exk027HZRY27wX16AiCj%20DkadNkb7lNZcWiyNo6evjooiX3pzjtITtZuqgKUMpCyk49xL1Gy4n6HDv6F153epf/fbWL1+QdOu%20/0fz0q9iW/kFmtZ8kY7ln2d4wWeoX/Q5evZ+l+HD91C/7h56djxGr9cD1Jz5CX2RMxm5tJnR47sY%20CfWlNeEQ9dlHcLTmwGCWOpJx9jQqFVS1y9wLFnU4LQqwlYY+2Icpv4iwyFgyTXkMKS1cPFBvlub2%20YdMtAUWZHQj4CdiJyVTqE9VXN4WJtidAqedbvN7zREOUWYd4qooHqhHmzSCDDLpZJPJH5ItsEzOZ%20snA4xTzXS3lKMX57LvPay4f41e+28uqT+zm0JICII9GURhUzUDuAeWiasqizH9pKlFYXA0mn1LGN%207ktv0ez5MI7N99K193fUeP6Kpk3/Qt2ar1K36J9pnvVdapd9h/plX6Z5yRep2fQf6t/fpGfdd7H7%20PELfqQfp2/NT7Id+Q0/giwycfxu71wK6Q7YxlHkMm8mXrnh/bFlx2Etj6aoMw9ZVCB3NUKu03G6L%20ev9uumy9Lsbba2t8YsaU7XWy7/xOpzsm9qmsSwrDDVA0yCCDbjZJVJbExASuXEkkO7eaS5fi2PHG%20LmbevZQnH9nKktVnCDyRSlNS4/sLee6SVWmPlh7MHYX018UyWnMFc34AA1FHcZxZyYDXcwwe+i2O%20bT+gb8XXqF36GaoXfYHWt79M7dx/onnZt7Gv+h6t235K29YHsK99nqYt79B1Zja26GU0RO2lK/wo%20pPhAVTQ0JStwi4PWVPXwGvV8BXTtvbeMd071X2tbEwEB5zl1ylvbISDr13cq3TGpo0RbFO80Mcsa%20oGiQQQbdTHI6bRQV5bJ//wXemX2CN988yszfLmfDcx5EhTXR3mVm2GJXM3Q3TKMj6jqbBafStuy1%20FTjSrmBPOkij0tqqvO5i4OhdNCjNr37+57HM/bz227T1W1g876Zmxd20HHmN/ug9VJ7xpDXwPM5k%20BXSZiThbahhprIKcLJzNjYxYlJZpG8CpnjVisypkV3J7ROl2o86x41ZGuRm5ethH6Ghp51JAMHv3%20HcLT8xB+fueNgOAfFonGKGbYqe6nM8gggwyanEaori7F2/swr7++hhlPejJ//iX8vBMoy67CMhWH%206sF6KAllNNKTpkPPULrhx5Qv+y5lS79M0/pP07r9a1Tt/AH1h+5jwPsFHD6rGIg+zmDRJRxKy+vP%20j8daX8zIQAd9bV0Md1uUlqnQx9Ux3P4RO6+IS4d6TVFChzK7yfbP56hnJFt3hHL2bCLFxeUfb01R%20Fktlv5bsI5IFaXGW0ffoyfFhOr3Is8T91gBFgwwy6GZQb/8IV2KKWL3mIC+8sIQ5c7Zx+HAkcXG1%209A5cWysUaOoa7sLSWoSzIIKumL1YfF7GuuV/aV/4FWqXfoW8Nd8gdeO3Kd7/AIMB72BP2EZT8mn6%20y2OhrVRV8NFmk3CO2ukd7JUSjhEb/eY+7c0cXVY6y/tpbxulstZKRUUXLa1tlJWXUJZQQkNgM8UX%20WjH5NXHFqwKvQ0V4n5SIY23c6XRdUBTNTHJlSWQa+ZtEoZF/i9OLbLtwJ0TbzSJZDJ9s/5BBBhlk%20kLs0rERcR8cQQRfyefPl/fzkx7N48MGVbN9+RtuOMemeXZmPK9XR2dNEb0M2lSl7aD31Ft3v/orK%20RV+kd+7f0zf7S1St+Vf6w1bQWXCastJLSnNqUffaFd44Gf2QtinYbLK3WxSbMWciu30Y+5AV26BV%20vf8wg2YrDTUtFGQV0tTQQV11M0W5JbQ0d1OXVkf2uRIyrvQQ4F/HRf8sklJSCQkLJPJEGFnH8wg5%20VURMbCcpKYOcPJnDqVPhZGZm0N3dNa3IVh81XRcUZf1OYpTKBvuTJ09y+fJlzW1ZbtQ3oX9YJHZq%20cbS5k7M6G2SQQR8tiWUvKbWXndtCefuB9epYypxZq3n1jYUsX76O6OgIbPYJLGCyw6CiEmLO0HH0%20RSo3/CedS75E45tfomLxD+k++Tw2/w3YI08xWBbHSF+9wsF+LE4zH3YypcFB2fpWS2mplfLyQcoq%20yiivKKY8vpSKKyWUFJQSnVhK+Nl8kk5mEepXQISvKp/K5rJfIRFhOaQHZ5F+upCY8zlciU4hLTOd%208qoyWvNb6I7vpbmsj44eO43NA/icDWbVyrVs3LhO24Yn2+fuVHLLfCrOLbLRXrRDiRygR2K5HsnW%20DLEtX8vcqUfqcIcEFKXBBigaZJBBN0ID1kESUmpYOtefx3+wiI2vbCPmXDi5OZmcv3iWQwc9iY6J%20Y9Ci77FTsrBviK7UBLp93sW2fQYd879J7cLPUb/xP2jZej/1B+bQGnWC0eY86O364PrfDZJIzM4+%20iXwz1ob+/k4FrHZG+2y050vINyelVTalJLRRX99CcUUBuZm51GfUU5BaQEp6EnHxSQQEpCpFJoWY%20uET8A5K4fLqYVJ9yks5lEHC2mIAzZSRfMJEcVU5yeAkpF7JIvFJBbmkDzXWNtGTX0yrllgZa21pw%20jo6MNc4l+JDZ3EdMTCSenvs4evQoSUlJH6oF8WbTlBxtBORkTe963p/6vsKEhASlWqdMCHqyV1HW%20J+V5YhJ1hySEU01NjZE6yiCDDJoy9fd0ER+ewPKlXjx13wY2vriVsrQi7W8Wq4WcvHzik9Mpq6pl%20WNbWuvMZKfNnIOgAlaseoOn1z2Cd9xnqlv8LbedexlIcQo3Svtq6pzlJF2dRy1jQduuwGWv/EJ01%20gxSkmKksGVLKaTOpafmUV7ZQa2ok2yef9KA2gvwbOXcuU4FfGpGhoYQcCyHxWKICvstExlzBlGMi%20PDyM2NhIpdAUcjm0lNjEXkqzzJQGV1OS2EdByQCVVTXq2YP09vZQVT31GMhWxTtJ6pCQEK8BiihC%20d3LUsSmBogBiVFSUtg/lWiQb8g8fPswrr7zCnj17NM1yPIndfuXKlbz11luEqg/qDomdWo+qb5BB%20BhnkLg0qDTE+NJbVT63hiZ8uZcM6P2qKxbypZIrdRkFRkdKkLnHpciSlRdnYi4Pg9AL6F32f8vlf%20oXnVlxg++GNGIldirYjF3lOnBJJV24I4rbgtonXVQ09ej6Yc5BfnUxRXRJFPEVleRYSp39Nn8/A6%20kcXpM3mEheaREZlN9tl8kv3yiEtIJy0jg9rkGuqj68mNz6WyopIeBXBD5iEFdN1KbktKKIvS3iSB%208QgKw7D22BiWsm1Ue3+JwjMq8WkcU1dzRSZLVJ+AgAAuXbqkvcedvG1uSqAodmKJDyga4GQkswQJ%209C2xBAUUly9f/oF8iqJFSsR+SSslCYjnz5+vJc28Vn16sFfREAVgP4rwQfJMeY+JAH66JPyWPZhd%20bmYDlevk+luxnivvJ+/pDo/1IO/TyYwxGYl1Qep2N4C3eEJL/7zZnskyAZN6pQ+6MxmT/irtvhXO%20YBIlSur+qAXOVPvrrSRpg/TXa42FQcsAiakFLF+whyd+8iyblnhQWPJ+Ro6q5jbOXvTH58hWzqx7%20i8hFv6N/7X/R99JnqX7l6zT5Pok1fSfURajKprb/zjI8SEe3ZNNxYLWbaWxppK6+nuycDLKVhlcV%20W0vGhQbiA4uURpfE+YsJBJ4uIcW3mgz/LLLiS4lPqCIwSJILl1Fc3kJbaxsdJUoWVbTQ2dVKe0c7%20zg7V7zvHMknYRz9c+Tg0NEBERCgeHrs5cuSIFlhdxoEsc92q/ioyR+p2Z/fDVGX3lDVFiVWak5Oj%20PURPqSNrfXpKGfkoEttUHGKEQZIiyjXFkjRQFmLXr1+vaZG7d+/W4g5ORiKM5HnyDNkKUlhY+JF4%20nwpPJGzdrVhAFr6JWVje1R2S626VGVlPReUO4OrpmG7FREHPoenO2oSAlfRF2Tp0K0BR+p7U7w4o%20Snul3bdin5ZYYKTuj3pNXTQD6X+3gzOFtEH662TeogO9XSRcjmbZnEM8/cwWNr67i+KSvPcvGFVY%20V1xO9LHt5G99mPSXv0ryfX9D/9v/TNeaX1Lnv0VpkxVTkBPD6vv0M6COltZeirKrMMXnU17cQlFW%20NWlXUklJTObCpTDOHw0h7ngKYX6FxCWXkV9QRlRUGYlJfZRVDFNV04DZIplILKoP1mn1fqQkYld1%20a/uQnd6BXvoG+rQYsXV1Es0mhqNHzxAcHERZWel7mWFEPtyKsSAyR08ddf1vMjXZPSVQFIEjwCgg%20duzYMS2ivHikyuKqn5+fJjj0pKMCjBIQXA5dsOmON5I6SrREyasoyYYl7+K1BIGYWuXIysrSQPGj%20mCnryUdvhaux1C08d7duuU6udyfl1FRJ6r5ecHad9MSut2Lf6FTrlja72+6pkl63O6QnFL4VJv5b%20Wfet7K+3kq7VX8VkmhCZwOqn1zDj7kWs33iRqroWRq5GehlxqL6lwN0e5sPg7iewzf8c1kX/iHn/%20Wzgjz+OsLsNuvnZ6OM3oODqCU30Tu92h7efOzTWRnpGH/6UCQo7nkuiVxSWffMJP5mE6n0lOqvp7%20dosCx2ZM6QW0NLUp8LMxbLMr2WbHYlX8dYiTjQM9uPjIyPvlm/MNP/g99beRviXda2REL4/idKj3%2061ZHoSpnjdCV00VhXiE5eTkUFOQoEKkkNVVNPhLKNDOqxWLW6rxdxsJUZfeUNUXZkrFs2TLmzJnD%20xo0b2blzp6b1SSWC3DpJec2aNSxevFjTKmXmIGgt9mZJKizAKMD60EMPads9JiM975pom7KYKxqo%20sU/RIIMMuhYNKg0rMS2XlUuP8/i9K9i45CSlpe8nOzcPm6lP9sO87xkci79D27y/pXXVP9F2ajY9%20OUk4+9yZeI/Q0t5MTUMVhSXVxMVVEh9vIiIintNn0jnnW0fkpSoywk0UmOqpKeyku7KTno5uepXS%2016PwtndAtL8P19wpSrXkcxbdwmIZUvK5SZPPFsuAktGNVFXZ1Fyhl5r6Jmqqlcaa3EFlVAsVccOU%20nW+h8WIdjYkNmFJMWm7JpqYOJZebyMwsob6+Dj70DSg3l6YEimLHFZOnrAOKlii2Y0nOKds1RIvT%2015YElSU1lDjRvPnmm5qWJ6Yt0TDlHtnnKM46co+sOYq26Q4JKIt572ZlWDbIIIM+fjTY30NiaAzL%20Z+3lqac82LA5mILiq4ColMPBylIaL+2mauV/0PL6n9Aw/2skr/8xPhvexuvgERIzTAzZfh+olO5D%2032Avff1dNDZ1UZDXRFpEFqmB8UT4ZnL2TBmp6VUKICqJi22gsNBObf0gTa2N6t4PYT+3nl14dAxm%20+3sVbHcpxaLHSmdPp3Z0dXYpbbaTnJxupbh0KhCs1jTburpa9e9mUlJqSEpSWmxKHUmpjaQkD5Mf%200U5FYgvlJQoUk1voViDprHDQWtOqmVBFa2ttbVL3JWg5cx2OOzvimFugKGqnrF8JsIlXqQCjONuI%20BiimUT0NlA5WsuYRERGBp6en5lAj4CcaojBMwFA0P1F7xcwq5lBZn3CHbhfzkUEGGXT7kZgy+8Vk%20GpvKqidX8eT/zGb9uouU1/aM6S7DFuxpidRue4vaN76Kefanadr+CwrDDxAXlcCWrZdYsfIgIaFh%20mnOOmFkdSuaI1c1qVVqh0ohyM3NIS8nkcmQe/j4FpB7Po/B4NtnnKzBlWBTwODVQsNtHtOTEI6No%205tVpvdfo6HumP3lHyfMoqDei2mSz2LHbRrFblGxscWArVPDb7KClzUFR7ijdWQ66TW1KUy0g25RN%20Xn6eEvr5SibnKDDM1wAgKytT/YpsblW/Q+p8tfptVPLaqX5HaW9V72ITXqh2qPcatY/tVRwdGdXa%20IyRZRqKirhAUFKQpL7diGePDouuCogCQgJ8Am2h0zz77LL/85S95/fXXNdOpuOBKpmrxShUngDEG%202TWNTkBU9hYKCMqiqxzjF10F6NxdN5J6ZN3S0BQNMsig8dQ/0E18Wi6rlnvz+L+9wvpnN1NR2X5V%20bPdjjfOi5o2fUPfc3zC0+XtwYROW0lQaWrpIz7MTElGC/6UILUjJsN1C70AXVTXNlJU7iE3oJNI3%20j7jjyZw7kkRoTBm1xUohiFcyLb2P/iYzQwNjIHizSZaLZK1Sy0lrGaShuoHhciv9yT2URdVRlm+h%20PKmd0tAGShOslEY0kxfWTHqKlfy0RlpS62lJbiYnJYfKmkrNOTI/P0fTDuvrG65a8uro7VV19quJ%20Rf+AOixKXot1TilF18F0AWyRy+JAKT4kssx1J+8ldwsUZT1PzKSiJc6dO5fnn39eM4vKmqE42Xh4%20eLBr1y5tK8atJCPMm0EGGTQZNRRUsHvBIZ768WLWvbqbvMSrQUFaKhiM3ED9in+l5pG/pn/7b6HI%20F7rGwrIMKPmdll7H2XO++JzzIiU+hSZTIzXx5cRdzOO8by3eZ/K4cjGbipha0mPqqW646gnaq46b%204Pdnc0pwEvEsF4/aIU2paGtr1TwmKyvLFVBnKKWjgnJVzkhV5aRKWoMaKPNT4BczTF58NzVprdRU%20DlOT0U5tWrsCvWGqm1rpb+hlpM5JR32HBqoCYuLBLsAlCoY8w2q9cUVDlJ3w8HBtp4FggThOum7D%20u9PI7TVFMY+K6VNukF/XQ2YaYh691elCBBTleQYoGmSQQa40NGjnkmc4c+9ZojTELRSnVyqkUWjV%20XoD11BzqF/wDlUv+GYvX21Cd88F7rTYSk7PZsm0PK1av5sRBb5K9EsnzMhHrlc1F3wJiEvJobmrU%20gnlPyTIoRrCr4tQ5YtfAR5QoS78dc98w5sERzD3DNFXbyMwcUeCsAC6vWZv8Z2eLWTNXlYvIyipU%20craIoqIiCgoLtKOzsA1z/ihVhQpIO8bMrNI0rX1X2zj6ITi9yBJaWFiYZkmU/emiMf5B5FMUjVFm%20FTLLkLKYPMVMKufkuFXu8K4kav9HtU/RIIMMuj1pcGiE0NBynn5kKzOf30pJZgXOHjVxzg1g+NR9%20VM//W2rX/hRz7AWljtUxHtV6+0bJylbaTkQ9Xt6XOX70OLEh0WRFZ1GQXqLAsIe+/kEFajfgLCNb%20eMVlwqIe3dNKUWktRYVWiiNb1NFAsUmVIxrIC2kmLcVKqtJY6+oaNU0uPz+P+vpqpckNqvKQAppB%20TSEQ+TdgHsBusWn1Dpuvb+K8lSSyX5QmabMcYln8WJtPbyeSziCzkjs5LYlBBhl0E6nfSWZQES8/%20d5AHZhzFL7BAnatkIH4n3Uv+C9vcT9N2/Bf0ZV2ECeR0f1UvFZGNZAS3Ex02oDTGJopLiqhvqqW5%20o4XewSkGthZjWaM6mhQISjqmojqaTA00VNZTUFRPQnIDSQn1lPjX0hDZSUOFjYacTpryuhX42mhu%20FUAZS6IgDoxWq1lz9JH4GEbI5w+HbjooitYos5lbAVzSUWQGYnifGmSQQQ6l8BVF17Dp1cM8+cQm%20jp42MVBRiTNoDmVzP0n5M59idP870JaEvhfQYrNisY5oDiXNjX3khRaR5ZlKokcap/cnkZhaicPp%20vuwSD/qRIQf23lFam4Zoz7PTn2KnL6OPmoJqTHkmMrLSKCjIp6Skl+JSC2UlNfQVd4Esuxmi7Laj%20mw6K4m1aWVl5002cYpoV1VzqdifenUEGGfTxppqqEVYvDeKJR9Zx6uQlOooTIHQJzoWfpezpP6fS%20cz6jnYI8YyBntlqoKK+gIL+LxMQhLl4sIzoyk8LQHJIPJnHCw4cLlwK1ICOTecRr63ZXjyHrkJJH%20FXQXtNOWMkhoQBXRV3opyuynPK+SHolR3NxEfmE+nV2d2raO4eFRTXEYFc+aO3s738eWbjoo6ibO%2065F0DAFQd7Q+6aDijSWu0kZEG4MMMsg+OMTZ7Zd5/rHDrF55jvpgb/B9FlZ+kdGl36L39Br6a8vf%20u35AKYrVZRZMQfkEncjF60QdAZdaKatqpauljZSQJLas38Ta9au1dHYTyRi7XQLg1yrQrFFHHWXl%20ZWRkpJOfkENZci152a2UV1to6bDS0dOJc2QsHKPIQ8O6defQTQdFATDpBOIUIx6potm57iuUziEA%20JxFvIiMjtT0t1/NaFVOseDNlZmZqoHgnpyUxyCCDpkf9A0PEXDHxzmObmffqYRK8TmLf/BvMM/+U%20/hX/zsiVA0otfH9ibu4wU23qJflCK+H7cgj0yiIqppGqarT1ut6+LgKDL7Fy1UotWpfsuxaZNJaZ%20x6z55bS3DynZIxFfSkhOlqQI2ZSXlWsxnkvKSmhsFm9LA/g+DnTTQFH3SJVoBgJcEiBcYqTK/sXx%20WTIkM7OEiZMN/5JJQ8DueiR1ywZR2QtpgKJBBv1hkgSojost4+2Zp3hhxi4OrVpD3c77GVn4GZpX%20fpvaCE+cLkG8LV0WKkLKyD6URcwhE35eeeTmyh49B7qFtLauljNnz7Bnz2527tyhBSQRb8qxDBxV%20SqYNKjCsJyCgXmmG/er+CjVJr3kvyLT8OkcM57+PC90UUBRNUKLXlJeXa1FnREuU/SrPPfccK1as%200DTD9zv1iPZ30RAFDNVzNQB1hwQYxaxxK7IyGGSQQbc/FZV0sXlFKi/e7cnux1+jeNa3sK/8HHg/%20wFDmWQZ7r07ABxQg5lqoDKwga186KUfiyYzOoayikwHLB+WHaIWS3eGsAsaTJ721+Mwin2RPtMmU%20pcqlajLeTFXVIJJCsr/fqoDQiKr1caVpg6IAopgQZPOmJAsWk6mEe5O8ixs2bNCOyaIbyPktW7Zo%205orJSLxN9QSysgYpoKinoBIAdgVIKesh5ca3UdybxUFHynLNWFR4i3Z+/PvK/ePrlhmhnBPPWpkZ%20Slk0Vr3u8dqrXCfnXVMOyeK8BE2X+qU+KetmGqlvvBlZ2icz1vGORfq7y31SlnqkPqlXyq77ReUa%20acf4gAfSXv3dpazXJ9dJ2dV7eDK+yr3X4qs74fj0ul35IO3R654OX/Vv9mHy1fXdr8dX6cfu8lXG%20wWR8nai/6nwdn6RZ7pV3n4yvrmNB56vOh+vxVU8CPhFfJ/pmssyifzMpX2ss2IYdlJb3sf9IEa89%20dYh1v3mcnDe+xMA7f0bflvtxlEVgldin6tpuBVxVIbVkH0gj2SudVJ8y8pOqaOuqZ2zj4AfffWRk%20bJ9dXFyekmPJmlCsqCjXfmXiLktAYka9erXiqYSrHJxUxggfridjhJd6DOhryRi9D+h1u8PXqciY%20yUgfC1KH61jQ+4PrWND7q7syZiLZfS18mQpf9bEwEV/dSVh+U0BRPLWCg4O1wN+SLUNSS0lQWOlk%20YoaQtFJi9hxPAnAxMTH4+PhoDjSTkbykAK2YZCWguGijwhABSUlP5dpWYbick+e5fjT5CALcMvCE%20MQLa8iuMkvOuH1Pu0xMau3Y2+RByn3jAygfWk+tK3TJoxmchl+ukblfhIx9KYhhK/fIOUpaJgZSl%20PleNWh848r7jM9vLdXK93Cf3Sz1Slnql7Noh5PnSjvEJjKW90m55dz1hp1wr18l7ugpena9Svytf%205V6pW+9wOl/1RNPuDED5flK3fE+dD9IeqXsivsoEaSK+iqViMr6On5S5w1cpj+er6yDWc4aO56vw%20QtqtC6xr8VUGq7t81YF5PF/lPunv4/urzlexyriS1CfvPhlfXR1MdL7KIe8rv9fiq7RR6h7vaDcW%20quyDXuPCS5EdevZ0PQmsXvf4hLBVtRY8D+fw1ixvljz1Wy6/+Qn6dv0FPccfof5KlBYYW75Edp+d%20+Lg+zq2LIXCPPzmZxRQUiryQMSHjvOoqMKp+7ZBxbde+TXZ2hdIQ20hLq9cSFIylVGr+PZ8ICXxd%20U1P9ezJNlzE6IOmJpnUZ48pX+WbCS3lP10mSCH25T76FLmN0INP7gzt8lb6q81XK1+LrZCTv7ipj%20XPuAHK4yRt5N2ue6TDaZjJlMdl8LnK/F18lktytfddk9fizcElCURsj6oJhKBeAk3Ju/v79mDpUX%20CA0N1cyj4zuQvJCEAhItUQKNX2uNUNoidemCVkwa8hGEucIQ148jZTk3vj59diJ16WX5lX/rM19X%200gLvTlC3XCsdV66Xv+uRfOT8+Nm7XDe+bs2NW9Wtm4D195Cy1Dd+JijtEyE2/nvo764ndHatTw5X%20AavP9MZHmJD26u1z3Vuqt3sivo73yNPrnoyv7iTm1et25YMeOel25qucn4ivru/+YfFV+vtUxoK8%20+4fNV6nbdVKh1y3tu17dfWqCHxTex+z5Z5j73L0EPf0X9M79BPg/hL0qAkv/2Ls093QQnlzAiRPF%20+HlVkpfRSL+MZask7NWeylj6eKVpqHNV1aMUFTdQVNSgJvTNnD+fpEDR9B5v5D3Gv+OtlDGufUqX%20Ma713Wy+XotulYzR6xv/7pPRzZTd7vqi3DAoCgME8cXxRUylcp9oiSEhIURFRWnepe+++y4rV67U%200FuAUbQ9mTkIcC5YsEBLQCzA6e7sRZBeGmzEPjXIoI8/OUdkAg1ZCf14LAlg2f33c/GVP6N27Wfo%2093qEkYoonLYBege6NRmSEJdHwPl0pfHVUl7lwDzOej+iQLGru4+WNqWRFVhJD2ymMEM0iH5q6yT1%20UYKSWwmaVmL4Lfzh0g2Dom42FFVV7O7Hjh3TUkmJlii5FsWkKpqgt7e3ZiqVQLYSST0jI0PLrLFt%202zbNdHr+/HlN+3OHpJ4x04axed8ggz7uNKTEUHr2KF5rw9j7418Rcvcn6Fr1DQbiF1PbGEPvcB9V%20NW0KBDNJTk4jKNBEUmKDkl+/r4E4LA4669vJyy0gNbODzKgBSoIr6a8b20PYP9CvLeOIxUuWa+7k%202J0GTY9uGBR1VV+0Plk3lLQhBw4c0A45J6ZO0Q7FlqybAsTGLKZQsVGL1idmVAE6dzU/XQ03NsIa%20ZNDHn9p6wde3jO2PPkvQf/0p3c/+EZxbymh7LQOOIaqUfAkJyeXMmVQ1Ec+gtrZRyaSJTfYdBR3k%20B+SQrq5LyWinON/JUIdFiyxjNg+Rl5+jpTySZR1JOmDkbP3DpWk72oipVDxMDx06pGmB4oWqa4c3%20m8QmLCDrzlqVQQYZdOfSoBMy0js4+MZMLv3gr6l86o/pOvkIo005OLuhKb0Nk38WwafiCY/Moba+%20idHR9+VWT08X9U191Fc6qU1poymhnqrUSrLTsykpa6HXxQdMZIpYt2QyL8s/AoqGpviHS9MGRVlY%20lwTEAQEBWmcSU6h0MOloN4v0xW3xbNMdbQwyyKCPLzU3dXNlmwdh9/wxLY/8GTafR2loiKWuT8mB%20hBYy9ppIO1hIbnQJTS0NOEfH1gBHcdLX301xcQHJaaWkxXVQEFRNT1knw/Zh6hvr6en+oOetWK/E%20slVWVqb5SIjH5u2aKcigW083DIrifaRHsREzqDjWiPkhOTn5pmfJkLpkLVHAV0DRiGhjkEEfXxqV%207RqXjlDw/D/S8/wn4MjvoPEK3QN9RCQ2EXAgnbQjeZiu9NLcbFOyaEzWjI6M0tvTR2FBMenpGaSm%20ZZKfV0ZPWx8jNud7smRk5INONCLHxPrketzq3LAG3b40Le9T2Vsk+z9k34p4lsq9KSkp2n6Vm2ni%20lE4rWzLEWccICG6QQR9fcpgttAQfo27mvzLw8h9pkWpoiaKrp5mEpHQuBiQQeiGR7Jh8WpqGsbtg%20V2dxGwVXaklOaCQpJZ/iojx6ezuV9mj4IBjkPt0wKIoHqGhvOTk5mnYoa4uynij3S6W3QpsTU604%206RiL4AYZ9PGj4WErDenBmGZ/h+Zn/w+cUIDYEENrr4WY5GLO+Z4nMzOV+oZaWtslcIBN23/Y1eek%20o62buogqygJaqChxUFndTldXu8FUg6ZM0zKfiilCtMSIiAgtuLc42MhWDDFx3optE2KqlbYZ3qcG%20GfTxIVH2HA47HflXyN9xH1lv/iUdB34JdeFY+ruIT2jD71w2WVm5DA70jqVk0oJxQ1PdCJnpPeTn%20lNGZ2YqjYgSnTWTFqGEC/ZBI5LFYDvUN9nrwgTuVpu1oI+GwxGNLsl6I96nsXZR9Prdig72eksrQ%20FA0y6ONDYgKtz4uiyeNB2t/+vxSt/nd6c3zo6W8hPimV5PNF1KR1MTA4tmxiNg9QU6c0wgo7ptBu%20TAEVtNa1Ye+1SbAagz5kErksIT5lv7oAiuz1nCi0551C0wZFiSQhmuKJEyc0xoiWKGt/1wNF+bt4%20eU3F9Vki48iaohHRxiCDPiZks+AoiqHj4KPUvPJJyt76FgVnVlOQV0xscgPnz6dQk9IwFp1N0cCQ%20xH8tJjXNRGJSLXlR9bRnN41lsr/RJih5J1FsRLjrsUZvPKKNyCbd50F+ZWtaN/R2Qnv32CGe+Y7u%20saP3atl2tTyifq3qaFXlth51fZeqsmusjkFV18BEy1K9fJSzAeGZKEY+Z85w9tw5fC9coFbJ9juV%20pg2Ksq4oAcAlSo3EQJWoNbI1YzLzqR6bT7ZtCJCKK7S75lBZT5S6DUcbgwy6s0kMmxJ5xlGUDB4P%20Y3n5z0h54hucWrGWsJA4QiKKCLhUS3b2MJqCqESEtddKaVGNAsRsLbRkbm4e7W3tME0zaUdHO2lp%20SiNNTiIxMUmbeP/eZN1hV8dVoHSoxjjHUgoP2wdxWFUDh9X1w33qKFENLQOLArDhclVOhf4UKM7C%20np6GLUOVTVk42lOxtaUwUpil/dpaUrVr6FR/V38byc9gODMZh3pPKjOhT52vSMNRXo7V3INzWIHj%20sDy3VR0F2IYl2PwAo8NK7loHVPtUGQvDjgFsVgXUw7axY/SqrBVHSNnXOWofi4wuLBwZHTsv5HQt%20O/XgsWMfgjF+29V5ucym+FFQVILfBX98ff3Iy87Gcgdb86YFigJmsk3C09NTM59KQHAJ+3Yt86nY%20msXMunHjRi32qWiZ7qb0EFAULdQARYMMurNJRGt9XhntB+cx/OonyfzRn3D8yVfw2BXH0dNFJKc1%200NpqYcg8JoIHm/ooD60iI6qd5HSlIeblKoWrVeHT9L3cq6oqOXPmtBaq8oia3IvW8wGZJKAr5sAW%20ASD1vMYmhaS9WGwDVNfH0V6UAKUmdYSqIwZK4tURosqJ6jccinwhK47WtBDq0vwYzoinpeASjfkX%20sGbGa7+N+ZcYyVT15PspLTGYofZYqnLP0Zms7jepOovOqd8rdGXHUll8mYFSBaClakJROvacptJI%20atVhK8lV10YrYI1WWJdLbXMkTUoTp1iBdUm5bMpUgK0Aq7ZGgXWxYmzxWFkCxUrk9fp6Baqq3KU0%2004ZGmblIChV1vkV9NFknlDjVHQoIHVrAhM7uXsUSJ6UVlUQnJJGdkMiQUly4g0NxTjtLhsQLPHLk%20iOZoI8k5BbRkE+xk3qdilpC/SweUSDiSXmp8yhFXkhmbrFuKQ4/ULYexT9Egg+5sGu2uoOfkEhpe%20+zzpT38S72eeYvNCfw4eKyYusU3J5Pc1tb7qXoqC80m7kElFfj+NzRYtYtb4/YY3SmVlzeze7cuc%20+ctZsHQpR0+cobi8AquYOUU2NStAyFPgka+AqFppbLlBCnjCGK5KoCUrkKqEs7Qnn4EkBVwJCoBy%20FShVXYRsVc5T5cpLkBNPd2kGdTVp1JnSqS1Ko6NBaY5N6dpvR3EaZCptsUwdQ8VYR2to7jTRl6vO%2056p6qgK0uvrz02muSsZsUoCYoAAx2V8dCQo8Q2lVZUdSrDofqNoaiLNGAXHOJToTTkCiAlv5W4nS%20YitqJFyQAlPVrnLVbpNqa7UC8qpsKFDgXqeOMlUuUtc2Kx6UNWArLKK5LYeG3hiaGpKpzsjHFBJP%20cWwYNemXyIv0Ij3sEKWBR2k+egjTrj2U+/uLJjNtTf7DpmmbT6Vzylri/v37tYDgYkKVBdfraXMS%20nebMmTPaVo5rgaJExhHgFS1Utn9IRmw98aaA4/gUIXJuvOlDtFNpz/j3kn/LeXc8paZat7RPT7fy%20niBQnUPaLvWMT0Mk17rrQDRZ3VKv1O9O3ZO9u7zfeL5ORlPl60R1T5WvEwrYSfgqdUsd4+sWDzk5%20P34v7bW+2Xi+TkZ63e68u+s3u5P6643w1Wy2iMWRYaX3WbtLIXIZQ0s/R9bzf8WBeU+xY3swR7wr%20uBJVTUdnP6PWEUb7RhlqHqI2WmmGQXmUKYFutg5NULd7fJXny93je1RNgxUv71Q2rNzOnk2ruHzx%20DIXp6XSmZTEcnwSpGUq7S8aao4Cm0BtL9nGsplNK+wpWIJNCc0kk5SWX6SnOV+BRoTRKpZXZ1Ds2%20qN9W9WtVgFqnyl29DFmsVNXW0tXVd7U1tWO/6t8jVdWYlWr8Aa42tWFvLGJouBh7U5Gqu13slWOa%20q2hkJar+kpKrv6WMinzUDlUuU20pq1TCVr1DWZj6zVeHAsRKOarVkYy9xJ+h3LOMmM7iSIvAnBzH%20aNZZ7OnnsCREQXwUtoRgOhJOURK7k4yw1Zh8llHouYJsj+Xk7p1JgcdTZO97muKjb1K+7R3Sn32K%20Sz/8EQkzZ9KfkYFjXF+7GXLgZoyFWwaKMohkA79sx9izZ48WGFxCvl0vzJuEU5I1RVmDHJ+o1ZUE%20MMV5R37F0UbuE2bcSJLh8W0SQNeTYLoDRPKe4xOriplF6p4oybDUPVEyXAl64Cp85GPJteOTDE9G%20ct1YNnDrB76D1Ds+Aag8X66dKMmwtHu86Vq8e8cnw52M9ETA4+PcCp8nS4Yra9Djk+FOlAB0Mr5O%201umnwlc9We9ESYYn4qs4hEn97jhf6MlPx/NV+s1ESYaFHxMlGZ6Ir/o3m0ryZnf5KuNLnjlRkmHh%206/hkuBPxVQ+X9ntJhtvUWK2pxzJsp3VAtUkBomXZF8h64c85pgDRY2cI+w4XkpTaRmd3H3X11XQX%20dzGYpPhwqZLmnGaGeswM2+S7jPzeNxO+un4zna/Sdle+yptVMub6gsv8prWjh8zkHCoiYmiPOUN/%20+imG0mOpDQii1tcPS1ICjUojbKzxxdoTQ11pIo0VCoTMLRrg2a3qW1n7KLMO02VR8sgxPAa99uEP%20lmWbiPDPZuf9rmR/D7GtMhbUBR/gqsNJn91KhZpOdDusY+uZV89rZk4x52rrhXYNLEdU3fXqt86q%20ytKWYcmkLOuPqj/KeqMkkjRb5SOqcj+9rTVU5iYzkBFHT2gwNX5eDMXtpz1iPbXeC7Ecm0Oz1xPU%20nHqE7iMvU7r6ASpX3k33vrspPfQT6g48RNf+Fyg5/BrNx1bTuXkdhW++Se3sOdQfOUKFUmT6x01O%20pE9OVXaP7683Q3bfMlDUB4m8kGziF6A7ffr0NQW8DB4xm8qaojxcgG4yEqEug0wEkgh2Wa+UgSuD%20W8/A4SrA5Jxc78pYaZ8M+vEMFIbLeXcAQJ4jH2K8IJXZqNQxXjOW9sl5V15Km0Roygd2BS7pEFK3%208MUdkuvkeldwkfqkXqnf9d3l+dKO8UJa2ivnx8+m5f2kbndmYMI3qWO8kBY+y3lXQSVtku8i38cV%20XKbK14loqnyVPqVnN58KX93RnqfC18n661T4eq3+KnWP56s+FsbzdaKx4MpX1282GV/1bzaer/2q%207s6uQWytPQxGbKNz6Reoee7PODd3Bh6bLxF0pISc5A7VBhkrw0rhKSQ3PpeaxBpasluw9FqmNBZ0%20vmpjwbW/CvjLu3arsVCtJgv1DUqbMzFcGY45LxByleZXeBbSPWi7uIns0xvJiD1GRWMiDe259AyV%20KQjrVEpdDz0D+ncUHlhxXK17On7x9quAPV4KWK7W7Y4nhfTQbplAyfcTbbRTff8u1V+61Dv3lKlZ%20QQ6kpagjBDL8scWfpz1wPw0XVtB84iVaDz1KnQLAJq97ad39X9Tt+A9qt/0XPYd+zKjfEwwcX8Dg%200TWMhq2nz3QQS9ElpTHHYa5IVYrzRfJO+tCbkIjSZHCoSUmH6jvWcZYD6ZO3g+y+paAoHVIaKCbO%20s2fPambRyUBRBIugtuRRFHOrpJqS+9whY0uGQQbdoTSoRHv6Jezr/ouOZ/8vpjmPc2FrEKEnKqmN%20rcHc3q3GtQivYSUPCsnMzqC+SWnn3IR1Q/HWsSmZMdqrZkSNSlUpwlmYprTBCJxpfoxmHMGRdxjq%20zjJa4093xgmqI3ZRmnKM0vZYypWeNni7bIAUvBgWngjQqHcyKxgdUpDZWaMEZLE6CqExA0qj4cpF%20hv2O4ww8BpGeDF9chvPICti9gKGdD9C3+3f0736azr1PkHf8V5Qc+Qkdh35BzYWHabr4BO3nnqI6%206A26g9dBwm6oOKgmEuINqzSuhja4imk28UNqaefchYscVwpRqZLv5js4k9G0QVFQXcBKgoEfPnxY%20q0wAb7LUUYLaovbKmqKYQAXkxDzjDgnQilZpONoYZNAdRJ1KS0kJYNTrQZoXflUB4gxSdgSRcqSY%202oQWhrqHlNJWTU5OEybTgPoto7mlDofzJkRFEVNheaUSHrlKZVUaTMVFRlsilfYbRWn+WbrTwulK%20D6Gs0IvuzhCaa5MpU0Kxu62NYUs/9lErNiX9PxRXkVH9GJWo6Gg2Vad9zPQqh03JvRYF6sWZiqep%20jLYqbS/Pi9HsIxD2LqMnFuE4MQfHycdwnHqUof2vUbr8Ieo2/phej7spXXE3LetnMHjkWUqO/ZTs%20Qw+Tv/8NCk/OJjd2E6aQPVT5H2Kg/rJ6TCyVBRkM9jQzYu57b5uH5oEq6qiL0aSnf4CwiEgOHz3G%20oaNHuRAQQIObS0G3I00bFMVEIdsypJL58+ezefNmLWPGZPsUtSzX/f3vPUPUX3dDwsm1oiXe+MZa%20gwwy6EOlbiXIQ4/iWPXfNL3zRYpWvEDUjmDOHyuiLKNDaYiSzslJTl4piYlZZGVVqcmv5Ey9CZrZ%20kGXMoSQzG/IVgJScg6wgOgsCyG/xI6szgpKSTDKyo/FJP8CBc5vxP3yWnJBaqsth4MNUDocVyjS0%20qkOBSWOR0mYTxg7TBaXxHVWH0tIi10DIG+DzHJ0HnqXu6GM0nfsNDT6/ouXwI1TseZb4XTOI3PVr%20onb+ijCPp/A9/gYXDj9KoMcvOHfsReIvLqY0eT0ZpbuJV5pwflwwbVVZdHdV0dHaRG9TK6MjQ1hG%20bfSaR92aDOhrzOIEKUqL7C5wd5vd7UjTBkVZNA0MDGT9+vXMmjVLA8WkpKRbspdQmG+AokEG3QEk%20moSsiWZfZnjjd2h75RMUrXuAhO0+hO/IIe5iAw31HTS1DapJ9TDJySVKGGXQ3CwOTTeqIYoFqUc9%20ultpL9X0V+RCutKqUhUoFkfiLL9Ad3YQdTl+FLb5kz2SRVlPHSlFGewJ9GTOigVsX7iNuBPplOVb%20P5CI+EZpSAKWm21jHq/Ck36l+fUq7bVeaa/1aWrSkKJAMFSBnx8Ee2H23s2I3wZVXoLt5JuYPZ+h%20WwFd9e4nqDjxEPmn7yd5z++IXPc7zm28h5MHfkDAmV9xTgGk54GX2HZmDpvPLWBvwFK8Y7dx2nSW%20gLTzBMWf5lzmeeLKwqjuzqKGJqp6W+noHLhNOsztQzcl9qmsIy5atEgDRNmzKE40NzPJsOuzZDZi%20mE8NMug2J0GUhCCcx35H66I/JVdpivEXTnJyVxjBG6JojeukvrCRrNxGcnIt5ObWaIA4OnqDwf4l%204oytTh3ZOCyJ1Nb5UWu6xHBGFrbcHGyt2fR0xVFedoHO1iv0juRQgdJoRs1UlFdy5PhRdu/Zg8fu%20vQRcvERXV6/bJlNpsTZPHxlzCrWLQ5ZzWDM5dtVWUJ2fhaW9RoGg0gAzYhlJCWfk/FYc59/EkvAa%20Zv8HsRyZQffe1ylY8QAV786gec9LZC3/DQkbHyP0wOuc8J7JkbCVvBuyk8U+e9kR6cGmwOWs8FmI%20Z+xOtl7eyDr/NRxNP8rJ3FMENQSROZRJbm2+4mur5uxUWlVBo9IGnaqhugXUCJn++3RTNEXZgiHb%20MS5evEhsbKxmPnXXk3IqZDjaGGTQnUBqfBaGMLL6fpre/BNKV95NzE4vtm0OZNXay/gdS6I4rYz8%20rHaKiofo7XXS329WcucG7ZWyHUH8EkrylUZ4hdGK0wx1XqS5LlFpfNmUtJsobs+isiaPru5a7PZO%20BQhDSq8cUr+jVJVXcfzIcQ7sP6C0LU8uXrqg2tPj9uM7lKhrUoqfrQpaqwdpqCtSbQiHuIM4fN/F%207LOc0YA34cJTjJx+hMYTD1N98AnyDz5FuPezhBx6m9A9qwk+tAFf3xUcOLmGdw9vYqXPKhYfX8+a%20U9vZHbEZj4AlbL6wlnXxR9iec4xjaWc4H3uZ8Ix4UityKG6roH6gmSaz0gCd3eorWDBbLVokN41N%20FhsOm2Flux5NGxRFazOZTJw8eVLbcygb7W9VKDYBRWmwAYoGGXQbklg9u9XYrAnGdvoXtL3wZxTN%20vIuwdZ7sXh3HwgUhbFsbRfTpPCpT6qirtNLTM81nWtoUIGaPbTOIEzNksNLIkhlsz6O1RWmDTWmk%20t6aRXV+grVWOToAJsh52+MhhVq9bzbyFczhyeD9D/V1KlRrGZhlbG7PbLXT32GjrVrhb2UZZQat6%20bCe50ekkXY4mzy+CpqNnaPfZRtu5OXR7PkvXjsdp2DGDKs8naTv9MPlHHybs8HMEnp/DyROr2H9s%20HbvOrWP5sQ0sP660v8DD7ArbyrbAnayM8GB25gaWRB1mT0gIF9ICSUjzJTbJh+Acf2KrYyltKqO9%20uZ32xnYc1js3VdPtRtMO8yb7RWRzvWiLsk9RFlpl4+ytSO8kHq2yH9JyB8fVM8igjy3JZvLMy9iP%2030/rkj8jZ95/krzjKJ4bYpm35AIengnEns2jMaQOZ4Fjepv6ZPeeVQFXTTxk+ylJpn4LwhipT6G/%20t4vi2mrqWk1YrAXU1BbS3DJ51Ky6uhqOHjzAorfm8spTr7Blyz7yK5opqOsiKaeKspoOTAUlxMWV%20EhlSztkT3lw5dICcXUoRWLSIKxueIXv7gxQs+jGtO39M4757SV/zW6UovsYFv/mcCF5BmGk/nnGH%20WRjszbaECFYEnmFJwDZ2JLzLqovzWXtpBceSd3MuYgMJ8Z5klJ0kqG4vcbURFFbVU97YwpDDQZ+S%20txKr1Z0ADh8WyY4CfR+u7DMUpWUqEbpuN5p2QHAJ6SZmUwFEfWOxMONWJPiU/ZBSt5Fk2CCDbkPq%20KGTE5zEa5/85+fP+h5Rdx7lwJJhde0I1QIyIzKa5pgmH0rg0n5gbFhFKe7OZoDoQ0tVRoACxT2mL%205noGOtuUJldOals2tbZK9QglnC3ma5oNq2oqOeZ5mG1vbmHHnONs84xjw/lill0oYfGBFNZuDmT/%20wbN4exzl5IpVBG97iPJD99C/72E6tz1H+e5fYdrzP2TsfIArF+fiG7uOE+Eb8IrfwaFUD/an7+dY%20rhd7c7exNWYJHhdWs/PyUranz+Jg9lwupqwjMmk3qQVHaWgJZKgmluGyTPoHajHb+7DZndgc7zPL%20brXfVouBvX19hEdGcvL0acIiIjRQkSArsrR2J8rqaYOimEtlA74E+BaNUWYwsp4ojjYSE1Vim7pG%20LhCwlJmEzCokfJasEbob3kzuk+ga9jt4Y6hBBn0sqase+5klNL/8V+Qs/W8yfI+SHlmshGQ8F46H%20E3M6j4ZKBYgj1huqfsDmoKm1kyGlMVGXCg3n1RFNb14W3aUVjIx20jNYTn1DPjX11WQ3mKjsqr5G%20jUomdbcx2tlKcFw6r6w6wVtLglm5O5WFx5N5xzOSN9ftY/X8JfguXEDijtfIOfYsOUefJtvrd5SH%20Pk5t7EwK/d6m8PxM4i+8zgGvN9gSvZQtuYvYG/oKV/a8TOKcJwl97pckPX0vsc//B1ee+AoZT3+J%202GMvEVF5ipy2EJrb0+lpzae3MRPizsLKefD0S/DOIti6Ux1bYNVK8PUVb8OJX0eBEMHBcPkyhISg%20hC8UFY3FRb2e06OrPL0B2SoW8JCUFI76+xOelKQmGWOhC8dH17pTaNprigKCl9WHWL58uZZTUZxs%20RHsUQBTnm3fffVfLfabHQxRAk32NApaSU/HQoUNaqhZRt6/HQImLZ+RTNMig24z6WrGHbqD11a9h%20euCbpHp5kVXZRk5RIVk5WeSG59AQV4dj4AYnswoQe5trqcmKpz8lAbIjFDAqoW8fpKG7l4K6Yto7%20q2moj6W5JUXJLzPNTa00NTZNnKDB4qS7oouKpELiElJZ4RXEb5ac4dVtQWw8doL9x9Zz6fAKwlY9%20TtbyXzJw4AWGDj7I4Jlf0h88g7q9z1K65Q2y98zk/LYZXAqYjW/iBtZdmM/2qEWcTp9DxJGH6f7F%20DzF/8qs0/OmfYfuzP6fnT/6Wpv/79zh++EU6vLbT1DXOBDqg5Nrho3DX3fDZz8KnPw3f/CZ88Yvw%20V38FM2aAAp0JScle7lb3/c//wE9/Co89Bi++CK+9BkqDYyI/DDHBKnmt3RuoNO6LF1HaDYSGQkaG%20OHGIbfT375M4pEoZ0o7cXIaVPK8JCKDQ25smJdNH7/AtczclILioyqItSl5FCQwukW1EcwxWM5dz%20585pWzUkrZSQmD9l28bu3bs1MFy7di0eHh7aWuFk+w91sBR1XLRRd0FR7hsPtPq56c5gplLHZNd+%202O34MOr4uL3PrfjuN4OvU637ZrRlQuppZjRwM01L/hHTzK+QuXUtpphmTMUWMkwmJTczaKxpwGl+%203+TnNv+0a52MNjbjMEVhSTuFMy0SqqoZtQ4iW8sbRtpJ74ohv+wibU25SnYNanc67E4ctt8X6LIF%20si2zmVDvfFYfS2O290WWKCDa5XmA4CNrKTn2JB2Hf0jvobvo23sfHZ7PULH/JYqWPkfRO7+lctYP%206Pvd97F+45v0/dOXMD3zX5z3ewqf/BVEZHmSkBlMUXEy/REKZJ5cAv/9GM5HHoHHH4eHZjHy9FrY%208C6j+dn8XuYrSeRryoVDh1GCkdGVKxmdORMefhgefRSWLh0DxYlMkkqI89Wvwl/+5RiQfuc78Hd/%20x+inPsXoq69K0sjfv0fJUuYprfRrXxu79ytfgc9/fuz3Zz9TAH1Yy7/4gb4jv5HqGzz4INxzD9x3%20H/z2tzh//nMcP/iB1mYm2HlwO8mY69G0HW0keoE42cheRTGl7tq1i3vvvVeLayoBvGVfoYCeaIXa%20d1eaoly7bNkyVqxYweuvv64lKJaF2onszxIZQcyrenxVPSD49UjAV1T48fslRbOV6PnTWaiWdVPd%20POAOSbtFy3U1+4pJWUBeeHSjH1nuk/ulHncCeE9G8h7yPu6mVpmIPgq+TkS3kq/y/eQ7XivV2UR8%20nY5jmM7X8RFCZBlB6nbHmUHnqzsZR6ZGjTiTN9L84j+SO+MfSPaYR25sEj3FUBrfQnBQCMWlRVht%207/erqfTXIdEEm1IZyI3HnBxNa1Y4tvpKrK391Le1U+OoJ38gltx6P3VdOo31vUgymMkUlZKSEXx8%208znmEc5uDz+Wee7j+MH1pB2bTZ3fy5ijX6Y94GeYPL9F0r4fcfHQL/Ddew8J835IzXe+QfNnP0/H%20t76M82tfhn/6dwUMDzO4cxWVJl/Ke1Lo6SunXwJg9yv52abAOb5IaV3JkKm0rqxMpX2VKtCrVwDV%20NJal4vc73lhy3o4OLKqfyTfrEeBKSRnT3JSwprV14vyEcp2Soxo4njqlHY5t22hasIC248fHtLvx%20JKmnNm2C3/xmDAS/970xgBTNVLTO/fsZ7emhTfXjJvVcp8gvqUc0yocegi98Af7hH+C73x0D1a9/%20HWbNGmvLuH6p99fpyBgZAzIWbvXug2mvKaaoDyZmUgkCLrFMpfxv//ZvmilVSNYOpSwmU50EIAU8%20JUvGq2oWI1k1ZPBPJMRkEMmWD1l/FG1SQNGdzfvCfImpOl6ACWPFO3Y6YYhEyEnd7gYoEL5I+11B%20UcrSSSSdyXSEt9wv9UxnnVXeQ95nOsL7o+DrRHSz+Konth7/zeQ7yvecCl+nE2xC5+v4fb8yrqRu%20d4SMPhYmi0d8Q9TThC17I63bv47p0X8gbek8chITKCwppyimifBjiQT4X6K984MpyybiqwuDx7K/%20y8b/7kYGG9KozTxLf1IIg6ZC9V2b6LCrScJAA+l1mSS1JpNTH0ZrY6oS2DYtH7BY/FxBsX/AQn2L%20jfiMFvYdTGDlIg8ObV7OZZ+3iT89g75DM5Tm9iPY+E90nf4ZV0Ie48D5pzl8dhYbQt9kV8CzFK5/%20CsejSiN6SGlrM9+BOXNh794x02OteqDl5m+HkB5Ty1i2ixseC+qoV/2mZbI94zL5FGAU7VOUlqCg%20Me3w4EHw8VEAbmJUjclm1Y8b1HhyyPeRPpSfP7Z+qbRZizp6lALUr8Cw+aWXqFcKUL9SlEbGfd+p%209NfJSMbAdGWMOzRt86nMnGVNUfYpigeqJBmep1Ry8UgVYSBbNMR8KtcIQ+QQs6qPYrqEh1uyZImm%20VU5mPpXZtjjjSCYN0UQFFN0R3iLYZDY6vk4Bcjk/Ha+oyeqejOQ6ud5VSE+1jqnU/VHU8VHw9VbV%20cbO+2a3k61Tqvlk8eY8GWhkJeJeWJQoQ532VjB1LyY5IIF+2LcSksHnDWbZt9lUyNZdhm8W9do+o%20fyvtbzQ3D4cpA2d+CCMF/jhykhjNNjFS3cCQZYjy0ToynJmk96aTXZZNc2MDI84xeSU16lyyO5W2%20rwRxanoB533S2LDmCBsWzCJ8y8u07b+P4f3fw779uzBXHb/8HObv/x8in/4Ge4+9ycn0AyTknSC1%20PYTCzkQsuQr8KqrULKdLXC3HgNtiHkPfW2TJk2odjM8eeWN1OCfvGGPvoB8CZFqeRcuYpifavLpG%20+2bau169Xs4LRkgqM3UUKC0wQwHrJaX8nAsIIF3NTvrGWQJuFxnjDk0bFKWBYiKVPIoCfKIRhoaG%204uvrq5lVBQCl7Ofnp2mIovXt2LFDW38UZxsxo+5XarrMAiZ6WZlR6vm3JLOGBAYwwrwZZNBHRU2M%20ZG2m6ZV/JO/Br5G+Yz4ZMVcorB4iKqScLTO3M+e1ZZy9GKKFFnMLNeQS2UeYV4w1NZbaZB86KiKV%20mlSjNNJeBUKDWNt6qK2vJdOcQ2Kf0hBrTLS2tGKbREvLyS/B51IEJ46d5OKSWUTPfYLCtY/St/pe%20pe19H37zj/Bvfw5//38Y/pNPUPann+Dcvd9nx+YV+McG0dpTi4U+pW3Zxtb6DJqQRBJXKiA9r2S5%20z6VLnAsL46wq1yhl6U6laa8pyvqAeJcKEIozTVZWFjExMVr6KN3ZRrRAAUPxTBVHGdEQ9ZBwApZy%20jzskppdbFS3HIIMMug51NWLP2Ejr7m+Q89Q/kLRwNvmRSTQVtVKe2sf+VZG8/PPlHFh2mLrSavfq%20tDG2zSA3FpLDsWYm0lAZR9dgw3uXDAzZKWuoI70ugxJzMtV9ebQ0tOB02XvYO6gUuSaoy2sjJzae%20S15rOLfrZeI3P0Pd4p9gOfgceM+FJ3+E+bOfpecT/xfn336ege/fTdnPf8W5/72buQ88wgsvv47H%207n1UVNTgtBuRQd2hQaXQpCtlKC8/n9LiYpKV8tPiZpb725GmBYqiEktGDDGFihaYk5OjeZSKKVX+%20LSbPiooKrT7RAuV6/VfWCsVJp++qd5M7JKbaqXifGmSQQTeJLG04xGQ67xuYZn+VtJ2LyY6Ko7a0%20id5sK3HbElj62DaWvHEck7/S8DrcGNMOiwLaFkYLU7Fl+CjAvQQV5YxcXR4R71KrdZC66nJMtekU%202dMZGDWpv7wvcEWJa+10kpdtIetsKTEbTnJBaYaR239Ow6n/YfTML7GcfJmKhK0UBK6i9ZEfUPv5%20v6XuO/+Obf4C2iIiSUxKxvPwYZ5dvYaH3nqb9evWk6LODQ0acsYtUvJb5LruGSry/U7cn6jTtDVF%20MZ1KgmHR+ERTlAwZsq6oh2O7lnfcVB07jH2KBhn0UZACroJtNL35dXLv+xppWxaSHhlBc0c7XT12%204kLqWfvkHpb8bCmXtkTRV2F5Lyv75MKDsQzx9SHY2hOoLYqhuaxACYX3HTGGhjqpqoyksSGCXnMa%20Q+So28TJ6X0njuKKQYICSoj3DiNt1WLy5z5K9cZnKdw7g87Yl3E2riUj34PTOdvwvvIcFzb/N0WH%20X2AoLZCRujqsSj5VdHQQZzKRrLScSCXDRAY2KVkzHY9ug+5cmvaaogCUOMLI+qHcq5tIb8W6nxHR%20xiCDPmTqVuCQrDTEPd8g9/mvkTR/FpmhsdQ0NGsZJnqto+zan8ALP12F5/O7aUquZdR6rTU4ySJf%20C02ZkBUA1VE4nHW0drfR2fe+zOjrs1JTU0Bdnb+SMeK5LpFcxnwxNa9KpSxmxtQTeCyc0L27qTz4%20Gk17fsjAyn+GWd+naf4L5AavIbFlE0dS17IhYgH70hZwpWAXrdaMD7RIJue9emRyNdEX78Y7WdMx%20aHo0bVDUurnMtioqNHB0dw/XjZCo5UbsU4MM+pCotwO732baZn8D0ztfInXHPLIi4qisrsWGE6fV%20Tm5SKQteP8CKp3eT5puCw/r7E9ZhNW7NZitOdTBYDp0BjJacwJJ2GUtVHeNTKFosPQoQi9SRrsZ8%20MVqsU0W24REkaUVTRRdJZ034LznM5XVzKPV6CPuh/4Et/wbPfAr+648ovffb+O9+luMJb3PcfwHe%20IduIqYtnaOTODFJt0IdHNwUUhUR7k+0WtxKwBHCNLBkGGfQhUH8bBG2j+Zmvk3PfV0l7dxHpEeFU%201zViu2pWrEiuYM/Le5n5o3lcOhSiAGvicdna2UlVYQkW2d+WHwK1Z3D2RlJXnkZ9Zf0HArQIIFZV%20hVNfH6gmwCXqzJg5tc9spqS4mvzQckw7j5C3+Cma1r+oNMRHqfD8f9jn/zv8v8/C5/4I679+gqgH%20/hSfPT8hOmUPiQp8S8uLGbQbcsOg69O0QVFykYn3qb4xWLQ5iXN6I8A6GUmdsmFaPFilwcaaokEG%203ULqKcQZPpuWhV8m74kvk7x4CRkhJdTUdzN0NTqNpaqfg4t9efj/vc3WOTtoqJjE27Sji76iMtpT%20ErEl+UJRGBLyZoQ2ugY66eoVRztBxV76+vKUdhhGc/N5NcFOR3JLtXdDTgGExOVz1mc/4cvnU7z0%20fgYP/xyOz8G5/iUGHvgX+Me/wfq5v6D4vz5H9Kvf5eKpx0jJ9aSzrYxuJY/shoJokJt0w6AoWqE4%20voSFhWl7FOU+8SiVzfWRkZHTikoynmTBW6JgZGRkaCZaY5+iQQbdXBKjp9mqxlVHMY5zr9P29h9h%20WvQZUvYtIyuyQsKNYrkqFka7Rgnfl8CrD27kHQWI6dk5OMeZJYedFvq767AX5EBKPGQGQ2mQUvkm%20AM8RBwMDmTQ2nVfjPJyBwRLVFonWBFEhdZzcH86JPasJ2f5bclbdTceJZxnK283QlRMMv/I8A3//%20KRq/8FekPvFtAjxfIDBmPxn9WfRgaIYGTZ1uGBQFAGUPomzBCA8P17xPZXuGAKRkxhAN8nqL1WJq%201V15r0XydzHPCjCKt6sBigYZdPNI9LSWbgsVmZEMnn2a9hc+ienJL5AesIz0nDI1lkcZ1h0xFVhV%20hTTy6iNbmTlzC5kSteYDapgay6MOOrtKKM/3ZyAjBtJCoCRQKX5N2t8+MLbVf8P2fmqVhtjYGKu0%20ukHKKofJK7KReLmMsyvXELjht5Qe/V+GTv4Ua8R8Okz+FBYnYcrwIX/+vaT85NP4Lr+fQ8GriSy/%20TJe1l2Gct1PKQYPuILphUJT9hXFxcURHR2vaoWyVEICUkG4SsUY25EsMysniLYrDjMSxE/DU00pd%20jwQYJUaq8w5PTWKQQbcTtQwMkxMTRdb6Rymd+cfkz/4XEk/tJ62tmmqlbA25KFzVWeXseHofv7l7%20KfuOhKix6AqIMi4boD0Rc34IXakhDKcmQJkJ+mtxjW4jpXaly5VTpe6opn+omtqqViJiuzgbkEew%2032EyDrxI8cbv03j6ezhyX4KmQ/QPxFLZmU5KVgC+AWs4tncGJ0+9xsVyb5L6c2lx9Bkf1KBp0ZRB%20Uf4mji6yxidriQKGuoONmDZlI7+kj/L39ycoKEgzpYpnqh7ZXK4ThxmJiSrmUNnCIeDpDgkoynqi%20AYoGGTR9EpNpz0ALDfFBFKx4kMwn/4zi+d+iMuIIlbIlQv3ddfW+q76TU5v8ePKHc5g3cx+ZOTUu%20f3UwPFhHd0UY1hJvyA+AzCylIVZA70QBnPtpHE7FNBBGbl8e2c1tXI4p5vj2E3ivnE/cgUdoD7gf%20zj+ljlchZQs9zZdJ700mqOwkl4OXEh6ynOCs08T2ZStobVQtMOSCQdMnt0FRTJiiHYqzi0SrEdOp%20ZL+QLBm6N6gAnuxRPH78uJZTUTbxS6g3uU7Cs2kDUQGbmFvlb5KIWIJ8u5N1QNYVBTwFTA3zqUEG%20TY+cI9DaXUVx3E46Vv2a5qf+mtLF36QvzAtn94AGL65+5MM9ZiI8Qln82HYWzjvC5bBEers71cB0%20joWVsdXRWxVKechJeqoiFdrmKA2xdCzjxe/ZMfuwOrIorPYjISuY4JRkNl3w48CRVWRsf5LcZT+n%205cRMiPKAvVvgzbfomfU0qSfmcDJ1D/uubCYoeC2tCiRtI13TDpxtkEGu5DYoCnBJtJoNGzawaNEi%205s+fz8yZM7UsFwJyOknoNl1TlLIA3+rVqzWNUUjqFsBcsGCBljJKtM3r5XkTsBVANBxtDDLo5lBr%20eQO5pzeRsfzrFD791zTP/zmD4ccZ7fr9XJYj/U7KgkrY8tC7LH5iDZfDk+ke6FPKnrpWvE7LlDZY%20Eo6t1Ju+mnCGhxrUTYNKzRwcy37xAerD7MwgttaXXeGXWXI6hRUnffA8+CKZe77L4PEfYwmchdNv%20OyyYA9/5AT1/9zVS//Of8N7xJDtj1+Nf6E9Ta4maqPf8QXwrgz5ccgsUZR1PQG3lypWsWrVKu0GA%20T46lS5dqyYJFe5RsFgJyW7ZseQ8EBUx3796tBf8WEo1P1hzlnoiICM1BR9YlZV1xoj2OYi6VOiQX%20l8RSFVB0Z0uGaKSynilmW3kf8YYVMBVTr5x3Z6+jtEcAW95L6pOy8EKvz92EunK/HolHyvKuUpa0%20WO6up8p7SLvl2a6RfUR7l/J0TMryHnrdUyFZF5b7psrXyUieL3XI99Xrnur2G+GD8EP4on8z1z7g%20boJS+U7yfaQO+UaufUDK7vJVninPlvL4b+bOnl7hp/BB+CtlvT69P7gT3UmukJV9+TIj6hN3p5po%202L2Iohe/QMaMP6Zo6wx6EtTEtuf3J5sOh5WK/FqOLfNn7g+W4rXyGK2d3fRJGyrrsKXE05noz2Be%20sHqIRJ6R7Ajj+6Js41DtHuikqDqbM6YQFgaH8Op2L5asWcnpXU9R7PEDRk49ACEr4eQaeOEZbJ/5%20CqWf+ARp3/kbwt9+CN8LOwgrDae+o1kxFy2UXN9A/0fH1wlkjNR1IzLGtb+6ypipJtQVi570W72/%206uXpkPR/XWbp5alG/JEoQe7ydTISOSN1iGyQsuvYkvLNCst3XVCUlxevT0n1JHkSZQuGMFn3HM3M%20zNS0R0kBJZ6hYl5du3atBnbCPNm2IeuMklJKXkY+kiQYFi9V2Yjv4eGhgag460zEMOkk4oyjCxV3%20N+9Lx5T7dMFaVVWltUc+jpx3p6OIgBUwlkwgeqJW8bqVDyL1Sdkdkvv1BJtS1jNQS8JaKbvTweSj%20S7vlXeSdxElJ+CCZQ6Q8nc4m7yF1T1UDlwEr98k3nQpfr9XppQ5dGEh5qtnihQ/CD+GL8FjKrn3A%20nUS78j2k38r30bPWu/YBKbtDsnYuz5T3Eh7rfUASIEvZnYmM8FP4IPyVstQn76L3B3eStspoqRZz%20qRK87cnxFM15jq6nv0Df65+n4t2n6avIm/TeBjX2Dx0L4fVXD7L5DS8KLmdh62ujsSpfYWAK5oxY%20qvL96egqZaI0UaMjdmxDzbR15BGZncZaP3/ePHSOpR5n2btIaYfL/pORo78Fv3mQeAGH3xns9/6C%20gf/zxxT/zf+H328+T+SZuRSWRVFWWcqA9FFRZmU50ywZp1p+j6/uCEcBoWvx1R0ZI9fo/VXvX1KX%20Phb6+q7v9CNtlTZL210To+syZqqJoaVPSb+V/qvLmMZppHGSsSD9XzBA6pNfOaYapEUUG3f5ei1w%201rFAZI7+zfRxNp0ExlMGRREskghYgE/W9FxJrpU8imJSFY9Tabg42AjoielUTJ4CiqIVyguJpica%20pgQRl/VEWX88cuSI5rAzkaYi5+TFR69GYnc3ao50Dl3j0MsiMKUT6mV3OoSuBTm1UFXmD9R3rWDn%204wFa7pX79JmplOXX3U6i80EPdedan5SnE0lI6rsRByZXXk6Fr9f7ZvKuen1T1V6FDzfjm+nfRv9O%20rvW5O/hc+TrRN3NnMqQ7lwk/XB3NXPvDdXmiHmOub6Lx3EFyFtxN1rN/Rffsuxg5ux9rXYXi2eTt%20CAxM57kXPXj1zaPERpUx3KHQqCwAa5aX0hKDcBbmMdTbzLBzIp44aG5qICOhgIMXU3jy1HmePeTN%208X0bKdn7BC1bf4nt8NuQ4q+kZi191RmUb3yLks/8LdF/+QnOv/0jIrP2U9evJhZK27TZHXq1Y4n8%201Ktbh60fGV9d++tHLWNc63Ptu1LfdCOAjR8LckxVU7xRGePON9PrvlnR1K4LilJOTk5m27ZtmtOM%20zILGk5hMX3zxRW0Dv5DMigUEBfwkULh4mMo18jBBdNnPKOuQYlIVzVO0SJltXY9h8jF0k5ZBBhk0%20OQluiB2jX2lvI7XJdHnPonHeNymd8ymy9/yA9ive6oJrm+YKCrp56XUv7v/lOvwPhNBbmwtDCdhr%20fGjP8qGvIAW6Jjb/O/qtZGe1cDykhMVekbzjcZBNe1dzftcrNJ9+TgmNhdjjPehKj6Olp4YiczZX%20So5x7tBrnHnj54RsfJPMohCa6TGcaAz6UOm6oCgoLKC4detW7RDvUldEFpASsHzqqae05MI6icot%20wCh7GfU1MDE7CaCJuivmUjlE87yeiUyfTYmmaaSOMsig65Pd5qCut5PG4lA6vR6nau6n6H73q5gj%2036Cm3J8e6+RjTuJ2F5Z0sX1XKDMeW8mORZuwJIRA7nlovKxkQjHV9eW0tv1+HXZZtuiwEJTWxfoj%20RczcF8fMAxuVdvgIvXsfg1OPKKmzjEF7IpUtxaTXpBHR5ceRkiXsy16BV+lJzlcGUzlYZ3xEgz4S%20ui4oCgAKqImZ86GHHtI254tXqa7C+vr6MmfOHG2dUNb7dBKtT2y/rvsTdQ1PygK2csizrqeK63Z3%200ShvVVoqgwy6U0lbWtAONe4koMzAEKN5WVgv7aJh648om/9Zet79Cc60LQrxsrA5h665o6+oqJfd%20HhHMm7OKC3tW0JngqQDxDGSFQX2leo6NYYcdh6vZVRWHzYNkFZUxP6SA3x0v4Y198Wzct5XIg/fR%20c+AuOPa8qucg5p5gysp9lSZ5hsjc3RwvWKwAcR1nlQaa6chTGm4/hi3IoI+K3N6SIRvwDx48yDvv%20vMOaNWve8yCVbRniXVpeXj5l+7e7pHtoCSC6631qkEF/KFSmxmZ4XBLh8SmEXTpF6dF1ODc8R/fb%20X6Z20d/ReeJpRnKVpmeWjPXXN0bGBiayY/YmLu/zoFcAsfYsdORCWxMMjJcNToo7WgjJaWR3ZAmv%20+kfwcMhl3j58CK8lM8nd+Di2U49D0gYFqCm0l4bQ4PEm9Q//gOgX/4dTF18isPEwmW1Z1FoaGWTw%204/iJDLqDaEoRbWQxWDRDiW0qgPjmm29qgDje+eZWkXh2iSfVrQJfgwy6E6mouJIgn5ME7VvEpXe+%20TeaMv6H1zW9Ru+Eu2oLmKzAzuVGLaH29MFRPYcBp0nbtwhEfp2bD8dA6wf3D4lHoIKasnRWxxcw4%20kcV9e87z5KEVHAqeRe7JJ2l7936Gzi6gP/8ogw1hjORdoWXpq7R8/o8Y/su/IPexe7gSvY8a6ox1%20Q4NuG5pymDcxXer77sRdWBxvPqywa7p3mJFk2CCDFI2qcecYxlpWTZ+/B/0e36d/1v9H0ztfpNx7%20Lj3VWTitsi3gGuNFG0tydDFqSYFyX+xJ/tgTk5R0yIfOdvVnF2PmqCx9OCgqt3M4tJXnTxXw46Np%203H8wgHUKlKP3/4hur/+HM+B5bDkHqOmNJbMjklK/5Vgf+xaOv/0rnJ/5NDz7ArakBDXRHjBCdxt0%20W9FNSzL8YZCAseznMTRFg/7gydEDtXGQ4E3vhjeof/5faZr1RzQu+09afLbT11J+/UiggxZoqgN7%20Df22VFqqFSBm+UN6ApSUKpzsVs95H1AHu9qoqqsmpLSEOSEJ3O+fyUOBabx+9ACn971Axe6fYD3w%20S0hairMlkAZnBrnmBBIPLCDv37+A5bN/DP/537B8NZhyxhZADTLoNqM7ChTFo1XWFKca5cEggz42%201FNHjykWc9BaRg78ip4l36fx5X8h+9nvEPTOLwjbt4PCtHy6+8zYHdeAxX4FiNWNUJiLoyKG/Exv%20Ii4fpjwhluHiCgWILpvGrU6qSjo5HVXEwtA8Hr+Uzi+8zzLLzxOfoGWkHvsNlqN3QcAbkOyDtSWJ%20ksEMLndF4J+0jZSXfkHzN/8d++PPwImTUGd4lhp0+9KUQVHfVCrbKkRr08No6Zs7J7r+ZpGsJ4qz%20jQGKBv2hkOhpNusgo+YORlvTGYpYTdXqn9L82mfpffOzVC76ET1+S2lKCCDwfCZRsUUUFOZTXlGh%20xqnLpm0BSMllODoMwwNKQ6xCISEDMdHkep3k3O69nDlzmrSMDHq6OmWntHZ5n2WU/IoePHwLue9g%20Bv95JIOHD0ax3eMAxQdexHHsh9hO/BRH9EJszYkMmNupqokh1HSAA2keHL20itzD6xk97aMAM132%20cBkf1aDbmqYEirKWJ0AoEWsk5ulrr72mbcWQf0v8UgFKVxLAFO3uZsWk00HR8D416A+F+nvaqI4+%20xGDQLAa8fk7Nyr+nY8VnaF7xv1TsWUZnRjSO7lrsw2ZaFd509jvoHxzQ1voduunTpsZfXQP0VoLZ%20pMrhqpxMd34wQes3svaVd9m+8TRJyWl09nTR1dNBY00LFWUO9sT18EJoKS+EZ3PfqTCWHDhC+o7F%20NC98CPY8DldW0Zx0ksqWBDLtJsKaYkkwnSAweRvHMg6RWZnMQEudBL9UQOv4w/6YBt0RNCVQFG1Q%20otOo63jhhReYMWOG5om6d+9eLX6pnh5KSLZwSHopiVwjwDg+Co3sYZTN+2IOHQ+mk5Ee+NWIaGPQ%20x5Z6lAZXEKEOH3rjd9Lg9SqNy/6B5jn/l9J3Potpyf9S672EppgAmssarrNuOAhWpfXVV0O2AsKi%20s9Dmp57hT2dXJIHee1j4mxdZ9MY2IqNzcA70qFv6yDKVsy+wlEUBnfzEq4h7vYPYGHgE35NzqfB4%20AnY8jGPnY3TFbqW+OxVTSy4peReIiF6Hb+hSruQfJKUulNzWXCwYQGjQnUVTAkUBpJMnT2pBvCWK%20jaSAEpCUlFKSQkrinApg6drkgQMH3sub6BrYVkyqkvFCwHX9+vVa2LfJSLRMcazRY59K+WZ5n0pb%20JzP7jid5plx7K5x89LrdXcvVEz3fCi9ceT9369ZjId6KSYp8d/F0drdu2S4kx1RjMl6PpL5bUrdg%20hX0E60Artp4KRjqLsTYG4YhaDnt/w/DWf6Nuzeepn/d5Bt76Cg2zfoRp7TzST4eQlzlAu4sVclCS%20fnd20S7ZKzq6cVjEkmJmeLSA4YYUSI+HNAWI+aegMZy+5kSCQv1Z+soG1j60hvjzkbQP9FHWM0hY%20aSVrL2XyyME0fr0/ipd2HeGwx2KKvZ9j6OQvGD31CI7A5eRlHCB+MIYMcxKZoVvJe+seih79Fwo9%20XqWgIZRmuj44ztyMWXw7jgV3vrseZ/SjHgu3rL+Oq9td+arHpb3ZdCtl95RAUcyXEtFm//79Wr5E%20KUsQcIlrKmmlpCyh3AQQJaapgJ0EC5eA4JJBQyfRDM+fP8/rr7/O888/r10/GblGQ5dg43pE/JtB%20AtQSOs6dNUphqETsEcC/2STvI+/oTrJlIbnuZkaFdyX5fvKe7nQgPZPFVCP5u0Ni/hNrQ7cba1B6%20vk13M09MhaTuurobywww+Qdsg5JqHPlZ1IavouXCQ1hP3U+dAsKObf+EefO/Uz3vW7Ts+x2dvmup%203neaTp9MGqOayM+y0trFByK+5KpBfPrcOfzO+ZJ89jydpjg1hnOob1HaZPYlBYgKGLOToauaXvVt%20gz38WTzTkxVvHiNudxzmui5iGgeYEVbBvYk5/C4okncOHOGExxIKljxI96ZfMBz5HM0pi+kt8aKv%20PYzLVee52HSR9NBtZN/9rzT97Z9g/eZXGN69CUt77Qf0Q4mFLP3V3cwTU8lAI9lQ3O2vNzIW3M1A%20I2NB+utUs7q4Q5JtQ+p2J82c9FHpq5Id42ZPFPTIYjLW3Klbxq60290Ue7eL7J4SKMpHETCTDfuS%20JPi+++7T8itKpBuJcCONFCYcPXpUW2OULRTyAImZKjFQdcrJydG0yOXLl2tg6vq38SSDQ9JTCahK%203NObuaYoglcAxh1wkQ4hYO5u/sOpkAw6eU930y7JdXL9rZiVSkeW93RnHVj4JvybKEj8dEmEo9Tt%20TqeXGay+b/ZmCwLJINHZ2aMdU5p5DyhwbleDsCUXCsPBdBlb0ima/RZj9niG4U0P0rDpHmo2f5Xe%20LV/AvvW7dHv8gJZzT1N18V2yvU9SHhlEWUYu2XF2eqqVVtSncG2Aq4CjAGakRT2jkfqEdFL9fMi6%20sJfa4L10Bu2l6dx2mn2205scLoNItWeQzp52ws6Gs+a3q1n48AqO7fclOrGcE3l9PHW5k/89nMOL%20Z09x6PRcUvY+TM/uB8DjUTg3h+asY+S2x1I+nE55cxjhQftIWfYSLT/4F9r+5E8Y/t+7YcMWBb55%20Skm1/55Ql/7qjvYn18i17qRd0seC9NdbORbcmWjpY+FWAIBoW+6OBen/YtGT42aPBeGDjDEZa+6M%20BWmvtHu6WTo+bNk9Ze9T6YSSQFgA7ZFHHuGll17SzKmJiYkaE2SdUAdFAS8BM8m3KCZWaZwwVoBV%20zKaSjkpAUbTKa728hJCT9UpJNWXEPjXoo6QhJWeGZXiYh7F0NWMbbMXR18RgVS7Ougx1JDFYGIk9%20wZfhy5sYPPUCjq2/w7rmftpWfZ+KxZ+kZeFf0bL8H6na8b8M+j4Bl5dAmAfmGB+q09NIy+kmLd9O%20flmXGk8tVBQOqbElgqVXPbxV+7U6ShlsvYLTlIg9NYUhUxADWQdojdpM0c6FZL/1Ds1bduK8Gm1q%20oLmXqMArLH5zHU/9bAELlh1jS0wyc+JTefR0NM9vDeTA1oPkHnkd+6mfgs+DELIBW+ppuotiKKvJ%20Jak3npgeX9IitlA84wF6/voz8Nd/A7/+DWpQy6K/0UEMuuPJLVCUWYGAmczG5G8CjAJQcuOhQ4c0%20s6nMkGRmIuB1+vRpLY2UAGRCQoIGkgKKgtZynaxHSpg4cdJ57LHHNHPsZCR1yjP1BJcCsgYoGjR9%20Gv3AMTLiZFQdjDjGIrjI4bSpf6q+5ixX081qhs29VKsJWmtODoNJEVSeX09nzHYGw3ZQtekJejx+%20Sc/+H1C1/l8Y2HcXXXu+S/XCL2B+69u0vfZDqtf+mL7gR6iPn01V9inMLcWM9DYwOtDBcEsrNSGF%20ZAc3kp49iKmgnpaOTqztPdhKytR1SgPriYZKfwU+qbR2X6E6/zyWrCS6TJGUFZ+iMPMQYZ4rCV68%20iEwPT4ojopTG1UVfWy+he8NZ9fphHnlxD3e/doinzxTxbGIVD5zxYveBRRSveJz+Fb/BGfwsZC4c%20c8rpqqe+pob66hw6B5KJbNzFueot5F1az+D3vs3oF74GM9+G4GBxNTe6lEEfC3ILFEVdltyH4ljj%205eWFn5+flitx7dq1WnBw8T6VdUFRZ8XkIGZOyaMo4CfriaGhoZqzjTjXiNYngCr1icYoZteoqCi3%20GivtElC9WVs8DPpDITGttaijHQZ7oKFO/TMTmlKgNZORhiQaM/zojDsFSccgYQMkrsEStpiGE89i%20OXIfQ0fvp+7go7Rs+zWtG++heOV/kjnrc7Qu+DdsK35J19IfU7Pu+1TvvouOo79h+MIzmKPfovvK%20YuxntmC+eJqBvCuM9pgYGK6l19zHaNcgHS39lLf2UVPbTktcOSVXUslNT6TdlIGjPAkqEtUoVb8l%20AVB4EtLUb1EcA43ZdLdVYO9oZairjrbeEprbiynNSqM8KZ3O6mptrLS3NxB4IZiXXj/A/7zqx/c2%20RvOr3QGsPneRU747CN73AHW7vgt7fqC0vXegLkTxqAj7YBeNbd3klmZRVOBHee1JYloPk9wTQXdN%20Npw7ow5f1a4SpT4bW6QM+vjQdUFRNEQBMtH+ZB3xmWee4eGHH9a2ZIi2J842UpZ8iuKJqt8jzjcX%20L17U1gtlnVG0PEk5JQue8nc55Jwc7trhb0b2ZoPubDIPO+kZtIw5mjhHoHeQ0e5++utbFFDU4Oit%20or8xj8GKTBylafRlXcGcH4C9xIvezD1Yo/dgu7iR3jNvY7v0BtbAt2k/8TqV+56mZv199K3+MY4d%20/8nQvm/QtPGzVL7z5zS/9gma5v0p1cu/SPvcT9G24CsUrlWguOFfad7+MziiwOTCZprDD9GcojSs%20wiCoDdH2AmIug44yzD01DDhFm1Kap6NTAXIFo1nplCSHk5pyhdrUZOyZV+grOUtt2Wk6s4OwFlxW%20AKgmjFmqngL1W6F+K6qgrEbNVK+/5lbT3YtfTCZvb/Pjh0tPcM+2AF45eJR3t75CwpYHsBz4Lfj8%20GkJeZjhjD4Ntudp9wtvmwQHSK9IJTThJbPwRSipCqbQU0YsBgAZ9vOm6oChamXiDiXOMaHyLFy/W%20AFDWCSX5sICcON48+OCD2lqjTrrLrNQlICZmUKnLVcubqsuweJoJsBrm0z8gkpx9Eo1FDvsw7U11%20VJQUYZa4nE0NqgcrTS8rlfqgABouHceadIj6wNW0nJ6H5fCbVK95gPadTzF08DWq1vyO7p0/oX/P%20T6la8VP1+yN6dt5F5fJf07f7ZaUBPkb14l9h9niWFq/7qTn8CwY9Z1C372c0+D7KYOQqak/NouXc%20dvoTgihPPUZLzWnVjmjIT8fZ3IyzpQ2KTdCpAKxNaaOVBdCfp/puOFUKKIfMSgNsDseRFYQlI5Fy%200yWqc0NxmNSEMu8So51h9A+oiWTZRTrai6BHvWdZuQJWVa/TfpUfI0wUQ1vcKuS0jN6m/n48wi/z%20mudZ3vAM5u39Bzl6eBVp2x8gd9E/0LnlF3BppXqm0o57y2lzDlCGA6W/qra2k5sWRWaYB/7H3yU6%20PFRNRiVwtzEZNejjT24lGRbtTA7ZkiHrgxLFRrRCHeDEFPr2229rJtJbSUbs0z9Aau9QoKC0owoF%20DOXxmAv96E06hyNUaWPRFyHzJKNpXgzE7mfw4i6cp7YzFLAOS8QKHEGL6T87C8uFudgvbaLvrAfW%20gOXYgpfSd343tqAVDAcuo//8YUZC/RgOPk2/vzeO8PMMxfgwGHOG0ZgAhmJ9MacdZ9SknpPsjyU1%20TY2cEoYKs7BWK22uSmmFedmqnXVQWgumDCjxVxqjOm9S5yuysRbH0J53RYFdIqX50ZSmRKrT6bQ1%20l2Hta1bApLTIPgXyjjaFe930DTVgkfVMQTmzlevhkYzYenVU9w4QnVfKtsthLDm8ga17XiXgwJPk%20HLqPjv2/xb7/OWxn1zGaHaZAuxKssuWlizbayaaRgp40TBHnyHv7Ddp/9B0aXnyKtqh4jNxOBv2h%200JQj2ggAynqirCuKaVQcaWRLxty5c7XN+7eSDFD8GNFAvxLINoaHnZRl5VKXmae0oXboVgDY3ag0%20JKUZtSsgzDdhjoulI/Ui1tIzCnQOQMoeiDqmZmNKS8tV4FNzRZ1XIJkSzIi6tjf1Mv3lEQolEpXW%20poR/RSTUKq2tqFABWI66XmlyRQVjv1UKtIpK1d8VMFXUqOvVM+uatH2EFFaosjpfJOUsdW0SFKjf%20EnW+Ul1rUm3OV4BRo7S8OtXumrqxo05dX5/BsALATnVNV1Y93bEVdIcVUZ9QTW5qEaacPM3ywfXc%205kcdDF9dXnCMjlKr+r7s4GtUt+X3DpHXbSantp0s9dxUBXIZMecJ27+ME3ueJXT3vZQe/zF9fr+F%208y/A5Q1qEqH40tL7Xn1dvVW0O3OocCaQVXGC0mMLqXroZ7R/6jPwV38Hr70he6iu306DDPqY0JRA%20UcygYi4VUJwzZw4zZ87UjjfeeIONGzfe8mTD4r0qeyFvxb4Xg24xyT4yCUYtK1YWpfmUKS2lsYGB%20xiqi9+8gc+8OyFICO+80ttRL2JIVmGWdVJI/nO7cWMpLL9E/lAydsQqcxjwwaclXIFQjs7UxU2p9%20PXazWeFSHQ0tzYxaLWN/F7AVZxDVd5G9SgIyUpbfnl5VVtcMKa2so1OBY+1Y+8QMKvFCrarNTQoY%20m1vGnlNbJ9ETlPZ2tW7ZA/iBZYCrZbuNjuY68kxFpCV1k+lfR51/BeZsKw0lLZTXV9On6huyjW3r%20G7LZGVI86lG/7erosI/QaHaS19RFggLqopZ2ousbOZhXQHBrJ+HqXU9kxuOdEsaZC8cI89tOTvha%20TBvuo+ydf6ff44c4Tv8KrsxTPDyvgF2Bf8fYPi27UjtFC21rKyK76iLp/ZFkmQ5RsfABzP/zbUY/%20/Tn4l3+Bt98Z8yxtbRn3jgYZ9PGlKe9TlL/JtgsJ9ybrihIYXLxMxZnmVq/1yTql1c1wUQbdRmSx%20jwFIXzEMK02ssgwyFKDlJeLI9aUjbDs9oTvVuaNKk9lPc8Ahan0O4UjZr0AnBNtgCYPmNiXMFYg5%20+8fieUpcT6cCL+vVNWqbUws4LT1jyObAYrtqb7TaRSUawyoBO8nhN3K1LOfk37IBWIS+LAfom4EF%20xPUoKVLWg1nLJkXH1Y3ituExZ58JqEWBanFxASkpOZz3KyXUL48iUwXVfSOUqzan9XQQWlVHYKmF%20oDIzwWXlBJeXclT9bq4oZ2NZBW8p7fLl8FLmppp4NeoKT/n68Y6PL3v9gwi6cJwrZ+YTfeoxCg7/%20nPbD99B/+IeUz/0mptfvou7oahwlMaA0QSzCs7F2ynSykhoKGyPIrwkidSCa5PZAytc9h+Xv/gI+%20/Vl45jm4eHHsm0lgBsPb26A/ILqhfIqylighc8SUKV6mstb4YZAAokQlMAKC397Ub3HS0tmFxdmh%20QERMkDmMZmXRlRxJe7IfziQ/SL4Ahb44q8/SUxzAQGWcui4BckLoSomiOimWhswQBnpMaAD4EZJV%20Mk4MjkXteT+Y2Cj1g700jgzTjYOK3i5KOmxk1ji4nNvM8ex8tiZkszIklyWBJhb7Z7M2qYRdrW2s%20r+5jYV4bb6cX8ERYLk9FFTM7NZfZYTHMisng5fRUHgo5yZOHz7HoiA9bzq9nm9cSDmycTdjaF8nZ%20+wylu+6naOkPyJv/P2Su+RnVZ97AEbeZGp/VZHl7Up9Tos0HxlqqFGyGaKKXKgWI6e1BFNZ409Ad%20rM7l0DhQwMDODXDPz2HZCjU5ycAgg/5Q6SNNMuzuc8RLVbRQMZ3KHkgjddTtRKI5Kf3DbNPWCLH0%200lVfTnVBIoNtUdB4BrKOM5p2mabQS9SGHsOe5wUlPtAerfpAETUN5TR39I6ZKmvrNRPngMVCZU0t%203WLevEXkUM0ddoxtQZDsSv1KSezQDjud6m+t6g/VFhtxFZVEF1WS3mkhSgF+ypCTmPoBtqVVsKO0%20jcMNvazNqGBJQhezA/t44UQhz4am8ovAZO4+ncZzkWk8djmNX19M48XIJGb4xPD0mSjmhIfwypmD%20vHz2AIsuH2ed92aO+XpyKnQ/u7xmEeq5lBrvuTT5/RzLmUewbXic7pn/S83C/yDzne8R//yvSZ0z%20hxCP/SRnZDE0bKe1o5PG5pb3nFNFx+tQk4pcCkjuiSWjIoiSnLP0daoJCLLcUTP2DUsrxWNOYrIZ%20XdqgP2hyGxT1LBX69orxJOfGb7GY6Jxel8TQk/2P7uxR1APRpqWlGWHebisSs6PSBJvF4aSY0YJc%20pf1dxp5zAosCQme+Ar+8w5DuqYDRC1t1KNaeBEYtKepWJYydA0p42xhWmr9d964Us+dVa6dVnXRM%20cxfA6LhD37Yg9dbVglLqKFRYXFQHMeo1zhYNqaOSC4XdHC00s66ojEW5GbxyxcSMS0W8lV7Im0mF%20PHA2n3u8s7j3TA6/9MnjJ96Z3OWVy2+OFPL8/mReOXaep44e46UDXmz08mZHmBcbrpxgx+ljnPRc%20T/ChucR4zaf48CxyjjxDwolfU3nkHnqO30v/yYfoPPwi5v3vMOr7Oo7op2i78DyZG17k7HMz2PLz%20GWz79dv4LvAgNSCCupo6pZ07NAdVB3wgGHcnfeQ7TQoMfUg9tJzizWsYjItkdFBM0LarB2PbPD6k%20ybBBBt3OdF1QFACT4LIS21TCsa1evVqLQuPp6Ym6RyuL96lErtHNqGJalag1vr6+WtQaiTSvA6mA%20qgCbbOyXe2JiYrRo9NciuUfaIOZaOQxN8SMgcdLos4xlb+8sUh+5BKoUsKWFQcpZBqOO0ui7CXP4%20RoZSN9FqOoC1Nl5phMkg7v+NGUrwKuRBtgD03pQmdQ5aaesd0sCga9BBe79d0/o6BuzUtfRS2d5G%20SmsROe01lFW3kZRZyJXyLGKqcojOzME/PQ+P7Gg2J17iSFAyh/yi2eLvx+bz/mzfF8C6XSeYd243%20c4J3ssDnFIs8zrJg22oW7FjGor2bWbl/KXv2rWHvhvVsWLgAj01rOb55Ld7LZxGyZRYx618meeGD%20FG76HZXev6Xs0hOU+b9O+5FfM3Tk+5jP/Q4OPQ4X38RuWgJJb4JpthqV63Fe2IrZ6yjle3ZycdFM%20ds2bx/w3VjL3uXc5Pi+QK0eyKEytpUVp2JOtsLc0NlGTFEnzSfU9nvkZrd/4En3fvxsuRyoANNbl%20DTJoInILFCV8mwTtlpBur732mhYMXJIKS4QbCfUmwCj7FyVdiUS3j4iI0LJgSLQbCfp97tw5TdMT%20Eq1Ptm5cuHBB29axbdu2D2z6vxZJ3bIt41akTDJoPFmvHv3Qo8CsKFWBYIFCHwWGxach9gAEeKPU%20Hgg/Ql/iIarDdzOQeYb+yiDqmhIYcgyqe5VWX68mPfaJVb4xjVDBpJLRA/q/1f8Nmh1jf7D0qaND%20nWhT/6vE3KSe31IGTaV0mOKoTQ+hqyqapmw/OrLO46yJo9N0geKQo6QH7iU6ZiXZKdsoDd1P3ImV%20XA6cS3jIAiJPLSIqdCHnLr/JoUMv4+85i9hDrxFz5FWiDqwgavMcIjfMIMzjccL2zyD74Cyq9ywk%20bfEvyV71Uxr3P0TLobtwnHhIAdsLdG26D+eBp3EceIm2d59h5Mg8OD4HDj4B/o9AxHNq8rBY8XCb%20Ar4VSnNeCjV71O8BnJWh2AbzFGtjqCqMITMxjKB39+O34jwebwcw+zdbmf2KJ8s2XMT7WBrdJtu4%20fYvyD1l3HVB6n5U+c7PiQSw161bS/sCD8M1/hb/4JHzla/DUU+r5JqN7G2TQJOSW+VSATPYGislT%209laJJijh2cTjVLZoSFnOCVjJuSNHjmjxUCXlkxwCjnp8Uz1RpdQn94oH65kzZyZtoB6MXH6lHdI2%20V1PueJrIvKvXMf68XsdEZl9363Bt31Tq1t9hfNndut2tY1K+Cq9GRt8PjHL1GaoGdb6P0RGlDTqy%20FQjGQMFpRlIPMpJ5lNG8E4xkH2EkaD2j55bjjN3PSFYYIxUl2Pu7GBkexGG3KDyzvy+3R97/GRl1%20eZ467FYz5cV5pFeXUWW3Ylb/bq6rpCorHUu6aJkXIP8o1oz9VPmvov7YLJzHZ+M8MY/ho/PoOPwK%20Rd7303D0J1iO/hTHyZ9jOf5Tqtf9lOz591C37S56jtxN//6f0LnnLjr330XXgbvp8PghPQd/SOeh%20B2j1fJrug7+k9+D99Hq+Qf+h2fQHvslg2KtYvWdiOfgmtqNv4zw6B4vn6wwffBWOva5A72UFdmtV%20Gw8qjdkDMveqQ00YklVfT00Zi1vaHw3mWIVZhRqwy2Z552A7jv42hge7KOvuILNBlgZyOX86jXe3%20RjD/TU9m/2oRc2dsYcXyQDw8EgkOyaSorJLeQfMHNMMxU3Cj4nk29tECqikns+AEJe/8gu4vfwr7%20X/01/P0X4P4HYO8+BcJZ6vmDU+6vt3Is3E51jx9PU5Ux7rbvWrJOf75+382SMZMtfU1ENyKnrsWT%208Tx2N1TnZHVcTza6075pgeJ4gBTTqG5KFU1QMmWINijAKOuEelYMAT25VkytEhJuPInjzJ49ewiW%20vVCTkKw5Spg5uVbq0/MIijlVtEZXT1Rpm5wTzdaVWWJuFU11fD4tCV4u2q3rGqXcJ8AvpmDXkHTC%20EwF/2SvpSgLuUvf4XIgSRF3qdt1TKXULj6R+ieMqZalPJgnyvPHJeiVtltQ9Pl+hXCfXy31yv9Qj%209ekTFncGYK+0u6mZQfEwGRCvEqXNjTbSNpRHfW0EtppzSrPZrjTCjTgSt9Dov4D2gHlYk3fTmHGJ%207pxYLNWp1HeV0t2rhL35fV71KnY2tn7glEbt/Taa6tvVY1rUBXlaMG5zUSChnjOUdvYsLSEe1B1f%20SaMCm6aDT1O77knMe+/HfPYeak/cS9PeB2ha/GMq3vlPytb/kuplj1E+/0nSNj7HlcX3k7r4Lsq2%20/IDUJXcR+OJDnHn0eY7/9rf4P/sTLr96D6ce/SXBLz1P6OvPc/qx+wl/5UUi5r3N+RWvEr1/JsHb%20l3Ju1R7i9p8m6cIeKsIPQUwS1ugImmMvUxeZgulsBEWXAmhL9Kcj6RIjLUp7tjbQ25LH6FC10mqb%206ahtoqnMqr5FPy3mVloGHBRUtpGQVkJMYjvnAqvxO5lN8KE0lq/3543VZ1m56CxzH/Vg9rO7WDRv%20F6vmbMbX+wTJBckkt1TQYjGr791GuyWXGupRI4Jqc472m1ocQ3K6P8WWZEKHrhAVsJqWB++i+V/+%20iY4XXwQfH0hPl46jNHCz+u5NbvdX6VOyvOHOWJCxOlF/lbEq17taeERASb3SX12FlZ4NR+5xJbES%20Sd3jfRCkDXL9+NCUMj6k7a5jQd5N3nF84mqRC1KH/F3K+tjSZYzru4u80WWMK11Pxrizt1rnq3wL%20uV6eI+8tdetWOHf4KjyV9ukyRq6Ta6S+8XydjISvwgepQ8q6zJLfyfg6PsGy9DFpn8hX4Ytu5ZtI%20dk9G+rtLnxJZK/XJOeHFdGX3TQFF6ZAS/1TA8K233mL27Nma+VSAUTb0S2NEU5R9iwKKAmTiHCPA%20J7+uMy1ZV5Q1RTG1ystdCxSlTtn6IWHkxPtUPoIBitMARbONvupGGgoKGWoq07ZMkBsCRSdoK9hH%20fdIubIE74OQ68N+BI+kUjbHHaU85yXBVPC2KD72WsT1vElrsAyJGdZ3e+j4a8msxl6p6KzKUFplM%20X/llGtIOU3thOx3HNmH3nYM9/FUazz9GwrZvU7buR9g3vUDT6t/S53E/wyefof7QMzQefZqGCy9T%20f2UJwzF7GTq/gwrvVZRd3kuF31GqT56jKjSWpLOBRB47TqLPcaK9jhO4N4hjq2NZ/6ovu+Z6cHD5%20u6q8FY/XT3HgxTOs+91u3n3ek+WzN/POvMWsW76TlW8d5q0XTzBv6WVW7QjE3zuFpsheqk0NJOY0%20cDG0n827C9i8/hLH9l3g1JlowoKyiTybhO/+YCLPJBJ9Lp7THurv2+Lx3h7Fqe1BeG9NYsfak6xc%20tp7FCw/y3AtHmfnUNja+uJQX7p/FA8+q8bRkB2tnLuPI+lX4nd9L0OXDVJb50WmPppR0GoeKqcuL%20JCVoG4mXV1LoOYuq7W+RkXiKCykBXEgPJEaB4sXGUGJ899Py7lYa9h2grajog/1V9cep9FcDFA1Q%20NEDxGqAoD5S1RIlmI44yeuZjYZYwRs+ooZtPTSaTBn4CmrImKS8j10tQb/m7ZNkQ8+q1Ooy8qNQv%20AJuSkvKe96lhPp2C+VQLIK3ajh27bYiRmnIcqSlK67uCM/M0zuzD2KN2M3J2KSNhG3HGH2P0otIu%20omKlh0BZKSP9fYzIM0RwOeyqyrGcg6PDQ2pUDDA62IOjSwmKwmxGks9ji9zK6KnZjBx8k+5jL1J4%204tc0ev2Izu0/pWLlz+nadS8dJ35M+fmH6U5Uzww/Cb7HGIk/ymi2AujKDOx96dRWJVNTUYrdOqje%20Y1j1cCvOYdXX7MM4beoYtqtmONV7OWhrtVFSbKO7y0ZHu4Mck5P0NDtZmY1km7LJTM8mOzCf3GNF%20pB8zEeAdgteZk3gfPcnJ9T6cmHua3bO8WT7vHJvejebioVyyzhRSmJhPXHIxR7xzWLjEn7ce3ci8%20h9Yw+7X9zH9uKwt/MYvZ97zJ7F/NZfav5zDrZzOZ+/PZzLl3FrN+PJN5985m1jOzmLngLd5ZspCZ%20c3exfO1ODnov5/DxbewP8uJ0jhcx6fvJST9CTs4psrK9yS/yoTDvFKbIbRQcn0PR0hfJe+J+cu76%20HE2f+mN6/+nLlO7YRGZdCjl29V6jBeTU5WJKz6Qsr4CBnt93whm9OkYM8+nEdRvm0xuXU3+Q5lPR%20UATwxOs0MDBQm4W4zrb0WYVok2JeFTNqdHS0lmFDvEylLOZUMbcKsEo9YnYVkLweCXCKxiigaHif%20ToGGVUeob1RT7SoGbPlU10bQn+vHQPg+GnzXYI5+l+7w3dT4eGK5dBrig1SvSBu7R+ygEgnF9n7H%20k83r9W05dNaGQ/ElBZwH4PJuBn3WUbf7DcyHZzC47zc0rbmX4c0P0r/jMQoOPkVawJvker9D46nl%20dKbtpTbxMNXJPvQ1pCr1RZ7VPRY+bVDN5iyDY3smcDDktGuh0NwaQDKzfH93vbZ1UoLpjB3DWO1q%20AterDgWe1g4bXR3dtHQ009bcSmt5KwWJeaQEppB3sYqM45XEeZlIi8jClGkiM6tA9esUPHafYv+2%2045z09GP7u8c4sGO70gQXsHnxi6zaupBVWxby7pKXlZa4kAOb5rB10Yuc2LGI/SfXsz1iD2cKfLmU%20eIbgTB+i2gKJKztHUWMQ9bYrlNSdoLEpVs2kKykqTaOuu5aG8Ivk3vVd6v/x7xj4zF8x+JefpP8z%20n6T5S39OzRPfpTvZi4HhNoYwM6D+GzIPqlm1mT6b3YjhbZBBN0BTAkU5n5WVxfr16zUvVHGgES/S%20EydOaAAoWy9EJRb1Va4T06hsoRAS9VVMqMXFxVy+fFnTNJOSkjSTqKwZukOiIQowGxFtrkHDo2Px%20PJ0KZGw1WmBqTGFK2/NnqEYJ3YwdDCZvxZyymTbJL1gdQV+5iaa8MqwtfQqcrNDvUMxWItXSObb9%20ojwRCpTWmB/ISJYnbaGv0XjsYdp2PUrbjkdo2fYgZRvvI2PTr6g4/kvKDj1Cxu55VF4+SnOqLzU5%20gdTVpVOdr8BUaX0jdNJh6aW978MPH2bFhuXqthCHrY9exS4xSvWoVlV1NFBaXUdn6RANCR1kR2SQ%20nnGZzJxL5GQHk5F1nojMwyQoYMusjCCy0pekrkAyBkO53Hga/4ZTnK/xJqziKJWtflTVnSSr0BNT%20yzky+y6TZ46nuTON7tQztAfsoOX8dloPLMK2ayWcP0VvWYKa8HUgk+iunmHN99eeHET7D79Jyz//%20DS3f/xa9jzzK6Mr19B7eRnPSCZyOcowUFgYZdPNoyqAo5s5ly5bxxBNPaLkVxXt0yZIlbN26VTOd%20utJ41VZXe13Pj//3tUjUX9FG/9Bjn9qcDqy6JiBxPe02pSUpIeroZ7hRTTAKk5RUjVeaV4gCseNY%20Mg9gL1RaYNklKA1QGp4/9qYrWIaLGZFoNBaleYuzTG8rjrZ67JWFkBaCM3ov1gsLMR94ie69L9Bz%20+GGGTvwEs/e91Gy/j7QNT5F+cBZ5p5dQFLqNotzTFJUozScvlILyMgrMw7Tf4DuKnihG9fGwKaFK%20bbaxswIedtvYBnSBumGED2JuV/+2W1S/GmLY1o3F2qO0xj56hrsptVVSOpRKW3c85WVpZFQ1kt02%20QGFJGXnJSZiSEijMTCA3MxGTSb1H4SlMOcfIyTxNoQJBk/U0uW3eFGYdxFS+nbzmsxS3J1Bce5ni%20uH3kJx2kXPF+aETxkGLVpiKq1W/bcN5Y8uF318Ezz8OP74F/+3fs3/xnnN+4G55cgz1HEnCr9xkR%20p5puHI4anC0BDF1cQo3XbDLVJCOvrFRphkYsUoMMulU0JVAUz0+5eNOmTZoWqG/JkN/xi563gmSB%20Vhaz/9D3Kbaq71Ct+G2VsGptXdBYhtNeRF1rFA2mMwoIvZQAVkdBMGal6VRle9HeqIDSrDQkBRBY%20eujpblKafRmD5dWQHg4hWyFgPc2ec6jb/gTDh39L+8afULLiV+TtfJJQj2eIPP0qxVGrqIj3Vh0n%20mZTiLDLSYqgvNTHU16KAp5dBWz9Dw2aGnGM7525UpxdXjUrGOfEo6ujqUu2uxWKx0tHRQ31dKdbh%20Qpo7omgsj8FaWEhDZCwt8ZcYzj9HfeQOSuL2k1l6geDyAKLL44lPjSIw+CwxiVGkX0oid0cgHYd9%20qN21i6L1y+g4uoiq0wsojd9Jd2cE5VUJVJTk021tRkGn6oNBdHlupOT1R6ib9yKW1YuwvvQkw7+9%20B+vMF7CF+Cn1UxwxbBoHBKydqp1sXgtf/wZ88m/hbz/D6Ne+TuPX/4n2n97H8IZ9NKTm0jVQi9mS%20pZ4RQm9nFIOOJGoH45RWXUK90q4VtGIEYjPIoFtHUwJFcawRT9JVq1ZpG+7FI0i0PDFnyjF6i9LL%20yCKpALKsTUqD/6DXFDu76S8ooTMnC3tNCpQoQCu8yGi9P10lwXRnhoA4quRGqq+bgy2/nI6iNPrz%201b9N6lql/ZB9iuGELXSeW0jTzrdoePdZGrffT/3W+8h59z6yPGdQ6fMOeQfnk3ByO4kZQSTlhJJb%20kUBjewWtXQO0qk8tK8qtZtt7iSrcJ1fHKvGG68Cs4K+DFpz9JartiZjDI2gJDWPw5Enw2Idz/17a%20T+0gP/wA2aYAKqrjKCwMJ7swgKqKkzR4P0fXSz/G/rvf0XPXj+m/53s47v8u3T/5MqXv/IC4y0sJ%20yD5LdHYCMTHZXDifTeThKIpmLKHzC//N6L/+N+ZvfpPuL32WkX/7FIP/+3l6t7zF6EAlfQOK573D%202pql0jkZTI5g5OkX6P7iNxj60j/CP/8rfPrv4cv/ADOegfNKG+8ZF76wQ00RLlyG12bCnBcZ3qYm%20H0fWkuW9joLw/VSWhJLVoADanErdcBJNbakMKl5YlK7dpqYIslRqu8qtYUNuGWTQLaMpgaKAoIRt%20k/yJsiVDtmHIHsOzZ88SFBQ0ljT1FpC414omKtsyZI3yYx37VGyiomI5rpYtSgSOKBAZ6YVeSXhb%20jC0rE3NuDE7TeSzJx7GkHFJgdxx7yiXsaYmQmYA13B/75VMQfU7LKD96fBm2XU/QsvtxpRX9iq5T%20P6Th+D2Ytj9C8q65ZJ7cTHHAdspSvSlVmlFJRSVlpbWUdvRqIaN1GNOcWXARzFfnQbIp3yJtHZV4%20qANYhtpw9tYzXFvKoPpmztxcSFEgnhDCSLYfnRWptPbl0+eMUsB6iXx7ODnmANqi1jD8+gPwg7vg%20+9+Hb30LPv8lHF//KvUP/AfZ+2eSpbThwrJL5OaeJaPoAsX5vvSvfERd+2n4+88w/IXPYv+CAqnP%20fJ7hT/49tY/dR8aFQ2TEpFKQU0RZTQdlxSOUnCmk7ZkFoMCQf/r/23vvKLmO687f5/zOrv9Yn7O2%201pa1a/tnW/Z619auvT/JomRrrbX2p2OtJFqmFSkqkBRAMAeQhMAoZgEEAYIRA4AAGAASOWciA5N7%20cu7Joaenuydhcp7v3s+bKfKxNSCmSYrESO+Cj6+mXr3qurduqnpVt/6zGbe/kD71KenTf2u//Xnp%20kcdsWDZDbN5QnvTQQ9JPfiL98MfSj66RrpkvLb5H2rxFZrG9hUKjI+NGB6PWJAENOjRoo/PxpjIN%20tmcoNpmhCuUrNFGo/PFSS1er0sahpSpTg5o0pvFfWRYPIIBLGVLep4jx41siC23uuOMOLVq0yDOQ%207F1kEc0vAxiB0iYMI7/xK20UMYjMG7Ldif1etVVG+FK7TplB3KXJnNNqyz2gxvzNGsq20dTOrWrc%20/qIGTq5U8477FNm/RAPHn1fdsmvV9viXNLDqn1T/4NfV/fj3FV01TwfW3aAzhx5QRtbPtafgBZ2K%20hJRbG1dJcZc64x0aHj6vkYkRDY9NeidIMFHtH5kMm9Grm6hRbNQcoE5rJCuHOxLqPN+jcE2Fus8X%20qb3/nGqKX1X/roeVuOtHqvna1zX4T1+R/uZvpD//c41+9Us6u+QGHShdqZyhNO1rflD7u59SqP0Z%20lT79TbX/zR9K/+637Pp30idtJPZXn9LkZZdpZOHNatq1SeWVBersZX9alcpry3S+u02Th3dLP7tf%20ow/+TPUPP6LWxx7R0KIHVX/VI8p76qhy3oyocHul2koiGhmd4DOsRrqGNV5UJu22kd32bXZtl4z/%20VWJ5Z9Ol7JAhPMMEMGcxsueJg4cjLd5hyWqNaDIW0wSzJ2NEXZpQW6xd1bWl6usrUjR+VHVNB83H%20Cak1cVQN7QfUPVmg6nipamIt5nRMTbMOeUuBgm+GAQTwUUHKC234pkfs0lOnTnmh2yjPHkT+Tt58%20/kEDv89odexX9dBTLxSMKdoOGxHGzBCGT0il+6T6vVLTVo3nrTaj94zqtz+snl0PaHLbMg28/ITa%20Vtyimsf/RXkr/k5FG76qqo3XK3/dApVs/IGqtl2jvFceUOnR7aoKZ6ukpUi1vS1qtJFnhalhQrgz%20JRcT06EoZb7iYZETNiLsVJMZ5Jb01zW8+ylpzeMafeJhtT+6UD032CjpR9+XHp6njlNrVFZ9RFkF%20W3W84jW92fiqio4+qv55X1LfJz+h9t/+mEZ/52PS7/++9Ad/ovEv/E/Vrf2pMqOblT62Q7nd61U9%20eEDx/jzFs3ar/2Ub+T73nIwzJUIA7twp7d8vFRRrqCWm8+f7vUH0yPCE+ganedUcpbFwsxozWpR3%20tlVF6TYiPJau3B1hnTk8qgIb3LWV9Wikc4bv0fATPJ/MV3gFs/ok0O1dicEu1fQlbKQXUX2sXkUN%20JcqJZKiy/pzyGw6qpGuvBifTbfBZaIY8rMnRmPq62tXXHZz6EkAAlwp8pOcppgqsPOV74mw3fl6S%20MOA/LX7CO4twzIaH3cNt6q8tlorNEDbYyKV2lUbO/ky9O+/WxP47NXZgkTo23qGGF69V9Jmr1Ltu%20vrp33K2urfcr8fJihV++UaFXvq+inQsVznxZRXV7VBo9pqq6LBWUV6ior0dtE6Z8iR5UVaCx7JPq%20371XE9t32Ahpq4YPbVdZ8wGFerepvneTYhN7lTloTk/JalUs+1fF/v/fVe8f/qYZtk/YZSO5j/2W%20Rv/8t9R19d+rcf9TKgvvM6O4RYdLd+tgzQEVHt+gvofulebfJN12u7RwofTkk9KLadKG9d5WkT5F%201WQmZNiuqaU1qcGIDfeGe4c8mxSPDKsoPKIMM34ZucMqLIsq3NiqmuZxhWttQNd68Y0Lw6Nj6u8b%209GaEh23kNjA9Rh603xjq7zL72K3e3m6zvzhm7Wac62zQmK/R0Qx1dWWooS5ThY3pym7LUkldqarb%20q1UzUqNwU60q2+vMVNZYX9fBBIHmCSCASxQ+MqPIwhxWkaZi4Fjow0b/OTt9yn6Chnq7aqTzNhqr%20DpuRCmmwP0M1NVsVzX9JOm0jsh23SycWqGv7laq8/4vqWvo5tS/7O1Xd90/qWvkjta29XoWvLVTe%20oSUqeGWFmrevUX/hZtVtXqn6N95QZ0u1KgaK1ThWow4biZRWlKu+p1gj4cPSA4uk676mrsv/WjX/%208RPq+73fMyP3cY1+/n+obMcT2l27UvuaHlLO6DrtTWzTqew0nX9+gZov+zM1/8f/pMnPfl76wj+Y%20sbtcfU/fqOr1zypRWaHO8+2qDJcp3hlXNBFVRVmJejkSjD2ThKdiKpjva0QvGpo+gsrMz/hbJxxe%20HCamSTiOLzE2rqZIk+qLa9UT6lP2wYh2H4gqJ29MRcWtam6JaGxi0vsyR/l37uLht8c93hubsMtq%205t7c2qJwTbV6zIFommwhuqh6Rwhc36j65pAZxHzV1xcYH/JdO1O1tTvV3n7Umx6tqSlSR0eBEh0h%20lYdL1N7ZZXWOiX+jNgIdtfrHp1oTaJ0AAriE4UM3inwfJCYe+x3Z1kEs09kaOeLlsdCGGHhzDtD7%20kbhUelrKek068oKN0GzktG+Jxk4sUfeB+2zkNs8M4uU2kvpH6ZkvqnPJV5T/6OUqe/L/qCLteyra%20crdqDj+mir0rlfHMI8q46WpVf+fb6vvWv0qX/6MGL/usYp//sqrvW6yC9JdVFj2sKjOEeQXbVVi/%20Ta07HtX4P1wm/fHvaehTf6Suv/yvGmFhyec/r8F516h0zyaFmjNV15tno8qwGgfrFU9Ua7I6T/2H%20Dtioda90/KR0inMSczUaC6s7GtXI0LhndPr6hjzLNTk6qd7+IY1+wOQj4E3Y/ImaOhv9VTepsCik%20vMyQKjLCqimJqaFxQIS17LWR3YV5mOnhavHhNhqxEVy8VjWjNaqOhFXYVKi8aJ7K68pV0F2oUH++%20yhsqlBfJV25ruv12htpaM8y2p5tRzjZbX2Y2vsUcvPPqNsM/Otat8bEu9Xb32D3YUB9AAHMRPnSj%20iHdOyLfXXnvNCxXHnag2fTMcZ5MMrG5loc2luk+RVnWYVWChRL961Nka1WhzRH1lOepO36zJQ8s1%20sPVO9b10tSZX/Kt6H/qy+u/+O2mBGaqrbAR27Z9JN/576Xu/I/39x9T7lb9U0fPXKMuM5oncNB2o%20fFVn23Yr982NKrzxVjV+9r9p8I9spPeHf2KXvft7n9Dwn/xn1S2Yp9wza1UUParGpiNqjuxUQ/yo%204pm7pSd/Lv30ATO6z0tbt5oR3mEG+ojGzdmIN0U0+BHOnGNYGVTyKc/Gbpbu1li7jeOaJ5Qo71Rx%20KKH0IwnlHWw3I9is8tIyFebnqLYhz0bEBBhmCrbTDFW98Uiz8VPCBqg1Gh5utLqjVl+V8XbIeDBL%20XZ3ZamnKVlkkXXmxbFU32+i6r1KFk8WqjdWooadEDQP5aozWqXm0WQ3DEUWiLZoY4yssAewTlwLL%20BRBAAB8wfKhGkUg0RFJ/9tlnvRMyCP1GjFSCjNOQmX6Xd8jHELL6lJGli7PqLhcE1p/HxXv+NHW4%20/ZRu+vZC5VOpmwgqQ+d7FCuuUO2bB9VXslsdR9erfsmTGnzoUcVv+q4abv0bnV/+GdU++DnVPHCF%20ulfdpOonvmsjvT/T8J/9hvSbv6HxP/p/NPrf/630739T47/1bxS/7JMq3HCXcqNHdLTzuHY0bdfp%203rPKPblFZffeoJ7bvqzJ7/yD9JN5Gnl2hYYffVhDK1aqJ/+UqodDahxr0uBAwvAs0dBwg4YHBzRi%20zsdwT6+G+/o1MjhoeXZ5dBiZpseIF1x7xLuPetew0Wpk3PphYtwMlj0bn7oP27MRezY8TYtkek/R%20b2qH3ciI5Y/bNf2PyDOTE5PvoGln14g5PZOKNIypIxZXhRm9eH5M7Uc7VLC50JyDHGUdzlHZ4Qp1%20tXepPmGGsTbT3jujurpcuwrM8J22UeQW1TfsVnf3CVVWblVLyxHju9MqK9ui1taDSiRsNFgeUjyW%20o0hrrvFUlRLxbjUNGX8Nl6tzsMNGgs0an6g2A9ujweFBDVn7h4aGp/Cwv4eHGY2OTtFrOuwgC8Au%20RIfUeWp4Rn79IOp+P7KAUzubuqGFWzXu2u0uh1uqdbv3/HVfqK3+913dF8NxtnX7n7lzXmdTtwtK%20fbH2zlS3n34zve/qvlC9F6v73fr9QnXPBX7lcmV/aecpvh8gqDfTn6tWrfKCg7OSlBioBAZnq0fy%20kTMAeYSPKysr897l5A3SlZWV3qiRb4yMMlmAQ2Qd8njGxTOX5uI9gpiDH3dXz0zlqYf6mNplKwrP%20Zqy7pkaVFRUq27pNDT++Vr1//d809rdMS35S/f/pDzT+8d/X8B9+Qu1f+0tV/fwrCi2/TvlpK1R2%20Yp/yT+9T7k+vV/2ffFwjv/M7av/MX6vpq/+kkS99WYnvflHFT8xX7oldyq4sUmUipKaecypuzLW/%20zygvvF1V1W+ov/SkhsL5qmkPqSwaVnmiQXXjJepWgRLdFao22oXDNvqpqVBNfaOqWlpUGbGruVlV%205pRUmqNR2dCgqro6MybVChteyXRLps1s0hUV0KvSHJhKjQxVqaHB6N9udLV/1fZvwP719/SrqtLR%20tUyl5Y0KhUZUdLhDpfuLFMrIUUmoWCVnSpV9NEfZZ7OUW56pwvY8VY5XqHisQgWdJ1RRs1mFeW8a%20bxxXadkmhfJ3K79gp/Xva8rL2+dF3ykpOafc3GOWPmPpPMs3epXZSLG0TgWhHlWUtag0XKi8inxV%20Vleqv7fd2t2p+rpaVRoeteEa76SWsN0rK6vtCr/FU8T6hacIMOHnkZl4ir/hJ/gqFX5lluRi/Iqc%20IAfIA+mL1c03eurmCKd3q5tnThaQR/d7F6qbZxwMQN188uD9qmm+mqkdxD5GN3Ac0BTvVFyApyq8%208kS2cscBubqTy3PnGRG3UIo40rz/bnXTbo56QoGyyj65bv97PKOM58zZO7z7bnVz0QbaQpv8dSe3%20n2fuOCxW9PM3789EQ/eb9As0hJb+vpypbvqEuumji/Grq9vx64Xqdn0JL1E3vDUbfnW6ezb8igy8%20F93t+Cb5yLBLwijCQCDPocOHDx/2iM0pGRhFvi/O9K0QRcP3R9f5GEaUEw1nMz8MBjMMTp8TRx7P%20+B3e41QNCObyESg8JO6FhYVePs8pR3nec/kupBzEhdkIaM7vu7oZtVbW2W9mZaj01RVq+c6X1P4J%20M4J/+hfq/3//VB1//Mca/d//W71Xz1P0qSfUcHKnCo5nqOhcrWoiXSqsH1ThIRvRPfWiIvc/o6YX%203lDjvsNqOXRILZl7baR0XKFCw6WqSYnWanVEixRtMoFqDStv0Iyc2hWZHFRk9LzqlVDucKdCw11q%20mGxUW3u+2ppKVVNdY7jkKz090zt6KzMz08MXerK1hjR4ONzBj2DuMBURhHBCSHO6CXRJpit1OAYl%207ZgyO5t0lQlJiSLNuTbKDyu/oUi57bmqHa1VpCNi+RGvL3mvqMh+s7bNfm9U5WfOK3y6QnnZuSo3%20A9XUWqmWaL4iLbWqaK1SqCtP1aPValZELWM1amjJNqOYoXwzfvU1OWourFdzSdjqzlBePgEfqkzJ%20tJrxarN71HAPezhWVYUtHbMyMXMITHmXFCs3K9feqzVBZTTI+ZwtHr4Er4d2HJYNvaAD7YZGKBd4%20CqGDLvAOdEimK/wDH8FP8JXjV+gKjWkT5Ry/ku/4lRkWx/PJ/OryCcjvZIF0sizQHlc3v0Od1I3i%20dTyfzAMun1kat/rbnZPqlwXHA+S72Rzqhja0AbrBf9zhKergDg1R0tTtjLmrw/GXMzjk8zsYT0YL%206Abq8LcVPnX8SrucU+EcW1eH41dnDMknjU5yTgj1urr5HScLLt8pad5x7XNtdbLAb5HvnCGn1Gmb%20v61+HuB33GHqrL+gPkc7LtdP8AB1O2cIGkJLftsvt34e8PMrfQSdqcO1NZlf6SdXtwugksyvlHf5%208JLjV545fvXLwmz5NVl3O35N1t0z8euFdLer45IxigCMz1mKHB/Fj3PWIqHjIMpMK1FRNCBFx+B9%200HmkYRre8bcVJoIYlHNGkk6iPHUkH7DJ3xhVnlOO8rwHs5P2n8bB71AWhoLQ/DYEZp9cXW1Y56ve%201PmDq1T31FL1rX9FHTYarje8Bo2Z48ZYTTY6Gxqd8PZ7t7RKQ8OS6Vu1xeR9x2to9g5G96LFsGi/%20W1PBEurtN/t6+zzhqK+r10D/wFQMWA4utUqiRocmDkU1pm3h0FZrO9N8jQ2NXlthZtoKk3G51bso%20Fod7hxdPtN7L551GL67qkCe87sBVPFfokkxX6kC4aCtp7rR1JrrSL+5QVOrFq5yqu9H6s9VbmGrN%20UEcnC1V7rI5a638ifXIRV6fPi3daW1v3C4eLYrwaWxo1zlFXRku1mRM2ZH3TUPcLB8KCO/zQ6+ha%20T339ak8YP9TWveObNXXTVpSLMybg6wQ5+eBSnlE3fA7v+ukKTZIPw4U2Ua/Ppj4P+OmazK/0k5MF%20FwfY0XUmfuW3kRPXVt53spDsNfO7/KY7icbPA6T9igSeoizlnCyANzhTd/IBxrTVKUiUtTNU9D/8%204J/WcqMd11Z+h/owPOQnH7QL7fxtdQfZcudKPmycOlxbqZt6qd/1mR9on6ubtONX8kgn6zWHO3VS%20N3mOH/yhKaf4tfkdbaXtru7kyGC864w4F8rfHbTuRtn+z03Q9G3ZanoHD5D2gx932ur41fEDfe3n%20V9rnb6vjAccPF9LdTsfQjgvpbvL8uhv8XJ8lH2CcrLtdPzndnXwwNHnO2brYgc8fulGkgUyV8l2R%20I6e4s/DmQsdBue807lRlPDGQIn+mdpLnCELaGVo3N+4H/nZ1+NPvVrerw6URuZHhIU2O9mqiv0OD%20He0a7+nVqDHboDHFBHXp7agwLEocnW4GUVXGpmUWNTy1SWEqPT6dHpnGfXx8wjOCyPj4mLWVYOAT%20U+0YxsJSr5UdG57KJ1j46OjbbXVTHy5erZvHdwdwzkQHF9PWpS9EV3cAqatv6rvJ8DQtx6cCl5Me%20HdPo0KjXPvcd4Bf7bGrbhXfahdUxwX4KbzPGsEcRVnUOE05uPJmvxrzvm1N/6K3jNYZ9dfsVx9tt%20Hfe+EXp1T3/TmolnMYwodgQ6mQcuXPfEjHSdDb++W92p8Gty3a6fkr+vvF9Z8PPATHWj1PD8UV5+%20nppJ7p2s+uvz81eyfvC3dTZ1z8SvM9XN+zPJAnnJdV+orf4+S677QrKVzK/Ug/J3s2VOqb8bv862%207g+DX5N1zHvR3R8EvzLqnc1uhw/dKIIcXgyeN1NSRMNJPnLqQoDXQ4Pn5JaMjxgYwaHYuUgHkBog%20mBhEeHC23yYCeKfcQzc3cpnTATg+ImCUnDxSDmD24EasFzuP9yONaOMMZPIU1IUgODrq/YGbMmKa%20JIDUAUXupjsDeG/gpjuDg8IDuFThIw/z5pZLzwYo98s8oupXHdxS88BLf+/gn44KIHVw01uBDAdw%20qcKcin0aQAABBBBAAL9MCIxiAAEEEEAAAUxDYBQ/YJht1IQApsBF1nDTaW4VXADvnf+C6fH3Rrfk%20Kd1k3gzg4jRz+RcrcylDYBQ/QGB1E6s7Z1omHcDMwDc69mmx+AdlzkKMYHXnewf2ebGPLHAsZg9s%20cYAHk5fqs/+N/OAb8i8Chg4+S94/iO5zeyShK/rQv0dzLkBgFN8noHzY4sAeGPZb7tq1y4s+kbxJ%20NoCZAV5z0UCgG/zHCtkAZg84FjgT7KMk4gm8GBjFiwOKHZohsydPnnxrVTbGkP3Q0BLeDFbKvk0v%20Nvuz5xl5JQoZwQQc3dgdQD7b7Ij+xJa7M2fOzLktYIFRfJ8AQ9DxmzZt8k784Fq7dq3HFAFcHFA4%20RNmB71599VUv2hGRdwKYPRDxY/fu3R7voajwzgN4d3D7JonDvGDBAr300kve1jBGPih1aLl//34v%20ykoAb9OMUSCnGqHviES2bds2b+8po0J0HiE809LSPFkmTeQygoYwWpwrI+7AKL5PwJP8+c9/7jEC%20abz0LVu2eKPGAC4O8BpROhgd4nU++uijOnDgQECYWQLe+86dO/XYY495kaKgIUoqgHcHlDjKesOG%20Dbrppps8vmP/JCOdxx9/3FP2pOHLYNT9Nq8xLerimsJzGEdGgvAcjtnKlSs9Q4hjAW3vvvtuz/Fg%204JAcLvBShcAovk9AsDCKeJYIGnPqL7/8sidUAVwc+I7IaBuhIkj8smXLdPbs2YAwswQUFaOcRYsW%206dixY54XjwJiOjWY9rswuBM83OiGI+wYYR88eFB33nmnN0pkOh8HjZityXFof90BecUAIrPoPXgO%20PlyzZs1bo2ycNfII58nBD+7c3EsdAqP4PoEIJ3Q6BybjQfHxefny5R5jBHBxcHEiCfWH1wnt+L6D%20oAWr/mZHPxTPz372M095o4zw0Dk1YK4tcPgoAHndvn27N93HOgCM4OLFiz0ljxJ3MZqDadQpwDYw%20Xc93WHQccotTi9FDds2GeLzIGblvvPGG53TwDZIjAuHT5OD8lyIERvF9Ah4TDLFv3z7v4zzTV3Q+%20XnsAsxMyFA7KiWNtmLrC28RrD6atLg7QaP369Z5CwkHDocAoElv4YoGPA5g6CQN5ZbYHZc832See%20eMKb0sfJgBc5+zV5leWvI7hDGXBe77//fs/QEYsV2uBY8AnpgQce0De+8Q3dddddWrduneeksXCJ%20O7INj17qEBjF9wnMpyNAeJh4lHicTBvMNsj5rzvAa0SuZ8oUhcTUM99jWeUWjBQvDtCIab6NGzd6%209ONbDqsm3bl2AVwYoA8jmSVLlngKm9WSyDK8CA/iXDDawXAGtJxywFgzgaPw0EMPeYYOR4LLHcKO%20/XjyySc9R4Nv3EyvQlMcCwxn8vFSlyIERvEDJCTfETGOfIQOotnPDvimyCiRqSoEyB0NFsDsgePA%20OFyV72GMboKA77MDvrkyzcxU4NGjRz0aspCE6Xz4EYPISujAIE4BDhhTzCxAwmlwB2KzgMY5sE6e%20MZQsUuLOAIFrrnznDoziByhgfERmyioIWp4aIEgYQmgXKKD3zn/uhPSA92YH7ns2fIcx9Os9+BF5%20DnThL8qqd4ar0c2dNzmTzLrISu4Qh7kUGSgwigEEEEAAAQQwDYFRDCCAAAIIIIBpCIxiAAEEEEAA%20AUxDYBQDCCCAAAIIYBoueaPIB11WPLF6iZVgLN/nIzgXUSZYecc+GT6KU5bVUESZYemvW4Xngk6z%20EmouGnzwYi8fe89YEu1WZ5JP/EZo4F/9BT2gF9sa+ODtlk2TD03mwikert/Bj8gj4M4mYLf3jn4E%20F7bEgDP5lGVzMEzNMnpowr4oeMLVNZdOMHEniOTn57+1eo8LHOlPcGMBA7izr9OdMOL2d/Kc5fAO%20dxaTzCXcXZBzcGdFIxe4sKqRK1mWeea2T0A3ZB5awfdzbUUzPA2/039+3N32B4e7C9JdUlLilYW/%206WfiuLp+n2uRjcAJPUf/0Z/gDj7kodsdPu5EGOjhgitAN4c7/f5e9P0lbxRR+OwlIp4eAWhZCowi%20pLNZNs1yatoM8Vh9x14jYvDxjDTLhWGkrVu3ensIWYI9lzY1j42Nep3E3kf2/bDkHtzBlz1pRNKB%20eZwixBkgjxBMbORGeRCLlQ23/D1XQlbRlwg5/Qg+XOzHg9HBkT6n750ioJ+JQsJ+KMoSCABBYZsM%20+MNDBFaYCxE1nGKgX8HR4Y7wk4eRpD/Zm4jyhyYoC/ADfxQkQSXgGbYV8C79Ds/MFUAB0n7whAfo%20Zy5kgWAZ7CF0p6k45wF6QCv6GP7gXXBnC8FcigeLfgJX+o5tSvS7w90Ffmdw4FaAwuvsAQRX8qAF%20e1W5CCLiys6F1Z84L+hr+ph9kK7fcY7YNkPAAPClP5EFhzu8ghPIu9CBC1mAZqlGx7rkjSIjQJT5%20vffe620aRQHgCTJKYKP3VVddpaefftrzGFwcTYSAZ2wgff311729g2xsJgQRkT9Aeq6MGHAAwBun%20AGFn/yOOAgzzwx/+0AtmfOrUqbeMIkzy05/+VD/5yU+8OKIYBE7tINoEdxTFXAhZRV9i/GkzsSkZ%20CeERQw949Nprr9V1113n4Y4SYSRJOfBDiFAk4E4eigQBwTFCkOYCgD+8iyOI8gd3HAXwBwfy77vv%20Ps9gkMdzjCL8TUQW3oX/URbID7jD93MF6DO3QRzZBncujCVxSu+55x6PD9wZnIRju+aaazxnEAfA%20OQQOd5zhuQL0L4FAwJPZMT/uGH14GqeAETQyAo3AEx6AHgQfcIMFNtITkBtjMRe2O4Ejzg1GCcPm%20cAdXdywVPA5/gDujafoX/Uh/I/8MHhg8rVixwuML9EEqo+WUjOLgQL95HSeVXnlU2Q3pyi7cr+za%2008qsP6c8SzfZvS58VjmhXcpq2K7M8Hb7gYNqac5WVfmbyio5pKzmTGWVHlFl2VFFmrJVkn9ImeXb%20ld1kV+EuZdecVYbVmZd3UF2JVrPyY8owL//pp1d4neumT2EACHDjjTd6BEEw8AZQEIwYIAYCgsF0%20XgQKlKOJ8CwQtFRgbIwpiWIz0qWaHGtUe1uemvoq1TzaoGiiUGPDdRodrLF2hNQ8Uq+mgWobkRVq%20crxJA+fL1RwvULOlm86X6Xx3qTTRpO6EeTxdpV5+S7t5NP1hjY/WKW519J6fOo+xp6dPS5cu8ZwC%20vCX6hg5mtEAUjnnz5nkOgItUj2cJnYhgT+gqDCpM4jYp8w5KIzXcJ8wgdxjNm03oWhSLRdTTG9HY%20aLMS0YiGekc0PIByajNno0lDg02WH9fY0IR6zg9Z+RZ7r1m93U3qjHdrwtirPdGjjs4mTVh+Z9ye%20dQ1ofNh+J9pujs1U4AMMPYYNZwZj7/aOgSOnGmAUCXHGyBfFgBKlbzGQeMgYBf5GcDAYKAiUR2rG%20aVKV1d3KyK5SZlaO9h7I0tFj2TbyzDJnK1unTtbqXHqT9uzP1+mzmd61Z3+ezp5r0olTddpzIEfp%20GVlmlDN18GCJvRfR4aOVOngka6qOw1k68mbVdB2FKq1oeQt3vGIcG0a5OEJvyaHRgRBaCxcu9BQF%20z+Bn+pXwW/Pnz/f43I2koR31oFBSAeSpq6tDkWiXGiMTysvvUmFpj1qaJhTN71C0ok+1jRPKyUuo%20LNykaF2TIqGoIrVjitQMWTqhSIOlK/utfLsiVrawrF+hwmY1NjUrWszVo4bGSeVYffX1bwe8wJGl%20P1F4/hBrOLMYfIJ2I+coehQpMkDMTeSed6APjhAygw5AiaYK8FU8nrC+GFd3r/F/U4cmmifU0dyp%203v5ejU+OW5k29Tf1aqx5TInWhIZGhzViuiLBRvXmYQ02DRmvt3tl+waN51tiVse4zjedV1d3lyYm%20J4zGfOp5e/YGpxW+Bh/42p1HiPOHkYSvMYrwMsof3NFx6AR4H3yZFUO5m173nCfSKU2j9g9KDWFN%205h5SYu9qte97SeM529Wet04doQ0aObddsd1r1XPkVY3lb1NbaI16Qps0eHKLortWa/jUZg0WvKFo%20aLUGc7aq5/BGte1eo/GM7Tqf/4piuWs1kmn17XlJsWOvaLKtwBhuSM2RqF4zo/jggw96OLkgKPA4%20uOMQwMukkRFohcMP36MnCDMHPZgtIf4qgfIpm8pALwWjOKbOjgq9vuku/XzDPD29426tTLtaK7fc%20ruXb79Lzq67Wrm13aduuO/XMpu9p+d5va/lr39Ka1ddq7557tfGV67X8pXlavmexlq+br1fXL9C+%20fffqpdctb/u3tHLXt62+72nl6wu1dMetenHzPNU1HjPF2+8p9LS0qelTDBtMAoOgBBAQhJ2pIYgE%20IzNtireBscQwICQoEqbdEA6m1JhuSwWGhvqM0AcVrtqkWGKviuo2Kb11p9JbtiunYJUJ/BZFYnuU%20U2v59jzd7kWFaYq17VZdZIcy6t+w/H1KL1+vytKXlIjvVXmD5TVvU7qVySxKU0P1a2qN71JBzSZF%20O/JQAWZghkzQn/OMP+3GGXCA94Q3hAAxj078VZgGo4HQPPzww56ScEYQ5UFIq1RPoRgdHTN6VZpj%20cdZomGleZ5YiLVlqjaWroDZb9V3NivdGVVsXUrwtXfURy68vUOtATJH2RtXVZhq+6apsTFdJc7ni%20QwlTslXmRKUbLdNVXJehqnidEoNWR0OR4dL81m/Tt/QhxpH+o99xcIh8gyeN0ccggC8GHwOAIkGo%20cAzgFwCHAaPIFExKDsHopM4crNeKx3fr/nue0U1XP6W7blypxYtX6OqrV+qWW7fo3rt365arX9BP%20Fy73rpstfc9du3X3bVst30Z0P12uG29armuufUn3LN6nhde/ptvmL9d9i5frtnnLdcf1G7Xozp26%204Udp2rzhTQ0OTX3/Qukh2PC4f+oTBeFiTfLtxE050c/IyO233+4pCDeDAH34G+coNaM4obr6amWe%20LtXZg23asrFMO7aac7A/ppzXi5W7vUbH98XMOS3U/p3pytljjvLGXGXtblXWrkZlbSxU1l5L76hV%20zqYiZVnZHVtrtfmNDJ3dn67czVxVOr3X6thYopOny71RAW3G4NFmlDt97XQSz+EF+hI+QI7Bi37F%20SYZX4ANmGBhhwzPOUKYK0K2+vlZxq6Os0nguvVGx9LhKMooVrq1SmxnMoqJa1aa3qtWuwuwC4+sG%20NbfGVJhbq4iVbUivNz1QqGgsqpr6iIoz662OhCrTK1RWUaKYyW1ZWYPpljrP4cMAI8s4RCh4DKBf%20V2Hk4QecIfgD3JADHCDyMYA4i4womTWDftAKRZ/SDGCsUzq2TZPPf0eRO/5UdTf9lRI/+1+qW/4p%20RZ//aw0t/V9quv0v1XTrpxV/7Iuqffq/qPP5y9T36Bes7F8oetffq3XJ51X3zF+o/9n/qc77Pqva%20G/+L4vd+UY3L/j81PfdXGlr+RbVSx32f0cSxpWb129R+fkB7903JL849Dq1/BI08wPfoMq+Zxv/0%20LboORxlHkalXF6QcfsBRSGVmMAWj2G8K+ax11mI988I1SltvI7Q1C7Ta7mnrbzLltEAbXrpJ6/fd%20pNUn5yttm12r5xtzWv6Gm7XupRuUtvZ6pVma+0tp1+vl12/W2hOWd2i+1WNXml1rbtRzb8zXhoyb%201dizU6NDDTp96qQxyEOe4kMhMEWA4MD0CIIbCboIFUy1Ma2ExwCRUBRMPRLGifl4jKbfuMwGps79%20K1Ve9jaV1G5Wfu8Jhdr2m9e7Tnm5aSrOX6Pilj3K6zulUOMOhfLWKD+UZsy+QUXthxXqsfJmUEOW%20V0h+5UYVdB9XqOOIQiUve/lFeatVWLNZBVZHYizffjVuI61OLV/+jDddxIjB9Q13lAUeMV41zgBT%20LowocQYQKKaTuDNqcot1nAeZmnIcs9+rMSWRZUyaa7QLKdYaUlF1SLk9ecofL1bThI2i+230XBtS%20fr3lD+WraMKEfqxIPV0hVVeFFIrYNVKgcsvvGi1Up42IS8nvCCnPyoUnrOxIvnn/bdMjomHP6OEF%20oiRR/vS7+94Ivjg5KBEcAxQEQoIx+PGPf6wrrrjCU6DuOwt9n+oBxpNjk6o72aR1jxzUXTev0WPz%20XtRjN6zWTTet1rwFq3Xdjet1z00b9NSCNbr3xjTvetLSiy3vAXu2zMosuilN192QpvkL1uqWm1/W%20E9ev0+PXp1l9aZZO0yM3rNPtCyzvJ6u1N22vWqOtGhwe9HjbTRPiCLpFFTgKPGNk4L4r0f/8jTPI%20O0yhoyhRtNCE8vB9Srjbv8aWBuUcsf40I5hxpECZBwsV2lyivDdtVLKvUDlbSpRxPF/Zu6wPt9l1%20Ik+hHcUK7SxS6ES+QlstvbdIecfyvfcyDxQq46j1+WYre5ir0Oq2Og4XKCs35Dkv4IRRQMHj4GAI%20wAHZxxAwEsJBZPqMkRI8jgJl2pjPBrfddpuHrzs0GB5g1JgqQFdGcBUVYZPPhApCXSoJldk9pMKi%20PJPtGqN5j4pCMRWHipSfl6ui4nxrb7Ol+yyv0Z7lW5mQikuK7Z246YQeqyNsOiBkDlyu1cF3sS7j%20SxbR1Bvug55cgw/ThNAB3Ya84xhh7MCHNN+RnVHEYECLb37zm/rBD37wlo7DYUA2KJvSJ6NEj3TK%20HIn1X9Poc/9V8Uc/o6qFn1N86Wc0uu5vNbHmcxp5/jNqNmMXvvtzOv/MpzW+7rOaWH2ZBp7+tOoW%20Xaa6+y7T4KpPa+KlyzSW9ll1L/20V0fkkb/VyFozhGsus7r/h0ae/ntp231SR6Mq61u01hwBHCLw%205DOIG+GCD6EMMZg8c9FycBowgAQhv+OOOzwHibIMDnAq4J9UFpmlYBRHLL/ZGpCr8tLTqio/q6rK%20dFVVnFW4YipdXnZWFU2WbjfPvzZD4bIMU16Wb2UrKs9NlZ9+r6L8nMrDZ1VpI4Vwq5Uvt6vCLuqo%20Oa2arkz1TdSqtaXCU+QPPviQRwg8ABQjChLDB4HwBtz0GtOreFEYEIyiG1bDHChFGOS9HKszMTFp%20Q/l+xaINinVVq30yoY7BZnXEytUer7ARUpnifY1qV4c6euosv8zLj8VtZDTcqo4JK99R5ZVP2BVr%20r1Ji3IR2NKoOK8cVt3faumq8Oobt/yMjnSY0RYbDAx6eMLabPgNP501iHBB+cMZbBM+bb77Zm2Jy%20wkU+ShKaYFBSA75X9tjvJkwRtRstOjQ00GHOZIfikx1qM+Pda5eszb3d9neP5Vs6Zv+GLDU53qFO%20a19sgPyE/YtpzP4/NmR/W358zJ7Zk077/6SYRhrymL2yssrDGwVP//qPmaI/eYZTgMJEeZJGOTBi%205h08ZhQr3xpQJjhVTKukaBk03NavmvwWZZ4Nq+xcpUrOVdlomynPKp05V6Gcs+WqsnTInnNVWpq8%20fHtGOvss5cI6m16pc5Zfavmllp9p+WV2L7a/M06XqexshZrL6j0er62r9bxicMAAYBTJpw85uJXp%20UQwIsoDiYPSPIuSTAXRx00zQAtrR/0whpwp9A/1KNBmfVsXU3ZZQV8T4uDpmvN2u9mbjhxrLT7Sr%20q7FD7bXG+5buqLPy9fGpdI3dmxJeed7j/e6Ylau28lEuqy9M3e1KdMQ8ZcaUKDLPNLA7tolRG84f%20Bp8pQZwbeAFHl7LoBvqcGRUUGnTAYXILc1J1CByMj+NwGH/GRqx9Y4p1GC4dxsUJ49hYlz2btPxB%2042OjSXvcDLFJQ7xXrGWLd/TY1TaVbzyaiA/ZuxNWR6eHayLBKknDO8HocMRkuNNbWId+Akem/ug3%20RkX0sXN6cXygE04BOoCRE8aC2YNbbrnFcwihCSMkBgToPHgHIzL7qTEzRNE6qeagXds1UrpHHRm7%20NFK4R6rm2iXV7lF//h51Wv5k6V7L221l7areq+6c3TqfZelKyw/bvXa3JixNHQN59n6Yy+qosaty%20n72TZSNFczBKyz19joEDX/Qc/Y/hw1kAX6bVMXYMinAO4AGcIKab6X8caRxEnAUGCKkGx7/kF9pE%20IlHPM3aKDauPMGDUMIpMB6I8YCQUB56kW4lFGq8BhsFQuFEVTDYXlqcPD496TLFq1YuekgNHDACj%20AhgBRQCDICTgDk1QHhhPhIm+RCEiGHjRlGPUOBdWYGIUUQQwOAaAqUHaDe4YNvoYxYHgoByYPmQ0%204E444KKvmTpyh0Cz2IpZhEsd3LcScGNKiH5jGgnFgFKgL6ELzgF0or/BDXkATycnKAScIkbOyAI0%20misAPkyJuQUlbpQE7hgBcEZPMRJ2AaihDYYQ/kDW4Rvw5ppLp9YwMkS2wdUtHANfpoTdd3MMAt/b%20MBQ4ShgJnCf0HY6vk3/37XGuQMTk0/E4/I+BgvfhZ0Z+2AG3Ch/9gPGDL5hCxU6AOzKAniMNPVJd%20dXvJG8Xx8QmP8auqKr0RICMBt7wY7wdvCEXopl0weBhEmIXpFnDBq8KIsESZ5+TNheXJNBHjTeeD%20OwyAwGMYMIIYTKYV/aurwAuPkPdckGg6GYUJTdw3m0sf90mvnxAIh7ubRoMf4ANwd9+bwIlnKA+m%20zRzuvAPu0AqazZUzGvFsUXxuKwn8i2GAl8ERXoY2buFV3Ps2VeaVQQ7c9DqyQb777DBXAHmm31F+%20OHbghRGA18Gdu9t7CK/Qr+6Ei6lPHVNHQNHvvDeXAs27VfTgjS7DGXKrT8GdUTIyjR7gGzuy4I69%20cnu4cf7AHUdyLu3NBnf6C/zAHRlw+3DhB2jCrBg8Tz660el7aATuOEng7mQhVZgzEW1Azi3J9ws3%20+eRxd4JBORSnHyAgxJ5Lm7f9ChJ8EBQYwuEw20j+fhrNddzdCJ+7C9jgAOVInt/hQXjAfS5tXPcr%20CPiW9vs3oJOPkUs28sk8D19QLjl/LgD9Br4Od7e3GHzB6WJGnvfnKu7+/kNnOdwdP4CXPxgDdErW%20bU4W5irQf37cwQ0dkPzZy+mGZPl+P7gHYd4CCCCAAAIIYBoCoxhAAAEEEEAA0xAYxQACCCCAAAKY%20hsAoBhBAAAEEEMA0BEYxgAACCCCAAKYhMIoBBBBAAAEEMA2BUQwggAACCCCAabjkjSL71NiXwykY%20RK1gQ6bbkO8OWnXHCjlwzwjvA7DHhc2dXGzwTt7reKkCuIMLbWYzM7iCE/Rg4y5/c7lI8m7TL3E+%20wd9F1+d9Nv5Cw1TPFvuogO45f35S8fh5w6fRi/DCBnX/fiT+ZmOz28MEjuAN/m7fKn+zgZ8Nvex5%20mhu4T+1DBD9wAXc2YfsPymXvHhub/fTgOTRwJ8Cwl42/kZnk/ZuXOtBecAdH+NZ/Bip97TZ1g5M7%20JQRc3Ykajh+oYy4FbfggANydTrgYuI3xbkN8AHPAKMLQ7iBJQhkRygshIHqDi/NJPqGsnNAT2of4%20j4T9oaNRKpwmQeggQgIR7WAuHDRMG4lgQ9gj4hcSzoloFkQy4U4gdMJ9EdIMJYLiJLwR4ZGgC9Ee%20UIyER6IcNCRU3GwF5qME9H95+ZjhfMZwX6tt27Z60V2co4PDQExLwt9h9OlTwqERFovwTkSAQZkS%206oxwcOAOzaDHpQ7++K6EKyPkFxFLwBPAaMILxLR1p2fwDpFvCHtIKCyUHO8QGoz3iYQyFw6XdgCf%20gjsyTuQi+tLhTvg+4hkj1zgC4EY5ZIQ+hr+JcgLu0ILINo52cwUw4ugu+tU58OS5CEbOyKPz+Jt8%20F8kKHUCYPDa6u2g/LqKPK89FeZxq9As6M9Xj9H5V4ZI3ioyUYGp3YCpeDe1D6DEYCAhBn3lOPkJC%20rMuvfOUrnpJ0Yb5gFIQMQXkvAcE/CoBxYVoMOvFLUZQoBxQ7DIzRI74jypEwaCgHYl1iCFAOlMdZ%20gEYEhkZpECg55aDYHwEgw5HIkOG3zvBb9lYIM4QeASf8FyegEBDdxUQl3BXGEIVJMGxi3mIQMJ44%20CpyuMBcOm0VZMUp0Jz+AE/3twhsS2nDx4sVewGhGQgB3cOaECBwFlBwXfY+DBE0wFHMFtlq/cfQX%20fEy/uxNSoAV9TsBonEPoAl+7Y+VcKDT6niDxOEnQBcdxrgC6Cdmmzeg85JV+B1+cegYGPMdBZCaE%20cuAKrdyRam5QwHNohsNEvdASJxmjSb0MLqAVAcSRqbk0m/DLgpSM4jjhlY6fUtfBw4oaA1aZJ9tC%20gGlL1xphuTfb32HLJ82zOsuPm6dXbx1UYwJKusE6pNGumKWrrTMbptPUEbEOjlCHlT1vgj5oSjDd%20hBmFhnAzjei8HAwEnQsD4BHSboQCIcBQEiCXfBQDypRn/I2yQOmkpqlGpa5G49gm09htlg5LCUu3%20W7q9VhoxT3bEvPZ2y2+3dMLSXZY/Zh7qQIP9XW35lo5bHb3297ile2osv34qP1Fnw6MWs4T2bqfV%20MdAxLSADntFDQdB+fwxHRswoA4JGYxRR/pwlx6gIBscg8BxPG0MKrThaBQchNSU9oZbIeVUUtqv0%20dEKZe2qVf6RCJRkVykyvUmFmVMXHY5ZfbXczTJmWf65GJefiyj/Yqqy9lSo9U6GQlc9Ob1DpuYRy%209jcq9wCnRZBXqbyzLSo+ZXWcrVVztGP6d4eNOZ/zot8jvPS5i3tK4GcCRuMMuXiuKAkYGn64/vrr%20vWcoCgwmigTccQ5SgQlTElGjcxHndCbiOlAb1ptN9ToT69DBWqu3pVOn2lq1t7ZKx6MRnTSePGCK%206JQZ6uORZitTZWXb9GZzpw7VdehMvEOHGmt1oKHW0nEdrm/Q0cYmneKkD6u7Kv52sPatxr84RDh2%208Cv8Dh3gZ/iBwNg4jVw4fsgIRwnh+OEAYiQYIeFUcmJKymcKoh/bjDcrijVRdk5dWXvVGzqksdIz%206s46pP78YxotOaOuzIMazD+hkbDphvABDdt9qOC45e/VSMkpDeRbOuugRu29vtBRnbd3x8rPqCd8%20xLvGyqy+jIPqKTHD1WcypVG98urUEVgoc3Bg9AcPgxM8juJ3x2XhODA7gDHEaEAHjATOEv3PqSI4%20RSkD5xiaTjJiyog6dd+wYeoOH5nDqpliqtoIVvweZc1gGyNOvc/dRmXCkXkX44MjDJ9iqJBljB6j%20fnfSC84+hozZAndQAviThs/RBzhNPGcUCD/AM+hOeAGdAH/wGwQLR+dTDmcrMIopGsWhxgZV3LJA%20eVf8s87On6+dV1yhk9dc411bv/a1qfTVV2u35Z+77joduvJKbb/8cqUvWKDD3/++9n3728qwNM/3%20fPObXnrvt76loz/4gVfftq9/3Uufsmvv976nJlPmo6bs0jMzvejwHANFp6MEmVqkExF0Rktu+I93%20hPF0U08IEMyBUUSIHCPBeCnBcK9Ue0iK7TVCpEt1e6TQcbtOSeWmbPos3Xva0rst75xdR6zMNitr%206fajUqEJUcg89Xx7L2JlRizdYnl5h6fKF283Y2j1D5yeOn4lMRXVv39gyBvd3XrrrR5ju++EAEaS%20UyDAH2XJFCllESCU4/eMhowcYHyMBgoEg+EO3p016iPjOn6qUeuXFCltQaYe/OdteurK9Xpx4QY9%20+NNX9fTdJ/X8NWct/3W722j07vV6cPEWvbg4XU/98Jge+pdX7L0NWrpovR5dtEerb8nUY9/arye+%20tV6rb92gRxa9bM+O6vnbz+jBu7fqxPFis4imN6zNaWmrvGOwEGBwx0NGKaD06GccAfqdmQMUIH2L%20QuCgXRQnoyOMKV42RhRlkgqMwX+mxJ4qLtINmVn66rZd+u6Bg7ruXIG+vq1MVx0t1fzTZ3TF1p26%209sRp/dgU2NeNJ689fUo/ePOELrfy88+e0/cOluqfd5RpQXqerjRcvrv7gKXTdYXx47f379PVVub/%20bNut1aFCua/dJ4zX6U8UI7xOv4EzODBdCO58U8UYkA/vk49TCE+gTJFlymBEGXWk6BFImTmm3Fdo%20bO0tqnvoG2pd8n0Nrl6g+of/WfFlV2pg1XzVPXi5Op/6oXo3XqvajV/X+Y1Xq3uFpR+4Qv0vXqfE%208u/bu5drMO06RZd+R40/+xcNvnSdWjZ907sG185Xw/1fV8sL15rMmNxMDuj1bTu9Y5AwZvQrMwUY%20SHCl/8ETGUb+0Q3gCj04bmrevHmeQwjuGEamlBkxpgymC/Wd70h/8AfSxz8u/Yf/IP32b0u/+7uS%206TVxaPNMn2GMN/XJT06V/djHpt511xe+IBNkpoEu+LNu6pc7egslTf/Rx8g5sx0YTHeYNP0LbeB9%20HF53wgSzB+gEdATPGRnCA5TjUwRp+AvnEd3CdHQAKRrFwe42FW9dqtMPLlD+o4+p+plnVbJ0qU4u%20WqRDxsDcS60Dqs0TybdOPLZwoQ6bMk+3UVulebxh64AsU8pHTFEfsQ7NMWambLmNhM6YV3jIyh43%20jzZkZepXr1afdfbA8LBnFFHyMDpMzmjJv6gEBYmnhPJgKgXvGm+JkcHVZqSZhmJUxXQiwgGOKX9f%20GR+0oVmmEcEM13ieGUAb+ZWWSQVmxBKWN2pe7qgp84SN/goK7ZmNxnopawZvqEJqsvKhbLNkJvQD%20dk1Yut8MX7hyyihGzDgO2ztjOVMjyKGp7359ff0e4yPYeHr+BUIYCYw/HQhtoBGjQUZMKAimkL/x%20jW94ShQvGy8RWjCdkgqMjE4qVNCnvS/Wa+/D6dqy/JB2/vyA9i45oC3rD2nX02e057Gz2vL0Ybsf%200O5llr/piPZuPqedG05b+YPa99AB7XjhgLauOaZ9j6Vr21PHtf3JA9r3KHkHtWPzKe16zcpuPKry%20EzbCTkDyMT3/4vPeN0EEH9wdwyLIHBnGVBqKkefgyAIMlCZTq5w9R18DjDbgjVSnEBkplpgTtr6h%20TvdnhHTLoXLddaJY954r1G1Ho7rzVFiPn83Ts0fDWnq6WHefPmn5h7T4zCktOlWq249W6Z6zIXun%20Tre+2ar7z+VrxfFSrTwW1gPnMnXbscO68/hRLTqTrVsOV2ldFWdLMlaa1FZTXswSwLfghjJkavSl%206UNYMfLwMwqQUSNKk08HGAZGR/Q7NONdyqR8hBCDhhLj3X3rNbHvYfVuWaaB7Ss0vu8+9W69VYM7%2079bY3nss/3YN71yk0UOL1XPoNo0culsju5aqZ/Oz9vxxDe1c6JUZ23evBnbcpb4td2h8/73qP7zQ%20u8b3L1bf5lvVv/MJqSrXkB/Wq29s8Zxg+pv2MzuAIcQYQBN4AnwxiBgBPqug1DlT8ctf/rLH525m%20ARohFylDaansx2RKRLrqKumrX5Uuu2zKIBrtTaCmPn4ngzkw3juU/cd/nHr3hz+UeakyS8a5WEzz%20XPBn0WM4825qHJ5mdMfMl1uAhY5Dt0EP8tyZgjgHDAYYPKAf3EgRh9jNJjF9ijxATwwrhhH+4Hkw%20UkzRKI5ODqmtt1K1FefUWWIM0xZXn3ngTdnZajFvjnu/jV6M4uowhnL5XKOm0CfNo48a4ZvNa2m2%20ZzGUczSqYfP4yHN1dPDNi1VknDRuHX7WRj4oApQfDMK3FTeVxCgBw0DH09koAsqiMFCMTMEwYoDR%20UBwwjpuCTdEq2sW0XoOkaYPaZV5iHMbljD6mfXqnFEm8y541TedzjXj/iXMM+ynPFZ3SOn3WjjYr%20M+bqSLxtjKwf+CbAdBCMy2ISBIXREmlo4M5MwzFAQBACN3WKUYAGKBEMBQLBiMstzpi9YbBBbLfZ%207bIBRQubFY+2KFYTVVtxVPGWqGIVLWorb1G8rdXull9q+TFLd1i5bstvtbzCqPdOvDFiaaujOaJY%20o+UXWF6DPeuMKJpoMoFv1WBTv0Zjo2qub/aMIgYARmVkgIFwZ2W6A3WZPmIkxTMUBrTAYOJIoEz4%20m9Gz+8aSKqC+wkMDyo3ElNsyoVBkSDktcYVax5UdOa+ylg7D0fR5S6+yW5osv8XKNdk1oDzLz21p%20t3f6lNs6qlBLTM0RTlGfUF5Lq3Jam+1Zs3Ka2uxuethYqM2cvpa2qNZMf1PEGGL03VFSjBgRWhwC%20vH1wgyYoQnBmuhnFyCiBmRGeIxfwTcpw3hoUsfei+cbXxqMx49E2M1xxu2Kh6bQZgZjdo1yWFzWH%20LxZmebA9Nz0Ry54q05Yz9U6cMpZuDU1dlKe+SIXGOXS3tU3rTUk/briDL/0O7uCI0keOwREjgWzT%2013wiQKkj+/A8xpIpdvd9EXlJGRgFYph4t7h4yggyCrQ6hZ5j0ddM06fM5hi/emVxykij0woKpupi%20WvZdFvrhvGL00FksMsTg4dBx0ffwAzyPE0z/u0VVjAAZDaIPkXMcCfQBaWjINDz6D2cCuqAjcKLQ%20L/BLYBTfg1H8KABPj86koxkNutWnTKcw5GdqBWWHwLhDdhEApgtgHBgMBcoUAtNKCNlcOVuNKWLw%20dFOF0MBNo4EbgsAzGByaICwYP4TDrVgEf4wihgXhQGjmwpEyQ4NDnlDTx+CEguA8Nbf6FOGl7+lb%20ZgwQaOgDzrxDPnTBKKI03cG7Pe/ioV8qgNPHdC98De4of3BxKyjBHWWJE4hCdIqM9+AN9x0VnmHa%20DcNIef+2pUsVcFZxXI4cPeIpcBxht/oUPLngYT6XwAs4QvC7m07GaCL7GE73fR2ZmQurjh3Ao+g5%209JX71oeBd6vt4QvwYVAAvqQxnNCJb6/oAcrAB+gHnkFXBgPQjXqgK7oQvQl/8O5cW6H7y4I5cMjw%20uGfsEH4MHsKOUWNqgE5E0HnmFD3fzlAOzMXDIO5MNjxNvKW5dMaYm/5B6YMrU8cOX/BBWPD+HU4Y%20UZQHdKK8O3AUYWBqyZ3JNxf2bI1PGu79U7i7RSak/Q6NO08ScN8bUQjgSj70cHs2qYO/58R+NWsj%20PN9lfe1wR/H5Zzfg75kMvP+MSfgF4wovzBXcJ6b5GD7H6IE7fOvXSe58UAB+oBw8zwyIO1ic9/jm%20Dg3mysHafnA6CzzACRrQj+Do35YEneAL+p1yOA1OX6L//GdRuv3d0IR6nYzAW3Nl7/aHAUFEmzkM%20/gOHA5hSEjhNgXAHEEAA7xUCoxhAAAEEEEAA0xAYxQACCCCAAAKYhsAoBhBAAAEEEMA0BEYxgAAC%20CCCAAKbhHUbxySefXMaS3cAoBhBAAAEE8OsI7zCKS5YsWcbep8AoBhBAAAEE8OsI7zCKmzZtWsYm%203wACCCCAAAL4dQQCphD8wTOKJ06cWOni7bHXiz1w7nKbX91ZXu5cLpdmdOnKuk3G7kwwV5/beD3b%20ul0Ei5nq9tfH3Z9Orju5rReq29++i9XNe64Of30Xqzu5Pren7mJ1O1q6tB/Hi9XtzmW7WN2uz/x1%20+9vnr8/fZ8l1J7f1g6rbz1PU/W48lVzfpcSvyfz1YfHrB1H3pcSvF6v7Qvz1YfFrct2z4VdX94fB%20r+9Wdyr8einr7lT5FWCkSCQszyi++uqrzxD6hziLLnyauwijRUglwoaRJgQXx9UQOos00dmJMchF%20qCnKUo7ypF2EeyJsEJuTctTLdC2jU6KREGqIkEScCUbdhHMiTd2U5R3KuEN2CelF3YT/ot3kc/fX%207drn2ooXQJo74eD4hurqpq3U4dpK3dRH/eS7OIqUd+eRubpJc5EmjzRlXN2EU6IO11bqpj5+i3x+%2029XNYifa52+rOxeS0E50Gri5uv24U7/rJ6K7kA/NXN3Q0rXPtRX6U4Y+cOHDXN30lcOdtlLG8YA7%20r9H1O6GpqM+1lbSfB0j7ecodmEw/knY84PiBUG2ubsJZkefCWbnTAlyfJfOri4WazK/Qjndpq6ub%203/HzK79DfY5fwftC/ErazwNOFhz9yKcO11Z+B5q6PqO//HW79rm2Oh6AV0nDG8n86trq+NXVDc+9%20G79SJ2lkzIVOc3X7ZZV6XMxZx68unirleY+6nNyS9vMX/HAhfnWy4HhgJlmgXn9b/TxA2l+3k1Xa%20StsdDzh+oI6LyYLrp2RZeDd+pXwyvzpZdW2lDa5uF4rNXU5WXVspz3uOH6jPz69OVp3cOn3o+CGZ%20Xx0dLsSvrm7yKetvK33u11/+uqH/TLrb8cPFdLefX99Ndyfza7Ludri7trq6/frLz6/Otvh1t5N9%20wkRymIRnFJctW/a1rVu3LrUfWLpx48alS5Yseesi3xh06erVq720Vb501apVS3ft2uWlV65cufSJ%20J57wrhdeeMErSznKkzaDu3TdunVLTRl5acq5urdv377UhNarj7Q1ykvv2bPHS69YscIrxzvkU9/r%20r7++dO3atV765ZdfXrphwwavbu6u7ieffPKt9rm27tu3z0tzp/6nnnrqrbppq2sfbaVu6qN+8snz%201+3a59rKRZo80pRxdTvcXVupmzx+i3x+29UNvrTP31baTho67dy58x11u/a5trp+gkakec9ft2uf%20ays0d3WTdv3CO659rq2UcTxA3fS163fzrjxau7aS9vMAaT9PufbRj6T9PED6ueeee0fdrn2urbzj%206ibtr3vz5s0z8iu0413qc3XzO35+5Tn873jgg+JXvyw4fqW//Dzl2ufa6niAukn763b1+dtKfRfi%2012RZSOZXvyz4ZdXV7edX+szVzXvJsuDnAdJ+fvXj7vjV8YDrs/fKr37caaurz/GDXxbQWbPlV96B%20zjPxq5OFmfiVPnRtpQ0X4lc/7pTz88BM/Eoev+uXBacPaaefX1PR3Y5f/W31624/v35Qutuvv94r%20v1LfTLrbr78uxq9O9il75ZVXLvWMYnAFV3AFV3AFV3A98hv/Fzc+Qdl3WOI7AAAAAElFTkSuQmCC" height="213" width="453" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 7.&nbsp; </span><span class="textfig">Tasa respiratoria durante 24 h de las semillas embebidas en 3 h.</span></div>
        <p>Los
          tratamientos pregerminativo con los extractos provocan incrementos en 
          este indicador con relación al control. La primera fase ocurre un 
          vertiginoso aumento de la respiración en las tres primeras horas de 
          imbibición. Se obtienen en tres grupos: los de mayores valores medios de
          la tasa (E240 y E3 en todas las diluciones), segundo formado por E230 y
          E4 en todas las diluciones y el tercero por el control y las diluciones
          de E1.</p>
        <p> En la segunda etapa la respiración según refiere la literatura <span class="tooltip"><a href="#B14">Jacinto <i>et al.</i> (2017)</a><span class="tooltip-content">Jacinto,
          H. C., Bernal, L. I., Garza, G. R., &amp; Garza, G. D. (2017). Cambios 
          poscosecha en frijol durante el almacenamiento prolongado en contraste 
          con el envejecimiento acelerado. <i>Revista Mexicana de Ciencias Agrícolas</i>, <i>8</i>(8), 1827-1837.</span></span>,
          se mantiene estacionaria alrededor de 15 a 20 horas desde el comienzo 
          de la imbibición, se corresponde el control con 15 h, sin embargo, para 
          los extractos presentó una duración aproximada entre 3 a 6 h, lo que 
          sugiere una bioestimulación del proceso; con la aparición de un cuarto 
          grupo superior en el valor de la tasa para E240, E260 y el E330. La 
          tercera etapa continúa con semejante patrón entre tratamientos con 
          excepción del tratamiento E230 que se incrementa aún más. En la cuarta 
          fase, se produce una disminución gradual de la respiración causada por 
          el agotamiento de las reservas, tal como ocurre con el control y los 
          tratamientos </p>
        <p>de los extractos a dilución de 1:60. En las 
          diluciones 1:30 y 1:40 pueden favorecer aún la tasa respiratoria alta de
          manera más eficiente como los extractos E2, E3 y E4. Esto puede tener 
          incidencia en la formación de biomasa, y en la viabilidad de las 
          semillas (<span class="tooltip"><a href="#B4">Arteaga et al., 2018</a><span class="tooltip-content">Arteaga,
          B. M., Garcés, P. N., Pino, R. J. A., Otaño, C. L., &amp; Veubides, A. 
          H. (2018). Extracto de vermicompost Liplant una alternativa para el 
          desarrollo de la agricultura de conservación. <i>Revista Ciencias Técnicas Agropecuarias</i>, <i>27</i>(3), 31-41.</span></span>).</p>
        <p>Al
          comparar los valores medios de cocción de las semillas no embebidas 
          (control1 SNE) con las que se trataron con agua (control 2 SE) y con 
          extracto (SEE) por inmersión por 3 h, se observa como el tratamiento de 
          imbibición influye en la disminución del tiempo de cocción del grano, 
          aspecto positivo en el mejoramiento de su calidad comercial (<span class="tooltip"><a href="#f8">Figura 8</a></span>). Para las semillas control 1 SNE con relación al control 2 SE embebido en H<sub>2</sub>O
          vemos como el tiempo de cocción disminuye en un 11%. En las tratadas 
          con los extractos, el E1 en todas las diluciones aplicadas lo disminuye 
          entre un 25 - 33%, el E2 disminuye en un 7 - 25%, E330 lo reduce en un 
          30%, para E340 y E360 se reduce en un 7%. Con relación al control 1 no 
          embebido (SNE), el E4 en todas las diluciones disminuye la cocción en un
          60%, en dependencia al control embebido lo reduce en un 5 - 7%.</p>
        <div id="f8" class="fig">
          <div class="zoom">
            <svg xml:space="preserve" enable-background="new 0 0 500 290.909" viewBox="0 0 500 290.909" height="290.909px" width="500px" y="0px" x="0px"  version="1.1">
              <image transform="matrix(1.1364 0 0 1.1364 0 0)" 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BHYCvT0i%20kgod2WeePsCadAehd9FTloKAVotU3DkBTvWzRUgmS4NZoqKUsxsdWDxF+OsRCTT+hEeji6sV++XZ%20Gu0FF22TNGqluuOMySakkVNvSiWqmpgA1IkCk+ksAJMnCiRaFYmGpr9KgWb6U04qGR3M2VA56/KD%2047a9BucAZ5v1J4jk6XNYow9ii5SlQG/p+28dwPrQUQrUMgjns8MjgN84Gf5xy6GrzKOv1N+TRKhK%20bZ4lfXvq797dsTsCb3AErgbANam5Lf8UWtn8I7W3+xth5TvCjai8lvq71UtEb1hr3cCcubQO2GGq%20zI1tm/zOJOTtdhaJ5HZIXa7x8+kNQI7HNUVzgKJSld3t+AmUPGJ9Z9eqtabVBGbUywRq+ptqRo0m%20EZoE0E4ciSKUEKcEIHOdWPzvw/EOf9P+1NSYWNNEFAMYZG9tbtgKNdPtzTWrVStENP0OcGFvUnpn%20ArgQHzldH+2ZyBpLgJxo+mI2ev1Ke7wC4JTKVBS6ulGD9LJhi/MbtgURpsZ3F1A3T81sDJIGpSWV%20fk1li5YpDnkKtqdPAKfvloAX1eNMT0VwArmsiFInbLt4lNZXlq26tER7RK5zzkMPkaEiuxakHH25%20tnR2qhsCdr2MZwqnn34ccbIAW44ILwfI5UfHPNrTzwypzf5CoQt2Jw1+9/lLOQJXA+B2sdTaoLZG%20XcE2uXF3+PcuoNYgLbnJjVstczMDdl9SixsG4MbYh0nLUkR+j7XqBeBU5FEj1ce85jFgWcay66Mv%20eO5LSCq32P+SmU5egstFc72TQIjSakQvlequU+S3KwK2Zqin8XxgQmrillYr0oGdQIg4+vUCUCkq%20C+CX7IfCP3HN+okkxtanrEoj291d0ok+OaNbi+DwLEMkQoo2F2ITwZVhUI4QFZXyYiXyrscAXCzC%20VkTan69Y3XK21ujHl3vL9voaTjIJgu7TbV5zE4xBmOlL4c5C1kHkmZjtKclDOpu2UcBtEnmA6nDH%201gqVst1jkYG1WX1tzZqAm8gmvaQdeyKPUkXJ/h3FNlVUTXSsGl19nZT+zDOiR9igCOxVo0sPDHpE%20V5ycsoIeWN/p3xn+LrBLAord6O5057q719sdgasBcL2AVwFbruvqGEDENQLYzRHJLZCypCZiO3wN%20ogdvasrE60xKbnZrUXcbBLyygGB9g/qbpiD2I+qwPcCuRtNT/R0yQ3cLIxAmQJh8jIlqaHLu2Nxu%20OLBViNzEfNxFmiExdTzJeXoxqiG5P8hpZ/ojgx7Sg+L3B3p8rlDyx+T0rZCOFMX/9CW3506nx4YR%20W1GfTTKBUTRw18aKgJzAQ4ugcPCXvUf8PQXmTxc2rfjzAn1yn9lObsl6qPX2spiS2Pt8CW8NFuDI%20GGqRsKtIi88iCcL4QN6mRC6h9nbcmCoNKWCrLM57WnIX4PJFw2HoHMYjcloRM7OtmidRnEeuyoIw%20xvsN6qVNouXVNVt/+NDTmQI8EVQEdqXr13ncoJ43TUMOIjtqeA6iV9gHtXvfv9sjcDUATnW1UTwl%20C0Rd7xG9qYXODCQTdQr4UaQS0pN3aW8zwR29S1pS3QMeY9RcxFT5D7yun0lj9luIKURvMlWuUq/L%2089zQzdC5QH3ffuObAEB1s21ATA+P1KqkIqmnifEYUo8OAZopDy2lotTjhQ6fk0Goe6kWR6ouUP5j%20CDr7O2muV9Tin5yDCeDy+awVmKCzmdPXzpjLLV9sWZYoLpXOhehLfXIBuL5X6OBe+Wmj7xSiKun5%20IjYlnzLWu40O5m2MRyHXf2zEtE/trUbtbWt2zn8K4HQ+RXtR5Par9UYEdI55Eaq326RpNUZOaWVB%20wWMXI+8mjxrMzA0AL0n0lhkY8NSlSCsCvPKNm1aanqZ2N0yK9WpMJ2e/grqvuKojcDWuSHX2TuP6%20r0e83aBjwPsfmf0eEokAqwjpZIKILUFkNoQmLoEGbpSo7zbEkiwR2rhAjQ4Ck0R/DfYbBdzukM6c%20hk15ivrGVT3Bx31uRQwNMR6pI20BZorW9FORWt1JIiH9GC3+I7/Es2nHzjtuitr0iLfXSYmFCC5E%20gDrObg9sz0YvTEh66VHvCxHcyZunawGT3WaDlCB1LdKCYnq2EnJSCa4p59qitOE+x9BnkXh8sJQJ%209bdixtmUx2171NgUuW3BJK7yU2STRMQYPRi3F0PTF/7t9dEXAcoZr5wH0pkCuh36D27Pztpa6meP%203hTFFacBuVs3beDmLX6ftiypzOzAEAuTqzG1nOt8dV90ZUbg6l6FfWUATY94rOP8FSvQQaI2SQKO%20an3GaK0zSo+3fydGZvTceXJpV+bUvvyDapRE6Rf7UUC2sbVjazw20Z5VATrVmULT0QBkQVwcCaff%204nc/C6HkxY8ZyCOBJaktbqx69G+n+WqHxwm1rIiWoiO+PLd5ioN60pxj7ZH2FTlH412UPRftnoYA%20uTxkmJM8KBWx1UhRikHZAISkh/PI7azX94sgqJonoKdIuk34GtKZIbqrQwCqb6zbGm2N+v/6Z2dg%20lojmht57zwbvvm+la9eQJAxQ2kba0I3sTnEldHfpxAhcXYD71WjE6+eoA/fLltM+U58+JdWJAX+b%20x9xjAhUDcmO7aetbdRdUKw0psohsshSsaYhEaIhdO846R77N73cl31v8FmUFXdzdxoMy5Xo3yQLE%20nsydkF1QdNWgf55Sk/U1orcd7M2iaCwmlrz2uEQpTUWFukDaIvr0RHVRwG5nYwPW5pZt0rtv6euv%20YWKO2wA9Foc++ACwey+AHdq784e4r/0Nugf4jY7AOwRwv9EzeIqvLQCTPk1kEUVrMbDJE3HPU2ti%20J1JLOmNLmlO8dXeXU4xATILRYkLkkkGit5Fyji4DSAeOcxwRKaVW8xpZdWkRFqXSkzuAj3SEAqHT%20pV5P8REPI1QHuyDM902pX0BuH3JMgzSm5Albc6QxH9y3xe++IXV524Y/eJ+kyl0nqEiGIMZmd+uO%20wJsYgS7AvYlRfgvvoWhAjEcxIdfx3lzD0UXpSBFIJNCO05BOb9ek9RY+Y/ctA3EmJDvpcgBoSLYw%20jrBb9Te10DluE6hIGiBwk2uJamT76BGTGeglHU0LHmH8RNGiDKLFuhRJJYAd7jM/b9kGUd3y998A%20bjdt5N6HNvThPSvzuzR3XblB9w7o9Ah0Aa7TI/wWji82pAgjqxsAWxSxiTQiK61gV6Uea5HoupuD%20fAtnKLylg5s0hDy0yJDDitKS0r6NIRHwrgfHbNKx1VbxnlxcQM+2TvSGRIbtoP52Xl3FeUdEYCf5%20gWp3rb4g7yCFujU3z2dcspWffrLCnyZs6P0PbOzTT4nsPoSYQpcE6nTdrTsCnRiBLsB1YlTf0jFl%20aCx6/wpuG6sbOx651YngdgO//8AOq9st+i2doBff1tmTgfSiLQXzUKzJiWEAjt5v6g933Kb0pEyV%20t2FPNraQzogcpNTkW160COT06MGfM47o5KYiIK7htLL57Blg96MNA3Sjn3wCMeUDZ2DKVaW7dUfg%20IkegC3AXOZpv6Viir8vUeJU05PJ6zZuDxm78Sj4qWju2NYxPiJAH4jylorw3vfp/7bE7+PCvfaQ3%20eYBYvqAmrEUYk6q9jfJQo9Nj6298yCb2ZdsL8zwWXLPmqeaXiK59ZJ4DvZhO+mtt4WlG8VX7PP8+%200XtQB5SRs/EQIUaWYe64goPKBgzM5R9+sJGPPiaiA+ggpOQxhpZbyrncAt7kieu+15UYgS7AXYnT%209PIPKeadWJErpCIFbKukI6s12sxQ9E+AVt7z7Iio99dHCXKJllxInGHKHiFvFlKZcis5p3vIK4c1%20nmgvEkD5/PJYdCF39Lkv+2nVUO/zWXUOdY5EKJE1l9xLTuoaoO8msKjDXpTvZJ005W4dM3J9fwGc%20xjgaX8m8D1rjvDDmIa532b7vEy1zDiQV8fOHYxlZsUWHd9eb+Bhexz30GvXPyMWDRDCqM6ovsdoe%20EdmJlCJtXa2KxeyPtjUzQ53uO2p092zs88+9VifnlF5qet2tOwKvMwJdgHud0XtLr5UgWBHbOoC2%20ImAjYpOmbUd2ZfKjV8SGv+JL9VPBiESFGkCByZB928xCCTXJJJXpGCdXfz3ECpd2QL+8RCP1669/%20jN2I3i86bniT8J46rkeLMZC+LL32MjAM4YI/2vGxXY8muy8B3Vs6Oad420OMD13MFb0VMH0eHyq4%20c0kuffxt6To0IiCRS+owKHdhLgrwHECcORkJF+Nz7Z0SYr/Q2IsmiN5lxuz+of6hoo4K+i1a7ATL%20rxi82F9H97ENA+wA6m/HeYi0hv6Mr5d0YJ1fPyXheor0eWJ6tmh55ESZLdoP/Vhx9uXqg19slIhu%20/IsvHfDkhdnduiNw3hHoAtx5R+4tvE4TiMgi61sNIjZWv/S724JMIhmATzZMMoraXl6DiWe7ADQt%20LLCs3bS+7TXLLM1aFhZeqibj4Iy18yO2gxvMDrZMO7msNdN4FnLctlPWebQQEuPk0YOTR4+DIs/R%20d6zFBKuHg46DDZEkk3EPvpZHNVTqn6YJ1AEuckoBkUMUplW/wE/NTuUfCQi3oZXruHo+HFPvv8tP%203n93x5Kk55JEML2ym0oXbRfHmz2+3z6Tq28XGS1e4HnXV1c7oRTfsYgd1zh1N7EnT3Iu2aV1kGpv%20FVKTgVzSCBG3txni4dEYEgLO0xbEkw0eW0hCdqN9knRkKNCap4zGLssYyY2lSo1sG7DdtV6MfZJW%20xD2lCPCmJPIWOHpvvqYtU+fdxGBGfebKpB3LyYQlIZNUkCes8DlWMQqocnJTdEcY5LoZ5T1KMHXV%20rGMvWij5lSj/UvaRZEDicX0HubFI07eF+fMGLX+2Zv5gE1/8DgH5dW/W2t26I3DWEegC3FlH7C3t%20r5X+NgC0RMS2sFq1deptAjvNGe52r6jtJK6/Ih3ME9ua+Fs1wG3Bck/vW/n+fSvMzluS1XQiQ5+8%200g2rs3Be70lbMwP12wCVnZolmeACUBH5AVKtKAL0IWEy7QFoexoCpxAJSlznwKRWMnSE6KtsWJJo%20gybYlkjmbD9bsCau+Xv0UhPjroeHADEEZ0ys7oAPiDGh98m2y32Y2Ze2Mi0m3v1eGWfXLLXy0Erz%20s5bZz9je0HtWGc/Zdilpu72MjyJadZK4RBFdjLdxR/I02jeRSxS9DRazAMzxt+UuqT3v3A3I7eAo%20IgKHA5yuAzmP6Mu25EpTt6Wtij1A1L/CuWkDNHnGO9+ftV3GUf3lejzNXbHZbR71ltV6+22QfnF3%20CjiqQHLJ8Fl2kR7Umju2Wtmy+5W6zez1WX8mb++X6KJAF4TeZt0WkCg8hdU5x7lf3wP0epI2lctb%20s5i3BOBd5L16la/U1RSfjmggFM31qbs6oKuIrrayavO1v/j3k8xg8ve/h4zymXc16Gro3tIEdEXf%20tgtwV+DEqd+aCCSLaxWvtckvUt2xhQRqthn3WTv+qwQH+X1Nnk26Y688svyzn2xgZtnytYy1pn5n%20a6NEbGU6PLcgBfRkrNEH7by+ZLnFFfZ9ZIX5OeuTlVdxwnbG71p18oZV0Wztt4mgNlcsA+Ehu7Rg%20qUqVFTtRH5FgfWzatieHiSY2LfPLVzb07ddWXOb5/LTVbt2z9Zv8LLFvY9v6iUaSNY6fLlkdT8Pa%20AF0k6PaQm31kubln1k8aFgGVNcfet63p27Y1zHsrqmsRxVXXrL+ZtZ4sUagAlCgi1OUuEbJFJyh0%20JJftVWBOqluAZAGqwZVo4yPz5uO2Jn3fXNzNQ61x9qNFQUg5KsqVKwpmyaQtd9yhpg9HFICLtjvj%20yBCKAElasgRWDHqt5CMtjRcX1H5LD60lQrSuRcfeXsPWcUiZo6ntMoSmBqCW7VXKEw9Trs3tWt1W%206bzeS9PW24U+b93ToKtHa4+/0+mjR/32sH4uc+nJAFrnBGey57SXB6lLPleLa3qPRc3Go4feJUE1%20uo0nT23iyy9hXL7vveu6W3cETjMCXYA7zSi9pX0UtW0xqQvU1ElatbY6rX5C1BaYkSf5FIaPHtMH%20tH5WpFWx9Mq8FQRIdSYfeuhVbn5kK9dHbGuAKYgUYD+NYvs2Fy39jP1m5th31fqJwNp9TIakk/or%20e5beIgqcHrRmf90yTx9b6adfLLPOPhkAErf9ntVtS29XrZcJspFGgIx3Yf/aomVW69a3l7f9LQBt%20o8eyWIZlFhYtRwPRdnbIquMAMaz3RGXHUhAoCnOLfJ5VgJzvzkSbph9daqNifTevW3VAncGVQk2S%20klRU+ZZO1ineNuZ+SPe2J8d+zqM7lxC1SRag9KS0b8ex/J2cgS1WbM2ldGUIeA9BMUokhxqYIiai%206x119t6hSziASixFJNRnaaK9DNdQXy6YPLf79mxlt8f6eZla5KmzeIXIb1MpUTne0H18qC9jZdKT%20JaK7IhHZHtfKJo867z+Uzdt0LmMZFhybdGJfkB6TSHKd9KjSlGVFjFFt71fDFUdzEoyrlshjn/cV%20wMlfU0zRzWdPieZIW0JEUW0umcU8vbt1R+CYEegC3CW7PHSfi1knTZtIJEtrNX9s0ZVcK21tMuQ9%20iUL+/NeKSQc6OCk/AKePBqLJFinATNEag2NWHxwnXZi33X56waWarMJbNvBswUqPifQ22W/wI1v/%20aMgqJepf1SUrPl2wzMy/WKk5bM1C3jJz6wAUpIHipG19dMd2c3Srnl2wPggE/Utr1jNQIDIbIWr7%20yPauYUFVvmn1kQHbylQtSco1tdmwJKC3RQeIrZsjBGWrlgU0c2ukLrO3bPvWv7LtIVb/O0tWevTY%20MvNfWYnIsbd9k+IOejFSa/ukOveZmZ0g4UB3+aI3fSo3VwbkJN/IUqcaJD05rOarSANO6mywR63R%20e7+5Nde6sxFjdmJgT4YFjRY+gUErNy0AaBegIzXdA8jwCk/15qh/ZQCqMgLzDOPGMoT/6XPB6ieG%20a1FnXSIFPLdds6rSztTukqrxaplEKrFC/0ViQF4jhqRSnoAm0V2aYzeogSbVn1HZ0rjD+wHp5Zib%20TkQVHU+1RABM3QwUzW1DQGlyLennloDud7+z4Xsf0Zx1oJu2vGRz2GX6OF2Au0RnQze2Go2KOLIC%20gWSJiGYd/0ivtYnlqMJ8ZIR8to8dTfRO4lAKSHUsVsgie2jiYoUtIoiYlS1MdDE4BJggn2DemyNa%206ktPWuX6h7b2/h3bLPHvpW+sh2axqfqa9dXVZoXUYHuAekvaqrenbO2z92w3uWcZakO5ypL1EXX2%200JKv1Uu9rTQIEJUtMXjNauWM7ShyYBLdpWZWt6JtTYzb1lAaUFyi5rfLar5gOxN3bOODe7Y2wuS6%20/gORHfXC+jyRJhHgzoR4J6TSAvPPiSiXFNs8SBFhI5rwFUEVSU9K+1bOn9wWR6lNRTPqGlBV/Q2Z%20gACgV3W3g+4BgTEpABWpI5Hos0KmYIVCyibwuJwgTZnjvPcxWPBDRHL0fYPRdsgKqHktVwgLKqKv%20esWekgZdJzWdgBSiCmmT4ybZr0DD1H5dQ3ytNBGhYsijUWpooh63VzpHaK3PE1mA6XuqZc/Kjz8i%20i1j12tzEl0/Qz31mA7dvQ0Ipne2WeNf2Vo2a1DBMIO5f3Wx8QTUrJOr2fpdi+fjqKtSyfYu9So8W%207/U87aDoo8XxfOXCySUjc2Abx4v9eZ6UvEjPddQW7vVOVBfgXm/8LvTVoenorgu151a2bZnITdT/%20Xi5OTSjOkNQceeZ3jav60jtxsVMraZTLlLeYVGfWLPvLv1iSlGXvwohlRnNOQklT38ls77pWq6e5%20Zf0LD61MHa03B1hV5y23oXtm0HazJViWEFf6IKgkWPcns5BHsrbXVydi4INSs+ltyLKJ+4rjEh8C%20eOuWWoZBt4NzRabO8YnSmB7bfWmasIt8krEmrhY7/TD6tjYstfDASglc8hcB6Pqi5Vdb1AmpF2ZJ%20j2ZJZ1EbSgHKySbfTUSXaGINYdzZR+vMw3vKF8SfJA5k+ok4Fb2Nkp4UyUTR0Ss3gZasuSBgVJbU%20OWDNjZYdQgCaQ2PlqBNEJA3wbIBYHaQTG/y+q3+L0agOBpKHsLBpwERdhbjyhC4T88yPySR1QCLi%20Fs1gkzR1nSwkbFD+klyfq4zvjupwAGeeVGW/0olEkW0xKNt0NYBwoshvB+Zmk3xxXxoJBNFdNvpu%20Tpp9of520vD1EGkK6DwFLbbn3JyDvEBu7cEDm/ybP9jYx586CUV+mL+prbZKE+cnNHjWY8mMeUMN%20a20Astj4Tfpf8pjg9141fX5s9vMjozAKkYyembQ1MhakNgJI9db5Ow2hf6JZ9E/PzOY5Th/9N2/R%20euzjD+ibWebeWjejbm8/P+A96bvZLvIeN+iredfsBo2jR47067wkJ6ELcJfkRISPAZiwak0x8WVE%204RZwgAwki3zRJU1aWHSdYzWs1bzSYkw67SQEkuFrtrXfBGR+seSjBet/+NiGFzNWGJ2wVmnK9khd%201gavWx2wybBiLs7+xUZ+qdsAy/69TAkOypjtjozZ9gRRWLJp6R0Qj4WdaP69AE4PEZxWkPsw6fZE%202wf0GqldwJPa3uoGtbia9W8AcIMCQ1iRrDJbag1DlJDoAYAHJm1zcoNIEWBd+tYGn/0FcgT3bn+B%20Y0NaGfwAkgsElmFqNlDL+3ifHr0fx9kjlBCUXkYtXBTE+dlOQ8UfVlQ1XPAOAtLDvWqT44n6r1Wo%20m0r/tgvRxKP62Jorilz9e3OQXqJ0mTdzKbFfwzZo7lrZJ91dT1sW78cS6cZhpSaJyWqA03y1zoNu%20E4ChaP8p6nVpiCnjnLeJXMnSXId1mLBzHGdWvqbUPcs0iy2LTUtddB0m5trOts3zujrzax9pyiHe%20Z4wV/gR1xgKLtJhc8msB+SluQklgADpFmXJDkZxA3z+FjEUdCopT05aDmPSb2zYBpZ//wewf/2z2%201ZpZDbAaBdA+wah7hHuQKBxbI5pCL5v9+U9m/8f/NFYyANOnZv+BxUB52KzAGdn+xexf/tHsH74F%20KNm/RUQ8fQ3gUqTGQmpl0+yXH8z+9M+A3EyYg5q811/42817Zv/6b83+QAPqMu97iTqSdQHuEt0R%20SjPJQV4sOoFbKZ8iTVn3ZqRKU7bkMOL1lZBOOtOm14iGT3qhTb1lH4CqT2WtnSIKKsJShCGZRoaQ%20aFHH6stZdWSKmleOdNSm1Zef2j6r5cIitTQo4nsDU7wWFuXUhNXzWlVv0SWbSG6I7s+FojWVylId%20ZvQawDVMBFqwfbqp78KObDeI8HKLZsuqn6Wo35WJ1mBNjgjk0tYoUHdpA1R8vupNJkUiiH1qLvnl%20Vetr8rkL6PNIWVamb1oVYGiy8uxrj1viepoJmMRaboiojvu6R5GcxisA3WWI41xPJm0fP1VrU/1N%20xJIJBN6DpCr7qI+9EuDUd42am8TQAjj1ffO0ZJyadKF16FzuSyDGvz/Vb0MQSHQuckQ+OzJ1lts/%20tdx9WJCKziNrAN4blmW2x6iU8juLK5BR6UsJwdP8niPy7+fvPSxG8hnSl8xiadiYWaXMU0gKlBio%207ZCKppku6UqB6DjR1ATXs8glIq2ow0VYxp1j0+eOrL4UzQnMyjdvuiB8DD9LOZ+4JdhvbWsCPlUW%20l0T31suFP0k09SXNnf8tYHN90i3S0HmE6IvzZSX+PQjocc7cCBXlI0p7s++/Nvv/ApS/CPw+N/v8%2035h9SvR2m9ekOf4vPwKAgNnPrGKnOf6/um5WWTH7H1/xWoAT2YiNEg2mRgDMy3MSugB3ec5F4Doy%20YYhZpygul4WpBvFALEo5lmyywm6SzhNZQBOkormzNbrRDKgqCq+FsN3uKwFCGduF9r99G7IH6VGS%20SnRvBtgUedF8s5UAYIjYmsO3iAJEwQfQUujNcgXbRSPndkykyPbTpAyDVYULwtvIBFrDE9YcdEgO%20f1M00S5Rh0MaME2Up2iSCXOfG8/F547c7CtN3D4pyyxSgRsQX0ZvewTSh75K0eeuPhvRgwglhGx8%20ljGrsK/bQmlQ9F5MwZIK+HQa5wTPNbO+/gUSJ0pd1+5RuDoHRH3f0L6pc/dJ4m65l6jmpvScGJQS%20RusC8NTkwWInOJF4tM/f+hjbwRx1vkzWbnh6UoCmNDVnn0dKaW9ekGH8C5mc3fKaXehsoHOma0zz%20YJuF1Y7oqQBlOpm2UcDM64mqkekHC5ok6co8x5hWiccNByCbcH7i93BDnLMOZWDIuDZOTi2SH/QB%202sXr10lJfkIN7nc0Vb3n3cRTaPdEdPnNbZxjr7NpFYekxjYeyl4GUGJqZzFqt4jCuMasZ9ps6zYP%20oq9eUpn7ZE+8Lgcw7vO6Tf7GtWULAkL2f0oEV+X3+xyjDOhtz3JsojiyMXaL1OanRG2bjwG++2Zr%20RIdbpEphTdskEo6c7sHLcSa6AHc5zsOvPoXIJPInVBpLNk5yuljCvUQtcGoAkXfgZtJRaeN0Orjo%20LXy2xf9QqzoXfgMwiHF3B1NWFWDIKYRUlJ53pxLlG1IDRFZjVlO+S9OUXEz0PBOPOCkiMrSIRgj+%20gt0XNRpNkUo7OrBFtlwOOD39AGrJdvyDM5lKw6VUm0Rhqvf5v6nbSW8nMkyqbI189N767O5ewnsT%20iSpaCC4qMCiZUJUedZcVgbiilajWc+aJtUPXhKIrMWGTjGMZPZqcS2SsnMdk+aRNKcn66hrgtoK4%20e9OjGY/iY6LAkQPEaVC1RUox6efYxxdE2kcsRenkVNPTcHmUBhhy7tXmxvMCUaS5z34iqoiEEokR%20fB9dJlpCeHzsUaAAjYwDQDnkxwi2YHJpkXuK3ideY5z0Pf35iKmiVKQeAjjV4QpjE3QIv+PANvH5%20F5BL7lh/kTrQb3kjqjY9FJ0hlhf/lZPp9zhpHwI0fnJvmDqqXyfCmiXCWuPe3wHAKD9YShcAZxep%20BwcwG6KWdpNUb4F9Hv+L2R8XODbPp7l6Ghy7RHg2yGtF6tkFJFmAs0Jy44dAmQ0/LsvWBbjLciZe%208TkkCSgX+y1Nsb6YJ6IjbamITnZdamiqiUQTkiawM2UtfSaTHySTB+nPHpwqwhaOd+ARSY2GfBiR%20G9Gb0mCaf6J9DmpcAkVZawXHsBCJutHuIWMrtITRcan7iQgSfdhwLIFbNAmG0CDyQgSIkTQkvFYY%20p2Tj/UMncr3KAY3PEN9X4XMdSeHGIdTbOtfR+4vwIYBTfdVF1wDcIMzT/hMij30IGy7sVlNTWXMR%20zfr5Odq128ft+S32n2xo39gh5uAsh2gvugp8fgsjFgAqnK3DfcKCPJwkzmoUwkVzmYNcy0guKOEV%207xm8KaN/nyWhrtqa+sjtiRHIpu4CxWvXSUd+4Tq4kQ8/stzw8MV2LH9b18YZ3leifC2SvAOFs1PB%20FbSkPdVN0smS8twwGyZ9+Dc8/pb0IsQlI7sS7PB4wEI1HGswruVEEbntAIA6aaT+bRcoSLJYuAEI%20/pv/C2lKgOxbUpZ/JEJbIBW5BJB57h9gw9TBVikzQHgy5D0u01Fkh1wIYeWlid40tF2AO8MF9jZ3%20VSSXLFObY7VUpOuzGJYCum1cTdQux6Myj+bOCHROPtGyy6etw+1I2isYI4engmN8SHN5eiyKCBzA%20HJvCc4G2Hk2a3p0g1GA8i8mOHi1Es17wcw4g52k3fyICWp9RX5y84wPHHze891km0Td5Ln164T+x%20PEDp5yFIJeOkjsoAndixr9o02Teg6auXmh6y5tojevXxPwpwrzhAeO8wfr/q3K6APfpw8YQZFidx%20JBdA7rnz7v+SR6gi8+i8HBBcgsYv7HGO8xERSBSxKSXbQ+QhAokAbfIPv3dJQBHiQ+o3KPDeID29%20hHRmFcJXFV3gntxkIHyNbD+wceQ8pW1AbpmFT0V1Ns6i6mzUyA07PPLKRHPrZg9gSP7I4+vHgBuR%202T7TPyQxuw144eFqQ1yHFdKU3//V7CGvQ4pi1NbtLqAnRiUmDrZNKvOv/wfpSupxlExsBqDMwsic%20oN43yjFEpLxEN2IX4N7kTPea7xWnLVWvUfqygJhaQOf939CaKTpIgESulYvan5zqLU8K/aJGcWFS%20Re+kidWvY4DLV5Qy4w38vdguytNUvuIMKTEHLWo4fowo8orQLqoj6ZgxgUZ4zWsdPKOp8hLdNKca%200yM7Objru/AdvHMA6WaRS2TNVSA9qfP1qi20xRF7csHJJQ38IFukjnupRfWQwnXG0Uuit/h4PqZy%20vHHgCqWaODKLlzQ6N35G/VCHmjj/u6cLY6A7XGiESyZuj3Mk6hOQn2WOi669uFecwE3vmxkc9BTk%20BFGbiCRDUNEz57DokovL5vYizirLWJftUOvMku4fhcA1EsbvEm576oKO3nENKcg6EbvATY9NUtNV%20FjuSa7TFhKV0cbuwb7nilBVvkj7chyzCa+zxN1xo1MM2ofdPQgYpA2AVAE0RXC9pxQKgleQsJQA9%20vEpxVid9+SGRWxUQpIa3Qp0O+z6vxdF13T4kGhzi+KsA409fISEABGdgb/YMkM6EjXmbepxqcqO8%20zyVDlEv2cS7h1XYJP5L0UgN4FmYpJKs2pwlT3QU2EIU3EW3L51AwcnwvuDN8sWhF76mrfRid6K/q%203CxNCdDRrqUgnGQw8U1hftxGj1bl5qxgJ1WXFkpdnbF3yrBPAYZkJgUsIh6u4kpRx5jZILRkioOW%20y9PBuo96TQPRN8LvvUjO0EftxTWAERXyXBTzM3zVTuzqCwCRSxhHReIilUxE1lw5apfHMWJlpKy0%20pIyHpX1zcomibker41E/RGMhEm6Qg9yR5o1FkDo0yA4rDbsxrfqcanLUNiuAyxaTay0ilGQZ+wFJ%20VjiQRN/bXFs1pcecbAKbUsfwcg+dCji20pOqmwos/ZxFg/li/H10jBWpaSEUR23q6l2YnIQZ+amn%20I0UmyfPvQ53f6c9QE0BbXH1kD3Hcebb4I4vADSLmcbs5+Rnyr99RSprgnLx9kFOXhgbndUeWaNxX%20ArZliEQLLGpWSE3rOS0qc0Suuk/KgFsv100OolWJ7u+pEqD1ITnmz4iwcA3ii4bITR3S2Q9GEalD%200os3ALwCkdan0spxtvJlszFkAkMAVZna3DUisfeeIgMgBVlhXKi72/WbsCb5WeQsNojk3uPxBABc%204/X9vHbyFq+DyCLfWN7qsm1dgLtsZ+SUn0cTnCbLkQGkBS4pSLqkYAWg26bpqRvoAkhKFR4XIZz0%20dp7ydK0V0IKH5c7GIrrS+/YE3dzKNpEZllvj731id96fttE8E936jM18950/v47Aey8zZH3lazY8%20NmnXJ4pMmNv4Cj60Jw8e29w6gFm4ZhO3P7Tb5P6Hs2i91mdtDf/JPVIi2ZEbVhoYdvp8j96fyVpA%20cVU24U9gTsr8ONQMs+49SecArMuGIZgoXXnctsvkJmBT/U0uJkH7Fvd9e3ki0IHNI+VQn6xDylmG%20pDJLJ4AVSActFhzD1EtusuCYUBBIRLha2bZHTK4zEJiWsdjahwU72p+xuyykxslwNajRPqti28U5%203ceRZgQm6y2kH0MsSpo8t8kk3ZQ0gU4FBbXb4d2ds8RnUfT6sk3fZZ/vF9uN5cfHbfiDD2zid7+3%208c++cBlAign9PNv69rzNLP1kDwC3x/PfcF88szom4yXMumsYe8uM+ub+Zyw2JiHiiJzx5jcBm8BM%20QDYHg1E/FaXVofzrvs3z3ScQr48iiRim5liC2NFPTc07RrgXrcZbRDTkG7rY5GTCotKdTBSzO8OS%20yMtPBFGaRN9aIXpJQvcTf4egZQj7GQReAiiWSWveBCBVT4cx68QVFqW+ZXnuNmA4TlSnxamcUmDO%20Ymfz5gfvlO/YBbhTDtRpd2s3CfOJYrytDJR2v0jkHtKhTeQSpSrTiHaV7iryu1rqyMdS3b2leWqT%20G3NvwhP76bz4IcOFreapmqparSYEh22rb67Z9vqKbWwRje0PWXpEjis73DKsQutbto4odHODBFhh%20wAbRyw1M3rahYs4G+tatvTED+3gG49+KVfZwy6hXrX9xxrL73Nhp/BAVsaCPy6ONy2s1T82xD3Br%20QcU7qPl0aCw7dVjNJ20ATmBWgHU2xIp7gChO7MmT9Ix7OIzUAPzayrJbVSkt6ILnI+bKL/vccVVP%202kmlvHawPavy2GLuU8f3VD/WV6LeIzmpNGiBw6p/Bb/KXia7Ea6lpqxO6AawjFVbjctXUdam7LK4%20rOWGsglBYYlrYoe5rQlY0EjJckqd6zuq/1tEUImy2wcf0YXaitg4z2JIakvDhCxjtzUJM3IchuTg%203bvo3MZOHJuXfe8qtaal9Sf2aO5rezz3FY5Av9AcGGIOEYvGogKV/vHCN4wHWQT+fmca8+bhO9w/%20TNQd3hSJqYamWpoiM6UflYqskRHROdLYZInSxqg7DuCxKVAbGRnxnwK7EzfJBV7Lf5qrhhSuP166%20MQ/QZYT6SKi1XYGtC3AXeZJq69Zi1dhef+zMwx5WizZ4E2NhQngVcTu4iXo+yKQpgbj8DeVjqfqc%20a+cgoSiik498yGydvqCltbcmJF+Ls3LvLw4DWLdsmtRjaq1h1QQuFwJOJs8Wk2IbyUAvacd0nlrg%20wJANDo3YELWTAeoF2d0q3pOkx1KYMxfVcFP6tzQmywDiPCxBedoh1M7ikJLF/Fk3dRbT3haf3Tu7%20OUPl9J+9g8N96kOr3uX1N16RIV00TN1Nfd+UWhY1/7itReTVoPai6E3NQGXN5QSQg87dOi0vj44U%20vQfmDabH0MhLpKgm9DsIVUFIn/EVP8dnZNcgraySluxJF+wukpERxG+7mDovV7dpYLpLLzmnFqF1%204/OTHkek4azVbfap6dyzks9wLjNMsEpb5vib6qehhnr4Db2+J9q/BNs8ZKtVhJww8vGHRG2kI+n5%20ViLdpQjlrFsTu7H17Tl7uvCdPZj9q80s/kDKHkE8DFxFOpn+opcrxUSsI2x+xvM7pMPrDbISLEqn%20Rt5n8TF0YfwIRe0CLkVjAjZFZnG0pvSjgG2XsUgRkSkyu8b3VrSmh+6XnNKL3e21R+DsV9Jrv+U7%20eABWsO3amrUWvrfWo/9pLVIibVaHPQVy/FNfkMf+gyVGP7AE3omdnqDVPHMUsMuLbSntHEAn7VyF%20tjuhG4E0S6HdzslbqN+gJHB2YxKbrH46DvQqncHE2DIEnrXQAqXlIjgcMHKkIQfStrk6Zxsri0SS%20s5ggcNMOT9u1qbIN5ScASdKrq7PWV63gXUmzTibGXSZcCXkTO2uW2GrbCq1bWnsT1qCTc4FCT0pC%20cFKUSvWdicRw8pfs2B5OLPX6mxiupJwgBo3jWiJrrqKit2OmU71GercKq30Ju2VNJdp8L84Ucto/%20bpHi0BalcvvEtiOFJGF3r6xJEjAU94ImLqROA5lHOibV5fpJf2YB3l1EwBkWF1QIrYFCX7rCJLU2%201dv2AEoRW5uEZ6q3CfIapD5lcajzMyTtZiTyVglQWjonI4n6z2Svz58jMhm8+x7AhqYNEskghBKl%20I89Ta9uurtrM8k/2cPbPno5c3Zxx4NIYSOzeyxjI2cWveD6XO+UQ0S0T6TVZdNUAvCZZl5uTn5PC%20pK70GptAXKC2SM302bNnNj8/78AmkoiiNAFaGR/Ye/fuHURnRSJYRW79nFs9r2ulu13MCHQB7nXH%20UfqrzTlrkQ5pPfknfn5r7a155F5VmmZv4JRP3YTO2YmNZ9Yz8YklBq5bAqDo5Kaam9KW/Upb8rOE%20rEBAt0ba8oBtqclJefxTRERe9+L/PeTr+4nEetoQTRBr5zcRHyMOTXBjqn1mL1ZBhUmB4KRNfLDO%20jU6xfGHGnv3yyCpPueH33rfWvc9s5MZt+3hYUckzaiNQn3UcTKXVImiPxqXb64u2Nr9ga0NEddNE%20i9Cd5dWotpkJibwjy7JOjuGFHZtx06SvYE0AN0H0NgnBRFKP4zb1QpOh8DYTpNzzVas6iGBPc860%20JvF1ibpuu5U1E2yfVaiZ0W6WyBkww5XanUacYhlsudzD0mtnka0XEXmSbhFDRGjjkIikS1yhzrNC%20rU6EE06bp8GrmAOs0+R0jVZLVXrCTUE6GhDjVueKc7ZHSlMLkySRSfn6DdygPvda27CcSKgxnSdq%20U5pRICVQezT3V5tf/oWMxbKDtpxU+iDCOLh5NTJsWhgksSVTE1h1PF/dnPX9xbYU6AnkBopYv50y%20ltM52YbZqJSjQE0/BWiK2FRj0ybwUoQ2CDNU0ZrSj4rS9Hu64+bQugBl1aXctM4AJ1s1N/m+hlUO%20KxAKblqlSjD+qs2zOH6RdHyRfmH3HgfqAtzrjCZpyPb6U2s9+7PtP/2jtWBqUaDylE0iQzFW0wRg%20t080l6D21F57QkT3ufUomuMmIkfzOu9+4mtV8xmmJY1IKAUE4gUnoai3HLUygQnLcLETFc29OiLg%20OXUx0KRHTcbtolae2uLsEwrj3NA1iBK4+KeJSMr5YbR6mB4TqZZo0VLaL1sSYXd17rHVSMmIJbZD%20t/C+3CDuQW0r9BO9Ua9pJlYRq1Z8nxo0+Ip63yWoye3s0zcV1tgINQiiw7Tc7xPcrAFvL/3mBBOf%20FoKBdknyAIgl0sBJ7H3cps4BaomzNTsL8YbUt4TaBxrBk7+6z0M+f1Efg0FZa+zYMqa7C/VdW8KN%20Wh0DCkonuusFER0gtMP5XVJfOECwwftvQyRoEm1lMUweApxHAThF8w0Gvy4XHY5bFaUdNm2F9DTx%20meX50lpYFffxruRU9ZMGFcCJDZsRiUSaNupsY59+auUbN8/l/r8LyG7ShunZ0g9EbX8h3fidA9Ue%2075MAoFPUvgVs8RZr+eJrRkAeA50atm7jyP8QgFTncqU071z7A9fy6HPHiI+1R5ahQsd6gZpATJFZ%20TOePCSLaNwPDcVzfl/rZJCzQqakpB7U3s6lQClMS3aTNQulf21C4zVuLVVkOzMlJSiZ9nKBFnp8l%20E6Niahm25DSWXmM81wtbdws25QbHoVZuWeazIgtzSEeXyUz5pPHsAtxJI/SK59u0BWmTFnFge/ov%20AN0T7nwIJuqRxArR+yipUZnouLrJ0ZDsV1cc5NoCOVKXieHbpC25cDpMVc4gJ5ig7iUSikdzNBhd%20kXau3oTeHao1mhBflrZ0LZRqPglWuQ0aTpJanH/ExPLLT/ZodhUHefqLDVfh0exTgyHds5aw2voC%20+xF5UJPc2iJyFOEkQ41h7AYpSsZn8yGr7QdMFESCfZBUBu9YvrRBe5ynmDFXPd3VovWOBL39dAdP%20ikWpiCKqZZ3zlL2xlzmw8Fk9ncpPBzfGXU1NVScVueSkyHlXAEcEp+4BSlUqvRf3fDtYjLyi/qb3%20D8dXehQdHTW2ZSblp5BUnkA8WmXBnoUh2ddbgDzH+MKYLIggRDeAp2QedoBGLdjzpPfGoKSPkqrs%20V+RGza0CEYVe6tRRMzZCh/WibN1k5cX7yLKrTxGg3l8tdNz+Ca9LWreUb92yMVKR478nanvvA7fY%20Oms6UtFSbWfT5ld/Adj+6g8RSnaUjuRe6+W7hHTk8en3GPD6WIhKJrCLS8829+ZT6nJOguF/Nydg%20WKIv66VrgveiU4NXmKaqn82y6FDqUdGa6mxK9SpKE9vxww8/dDBTtKY6mtK+ScBdP9/cBnBVnuH8%20//+jewDu//Po48SOHHsPpxP4ADgJWS9ygj20bN9+TZcB5q4FxmyY5//VF5g132AOg9Akg+XZdS4E%20pAF3P4Z8AkBeEXJJPNZvctTf3Pnt8DupvtZauh9Sks/+xVoSQHKTyHTWqbMSkDqbQ/RZIYfsrrjo%20REIRMCI6bUNb7pkG5EhbOgnllcyli/kyAi8xLNWDrJijPrcm7VwQide54FWf6yFt2fdcCiJMFMJs%20bXsiJTDxNpnkEv3UxhB/9lLPyeFQnkM4ug+TsqLH2pKtL8/DWNvBLKFkBWyWRibv2NQ0q9g86SIi%20yIYOmikDbFOWLw5A/tqyBpb06qSQLO5Yk9eVx2/bCA7lRcgZ/TA4FQ/F3ocXMyoXfxQfMUW7TPp7%20TIxOLiFaE3NyjNTkaaI3RV0SdDt7kvRkEyala9+ORnDHiLujj+DvrfTyLueWU4ZnJzVSaZWI0ETe%20UXpSXQEK/T02iZONgsp5orF9Or2Lfj4MMWWKdOMQ+/YAYNtK9RHN5wASdQPPs+jZpYND0hdBMDU5%20Vpa0YIn3zAIIeZizcvkfwu1f/pFjH31iWRiC53H9VzpxmWzJ08VvAbavCDp+dvH2HrrMXljKSbIh%20vgDwpZC208T4ctyR4TSeqXxmgaeiwn3C1CYp1dESovodzBToZDHPQmN9HbkG50KLhjT0eYHYnTt3%20vKamdKN+xr+/vTqavjfRl4yXAWLvEdck8vqA7gJ/R4eAa0Rv8pncA9T0PJpUEJg5itetE8l99xcc%20SnhOdfZN8g99+FKOIBa/DmFOnQhOIEZd/B31ekfsAtxZxk+TCqvF1sIP1nr499aa+bOnID3HLWBT%205OZo4OyCcGT9Ww/pneTNCBAK3PYBuzZplQQ3rSE8TYy+bwlMhV270sFN6SO5OWRcO0c0F8kK1EVc%203cR3JRL32lxs+RUcSeRGIsZjis4DI7eKLOr27LZScIxJktVpioggKd87ItZ8ljoLN4UcxHph5mVK%20w1YsAWLMoH30Jtu1ISsnEX4zMfXBbktDMqEiRCaEyIDU0NAOjMyeHH1ZeQ2TLE0VfIxVCoxd6U9D%20kengML760BHC6ewrOhZfwPu+Eb3F7MnjdIkC8CaateA9KXLJhjf5VIjt0oBT1N/04WJ3s7YbLqur%20AExCmslej2zTnHSihqUilaihrtKKpNWGEHPXATi3yZLBMdFzv5N7OAks2LJOUtLrBGy96BUlGmfB%20RO1th4VSH++XAxxHxkZt4t4HNkrUNvLZ556OlKfkWbd9osDN6pIDmtKRTxe+daBrQArpIVqThk2f%20JwBb+N/pt7CvjKJVe+RbQk7ZtMez35O5W6MH3vcs4AZJzdMiikVCL5N7CdLT4GDZ049iPIrGXzjH%209zr9ZzzPnlwn0vaVIbUpHVnRHISl1hYAtqZamvRx8o8ke1SAGVTieVLYvgjfAty+5dHPc2hcvZEp%20TGhyrkEwfmlvvJePUxfgTnv9KD0GW6stGcDjf7I2N1t7gxWQbKi8XQVDGaWFnj9kdMO5qFKThCI7%20UgTU71rctAk1IkRW0LNO2pICdwJZgee747DptJ/vjPupLpdxyy8mMYFcZPlVBVx0M7epd3ltTlc0%20k56u7B76xGUGALdheoWxkndLMI9WSOpI2+QmsEp1ypIrMP3c/URMPT0AKW8u3V8CuEJ3cqVx2y1q%20btSBEulhK9P6Zkg1P8ZVK2U3mOXhEYg+hR/z8m7x9Kq1kMBfjT8LpFlly6XoTSB/3CYwE6nErbkk%207iYt1mKS7xW7LmZPnhC96TMc+E9KDKzGpoqydA51+el5Hs6ijH4XeOVZoGGN6dyD2CjZe8bpnAEm%20an+j13qq2DsSaEf62ok9KzEwQJNisi/QzkagFpNIsoDASWnDF8dEx6+RMg0kkq+d+j+/ct+jLPFo%20+8iW9Oqhjhj+Hc4CbM+/mzv+OMDBDpWjSxUZAYuL/dovCOLv2kd3/mAfvP+lTdNgt1Tm2oVAI1CN%20U8aX62rUGQKMWIjaJ58Hv0l6OVqVdOP/h3RkFXC7TiryX39JJ26iOswXbJ2rYIe5DJIQrgChXtem%209taghrfO8X4gxbnB8W7ggjINYKoVzxXZrs4nfcsD2ubGai1GMoDZr50Z6TU21dpcyB1PGyd8UE9f%20MoUweSvaaSttqeNtLlhrDaAD5Jxt+abSlkRxkhYofbnsDVaDSFwkFEUg0mr5BBB9rRBA6AYQcPHD%20v/ZRvZNPgQeD4BOlogYHuSPTkM9HQdum9JCT/zlYmwlTgKmDH/z0PS8zrMWD40MR0qhHrLlUd1Pn%20AEVxGuvjtj2IOA5wkTXXLu4h0gGqtiWAOwHbfn1oXxUc/vkAgDWmRy7ZkPoNtbtDkI7OT/z19OZ6%20ntf5uYwstrQA6qf1SgGCwshHH3mtTWnJ/MTUuYyRRSIRaeQZ95vqbDNLP9pGZZHUONpSENrB7WBB%20ecr77phBP/A79aEiMmVBkCuD1wMtmxjtAw9KdvPOqI2PTHg69PJvShsQdd2jYDaN6wjdBqwOyP33%20/2b2//6T2TfrRG3U1W79jdkXlEdgNdtPpCa/x4iZyDU4n3CMDdKbyH283c4k+zX+wOL7dziZAIpX%20RMnQBbiTrlZNwKq5SeP2+B+dMSlZgM8aYkGeSbPyQjQncJS2KGJjJtDStXH5UAozEbEtDVPYhCK/%20Dm0CLK3wRwaILiQSd+1czZY26FSAi4VcLxSJKGLrcZASAeR5AW/80eIuAOr/9eL23AqehYGikufz%20HQI6Oa8QQR68OO44cNh5oEPDcHGHVeSmSFbSACZjdWgfAdgm0b6NwjBN0+36uE193xS5VdG/qYtA%20WwbaipT9Ojv9ZH5kieGg6P3fXvLGR5cNL9vn4PmI4BMWJDAmZbFFnU0eiZlhBP3vv++myBNEbgO4%20kohYctZNC6EtyB5z0P1F+5fjyBKLPunUZBmXjDRtsX/k2VOSr/5Ehy45pHQlLwDgkqTxUgXIPu0Z%20W6uNWqGOfpEMw+XfiMJYKBnMZMMT1utsiNqDHIBPr/qaywRYoDd5nkW2UUu1DLW2Kb5fL/si37EH%20ZJfEsIz8TO0Gpsswm6/CWjM+R12AO+5q1c0sATcat32lJUmViCDioUvMlDycAc5+3cdpS0V1Ajra%20z7dJW7a5yROkZlowLXumPrPeIVZY0s51MG0pAMrDQBAhQj8lKwidCtDOkbbwVjeaYrlBgonzq77u%20acHoZQcI+bMrEKu99MvrcytJG0eqIsxI+xbX30o4zBzXGkcH9dY4UecASQWCRCMsl8+fhAsf9zTj%20etw+sVhbdTHpp/rxs5TzyNinn2OMLE3bhyY/SUWaZ9kELjv4Q64g0H5Cje0RUZuTSEjf6zmJtfuI%20nIL7f9yt7izvcPp9dR8oi6D28006dCw0ZmBPwjiuQg6jm/2tSWqTUO0vayeCkF0h1ajSx6OHdOS+%20T1QGo5Lryjb4u/rF3aYDwN9ivFwG3J78RPQmeRP2XKOkLkdLIDvgpr+TPbCaVsCwJ6fZf5QUpVhK%20p7mQTj/kHd2zC3CvGl6lyGAiyXpr/+k/QyghhMfA1c+u+0sq1XhB58ZRQyQV5X4AOsTObW74hNKg%20kh9IUjAO23KANEEHozl9GxXSy2hdJC1QNFfMY9kE0G1sk7bEaDc2Oz4e5C5oXK7cYZgco4aU3vIl%20MlYeIXIbwGBZcofjtn3o/HV0VRUo6NUlGIICuLjvnhc7XxfizjGget+oxhp7SPYQhcrhfwRK/OQX%20v7dRNG0lxNvep+2UJJj4k0h3tsF1PoOGVFq0p6Ql17bmYGcSgbCJyq+04GEGoNNjEDo1SOygCmUD%209ubGHiYF1Cilr1P0OD16j8bWo6E+fSk3kUGYn8SOzKgRKelKGSXfITpDqmO3blJ7A8gSAFgDluRt%209k2VST0SwWECDrUbYglpSEWr9zgP/UTj12/xAODQ1V6lrQtwrzpbAEx76WekAH+09tw3gBtgI7du%200fklB/DtAm+2g2iOUyJWJnUIaetaAjtE4ok1VmGkLRMjdy3BzdXpaC50KqAWcWD5VbMVpS2x/NqF%20Hql6jaIRJ31c1vv8LdyJijjUrigFtb6EsbKsudT7TazVYzcuJZkp15EGiD0pQb0MiXsiY+WzkjRe%20+6tHgOrtbEhFqjYoFmcGFw6ZIcuJZBxz5KE771lWAuYzpepDnVImyAto2h5zf4lIsrD2EANkFpUs%20LuV7KRKJ2LxnSc2+9veODqCoWYu4PupPili3iIie4Jgi6zMBXQZv2X6ZqV+6TSkQrjXMFGxazU8B%20JZFH0PN5YVHMShi1YfpSbY3sEF07vOuAmJK+Mb/cYJ5Th3DvGsDv3jhVoHnpvvCxH6gLcL8aHmYa%206LIifOxL4ya2pGpuwjJPS54t/XLmy0ETi6QCAlGAzq2+kCUktvBuX3tkPde+hIiCrAC2ZaK/s+1z%203fKLlITATmlL6eeW1+tRg9XQqUDoduYGq2celKvyAtHpgzWXGHYDBSyrRqi9AXD9J9TeBGb11TWX%20B0jYvYee0OtCZ3Avee1ROhIlhnQk51jtV9hksVWcUp+2z2yCPm0ikxSgyfdSrzrrJnPjFRZt0pw9%204v5SW5tNSCRy/BeBJCVCjd9nzueMHmd9l9ffX+u2QGhBDgHIrZHB6V+CTINjTx63nlFs9/T85dtU%20YwOQ9DjOPEVEHQHXyzaMIRCtXr6vdsZP1AW4FwbM62CKnBCTtihyK3pS+5tAKJEUIL7pzjjSZ9o9%20KkTp5okYl+3qIqn14GvZBnwT019aL2nLRBlrnQ7W5nxyI7U2WCRtiWmvPBQFehKJb6Kdk/ZJk7pG%205beetjxgULo2sNcBTsbKw4i8JbB/5cb+DcgAMlbWowE5QJGT1yM9Qn6zIbKzI+X4r1obAJsdGrTh%209+nTRp1tgj5tJWna5ERyxs/l3bWx2JqD7i/a/1MiomU8WndJA0rHlsTrVJq0N5eOPO6mDNkZJ7SQ%20qdBnl9hcIKdOBFmkLnJNGYKNqDRqd7ucI9AFuBcBjhYb+zN/tTbRm2y1pFcLzArJATRJXWBa8qRr%20Qu8bO6OIAkddok2H4n288xIb8ph76t6WCfpZJRBId3LzXlWk2WQ75WxL6nSqza0Q0W275de+a6yU%20tgyNCt7spNzJ7/6qY4dvGP7rNHuvkQnc6NHHIkCtcUYHIGIgLus7hnih1zbocK7aWwX/wCaEAFlz%20HYDbGYHkzGMRHd+jNrWzwdNRtdaM3DkAs7HPiNpE/YcpmRs5nzFyDY/WRfSeSkXq4X3aYO/JNUQE%20EkVCMYkkfP43eJ+dOGDqpYjuzckwVVtYecCCRX6ieVL4uPHw6G6XcwS6ABefF6UDqXe16CfVhlDS%20ov5mCE2DODvSrr3xcxjLCgA65fvF3sT7z2qIXRvf2j4uKi0ZOE9/br145yVEQulwp4I+AEwOKKop%20FT1tiayALuKy/NrB5sktv7Qe15rgVC153vigduQNBQgSugvvvO8bpsrjdA5way7G6jiMEnlD3bor%20Swu0xlkySQUEeic1NX3tLxLX2SRrUCsb0qQCuSQ2VPnxMRv9+GMstiCRfPyJFdG4qX/bWTdp1xT1%20qD+b2JFPl75HZznvmjZFPmo0elhnu2zAdvhtQ2QZhODrLILVfqcft5A0Nfnp0Q/RN9JG6ojB81nH%20qbt/Z0agC3Bh+e30/9b8d+jcqLmxQvOuAJoAxG48KKC/5VWlW34xyUhgTn2kvU1dTkaziGIVbfaS%20tuwZxxS1APupwzdbiihFXamdbYmkYBGwW6Hv3CYGyruYJbusQCWkyP2iM5fv2z9qDFz6vm7nFPV9%20G0ZXqNqbpAHu73nMtodnp0gl6tq9gzWX9GXuBBO5wQS7mA5ce7ruI7G2foqxKRLJkPq0fYmmDf9I%20mSSnsac6uzFyC0LSGu4j0rR9ZY+I2qRpqzeCpi3FddxDDSiA2+XeXPsXpYtFgHFmpUAbAXouU3K7%20sPHhux7RdbfLNQJdgNP5kNAa260WGhzJAow+Zp55UkrSJyc9OjDBnOdacG9LEVFE35atDqv91Qf0%20nhPbEgNn1efkhjLyXmiw2sFNQxOnLcW2LJOKW1yr2Or6DpMbQmC37lI0F+pI73LSMo7gkqQipX0b%20RBYgcDvJuUQuJXFjU/eelF6JcfMODrH35EWDW0T9F5AqFaqHmo2WbtxA0/aZt7NROjKPMXKv2HVn%203HaoY8tiS5q2x26MDImktuI1PZFv3GIr0rSd8dBvaPc47Sxzb9K2LCi9MWzUN8575qlzAQxLifr3%20JO2JvWff0Cfsvs3pRqALcKLjQ9xoLdMdQGlJad1koyUmo1hGl26LgFYRmrfmlq8lqSUBnBiXWzRX%20pTbXVjQ38an1yJJHQs0ObodpS7EtlbrECQUSyjrauTrauT03HZZ3ZSBNvEubV92i2pvWQP0wTgcA%20evV98+jNu4m+YpO7yA7dHJAGyJqruryCVKAa1lYCuDNS748d1yN1NqUjxdpUrU1px+LENRu995F3%2011afNmnaktK0nXGTpk1OJCJhuBPJ/LekrmdpZMt3cieS4OF4qRaMkZrNXVFUR41ATKAm0ArrXMyl%20JQ3AGDyPT2wxN8Q5HneCyUj5OouZSQe87nb5RuAyzuBvbpS4mD01ici0rWal6gxA+sHTe86Miien%20SxK9PTcycizwmRANS9SpQEAHwLXrAJ3Slqyi21MA3dg9S+SGOy4ST8EcHCJtKSNnkVCWVlnJk7as%200B5HJBTpw2Q7FdiWVxvo4k8fvDbDiVF6UtZcSk1OoH8T0B0HcKp3OXuSuptqbyKaCHhkrHzh0Zt/%20TuqEIpDwHkp/ZtCvDd667RZbk9TaFLWlywN+js6yKW1XJ1UuTZunI6m1LSJpqdDR3n0RvAGpzLcv%201/0Uzp1aGsV+qe5D4wCs+qBSj0o7FgRomBcPA2hDpWs8JvnbMNmLgjM/w7V8tjE7y/h29z3/CPym%20AU4ekC3Seu4zici0TX0gcLNjDc4lSk0ee47dP+vACcV2qcuRttx3b0uiuaiTuLMtEah2clM6Mku6%20MgXoKlVXcqCrYp6Lpx9sS28CyjQiMLiyJJRoPnNZgH+fANpygSnwndUWR/IAyQT0PV+1iYq/Q7du%20NTWV/k3+jko/Xyj4R/U7p/1HJBKlHYtT0x6tTUrTRpdtWWydh0Syy6JqZUN92r6L+rT9CIlkwTVt%20otgrYgvtbC4PAMQG4IrSvMuF2ljp9qHenkkRpQFoZVpXDRGZDUPcGizRRQDtW5YITpFc0uuHHdbD%20dvIm/Q0d+7cLcEpNErG5W4la4GwtotBVAzNSk69J0HiuZBLd16+6vePY8JXPH9nhZfuE9+I/wuVY%20ykA/L+8kDgmlhTOEvluLaK6XaC4x8VFIW3bYhUGRi1t+oZ0TZd5lBUR0nrZUSx6lLaNOBVcW6DTy%20AjkxHgF2ad3EMFVjU4GcCDjHsichCtUBtm0aT6qxqYTVnpo8Lq152skpAjavsXk6EuKK6oPU1YbQ%20tE3+7vc2jjGy6m7StJ11U9QmcfYcqf2HRG1P0IyqT5u6a2vrI7JJxu2hznrwC9k/QGq4fUR6Uh1N%207ZcYD35XNOl97aD751j0FQEwgZoitYHCBL9jrgzQ6ZFLY2vV3a7kCPw2AU5tatRVW8Cmh5xKqBME%20cFPt7SABdbaTysu0kn9O8ByhnTRSqkMrAaKbznP73m8tbHGqy3cXWOk4ns472MG1Sd7wU8/HVPyY%20Ycff9R7+vH8PyRsAOX1XRXHURryLOCQU97bEWDXBzXtoO3a2r3ravVWTGh3EoJaoroSkYIFoboX6%20nCy/mlh+teVULmGBRy6nPerl2c+JNJwQdWQo8P2kfVNnBgniT4rE5DVZFcChf6vTLVpg1EOaV+nD%20cFGc43vG1H81qRX1n5SktrS6TtOnTaA2+Ye/sZF7H1p2mLT1GTfVpUQiWULTpnSk/CPFlKyQLRCI%20yGJLmraTvvsZ3/YUux/CWSCGhO7v3qpJD7+tEs7e9NSjQI00o2ppw5glKP2oWpo8JjOpQlQrPMXb%20dne51CPwmwS4Ns4knppU9Makj3VEWIoH8VaMKGc6cT5NR6CkVJVP1mprFrS/vvltFv3utSgeoQO8%20/AuPdquOnvMIJ7xeEqsetZX3tmkhjaV5sDfO/wvZOEaoJ+iYvDAWibeY5MS2xEFiX0AHyPUK5OhU%200DN4C+FW51eoAjiBgANd1HdulfpcrUE0x5cLKb6oCeqZRv4t7eznNWjfdD4UvYlYotpbuZBlEj0+%20haX6W319A4BbttraGmY5nB9ZfDnAne8a9JGIqP9Kd+o9VM9T1Dby0cc2hRPJKFZb59W0qQHtStSn%20TXU2WW2tQdBqNuteY0uJREIW4c2Dm677CNAkVudG0Hf3yFrXlZq1Yj0VamnjAJlqaZM8pjlXo9TS%20SgGYIYpcBdnCW7rir+Tb/iYBDl62RzOa6BXZOGtS7K5zanIOKPDcUA3Ezg3Sb2IP8n+vz6htSjqF%20xgjtmPpdJkEtTWbSi9U9pJN3ofZT2kTdrLldiW62q3QXbrJibqmbNg4iihL6eyytDCSr883qvlVp%20vtaKujbnkjjY6zgCTHkixvXEBAwv1Qw8bQljVGxLxKqK5tpqyTPxsSVkyvoG0pYDxbSn7pTK00OW%20X6HB6p6bOMe1rLcxSZ7pDo4WHiLOKKKW16S6BkwOF0lvUaM5hqghzZkLu70tDsJuunbv0zQ0dA4I%20ndDPtEUSDO9+TjpSkaC2zOCga9omYUeOf/6la9r0t/Ns23Szn3MSyV/tCebIciVRd20tpJTqE0BI%20/By284Sep/1UR7Ie3F2B9SgCE5IH6UPZJEOQADtLW5tybsTKgJrqaYNc4yVSj2JCqp6mKK4LaKcd%2096u5328L4BTawJJ0pqHSdrTl8NSkW3HFbiWnvzljK6Ve0mzS+GxuN21muWYzq01bozHgPqDWR3+1%20QrbfJgYyNk2qLsuI9wGoW5AuHqzu2EyV9+tPMTFm7fogXo+JFh+xYcvLdXvKY6HGv5k8i6S9JgfS%20NsnKNE09ZRVn//urDXsEyNWQMwwVs/beSL+9P0SaDATs9WgvTmkqmotqiy0+APo5GTd7NIfXZhuS%20gBs4Szv3BtiWMm9Oayw8muu3RaUt1amgKssvdEUqhUaSgrPO9W/sNgzBtEfLCSLtHO4lYk+q9lak%20i8BxpArVwxS5bc9Te0P75s4lgJP6qHn0dtovfSQdqQWPHuqc3p+jMSfOI2N01XYSCdFbYYIFzBlx%20U2NZp6uGnEce4xv5cC4YI29z3YhEEoBNqdjYwu70985pz1NcSQsBc0g9CtQ8/Rgl/EX4UC2tHzmM%20erWpnqbUox5KO8bAlsvgn3lVWlGfdoC6+x07Ar8pgGs7sYQIZpXIRRGcOtmqNQ03x3n6rHmNTA8J%20Qal1rK1W7Nv7W/btfNMqTD7lsX4bHOyxVqplg3JxkhYMAGvh9jEzu27/8GjbvqmQ3hoq2e9SRDZZ%200irootaXtu2HmZr9vAwQ0nhxYDBBDQXNFO+zvsnfeP7xSs1+IcJ7jKphc6dtg9mGbVTy3PRMkADd%20QCpBpBgAjkDRU5ceGbiBsyYkpS1J1SLCbVchozjTkmhuEu3cwE2W/2cnHpz1XhPLMs0CICcSioBu%20rcr3EwlFZAARN+K071mP3Jn9Az6oIWboGKDJVnikJrFlhN2jgzlqOaEz+nEYJUssZ0+ifauhgWvW%20MPhm4eILpjg9eRpxt9JxmvCb8o/E07G/n7oaNSWRSAA21dvKN29a30EblNOPi44rYAuO/1hsYWG3%20tj2Hpq3mUU9wIomp/xcPbCEOjGtokc+nWI+erw/lhFQvVlmAWiEb6dLK0qXdcH1aiYVaOp0PBs6e%20Nr38jimnPzvdPU87Ar8pgEN0BLABblhxKUUngbTPogc6lnPcqF5rUwTXohax762X9gGlHHWmqZGs%20XRvP2hCr+6lcnw33InpGE6bI7FuivLkmdHmE0aUibC7OREUMw40tm12o2P2Nlq1xcw4Qub0/lrEP%20R6mlIOqeBwB+2YSaTSJyfKpgd+nRtLtZsyrRY4O6y4P1hiVIZX5URpMGyCmQS0TduMNFISaMolUs%20v5Sa3ZfQHcKNLL/EKlXacpr6HJZfPTDKvEVQBzfZWEkvpuagBaUsieYkEt/cbjCZAnQCFKXBzqjN%206tRHDkGTaqZUegBhyQCKuZT3fFP0NgTQnVR/k6Gx3Eu8NU5krOzX4FkiNzloKB0pEgmvS2OMrD5t%20E1/8zm22Bm/fIR05dC5GZo0U9sLqQ29lI4utRQy+tzD41qb+aGpAKmNkRVehz/tFbYfMx5B6VCd5%20sR65TvmOovH3o0vLZwZIA494dCYwU6Sm1KOMj7OkHeVv+TYArY57T5V7WIuVNFmbLNdz7xm7m1/U%20SHaPE0bgtwNwYlJxkyo11+Khbt1hsj8q6D7nZeGkj1A/S5Ku6uWm3yPP1qBZoCsPmJxlqLu9gYUV%200dvT7T3bZgU8MpaymwDfyGDa+L/twSxcXmvYk/WmzTd6rAq29FKDW99q2hKMyK3ePXsGkNGM3pJM%20qB/cHLB7pT7rY7J8PL9p3263bZUa4GJt327lAbH+MAU9vx2wXKK0ZSQSV+qWSW2fWkt7kwarinBJ%20W/bgsedsyw72wdO8LoBT6jJHfa7A4kCSghXSuJXaru0CJmKQBg7Q5SCiiBgjkFPdVI4lSk8Ol7PO%20pDwWpwBHpSTryAL02CN60wtO5VzCfu74H9H+3RiZ6EzpyNEPPyZq+72NRMbISneedZPjyAbtbBSt%20PRSJBH3oemU+aNo4/6L+q+FnuII8vjrrWxzs71AWLRaOph5D+lHJX53rkHpUJFYA1EpO4w9pR9H4%20BWxiQgrU3gag7bIAq1bqtrVB5mFl25bmVmxjpWL9pN6nb47ZjfeQG0A66oLcuS+T137hbwTguBXp%20DODpyXVqTkRvYlJ6Pv6g5nHOmzVmLCoQ9Ps+gFutkSB1iPM4N0Fml0kB4JnbDCm4lb0eq7vRLLe5%20oj6ildUGr4NRuLXbtio1N9kDUba35lbVnpKWXEzyHYjMqnzeNoSTKfRlKRWqooxNS8QVD9fC5HMo%20RjikT78a6PTheWilTCTXmv/eNXQHTij0nesZVKeCzjZYFTCoO0GWlF+RFbC7odCSZ00kFMZSaUGn%207QgQThvtvPYt8usD+KeIouJ0KslEm/XuAaonJo/r+8brvLHp2qq3xVF6chepgNKSB/W3V6UmRTwS%20iSSy2RIg5kdHidpEIgmaNkVwakx61k2gsiUSyfKPQdNGvU0NSdWYVCAWW2xdVMTmlljOdAzuKoHK%20H65d1fXkIpKhK4ZSj3GUJsbjCHR+0fjFevT2NW847biv+rAvXLEk28BzdWnTFp6t2ByPxZlVHnRj%20ZwE7NFK0D7+47eSyPtXPuTbOTBw660ns7v/SEfhNAFxbfdQqgBuGym3EqZrEE3IvcC/HMxT1XxxC%20YQePfZiMTSKtPdiOqf60TU9kbWAqbx9/mLfxSQx3mZQqM5t2f3bHHi5QP2PRvk4ac4ebpY+bO6NJ%20HZJImugvRdorg/Ht3aGiTZSTdq0FBXtzyx4R0Xy9vWvzddiY6QTPBQxz7Rvvv0u02NplClLzA08e%20HQjoTnfpe9oy/kKkvVgEtOioII2gpy1Vnxv/kE4F46S9OtvgUVGR2JYioXg7HkBumZY8WxXSsNLO%20MWYSkoes3jmYE6cbkZfuFSbkEL0oYs+QIlbtTdo3EU2O2xRxNSsVJ5ao/lZHHrC3Q9sYamcnRXAC%20tl321SZj5IGbt0hHfmHjWGxJ05YZKJOMOPt5UdS2yPl1iy1IJPMrD9Eorrog2rtZS3gOkAhMgufm%2062yhbunpx0hwraP14fuaBdBysBvLdMIQhX8YQBuQLg0WpCK0ftKOYka+jUitycJzc23bVhY2bWlh%203VYWw2NtedM2MBevbtMqCpeeGtHcvhhSbLNPlmxoFMILaet8HkebExY+rzOq3de+egR+GwDn9SWi%20Nk3W1XUEsHjxaUwc3M6eynl+OIPmrQcmpXsLErFtAWD7RGoL673WTLYsxcqvl4guB438A2yShtEP%20rJN6m1urG7hl+1rBk6IbICob3AfkmDybtR1bJjXUbDVgTXJcJsEhJptUP6k6osHm8pb9tdmwr4jc%20dokA9yBm9GRJe1LTm8qLrcmHilbIp74BtCKWybQkE5IUoA9sL/9iLWdbkrKEbZmg71zP8G06FZC2%207CC4iLyjtGX/EMy4SDu3zHipJY86FeyKhBKBzFHB/Km/6+vs6Gp6WTslHICVnpQGLnsCwEmbprRk%20ZQlyyfqqNeuQS5TD1jrpFZZe3oCU1wkYZLFVmJjAWot0pBsjn1/TtgvhSn3N1PJFtbani9/DzJ2B%20xdrw1KBIJHEPtIMI61RjFu6HeCEQnPiDe0icetRx+0Xjh6pfoOOFojK5hwyUJmzQ62kjweuR59/G%201qCQLtDapra9sQqwLW/Y8tyaLc9veNS2ub5tteqOab8W16ETzbQ4JfNAAdbnAe337NGCjYyXiehK%20VuD66G5vfgR+AwDHTKRUSwW9G+4lit64KiOxdBS9nXdlqnmOcoGE3Skm42xGWrV9Jq4dm3tYsZmN%20lOVKaRugRnOTVf6HY4P2ZRnmIKC3y2rv6VLVHm+SlgRUMvgWjqFjK5OyWluu2DfcVH9dR1hLZKjU%20192pon0wTRPNHqIAVpNP2OeHuZo92SGN2SJlicnxR0SBHw7zXiUsmVRai2UCmkDPcm3FQCfrL7UC%20gW3a3vnaU7xBO6e+c0pbXg/96c529LN8Ep889P2VtpTcogChYwm25doWYCH2YATiwfXlTN/yTJ9D%20Oweq+qHKy+tvfCaRSwRwYoQet0nMLXCTc4lIJnEPtpdFoe74H7Wy0bfKDUOqcBLJlzaGpm2I3+VO%20ctZNQFPZ2Qh92mbVXfsrN0aWWbK+nFzxFVHpM8Xpw9O+RwyEwUXkiIMIXyDJMZM4iAi0inmxHiec%20ICIHEenUioBaHoq/osY3ve2hQWyyMG0QhW14pLZuiw5o67Y0v2ZrK5uAXd0BTWlVbbreBGiHraAS%20QfSvxrdEcUphLpC2nCNtOTo15FkapSu725sdgXd/xL2uRP1N1lzYCVHoCmktXzFrqXn+AReAJKD9%20a8ma4AYewoPws3uQRsaatlrnplFah9REVga8RFVFdHHKVGi1nsr0w7LssUIRIbcIKsrVS6gNWA2x%20b6q4Y4PU3lb3YMhxc1xDJ3drALYetbg99HIjg0R0G027iz9vO8nfAdIbpDSnCtRmOKuaYCQPOP8W%20sy0j0NCigAh4n7Rlz2bMtsTbcuwD62GyOq9I/rSfL5nsQc8UROICuYKnLWvUjhrWJEKGuurNHzpp%20+RXaqQTphUeY1N8GWViMRp27kwDesQBXReuHuHt7Dro9aWcd6DntW5z+FIFFURtpvGSWPm3XrtkY%20Nbap3/8OTdsnbrElh5KzbmrUuUwUrhqbSCTykVQ6ci+K2nq5htWE9OwLFo2JTItD+tG9Hl0ATsdu%20ufErSoMgorTjyEBoL1MqkHokLSnjYonEVVN7k5sWKg30plukvpcXidDmqaE5qK05YWRznVQyWZRd%20siXeqT0aFTdiiORBsQ42Xt/16n73kgUZF8BwYxU2KvW5+clBy8OuLVN2UF2uu725EXizV9Wb+16H%207yR2oNiTIpaokalSb7Fria/4z49wB/UYPw7tRxSpCYwmSDHCsKNchHYtUMlVM0r1Ak6sFOWcpa2X%20mgmYFVlrReJm/pYHBd8noruh2p6oMAJEJs80aUdp2+Rofp3IYXSMaE5G6Do2AAB+Oi1WKRLN96Hx%20x2tuSuFq4laoykRIEcktzhJaMJDS6kEwbxKJD97sfINVJha3/GJ8vO+c2JYAnToVVOqwLZlYNOn0%20yeIskhW83hl+fux0vsWe1E+RS2JwGwbkXPt2wlCr/ibnEncvgUmpzdmOntNTYgEZiQMbtVmug+IE%20mrYPPnQSydjnGCPDlkzlC2c+oUoRbnD9q/GovCPFklQ6ss65lJZNUZuTNkRg8tvhsAXQ4ZsdSq5d%20Yu1Apsk//AyWWEo9kqolSpP7vqcdkZoM8lDaMU9aW8QRAduJg3Xmb3nyCxSlbQFcm9TN1lc3vaam%20WtrywgagtgXLGVAjs7LLTSWGrBZMAjSxIHsBphCthfd5LukTTyGqCbtnBL+wMJVsQFFceXgeo4a8%205SAjdQHu5PN0kXu82wCnNImIEmIEQn829D1KTzJ7XGjEEUgHYVUvIEujP8sdcDxCTit0fA6C1Tiw%20cjagQMhnYU0awXNSf0/K7QMyiU8ErrsK2itKbYFFSJ2kgC1K/FpFA3v+OAS2kybc011IR2QFSkfq%20zpZgXnW5nUg7h3C+Z/p3WH59ZAlW50Z9pZObUoPqHq4aXfFAJE69BA1SwyenMM7equZiBsG/js6N%207MR0vvO8r8B2HBq46nDHpUcdGEk9y3NSzMmdqO+bR/6cR1+QSNOmehx/ywwMeJ+2iS8+p1db6K6d%20HTq7MbJShbLTEonk8RzpSBkj00apgkTGrzGJoImyegG5kH49utg7XBocmhdr4STDU13Tyl6EWp07%208qNBK0pwLUArBPeQ2EFEJJE3zXjU+RKNf4dIagegEaitLG3Y4uyqLc0SqS2GSE11tjj1qMjMpT6q%20/bpt2q8vntNUM+Rs08ciTPfrKunNmcdLNjIxaGOTpCpZmHa3NzcC7zDAqfZGER/6s6n+puaLsCn9%20TnZx98U6G/h0IBCLwMwZfnqraLXn6a0j9ZtoHcg8cXQi8bWhC5tDbUmvD5OO09Kj+SekykJ0GAeh%20gXp9KA7ozCWkL8VDRBRSqaFTwQx95zYCgQcdXUKdxEdpsFoc68xHOHJUdSoYHggpYEVzYluqU8EW%20ll9Nz8+SAhSI+Dz1+rGcAxWTlk6DAE5R2ygrczmZHLeJKFIVczLq++bkEhlMExl4rYrPuk+rnL40%20mrapKRtFyyYSiX4WJqfOlY5s0utwjVRy6NP2Z5uhoe8mizx13VYs5gxJpSMP5vCj4BaYoiGSi9xS%202iKKhNOviE/mxfnMoOvSRkg9DpN6FPuxmB12j0ftI/B808AmUKlDAJE2bU00ftKOi7MrnnpchfVY%203aKDuhrwUneLAd2jM19sBBPzc7NzoyH076zbgwWLPss677tCPW+DKLEE0UwA2t3ezAi8uyOticNr%20b0Qaqr2pU7cjRoQ8HRpfAZE2EU+0GgzdAAIgCf0EgAFjQ4NMicAdxHhCEZie12dUmkOpthD+Bcag%2064Y0Pen5KPqL60KBi3ehAcurR0hpS0+t6S4m30qj2NbiD54GTngn8eBt2UPastOdChQ1K1150KlA%20sgJALjRYpVMBk0xM4kh4a57XDOkYdzmViDg0QF1FHcyVrjxuk9ZNHbsFcC4NQNwt0PNzR52tl4xC%20Tn3a7r6PC4mMkT93GcB5SCS6XraIrmfVp406m+ptqrvVZbAdkUjidGQsJQmjoiss6psmCr86XSst%20zWukyVSUlqeW5gJrNy+mvUxkXiz/R/VMU73tTcs2NO6i8TugwSxWynEVksgy0ZozHonc9NwO9bZd%209osXibq/PPWoe9QlJ+FeizK0rzU7xK2u9mFEK+IXI1Mp0FU+0yCMypKLvy92gf1aH/gdfvG7C3Cq%20lVBj8PqbXM+x/Qng1tkLS6AVZ8basu+KIythq+Nr1ApHZS2eU0cBYaLfXhFJQn932y+lHPWcpz5l%20VUT6RCtMB0x0dwH7/MCx8u3oOrzj1620cz0ZPjh5Uyyj2lXqcs+YSAVyeFsa0Zwsvzya63CnAhE8%20BgEcUfVFQonrcxtIKHaY2OL6XG/f4QjF9ZTTjpMuHYGbGrjq5zDaN4GcaoLHAhz1NkVwVWnf6PvW%203FL3gF1LFQqejixfv0Ebm09JR35Jze0D2ttM+KR7lk1Ts0BMAu3YiWR25Se0gyzwJDFQOxjV2dzh%20RAzJODKLyCGcwwMHEcSU6SSsUBxEcv1Q3CPzYkVog9TVSmjVZJWVw13kbWwCNEVhFbmIQNkXkC0p%20UptDn0akJiaka9Mi1qPXZTlHSRYiGlevz74Q0L++xu9wJHT4tnesV3TeBlx3XW6gWt/wOJ0MWBz1%20dlOVb+TSeXcBTqtPUpSYO3rtrS1yia5qB7iD5OHFDTKH9FYvHF5uB/JSXEOYvI34us2NJfupYWpm%20g/KHZDLSRb+0iYNJBWcEbgb51g0X8aWUYwlOCSvrSA3wnNykWJ3EnX6cbgSTeFYWpJGDzlwRrVkC%20XNiXOdgl2ah3nBJop6kTXNwX13B6DyDuarFqADpsvjxtSfpSsoIeT1t+YIaQt9MLjDRuL0mJrl0k%20nsJHMaQtBXQCOa9lHkn3nmUcdH7TpJfKEIAEkzJWVmuc5DHMOC1EGrTDkXPJluQB9IBT5+4+OkiU%20ruH4j5ZNUdso7EhZbiWzZ69fNqmJbtAGaRZN28MZ9WlD00bKWOlIjbc6aytq01XverQoG+B0fv8m%206scnsokagcpBhO7WgNhw+Zo/FKmVczQC5Tm5jAST5deMhM8w8PJ5VWZEUZjYjaLvq5a2oHqaAA3w%202MYlSPfUvphdWvAp0ua+87SjLlFPpRySRF6DW3byJ/dMfsi06H1cKM7nXgHg9FmHxwbcq7K7dX4E%203mGA49ZVDQ6Aa9chl/jNrms8BreLGtyoo4B3DIE5yapxETPl759u2g+LiL330cchH/jwVsl+j+/k%20UC+RF2SIh0+27F8eb9vPm0R5uazdnC7Zl0xGd7OQJLYr1E4q9uf5hj3DkzJbzNknfPz2PnUfgFrM%20wXX0cUkcEoaoQSUBuLwYlHw1Z8xf1Fc7y3GUrnT9HB+CFJdB7mk1vieCplPBeuhUkJj4xHqHbmH5%20dXYm4Fk+itK+qpF52pKJRDq6eTwCV/ECralTgQNdmDRDwvj0W4a63wAAJ0supSdLLD6OkweI7i9T%205a2ZGduenaWxac1yI2jacPyf/tu/OzBGTpcHXin2ftWn0yevoFGcxzz8MU4kh5q2Lae2C4wUuXlE%20wbWpdK0MjAVsmvaVepQxsdfS3EFEXa0D87EIoOVphJsG1JSefNO1NH3nJhR9adDWlrb858rCmjuJ%20rELrl4NIDVssEUh0PmOrLzFBFaWJYBRSj2H03uSiL1RComarHom3XRiu77COdEBAXTLZ3nW3To/A%20uwtwXhtCvCrmpCI56eEOIreLHdZwMYeUo5wNJPTcI/UoosM2riV1orR1DJAbIih4eoTUJDflDiBV%204yau9ezbGn3ftmuwvhAG7KO/2eDGXVSU1wAge5v2BFF4HwJyESurvEcSHd1QEZExUV+B6Ekte1Tn%20e5M38vOjGFfY5RXGZdVDxKxoTh0KqIGKhNITpS1l+ZXAsaLTnQoUWQ0VIaG4CF9CcfWdgwau3C6b%20C3PPMGACTnU86Od4KUkVIJno5ysBiGM3EHQL3DafPvWWSgO3b5OK/Nzb2Sh6kzNJj1i9Z9xE8V/F%20eu4ZtU81IZ2lT9smNdBdukPEfo4OEl57VtQmGUqg8WcOHERGQt809UxzB5ExgG3QfSDfjiUW5sXu%20IFINrEeAbHFu1YXXwRaLSHi75hFR3MlBIKb0Y6xPO6ilRZfjGU7vGc/Aybv7eo9rUFGyQC3U4RCN%20UxMcGkPU3tXEnTyIr7nHuwlwXNVtuZeIZCK7KW76MPNfdPTma8MDYNGqOEkNCB2ufcwKslCs2zBt%20b9ZRp2WVFqM9juhVSXwWp6eZ/KhhFVcatrSvNiCkNyMDX/n/ZTjOYE695EgxIQDfJy05y9fox84r%20w+uLgFspz6St51W7A09+zdJ8zavjXC+PZhb5VboTSgR0gFurCtDJ8ovfE7Tk6RmmwSpRQic7Fegr%20SE4wNghJApArM3bbdG1QrVQAGGl4T/VNNSEVsl489QWNyxBejW7Yp8HYw1i5sb0FQ5KOAzQedcH2%20v/pXNnDjpvXT4uasmzRtYkPOLP8c9Wn7FsH7ExZL9GnjYKGNTYgadL0rikv15YnEcBDB/kqApu7W%20Sj3KwFi1NLEe1QbntQk4Z/wye6QTd6lFqp4WzIu3vJY2jzg6CK7peg7gSZDtujR9P2k+Se+6P2Y0%20/EfTpWdZsJzx455p9xDFcU9TG9ZCSoLx8B03iOS2bBjZQAmLtzeZ6j3TF3hHdn4nAa5N9NZW5FYH%204BS9ud+fimTO4ohO3dlSU8edb13Mmij7SM9pNQkuuaapTp1sBRf8GnW40DMObZaWdXTcLpVaNkyN%20bqPKqrUWdFttpVYyacv399hks5duBHUr0Bmcb+PP6x6v4JCytUt9D2be7Cb95qg33cX+azojMbho%207CJkXtx3e63r3FWvAJ2E4uoirnSx2JZM0Imo75wsv1wkTuPKTm4CsxJ5XNXQGkTWStnpb4rKNCme%20ZqJx5qozW0/edP4bkEmkf8uNjNr1f/tvvT/b4J27VsSZRCL/s27StC3Qm+3Jwjdujjy3cp8UJaxM%20Rcph9vf6rkDOU49iPQrQSD0ODUw781E0/izkkRRpxxTEn7eRehT5Q+bFyzIvJkJbIvUoGr1YkIpu%20lM5zBxHGMCY+x+QQT0FGLK6oxHXWLPNZh/3c+3sdjuvFSWOaDyI9nr6nwC5L+jxFFqC7dW4E3kmA%20c7cS2uG4NECpSpEffIvYUxc9nswukWzIXUXUQTiLy7yASo+MOiAzmfYrH6/Jnr8lM/tuO5UVQaSZ%20sD3+Lq+6VKbPSml86wA61Y9mIUks0ANurd6yKu/TIL0mMfNuBfDc2APDoZm38tY/Sj0O4EzB3JJ7%20mNa7cUR3uin5ogdFx/NlbBDWSzenMFPaOXV1kL/l1hzd1Z9Yr0goWH4l1GC1g50KNOGo51zsidzJ%201b7GXCCWxUMyDVNS57M/X/ROAIeLrNONeRP95trWrBsiP5j5swNc3M5GTUBFz3dAg64vxmMZ82KJ%20reXxGHqmDbmLiDuIvIVNHo/bOJCLaCGShaKYJQgXnnqMzYuppyn1qHMiluOhe0hgPcai66Pn7LKs%20404zpMruqObrIAfzU44qA4OFLsCdZvBeY593D+A8nKLepm7dSk3qd2+gGEc1Fz/daw6PbXxaCEgb%20RG1LON8/gmzyYHnXFjDNHQTkpmp9NrGD+wNtdXZgSc6v1u3J6o49qQi5mBABxZECESAA2MtjAMfk%20SjNlFfQ0LZqdpqnZ9RDt1WmNU9uB+o37xQ6v2W5kbIvokMqJQdIkSgxf97WsKF/jovrVS+NluLqD%20twE7LTrkhoIw3E2wN0lbrn8eiCjqVICmqtNpS1/udJAJmICOry7b/cWiA9p5GpCKBSma/yzpyIdz%20f/aobQmNYZ3Ue6qPlGf5hreYUTdrsRxF4x+iZ9oQrvyqp6nW1tvBRrWvukTkICKwEglEdTORQhZJ%20OYr5KEf+jTUiNQTX0qWJIalNqbx+Vh4eqb1Eq9rJxchFXuovPZbW1c7mxBid71yhxqhHg9/fzpKj%2049/40rzBOwhwCl8EcEyg8k5UNOcWDJrRYonARY5/SFv1ROzBBi4a8xBCvoFF+ZfZmn0LwG1Td5uG%20vZchd9mPDGDYYIctbNnXMCn/NA+jcnvfUjncF1jhpYnCEntMjjsY88L6W+X3FvWb6XKCOl4TRwqE%20q1t7NkPqsgcG3zD1CJEeCrx/RkK7yHc40pu/rqz5IgcqHMuLVzihaOIV0OFs38IbsQ3NvbX+mGju%20d862TFAjSnRYO3fxX+7IET09pXrY+bYaKfYFbLUeIdaWf+T86i9usSVG4/TwB+4cMjZwK1hiybyY%20yE2WWHE3AFH53/QmRuO62ssAaK5Li2j8cvLYwhJLPdN26QARO/K7Pg2ma6wNPaDWX/gHD2fhufWM%20si7PMWhf2OdXz/sRXjjG80eILvAXAnSlv4Ptl9irSs9qLNwiDIDrbp0dgXcQ4LgyBWqqS8QApxTl%20wQ0fTzmnSFeespTlu+lt9SA6U5qyAJX82nifJQvUEbi4hwbSNglBoU9MRz5OEiLJKL3OPqLH1zgR%20WZL05OQgBr4iILrdiYrpSRtCy9VHn7dhXptrpTBnDvqeqTo3F2mvCcgTt0qYNssTmRtI9Td3Q7mU%20W/TB3CrNl7UH0baMm903FHsp186pJY/SltDXX79n36UcjJd+qEqdtB1CefVpe0ZKUj6SO7CBB4jI%20bk3SKmfwFpHbddepybhY2rSMO4icTRh+ESMS67tEBlkXjX9x08XMa6Qg9TfVmWJbrNB5Q4tBshNE%20a8Hl59Dv0aGiA9et/DLduYXFBu/oNUqtAoMDUGQWrb+rfhl1CXdnIbcmC50EWrLTc1JLX0idOlLy%20d+YZmU07G1ffBT2onu/z3zUn6LU0qm3jqMMftOhskt0RU7Tqps5idne3To7AuwdwCmEUvanJKavg%20lssEqqELtafKAsOsfSCQOTK8Lyy3I4noCeQybge9JYJsb6NCJDUImOVh633gtH35IQbrLr/JdJOT%20phvIFm2SktPvvH4nJ5LAypNZs9/8WVa24mj4jacuAnod6U3qWQMDEE8UrHHzurmzwI3Xi0ujm1G3%208Pkihw7MMC+9emOgiyy/or5z7h3KxL4PCUUicTVY7Zn83BJEKwnMfDstEu/kjXbcsWWLJaKInEiW%20YESKPCJmpGpvYxBwyoDbGPrBkYGbrlfLKoX7FjaZEtdhoO5AAtmEDOKpR0ginnqknibz4qrX0jCO%20ZtJ3z0vAzPumHdhhPf/BO5V6jOUCWIkAJDXuDaJH9JnB8Fw1BRafpMx1P8FzZPwrSHsgt3ATtRyo%200DdiJJ1yYBSYEYHSUb3pNmZac7HwxKzaI2YYqFgr8x4AuvZRLz/eI8HzKT0vZqvuY5lqwwKrIwMS%20kUbjpGj2ZabOb+H0vpNv+e4BnNiIXIRiUgaCiSZTIQVfNSYwuMde/DgyqTsqRAUsP92e1zz+xANY%20OoJ7JjtBGyIDvP2sHEt42zhRpI8hNZKbJgtcIZdoJah9fO2tzx0ZKBODRQ1ZlRJx1PImCKLKuPci%20iBZWiFEfLoGd9ok+6fOf+KxQd4r9n9vl6Hi9OFQnHetIRNdD2lKIrtopLigtUnPSzomE4k4o43Qq%20oLaUIEX3rm37RAIVWjmt01BWPpIyQr6GxVkxi04Nm7M8lljSr4ny/yYjtdjntC4HEVKP6pe2SPsX%20Ufg9UiNqq1BLk8bLxdaRG7NAzfvKaVHmkfoLqb2OnsBwz4aaONHTDi4nW4u2sblkWw0kBywS9xOA%20V6rA2DK+eeqkiSZShEXbJHLepCltM5FB1gE5B6LOEMSgfB+g11y1Dc7P6taaVUmzWhL/zfyER9ID%20lArSbQCwxvObi7a8vWn1PRaraXUrRzhfGLIcQKdFqmz2VHtUfbLOQ4uGrqtJ5y6Idw/gdEOx8kqg%20+ekZvsOcyVdswKhMQnCQC75QRDICdRbQZOoElKPIEE3YTlYRqqg9iKDlaHRzOHG7f58aPGof7c9+%20amjqAOTgF/UD0M3PRJZA1O0RW/S+bRFIosP5atY/XziW+wVG7xszxgSOvgCNIlB/SfQewZHyxSgs%20Auloojn2UvJjnpDqOjhOPAbHAFwYhJOv3ng/V8ZynqSdgwUr0+Y2KTvXzkFIcRLK6Hs0WH130pYh%20ggnu/nkII2JDyn1EzEj1VVM7mje9yQFfNSKJq+XAr+hsyWn8iK0PtGlERBCqnCgrIOOaV+pRP0WN%20VzJQp75TqcdXj0l8zeluIDW4hw8ogLNFWrAJ4zRVGHRNYIbrLEfT2FQCcG7RNHefOC6BdAIwS7BA%20buBhuwapa69Rtl2yMWlY0In+Mq/VDbdOM2FIItqHW3V3B7Zsosp4AKakVppkaHrUyXF3k0gtaC33%20cniO9qdZZ/e6CYQAToJ2pSslFXDpQ3e78BF49wBOnnuksxKj71siPwSJATcTkU7cXYN4SkAkqvoB%20ASXSyIUALNSGHDUUUfE62U6pQ+mBIjisSOOt7SAImUVg6YAZenp5VCdqsB9P/wCw/D258HXMCLw8%20ORnXT2ShFPk5enNRAWLEQDx4R35RikQFawdDNZv0FGcMcy+ASgTA/rkcgF/cYkAP2rCgWn9hv4N0%20bvhWfpyYneqf78gKIc6Pagijvx8PcdH7H4xp/G9ueEXirJq9Gzu1KDVa7Zn6zNqTn3qnAk9b4p94%20Vtr9hd9Fr3nAICsp+UOsR9WN3uQm1q8afQrU1p31iGkxEZoitRVo/KL2ayJuiiASdU5XrUmpR0+n%20S0t4cEOEX948sL1sxJThkC2bgI56GZ85yb3Wq2iKhYOnFt1tJM/fyvRqG7OevQ2iOb735rZtoKOt%20cT5ytGNKAYbqeB7sz/o9G+PkEUC0gZnE3v62tQDQREZRH4AHtUwAt9XEqq2x6a2DMkmOQQQpgBPh%20poJlXxWRe2GgxfG7ANeJa/7dAzhddBINsxJOwDA78K7yWTaezMMteOIWAZ275R+Aw1EACf2yYrcO%20B0OPzI7M7EcBTuQXZ3XG+0Wf6SiAOMBpIhGosm9MsT/AkAgwYykEfb8ciOPPF5M3/CuGdG0A4AiE%209fmOgkkM6BzDARgRueoWB5FtTAjx4ym6jBiqioDdwPrI93WwjobWo9TDSPRwrF+Au4NUsSLlWM4R%207SPs1Bj4QoMxgS7fYrIwAM+chKK+cxQyU4DcaSLFE0/4m98hMAdV53lDoKZUOdT80KsMk+bIBFg9%2009R9Wu1mFKnFLD8J1sNnRLuJhtAjtCjl6DXqaD345kfuVe8Y7s+DcVVk2aNFGanU3YrtbGKs0Nwh%20zY//Zp5HCoeXtCI3QGuvhnRW90GV7wrrOdEP6A2wbwGLPOqPu1ukFPEVpQ6514PlGQSxnEC+TTQr%20chcAl0wPWTGTt3ICwpRuOYy26ywM9rmn9h1sMWMgnSshuwgnbjsmg2jGtrtd/Ai8o6MaTbTxhPvi%20uJ0ia/b8S0htvmI7y6ECOytKQ77qgAegGk32LwJc/LqDCO6wb9fBIY8SaHy/KHp7EUCOfgalRB1I%20XkjJHiwMtHMU4QlsDkA1Dtmig8WAKSB0EITwo98PKoRH3GSiCNRJQQJWB/QIgI+mN/VeIqDgv5hQ%20hKku2AjFWwBdj3wTlXpWhN7djh0BCa5F45cfotKOXkuDKCKxdZwu04Srbhiqp3mq3QEiEKRCdjpy%20yVeMdoo14ps/JeFDhdR9/BmJvPqK9KxDUlPCmixLtKwu5CyE+wE2LS56xHTcI1LFTk51uP2efsuX%20R5FfIJLndSlMCvryOrZMvDcBS/ZvAZjq7QeSKVLs035OPuEnYLe/q0RtXH+MBktAyAJD6V3V4mRV%20FtuQvfmxevffsTsrvNFzHKU3L5jSfRaQPe7rXtRxDt4jjryi2mT4ezQG8SwU7XMY2Spsixco2iny%20VfS0MoAZ106lpZOPpcDtikZvnb70RGAQcCkaU5pxBfr+Mj3TBG6K0mRoLDaf9FjBrkxsX5i5sjBT%20Wxzl7zwifx7MOsV8vNjxCCl3sTkl3VHfwnQaUTyawSLEkqw8LT3FiKVaHQJKfdkJPus1UrFGX0H2%200X4FvF97WkR2jMFeL50VIJQoTdmoLmGIXuV1uAqpcwOuNQnZsyHCr7R3uGrVTaNK9KYFKP3fADyx%20pH39p88kgBNIEr3pM3a3zoxAF+A6M67dozo2qe4Z+pBdxHZRx7mIz3IZjyFdlR4SXG9gB6U62gKp%20x+AgAo2fVi2q+yiSi+npMinox4Q6Ji15XSnOEIcw6IpuwTlE3yuBd10b0Gk0NgCxFICH1EFd1NGe%20JrG2q9cWbQWPz+WtFau3M9ipTVkvqcQmUqN6C5sGvRZA2tnvpRMFKUxSlaql7yMlSGGrl+E9kj2S%20INC+p/LMaizo1nmN+gjsJ3LUKhU9YqfH+/WoTRNA6BEc5yoGuNP6oV7Rk/HWPnYX4N7a0HffuDsC%20FzMCwd/wsBGowGwZA2MB2hZ6NRdbqw4kW6yI9diLKXhgPwafx6D5fJc2ZQGImkhBZmgt1Y+1XaOp%20bt8VW+8FxKjRS4taxCyhDdg0ifKaMJr3STc2d9ZtA3BvNHNWpgFtnrFq42tbqxD1VqjDkXXoIzWe%20k0QAjWIJJ6He/U00gPO2AkhuVWnpg/dqP332SkgEBkiLDuTwnaQW2CQV7ylK6nBNojsHuMiu7F0a%20/cvyXboAd1nORPdzdEfglCOg1KPSi/J51EM1tJjKL0eR7Y0aoIZThqe/gpBYbMdeTz1GVH4P0y5r%20He2UA/HS3QLTtwVgyV2kl9pboSxzc2j6kEvUkxGTO9Kv/UgySFvCbOwB7JKpkpXK9dDxHNJPGx2f%20xNyZlCQCpB9TTeprWZiuZWQAjCcyjgwAVkBykNVioQXBBFamjpMvQDrBeqEPrV0ug44OEks/Eoo2%20aXZPmUYknz2AVQ91GXkNd4bXGax3/rXvDMDJokoXb42bekcNR7mxlZ5ISpNzhNavMxoXx/XnPv7j%207iIvWcDG9Am3GOJ1Yb8jTMEXLo/4KS/E89zB276Q6dHfD4vP7/w11v2C5xiBWGQt5ws9mko9kloM%20jUDXYTyG1KMII94INPI21ASqWo80abG+6mWm0lejjnaOgTvQjQbwTvQAUNk80ZbuOL/7I2CXDCi0%20oZJMxzuAq0bm84PUp+F5Pw/RPj3FiJ0ZUYUlEZJVlyy9ENpaMktrojy99qL7PxxDriZicYZO6rFH%20rOQWIvPscV7FaO1unRmBdwbgmoDbIgXzR6xeH1FYX2Ey0JZhdaU2NfIhjlRcEcDRm40LWs/1s7J1%20K6wY5HQ9xosqgSBPpLSv9hPIRbyHuDwRA2FsqZWE5afXPHe86PzpLVS7T8qWi4e7Gxw5t0eZaTpe%20So05NWHF4BrdpPGNovfQcTzVdMI1ctLznbnEukc9zwioPiPH+TXsr0QICaxHHoDbhltiyTkDujoL%20OgcrXQeAmvwQPeUYU/lfWNyd57Nc5dcEIJeNFqzQI/d3iF4js2RYxsHCS/ZiAQTjBcDRfRQVHiwW%20nHij16u+F49QOM7BGvjIPjERKmah6rVyfxHI6bPpSCffwVf5TLydz/7OAJxWSRVy2rMIVr9hAnhE%207UGRnBwIUgK4aHwPa+YhwlMDUtGg1WLmxYjrALh8Px6+X0T7PRKVHQW4AIQCr3DscL8oLRI2/UXA%20qv30uVICwiOf7WhNX6DlAOwGroeAGQO1bkR9rwCU0feIjnewT3TAAKwCzLCvPt/RzVeb/vn0PQMA%206zNqP2d+vYRsoOP5frzA94tH2W/86HjRuGm/sIj4Ncz6Z/WVMr9E7+UNYOMJyKnWnC+RBtza7HCi%20eVdBu0ZdbY7O1g++n7FHP8/Y7JNldxURgUSToqINNdeVNk1G3cFFxPMG8RR9hQkiFzkZ6jqKFgF+%20nUXH9kTM4dXj+wRsO9Ry/mqf8OLDW+G5I4TILz6OH+bw+C9bZ/j1faWJPBd5njpzrHcG4OILj36g%20nqoU2G2zCk724tTvk/SLM7QnIyK9THzRvmyfcEXHmpoX9zh6P2h+OQDCI5NwePXhFoAVe6YoGnwu%20gjuyn24Q7RMD69EQLb7V9Fqf+HU8j+QOiPWHN6xutijSOwBMEP0A9KM7278LOyZ5Qiaz/RhHy/lB%20xzyYGKIvoh8yeha4OQA7o1zdi8MsojWpm9JqTCIg1HnQZzw67vq6ngLWe0Zgqc8YLzq0SPAIWmw/%209VjjjeJFi0DzXd18EYSIOFfMWHmoCKMPYgOtZUQoEQtyl+tbLvYa6z2YfR5dRGm24MMY669evjh5%20V8ftld/L2aHKhER6PgeXUKMMdnihu0FsCu0LMV90BalBuDfCMcIiLX59bKYXFhfhKT0X//3VI62r%201yPCd3WVdgkusncG4BwM4lSiR1GY6LSIGjxiObzZXzrmRybt+PlXgc6Lrz8KXNFl77sEQDgMn54/%20HpMSN9buS6KiXx//eXB85TXzku/w3L7RfeTdkqMbMYa4F98hvvEEOi/bJ150ei1R4KQ7NHz5uAJy%20MAYxeMUpVv2M30/gpRqpAE2p5CJtgMpEJCVN7EzmGaJvgVlaz/MzRy+9FlZHmoj6WLC0eXSyaenb%20vD9ztFu6+f6kTV4fsfrfvm9b1NlWiODUZ02pSrfQki8knbLVY0xRXUKpLmo7rajufCDK1un5jacq%20wz2pGlhgkh4uOg+WeTwP6YMVckj5xoAVAM2vWm+hw73rN3e8iAhLzHDxR8ePb/1jxvygdVBkddZF%20uc7cbe8MwGkyFpD1c3NrtR9ShCEC0uPY+/sCV1AH5spHAS5eokXvE9dMTpOdiAKiE8++fB9DKeYV%20qBkB0GHXgReh+fAtlB48+tCe4d/hZ9hCatWp5rrFHePkfBE6iitSC+lauisQeQnAMvrpoEVzVv2b%20nngZRWTR8zn+lifdJnDT7/q7FihxFBtHgAcp0Xd40vb6K4CvR76YtZHxAZrmNoNJLw7+AjylLNWy%20ZglJwCq92ORSUgXw5BnZxO/Qp964/1pkhBwvRE68oK78DvE9H362cNRp0Fy3vkMHBDmIWJoO4mUr%205sowIaVPqxMd0zFge9WdTGrwRhKpvBXyIzbIPllMmPcb67Zd4fmdOi2Lc5ZGIjBQGOaaJX1Oq5wm%20bbl2WGC0pY+jWW8aBqb3jiNSjO/LOC0pyHRmK9d5iBqv/IBfyi/wzgCcUjqZ/n7LZjJY6VS9zsVa%2066AW9CZXSH6tHv7nVyf+YDV9zEV9+NRLdjrypxcoKi+kXA/TU35j6Ub3lWwoaYfFbFzrimpg0Wf3%20xUFUM4tTpCG1GpFulC70XnQ8IiJPSCEKuEIaUQDlrYP8b9H+0fP6t0g7cZ1P4BW/T/y+l/KOeYsf%20ql9WUzwGhotmt8eCYa8Mklc3IaLIgmvDxd2ryzQcBez0nJxKZAkltp7OtWp3DnqxXCBKZx7ENKfI%20KrzFITjDWx9Z1MJg3GtuWY2u8etbS7YCOafRi1NJiQVUP5Zdfi+Q9sUpR8bM+zAfGwKxOibKmCW3%206GyRUzvJ3XWrAIKb8pCU3wlelSL17PZSE0UHp55+e0gJeukakJS/aJR6b3uPxiMpFi1EdW+pVs89%200O0kcIbTesZd3xmAU558l4txt7EDs0wNF6/2nfqyTx8HhQcMrwis4oyIn/sjaUKP/uILIo68opvO%2063ZEUofRV0hjxUQUAVSWG1BAFD/idKFAS9GXgEsaIEVb2idL9KW/6d+BaKOaR6hLBtwMqczuYvWM%20d+krdk/jcq/H8HjZKe2hwzYMYrW3IaoT41LpzDWiPAm+1YxUQLdHKnNPJspiFh7U62LXj3fjBIVL%20Tv8RwSTYYXkNjr6D7kDWVmE5kEJE9XfiEgLwbJ5oDs1bsm+b1C8+kwJH7LdqskgFBFto45LpDHvT%20kot/16oL9JijQwjHSqay2IEV0MrRjkfEHy0jlbY8ch962ljgxo0hXaIWG4Ec1N06MQLvDMBVt7ft%202aNn9nBmyRa2d20HU1R18fYbmInWM3QvowJ2YlQv4JgvApynM528EaULIxJHnDqMb2cnuUSRluuh%20+OIHpBZP3wbQCkBEOtDBib95tBUAy6OwaL/D1KLqZWKkPs8oPRp1PS9luIBB6B7i1COg67wfsBvl%20MTBcsOt3x4lCaKRKynI9khksSmaAwbK0c1ub2FAR3cnJ3unxmvwjMXhMUjn1m1/CHcO97jEr9z/O%20JTQJTiljQHSV2CTirYdmxG2n/gNakNH2sPSq1VfcrWSjRiRH49OcjJnzBe4H0pp1unDv4HSinm9k%20h3p7kCKx0PM0OsJx3JYBLQTeBzX/QGKLGVrx/OMG1loAcq/FPfQu4RC+Ex/pnQG4rfU1u//dN/bN%20/Sf2pDdvu+M3rK88wOpIKQCx+xwhOnbSXrUGi98xXOeHdI5QfztkceqDOTU+uh8cuKLXeC0lAi5F%20RbqB/GckcdC/leIT81EswzglGCKvQOCI611KC3paMU4lii3pWsDAhlQNM657eR0zWhx0bOC6B77w%20EXDpAA+aUdvQaMmu3x6nblcjisOmCvuuteUtr90ppbnO7+oBJyCUpZfSnrpO/XrjmohTmS6CjiIN%20v0o7dytd0HhE4OLtnnD4p5aZTKnu1aYTAK2C1PTYGZGKoJJ+L6X7S9Tq8IjEZqvd3oaNrfuOrNA+%207XSS1Nxy/dREByyHiXKVbFETYg95I2+B08KHsrlfs206iMvtpJSlvpehWwHuJjJ0PrqJ/HvAeL1g%204/ULGrx35jDvDMA16nUcHuZxeHhq6xSGU4PjmOVEeqmI8nvRZ+0gZRhl2I+Clt4rThGGpqVH6mFH%20PojSdvp4in4UXfnEEjEdw++qeZmDTwAsETPiCEzkjSBWF2DFNHpPFUa1rziNmOV1ArE4XXjRY/Em%20jxeLZN3iSBGqxkuF+iuc6jl67cTs1IsaU41LsZzzx/TNMRcWq4GpWJjL1OyUzlRacwXQ89qdmJnS%2027mNFBpOBMn6TKFT/RH/yivDjBDVX8AF0YS2SzuAUwNpRU+PrLMwTaZdU1OsXLmeFK/bCI1PC5VZ%20xmGepqerdAPHccSmbKwMqaRI5+8mZJPtZdsG6GqUQxrNuj903F26efdnhgA7pX8xsc700bVApYDD%20GnfQMMrKC2CVAbOu3W7i/qIu9+eO884AnMBEkY7fiNGN97qLzKPRl4/a0QNGEVjIr0d2PhHLMHZB%200UsONW9qRRIo+p46dOAirUSE6WlDr2WFlKGYhEoVxvUsPef6L9emhYjLGYn8XSnDQNU/tBLzCT9K%20TQaK81Xd1DuLsWWCVUSriblZV/dpJihSSAI6OeHnSmnL5SnsY3p7VTc1w1RtbJfamC4zSShSEnJ3%20QOunxYDATuzMselhr92JnakIT64pi3OrtjRLDQ/Q827emCfs1APg6QZzWystxqSl9OvrMtbtwsIx%206F+xw6KZqboJbIslWQGg6liacaNmdiCl9dFRW0lHGg3vQRxR+5u9Hcg56hzg+jgiQEV6dAiQHKNG%20ba6qNjjU82Tk3Etdrq1O3QyP5CspSCcJ3nPXo0Fa6ZAL7XFtnEg+ZF+4vzNZCHFcsxmiQkXbV/gm%20vdS33NWdEV4YVjeUVT6cvkyqFcUEB7/Ita+jX/SiKMMSpwxjuv6LKcN4VR0AK6zA4tfovlGk5S4i%20kZYrduvwn1GqL6bGe/SlqMprXUciLH5XylBpQY/AonRhEFCHR+w84o0nrzRgHZ40kR3kqK4akDoc%20y3JKE6gEzLKpkrBZ+zR38GCkliRAk7tHnXYvsqiSCHp4omTTt4cc4DTZXuVNqTJJg+uMxRZgoi7Q%20AnVdK3m+a4mJNN//6sa75/nu7pSTJuLgUSgBdlOD1O3oIUcEtw1ZRR6XqtetiqxCpKfU5iZteKpq%20ucM5kTGxi0MiwkQMfIci8yhNeJ4P95qviTWACbfSApzpBL+5hRvM+iJSgC3bkWEy9+lWLQMAtS0H%20KLXo+F0hE7TZUETW5N7mPs2OWjk/gZSABVS7gsgewok6M/RkATd19QbYdtZgUda82X3TYFYmi7TG%204fmUGqAqOgv6OM0dbqQggNP5zENqob+cA1x368gIvDMjG+pUMYU9OGFoa4pdKZqum6IeaSwYh3xH%20f+p2jSJAdwaRnk4/o7pXTJHXsftd4xUirQPwilKHHnE5UAWqfEybDxqwiJnoKUSYVlcmzXP89edp%20wyidFae19O/4d7FaBV6u0SIK00TaALwEYJos/cHfBWyKKHb5qUeTv++wjybVnSpsNc5PYSBj1+6M%20Wibfj1M8Du+sgsVIu4qbxMeqDSsC9zoq36OPa2aPDtMbAPoOk64WZkpNF5AIlLNpK/KzANgJ/C56%20i6UIw6PlcP8w/nHHAonLFdXJ7Flgt0WLHo/uWHAo2pEhtK8lo7RxYAhGPqlK0evJ102rnPELx+Qs%20j8Sg8PdnaF1D49KygAedm9rm9EMOSXE/JsimCLNlwpAEwPpgQxbzdPXODbIwBayRATRbtN+hO0CG%20On+GjgL0QzX8JDi6nGZyAGeWTAJtcrIFywvgOKe69kOdLoyNpAFivyrroEhO/+5unRmBi79DOvM5%20TzyqO5mojiU9nOi3PFr8rovVKcJKEegC40ieHvTIKIrAIg2W/q1ISscIJIxAec+zwlL6MNS1wk/9%20O83vh9FXEDUr4kqJ2BJFjrGThz6f/+2qRWBR9KqJyYkv3uoj1GX8od+JvgRQdSY6TXayklLEJcJC%20Q38TkAFaAq84QnO6ukdtkneEyVHHC72xnPPqnKCWzGijc6iobWyqbLc/nrT3Ppmy8esU/Isw13RC%20r+SmL6h+YLv8bDnIFSAlZPlOQ4D2ai1tc6QNn21s2i9o2xQ5ZLkWR/JZuz5QtOlyARFyxlPVigA7%20sVZSR4LRyUEnq9xSD7OoS/ia1+/W6WggZxWYmeoQDuDJSkwLEzcQlhs/PdDa3BdHU5lvwlUl+EKG%206wgTOKj99GXr5zEYpS4PlGlBgh0SPANWKEza+AGHJtQc1TDVr0da76T76Ort9/LhNdcD8aTEo+hr%20gnAkT436nCP3E9UANQ+F1kVJoj4BnFKUIq50t86NwDsDcPHKUSmBAsXbNCkAllhQfQOxIs31mHam%20YUSTV80r0m7FTMOYkKHVsqcGRav3dOOhMfJB+tHraIEy/y5s3oRREVPUhNEByIEnpAz9OUBKUZci%20LUVgir60whc4edSl1x68PnQt1r/Vl0xpSPf0i1qQBEJrxCLV36OVfZj8wsTktkgcQ9GZqO/X7ozY%20XcDtxr0xG5ko+0Rxlbb4Ox9O8JKwUJWVuLiB5gonjITa3aRIX6Gn6i9ADKHh5mgxb3PQ+p+urdvM%20+pY9fjpn//BoxiOEcZ67MVi0KcBuslSw0QJC4w6QbbyXnOq/SmdSvxubGrIbdyecrFLBWUV96FZg%20ZS7NEeEBfOqCsA04q14amJmqQYeIztmZUWQnVO4cKzMOFwVI0pyJUR0tBvzaCzq4kD7UlaQoTvNF%20WCy4tRd5x303a9ZlGXlR+hUafCqdP6Zjk850RqbIKlq0SF8XH/egtEEHE80lLNRUe1P0pt+7W+dG%204J0BuJhir4hruJSx6xOsxsZGCP8BO4DKdV1RrexAsBylDA9ZiAHI3pVN0VBc31JPscNal3qMhWhJ%204LPraUBFXyFV6HUvpQsFYp42FEgFAAtAF4OXIrIo8nJn5RiafA17ZBijNXIcwUYpLGc9iiCjFi++%20Ug7Ato8foI6rRXKe2tDweNFufTBudz6ZtKmbw56ifBNRQCeuA0Wje970MlDxU4C0AK0HkNvdh2pe%20g56O24aL7vtz3hF6sDRgt4cmbHF8xB4srdiP80t2f2nNngF2P/NT+sWBLNf8AFHWUMmuEd0NER0U%2006RwSWcq03DRm8CuUMr5I2zX3CZMkZ3X7Yjo3FVFFmKA3yZgJ92dwE6LniaRjZcDIgZsYMHGEdPh%204udiPrfATG1p9DgEvV8fm/wkwZqoJWF7YfHqgPVrE+WDYx/EgodHjte/8QIuEEzSXnsTuL2su8bF%20fOfuUTQCF3/lv6VxjdurFEnh3B7I27+6NmRT18bJrUM8UR3tIGUYX7ZxquItfeAzvm3wsNP8H0U9%20Bz+VKgyRTmigKFALqcAYqELaUCtpgAytU11Axu+ycGoCcPsedfEaj7TitCF/13MAYeydeRRUYjBy%20gGJyIrMWzQmHk0LEr3ue4HPwvX/tD6rJp+2TUJhE5KQ/dXOIdOSk3QTghidLTA4XS7Q442l4zd3D%20udthvCt1zpdYfABcMSvPyQK1mwxj2Wf1Vc7XxoLt1x8CcngaDkxaZvg6Iu6yDcN6/HR8yGa3qvbz%20wop9P79sPy6u2A8Lq/YVJgcZrv8JorrrRHU3Bkt2E8CbIrIbYkLNMaGKgNUpbWMOVmaOCHLqxig1%20ObRmRG+bEFU8lYlJ9BLsTP2upq0isuia1PWmhVYgYEiOEJw+YqLKxS9kTpNxOc0+L7sUXv66cNsG%20gkmK2qmPE48kmabu1tkReGcALqy5Qk2tqFoNN/Qwee6ruik95zUrf4ToSanAmHzR8N+VHhSQBZah%20VsceeUVkDaUIQ0dogWAEXAJC6l7+97hOElf/o4VrhKMHrIB4kvHb9yAKO9QYHrLmXjHaLwZzL9nN%2005EO0PvOKhsZw43jvVG7+9GkpyZLw7krX4z3qIysakrGx4zJNguP+VVaOvHvIbIOk4OQIIoj1HhJ%20M2aLtrPy1Bqrs7azPGOVJ99aemjS8pPvWWlw2kqQQJSW/Gxq1B6ubgB0gN3ckj1YXbfvAL2vZ5ec%20eTlKmlP7XRsoeM1uopR3AByGwacI78I3RecxA5j7sDyYR4owZHeozdVIZ6pOpwgv2ImFdKZ3JJf2%20jutXYKeox22sYjlCBHgX/lnfwAEPSC5c37LGU4q3OBA0iSL0dLfOjsA7A3BHh0kT9GW0oowZhSJX%20eLQUPbzG5Y8AOnueBozThBHjkBW/6PIBvELdy+tdDlyHZA3/nb/rvRTVBlZoPDohjD1IH0ZRrWbb%200OcqIsH4i478fjC4AQHPzIY7gTkXxiNorLKFtI1Pk5L7eMLuAG76PVvowET83H0V0wzOebOFQsyp%20XqyUVL9aA+VSpCRbtrbdsNnVqj1drtrCYM6uj1LfGiwTqZYtXRiwKlZR1bn71libtdrqM9ua+RGg%20m7b8+F1A7qaVhpS+LNrn16fsl8VlgG7JfgDsfiKim9vEvg5a/19nFgG7tI0RXU2TvhRBZaqct/EC%20QEdbnkFSZmWeLwKIp/sWp/qqYScOGHtmDgwViMhHnYS0TQS6sQrYKZUJK1OuKmtLWGStiZ2JgJp0%20ptd3uda1BTF/ZG2lWl50jfr1eML1dYZP25ldxSVSbZUaX5a62yBm2TLM7hJMOjPcR4/6zgGcrnV1%2091adI04LdGIYY7KEp0ZFnCB370VnsaUEUhE70OtWB/ouIjGvbynSEllDqUPYh542DL97hCZ/wLid%20fRx9RRFYiLyCaDSA19GUTuSK4j53US3xhRnrKMEhmn9+VWp4brHQwdnDZQSqRzFWWq2Xh/J27e6I%203fl4Ci/FEa+9ya/vorc96j97WCvJwUITcJL2Jsk+Geieo/4aluhQyOX6QQ1H54OalwgNr9pEAsnT%20oiWJue8e57LJOX68WLFZQO7pYsY+vAFojaOxgtKevz1oadKTArnK02+svvTI6osPrPrsO8tOvm+5%20qXuWHrllI7jij9wYt08mR70299MCYMfjR4BuRnq2at1/v7+8TjuipIPaMGxMRXSq2YmoMk2UN5LL%20euTnnR4kWeiA0FyemXoMj/E9W9PUftUCSJ6ZgZmpnndLMDMlOpd5dA0pgoBOmQgthqDVRubIcSoz%20FnVfODxfyKUnEo3uVenfVLMUI3VguATwd1OUFzLAxxzknQO4Tg2YAMXThGIQRmnDWLOln/4313NF%20bENPFUZAFmu+JBCN0oOymRJQxanCmPQRMw1/jTohShDzWSw0B6c4GjuItgLgHURpl/N+988eGJIh%20Yg2O+BBJ7hG1fTJh07dGqOV0Rrxdw81iozZnlZ1l3rtJzy4mm9yUFbFpOpctoLMA0Yth4FtfpG6G%20QDg1QAQ2OmZ92ZiA8fKrUpHc9DA6PjmwcJAfnm3ad083bIaI7r2pkn2IDOLWBKnZ4hjpxLxHbtV5%20gO7JV1ZfuM/vP9nGj39v+emPrHj9E35+CM191O6RvrxOhPaHm5P2EHnB93PL9g0py18gpCxUarZJ%207avSaNoCUdSjlQ2kBwjJiSxGSFsqfTlVLsLIDKlNAeAA0Z3ArhObIrOsBM88hkb43HcmnKFbhZm5%20CjllcRZXFQBPNmKK8hTdVYnuAtCF6z2wM7XQu1zO/L7YdeYwbiYS7FNTVuQ2QMRd4HdFpN2tsyPw%20mwY4F1+6pivUtw5qXs+5acQOG4q4Ai3+QJgs2ryirgjUlGb0+taBTkzEjxCh+N+k9Izye0oJxigV%20pxEPal3RHw4iNGcYBsbZcylGP8A504adva5eenR9hxjYNEFpDIoItaduDRO1TdrtDycAOujxHaqd%201pubNrf+LQDyFfWvZQgZJRsfuEdqbuT1RoMvtleBFv/LfYBnwQGu+P4Hlrtx0/rLg8dGyAK5iUEm%20O85tjqjun39ZtV/mkAIQ0T2c37Iv7w7b+9Mlm1DNZoTHwBhAN2XVp9/a1qN/AVQf2upfn9rWg38m%20mgPgbnziP/Mj15ER4D1ZzNn7Y8P2xbUxuy8yyiKm5ADdzMa2rRPVCej0AVObsouTa0rKI7hBWJnj%20gJykB5McY4zfh4nuhtHdSWyuCO+iN0XrekgfJiCYJJ15871Jb/WzzcMZmgCdojxFd6rdbW1AVpEg%20XvU7CeYjVmafTBScmXnIzj1zav2cXzBkqxF4y36NuUVbmnpbaRCyD9FbCRJcqlt/O+fonu1l7yTA%20HVLOWeRJnArwuHaLm8BrVy44jjReR+pd8tsTWSO4ajRJGwZAcyp8RM7wlFoscBbjz1OIIU0psAkp%20w4juLNdwByfIL7DlkqLDh2v/yBb+ccoSjuNZ6DlwhTZ9RT5yPG5aBGgiGx7D6f59iCSwJKdxJhkc%20yXfkS8lod2tnyRbXf7JHi/8IyH3n5rujpff9g8UyhfO+uX89RfhbW1Z5+At6NiL3hUUb/HLbyp98%20BuANnHjo0TI1MNiUaV0nTMpfPV63P/60bE+WKvbZrUH7/XtDdhPiTZ6Gvtmpjyw7fseyRGzbgNzW%20z38EWB9Yffmxg17++qeWv/ml5SY/sFRp1CbyEEuwm/pwcsw+h4Tyk7MvV+wB6coF9HWbagGjFDjX%209hrpwnUez6iF/bgApR3CzwCANkKtbrKk+h11NB6q34mZKUCUo4oA76Ip7wIrgYEe2rQ4knOK2v8o%20opPmTmDnXRHokqA0p1jCh+QqhXjhHgxdsyOjaN2TOmfRdXniyTnnDromBHBOumHRUCZyU2oyx1h2%20e8Cdc1DP+LJ3DuBCM8FgBqsLul5p2tyTVXv2gE6+C5ue/lD0EFtEObFDVGWvowVxsRM0jrgPBPDS%20pj7YETrFP+SGkoxXiWGvgzRhhGYxeF085fmMZ/tt7S5wi4TkurHzpB9Hp3EkIWK7/dEEK/WhjkVt%20jT3IDJU5m1fktvKVzQJu9abScuUL1dL1oLfsSaZsH7CoPHpkjeUVa9F8V38vfvihJUsnv5/A7d41%20pBD4P2Wpz/zTj8tEc9s2s1yzJ0R0X9wZtE8Au2ujsojqJ1L7yNOWufEPALY/29bDf3agE/ty85d/%208ucLt76wAkCYGbkBkaQMOWXQ7iAd+PL6JOnJdQgpqtOt2FO6gi9XAQjuBV22umYFeIrwqqTW57e2%202W/N05llJusxorpportpopJJ0poSnIvEIqKKZAid2HTtFKDXy8NxHLnE7qd7TkaRFEE2Yl67I6Up%20wfk6Hc4r2zWyMnQLiGQIQrs4qotJKp28J7086+xJomOi0jJmBUWIRJIKdLc3MwLvFsCpTMW4uWt/%20ZL6rtOPy3Kbd/2bWZh8tO7jpghPNMoBYAC698sWUoBMGngOsoOyK94tXhwHUYgiMDnfu83ck5Rg+%201UuOdLjPy58/95tf6As1Jl5njGptysqWuMGv3R219z6bspvvj8ECzHXMbLbWQH+18TMpya9tYeN7%2026jOmf4WJjrE1bQzCebZ4X+vU7JMyCUDwXYCHVsLkKttzWDei4OHfAj5Wf74U+sfGjpxfFWPe2+y%20GJpzcp3+ww+Iume37H9+v2QPF7ZIW1bsS4BOacvxIVKbWQwN3v9b0pc3nHCyef+fbPvhv1htCaBb%20fsLvpC4n7xHRfWZ5AC9H5JcvY3UGo1Hg9MHYoD1ZHfP6nLR0khwsbGE6DDDICT90wwgRahMvxu1G%20w5a3q/Z4jXohTipKZw6RthS4qV6nup3AT/IEWYpJaP464/qyAdMiViJpPRQNjYwPULcFiAE0pTOl%20sxM7U5Gdi835qXSm6nryQlUGQZs3eIWMJS9I73cXLUhf11nl4JqK2LUpUs+SBgyNKD1ZeH33Elm7%20sXjCfdwoSPI7/05AWMkQ6RZLuCPAOk4QvVa30KLgZbrHjZehOWCOmnDmxcUH+7VhMJOpQn0PXZXj%20ELH7Sde2z/EhLVmN/ehY7n5kOsZFn9QT74zz7fBuAVw0BuG6CmdAbEKBnaeQnEKP7ohUoVvm0Hkg%20jraODt+LUdqJQ+vvFdn8xADoOKeoMDiJByF6nLKMUpieb1Rj08gqyK2AQqrHV5hHrISCU0tM5w/7%20+C6Ru4IXs1/ipHDiZ7/oHWKg18QuAbqiY9K4GWjxEmpLsK162zR1tzzar05se5BHtuoLtrD2gz1d%20+astbULIaKy6fVIfrU2CJAKLLD9vIbV8EVtCCysm/V7SiPs7davNzPo5b2P31CLFPfBpADmB4HGb%20fFIlF+hP9dhAPmV/n120rx5SOyOaW91qUp/bJpobss9uDtiNMUggRSyfEIOnBiZIXd4lRfmZbfz8%2090SSf7EdWJc7K89s+8lfee59T13mIaRkJ+4yHw7aDcgoenw0PWGfAnI/L616VPeQ6G5hs+qdDWQ5%20pXtClnWqFTpTWRKHWt2WIa2IyKLoM0dkImbmuLR3TORiZ6p+J6CTTEFdESQ27wQzM5YiDEUm0crU%20bG3irCLNHTKEuN+d1+6QJyi6UxlC6UyVIXTvBJCLo7zYJDpcI2ep3+mcx+QSzTNZAEPgJk9PSSXO%20bTGHAbdVV8wWZ8we8JhZk5iSAh+ANjRqNjxlNj5uRk3XdjeM1JXZL4/ZH5BLAkzXbpm9f9fs1iQN%20JvW1YBHDyLVffjG7z3GrAJv2+fyO2RjHqC6YPbzPY85sTb2AAM+pm2Y3r7Mf71e8/CzQdwvgfMKX%20f22g62uT84WihKHRgve2qmyy8nHqe1wru4ip7bDW5keL6mQHscHR+dOBKbp5IgBMqNtB9DE8YoyO%20EZaU3HQ82YPLQ5hmopXmQdHukCod3vftb5JMuPek0l1MiErLTN1C7EutTUzJUQyTkx2g/+ubN3ar%20trL1iHv/r+jLvrG1yjMij7qPqqK2BNbvUa90/naku8TrDhunKtR6ZL2VIkvQR+QGk3aV/mPffuN1%20uVatauXPv7DcNSaIE4quApMpxi2ub2WI7ARyixs79pcHq7awXve05Se3yvYRbEulLYtpor7hGzZU%20HrfM2G3bmv7YtkhVVp9+Z831OdvY/B9Wm/vZtu7/o+VvfGoFgE7RnYBxmNX5wNSw3ZsYtt/fmLCf%2051ft27lFiClrNkdEp84Ge/Jt3A+LLzcr56Hrzd3yGUqxM7cBlscwM1MzRC1EbyKlTEpcTjrzGlIE%201fDGAEClOWUhprTjRdfudColoh7hMQRZ5fYHU15Hl13YyjwyBB4CvGVSrrFJtDwzD8wP+J6JnhC9%20CvQ8kxOd39NcJrFUSPsqyiyygBhBEjGKfaAE3udOi+4xd60AON/8o9l/+9bsR4Crl6jsQ0CH1j30%207SHSAthaZCmqy2azgCDpcvvLN2YsQmzyI7P/0/8NsBsG5Jj6t5c41j+Y/a//u9l/BwwbkK3+3b/j%20eU7mNmnU+7zum6+J4LaJ8BiHbf5OM1f7+Euzf/9vzT66xr81MKcZlbezz7sFcMIWj5QCtGhLUs+Q%2043wRlwhZPwWPRbr5OsgFUsjZpV5hVReYkHo/uafXWA0iTiUd1UQTtdfipujFGgl9VX9KD5omigWp%20fdFfqaOw++aTEuhjP18Z40XYoD1Ko8lxeD2hAECQg0aupozsAy96f5eV506FjALfg8k6gYarHw1U%20mmhUK+NE1H7lAqfuU12ZIZo8JJIoapOcYWisSNQ2BpFkCiLJMCnKfMcK7Ju1BSeSPIMlubj5I9HH%20Ijoz9fUiqiJyCwsAnAY7sAoI5CKiQgAuofqv0l79ACp/31lZxUz5GyQE0nJh3IsZb2ZswiO94zaN%206TDRmQgmSl3q8SdW2k8WKqRdScehnXy6UrFHC9v2Edq5e9Q1pyHqpPtopol0IEUH6uz4exBRqM/9%208iciyu+ssT5vOxukapce+t+zE+95ajM3gaaO9GUhP2L3IEJMFgv28eQw6csN97tU+lI1u0Uihh2i%20Hk3+bkau3os4dGg9Kf2ps2TJJjRVi+SxhBRBZJYs0Z3IKqOqn1GvUzpTwKeHUprS5clG7KK3uB4v%20dxyxM9UG6AbMTPliyj1Fi95lBz3qd+p5hzRhm8hVDWAbpP5Ck1JZ0el7RrX92Mz6hesovgeCKw9E%20Kl6j1KScXGROLaA7N7hpYNTLhy7iVgGs6GlHG3KiNVi6k7fN7r4XojecUkyRHlGzoZ+06Q9Ae/b7%20H/+b2QbR2hOA7CHAp+9QJXKbnQ/R2R4hnZuXA2Zrj1mt8LevHgJu7Pfx54Z+BMD7ib9xjG+YXVhE%20WYH3niYterwa5qJP6ZmO984BnF8HiuLiWYzzk1LXZ8BNDt5KGegCDLHOeW+oEGeFVvNiaMLgwjtw%20fZM29oBTA4vPfboA90PTLtBPylNI7gMIuaW2xkryKQ4W1AQS0IVzkzaAY8WAVk27a7axtUAaaoWU%20GvTt3qIlsxNWLo5jnoteKkHvLdIGyxsztry1brU9RQuYDxcnbZjJbCCX9w4JPaw+E1pVd2Imf/Hy%20irJ8gZxDnYZJXHGmdGzj1wcjIsm4jV8bsDRaq05sTbo1b1RnAbZviNq+suXNh0zCm1o9sHig3xYA%20p8UII3Kw8Ln4z+FL/IPIzKM5Fh2K5mTyu8uEtPXTjxBPiISqFRv63e8Qcd+1XhppnrSJXfnxzbID%20iWQFSvWJXblO1LGNdGVtq8G/qw58H98ou4ZupJyxVJ5J9b1BfCynAbIPSFkCdDxq6OeaXK+NtRkE%205CwESGU60F37mJ+AHQ4pRdiXRVh/d3h8NDVuny+v4Xm56oQURWiLRHXbArEoSnegAwhUN0xQAvAO%207OrFSGgnksomkZ1qe/fZx3V3shHjmhbAyUJskslfkZ3kCUVkIrIR034XvQno9FAkJdDRNCCgEwtT%20RBWlNFWzc2cVOiKowWvNG7yycKWeH5tHhF53EaEtcgIKQXmo7YsxnCZ7NDxWtmu3xwE5BPvqcPI6%20mxbUSY7BgtfrZClASKDHot3qms94LlcG5JjX4u72kwDQzAQiS6KzKqBXYkwbRG4/EOGt/my2xbyD%20tMRSpCtZNNsg71EnXUnqGR0JQEkq8rO/NftkjDQox8U2zlj02AqvXwIMhzhmrjOkotcZqvi17yTA%20ubPEgWu40hVJF1mq5iOgqWGPpEDn/Pm8MJG5uJRi7t4unY6xUlpcnrdtcY9pkOhFcKXFaKPRK4Yd%20eUZ1DK5tz3Jt/GCzCIO3+6iZtFjV4T2YS+xaDxP1DgBZqVeRKGwyHXMBcd0RcFI77EeMvI3rwyrR%20CTcfE6ZczHsFqGo2qWud9+5jdayJQQ0Y5azRgWDl+esuqjeocK96oOj/ZVatTiT5dNpuIAMoD+cP%20xOkXcdHGx9D71RFuL1Bjm1n9q82tfe+1t11SNaqxCdzUwkS1y7gTe8inhJxKcIYPn7tjm6/++9zp%20RFo5gdz+zo61lbIEHAq3bltfoXDi28v55P0pdYqmFyG/p6nPiWFZ5eLYgClc4ecy6Uvp5z65wYP6%203G3IKgLH5MAUi6xhy47dRGLwPtHcP1OT+4rI8gmAi3B67ic8L5+5ti4NWSV/7RMr8BDo9aG7G5fN%20181xgG4MtuUG3QxwScH38j6gN0+0s81iTMbR+0y2ylLE7WbEptRDY++3m0CPR4MIcAHQU3T3A4Cp%20Hneq0Y3mg+5uGllA3O9uBPJKhutZ6VC1qnqtCOhlo8yloI4VekzfGnMzBzmniJSyLM0dBtHeAog6%203jqAp/ZAddUlY6Y184xwx0XmUapOJRJlNp3tOTlk0+j5VBt87c7dzk6NUoKeG1ZER1pS0dw6C7oh%20QKkEaLtxAH/fIJ35w1+JvJ4Rsd0yu0eU93seZYDsK5777nsAE4DKE43leA3gDpUWgCSlz/XKhapW%20emqeydvyINOkFmSYpao7L8f0D8GjC3An3sAXvcPR4KWfCaHAirbExJuFYVTZrDv54cCh/8xJ5KjY%205aU8ibcl4laqso9VNq4PMNtyrJ5L9PQazEPNJvRPQFffpA3KKpFXZV+spgEmK+x6uHnV9VeMvmSy%20QEG6ZSWuvz5Sj3vs1+J4fYBfo05xvL1t+GQAYh8yCfRZuQ8AJFJZQbtXbSzbZpVOz0QEyT5ScqrY%20+WfrkGpOKclIVhEbOvcTKY9NDeAhCf3/w0mbuDnoC4szD+8pLgbp2NarM4Dad4DbN0RtOHxAJNG3%20Vco3kEiiCcFhPsw+ii4FeCHCUCp518knndnC8kL1uLZS4Sw4WiKfPH3MBEK6sr5Dba5hxXsfWRKt%202klbgfF9D6KOIqUk0VyKxcSDeRFPSHnDgNPPba4F1eceCegAOdXnbpJeyrLy7x8VmA65tZdsviQO%20rz771nYAtz3S3vsNWIZby4F9+fivlgHg5I6iOl1m9JaV6GD9MYzFa0Rbn0+POLlE9l8/Edk9YYJd%208fSlBPz7nrpUytG9CXR9O8DxU9cjiz1vYiviFwCxAdljkyhEzV0VJUpbJ42dwE0RnpiZod9dPkR4%20RHed6HkX3P77eBRceycpQoM6k7rJyyR6je+r+t0ioCd2pjMzo+hODjaK3Px8qzUX2QqB2sS1ERuD%20XJLnu7y29k2AtgOIcc1wwUD4uEH0RV3t338W6mFyzskqZgHw5kg//tPfm/2VKG0H0Pub/8Xs70g1%203uT5he8Axg0IJkRyRKXWv0hUxjGXqenJ97XJ/mJTKnWZBuS4Zo3rwypKj7LfHtEjrZyYTAPQXeLt%203Yzg/GY6HHVFcAMjchEo2CJAp5WY0kaeqvRI7HXOUCCN6Ibr4cbeh9DQYFWc4AJM9rEy5N+7TBz1%20BtRlwG2LvHlfehTvwLTt9hao1QBYsOrUty7JBZzqUX0QKyK5q7QFfjzUEbmFVyWPPToKp/KTMNPK%20Np5ch7jwlFhtxepEBc19JiiJz7nPnmOCdiCMC/T30I1bN7R8JCei1jbq3TY8USKb0pnLq4aObW37%20idP/A5HkqRNJXFBPOrJPN6cD2WEt9tdnODSsbDHm3g7oIjanTEaPF4+nRpukK9tM+kpTVh4/dlsv%20dfMWw7L0AWQP1VNO2BTB3RrPB62csgT8+6enLH6qHEdCaHr1NajPrRPVzfJTEd2ntwbsA8kKRFrJ%20IDRGCN5PSjszdgcgI3UJmNXmf4aIMm97pNv3G/Ski+p0HtWxn1KcOToZ5KSnGxy3choG58iAi8ef%20ROJxAZ1kBotEZuo+Lk2d7gtFXwJl/d4noOfcuBFKtE4U0Klup3TmDqAvsbmMogWQBe5d1eckO4g7%20IaiGp3+rI4LqekUA8bXB44VxFyjHzEw5kEzeGPE0pRxVlM7UHOIyBPrdqW63ho+mojw9r83lCwDb%20yMSg197O8vlWVlZsdnbWlpaWvA9jJl+AfTnMPZ+wMuCW4brtIXPDmxJVQSJ5Ivo+byoKP4th2yY6%20+woiyn/9UyCijGJoMEKdbhNAmwWcGoDTB39HOhKArK5zHNiSfwIQFyiL9AFunGdWEWbPqNdVWYz9%20j/+V43BsTLttnZBuQrU9mJj4pf5adnDSFfxmn+/MDPRmv8Mr3u1w0hLZoTQAS0xMM8gmWl3tMhF4%20BCfjYs84RvmFU3/2KFUQ7lO/aZWrkCtGkiK/6m8pfiYAnUaFulsVBhyRY40USDZFfr6NUwo03WZC%20uUVqVn2DpMeZnHldNp3zflpVVuXtfaI2VlDNNis3TdiyIPLPKIAOXYPjFowHkgdNsmf9Oqf+3hGR%20xFOSbSyHkoFIck/0/wm33Soy1qp1XvS2T7RVqS/b/MYP9iyi/2/vrLinZC+g1uu1tpiRekGgdZYv%20caQGd/RlMYAGAopia8YQcKszgbX/5V9sD7r9vhiWn36GjGDY9zluUx3uBtey0n8ieqhh708zTLBb%20Oy5/Uq2uQSQlcNPf1KlAEZ1kBXepzw3kWEwVqbGpNQ/1NhFMJBKXx6VE4nu1dVKq6MW2V6zCtStN%20nQgpiuIK1OlUqxMhJZUfRmKQ4TFlH1One7wKGQXfS3UzkMxgHqBTLVnAtcfDZQYuhYlYidGX9Mav%20fGc9POkVkVWUzlR0J2eVh4CInhczcwjLsHEJzZEhqA2QojsBXonanezG+rlH9F4XvYmZ2T8u39QB%20P/QOzNINNHcCOEV0zx4iTUFoLumBOgbcfH+Se6N0at1bDV2bQO3Bgwf288/oN2dmvLfjEISkG3fu%20WusmNm2MeXoawLrOiV6Dvr/wo9kfAantVf6GBCArtiPEEaUbewA+SQaSzDHzpCP/AiiOkaq8gQzg%20c6K+EeUfAUAWNzb1L4Aix8M4wP7udzwHNFCbtW/+TDRIipNUsiUAuff+QD2Omp0ixhGu00uOIJf8%20473eJXq0m4CssgrU4AaoBxXpCB07+bvGp83EEwiRp9wCs8InLliRykwAWeTYJ2wIs9vhqTs2Qgfm%20Qh8MrPoc9blFW91hoqBb8wb5+812nZRN22otCAjJIcTHO0xSXIeDk5ajuD9dvGXTMAA3N5/aPKs0%20aY0arPSTGO5KQ9PnDU0Bvb4amS4mIq7fdovv0A5tRLw2qE8YkPfCNq+lECVIT6iFgdipkzhrqK2N%20AG50EpNhUsCdwNYmKd7V7aekJL+12bVvXApQJz1LxSeqtYWu4G9tUw1GBB8m1wBQyuG+/NOIfKLM%20QYsTV5+f84iuDftWUoLSx58QMY3T6PRkQsIkk1eqjwmPSV3pym+x91pBBuOpQK+PMH1BQrmP0cEy%20f38C2/JjQE6pyzucqwLsur7yhJUgJmQEdEpbPvyzdy1Qe559sg6u49S1tj4L4K3ilPKL9SMklw2Y%20TJ5zUx9YP2y9oTQuJpMjdneobL+/Pu5+l98Bdj8vrdsMQmFJCNQ1IUF6MujpDmtW8SjF1dEgt+DM%206nrzB2MlDhYgqa4IivAereFGM7tIhNcftHc4nAjoAmEFKzGiPKU5O9HNPP68Ik2N85DlnDwz731+%20EwZmcE9Jco5V11P3gNgc/bhrU1GbgO3hw4fc95v++nv37sGQ7mdxPgD7k3llhPQyhLXEICA1Rrrx%2090RwEmHrui8CugMQSZBlWAJiyK0Pzf5WQnAiOpFHJNxm/jDmJzzqghjcN+q/4/fM/s9Ebp+xP2lo%20w7vUiSO0qrI7RHOkZK3G67PsMw6wYQ7AwF96cNO3e6cB7sULSizKQVKVemxvwEikXqFisSjAAbLO%20skX6MyZYr3W11NJjg0gLL7ykOjYvWp5JJ+2BHjl4bvw7RfW3Yh+IEJU6LLhm0hpEbnmtDNsbVme1%20vbHWYzuiAu+tkQKsWBUXgp4kDT/JrWdhWu7tkeZcWrYNiBRPexpOYtlPwLZEn1KkrpdlsuuDRamJ%206ZBYcZbv9fJ93cmCfL3YYXJGLyNEvqGGpGjbrr83BpGkMw1JlUas7tAJeusBVlsQSda/t80aqTSi%20NonilZLsIf0XQtazncHXH5XDI3hUQpo5IfMAfirv3Y46k/8KdjW5k67UvLSntklrsGe//hrTCBYs%20RHODv/s9UdI1b7tz3KaFjDwsP7s94KlKia2/eUTktEbWgPOkRqqq1aklzxJ1uU3SlvPSz8F++xQi%20yr1r9IXjXshJxkIaMkl9Tvq5DGLxbVbv1dkfKfEuAMTUCkVYQrC+30QOA9BJQF59+rWl2TcrpxQA%20L4fBc4kJtJQetOmhQftwYsQtwH4mdSmpwUOxL3FBqRPh6HpSCjKl9KXb6oXTF59B/TO4qITRYw0a%20pAhc10pnSqpQg8a/AuA9wzg6w71WAuzcNxOyyrizM6PmrjKJJmUox5XOmERzz3FPZAHUUVKS/nkP%200t4hWn3VVsWJ5OnTpw5uAjldR9evX7fp6WkUAJDVuE4Edur+naSO2ucEMrZBgOYuKUWRTMQwUxpK%20150WT7puvPipeYlITzU71dq8FQnPc0wji3RADkmQapzS44VPWeQ9YGjbLdXdGHwxOCEEXaXtan3a%201xzZNOwf1eIGac2ygu3R5lqVlXMgYpwtpxduwzYRUwKLnD60bjluoiypnR3IHssUoxdXk6QpcZko%20Tdno4G1o2+OkV1Rn22QSW2CSJm/f7LU6IpIsjLiSGJKIMze5yBc21qi37VEDGGIFeNNGOMYQK8V+%20BJzbRHW7tSUceKi7AK7p3DgMOVZ32C+NYNOTEU2bqFJaq4uY7jU0sQBW0VsaRxJvSAqR5C6OJGP8%203ilHkl1YXLLXmodIoqhtafMXJrU1r52ph1sCcD+cOy7i277GBaZZTMVcRW+ROPiVoaynkAWITIzZ%20rEdyzY112/zhBxZcnDs5n2CLlbt+g0juZBnBUDFFVFamJsf1wET7Z4TgM6QlZbWlzEQ/10SbFXwT%20wJ1dqTkZ5dki+rT5khs5S1YgoEzTZDV7vUzHgkkiutvU5/7i9Tn1oNslVemTpQJTrk2B3J7Sl3Qz%202H70lW3hjFKgi4EiujTRYIFUWgE93Xs8Pr02ASElOKT8SPryETZfatUjgHJNHeJxT7c62UrSm7C9%20eEY1Z6veG6cfPaMQMTNFbqkScc5AVOntWeU+4F7nnpH0IPS8C0Jz/S6gywEEMpLWeHVCaH5SNqFJ%20tL6+vm6PqcUK3LYw6h4gUnvvvfcc4ARuLjI/bqN+D+Ido0MT05EpnlKJka083ybJAS8+OaFwvsN3%20+FW/KYBTvUhkCOXFS4NyIaegrnSb0jDcZC+z7Xr5+LtEm8lIqUk1F0XHNsqNXZiyEdH2maCEmz2I%20i9NpivqQAXrh++9T1/Abtw9NGJq1YVwAIFazgiVVZKQfe5AM9FKULpLmEOW/H/YbkoMCxADVFnr2%20YWiyikplR22UlVvDANeUHOZLRIEQCOSxKUanm8u+/pUj9rx3GKcWmCASGKRdy+RNtbahJoCP5Bhp%20rt4OOJKIGlLbId1WeewpybnVb2FMPmMRWvcajkgkIWo7x3Zk9gws2tji7HUHLM4HnzIvHC2qvDkq%20X0MR0l695i13JCHYox7TgqhRfO99j/aO25SQLrPwEJFE17CiNpFRnqKNq8qGqrft+rk04Ktoboc6%208COeW94M+rmPrhPRQUS5C0NzELDsLZAxeB+wGxfbEiNn2Jaqz0lKsF+HuaurX9EC2/4u1zWsy+bG%20fIjocFLJwbyU1EBRXZIU6ChR1QDteu6ND9vMjU1nSn4rmQFR3RzR1zZAtyfSFwtGHTXY0J3ssuq2%20WkpnMpbulylnFYZfoCfpzPzWrkeMP2I/lo98M0NXBEV3qt8J8NQGSNo77ivVSN9AmnsHQpiitp9+%20+slrbmrtc/fuXbtx44ZNTU3R6Jbmu2/gc5zj7rlyL/lNAZxWRIo21FxzhJt5Dcfx0AqHSU6ML9Ga%20mRwCCp10LuUzqShJYb9Wv6Q/ssNWdmZesArzQ8RFdVKX8kjd9xuXNBapgn7uykCJ0H+po6gPF+md%20AR0jiGt8IvcbXtQE0nGpDG1l0sPsI22RVmiqQsVpkOB7eeJHP+Gr6d3EMm1GRBxRp4dgRd6+FxxJ%20RCTJU3/TavqiNxFJtmlts7D2Y+RI8hPpXJxAIOUoJRmIJOd731DjCf/T2WnJVYZo5IBJ+ZZKeG7U%20TK1FkdteBQE1IOcMS2onqs/lb0PoKJdPHGrp4z6YZlGkSI50pViLD5ER1AE0T1mKkMIiSKCg9jgb%20tJapPduzJdL1Eo5/crMC2JVhaaKfQ5KQHJgmClJ9DtAiQpMgXLICsS33d6GO69rkOvaxxMWnsc7C%20LI7qHn/tvpi56Xse2aUhN5Sp75QnhrAgK+GSMuLOKD9FXcafUFNbQX9W437U3B6nL8O1f/zt6OxZ%20P3deDwhGD57KDGLzKgCqxzIyhidEj4rclM4chIWpCC92VNHP2CRaQvRObAv0C1TEJoCrcK5LpZID%202+3bt63MOVY6srtd3Aj8pgBOw6aCr1h+I0Qfa9Qiatzk26QqFcl5cfvM7iYxQAlk5CISKNB+U0YR%20QgCdYLZ8oEvzezFOdUY2yQI0JoyYZaZozDse+OpW92+QJEgzd1CbEIfSuyJcALBpcmCFL4mC0pL6%20rAUK5RPykVRDUgBuFJ2bZBed2BpNpBTVJ65tm4P+v7L9mMkZIok7kgCoWixcmKg0it7QwF2Y0Pto%20EHfaAYpCbUVyEgu7tpDIrcYEKNLJLuLwYSK7MuSTJClo7XPcJjuvOxMFr2sJ5PTvn2mgKtcTZRwy%20Ka5P0KAXaYqYjXosIBCXWHxOsgLcUJTulKh8krpqAWJCBneTNLICyQW2eQRZwX1rbi+TSsW5RkCX%20TAc2sbIX0NH3eE5dxytPv7IKNTpFddLe9Ut0Tq1vYJSIkccnmDw/RjD+M81YpalTlwLJDOR+UiEK%20k7zAH3IOOQbsDhZ1yv7qPvfX+R1/wMyU9k6AJ1/NNay69F79ZEbEzBwkaoobvDpRBbBTh/OSZAg8%20L23e65hEKwWpaO3+/fs2Nzfn97iA7c6dOzY2NoYo/GQd5ImXlCy6vMsAjz2tEkhvUzpBaxReymKO%20CY+aHPspdUntFRbLEUMnFUHZpxkVQzWRdaCx7Ynf4wJ3+M0BnMYuzep0iFWq7HO2WHXucPPvqbWJ%20A9KRnm+nHWh/naI5QMZTC4c06MPWGc8f7DABc5jS8vQKUWFIz4R160Gx2leovlY+6ExwIOHW+5/2%20sx6zX/DQU8cF9Hiscsv4Gl6DQHL3U1KS71HrY8LrROpEQutqfc3F2k/XvkKoLCIJ5AZuSNH/QxR7%20xS7Vs+aIo7pcLy13JAURuNUwyxWACJnaSlfeIxKCTXeSjEBgcJMuA0Erh+CafoU/oJXbrKKllEco%20spRAQInYjL1Ka7fd33IVlx9Fcw9Id34KeUVpzzEWhEkITIXbv8f265pr4kRCqTz+s3cUl3ZOsoI4%20ohPZQXW6VqMGS/Q+0oMZb8QqgbmYl3lMoEVkSZVG7BrC4ilS+5/hkvIYDd33C8vOvlT7Hq/T8b1V%20S1Ta8SjIneY6PHpPODiqFMACVEST2M5Px10H8NZZ6D6CECOJgVr8qH4nZqakCDcHSl6/U7SnVKaI%20XMGl5eSQX5mQjQ38PKH9P8L4WKQS1doEbqq1jYyMnFxrO/beFhipUC5gW0cegKZNerU1Wf3BkByF%20JEINFFeI0Ing2WMo/+zXBvhGIJFc4/lhfu+BQYlOl87AsC4BxjTCOowxrHDOUsAFzEcXcYgrNmtc%20xFcWGSgJtbfoll0SbK5jWKuW955WjKx3jqU+vfJj6JYKLW908YsSHWpickE8bIkTJuzI5SHWs8Up%20TV7fI3svrdQdOMX0lDGzQCxEMAEAw4UdakjaTr7ZXvaxhcd6vdK06pWn30X1F3lEDUnVAWACT0k5%20wHRi29tHS4SPZHAk+drZkmpIqtRhYEiK/n++lGQnPu8rj+kTKMniSCYQ15ASmnzOAnYiWejacXo+%20ncFZ9a/95c/o5OR60rSBL75wGcFJm66/CYApgb5XmsQ0NbjvnxAdEa01ONcuJ2HC12WWYnz3uVZF%2046/BtpNmbpWJbmY19rdEVgARZbhAzbdID7/3ipYexN8SLZz0cS4rWEU/t4PBga5tsUkltmdR0pZT%20DEAnZnATr1YBnvwwZQKdv0ZDVtKXqTHE4zjwfEo3g+sAyedTo27QrIhO9bqndBeXzKCu9KU+b+R7%20eZjFOGk0wvO+9IxqW+57rsQ/56YniuwkGaowxlUe3vMOwM0BtiU+m6K5idgkWuxMdUhwKYKkGi8H%20ARFJBGpKSSo1qfe+BjtWUdvExATEtItYMBKWI6GxbcBpEXAj8rdnekDtl3AbfoDd4yL4hGumD83b%20L2jefkDvtg2ISdD9BzRtdKSwymxom7PF9TqMnu42WruLiCpPd2o6ttdvEuCURsyi41AdbnSh7J2+%2062p1z82tCEa1uF65h+gmOFVoFFKHYVITkJFaUpqPG8djMT2nG19u8w56ajsi/z6Bk3KVcX8y1fWw%20XUIeoKK7AE1ElSQTRp/YeQIzIjyvGTkUKRd6cjH+VcCmQ4SUZAA3TXhlWgtN30bPBLCpIalE3PKX%207MSm5qOhtc3XDnChtU3VozaxJA/p/5149ws+puvgIIxQQ5Ee7jXtcfw4YmS2oXjvYKnUYnIXs3Kf%20fw989oVlJifDPsdsun5HEWL/js+jVKWA4Su0covruN749RkiOUU13suO63OfDhUCujVSlts7mza/%20iuYMxmVcn1NbnjL15vT4bUsPjLp+Tp6V20RzlZkfaEO2gH6uFhiusPd6sJqTGCkwQ7m20dc1sawT%200AkYt9XJIEpfZmBvDhaGSRcO2e2xIcTjY/bI05f0wiOiewTgLKEJlXhc96XqdMElJWg/fc13wml9%208XmXIoihIqYpr3W/zAjw5MRSoXanSPLBCibRjLdSlnJQkdBcve6m8M6UJGFUXc35vcQ4q6SwChv6%206bNn9kvEkCzgN6o6m6K24eFhJ5ZczBYtbJV/lhSAmq0Dnhr7snjHZYI0JKuCEf6elfsJ0R2LJlvl%20/WW0jJGEzQJw0sptc4yydHKA4Th/g7h01beLGuUrOQ4inChSUcuMOumb1cUtUthyw5dB7mm/Ugxg%20AgvZcm0g6N4k0mdiakEkSZetTLcApTbEydhrbPFeK3gGbqFxIw5LFq2Qg4UJXRxVHBq5VVujhrGB%20HmoPJ4JsXt0ERugtCFNsD1cT2uXUZfTaQz8tivb9KXlV8lndB+/0qUqnWHM9u2hb9H+cz5W2Fajd%20/ZTWNreheXeoIWmLVf1WfQlN1veBSLL+c/CRlHm02gc5kSTycjrtaXjL+/niRmSRA5lA+ECaNM8W%20W0dTsAAzMipuQ1Da20IW8u23aOWq1LfoRvA3f2O5m7dOBDlFcmq58zHkEdlkpUlZfo1WbmYFPRok%20It/UBiaKbLS/or19LlYxLuVruc69of0fIhSXrODDa2WbpJu4rr8sbMn0EMw/ornMo7966lL1OUkI%202q6fY1GHQ48iW5lOa3HnxtP0LdvjHtiJ2vYoZSmgc9/LkZswkqn70lrpDjZZX16fRGawBvMSlxQc%20NRTdCejqpC8bSqmr7u3C8dBb7qwERB/xaNi1XHTDaI6X0t+47w6kCIBIjY4I6oogtxaNlbwx30MY%20/SU99H433bZJQKG2ihvJLxBJsNvSIQRqt25h3oC2Lct9frGb6mTU7zKcywJgJgF2mokmw1gPlbj4%20EH9T56QxHt8FYlAJQBuT/6TMlElLzuCEskJ2hnnGxojcJnmMSzDO62HfnvXqvdjv9vpHO/U0/vpv%20dfmOoDrTMEa0tcoo3d1JgRDFqVecEzagLJ90cg+iNqKyNj6RTWykNumltLSKdou63g6U/4HhW/T9%20KlhBzhK0f69tPUMnR8oC3dMqPZj68tdsajSJFk435xadhmd4/TMMlJnUkoOW28dWjM+y24cdFe10%20GqyCa0gK+tJDtGKRM49YcWKOnU4aoJvfG1SSppIEQJNvriRHkiF7D4bkLRxJRmBMSlLRiU2tbVY9%20alNrm68hlTyDto4bA8PTx4qf2Dk4M3Ryi+uZUc01ONKctPbv5Ad6ybGjmpxA0+tycq+hlrMFSUG9%209loSXbNaz924iUD75G4E6gz+2W1MBZj4JIrW5PyUWptqci1kIKrTeT/BaOglXQnlZK49QEQAJ39L%201ekeoiGVG8oHLA4nBojSMBcv3CR1OkR9DmmA0pbbOKLUsfjaV32Omq5kBT3SbHlkF/RuMp+WwXN9%20+bH3qasS0ckVJYt1WAG/zAIMzD65pFAzL06P2U3MEv5wnWas6joO0Mn78hlOHlt4REpP5ybUUdfx%2009TojjujIZ2pPTQOQYrgHUGiCK/BZ9/ZoQ2SMnoAbZUIe2EJx6LtNdsmVViBHCQwuwa4xQxJibY7%20smkxyCLCe8GJUKJoVqtXVLaWJGoTkSQr0TbTfQMA3OfnOilMIlPv+0aUavvYcTGzeCudRepyN2/Q%20/ZvXTCFc7/Dt2JExiQ76mwY41ToKZRzLbww52WSDmkOdm1jSAaXtvNFhdKMfN//F86OijuBDSaNS%20er/tqP4mTz/RvwGVXrdQkq0SejYmrV4uNLXW2FfqiVrUnmlVvUVhnZoFurx9dRXeYVKTO0rPPjq5%20ljud5+nRlGNSyeNq0OdWY4GMcuwUHTgrDmpyI1FbELXvkAH1dVraqNZ2gxY3sjLrFMBsswBY2vzZ%20fSQX1n8kSp1zN3+5sXjdkZpNTOE/Odn0urdFLBNQNwE5a3SwZc55P2oMchHD0vuM1etWefgLqcod%20/11GzcX3aWuDrvKkTYQTsSNF1uiHYSmW5S/ICNSBoK00uazljhAnQiTDdSiROAuiCo7/P89suiuK%209HPOuEQ/d4traBj9nDRvZXUrgIgiR5RtLL2qz76BZPLM2/LoOpe5eIKVWQ/3ifR5IqO00c/s63nA%20sLG56OlLdSHfgnWZg5QiuUEWQsQIlmIjuBHdHB2yT6jTye9SMgMB3hMIIqswI0VK0YSs1jpJNSmN%20QfsU6csXx+/o/eT6Qh7u/4FDiNyPckRrg5BRSuDL/uoidbYta21DVGFRMj4xadeI2sSQLBblhNyh%20jYU1Axu0EXl6tr3PdUA0bde+pev3f8ckmZ/fAnpDqrfReeBz0o+UHewHOgr8RK0O1yUGSta2AB5i%20/lXqeLM0Nt3Gvkt95TB1Z3V+/taZHfrapz3sbxrgNEjqulvCZX3i2qAD3A5dktdIVXpzQ25ATb6v%20WsEEhmMI49sJhKJEVSkmo34YSIn+FWyElHJj4vDOBezTC7OtMMH1hBksAJXEH7Ai8XZE/08kBHxY%20J2XoJsCksssxe1tMZGqxIlf2ZMba5PjTkgl4s1W9vQsQTjzfnpKU+38kh5COTa1tbuFIIuH2ON+/%20U0QSOZLIXkvO/8/o2xYakqqfHZEDqdZe2QfFrNFTfJcTv+wxO3gqkYWGM1ZVC5WXqH5e2PuefC7O%209fm12ILKrkhO/eRqTx4HdiULqDZgV7j7fuhGcEL0K8/K28gIZO0l8bcWcA/oKyfPSrmBCPzUtNQv%20reiDCuTEyFT00mQf7z9XxxIMV5THi6QtaYv0CY+pYRxCYCCmcUFJ00dO5swVwEn+lt6tAPBqIQxP%20qN2F20nJA1YP1S4BPGVOADu5pOxWaOjLa+Smooguf+3TIDPAr7WQJ3ocKfvjC1iAvyyt0J9Ovpd0%20HQfopHfzbgaAf8x2lEFAzHqM1npnPg3x3d7yejp9+YhEi9TMk0SRu+sADbWuYbRsk9PXPHIbAdw6%20vqnVEzV7CpM8ADqfFEiDYvzgZQuifv7Dc3w+7cvCO7jtQD7JsnOB18iMGfcleyJvSx6K9OQ3qfY4%208ng/ee3U8a953jf4zQOcBk6sSgmZbwJuDVapTepw0sgputKqGYh6BcgpLSiSiMgjqr9IA8cERG47%20pW7Osnb3yEBXnW4KXCJoodOLMW1/U+1AGjQ5Dcdo96gZaxbhp5hdCMdr+FA6RVq3lfahQE90p1rV%20Ev6AeVZrY6UxCt6y5xLTEJKIQOwlkZynJPVdNLEwWakv3nWiNdXa5CepLguv3YzxFVegdGyLWGyp%200/Y8DUnXa5AMdqsesakh6ZVgSJ767uoQuEXvLw2cUpZtri0RGWrUeJSm3FNdjppt6ZNPoeJTPzlh%20E4BNI/nwa59rNksk9+PTLdJrO6TciE5E2nhJLctd/1WfEzGJa2mJBdo298rsCv3nqM99Sn3u3vUS%209bkci7Ec0RdyANzpM+pWIFkBEV0Ns+Z9NfMFlD1lKcZl1LfPwY73aGtR6elLUvrsr87jIqTIJUUN%20W5W+zAN2vdjTTcDuHcxM2D2iupnNLU9bSmZwH2LK3GbFSSIyaRZPKukZlF+bPJ80XgfPh5yt/1N9%20/Bq8X4OUuwxnC5BibkH9vwWRZBiWa+oUZtmnft/jdhRbVa4+NaKvB7TJwfqLlQdkkk1SjYDe5B/M%20vvw3RG50CTC6DHz3NUxLfu4Dvh/QqXuSsd6boW/cX+geQKmgQgSc47kM6clCmd/5vp3hmF3I1z/p%20IF2A0yWrhQypSnWh3gHgKjg7iHRSpw4W6nESiAvIAlPrZRuxXhB5J2SOiiiUm7eHtKLo0n3csEmi%20FNd00eNNEUtgRsoHT6dAhALZehWpj7C67itarkI3gcoqNkasRplQmnsS5jKx4BjRRsxZg4W5qkmI%20i3swS9TndQ0mh8hkWZ/RU6fqs8WqWzU3+UiOwhy9dY+GpERuciRxIkkHcuyi+W8RtS1s/OQpycXN%20H227vuLRZkhJqimpvns8oJ0Fh5NuhNd93rmsTvFXRKLoOgzqhQ+tJmjVcgQARHJ1RMOK6lowC+V+%20MvDZZxA+IAycFMkBctcAOXUKlwOKGInfPV2nz57qWerMTSRHlOfkxCOnxq2xJBTnCQGHiCqPqeVJ%20SP7M+8/RseCGuhUUbXwAJixWc8U7vyfymqbFjtxQYFvicrKz/BCgYxEJEaWXlL3SlsHDM0R1qtX1%200CFDEd0e9mB6iIFZnf+JbuRySVEzVroZkI5LU6cbgdI+kk/bjaEB+2wSmQHpS/le/gTQPSHC2iB9%20qTqZ7pEDmYHKD6dJXfqtT81Q9UjGvLKJC2wFCQF9G6eHCvY5nqGffXTPbvBzgCj6JJ3i615rz71e%2095Can9Kx3SYAWxbM5KspDDKWnxGFTd/ElJl62giEE0zLraoFEDVbtIfe163MWO/yWkV8g+y7wetL%201OCo7Rpd3I0edBd/EV/oCBx7sC7ARcPTp55x9IqbvDFom6rFAW6LMxve5FCZd03ITux7/uoKq0/d%20JTAg91zvg9P/5qwtLi9gPQTA0RFXhrqpNH53uCH07nLMygJ1jGe2iL5ni+64dWaQDI4DivpyYi6p%20mK2okQgng0G0Eni1etW2tzc8xeNyb4rHuxBOmmKkuYbukCAQwE1gKEcSGe7qu0FphkiiqO3WhzQk%20HVefqk6cfrwOidBWaUg6K/o/aUn93tij9QqfSylJRW9huwygdkEQ5DIBQFvdBETB1WR90VuENO5m%20Ino7UYLsvJqrq7b+9Vfo0EhnE1kMffE7tHJjJ3pYSiIgGcEXd5SuxA2fmss3yAjmVumMAbFEb6MU%20ZgzXcYpOX0sA57IC6na7XGNb1PF+fIbJOPU59aETyH18o2zXJSuA4NJPJNc/qLQlURjgtI3wu/rs%20e8gliNlpx6MO5+7LKaDTPeU60mBpl3B5DCUDzBia9EBrbixaDUlChahQpBZFijmkCv3DOPDnBzFT%20H7L3eXwKe/A+ZJQfcUmRcPwJ95u6D8jkWd9P3y12SnmVS0p8dbC25D6DsUnEnETvNw678nMWEv/+%204/ftsw/esyn0bX3U1d/KxjxhOMQYwnm7/SlApnRkZJLM/HGw0WiZtib8k2+lrgCxvjTDaz/htR8Q%20vYlcx2Lb05i6TS/o9ngr48KbdmKGe1vf5bXfV+mRMiSLG5AumqQH5cW4NLvuQKE0nwtLj5xwpSWD%20rZYKOkR9eCiuwQib14Nc9hYkkh7duDjCiyLdRkPTBxNyA5bkzBJsS8SZjZ4CD8gpmzAjKV6Xk6zE%20G8gMSDk12lgEccMOAETN1Lz1NldIoXKD4kKQwJhZ9boC6c6M2v2IOCWgi4gkgbyi1ja9rmXTd5L7%20/xQatxIppE40JBWobtEmaHHzJ9h23yAq/pHvsUjk2Thoa3O5UpLxybyAu1jXgVLFSrlpclCq7QiE%20X8A7HF7fMdA5IBDlMOmq5U77xx+CThKgk1YuRx1IdbuTNskIvoBhqYhNLMSeBC4iAJUiNGnllNKM%20RdXxseKlyf+/vTfvbiPLrj0vB8wzZ1IcNUuZyqEyXWU/228td/cX80fpb+A/vPqPXqu7X7fLfrar%20yjlnapYoUhzEASQIggNAsn/73AiKUkoiSILikBFZKIpEIBC4iLj7nnP22VvAYLU8CFDafxnxhAqp%20frmJK20ptuVdwO6KokVKAUnALUkdTU3ilcFvjG1Zky0PvXHmiaf1nZiWiuKClKBvweD+sRWm6nSU%20AYjoai9/IRJ8btJhalMwgWfSlxl69DrR0BxDZm4oP+o+HxkA3FbcAyK6H3E0eIzz9jz1JSsBqI5p%20DElfo3uXyLOGu859vE02RMSu0fFh9xW2OH+4Puo+vTrm8jhuW3vIWW8CJmqgWFO+e9PC6339T6Ez%20wVl/hha/fwRwbw2oPOPU6Kya1QZpFxmjinwibUYBSCeTgNiX1lQa5m5UZ7MbkzoaSv+lblasuVHk%204LhRSR/EST3miN7iSl/xeyo37Prbkf3phsLbDuglcReglSBhNQg5BLC/0pRtKZdK5swlYFfFf278%20LE4DG9ToOhMlFOSLNJaSEmXRZalJ/vMiyRAPOJ8MPTFSIVE6cgJVksGREpHi6awyt4jaVrG2mSkf%20VCShDqDVPqvwdj6XJpFmCDEtvsbfeTh/Hhoz3z/Ysu0gkrUU1d5xhkqF6otWczk/62trbvXnn0n9%201aw2p6gnO0abShO9Vzn8Bu+MFAzgxK6U5c4kkZicB+xjqMfvPUGpcCiU0VI2QUSUGTzpVjHbnDYi%20CiLORHO3hiFgIAsVx0YqM/qpi5cGXZreKy/79Q2yX0+MXLIL0Il0YtGbvamvffkMiq9377XJEor0%205eaaNZZvr8662swDcz4QKSVNA3kWgeg47Ms+rvlu6koTtBl8TpvBY5iXkgSTSsp0mTFDJaUOG9FS%20l9Y4ziNYoKjpW4IMEl4QO3IM+5+/u3bF/T3gdrVHFkWncz+17Hr8jR/oUgFcqCV5ku9UOfoUtarB%200W782VAb4WaFngXIoS5iOXzV0sKZy9fn/PQIzT0O4HQVEXNGn0SrTlMpEWPP7+FflcEOo8f6LhX5%20heLBci3W5u/nNsBNq0nd0aoTED0mulwxXnB5gZj16AUKDnoZ7CgpsKjWpshNgtKK0mREKvV/EUkU%20mcZOQZFETEgjkqw8orfNE0lWof9v0/QuObJOUpJh1HZewM1fH1KskJoHFHXk0DzQnXAL+0VOeJim%20Xx4usNREzeSrGlwDkKsiubSrBRns290NGJZ4jHXmDqeq50ln3QbkkvRkKmoTAWUSFRPV2TRW5kRg%20DhhvLgnC0/BpS98orXqxrHqezDVQq9myOp0AUw3n12hV6KH3MoaPYSGPyar0LWWyKjWUFz8SlU1S%20X1R9DhJW0FawD3S6lSxalhgAAGjMS/UEAuq1Z9aSsD71k0v0kgpV+hIpsPQgTeikSHsy3cguJtx1%20GIJ3aTOQwLPMWB/TOC7XcQkwK6pDltqATgxMkWkk0Cy7KsmI/W5syP0VNa2bvP6Uutqa/vqjHQ8f%20gUsDcGaPoXqUaNRB2uHwj//+PbKkbUau9xpgSHy4TlS0tsqEoeZopal/tZz1cluykPFNpiHN4IBe%20ZMBw7DRZL78ctsnCmrQ93d+ku4K/v9aatPDQszB53idDFDWKGelXmHJDUEoymYJIwkr5KtT/q3e9%20juRpKZIo9Sj6//wKvW2wJNXjVg2IJGJIajxap/5/km/TA9p+JBAsOiTmLIDTz3PZB9fkR7YrRjVA%20SXeJScs9sP7sKeDGpE90IsalhJpj0hY8hHyiXrmJAdwIRIOHfPLnxJJ79BItSNKOWuv56/Dd8nBh%20HGypPoEdYKiIrkIW5JcXdeufUzR3b6HoPiF1OUbqPEfdLw47sov6UQpLHUVflSewLV/+ZM3fkifb%20o1VGKcp2pdcO6pLqttC9JG86pTDDNoP1MqbAK7gZPLZePEmJ5cY/86xOgC+FAsutXlR7uvPuq/Eh%20kwO7P0tURwrzKXJgCyYHpvQlzfWMnbQmpT351eiA+8M4wuO4DUTg1uTFeca7XRqAs3qHbm7zYjv5%20alyNnGp6FqDJUkekE6UrFNXtsqL195Qndhxkmb3RGxemvt6i7vt9bLbwKTv7Xzg97IeEb66T9dn4%20z0Onn7DVEmCRGwCsyaSAmauIJGZtQ1pStbfTIZKgkYD6yD6RBFPSpTWcxkWZDlmSQdP2GV/fH/ft%20w6LbwQviI56BohwxLPd75XAj8JJsSuVtuuKduxAxSB0csskvTSCXpPbrI5k29/DlKg3hDbclgQDu%20DZmqvn3tHzysrlFf09L16iOhRdXnYCnPIaogQWcRUe6QNh/F+SAZo5YMuMWRpUv2XiWSExGF+hxp%20R5FK1Ou3E5BQjMTzRhipN1ELhV84mpOBFi9EgRtEoNvlGdim94nqxi2iy0r/kvRlojjghtCV7E5f%20cTdpM/gasJPu5Q8v500W7CXu4JpPujNJd2ugywDuHgxNWedE28UYgUsDcMW+Xnfr3l03cGXQjQwj%2095MrHLpaPewrUjRW6kUkFdahuWRzV00/XTAXAr9o5sY6oPxgMCUwO7Skc/g+vz6EFf32iQuqCYq9%20Jh1J9bDJHWEcmS2JJAvkBHaHLNYP+/jvfF6N0VIkmSdam178njYAiCQQSzyRROnby9bb1uQwWcuG%2071M7zLOtySMebbcwDR66Ult0T6/c7Iz1bKlPTk7hxXuf4clWohb8YSk2MSzVKyfJLkV1KepyP00i%20dkzv266JBbxJyjh4vR78t/XOAYaq7YmEssVrXyysu0XcxF8s+PrcPYDuBkat/bCY47D8chCrkt1D%20RHS4FVCbq6JxufHqGfW5JYtOLT1pjgUCOq0wD9RRVceWvBkELTMkhhxihBQeSl+KmFJRPx1gmiGF%20KbKL0pe9mQKPpLva1+NuDfa465Mzpnm5BiOxN5d2nw71uJukNk/LCPVoX3a0d7Mj8JEBzih+Rgk2%209WqUBrxIsLowpaPGygim1euZWV36EgX1KTrfgR9orQVRjJn4cdP0wlT8/We/c3VuyFQ6i4Axtu/0%20jMHbl402JTIdm4cYGUfYxEKUOapFWxLfBljmXiybZqVqXoriToOR+L5TFKCpJmDWNgyLFElUL7wG%20iUT0/wFkxxKklk5jE5FE1jazAZFkce0plOtVm+xM/d9YpUcb39M4z7M4ptVcqdMIOIxNqd99WsE/%20TmO18a4PGrxXO5R11afUK7f1Co3UnR8M4BqwB61XbmTY2ho+tGntNgToiORkqv08fpxEQ5WamoDK%2098p5Bu9hm/ZRXU/HUDRXIwsiBZUFuYmLhDJfRMhZ/XMFFPtpjZHsV6HHpXEryMC8XJXsF/1vW7QJ%20qAF8T/Vw3dNEc2GjuE9Dv86AWE8iwIySg5l9yltPr1fqszb9s6sgEp3B2y47qvTlbVoZRlwOmb17%20RGtDgNoiqcpNanJqoSgili4ngWi7WCNwOjPhO8dAYIWStawapvAjmkcShrSfBzdqA710z3PTuWH6%20MaDi0pFI4z0eRZNoo0kQlAKxG6RfAxdglxWFGPBCLsix0kKywKWQp0leGXN7NCeicOXaoNS7p094%200LUvW4gcxx/l+CMcn6buo2wWIXHjqd6l1Ih+n3m+hHAyTdeiGAf04qMc8zj7CmCtadvo/55Ioub0%20G/S2jd/CpwuFktOxttnjq0LBffUJ9P/vjCmp2ltDJovqxyId+bq37Tif7OK/xtKDqhMFfnBNzfqn%20+bGNWk9NOEhZbi37XjkxLDXRdwEE6SuAXBMCwF0soqRSIv1K1eW+fbpsbQAiknQE6jjGLG5i026+%20FQGNS15bIeV/f0pqN9TnzE3cN4pPoCyktgLV54pEdQmT/SJtKaCb/gnXcGS/IKEQTjLuYlx+YCqz%20orkWHwCegE7asJsVtzOD2DRmrNWpH+nPu2r+dBbVUQvszmDb01e09belWY301dxnbGIYol0+0gh8%20JIDTqgpwW3mGJMyfnfvXHwA46jWkIRBto0GRlRhsL09k4yISEM4gBvp//w/n/gfSMvNcoBNfOvcP%20/5tzf0N3vlp7cHx2P/yHc//nv3FMPI5y467tv/8vABtAmuT1cz/Dfnzq0Ozh9VVAk0796wiIfv6V%20c3dv8d78fniL0P7XIOcBkTfiUn3QqhBge/l0kdocxWhWk4riVLf7UF3iON9peDzrxROji0lFjuR9%20MiSVjiSPQZrTs/kjfJgjnIhIGBJFni3/QkryO3Qkn7jq5gJBtZhmkF4EboHUUkvp9kc4x6Ps+iYD%20cL9odpRDvH9fPxN+8Fhh+u5De4V0mOOe1MH3sIhSDEsiuW10CVcfPrDU5S5qOF2/+8plJq5aw/hh%20m3rlkvGS9bxJFCH2pAzIwbBU/ZcPI/BTze3w9LwfItXwOk31BSIKC7Z52gpWUFGZ4ZjPALp741Uv%20+9WTowEdpR4IIgmk6VQ7M9kvUpe1GfQt1xZIwTKXmJ6lhJxFtNGneStpGqSQlQXqkOO4iGjyZETg%20uYF02BZ9qesAXRKR6OzY565w7WtqdbdcO+Lm0XZxR+AjAZyuN9QK1gGbSfyHvgO0VgCJe0RTKONj%20b0tkRs2MupFDn9GRK3ffss+//sm5P7F/lef21G0PcEEHNnuHuUnnvvnRuX/7DsVsdNgGQMeRCYAO%20gNvk9TO40+5wsaeJ/ApEgMvs//OqBYZug1TD52PI0QByR1iUibAhk9SQ6yhq9stneLutalUMAYSb%20SHW7VmwhsIXWNg1Ste1MLF29WaxteoxIMn7LW9somjuNbRMRVxmSSiRZqiQildSh/4s0EBqSepZk%20CBSncRatPmb4hYuko95GERJCzdATvtd72gTsuggigP3LzUhDnhhlgBY8b99kWGsN9wlOy79WxwrP%2009dyXwOaJ3V4bzf/hL0H0eWeUpb8lANB5dFD0nyQNuiV26Gmlbt6zdR2Dtuy2LHcRIJLackM0dVf%20HsE6pJl7nXR9G1JwqtuFxJLDgM6eD9KWakdQ2lI15Sn65hZIgb5YqEJE8fqWN3AT7wVg45ihZnnI%20rcBMVmFbSrZrc5HrEuakKaKgBatI2upzb2/7J+Ubx1XHQ0LaHMd3iei26tQpie46UjiWQ0hJED3G%20IoA77LI4189/PICzNAGAo3y41dmYVHRByt5CKco0INYJuGH26Z4hGkp05Br07ty4Q6QFCA4BXllu%201yppx/kVAOwFlg6AZIm/Q6xw2FO4Eu9Bft1Ns0+VqO0m0dqnRH67AOv9/4+IjnTmq2ms2YkkYYm5%20YW5qcwttftNEJJmrMGKTLt+LR68sXWkWO9xEpvTfgnSGtShYrW3P/Nm6+nNuAlC7fm/YDEll2HrQ%203qT5T3H4nmsYks6VH7gXS98gv/TAorY6yukd1Nk6zJA0BNWDK+XDj3vme1htzPcmWh+crFqk/nHY%20jHykE/dj4v/f90Pum3EGf7f53YAshK1gHz/v22stoaHzDN5bfwt5TfYqPseOvAh95tye03Un1RH9%20HvjFWwnbXMa5LtUrJ5CrTU4a29hAjrRl/uZtFy9yDx6y5aiP3YEQop44mQ6o5+0pQCSQU1O4msTN%20S27/8x92RH/OcqxvxzNRbQU1MiKK4tQ/9wJbHrmJ3xun9cXqczA7C9TnKFmkSVuakDNpy+qL740t%20ubO9bgsXE0IxSbMPLP7MM417VmOWysDg7Hdporfc9T+Y9Fcn4gvRdrFH4OMBnFb6uupU2FbeX5Ga%20LjAluQV8slp/ociLyE1ANAXwtRcBLkAoz40nywb0G903pDfbqN/JXr3GcbqI/rJEdgWO36jgZ8Tr%20sIs3+2wkdNwgdTcKx24djyP6Xez5hrTvPBPyOJsATBR8TSsdMopkRTv1WM3g1CUAJKUxLV151IMH%20L1CtL5TaEqkkQw1EhqTX6GsTo7MXmxulKU9j22ZsyuvTpiEpU9KliogkK5ZXktO2J5KEskQXDNx+%20NWCm6nmEqbiJET8QUlnG0to51IjPYoXvUu4Q1uzBxBs3dRqiHu0jA03ZGemq4jmzrdFPO0bAVQlQ%20o2HAqAjtdcSmy12AJQPTuq4fTdqARtwEwHkYHspB3l83YlauP3tmYLcDw9J85W7d8gzLQ2SndG4T%20UPsVeakmp3aC++i2rqJEryjMR5lvaqMeNnIaK4GlFmwCah1nGYATcM5DRJGIs4BOaiijLPTySFLF%20eydcF2LOadKK8o6TIso6/XPbK3NGRLEaJBZTJvt1AHJt8akWG1oPGlJNiSdJ9Ay7/PWvXenO37rs%20OIti7KwkphBtF3sEPh7AUcsx9iQsRBPzRPXb3caA72vEQYdQrW4HdBB6dU+ek8YkiiuzD75TrgEo%20LQJ4CZ4jdeASgFiMRyegtQXqVfh3mf0XuYjpWzGtNXTnyKEAgKQz1/nbFgAobyMmEIdyOVIlgN7h%20dYcPfbW6SUqkCztjV6y5Wo9nv8yiRSnFE9XLJOvl/bYODQ7CjJLmLEkDAZIGlEwcRWoQozScSyR5%209Eav6+L3Zgv6R7k05Qi+GSiSyLNtlt62FYgkO9QpjBIuk0pT/9d20YHt4MgceRny/mFV5KRJVXUe%20ZmniI0t7lekfewWhqgyINNgnRhYjCeu3C1ZvDxFPnNaLKjWyOZqyl7h2GiwgMjzfR9pwAPZeEVCK%20Y4e7Ayt4hebtWdk5obQvY91BmH19LLL2AKwlbHOmAaxZGIrrQFqaifsKxxhNY8ypa1HzetBGsNvw%206cpN3AiWpXoSRHbFT2iGHuB+PCQDoXTkGCCnmlwclqF0LB9MoQaC5Y6UT8QTC33lmr0Ow0jUsy1V%20m/O2PCK0yOVAsl9PMWiVyepNornB7jSu2QWXRn9SPnEpqaE8u+aqk7QV0OTdwFdO9TljU6q1QEQT%20Ab8tDuR/V0emi7Fq8Bwec9mNkutaible3qeAJ1o2i+2PfOui7cKOwEf69nRBAWxynhXrSutJ9ald%204UYaofE0IaoSf+Mic6zGXB3gwvTTTZNOnMLigd4bM+UbIB05TE2tn5QlckI0qQBmMC3LEE52AcRO%20nitCQkGpwKFVZ+Z9jyGbbPPzOftUWZHhOEzTGD8PV3U47FtVJFekbihWZYLJKsVE8uTnWfdqlqI1%20yg8CgjY1PDeTrmSIpMAihqS2FD5XA1IkIWoTkWQARRIZkjZ1rMNO/K3nFWGUq0Rty6GO5GNX21w2%20M1ClI9ulCXikpNMRT+Ay7C5wUyMy2YlOPdT3RX2vSq1rkhrtfaKQJa79BICFw4rrkoUS0VsSEOwg%209bsM2ExV9ZAJLt8/3oBXikzwjH0qjto/C5AtFmoz5WX3X6TDp9Ej7cqV3JcAVpJIbnN9zT1bKbtn%20tMXMAAzlRhuGzHG3zH22u1dw7eiSFgAhTe6KkhqauJNJI1tsvZoHfFF0ASTVN+b26JXrw43gkMld%20qT1zI7gq/cp285X7nkWqHAUURQrizfD3iIGQBzoWAiKiyPg3qM9NIve1yD0/tQgRZbjq2woG864X%20W55OmJaFG2itUp9TelFsS6vPIca8Sw/cHooouwhCy/i0DVFz3ZsdpCDbiNRqHf1uaa/fbU5vujhk%20qp6nM26wv8cNAPQ93d0AnWTu0IgNJNF+rWJ0GS7gy/kZPhLAAUY0ALuEmIvqJSE9OPUQliQgNEst%20jRvViCZDgM/vYEp+wR0uIskTmJTf/Ds1OSK0XZ6f+JyaGiB3G1CMcxeQXnB/gkn5P3lUeY+r1Nyu%20jvOcDP84/jzH/r9gUqKcYLbs4zcgtnzCg32GmWWOeOO97xKQqPEoav0CpSQgF/vhpfXKbSJRJGdw%20H8n9WvUkPJ6itl2tVsUA5WMY/f8aURu1xbGb/ZYOPS1D0k0Yq55I8j0pyR8BuhcMfdVSkR3Qr83R%20fJ9IchlvAkVwLYjiDOCI3gKFf0VA6lesEx3pa1XWIk9Y01/ku+XRRQZBtA6sS4lSYqTc2twIYy1B%207WUitLqAgee3rTl6C/+/DaLATfeC+6KMFqlS4GlZK9GqsYCT8yvAcWEHd/ocztostuqk39ZJPYoU%20NLcB25Xrfwztxh75BnJuJs0d+MrtAa5qI1j96SdSezALyXyUPv8CNuGYgfaHNgFQPwCTiHVZylJg%209uNkm5uDFamanG47gd9xNvtmOFelcsFrA7o1nMcfIh02X2bhgCmxt+WBUQzQlTKMH7YxchJQT1uq%2036uhiB25uTRNxIplkz67bHIQQM/TEtA9+pUb7b7FmGbdKzJAZbI/qytLbn5myuqycT5/NpdzvRjJ%20CvD06Ab0Mhk5coSp+uN8uug1H2MEPiLAkV4sAk73VGUAoKYgftSVM1EdztcTzLQPi4/9+WYU4sgE%20YDRHenIHQOrmuRGir94D9acumJjj10lFsiqD+eSG5EZLOnKR97oPWQWhZLfGDdbDsW4CcLf4+xBR%20XotLWAlIIEPj3ZQXUX0A6CTYLNWTVW50MbP2RKMm9eJJIYFEF6csKSCBoLImOkY35JfXiiS9GLFS%20Q2gmAjzi1SL6//qWbFHusyL+JlAkgXKtviKJJNO47YkkSkc2kZLUV2jnEO4bgEZQQ9oHc3v6wD5v%20PR8e4rV0mT/OG0Ng72U0jf1PfZwh8qTHoJ7VzGf80Bhbwe3Aw7imIblEhBIPdiJQVJn4U8yNaWb/%20FCDVBrmiDbJLRaQXnQ/jn4TynueaSZCJqJK6rGyhzs8sH4cyP0zdS3T4bvWlEWVvEJ2U1fxPSnK4%20gCpIFkUQFi5z5YZ7vrmDh2XDUp+97N8mpmM4cpyv2e3QJmCRHNFh48fvAQKxCsmOwLBM43N2mBuB%20LumuXNx9imNAksVcGhLZN7gRSLFEKUY+cuAf92F5r7eHd/8qUVpXHBm1O5hbgXcTX6WHbpb7S0LO%20UkO5PVygjRaRB0oQ6aHbLoUUV4pG8TUUUSpP/2xAV69S8iBFnMDFoHT7b+2hf2+TVVrFobvMGCwu%20vnKLNMcvl8tUQPBs5LGGiPXU1JQBmyK6QqHgcgCffpaoWxaLRXvuo2+aP1kAWSlmLXio5Uq8BoDe%20MloFzivGfuurcBCYS1kQWdtUIXhOF2O4bTA+rxQgUNapi8fAMeQSL4Y71ykFTo7BPiu8h3x5dPwS%20+7BAO4/bRwI4fXQGIztCdAbQfPK3DBRfihiUoUqJit+kTN7YVOi981eAkk/bhUaIb+zTR5qzh5Sl%207oZ9lRO+jCJfysiXzv133kfmfxSbjb25f3e3/usQeFmvHASQFKrlsqYRw3KVlEqd+ovALCa1CxEC%20xI4jHalmVwFYBhr00ARRGyLJZkgK/V91vdZvcgff5Pp97l7SsC0yySL/liOABjHW6RVJDhblDz0H%20qz1JSd6vuP2lzhciABfVXQsYI1Z4Ad6Q5q7I1aLXwMfOcy+8UG8o6GsAFO6jxFWwj3/eo6pev3+M%20Q0/WLiQjl+ypTQCA0M+WOB0EbQJhzVXnasxGVeMAmQ2+/8omALBJlE90nAakitTP4kRkG+wnNqfE%20fXVLdOjcIELJSHSJaGyDyE2fWZGYsvObpBIrWLxo3BsCT/6mqE5pz9CgtF1sRr5Ki9Y0jm+sU/ZX%20JPvqK4rkdqjjVRFIMD1Lfu/66muXu3mzqTaCIgu7u6OqxwHMAKnAbgqQq0IUUQSW5NyPE/QcXDIZ%20EQWgju0Q1TGeM6rPUavX+6g+p7TlbRwL+lkYxpngs1cxf+2hTg7QVUhfbpCy7KB2mRNbkoxPZ/eY%201eV1p/X2dNnjxvVrdq9uAvICt4WFBTdDrXJ2lho7vnv6tzE/ie4EcD3oe/ZjMKuf+j2FB1+c6FgP%20pTZPY4G6f5nXAKy557DOyVQ9I2hYBOTEcyDKdEPXyFSxoG8AQJ38ffYZi34Y5ohUuAYZtRGevwdL%20/ZaIeNy8WzDQf4GM99Okc2iPug5AcIJ9PuMiSnDMBu/1VP3FtGDBcnWkvh1MVnfjpnf/ZnERKME3%20dRd+jJ0+IsAFH0eMJrTtCFea+3yaJT50V7zveaEIZqD2+Kgbpqmqy93rdBksQYo4aT+lLjc/XbaU%20pZrCPUmEFJbkjrhZpXc5iqWNDEmHSU1K5FnRXqs3TeLVzUVSkk8p2H9Lb5u3tmkQPaiuIDWS1+DW%203LvvicmniVfEANV4lIo11OHdAtNV1ov8qhSe30f1KYMYbsQdVuNiBVppNiBp2D4S8xVM2jHEQgyO%20IckoNRpbqk3gp1YKJnitlQxIA2x+z+nbUY1FR/8T4NZqNwH/zQpMPJuxvqtxTaIrkHbDmSweYhjq%20cl1kJArMosdaFEhflmjUL1IfvoVb9BLO7XPrNR4b7iXHqJGKV31Wlw0VO1fjc27w9wSA1pNkIQVw%20yLUtzyVj3F3GRZGgWJua63Qr2MLgQ1+pojlFcgI2UpRrTx6bO7jYvALHLA3h8QJZmENCZbmC38QO%20R+0CabkRPFx0j2YqxoYUeOs6sLqcvoLmLrFf7WWLBn3/jK2AfYtxnGTCXa4AdCwmnyLsIKPVG1eK%20ri9P7Sw/QH0O8Wgcv9Uvp+tcVj0xMkZiWb69GRGFOUcRmR5KSY6SWaoxLussAFZXVw3oykGE9+LF%20C/fo0SMbJ4Gb9hfgDVJ26evrc/l83v5+KrW7VQh4jxC7+M8fnXsAUW+PiGqCnmFFXXx+l+HGqhGR%20rQNqizxEvHsFG/0hYPc9ohsr/wBw/R6AIyKjZul+BiznGdQYADnGMfr4zjMECa8Axp9/ce4v3xHd%20cRwFC1vM4z+TJbsPuP7NXzv3+8/Zv8WpsWNeI+HLPj7AnfCEL8rLVZdT/UxWNWJbinwy/WTBLc5W%203AYkgU4YkqYjiXZkqEjSjzqJXncaW52obXVjFkWSn5Hb+p4UzyMmHZpjAyKJVEnC2Kup9xcYBZOm%201Oo3oIhvwHTbJP2xVWeCVQ2Pz5jOJfhMqi0x4SOwu7667TY2ADdFIqRxs6S2sno+xSzMRFWnbrRK%20+mmNyYpSlOmHJhmnHGo3aequuzxfXtkiZcT7EPl0cowMx8iliRoAxtfRXjOfQlOsN4o9/nQbvo+P%20iF67SRwEuh3SkrD2OiCaEMFlE7hSMMnv8reG9BFVqyOaa/B5tgGVDYgiZZ6r7TERk04bSpESI5UZ%20k9A1bMdpGJlzInHwmgRklCKALzBq1CruOaLXL9diLKQYPwZwj1SVKPV9TEgZ9tMnVYT4LnAxDU2d%20lxYcRC81UnJaYDQ2Zbuz4Qq36ZXrYgI9ZBO4XR3M2WLHzEP5+ZjrfoVrBKoHpBmlRj8It4e9hYG1%20orkOFsxyHd9ikbOC60eVzzxP+kz6lrdH1ghOpIaScT3UPVMDN48iXrR/DmE0pjRkuFXps11BGUaP%20pSVk0AA7AZ8AUOCnh0BPwKaUpkBOr+9i/ASASmsqAjzxxn3t1lcAHUoxCwCRuA4DSh2wsE9T1snz%20UEKGe9FBxHFXiLayzDFLANkU0dpD/gZb1O2Qdvz5Pz2pL0FUhlGuK5Jty/OZ2yj5LAFi94ncnhG5%209fH3L8nGKd377wDrLzDZRRocpISUIZummOJkX++JhyUCuJYN4fsPJINRgVaWFbuII3luMgHd8vyq%20S9Awq5rdzc9H3HhAJDkNHUlFEjXy5ksVUpL0tc0AcOV1EUnWjfYf70hbrUVNF+4AADiOSURBVO3I%204Bb0K8Fxw00Z9YmnFTIguumZaLmZOohIUoU0bQ17rpcEULIdj7LFNTc/CallHrFe7rokflxdmoBQ%20lOnpYiKkzrTGRDjzDBHeBUSCWWknWEF2DQVMPFJytVe8z1SVEi5edFukwdDfHEDSaWw84/p6STVx%20H5tvuA8im9haeCeGNThLpSqF5VX4kzGmdaKxmVWiM8Spn66mUaVPuS56QosdACw1tAXIHdMQKJYl%20+8ZZFxIp15elpgTbd5B0d3cn0QHwUMXE9BlMy0kiol1Sa33pjCvCCtyorrpZIr9pIpQF2MK13U6X%20o446yutH0ik3QjSVA1R2uB4M4Hi885Nr4UJqTVGW6nK1FzIfpU8OwNslVVq4+6lZ7hzmmCDwGYbG%20r0REiqguSdbm5xcrRvcXWQQup+97O0EkF369Otd0EpDng4nYIoLLIoukSZrEp4no/nC7l/kdhmXh%20ZK1BBy8mgZYew8Ok97RMYpESgluYznyF7q6Abn5+3q4HgV2Y0lQ6UyCnYyQpzeg5/Twy6HXymdQ+%20pZ7fFNEa7gdWi1smUqsyQj08R9bAGiFVM9gCwKqAkLgO27yWOiJfro/u5gAsFjKuRNif0N9gnn9H%202rMAgK6RvlwEyNLwJD75nXN/R2pzlSjwFX//WX3JAlnqdmtEfanD0gVN3JYt2qUFS4gWncklPkwm%20l8LChpuMlXQPbK8VeuU6yHn307CtlGQO8efTUCRpQD9fw4B0HksbRW1SJqluLZqNSAcrewGcT0ke%20bfN1MqVQqV3JARmh3PL0ult4Tq2IFXX+WtqVRnPcvERd8swjf7hFDWqLlJIislgMfzKiuY0GgMdE%20bGxDBLET9CwtTdfQ4aYWRVov15923cOQBgqcIym7V9N40M3iaLANs1ATMOm0bRYLy0yYYvPt0QPZ%20WyI1ZtJlgBzM1EN7EI/20d+7dzufu52oVKaju4qCVAkjwlIj9Bj1tiSp8mXGaps5R/sk9BxAkmd8%204oxJAuGDWPu2KxHddfJ8F/sP0sPWy3MaQ7EtxYxKEP0MUa/NpgEJ3jNFf1eKlOQumaEC75Unwl0g%20nVtv49jJlBsA3AaJ3vIMoWqBSlu+F/eDwQotf3aVGiWa3GSiXvn2G4viZLtT+uJLSBys4g/ZFFHL%20ckeGoRJY1u8/v1g18NkCyPfUQ9eiVLzAOhQ99yo1IqPAYFWPH9eXpc1PcVP6UaQTpTSVlrxz585+%20DU/RnYAujPQEeHXuCYGZIjsxNMN0pqI8HafplKbVfdVmxTUvQYtYEUBTK1SJ6IvITA4q4Sy//JyI%20DVb6fxF1VQC30f8GJwJd3mH+vUMas53XM1e5EQCwxDGnfyAlSRuWA7ikOEDt2JUIz5RlIjXu1rno%20xBNI8QbS5w2j8tMd6iN9i+cE4MhFrVHAnGEw51hJsDJ3GB861M7hIPOl8fwKIfgMq4VlwmWiDkQY%20+SIobJo1DHf0xir7sGpRUj7DqqTAo0U3z5FG9D07q4dNEZso/7LaEQdcfXNqKziNbbtBtFCdhP7/%20o7UALPPv2jYXKpNcJ2kMAdxJt7Ac4yWfABsamlnnuzg/zatOKh1Ec4kk6TTV2rgH2hVBqF7NXdfO%20zZehoTbRCYOP4vjy3CoF/G0alpFjonYSb/CTqSkhggbMsGUx50jjJagtXO1OuhjpoG0iujWinzWe%20W1giHcoqOMPiQZPdjgCu6Q95wkhOkY9SfCJLCXxtpGUng0h3kjoOl2Odzy6A8ba1gVqJUnjsXSRi%20G8wB9IqsAK44NaAEoIAssFm9bIVsTxYlImtAuLVN72O0El6fgHlZzHB9MTftmYWRJ53Yrib5dYTx%20UE1OqkOw4+Q+sAHINVAbEujJUHSv8QU0/AGr231oU8P7QEnn1u6yTIRqDP/uWdnNSvVHPZ98AC1O%20PDj5yPIoW/gaRYVyN9BiKUPEOIDNz92RgvvsKk3h1ARzp6T88/a5CugETnpoU1vBNulipTSVwnz7%20ob8r4pum51d1vzSLGkV1AjpFeQJLAeB7GZpSZNoMiCVp0se9RFZff+ncf+Mn2Q1LTYocopapP/9P%20Uorf0DbF9zpK3e3v/h4SH2DoiMSeclOKJZllTr12z0d9sKzN+aVM5LbLsepiiTKHrIpFSdQG45R0%20EPupZsfnpcbs0kqPHuUbPN19zxjguMBRynAbK4S6gNsUA/2EAig9ZHCefd/aZ7fJ+bJiKE+SA74P%20A4jnHKB3nS9BvdS97LcJ8M0QTi/xJdGP48bID3OR7K9cTncMmz66UpB6MAed2qam7fXNJWpsj00g%20WSnJlXU0+qjNeDUSNYsfkSX59tkenISUZhL13OoqgBpAt0UKbX2VdCGTX4b0Wpz+pIRIJgBRhVqc%20EUxY1cdJ02ZzpG4EcKuoc6w0HBlOQJJJmeNUkWdaQDpsPUsjMyvesgStuWlLLBSGkXDLkmKp5htu%20am7bzdOKUcMtentb07lSrkfbjjD1v/vAVpMM2Rw+XvCTtYAMQGLy8hqNXgfTfP0EOkE9TP1WeYGK%20TfI+AhH5RqAYbuGwm3aiPqAYqhpLe0IgwXgS0Zm8l57T68P30e62VxPbARqoGtfllL2zt4nJB5R5%207kGpnshXTm4E2fGJQy13BEJd1GLvQfxQXc5A7glsRECuRkpRLFL9rbmT8+dvH5+H2LMCNvnTCSS7%20eR/V/z5DpPlzwG28L2tR9FluquGp9qZHuIk0JLATM1MPRXWq56kdQZGeAE+gFtbtwmZzvb6D42WR%20LywVyG7wXaRk0yQiHqlut0qAoN7iaQCnVvRkPurt7meIKP8vNbbvAbs482MPqcg2wErC8ywEqZmA%20xgIxFt8LBBOk1N0mo3yFWtxVnlN0pxRllcd9jrPNfLxOGpO3c8UxokCOKfnCc1R/01id7TevtAu1%20IFsJrBCBSWZLvSQbAN0DHs8obCK3466TDqkz6HOsJkhJEQLxpTCS0q9ME92tA3DylksR1UkdRXnp%20kIt+llf2R35vNfWuMhYCtSlZ21Qeu416xZiGUiRR1CahIj81HHGp/I7PYvPgPsWfCZwUbBqyR2Ew%20Sz9fGglR0nCJQPxXTcx5ak/9mpConZWZJMn9by6QbuRr3yKq3eBmjA8S1QLE6u/K1mtuG+3QJb76%20Kqa1e4BAkRWi4EtSaGJPanKzNkpNeodSBV9/iHAE4FJ6VwH1E510C9oEDh4mBCvFTw2BfDiLW0Tm%202yi07UKU0Bl4JwB9Pb4/L5zI9Sf923/EANSCY3hdSk+XYZ5XPiPYXo9N+Pojf0TeQxFlB9+N3LS3%20K6sByEFg4Xc9MqNjKImwoDxkUxR1d8T3yunxl0dL1MmqVpNTQ3unMSybgmBPlhG4BddfkjRsXzFp%20UdvvrndDMMGBgJqbUqPncVO0JsBTivLatWuWshRLU6AngFtET1cPtSg8QzN0g/SwIkE9srQijN+8%205e7cvuau0WQfG7rh4hN88SsECTMQR/6NefMVwcD1u4AOfcF16mgzKwwYY1EEhASEU0Ry/wJYzRIo%20oFrjBtn3rxnV57wW4WpXIXBIKpCAHfkF0aCCjEVIJj8AbmpJ+JYIroNUZj8ByO3PCERIdQ4w754x%20orz9XZ/x6YjXzIrbmAGAndKMZXLBFVKNOwyWQm6xeJTjVePpGs+roXGDfbf5AitEe0qRJLm5tIK4%20y5d0k9WEWEKnZCFzHm8WnZP62BZE/5chKZJb5epLhHelSKIIgqhtvzuqBZ/AZlqbnc0maJe82h6M%20vziLkzQ1l+F7RVpwsi6tuQXmnNVxuHd2qBFkRknf0KO0OVt2K1KMJ3JbJcXBVEnmGdvaLtJJTFR9%208S2Xqe24ypLIKUR4LDYFDo0MdRUafGUW0UC2aR0A3KwS2UEy8I30rye090O4wiQPHSLhqFVArRL6%20d6sdyT2IiWoPLANiiryshhmAmH4K2Iz0YT2EXhy5Q+kii/A0iRs9wM7NiBm2v6I3EUZet7wHjRUG%20jGEE2XTUdshlYTJkSr1Sv5XSSfXJE5P2apAm7vn9H1zu1u2meuVy3MtKGQp3pGcZJ50sxuMa0fcO%20ny8lU9L3YNJ+1KZx0QLHBo02G2pC4/0Zmr0LRIkQjoja5Ap+ETbV4fQQwUS1N6UkRVxR6lLRnH7q%20IfDbYkHfYEGRYN+u3j6wC0cRFo0dOJO7Pik0ESgsAVpa+EtvtwsAAkBdOwDGIsR9zU2zxZgpSuN6%20RzcOwCMoKEIcyUE6uX0VAglgSNrf1Rhtzb9yaRnkOFm+lC2Ch3GOM8uKs8LrOzh2L3+TdimEsvPY%207H32ACernBIDLNPCVcJnXdzqk+sq8KVRh1PDdp48sc4UVQaXZR9ketwKX4JywR3Bl6QZTxGeGDzd%20HI+GTSfq+SXf1EAsa5vZFQxJATdZ2+h3RQadIpJYb1v4NbcmcguH1CbkUGuQiKuO/mbtFeaVLPAa%20gIa0CWOEFDE1MDNL11BGWGdxUkdWao8UyA7dv3tItxWotyUkOyXGJyoatWoNrcVt0vk0MqPOkVFU%20183Evg4IYbG0/HDWzT0m4gHo2hH2jaHcketPud4uUqKoMljU1GRA5hugZUnkK1TNxQ8fuKgOFpEC%20hJX+oe8ztPyjByd7KBbztSeBmkVmRNsbVqfzgCeKvcBAdTrVl+QWoIj1tcccz/N6w0OL7Hza0gPb%20kbixh94p1h9GJLeH55qYlWoI31Vdjhpd6EYQI7o4bBOz9BppRCmeqC73n4Ca5LfWaGrfVG8oH0jg%20Z8FsuEqxoWOBo7UtE/QW6e42rhERI0dgm/4B+6jffzLgrnSdTpvNYZ+pVc9rjFWH00Ng1/QmSv94%2003u/3vGNFRDzrLSAiRPeuaV4nvLAsd7nGKfWipecMcD5VSqzGCsIvsyrXJydAB71IvcLTYUrTwiH%20WX1kWaGMfk6UBulkgdzvE4XRXPEilaiizoTuUPJ33/HvfiK5Lyigfv01ryn6Dv0Tz1qtGOrWH2Ob%20lORyZdIYkgI3kUqkI6mtk8j41HQkfVhi+bIOou84BJoM7MXEXN2tQQJ68S2iwC/SLgk7tBsySH+3%20lCeoqc3W3MtJ+oRWmJyY2Eq0UAyMdrsrg9CnO5ncFlYwkF1xz1+y3wrN55mk67madyPIMPWVeB9W%20tOWpZVyVYFMuSwUe6jvuCsO0EgzCtuzvAwhZuAskVLo6iDUfHv0wJG3Bd3QggjQQUuxsk7Nqo6iP%20kGJaF02exUeSHrcC+pRaHHfyfI2IaJFU1CtUS9bUIE6qvYvV+iCkiSz+iRuAyQLRcAXwbuO5As91%20q7+N19cBGambAPkmjBAnrUhQawQTgeX7o9kmP3MwmCHDUq8S4WRjfs7t/vlPMCyxntlYd6V7n0Hk%20Kx3aRpDiupkYwI2DwVGvnJrWH6CeIYsc9VFanTFs9ufkzfgXgFMFVzXNTHYPZui2646tuxHaMIq7%20EKe286T6uk09JNqaHIFLOjeGn/4MAU55F0Jlmkjp6vV3IUKp1tOh7vzn/0UNjghtD8C6ArjdIYQu%20ceEihGrCyip6DpIj3ibao9fF3MJ32V8symXC7pfsT8rLcsfIIV22bQ0D0lcrjwzYZlFAX8XaRs3c%20HQZskgcKiSSt/+QiSFj6zOpBgBfF7oFPYy433OVqRFlyJZItSzuTbyrDBJyhPscXnIW2XMQsdotF%20yR6F/zRN8EpH5rOSnyJNw9fVKUWPMUCAnKa8y9KkMwvUGbLU3jrVAsCSPTe87UZIXzbUx4ccWo6/%205WkWF2FM/oKyGGwe3FozPhbNikWphyxpFHnxkHDPHv17a6TYX1TW3JPKupsXiZa0+hhA8EkRcgk9%20bttERNPQyR+wzwsilEWEk/fasLtJwQbk8w3EEBqGLfeU9P3LbfWqIdqMssgt0vEl0vsVwEVtCHuk%20o3NS32AwUoocaSHwqc7WfE47ioDb2KIADu+58fKlNa3vUkfag5avhvAEtR9jYX5g0115pScNk50+%20Ns5X6jQ/TdKzubZldTmxUBW9Kh2p3xXhZqjjjfUX3a0rWXclR8/gxjx9znNufuoxxKYFiNdjbgKH%208mIT5q0tHJHoUOd0BM4Q4DQ78kAN3VVgQCJuytLWtwH88hAyCSOWJ2K7DlANE+HtimVJlDbJE9tF%2032lPIdkcwP9MUXSa2p0os0X2jZEPVg5eon2XCNtUI1KtbRVW5Cy9bTOo/y/SwL1BI7eSUqq1CeB8%20lUZbK2e1g1dw0F9maTEmWya7bD8RxZBCFYGMZwnaw84iUD3panO9WptoN757U/0IUoRGwGBBkkdV%20oTTio0N7WmAlxNJGtJPqh4DSTy8YE7dAZV+r0kxiRRY5zp3WggjOJv2gTUAKFcaoFBj4epnpTFI/%202ZLgsmTHAPk19WkRBVFZoTUC8EKJo4zPW5H0VIHXb8Ekbduuulka6bEp47XbbpnXbLCPCB8L9Aam%20+duqStSKcCASdVOT7mWcCoGosk+FHmdM3vOacOUQthEougK8txYXXPm7b6jPIbBMpF363ZcuNXTl%20UJATqUS6ke1Y7ig1KRWUHwE5MSyrpKClXSqH8gwAONiVQn4r7z671u3uQFYpseip13pgIHa5x4+f%20uNm5V+gEl4nuy+7q1QmTyzoTAeQWDnd0qJONwBkDHHetGZCq0ZBI7vlz3wawTAFz6K+wxiFy+4qH%20XL2xcaF5xjcz3r4J8AFwQ4DZImSTTcCvToqzIqorCeRxmD1XKXz2XOx8/NtfrZh+FdKxSkm+wAFg%20ce2ZVySxvimKzdTb/FzWyhmtiQtMkysT754Udf2c7sEpmAztZ7CeEShZyizITlvlyE43OGfpKB7I%20KhtLPiBShAc3MebgtML3CDGwibN938x9/JeGryTVpsgtVPkwkWkeHQBehsbtoYJaKmjA3tp1aNk4%20dRXtYmJao1VmEaBb5fvLF4ruDurs/dwaa/SGvqigS0l0tED9Ur7cmuhTRM11qc8QGS5T91yTJBbA%20lqf5NsvPLO+nUrRUS8SoPM2rQfZAbQCyorct1DB2t3605v9dUtKlz6nDUlboUGh+yCZ6/2dXu0zx%20RGLNOmnpSookJaeC60N5fOdK7i6OBWN9KPqHjYAYvhZL2NdguZWHbTg5OQnYPYKBuADIXTWGosgb%20our/5jaZTEvUXqQTlXKwS7I0ieZb03cgoJA2JWlvcubmsmDP79sbcfVIBNZouT71zSrkQgUNZwhw%20weUWpwO27zrtAQDS2JdEcVBYpXiBBBF5BmpzgJYICGqIVi1uh1OWrxw3lRUYUrCHChRY/5q+DWoy%20FISI/PS4XOBmEMBEH7pry85G+pFqDfCkBfqAdJGGNPOPfTcr46x02PuIDQGgibz44aBaoHBQd+Kt%20DjWL6jwJw4/JET/ogW5iiy4luizBY9LlYjseR9ll/wz0/QjLg5MSjV2/a+GhXqw2fqkz8W/wXttc%20455Uoo+rmpzqavLg855wCWpuyr6rQTrGxEQ3Ib2Eey7NpCUm4zrfN5VMY2CaYDMSTTWyIevbabeE%20duUVqeaIjs9ioMH7hgomLU9oBKnZdn1mCV/Dqqw8ekh7KyoooRvBteuH9sqpdNmF8s2tKwUrV6gm%20N0AfpIg4o71p98W1LrPDKZLyFvHm4KYesCGiRUlfqTn6KTR29ZV99913TnJZArmJiQljKv5mNoHb%20Gpmxl8/hMcBbQALP1P9FIrmp7BfzboOA4TFtBQ9hoyOu4PrHcQag93gUYl8C0CP164iI3ZZaBiDu%20ifhHtH2RGOpnD3AqUsibSI8ShJL3bSnATo+3t07RYfW4/JeuJt9cqhcT9C9ZyXfTEjjsFmjiLK/T%20EgC5ZAdpLjVz+343TQIWS32cgbG3CZq+5SogKrzo8aTk6pAGNMEqbWeWLqwQ5RYgKvye9bMxWaNh%20pcmsXRO6GuK1wpRCCs/VWX1aDSmQCDOdEIFckHs7zicMJ3q/OBC4EXVYL1zrCAoGoDptZm+ZdirF%20moNckWU8qkiUxalRpTp3YVd7JqR23k/nigsJEKrPT6ovKVzqR5BFGm6HTl/H+RvJrFl6B2uAQV1S%20Z5z7DlHUKkSWNUgqDaKWthwan2ow59AdkvOy45/Ott9GwDk05J8GyO1J6kssSyK6LCnDWI76+iFb%20EfHsO2iL9qLfWl7vtnMW8A1100JiRdZ3b9L9VKR2gwlazdHPyQbpoYbpUBB5DAPXISTGLrdRKReE%20smHyflPD9jQgNQXATZHlot0GO1rscAC5TwkWuhjcecDt2TQMdF6XpRcHkXO3RcCgJnDEot08wNhF%20megW312P2rlavkQ67JI40fNnD3AnOv3f1ouVikzHi/YoZYZRbRh3r3jM4Ou2gHKJiCcN0l2KSNQe%200AEJw/d17U/npzZgZgHE/8wCBwq3ET30zqLHW9pOkQ1AhaDw1qpcrj0pv116hKSlZIEjQsQOlkJb%20KxBIpJav16rVQGaxAeCJzCB1DpO74n8GpKrFeXQ40uZHxffC+V61MC480mHeu7NqRwoYVRusUStb%20gVD1kghnkt7AV6QXs/QhdSGvpabnNrl0Awi1nYqbbN9xC0R16yhFrAD8e0zsRVJsfaTl0KTGpQQ5%20KuaqHDT5mI4NgJTZryr7Hf5TbLhGGqq6C4kHeNPQhTFPk90TRxuAAwxLI6Bo0SC26ORz64FsUCuU%20iWrhk09xf8h8kGGp8SoAcnocZ1Mq8sqVK/tSVyHI/QIrWw3UaqTW82qwvpxAp/tARV6+aUkado2R%20VmSaF0HvG8o5334HA/0Z3AUitbsAGb2y2FdQAuLBfUnvDT+feu3JJaK4TqK2CbJrQ0RwJQloHOdb%20ObvXRAB3dmN/ondWerKb5sxMqsuVssNuDqATm3KJupzZ4EgvkEnSBJUBxtZ2RB049WASVyAu8FlH%20SLo8i6sAzdf1OPWgPppXqaGWkNvqAPjKKNHM4ijwagHKfB1gg1nZjzDz8BUaXZHsklvA3GSFBnBA%20hzR0SW4DpFOKKSZNbsIaVkOS8tqTD5qkvuh1jEloWam+I+crT/QVvPPFPmrzsl3e9wwiBOSnVSb4%20Z7CFH6ysucek4ctQULvRTI110ldEm0UcfdDuNvzfamvuB+xPKgDeHmSSPliU16jfjUgRhnrrC/zi%20KiIfwyIu0UaRAuQqNdRAqOUtA3ay3cFk0MScU4ocDdyko3Jk/D/64FgKnc8u8QUZt27xfU3LckcM%20Swk3b2KeeguX7T5jm57mJnKJUpNKWeqh2tzc3JyJHksaS5GeGqqPrN5/mifdkmODQO2UaIjercg7%20xDe/USSCkwQXRDzZ3dQBPkXT0o5EKN3h4uF2idikfbhA5FfhuynCaRhAneQafIbrMNmJqC/idrpX%202UUckQt0zppEU7G8SxRvMtH3GuDNrTzEPeABzhUv3PpWmUipZjUg6RR28vP1EuyI4c7b4yLWI6Cm%20lCIzGBqUSA0huzT/aNm9fIJLQIXUGqvk/h1Yj6z8BHB1Ig35vNWI4mR+uclMvYX0/RYrxQZCyaUi%20+7DaX1rBNw13gQY21zswNOPUYDegwm+Wayw2G66dVoJsP5M7aSk1T2tRqTbts97apQlI2rF9vxDv%20m7rluG3JTxYlpXTWjdMoPcTfszRNl/h8+nuRKC7HBxGJZBr2ZIYUZgwC1hUmoYksTezgVp0WGLMQ%20UpoTslWB12awK1qXkSzvnUsT+eo9ULG4IvKFsqKKTFXr+5jDoxYRC11j1OK4LmgjaCDEsI1R5vbq%20iuv6/AuXHBiEfHK6k6bAS95rqr3pp2pzSlk+QYVF0ZxIKKrNScz48myMu93nbEYk4f+oQ7pfiN5e%20Uk/rpv42+hnmpADXBABXpQ5XYJE1DYmvvMIDoKsRzZV5DX2VNKeSpiSCk/D9OI8xykgXRCVGnz4C%20uEtwZStKyyVRHE8UUcwZcj25CUDuoQkuy7G7RmvBjqUuaZ4Glby6ycHU5XEHYb9w5FmR4vkp5Zhm%20ct4MHK3lLCAZph108Zn8k0hxDRUyboi9l7HGmb2PFBFOAvidsx/dckgI1WAZyqG6Qe/Tury9qONU%205GWmC5ZopwvLju5uokNUSzrU1G2u08f9DOHrTl5bELh1ADrqg1P6VMojFtGoMRli1Ah15oGCl9/S%20Cas2p8WHVP+TRFzS8izh6zVKmlcN2wKttGScRF4DoTpRdemE6ab+sE5CZjkFSL9R9T3Z8YyoLYPv%20t1PHs+hNwObB9cTD0+zwBiQerxCjN5bTBAxLJsvO2SwSbbNum1pYoufjgUrozC0vNqmDCOBEQvnh%20hx8sohPQqaVAz1+aTWIZ5sACsP0rLgLfk3bEmdF98XfO/e3fwzIvemHkHUDPWqqYDx5TqzNmE+kQ%20UszcoIAi+pNYV7kxiICbf+2lv+TmbeB5/rcI4M7/d9T0GbbDtiukB2HsYctDynKgdNtAbqECEaU6%20Y/1yO6TLRB/flYCuQrCjmp3u40GgiM994CWcaDAeJNriZslIMuvlJlEcky1Ekh0AC7lnmraTLkGf%20W4waUhs3IORyxJS3WHBiiVPC1yzX4bYxaewA5DpQOBfpo46I9hpalUmUT+J6PV5oMos1TcdArsRq%20ffx+dJBr8bQvKqBaBbR4MAzzLEotKsSGTFtks98e51sGrZ7o65FqA0hBRMngXB6SYX0fWyDdZexK%20kXd8ZKhCJ5xKvkIAFIDEmMGqrfuvYRcJxdv4NH0VnWBHnZctOCR9JgIR9UB538FuTKKdqPRklibs%20GK0QYox+7E0sSxFRFM29ePHCRIz1ENgpkrt586alMy9+2pJvfB1yybf/D4LKf0QgWSIYiF/cBqRG%20+KkeFMhKZo66yn7loAdZAFiErZcU0YRa3CzAtg0AOjkPkLrcIb1JdsFWTB//6zvW5RIB3LGG7Xy/%20qJOG30J6ANYZnlIA3UrtLqn1p4DdQ2p0k2ans40Nza7Se3IZYAI+toWOeBkikDB5iyHZlo25ek4K%20JojCYrchXzLPriSq4DkZnu1Uqm791ZpbXai5TXme0ePUNZJmcsGahdV+FSfmCr4560R+G4oEIVBs%20kTap0URcXijDfM64Qi/yXFeIBLFLyuBgYFFc4D3TDGyZ1rICjIBkYmlW33TXMjg4WPc0p4Pg6OHV%20Y+f5Ogi2czFNyX1OkE8t7rsl2AHC5nl/7vvHCoDMfx7/KcLHqV+tIvkI2GBQqgFdDgMCtjiAkia1%20lb910+VukEYfGwfcCogyZw5tGzitcxZ4yaNNQBeyLeXHJhKKlPuvX79uEZ2ev5ibvnVYlBVAbeo5%20LQDPfIsAij/UDnAaALiWYU5OwIyEnerKPC8NX9HQb9Ny1cvnbgf0nsC2nOfv6MK6BJFtGuZlAeal%20jnNBwE3fXwRwF/MqbuqsY/TKxRAzzqX6ICSMuN78VWsOX6w8MwPU6uYiCzKUJ4imjBRhhBTv8u2l%20f9+ekt/ztjYhByLCqOE2EECu67ENyYJFYBtpS5OsgmSwNo9U1dNl92qm6ipEZu3Yd3SPoEk5lHI9%20eVJu6vECIJdxGlhaWOe80Dtk1pcA8faajE+pM5HA26B+187fk5kiqm1ENoB1R6CcchRZKnMToEVg%20B1bjnthnJ9reDSsWqSkKEwi84/gHoU+1REVd4XYw8rKo6B2vN6WUA687+JqWR25haBlEkAZoUpCR%20ujV/U10tjv1KBgJHVk3W125Yi0BykJobpKPzsGmxIX81gZmiubB3TvY067BclbYcHx+3tKVEjy/e%20xrcuq5sbiGUoKhORRO1UKB0ZOpElINfNT37PQybp4LmcLHOoz+EG4howJmmuJ2UCwYRUJ+UPN070%20NwHrkixKBHAX74q49GecJW2ZSdAIC8hVSnNuYe2ptRYoohPQbcPQk22MJnrVeBTRWf3oQylMpcQC%20J2YpHmyT8lgHlBZn1/GvrbnFFVKLqJtUq0kiMkxLYQC+erDonj6ESUkrgCNdOZAmeWl1GoAN0Ipz%20DkpLbtP7tr1HdEmdLQ95IgGISfdS7FARJzKxHX7z7QbKmsi8XcxmA4APhHB+wleaL4AVa/SGXm+N%203j61FkZbp3FRNAM4zezzrnM77uuO8jkFZkqNmnyafgroVO8DMGKFkgc2gCMPS1ERW7yr25zbz+Om%20NgGBm2p0IpqEvXMPHjywaE4sTAGdanMXJ22pqwBQ7gaQ/uaa93jb34J0gNIGSqe/sRLSzRz8oQOA%20uwnx5PofgnvJbvQL1yKgjx1FcOfxzjulczLWZRzWZYwUX2bQDZXuQud/6RaJ5paI6lZoGF/Hpn67%20UbNo5mBU96s2A7EoleJE77NNDdmAktKOs4/L7vmTipt+iZ0KZKwcjdqZIoQIerJiANzy9JpbJjW5%20sgZjsgyIrdH3hoJ8WdqCXTgVo8zYhgLGFi0EMcgoElHOxojcFlG1qGzQh0qbgGjw0OfjsAvzACBa%20zWYnSJby45EpTuk7OreHDeprJqgM7V9503bqrgmaqpP9Ay47cZWI7ToO3+P83kfAkD11lmSrxiqV%20SllvXJi2VEuBWgn+8pe/2M87d+64kZGRiyX3JbB6l6pR0+lFgWDTO7fqq2j5cSKAa/mQnv8DKgWZ%20jOXsYazLgqK6O4DdDFrXUwDdtGle1rZWSF/CbrQUpkRvfa3OpzCDi98v5C3qa6fJNqPaGKnR7JCU%20QUjfk+fPSYVCxJBkxnVe78DfrcuNkPlQbU3N3Ql0CNM4DkiHsBPrpA7cH+Jyd2fiSWUgXkBK2TZD%20U9zCh2grwCom2ZXF8g9iC/1hnWZaelIqvFavLYiBTI/SOwrYKtkiymaqgufkujmQgjSyiB6WhgTU%20TJaLtgZIImJBZpj05eadGRtFWHkYIez+ppy9z8knfeM0FM2JhKKUpNKWYlpOTU25l7Q4yHhUPXQi%20oihteTkbxM/jt3Lyc4oA7uRjeKGPIJp6PtVvj/7CLUtXqrVgiT66ZQSuVzdmIaUQ1e2nMAEuqmBm%20pimXapSRzfVMslMifPQVkZMSeSXgT6j2JOsT427o7wIAGXQGZAirTXnGoTEPsYj51eKT94mXcphZ%205t0VOy6CzQH7Qj8lBXZyCGkBuFlLAJ8PgoXAXkxBkV9CZenTTH2e+CI8wMwMmZB23vrO+CwdyTw+%20bwXKMf0uNTxikZoeKfrZ4tKMPeCDd+JzOcMDJIhKFc0pLamfj5CrEtD9+OOPVptT3U5yX1JCOdff%205xmO4Xl66wjgztO3ccbnEuuk8RhBa+ldCuzWt5fNmme5OkWbAVFdbY6obhnXZdXr0BiEECJwM6UU%20RXaK6jTJC4QMpahnScRcf9Nns78FHzJQQLG4if97p4ebAM+in+BFAbiJ/iJ1jn3B5WOPWwiL+yd1%207COFL7SapUBOSh2a9D9qh/URTz/ox7MgM6T3G8WfNg6i0A5qU3EmeoFYegTVHCI1RW1JSCSd9Oup%20NeS0FUmO+IlatrtIKGoQ10/V6VSfE9CpNieW5a1bt6ynLormWjbkp3KgCOBOZVgv8kHlmJywRwp6%20cJG+ut7CddykV9C6XHRrgNzqxhxg98raDWr01snRoEHbgWfYS55KD6Uyg54wU0cMaO2KaJrY3ozI%20fHRngs0t3EKWqO9EU3OPZzm2IJZr4Vm24FAHazEBQUSsRyOMKP0YEGtEBhGNPyH1D+pqaSKYFDR/%20AZz+Jtp/TI2+v5FNxBKlJFWbU/pSPXNqKXj48CF2PItO4s1KWyqleTrRnAg9tjI8YoR8Ka/iY111%20EcAda9h+Oy+SLU+eVgNLYbpbRG9rlsZc21jg8cqcxPWzCthtblcgqNB2YGxMCf96CLH4LWBk+vqd%20gC+4cfeHMoSV1oLYYd+Ut8sRi5LUqwRqT5rs3O8U8KD8UbaDABbW+8KU44Hma0s5CuAsyvY1004m%20b4vUSDOqrpaUSSiglhwaDICt14xcf8ub6nKK2sS0VIO4AE7N4XIpKOPCLpALe+uOPU4sEl152TsA%20oFdqTdh10A2JPWu+ZsEBM4zD05e2QmP2IvvKIFoU/yKsR0BWmqY0ktIDh+bkEscp05iNgpBL8/oe%202gB6itS1ybKgbOQWcReY5Tj0m7oOOQVIUJmWAUoBLTTUOPZwtOqFv+0rt1Wj+Bs6jogpiVjW3Ax2%20YFqqNidwE9ApnamfVWp2m/WKWfjUG5u+9cDU+oE8LUbJW4Y0/dcr34DksZ/FPP04yqJKUwqRH5zc%20wH0v14UK4YI04xvmsmHq8eBzYT2NtFsnaTcBmij8IoYkqSml8VPTv2PFEo3YaRrzIcqcsiDyRbpt%20dJ2q7qYanBrExbRU2lL6ltK1DFsK9NyxzFU3aMz+7l9QHvl3TJ8BKAcYJQuAGnqRMne+C8lnAKDi%20XnNPvkdb8idkuAC5DZ7vQRT5U/QlP0UUuch+88851n859/Mv9MABlBlef/P3zn2O/uQQAFfl+R++%20de5PNHPPlIM+N17/2dfO3WMfGM0uc8FsA95zMUUAd5HusnNyrorI5DkHkR+2Y8qkwQR4W8WqRXiK%205KR/ub5FChOwk+hzTQ/SmZuAXoPVqiK80Onbx3ge4FTDClObFumZTMrbH/xjhUbHHHA7vRae49t0%207zAqU+FSqcawH80WEUHULHKItDEFaERpsXzBUoxJ6kmqoYnKL4CLQxzpzOYN9FRTi7YPj4DqcmFL%20gdKWYUvB999/b+lLAZ1SlwLD5je+RxaEbg7geYbayBJ9g+OfO3cH0EEEwQ2rr41IDe9A18BwNEfD%20dR9AV+M1EkV+oOuA+yTPzzzPdQF0Q0Rvcg+ooiVZRlPyEcfZIjLspXenQQQ3p8gNZZJxADIGCK6w%20379IfxKlk3/gvW8SzV2CLQK4S/AlnvVHEDipt04P/APsdJT2E5gpktvYWjUdzCoEFdXt1Gunv4us%20Uq/XqOER5SEGbc3WqoOZuggAGCh/eG6K/lNqM0h37gNiAIx605DM8sEB2c8hns6wqfFdkmVqFRDJ%20JFD4+NWbvaN1wOOiMWu8JFf480BjdchsNPNXq3GKuUm9k2hLfWkd6ZQ1XXdihyKCSJyILN7V5RIC%20MyZk/Vt/i8kQNYrQjnUNaMzFshQBRWlLRXGqz6mVoILZq+pzahBX2lI9ds1tuq5FL9b1LOYt2QRk%209FwKYCoQudESY3Y2aMmiiUYkB1AhjoA8DGnFItEdKUoYzCalhSMHPTjsI+Dj9yzH6CH12AZ4vXzK%2063h9nKjvHpHdOP/efebcf2Bu+iPPPeJ87yHjdQOAO/0kSnNDc4K9IoA7weBFL33/CEjyS1qYeuxl%20zLDF3AzURL4BuK1DWhHYibyyQbSndOY2YCd7H+0jCbE6xJW6XBAEdqYTeVBAzAOV6S3znwHffnbx%20Q3emBw4BqF5gQHog8jnpd9oGo1QGr0YlFUhB4rBNYGWureGvb0V4BxmNwT6+TOnrZQaW+lWan0bb%20TxmYdTCBdmCP05kj7ShAsyit1yX6eABqitwUxUkb0oSgLwmd/6TfUyteLwalAE5AJzBT75zSllJC%20UUuBojl5zilt+WElFIEbUzHfq6mIb6yQOpSKP7/XiLba7wBSgBGC5C5GKhOSl1sgKltgvy2iuz4e%20/dThVGeTpM8aUeDsQ6I0NCfXAEGspaBG85zqdzw2+Rv9pa4H4Ovn/ViAujz7pADFTgFeQG65+H3e%20kZJJKy706BgfHgHfJqCJX1YuSUCviwZzWejgA2eRmx5IdPG7SCo+zclDP4OH/q56nnQzFe2JyKLX%20NmhXaOA+IOWV167eoebju9OEBmhBzc3IMCKYiBLTgoZsAyVpYsrkE8uRnW2tuJm/ZJ3D5w9By6OV%20j0bDyNNAGnA0Xzn0ApUy7MAGp4OamJywlUaM6UH0pX+Lqt8pdwalGHle+3XAhGzHZ24f1KKL89RH%20QFGagExsS7UOCOSkgCICitKWcikYRItTkmDv3rRKA1i0GIoBViP4rt39X4mkSBUqPdlHLa4obUiu%20j16A7q9Ul0OK6wUg9qcfnPuJxx+JziSO8DfU2sY+BRDRj/xknHrdA9KeAOEv/0HqEyBr8O9uHAUK%20QY1NfTxG1dR1qEWQrHAupizXu8Y2iuBO/fKP3uCdF54ZsGKlwv309ibAEZAJ8OpEc3I+UCuCIjoB%20mgCuDqjZPrse9DzYASgCQANMaUsK9MJMy+uoTuCmtKhek0zkrO8vgRit+vlOmpexCIuJLEGtaxcf%20O4kRWwQWqJvYv5VODJvBYSh2yCRVUVkITgCbpRuJvDqQJDNwQ/qqM8O/+V1Rm563fayhPLqNz/ou%20UzTXRfpX0Zp+Pn782Opzeohtqbpc6DsnsYM3NymREzVtUCPD9d1tA2o7/A3FHovIdvjbKoQStdjU%20+X2LSAtHeKvJkeZ3i9Thlvl9hDTjGDW4NqK1OteEFkw7HHOFiG+W1+lvXURtGZ4vzzr3ZwDvORFd%20O0STlyzE4ooCAde80plnPaKtef/ozmjNOEZHaeEIGIHFwI+VqqO28MbmiRSelSmFFLEfGz6iI8IT%20cFmkJyAUkUXpy4DCEh5Gr/WguGmGo6k49RQcF+Kd6RP3MymKylB/EejIxdpqZWqED73ilMJUdIaS%20e3vSA5TR9S3VCHuRloz2GH8Ti9GAUfU830Afbed/BAReUjoR0ClqU7pSUdz9+/fd6uqqpTL1XEwL%20HIlUs0hJ476OB4PrKAAwApeXEEge/BtgBzANEL2NFnHUBphkSroCKE1NAljP+TckkjJ/m4D9OEy0%20dosU5S70/18AtaekOJ9jdroCMLZxD4kdOQappFspUF73hBTnMwDxEeApQkyJyPAupJa7pEN7eb9L%20skUAd0m+yN/Ox/A9dGbW+vbGgteDnlKUSvuYO9pb8OZrdr7uptSMNyRV9CZndDMrPcGmRui8jD3p%20jTLFfUvPKv2jgwbpSH2AoB7m62v6PQDBE7x39NLzMwLqnRPRRGAmPUulLUVE+eabb8w2SddZgoj9%20yuiIu/vJbXd9sOSy93DblpL/FMC2LoKIGI9c53VIJnFSjuivuhjPVQGoCqDUJvADtEYBr2sAXA/T%20uQxKn5O6RKPVLHBKpDKHbgB+pC2vcQxlTFaozfXRZtAFmJaJBgukLCcgndxmv0HAMPWOtMr5Gdoj%20nUkEcEcarmjn8z4C3gHhZCB1ks9oKUqLxpplz53k3aLXnucRUJQmEooYlwK6EOwk3lyvY/tEJJ/F%20/DUeQ/KMurQbh7nYA1BViNLEhNwgbSj5O2NB8hzuGWjp+YhrHMDaYfrOAkh6Lh9M5Xs8L6+3IqBV%20I+0ZB8S6AM1ejh/iVp4UaI5jXuMY9Jf7fdQMrozJ5doigLtc32f0aaIRiEbgnI2AGr9Vg1P/3Cb0%20/g3soOrYDolUJHHnFIzYBA9jUJYEYkRa79vkrp3lQansnRtuHK4Hmr8e791AuhKRnx6XfIsA7pJ/%20wdHHi0YgGoGzHwGBmSI6PcS2PMjYPR0dy7P/zOfhDCKAOw/fQnQO0QhEI/CbGoEI1D7O1x0B3McZ%205+hdohGIRiAagROMQKjA04L6ctge+hsg5kYAd4JLLnppNALRCEQjcKojIKbvNkyQKuzINdpONvi9%20QyQRiCZ5GscTkFDoBXVrEFMq9MSpf041OuTYXFJMY/bfknoJ+6h3Ls5r46iWdIbM3lM9+zM/eARw%20Z/4VRCcQjUA0AtEIvGME9qDwS7brlXrWkN96wGOSNoEGAHWF1oCbd/kJA3KPv02iWPKQ/dYgqQx+%20Qt8bPW3Xi4AZfW4vntP3RjO4GJbXgpaC3G8gfGNII4CL7qxoBKIRiEbgPI4ASjtuA4DaJILbhR2p%20nrgFwGyORnDZ3Kwi7bUk+j+qJPOA3xT9cUtEaPNM6xVe+5J/52k1qBK9rcKcLACGCAy42G8jetNX%20GgHcebywo3OKRiAagWgEZJ4ot4AM6cZewGqVdOM8JqUNimjSuItJzACQk+hBjn64IdKWcZ7bIFU5%209R1qJzwnP7mBq6iY0Mh9FbWSK/ye/G1EbxHARbdQNALRCEQjcF5HoJNUpJq8a9TeFkgzPviWVCM/%20VYeTfJccuK/SM9dGVDbP38pEcLukNHHkcG2AmzziBIpyIKCh3OX4PYlWpcxU04DiJXALOOyriyK4%20w0Yoej4agWgEohE4kxEQCBG5FQaIwOQ2wCMHcL0kJVkBzB6iJYkKirs3DtiN8UCH8j4yXZMzgB1R%20XIMoT1HgEr9L13IOfcphanA3eExwTCmXXPJgLgK4M7lwozeNRiAagWgEDhkB/BEtetsh7Vgk8roN%20YCWI0OqQSdC2dJNIccUAqrs3vdlpB/utIrS8R+SXoe5WoXa3Sq1uCXCTr9xLAZ8833i+RETXHQFc%20dA1GIxCNQDQC0QicxQhgFeVWAbJZGJCviMimAapnpClf8VMuGzdR/r9D9JYisnvyi3Pfw6ScBxCH%20Rpz7Cv3JMvv98BfsdPgb0mAmoixJMIxyEcC89NGbvrIogjuLCzd6z2gEohGIRuCwEYgRaYk8oqis%20DrlEXnG71OSGAbBxWgTuIJY8AZDFALAZUpcpSCYjOAjIDHWUv9fYNwOLskSac4XoLo/25HWBIs93%20Xx7Ptw8NYwRwh11k0fPRCEQjEI3AWYyA/BC71MxN+jENoWToGk3bEEUEenjNuX4ArUOmpzAtOwDD%20Puxu5AiO27tLUb/b4e85/j0BEIKBTkLNOI6b7c5vgGASRXBncdFG7xmNQDQC0Qg0PQKwQDKy0gHM%20RtUWoNYB4hI5fdvGzxgAWAK8xBg56BbeQZQme50CEZ+sD2UjpecvObHk4NBGEVzTF1q0YzQC0QhE%20I3AWIwAiyePtvZuA611PCskC0GuBhOVZfPKTvmcEcCcdwej10QhEIxCNQDQC53IEIoA7l19LdFLR%20CEQjEI1ANAInHYEI4E46gtHroxGIRiAagWgEzuUIRAB3Lr+W6KSiEYhGIBqBaAROOgIRwJ10BKPX%20RyMQjUA0AtEInMsRiADuXH4t0UlFIxCNQDQC0QicdAQigDvpCEavj0YgGoFoBKIROJcjEAHcufxa%20opOKRiAagWgEohE46QhEAHfSEYxeH41ANALRCEQjcC5HIAK4c/m1RCcVjUA0AtEIRCNw0hGIAO6k%20Ixi9PhqBaASiEYhG4FyOwBsA19bW5jo6Olw8jgp1tEUjEI1ANALRCEQjcAFGQJgl7BKGHdwOAhzP%20tbVpx1QKQ7xoi0YgGoFoBKIRiEbgAoyAMEvYJQzjdPdRLgQ4aU3HK5VK7I9//KOhYD6PPUO0RSMQ%20jUA0AtEIRCNwzkcA7HLCLmGYsIyH+SeEAIcfunuyvLz83T/90z+V/vmf//mcf5zo9KIRiEYgGoFo%20BKIReD0CjUbD7e7uloVlPIRp+wA3xb//9729vf9jZ2cnziMat2gEohGIRiAagWgELtoIbHPCCzxm%209wHuH//xH2sB6gn5oi0agWgEohGIRiAagQs/AlGbwIX/CqMPEI1ANALRCEQj8K4R+P8BVL9jOSov%20KvkAAAAASUVORK5CYII=" height="256" width="440" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 8.&nbsp; </span><span class="textfig">Valores medios de la capacidad de 
          cocción de las semillas no tratadas (control), embebidas con los 
          extractos (E) para 3 h de inmersión.</span></div>
        <p> Estos resultados se pueden relacionar con la tasa de imbibición de las semillas. Lo que se corresponde con lo planteado por <span class="tooltip"><a href="#B14">Jacinto <i>et al.</i> (2017)</a><span class="tooltip-content">Jacinto,
          H. C., Bernal, L. I., Garza, G. R., &amp; Garza, G. D. (2017). Cambios 
          poscosecha en frijol durante el almacenamiento prolongado en contraste 
          con el envejecimiento acelerado. <i>Revista Mexicana de Ciencias Agrícolas</i>, <i>8</i>(8), 1827-1837.</span></span>, al determinar la contribución en un 55% de la capacidad de imbibición con el tiempo de cocción. </p>
        <p>A las semillas tratadas por 3 h se le realizaron las pruebas de viabilidad directas mostradas en la <span class="tooltip"><a href="#t3">Tabla 3</a></span>.</p>
        <p>Se
          manifiesta para todos los tratamientos con los extractos, una repuesta 
          superior con relación a los controles SNE y SE. Se destacan los 
          tratamientos más promisorios en correspondencia con los resultados 
          anteriores para los extractos E2 y E3 en diluciones E230, E240, E260, 
          E330, el E440 y para el E130, que hasta el momento no se ha destacado 
          como más prometedor, pero no ha afectado la calidad de las semillas 
          tratadas. De estos resultados se obtiene como extractos más promisorios 
          con relación al control y entre sí, los tratamientos con los extractos 
          E2, E3, y E4 y E130 en las diluciones en el orden: E240 ≈ E260 &gt; E230
          &gt; E360 &gt; E430 &gt; E440 &gt;E460 &gt; E130 ≈ E140 ≈ E160 &gt; 
          Control con 3 h de inmersión. </p>
        <p>De forma general, es significativa 
          (p˂0,05) la interacción entre el origen de los extractos (número de 
          extracciones), diluciones de los mismos (1:30, 1:40 y 1:60 V:V) y tiempo
          de inmersión de las semillas (3, 6 y 24 h), para los indicadores 
          porcenjate de germinación y índeces de calidad de las plántulas 
          obtenidas.</p>
        <p>De estos resultados en la germinación de las semillas 
          se comprueba el efecto bioestimulante que tiene los extractos en su 
          calidad fisiológica de acuerdo a lo referido por (<span class="tooltip"><a href="#B4">Arteaga et al., 2018</a><span class="tooltip-content">Arteaga,
          B. M., Garcés, P. N., Pino, R. J. A., Otaño, C. L., &amp; Veubides, A. 
          H. (2018). Extracto de vermicompost Liplant una alternativa para el 
          desarrollo de la agricultura de conservación. <i>Revista Ciencias Técnicas Agropecuarias</i>, <i>27</i>(3), 31-41.</span></span>) en frijol y tomate.</p>
        <div class="table" id="t3"><span class="labelfig">Tabla 3.&nbsp; </span><span class="textfig">Valores medios de indicadores de calidad del proceso de vigor de las semillas tratadas por 3 h,</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="left">Tratamieto</th>
                    <th align="center">% SSG</th>
                    <th align="left">TME</th>
                    <th align="center">IVG</th>
                    <th align="left">% PG/PN </th>
                  </tr>
                </thead>
                <tbody>
                  <tr>
                    <td align="center"><b>E130</b></td>
                    <td align="center">2g</td>
                    <td align="justify">4.00c </td>
                    <td align="center">1.76b</td>
                    <td align="center">1.0a</td>
                  </tr>
                  <tr>
                    <td align="center"><b>E140</b></td>
                    <td align="center">10c</td>
                    <td align="justify">3.43d </td>
                    <td align="center">1.57c</td>
                    <td align="center">0.84d</td>
                  </tr>
                  <tr>
                    <td align="center"><b>E160</b></td>
                    <td align="center">2g</td>
                    <td align="justify">4.00c </td>
                    <td align="center">1.67b</td>
                    <td align="center">1.0a</td>
                  </tr>
                  <tr>
                    <td align="center"><b>E230</b></td>
                    <td align="center">8d</td>
                    <td align="justify">3.76b </td>
                    <td align="center">1.56c</td>
                    <td align="center">0.80e</td>
                  </tr>
                  <tr>
                    <td align="center"><b>E240</b></td>
                    <td align="center">6e</td>
                    <td align="justify">3.34d </td>
                    <td align="center">1.86a</td>
                    <td align="center">0.91b</td>
                  </tr>
                  <tr>
                    <td align="center"><b>E260</b></td>
                    <td align="center">2g</td>
                    <td align="justify">3.45b </td>
                    <td align="center">1.74b</td>
                    <td align="center">0.99a</td>
                  </tr>
                  <tr>
                    <td align="center"><b>E330</b></td>
                    <td align="center">3f</td>
                    <td align="justify">3.62b </td>
                    <td align="center">1.44d</td>
                    <td align="center">0.85d</td>
                  </tr>
                  <tr>
                    <td align="center"><b>E340</b></td>
                    <td align="center">4f</td>
                    <td align="justify">4.33a </td>
                    <td align="center">1.44d</td>
                    <td align="center">0.95c</td>
                  </tr>
                  <tr>
                    <td align="center"><b>E360</b></td>
                    <td align="center">5e</td>
                    <td align="justify">3.71c </td>
                    <td align="center">1.30e</td>
                    <td align="center">0.85d</td>
                  </tr>
                  <tr>
                    <td align="center"><b>E430</b></td>
                    <td align="center">5e</td>
                    <td align="justify">3.76c </td>
                    <td align="center">1.44d</td>
                    <td align="center">0.92b</td>
                  </tr>
                  <tr>
                    <td align="center"><b>E440</b></td>
                    <td align="center">2g</td>
                    <td align="justify">4.00c </td>
                    <td align="center">1.14g</td>
                    <td align="center">1.0a</td>
                  </tr>
                  <tr>
                    <td align="center"><b>E460</b></td>
                    <td align="center">10c</td>
                    <td align="justify">4.00c </td>
                    <td align="center">1.22f</td>
                    <td align="center">0.86d</td>
                  </tr>
                  <tr>
                    <td align="justify"><b>Control (SE H</b><sub>2</sub><b>O)</b></td>
                    <td align="center">18a</td>
                    <td align="justify">5.60b </td>
                    <td align="center">0.93h</td>
                    <td align="center">0.66f</td>
                  </tr>
                  <tr>
                    <td align="center"><b>Es</b></td>
                    <td align="left">0.011</td>
                    <td align="justify">0.011</td>
                    <td align="center">0.03</td>
                    <td align="center"> 0.014 </td>
                  </tr>
                </tbody>
              </table>
            </div>
          </div>
        </div>
        <div class="clear"></div>
        <div class="table">
          <p class="textfig">%
            Semillas sin germinar (% SSG), tiempo medio de emergencia (TME), índice
            de velocidad germinativa (IVG), relación poder germinativo con plantas 
            normales (% PG/PN). Letras diferentes son diferencias estadísticamente 
            significativas para Tukey p&lt;0.05.<br>
          </p>
        </div>
        <p>En los coeficientes
          de partición de la masa seca de la raíz, hipocótilo, hojas y masa seca 
          total de las plántulas de frijol por cada tratamiento estudiado se 
          refleja en la <span class="tooltip"><a href="#f9">Figura 9</a></span>.</p>
        <p>Este
          indicador directo del vigor de las semillas, mostró diferencias 
          significativas (p&lt;0,05), con respecto al control para las diferentes 
          diluciones de los tres extractos; obteniéndose una mayor formación de 
          biomasa en las hojas, hipocótilo y raíz de las plántulas tratadas, lo 
          que corrobora los resultados anteriores y demuestra la eficiencia en la 
          bioestimulación que aporta el tratamiento pregerminativo de las semillas
          con los extractos por 3 h.</p>
        <div id="f9" class="fig">
          <div class="zoom">
            <svg xml:space="preserve" enable-background="new 0 0 500 260.794" viewBox="0 0 500 260.794" height="260.794px" width="500px" y="0px" x="0px"  version="1.1">
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v/zlSNFm%20eJwf+fnPf95kjJ955pmm0+QcxMxeZckyf0q1muycggm2POqoo367HiZ7QXFimxUHNj7bh8k4vdtv%20v711yimntL785S+3rrnmmiZL9O1vf7t12WWXNb3XLFmy9L8Ykj7rrLMamzOpelSKniB6Sk+wdd55%2057XOOOOMBrSh80c/+lGueMuSZR6VapjsqUWLFl21cOHCXerM0F8sXbr0E48//vjtozDBeF0zQwXx%20Nen68fHx1pVXXtm65557Wg899FADhPQGs2TJ0v/ywAMPtM4+++zWDTfc0CxYGJWiJygbJGN17LHH%20NpO8jzzyyCZjvHLlygRDfeJxZtiyzBZdlRm66667blq8ePEHCxj60xoMvX5sbOySRx555PHZPkwG%209XmW49MD/MpXvtK6+OKLm16rFHmubskymwp7NP8GuADkXVZvWSVJ10ep6ITIvNx4440jBYaUf/iH%20f2iGz5ctW9b68Ic/3PrMZz7T7IdkOC+D+NQLnfvVr37VKrGi8akucv/xj3/c8DhLllEv1Wqy85Ys%20WbJNAUO/U4Oh5xcntnFxDMtm+zAZY2WYV1xxRetLX/pSM1x2+eWXN9khS329O0uW2VIEHkFctuXS%20Sy9tLkGcXZjvMuwCrFk1BqSZOG2O3te+9rVmjyG025l6FMAGvwBE3n333U3G+JJLLmk2hczO0fSK%20kQPZNJn3T37yk02G7fjjj28Wqxh6yJJl1Es1TPbT44477prDDz981xoMbXTGGWccV8DCXbN9mExD%20Les1H+Dcc89tgoclvwDRhRde2ASWUetRZ8nSrcSGhp/73Odahx12WJPVkN3QGx82sAfGDD9/4xvf%20aIacPv3pT7cOOeSQ1lFHHdV0RGSJALenn356JGwOaEOvQC54A0dZpleARyCSTp5wwgmtI444opH1%20/fffn/zMMitKNUx2Q9Hhg4sOv7IGQzuMjY199ZFHHlk1F+YM6ZUaJuPw9AStcjGxs6DA1vXXX58b%20L2aZNcUQmbk4FgOUHkyzRYQ9swD+YeoxhyIoXnTRRc2Qk0uWYP/992+9733va3ai/uhHP9rsO1Sc%20zkjsIo8GtNhuQ2bIirIs0y+ArSkHspVLly5tAG/61CyzpQQYKgD+qyeeeOKOCxcu/N16Ndl6pRe3%204S9/+cszZ/swGTBk9ZjequyQ4TG9aMNm0uN33nlnk7rPkmU2FIEnNjQE6C0IMF9j2EvC2dmjjz7a%202BSgdt111zUg7bOf/WyTuUKnIbMvfvGLTcfkySefHHp2iF/hD/DRytJRW/5PnkCF+WDkW/8dpUNv%200WFOmBW6su9W6WW2ffo8rA83JmeXezl0O9gSw2TFpz593HHHXVfA0II6M7TpGWecceKPf/zj++bC%20MJlei960ACITJKXrAEn3rCpJZcsym4pAaLNQCwHo9FNPPTX04MNpy8AKhrJD5unphJx//vnN3CGA%20TWcEMJKh9f2w7U4A4lPQC6CNwpyruuCPHfLJGI2GGc2/slWILNaogCG6B0jKCJG/vdtyRd70iiFb%202zp885vfbGRsqwcA3SgG3maMGqwfkBm6++67r168ePE7DznkkFfUmaFtx8bGzi7CWTnbwVAUz1A2%20w2Quwwo5eTrLbCx6jrfddlvjMGVcZGSGnd1UP8AjaJuPB6DZusK8PLSyX0FdQNchYcfDcvB8mgne%20Jv7KENt81SpTfgFd5mWNQrYYyCBbPDM37D3veU/r4x//eDPvUWZtlMAQnpGvrRSAtQRD07dpnQed%20hQ996EONrEtgbmzFHLsEQ4Mr1TDZ14ovWLBw4cKX1pmh5xUDXP9Xv/rV0qkMkzEGDoYB1D1UlRCi%207ziXOrXrr/+3P9Op9Oug1ljp4kpjzTJbC1vS+9YLjyzLsPWZjQvcwI/5N+zU4oTIDOmImFNiYjUH%20byXnsLJZMeEXADKvab/99muCjwnAhvlkiYC5UShW4Bl2AtgESathLV8fpcnJkRki5wRDa1fEQ4CS%207plvZ2UeEGyCf3baB6+/E6vJDJPdcOihh+5Wg6Etli5d+qVVq1Z9d7LMEGChR8i5SJPKuEC58R0H%206Ts9MENTejTADHDDaHwnvR7PdCr9AkNZssyFwnEKiLGsXs9x2IWf4AeszAKGgB09Xf83l4RfAIIE%20y2GCIUHa0AMgVHxdk3E56KCDmr9WQZ100knNnCfDkKOQFdeZFCTNvwKE7NkkqzVqmQJzhmQAgV/z%20MDOTsXay/v73v9/wUEfH5H6yz/lXgy2RGSo2f+XixYv3Xbhw4e/XYGjrM844Y2lxYD/o5RD0UPX4%20OGW9Kmm96BUSoDF4jkfqj+NxHpjeoR4jh2gypWcIH9DpBoiAKj01ae0EQ1nmY2FP7INzBDrYnOCo%209ygIyQ4JSMPqkXcCQ+ycUzd8wk+MAhjiS4Az5xTiH9904oknNhkrQdw8LCve0Dwqh8uiWaeRrE34%20HsUFH3RPZ5cvzwnUa1/Yhbl1FvwYZs4DjgdfAgwV27p0yZIlbyxg6GXTHiaL5ZSWpnIsANGpp57a%20pPDtPhoghiEDPjbjYtAEzUl6huPRE3PPZOZOhFIImSEZpARDWeZjYU96jVZpCeDmjliybg8fQyiC%20OVAk3TuMjEY9TCYgCtpoRRublwWW3TDPic9gz8MImAAlWiwBB3wEHjQBaIbPBHJDZQDTqPgZdKCT%20n0X7qOzsHB1emUkrdMmePwfUw0/jd+7oPfUig2rOHd3MvZpmTo8nhsl+1mmYbKuxsbEzSm+uZ2YI%20iiU0kyallWPVQ6xwiXlCKgpjNlPepE+9R2PMnuMkXRxkXTyrx6FXybm6GFmi5SzzrbA1wcYwDoBh%20WCc2NDzmmGOajgb7AoiGcSgqW2Wb/IEOkeXqltWj8WMf+1gzLKXzg0YrZoa1Ak5w1lkDePgcgC3A%20kKBuEnUAy1EBQ+YNXXXVVa3ikxuQNgoBUlyw0g3fyJb+2XDxXe96VzMPSwcXKJYtQn+WqZUYaWHr%204t2oHWMzF0tkhu69996vn3DCCW8qevx7NRjashjeKQWlPtgLDOkJyvBAsnpV0uQmdMoEMRRjoLJD%200C6nAwBxhMa9zSEyp8ASUeCJY5Lqr0tkljgoRsewONycUJZlvhW2IuiY18JZyg4ZdhbUdUAMP8l2%20sEXAaaZLDYaAHn4hsr9oBTCAJOcDsv9hg6HYW0iWCp1oAoYMleElXzMqGRigjF8lXyBtFOgCcPAR%206DHZ16RfoPfggw9uspaGIU2BAH4F+MwOTa2IlfRS0sC8wARDgy/VMNkVBQztU8DQy6c9TMb5Qf8c%20C0ATw18cjGyQzJDfxH3ZIXv7MOg4GkN2iDPvlBnyvKEzKVg9IinsBENZ5mMBhgAfjtLcOTakc8Eu%20zM0RxAEhGYT2TsVMlBgmM2cImGDnHLmgKXijiY0LjlbMDHOYLMAQ4AZk4CvfpAPnu1EDQ4aidCZj%20k9hei01mqlgIgybyjAwQHgK7Oq58Nl0A4KyIygnVUys6MhIFYiMe5mG3gy89V5NNdZ8hjg4I0vtz%20tEX0BNwDWmSLZHWgXAI2IcxKCMbhd9GjkP7l3NvTqYiUHTI3SQAQEChLKkiW+VbMFxKkgR29Rx0D%204EIQ8p2Uuk5HLLWf6RITqC+44IImOLL/ushuAEEBhoY1gRqdeCdLJctmLqOjQvgwvMRDQAkoGpXh%20eHQAGIbz0D4Km0MCs8CQ+WDkSfamPERGQ5aNLqI5wdDUC7sRK3V6cln9zJTJ9hma0g7UMR9IJkiP%20QCqcQ2EY7rsAICvK9BpDsMCNJcGeAYSkqAGnbithZIhiGI4TzQnUWeZbAXhiV1qfdTj0vNmO4GNi%20LSeqd94ORGaixOnlAYYAtrro6MS8wWGCIUEZ0LHY4+ijj27mt5iIXnxew19Dei7LmocZiGR/8Mgk%20WnxzMK+z3QxLkT3AO0ywJotG9+ggUGRxi6yV/+OdYVBgCFgSAxIMdS4CsTlg7EWHhv0sWrSouYBy%20vAWKTCfJ894GJ4NeO1BP62wyRgmsADmMmNBkdPRgOBSfa2PgBN03BOa5yTI93sP4cp+hLPO11GCI%20HRge0wsXGAVMGYNhgiH2bW6IYAgM+VwXk7oFR0BjmGBIh0uHzYRfmWkgQ4YIbw2bGdZxCezDAkOc%20M/6QL/psS2IvpLe85S3NBGUT5vEZABkWyAgwJHjTOfoJkMfSepkjWUzTIRIMdS86+uwXn2zxAJy/%20853vbOTsIGZZS1lMdi7bllsW9L/0PJusGNv2Y2NjFzz66KM/Whc02q9Jc7npYpb5XgIMmRckQyrw%20mFcgsOs56o1bpTksMBQB3Py/UQZDOmay0obF0GluE1pkMiKAx6q8YWVe0ChLYAjPijzgzBSEww47%20rPWRj3yk9elPf7qZPG++5bDmDyUY6k8Ry/DJClFZPxPPTUCXqQSOXO7JsJlDlNmhwfiuOLW+yOH1%20BQy9+FkwdOyxx250xhlnLC5O4u65cjZZliyzuQQYMk/I3DmByLA0YGGuxkwPk7UfwSOAGyYTDEcZ%20DMkyAxGxqq0d8Mi4AUMA07DmJvJv5Hnaaac14NIEeTyLVXrkLpvl3rAAWycwBEAK2oYhyTfB0OTF%20MSYykoAQfuIhnpK7VdmmoPiMj0DmKEyen2slwFDpUF5/wgknvOeQQw55ZT1naL3ieDcuglo2lWGy%20QZcEQ1nme4kT4QENk2mBCosPBEirygAhf80xEKhmwibZot6qLIbgLWvFqaOzHZCNChgSTIAhQEOw%20rjd6jZ2egSGgaBhgKOaQyPQBFmg1XySW/OMh8GE+iW1KRgEMxZwhNNsfx6IZmbZYRZxgqHsBhgx9%20A7gyvObWsg8giG258FkWGF8TDPW/VKvJVh933HHXrDFMVsDQ68fGxi4ugnksM0NZsgy/yLQIPIK4%20YROrNz/4wQ82e7tIpct0CJ4cJ8MedOHEAQcpfBN7bQJpfoN5OIJ2OyAbRTBkWNGcxQjUvgMwhg2G%20+LcAQzFXBNi0tB7NseIN/4c1r6kGQ8C5ods4L88cGAAOaBPkZY0SDHW3I50INgP4yK6yEzZi4ZEL%20f/FVBhhgz9J/m5MZeuCBB84rvnTbAoZ+pwZD6xeH+6kCPFYkGMqSZfhFsBEcTz/99GczQZyo4Gjo%20LA535Dhn4sR1QMHwjdWgQJmdsIGyOH6jfc+wBENTKzUYAiTIEy9jaE9QlEnAx2GCoThmiaxN9JbJ%208NkqPf+XLTT84x6/nWCocwkwBNzimexQ2LVsoAuoZPMJhgZncxPDZN9avHjxBwoY+pN6NdkLli9f%20vlkR1HgOk2XJMvxiqMGcoUin18MjMgeCtxVGsgYztQM1MKM3G7tgBw0+t+91lGBoaqUdDAEZsjDm%20MMkIAr6C5bDBEL7ho4wGXrpM7C6BpAFEMkbo9ReQz1VQnUsNhmTWzAfU0TGESwdcCYYG78cmhsme%20WrRo0VVFh3epM0M7lx7f5UWJnxjWKdh1STCUZb4XYIjD1NNuDy52eja5EgiZSTCkGL6TCQB09Gw5%207QRDa1/awVAcXWLVILoETsFyFMCQITw66ZgYgBj4sQLOZ5lK9/1NMNS9JBgafonMUOnYnbNkyZIt%20jzrqqN+uwdCfFcU+qgCQWwoYysxQlixDLjUYMlm1nkgJaFjBMwwwJNCpN5w3YJRgaO1LgKGYMA3w%20mOQdR4iQr+AoS+i7YU2gBtDwCk2yP8A4vaSn/saBt4Zuc5ise4kJ1ORpmwf2ZEI6EOz/5gzFuZ45%20gXowJTJDRYdvXbx48dFHHHHEn9fDZC8sTvd1xYGdncNkWbIMvwQYiuBSH8lgs1MTbIcBhtRlHguH%20beKsYRyAKMHQ2hVgSL2yAMCQrIGMgVVaJs1HFgb9w8wMOZvMEJ4gTufqVXmKCdT0QhtyAnX3Epkh%20fCRnQ+AxFAoQ62Cwl8gMJRjqf6mGyZ4oNnbZwoULd6o3XdxlbGzsqpUrVz6Vw2RZsgy/jCoYcoxA%20LOnXixUA0dF+HEeCoakX/g6wjPk4eFY6qK0DDzywdcghhzQr9xzXIHswrOAYYCiyVe1gyDw2eiE7%20lEvruxdnddJDMqZ7bMMKzZNOOqmZfyfjChyxK2Aph8n6X2KY7MEHH1y+ZMmSzQoYekE9TPYnS5cu%20/UBR+G/mMFmWLMMvowKGdI4MkXDMMYHWbrmCs5VudkYWAGfDPkOjCoYMfQGW5I2nMm3m3tho0Y7U%20wW8rzUYBDAnY9XYOgovv0Z1gqHcx3489yPixJaszbU9huworM8kfjwFLqzcd35GlvyUyQytWrLhj%208eLFnypgaP0aDP3O8uXLty1O9twEQ1myDL+MChjSk1WHlUOW1L/jHe9oLViwoLXrrru23va2tzWZ%20CxNpc5+htS/qNTxiOAygMI/EcAqAYR4JOQNGsnHDmjOUYKg/BRgyB8zmqXiJZ+YF4hsAHIcHk3ke%20xzGYEmDolltuefy44467uICh19dgaEFBqNesXLnypzlMliXL8MuogCH2J43/1re+tfXmN7+59cY3%20vrG1zTbbtLbccsvWLrvs0hwyqXfbvtdRgqGpl5hAHUNQdqRWgAx8NFfInkP4OCwaEwz1p/zqV79q%20Vo/Rx9hGwT2dDkOPJk3br8mQWa4mG0ypVpONF9+2cQFD69UTqF9ZnNZ7ikJfl5mhLFmGX0YBDHEa%20dsiVvpcFeve7392cpr7HHns02aF999239b73va/JDCUYWvtSgyFZg3qStEAZGzAmGJr9BegxWdpw%20GBtuH/Zkb8ASMAQYJRjqf6mGyb6zaNGixUccccRGNRh68fLly1//zDPPXJBgKEuW4ZdRAEOchrOT%20nD8G9Nh12mReICiGyD70oQ81gEcwrEuCoamXGgzhWZ0Zki0AQgTPHCab/QUYAnbI08aawG4UwMe+%20Q5beW02YmaHBlGqYbFUBQxccfvjh29fDZLuNjY1dV1Dp0zlMliXL8MuoZIZssggMHXzwwQ3wKb2o%20BggZNnvve9/bzCNKMLRuJcHQ/Ck1GKKX/o9/CuATS+0TDA2uxDBZ4fWyk08+ecPSyXteDYb+sDit%20A8oPrsrMUJYswy+jAoZkhkzejSXeskP7779/6+1vf3vr0EMPbR155JEJhtaxJBiaPyXB0PBLZIZu%20vfXWBxYtWnTSwoULN6vB0EvHx8d3f+aZZy5KMJQly/DLqIEhWaDDDz+8ddhhh7Xe9KY3NROpzSFy%20L8HQupUEQ/OnJBgafgkwVGx+ZQFDZ5VO3bbtw2Q35DBZliyjUUYFDNlM0TJgGwBaVr/33nu3tt56%2069YWW2zR2n333Vt/+Zd/mROo17EkGJo/JcHQ8Eu1msww2frtw2QvHx8f36c4isszM5Qly/DLqCyt%20d8zGqaee2tpvv/1ae+65Z2u33XZrltZvsskmDSgyf4hjTzC09iXB0PwpCYaGX6phsocWL158ysKF%20C7eswdDvFTD0pmJ4lyQYypJl+MXEZRuwRXAZFhiKzNABBxzQrCKztF42SIbIUJlsEceew2RrXxIM%20zZ+SYGj4pQJDPyhg6IwChrZa62Eyik5Irk5KrzLbiPve+wjb7+p7vQowZDOqBENZBm0Udnilk8CG%204Fjr7EwU9ahP3TUNDruMU+uHBYbq1WRA0Ac+8IFWcR7NERGOEPB/c4hyB+p1KwmG5k9JMDT8Up1N%20dmanYbKXFaf1xqeffnrSzBCnzFEzWsb58MMPr2GgggvHyLnYOdUETHsp6GH6v+cIvNfpy5yUtLsN%20qBIMZRmUQdgany7a6O6CCy5ozgO66aabGgAwU6eDsyfHLzh3SjCxx4igwyE6vwjgYQf15mwzDYZM%20oAaGLKu3AeOJJ57YOuaYY5r/m0ANDGVmaO1LgqH5UxIMDb9UmaEfLlq0aGnxYVvXYOj3i0PbtziK%20K3qBIYLhmCm9HuJnPvOZZqdMDlMFDAB4YSy26CdQh80BRIz8c5/7XOu4445r5kHYXKru7daFwQNU%20gFaCoSyDKByQ858EQSdGL1y4sFk2LnjT2ZkCQ+pxCCrnaJn6Rz7ykSZwGyIzPBVnVQ0bDBkakwli%20vy4HS+KZK8HQupUEQ/OnJBgafgkwdNtttz1YcMyXig/bYo1hsiKc6ycbJuOEGSQHxwEKInqvDBmw%204Uw4F2l0vUc9boFlxYoVjZFw7pxSOKann376OUR6D8PynEMKgaFhOaksc7sYtuW46ebHP/7xVrGF%20Zqt8ejlTgZu9Af6C4LHHHtucUM4ZRpDW2RiFzFANhpyg/rGPfSzBUJ9KgqH5UxIMDb/Umy4uWbJk%20g/ZhspeMj4/v+swzz1zYKzMEmHDADpK7//77pZlal156aeuOO+5olWeboS0GYadaPUeO0PfueYYD%20dxIvZTAcYJJ0u+NiVN7HgXq/OrtlkLJkWVejkB2il5y4+TmyNEDSTNLA4RlGZltnn312kzWVFUWP%20y+dhzhlKMDTYkmBo/pQEQ8Mv1T5DjxZfdk7xYdvVZ5O9oji0d5UfXN0LDEnXU3YAB5CJuUPAi//7%20Huj59Kc/3Tr++OObTJC/rujhckY33nhj8w7LdutC8L4XkDgpGaUEQ1kGWQxT0WNZTBcdHkYBHtiF%20gK1TIVvEZkbhOI4EQ4MtCYbmT2HH7MHBu/RSZyzB0MyWapjsvoJNlhxyyCGbPguGjjnmmAXOJiuB%20YHWvYTIOjYPm/BitCaecNUcC2AgqMV+IsF2AEHAUzohB6+3KDLU7UEphAjZHCjjpIaszh8myDKrQ%20LVlO+miIDPCYqZVkdQFwTKJGAzDkAnbOP//8BEMThW8w6R2gARa9E58s0PBdp5JgqD8lwdDa2Q8+%200M24ZILooRiZYGh4cqnPJis+bL16mOx3x8fHdyxO9vxemSGOyNCVjI/VJOY4MA73TJJmBAwGCOIw%20P//5zzfgSaDhMDlSz1AE2aQw+vYS84ZyAnWWQZcAQxyQ9DXgMYwioFvJBtwI2C5ZVqvc2FU9oXu+%20giH+QtZYB8xiDHSYaC5o8E2dQGyCof6UBEPTL8CP+Yf4wcfcd999jS7axLQE4ebUenobJcHQzJT6%201Priz75afNgONRh6ZXFaBxeFvr4XGKLghMuBADycElDDYXIyKiB438v+EKrg4j5jNx+C47TE3hyj%20bgaTYCjLTBU6SEcFIcNk7UO3gyycJbsxj06AsehAJlVQkXX1f8HH0F09j2m+giFAQFCx75GDYw8+%20+ODm81133dUAmQRDgysJhqZf2Czfgi9smd2wH6tW2bkkQi3PBEMzUwIMFR96d5HJccWHbVSDoV2L%20sV2zcuXKn05l00VOQ3oaoCGs2LguNq+DdoGm+F5x3z3PTQZucgfqLIMsnDdHRa/ol4yMDIPrtttu%20awI5JzXozRelzAEFDtKhpwsWLGjO+3rnO9/ZgA+X1ZporOmYz3OGZNCAAsFFhhrQ6bX6L8FQf0qC%20oekX/oPtGh358Ic/3Dr00EObhUW2zzBqwoZrnRs1MESusWWOq/48jKkE/WzXxKaLZ5188skbH3TQ%20Qc+vwdDvjI+Pb1Mc2DkF2Px60IRMVhIMZRlkEVBkHWWCBElL6gV6l72zZDUBJFmiQa4sE0DU70gL%20QMhZX9ttt11rr732ao67ePvb395kPtrBznwGQ2iSSRN4vd/wfL3tQHtJMNQ/XU0wNH1dpWO2iGEj%20hsfMASRLOmeBkA5R2MWogSFgzpwmfpCdufgDOqldsxUQVcNkjxdfdknxYa+vwdCfFmF98IknnvhW%20nk2WZa4XOiUwCvKAkLT1+9///tb73ve+1tFHH92ksIEQE5o5q0EVAOGLX/zis6fBywo5DPU973lP%20MwQEgMh+oLcu8301WYAhQbl9D6b2kmCoPyXB0NoXOkeu5iTSRXwyxQQYYiejCobUbRETWuwpaPf5%20GsTNdjBU2rFi8eLFnzjiiCP+ogZDuxRju/KRRx55cirDZIMuCYayDLLoqXHaDNsEZZkgwQbw0HOT%201v7CF77QfK6dfr+LFVEWEwAUAJAT4GWD7EQdAM0wmZ7ZfB4m45M4X/wiO/KSwbO5K0eNF97PT7QH%204QRD/SkJhtbNzi0iwp9YTW1IHqgY5dVkAYbMDzZH78ADD2w6iiZ+G66eraUaJlteAN7mxYe9oAZD%20v10EtEVxYMsHPUw2lZJgKMsgDcEkXM4GkLA6yQRcTsr/rfhw6bkBRea4DaoEGHLYqUyQU+FrMGSO%20gdT6fAdD5iAatsQrAMiZaLJpzkuzwatdu6PHKrjUJcFQf0qCoXWz89kIhtgrfbvnnnuaziEgZGoB%20n9htK4vZUCIzVPzCk8WfXXH44YfvXIOh1xaH9tHisG4dhUYmGMoyqMLxyC5YrSUQ2hvL/61wtOkh%20nTOfiONyDTIzJIDodQFDMkOGyvbZZ58m2JtwadguwFBd5hsY8m4rUQEhdRla/OQnP9nQYomyyaho%20JFPzGmrgmGCof7qaYGjtChkCEfRPVsWWGbNhmKym3ybJMuVkO5uBUOirzFCxuVsWL158ZPFhr6k3%20XdypGNtljzzyyE9ymCzLXC4xAZdD4qA4HE5JEOLkZYpkjgyfce6C56BKTKC2ksyk6R133LG18847%20N6vJ3vve9zaX7+f7nCFgUBCOo0rICPAhPyACkOGs3fN9gqHB6OpsAUNimGEcOocWHZ7Y/mWmDmCO%20DRctwLA1RhxLRWcBoTozNOpgiKwDwLGv2b7cP8BQiQPnlM7U64oPe2GdGXr+eeedt2kRzHgOk2WZ%20y2WUwJD0OaDx5je/ubXlllu2Nthgg9bmm2/e2mWXXVpvetObmjF6Q0PzfTUZHyDIkokJ0zJ5AgZw%20QF72OovzDgW+Ggxx3AmG1r3MJjAUR+zIZBhCNeRsAjD+oXvQE3+9nwydN8i/ADZsxkkMNgu18bDs%20JhuuY9uogqE4c1RnBH29FizMhlKtJnuqyOUbhx566K712WQbnHHGGX9dnM4dOUyWZS6XGgxxjgKr%20gGqYjLNn7A8++GAzX2jQw2R03Ko184Te8IY3NKBov/32a+bDmEwNDAmCCYYee3YOl142+elpk5/5%20XcAQoAMQGeJsd3z2jkowtG5lNoEh2Ri2BVSU2NboqH2pdHq67VTezyIzxafQOfsKseM99tij2T7j%20jW98Y+stb3lL6xOf+ESjlzXYGVUwxJYdE8T+2NdsHwKthsm+uXjx4oVHHHHEq+thsh0LGPpacTSP%20JRjKMpcLQwB2IjNk8rRAKKtgmEVQ4shkIfxm0GDIajETpQENjjt6kFaSmSAcmy7WZb6BIXzSy49N%20MYEaPX3BRuDwf7LisGUEBEMBiS8DHky+xkdBPMHQ2pXZNmeI/GUR2TTe4Wv75PpBFfoHmLNrGV6Z%203q222qr1ute9rrXtttu2dtpppyZbRZfrfcxGEQyxWRls9IyPjze+sdOqzdkWA4Ch+++///wlS5Zs%20V2TxonqYbL3zzjtvo1/96ldn5jBZlrlcGIKAKbPgEkilf6WvXbHiwz0ASTAaVKHjAjpAYVUUEGSS%20MLABeJhUnROo/ztND+zgBYeMRwKNieeGHGyJIEj7jQAjGJvb4IoskmeBX/IMOhIMTb3MNjCEJjoX%20q7cA4m5nYfa7BBiyKpR90FWZXgskZH0POOCAZn8zulofwDxKYAj/xOHgoZVkziPVSaSr/AJ+zsa9%20hqrVZKuLP7u2yGhBDYY2PuOMM44vwOM7mRnKMteLVC+HI9NgTs7ixYubzRYFeEtIOXzBB1ACPAZV%20AgzJAllBZn4DWuyhE2Ao9hmqy3wEQ9qKjhguIyPy83/A1Wd/Bb44KBpocj92/xXMHRGUYGj6ZdTA%20EJBg7ym24MInmZ8AF2QsdtA9WUVgqD4UdZAFGGKXbIRfsTL0Xe96VwOELIqQ8QXi2XA9oXuUwJAJ%206HSS/Xz84x9vAJw2+AwY0Udgrt5Be7aUyAzdfffd151wwgkHFR/2xzUY2r4EhfMeLSXBUJa5XuiV%20LAJD19OJjRdjnpAAC6To3c0UGPrgBz/YDJMBGxxlLLdPMPSbYTIO2GRoPgEPOGK8cU/wIDc88Tvg%200hlQ5Eq++GxH8cwMrV0ZNTBE/uaKGQYL27Vs3Tl1UdBouww6IXDP1EoyYIgczReih4cffngDJswN%20BCjMIZIFZsOjmhli9+yGrRvSs+kiezI87Z6OG76bwzfbVpcFGLrvvvsuXLJkyc6lfS+uwdDzSsM2%20KGhwaQ6TZZnLJeYMcTYcqTFwAYeOuWQhBEYBEmCqnWu/S4KhqRXPcrzqKb25BizEuwAiE2PJCi8M%20gboC2Np3SNCULco5Q2tfRg0MqV9nRaYCwDDMTOZxqLH62U2dGaqXsQ+y1JkhQ2UAETBkcQQ7spVG%20ZIZGFQyRITCkg0GubM9wswUnQCc9QKP/D8tu1rbEMFnRiaeLP7v+0EMP3a0GQ5uXxp68atWqBzIz%20lGUul9h0keM0J6h9dQTnJOAK4oNeWp9gaGqlBkMChOGO2A8NL2699dYmgAA0wBHn7F7MyTCR1hBa%20BPEEQ9MvowaG8AHoZR8yF/5aWajzQl8AZCDIUKkNOm3MiW5zyNj0IEFGDYYAITZiM9W3vvWtzVCZ%20fcRkhkZ5zhAZ8i9okVHlL/3F21iAojNpG5LZFp8jM1T4e9UJJ5ywf5HRH9RL67cdGxs7q/SiViYY%20yjKXSyyt52z0dBh2HWAEU0AjMkMJhkYHDMnuWP3n3YKIgCv4AT7kCdxyziFf/BFcZAWACbzy+xwm%20m34ZxQnU6iB7QNeREeTHVtBnZ3I6yrZkjkxiNhePrAX1QR6zAwzRecNKskAmTu+www6tbbbZptlU%201TJ7Q2ijvJosduHnA/HTlILYugJdwBEwxNZmW2YowNC999578ZIlS3YvYPql7cNk6+cwWZa5XhIM%20TY9Xow6GDH0AEr6LTe0EQtkCE1dNiDcp3eodE+LJN4p3JBiaWhlFMKRedmA4hx2zC3K0KEImyCnr%209NVQGvnTC/rB5oDmQRUJBYCL/skGAUCW1ttQdYsttmhAEXsH5OrkwyiBIdlU/o+P5GPIldzNEQI8%20gSHfzUYwVK0m+1nRjxvah8m2LAp0anG6D2VmKMtcLgmGpserUQZD3gc4mPdlUz1DETa10xMXgF7/%20+tc3nwUkE0DtQ1Q77gRDUy+jmhmSXTEcBtzYDyeGdOicjVRlM8x7iWFUds/m6NGgloVHZggYMixm%20wjRbdpk3REd9h55RzQyxe5mf2L+LHfOX6KOrAGiAoWHp5Lr4NZmhAuouP+GEE/Y+4ogjXl6Doa2K%20ozl91apV308wlGUulwRD0+PVbAFDevzOd9ttt92anbwNS2y33XbNbr/uW9JsGC3B0NqVUd1nSJZC%200BYrZAnNFbKCTNB2z//tL2USvVhiyBSNgMYgwRA5yk46bDmWo8tUmb9kab17JiLXR1sMAwzFfkL8%20Hv6Zj2dZPXDJ5uzhZd6VIT8ZVkCT32Ez6LSX10yt0utnmyfA0GUFDO1VwNDv5TBZlnlXEgxNj1ej%20PkzGcQsazno6+OCDm+CDl3rgljLrgaPbRFZgqN5rJsHQ1MsogSF6pNNOXuRnPotFD+xEZshwqP8D%20yYARO5clMuEaD/0eiBpUCTBkjyFzlRy9AUjEZG527d4ogCELEdiXITt8Y6u2qiBjvieOM9GZ0B6d%20DkPPjhFCJ1nXk8BnQ+k5THbMMcdsXRzNsuL4fpiZoSxzuSQYmh6vZgMYEvjQiBagJ86DMnFW8AGI%20LHHmvBMMrV0ZFTAUk+ZleuiEAA0EsxnzhIAMG2z6nm0DQ+wY7f6PvzMFhmSGgCH6aPI2QMRuRikz%20JN6Lsyahy/648A+PAB7Dz/6PHoBSZk12iN8i79mcGbrvvvsuWbJkyRuK33jZGkvri6P54qpVq747%20FTDEqREiQbWnGv2fMnAsrlgCG0riucmcYoKhLIM0hARDU+fVqIMh4EZgCxplhFzmC5k3ZDWP4IO/%205j7URzIkGJp6GRUwpP2ADuBjibqzvlzOADM8uvvuuzf2QydiiT16ZT5M/pU50gZAY1ClfZgMwEAT%20uwGM6OmogCFy4uPI1iRzdKmbX3H0jflWeBg7t7MZ/PcdUDSb5wxNLK1/+yGHHPIHa7XpIrDEiXNK%20hGXSWghUJRwVgXLWAo3gQqDQvH0gPAfgUJhuY7YY7r0JhrIMwhASDE2dV6MOhgAH8xvQuP/++zeH%20YjoIc9NNN21W7wiOJlCjXVCsfUmCoamXUQFD7NNwjoyQuWDmhZG3s79cQBH7EcBlLcwXEtDx1f5i%20/j+TmaFRB0MKu2RThpH5FDYv9pKnq31jRfZGzmicjWCo3nSxyOQ5my5uNzY2du5kx3EQ8qpVq5og%20UhBVk/rDvDhVm2DN7ueYpNfCUXP6HGIsdTT7H7NrRaiL+4zLngYJhrL0syQYmh6vZkNmSCfLPAa7%20/MoOWMEjO7Tvvvs2AEmQdCSCIJqZobUrowKGTPK1QsxwmGFQK7PI3FAZm5EFFJfYrjhjuwVDp4ao%202ItVUGhk94Mqsw0MKXSfnbIRezCJ83iIDvZVx+DZDoaqYbKLCibZpfiwl9RgaNPi0JYUp3tvLzBE%20EY0bcn6cD8fIWYfQjN9jkHFSiiAtbb+CYJ4JZCZgmaGO8VJvnQjF3BwmyzIoQ0gwNHVezZZhMnvI%20GBLDM+l+dPorg4B2YCiHyda+jFJmCI/YiDhjOwUXeyFr+ggAxeG9OuV0wZlaaKeraAQ6BlVmIxgS%20u/kSdbM3x9iQJ/CIDt9HAY7wd7aDodKuawpIflcBy6+od6BerzibDQvYObPXMBkmYVDsPMmB+Mwx%20c1AckzFZyihzhLEEzogFHuO2Um7Scf7f7sQ5ywBCfgdEAUOzjdlZRtsQEgxNnVezZTUZMIRf+CYD%207f86X8ccc0wTkIChnEC99mVUwBB512DIPlIBhpxPJkMEBMseWU3Gvl0+m/wLIGmD+DKoMhvBEL2i%20X5EZEndrOuYSGKpWk60u/uy64sMW1JmhHcbGxi4sjm9Vr8yQCWjGX/WwvEzWh9A5kjjvBSMBIhOs%20LHeN2egYy7HKBnFA/t/u5D1vrpAJWsZ2vZdQZtvSvSyjWxIMTY9Xsw0M4WXs6WJoxOnaAiQwlEvr%20176MWmaIHtJH2ye4DIVZNUgH2A+gQU8Ak1iGb9oFm6GTwNGgymzPDPE3Yr1Eh0nSczUzdP/9919Q%20/MQOxYf9bg2GNiyO5tjChLt6gSFMMg7L+QErnAumMJIYzsI0DAKaZIiM7coScTgUBFDyDoCq3YFS%20ImBJgKIoQBFHmGAoSz8NIcHQ1Hk1m8CQ+SKCTyxjDv9jj5RRBkMCnqE+WQvyTDDUvURmCMi1msyE%20eZd5YuzFX/YjdtRLvtEjRgnwdDInUP+3HwEKyVW8tg0F+uiaqSzsh23LotV6N1fAUOmA3Fj8xPuK%20D3tVDYaeX5zNJr/85S+X9RomizlDMj0Ajh4YZtmkidPktAgT4HEfQwEfCsjh6K15BrPjhOlOhTMw%20gcsmWd45284+6YewbEnAqFwMIno4M7Wz61zmbYKhqfNqtoEhQydo5J/wcZTAEH7GhoFh2y40RWYo%20wVDvglf0ShZo1113bW244YatzTbbrPlsMrUdxw2Nso9annyobAcaMzP03+CQzqHLRHSLDHbcccdm%2053Y8xEurMG1hIA7Xx4bMoWGynxaZXF18xq41GNqpGNuljz766OP1vkDtxXdeAuwwTj0Zq8dMtmIM%20AAwlBH58J3vEmRo68ztK6DkbYVlq362uGG4zDDcfJ1BHhkxaVw9GAKB0wYtBbSM/H0qCoenxKsFQ%20f50w+9UevW22LbAIzOSIVwBP0JFg6LklwBB7sZfU6173utaCBQuaZfZ77rlns7TenKF2MAR0JBhq%20raH7dM4QMt5ZfQlQ4ilgBBCZjwUM2aJgLoGhyAwVGzy3+Imtiw97YQ2GXlsc2seLkd422aaLYaCE%20Rrk4I4zFEIGE4xZgMAmgCQfoO6vDMLbTKrJ2Qc3npfVhuECldL8gKShy2AJhgqF1M4QEQ1PnVYKh%20/hXtj5PVydUwhDmVAIRVO3iFntDHBEPPLTFMBmCYK2SoTJaIPpKz7RQMoVmsU8eNBENrFrpukjl7%20kRliH/gJBPFHQJLVmVaN85E1nXNomOzmEl+PKD7sNTUYekFxNpuXQHBWnk02/BLnxVA2xwgIipy7%20AFg78yxrZwgJhqbOqwRD/eWn+tVlygDeoc98DYFJNl3WPDND3UtMoJb9wT/gguwdHQFgCODAEB7X%202ygkGFqz0CMjN1bgoRGt5lsBkyaj8z/sxiKouQaGqmGyJ4tMrix6tEsNhnYpxnblypUrn+w1TDZT%20Zb6DIc6Fo7a1AEdpjpagJzDnnKF1522CoanzKsFQfwuayT1W3MYOv4Kz+ZUCVPi7BEPPLbHqia0I%204jqLtlAgf6DDmXSAksxQgqHuJcAQ/qFRdi3AEF8Uh7PORTAUmaFC+9mlU7J5aesL6n2GXlMc2pFP%20PPHEzQUMZWZoRIq2c0CGywSBXFXXH0NIMDR1XiUY6n9Bg46OYGTxCT0AIAyV5QTq3iXAkJVPIVfy%20lmkT0A2bJRiavNB1NMoMseHIqtnF3eaV/NFczwytWLHitsWLF3+0tP+1dWbohcuXL9+qOJmzc5hs%20dIq2c4AM2FLRbseXZJl6STA0PV4lGOp/EaQFFKDCRoD2VrNYhDxHdZ8h8z8N4Y0SGDKvhd3QRycb%20AB8JhqZW6Dowbkgs+GjCtAno/NEhhxzS2BPbR9NcBEOF/z8pMvl68WE71WBo17GxsauLQT6Vw2Sj%20IzBBUDpdZggYyp24170kGJoerxIM9b/UmSEBEdCwIpe+jSoYEjzwyrymBEO9y2wAQ2IsfWIXQJCJ%2001tttVWzTcEee+zRnPcmS2Qu1lxbWh/DZMX3n1X8xiZFTs+vwdCri4IcWhT6hhwmG66QKD9nbyUd%20ZykYWnFi7hADFpx9rzfJ6VBGysmIfFcrbZbOJcHQ1PUxwVB/CloFZ3ZrfxeyMxcwltPjFT6S57Dn%20DJFTu6wAtlEbJkswtPZFjNXRZhf2FJIRsnnlzjvv3GxRABBZXcb25+o+Q8WH3rV48eJPH3HEERvU%20YOhF4+Pj2xcne16CoeEVhiFd7nwYBwtKYVr2aFIbw+fkTbKUrjbXQLA2pmu8XLAwEbPedTVL58Lh%20JBiavCQY6p/zBWoEaPyw2onMBW7zNMjePA33rSob9tJ6PAUc7IOEt4If/gASJn3rpNV2kWBozTJb%20wBC7xD+gh92wETHHX1khE6otrUdTTcccGiZ7rPiKi0rbd6zB0IJibNc+/PDDq3OYbHjFDt8MncFA%206jbAgtS322675nrDG97QOABAiUNi2H5LoTkh/Mp5Rb8pkWljrHQqzii6++67m8mqwBBDrwFkgqE1%20+ZdgaN0Ln2pYDI0CTBwhYcffbbfdtrXTTjs1wxL4i8bQx2GAIXXSSwHZsSYCOnnLYpGzzBB60FU/%20k2DoN2W2rCZDI/DDz+CZVXn46JQIdg2o09k5vJpsfMmSJRuVtq5Xg6E/Kgry7qeeeuqazAwNr9iV%20W4CLyWx2BnUis7QlIGRnUA6f0grolFKwNK7LuDn6XHrfWsO50CG9bT1aQ43mXwmsHKL7HHe9Si/B%200JpOI8HQuhcgnLzQBQyFXQNAhiMceyCIW+bszMZhgiEFTwVqPBTQY5ievpEDOviqWk8SDP2mzDYw%20xD5sAGqEgazFF7aOzgBDczEzVGzy3sWLF3+2+LBNajD0kuXLl+/yzDPPfDXB0PAKByNb4WwdRi4g%20CpQQusBoGSRjEiAFKUGRQrsEiCxrFo6GseKX1RECN+MW/DhEcx/oWIKhziXBUH+K4GgBhIwuwIOP%20LnSxbZ8Nk5H/KAyThS9Ci0yQenW+rHwTAHPO0OTyni1gCP/Qw05kAtGIVnYUO1DP1WGyYvOPFl9x%20bvFh29VgaLdibNevXLny6RwmG17h+BgCMMRBCpKMyUZiFJNDj1OF8UVQNL9Ib7LuqWX578JJc4ic%20jmNN9HwEP/OtGDJn73iYHCbrzr8EQ+teZIZMmkajDg15u9DLtvEQSBLg2fIogCF241BumVS0AzjO%20l6RzwJAJ1bWeJBj6TZmNYAg/2Q0/6e9cBkMxTFbatazEhA2KnJ5Xb7r4B8Wh7V8c/5XzOTPEWVNO%20BicoMiaf1T/ZmW39KJ3AUJwdE2BIEOK8OZ/Ymh4gEiCzdC50iJP+6le/2ixhtjoCn4GhnEDd22kk%20GFr30gkM4Rv5su0AQ2gdFTCkHjzhWwQ/eoD3bCLBUO+SYGi0S2SGCrj/bpHJycX+Nq8zQ/9rfHx8%20j2J4X5vPYIgSc7yRDhY8Gb7JjzNxJpgDbDlsQZGjdJKw+QTmFZhnwNkLkia46bUJiIKlYMX4OSgO%20PecNrVnIjgO1lNQkdcubOQKybTfmBEO/KQmG+lOAIXSjEb/i2ANLms0F3H///Ru68RT4GPacobAZ%20GVQ8i8zQihUrEgxNMY4kGBrdUg2TrSwyGS82uc0aw2RjY2M3zPdhMkps2ISxxGx6SsxhzsScHHVw%20hgwGCLKabJtttmltvvnmre233765x3EysJjs5jM6jfdSTkZeO4FBFQ6Qw+Po8S0u+uO7YRc0UHr0%20cNzmYnHinLbtC2SFXAmGevMwwdC6Fzpombo5QzJBCxYsaOx5yy23bG2xxRbNajLLm80bwrOYwzbT%20YIgt449AYY6QDRYtzrDyEu9s60GeaMyl9b3jSIKh0S3VpotnFr+x/hrDZAUM/e/x8fG3PP3001+f%20z5khBhyBhuOisByATMJMLFnn5AVoxgP46Dn6a3dQl96kbJEAZH8hy11jO3WB1CoAjqs9eA6i4Id6%20zCPgnBiw/Y84Qg512IBIBoihyqAJpPgDMJKn4Md5yvzRsdrQEwyt6TQSDK17ATKAoc9//vPNHCGr%20Q2V62bYtNNh5gCHyHBYY0mlQP14atuNrrHoTFIE4+mgInzzrzmGCoTVLgqHRLlVm6PtFJqcVH/a6%20BENdAgBD53j0jAh+poogx2EzGM6HQgqQLnMNrIiKzRc5cWnrsbGxxnkJFsCRgMEZDbpw2AzBahOB%20UbABIBk4/g0TDHHEHIngExtX7rbbbk0QYvicvHuCuGBfZ0MTDK1pCwmG1r0AQzItMrlowUvAR9Bm%2062hGu3vDHCZjz4Ih+2AvjmeQmbYn0g477NDccxiqPc7YSa0nCYZ+UxIMjXaZDAzlMFll2ObucOAC%20vR7dTBX1MgSGAvgwIgCDo2fgFFdAOuWUUxrD5igptCEgS3c9K2g4ymPQhbOjUOpkSHqSggrjqJeq%20D0t/0MWYY6t5m9sZmrC3i2EK+zgJMIBG7bgTDK1pCwmG1r3EnCFgKHb6Ne8PX2VzBUg6wN6HubSe%20r8MzIAPP2IjslY5DLOKwS3b7Vh4JhtYsCYZGu0w2TJYTqKtiiMWQD8M2eXqmSjsY0lPkQAEiTogT%20FSRlgAQIxo5OvUnGzUlQUHNiZqIwevxhGByMITNtWNug16+CL4AMh25YAi8BIpfP7nEAgrjVZZkZ%206u40Egyte2kHQ/iIh4a6gSLBchTAEB+CHtlUmWjBELigiy6yxlNyrVevJhh6rl9MMDS6pecE6vm0%20tB4jOEFBj0EDPj5zkurxf5Oozb2hCFLCHBKBDzprFmBIoOHAZVs4J46d8YRD4vgZMzo5ck7VcxyR%20oMHoZ6pQKvNyXILWKGQWOUGBj0Pn2PEzztqJ40sEJLtS41W9bUKCod+UBEP9KTUYEhzJ29wbARyN%20hp4iaA4TDAlyaEKPK8BQbBIZYIjOJRjqXhIMjXaZbGn9vNl0kWNiuIKJjIqLk6GYDMjya1vPMygO%20QBrb3h/m5whKg1JOpRMY4tTRwKlz6C730O23MkYUGmjyO459psAQJ7hq1arGqIBGw3ODPPl7qoW+%20CHwBejgl8yCsxPM5dvbGK5mhBEPd5ZtgqD8+px0MOf7A/03qHxUwJMtrlSpeoceiDdnUOFA2jm3I%20zFDvkmBotEu96WLxGxu0D5PNm+M4KKphJCuJGA1HxMBlV+KQOgrBIcgkyC64x0nYjXWQwbEXGKKs%20FNfFgVJG2SsOlcMXSBmY4DrIYbI4/BRoEKQM0wlSnDUn9cADDzQ8EmiGNYmaE8TH4BdnBAjJDhl6%20jA0tEwxNLusEQ+teZgsYsgEpPycIWmxg6f+mm27azLUzidrZiHQUHTLotZ4kGFozxiQYGt0y2XEc%200zqoNQIioU/HscZeNJMFyUGCIUbq6ArzW8y9oQTABodO8O4xGEGI4VutBThxrhwSoDGoIF+DIYGw%20PTMkGAmSFJZD0JPjZG0SaRI1QMexD3ICNcduB+eojyM3B8cES4YlU8XZWD0zE/sddSr0RTYPv9DF%20QdqzyQUQAUYCpGEyma32CdSygMMGQ0CG4E4fe4EhDm3QYMheM5OBoXoTPkWwlC0cFBgSROK4FRN/%20JwNDaGdb7QHS8C5ZC571sSz9thn2YHVjLzAkULavJuMTZgoMCXp8jU4gMAQAWWzg8+67795MpsZP%20dNSryZQaDPHbg5o3CAzRebbSDQwZgmQfddwQr+gym54JMMQ/k2sshKnBEJARYKgGGe1giF4PCgzR%20MfY5GRji403HqOkQd8h5rh7UuqAY27UliK7uNUwWgIZz4pQYOIfe7kT8RmV+RyEx0v8hSs/FcFM3%20UOF99vYZ5ARqvUJC1Vs0NKYt/nKK2mTXVZkXmQ7/Z0TQMJoGdTRHgCEGEwezBhhiPAIPp8mpUsIo%20ZMYZaUs4o0EVsgE09LSl0XfcccemB2m1ls3jAA7giPPGu5iLFZcANOgJ1nr4NlgUdKT5LQm2ceVm%20m232rINHo9WC9GuUwFAclDjbwFB7ZmimwZBFBrMBDKGvExhyvxcY0ikbNBhir/iGj4I4ncQ/l/8D%20Gj6Ta50ZUtrB0KA6jL3AED7WYKjO9M0WMCQ7N1NgiF3ORzCkFL9umGx8yZIlGxUftl4Nhl5Uesnb%20Fyd7Xq/MEIYYVqBQ4WwAhnqOisAiwHDUnIxUX8wrobAYjZEQcDfnA6jETsGxaooj5VRc6ojdhf3f%20X/93v9O92Bm5vQ6Kx7BliXyWMvdZkOJ0ZYQAOO2RCQGG/M6z4dhjF+a6zprWmo64F78JWuNdvSZQ%20c0IBhjhRjqsOWsCjYTw0ytzUjjjq8Lt2/sS94BE6652l698FWCC/cI42gnSkAGAk42KTNs4U3YyF%20U8A7+sD4pNDDeKK+dp65FztIBx1xL+TZSQ8C1ABdgoosGvoAn5hALVMUy4UFVzpWp6oBDUMmAjw9%20j9O5a1mFntX86aSP7bRFm0Le9EoGklzbwRDa6YDvI3sV7QfQ6Cn9NKzi+yid+FjLs6Yr+NjepuCj%20+2zbMBmZAsABhgKcuwTqoCH0hC6TAT6SO5uK3cnbbSDo8F18H/8PPpnHR146KWQk0JGbz2wVGNKB%206ASGBE0T6XUW6G/wxTsM8/JTQJFAG7Lxt9azWveCj7U9dbLr4GOcTcb/oQ/PgKGYQC2j4b6gyf5j%20KM+7yBoICjAUAb6Tv2nXx/Z7tR7UbYoCIOAbWvgeoAJf+Rs00sdYWk++NR38D3uxNxsfGR3GXn67%20kx50s6caZOvoCN58ELnSR8N7kaVmR7LldfaKz+F7+CRgSFyKurrV2e6D2mNK3abgbYBsPDIk32mY%20jC2hn58RA0MGaBQX6am4CkAHCKn52E5rN3vqxUcxFR/ZdNBTgyGAHUiSca23S0ErunQk+R/fxSa7%20UV+7DUzGs/b4FDZW60sv3aiBd93hate9KHEqQQGjj5W2XlT0fccaDL26KMihBYDc0AsM6ZFxHpRJ%20z58xc9ZQOKEiSiBi+HqTjAjY8L2df92zR45nBMluJ61jPOPiiP2l1BwVh6oRlMZvOEL3OAz1cxQ+%20u2esPe55Jn7nL7BAETlYjl57AAkKiC4AyF/0yoLoNTJyzhia55zRREDeD7jFKfLoinvqYrzuURj3%20tIciuoefQSuBBRjiwCkjB0Q5AYsYJuMAGJYAE23EG20CUgQfQMn7yEJ96o2sjDoATLzAR/fIQfbB%20X/dcvtemmJ/hHrr1EsiPEXGYslecJHo5I/8H5vSCGQw9YWicFl7TDe/EP23HM21AH+ARvOUE1Bd8%201Eb38NP//Tb46B3apG3xGyABLZwR3plHoBfOmaOXA+DoyVadaMAz7yZ7baQT+Bd8VKfPeIFXAEDM%20j/K8e95FLu5FmzyLpmiT3/k/x8ceyDV64TFMhl94Sud0QOiUZ9THqXP2gC+Zc06+Z+TBs7AbddI9%207ap1z7vQGrqBfnx0D3144Vm9QLKkd/iJPlesbhQ4fW+fK+9EB7vwHs5SZksQVz868CbO0Kt5pl3q%20Q1vYa9iYHj37o0uydngauoKHOjFoCD0kZzYDcEQnQhDi/D2HBvWqg3+SnRPIZTTQGHLCr1r3QmdD%20J9wLG/beuk30ET/JxD3+hi0H8EUb4OGvoIlu9sRm+D3tZptkTw/xUeY6Vr6igb7TRe9XPxuOrFn4%20PffCxrQj7Ml7/C5W1XqOLaCJXNkyMMSH8/NoRLuAHuA29AU/1aPTw//wkb7ThuCjetWvTnqCP+jD%20x/CFoXvhg0I3tBMfXeqhV7FZJZ4F+OUvBXDggzzxzrvpMv5on6Fxl5jk/e57f22vUSf5dvPl/u++%20z7E6WTu1w+/ICv/4SfSQMzr5RnTTUTqBd6GT+AFI8l30IAC6QF7XWdtr8NH/0RE8887QjYh7IZOw%20T9lWvkdngY9GE/n6i272ZFSCzak/Tmggf7YoXgKVZIJ+7VafetUfeoaudl9e86yOT6FT4SOiTXV8%20ijaFjUWcD176jTaqx/tdPrsXcmZjN998813FJj9dfO0GNRjatfQ8ri695Kd6DZMhSA8fQKBo0niC%20dwgVURxKLEvHMKlTSJeAOVaODWpm4O3p/1j2jjkQJ8UIp44RgoBGEIzG+w4IEJTihHmf3YuMkkud%203qc3jTa9CMJn9HoSepQU1n3BBa2cD4PjZN0TtPTOpKy9P4KgOmUXgAR0owu97sXv3CM0c3nwh8GE%20swr6A6jEJoaUFE2UkxON1WSCkoDud55Tf2wHgE7BE59DsdSHFr+hJJTRb/EEH90jB7z21z08826/%20C6VUDxnohQM1HDqHKWgzGgYeS9nRjw5BELCIvVQA4qgXr7wfPepDn+/cC3AbPCP32N6Asvu/3wYf%206YHnyDx4TYacI55FcCRfvCR3YIiho9Gz4ai1G28BYc49nAg+qhOd6GewdMrv1cnA3KvpiDahN0A8%20mt1Ds564etCInwAGWoEhvESn4ELn0ecdniVfnRJOPYKPuhi794eehfNAPz1z3/cBdtEauoF+MvE7%207cALMiDvyGhE4Amnjj5gE2/RUzs/NOtsaJ/AgCdkiH7f+R25q0uddA9d+Ma31Dbm94ID0CKI4Z33%20+Q36OOfY3VnAxkNyDjDElvyli2hUV9DhHtsWGMiDDYbu4aE6AnSED3I/HH/YsPdpEz56P96iMzpM%20wCu+4RnZBhgSMAMMsZ0YXg4H792Cf/ARXQGI8aC2V8Aw9Awt+MiuI9hoB3l7NjpD0enBF8E3wFDY%20cSwoYevu+57NqE/96vS89rMbPhKd6IiOSvig4CMb1i70hV/yezwLH0Tfg49oizmqaNcJCJ6hK8CQ%20e+zaPbqHNryhy2hEF/rYDWDk/XTA+8Ne0eQ594KPwbMItGzI/92PLGUtE3rCHtBF1nwfOdPLyKjy%206+Im2agT//CUT5FRla2k13gWHWU862Svnvd/dATPws9G/PM7vycTF5lIArANNkzW/A6a0ckfAUlk%2078BedUZnUfxnM2JpHOKLdjKMOFzbcPAsYiI/EDxrj08R0z3vPXV8IsOYduFe+FW80Wa4QuZPjMZH%207/GcOvyGHnheXeXZX5dO5Fknn3zyJiVOPL8GQy8sPa+tCsFnlwZ3zQxRnAALBO7/BIYh/q9xMZ7L%20mDAXmKCAABGGYQrHwHDawRCFJzDv817gJQJLKGb0dsPJaBgB+H/06EJZIrXmnrrQBuDU5wLZZt5l%20OIWiEnJMrI7jMAA7WQRtlzUKNOrd6iS0CMzRo0ZnOEz3AglH7yLo9xxaoe44tZ7jVrdgXg+TheJS%20UAEw6vNXoKOcFJwxR1pSfdGzjWyROqMH7B7+aJO/wVufI3BGb8J35KGXzsgDnFllYhhKMAIsOaUY%20CqXUQAUHREG9A2112+PdwcfY06nmWfDRd9Gm4GO0yV/PeSaW1uOjrBDng4/+cqJoFWAA+nA4sat2%20TFgF2Blb9DICMIWeBc8iFRs8Q4f/+22AVXSHHkSPh8zomiCD1khVC5SxvBkdAZajV0OXOVIBXOcE%20X2PoJnjmCp75G9m46CmHg4oMQfAxbCdS2GRI9/ELje3DZHgJHEcqPeQbh+PG8E7YsXeHPoaehQ0H%20H4NnMYSg/fTJu2Sg+Bq047/v8IKfEQjRg0Z2E8NkYUv8FlmrK8BBBMgAStoQuocG9dR8dM+FZ34X%20Pqi2sdAD34VM+DL6hz6yJWPgvB4mE8TZMB8Y9isAoFumEh/DbkNONR8jMIcPQpN7YWPReWu3J59d%20eBs01mDIBQjTR/TKpgUwqDsH7IWdA6ihQ5EJCnttt2Hfhw+r/VLYWNhTDI/EcBwwjh5+iD/ES3w0%20/E03yRMfYyhefWwdSOIj0VjPZ+zEs/peuw13a1PYKFnhHxtpzwyxJT6J3kamL/RI8AY26LvvY4pI%20XWfoWa174aODZ8FH9wIA+H1MgxCr8ZFNo6fODAVoZ086GZF5Roe/Yo9OWEwj8a7ImNe+vFP8a7en%20GPWp9aCXPYU8fQ6gC1wF+BR/xEl+MzpOgRnCptBJXwsO+Ulp79eLjHaqN118TWnckeXBm3sNk3mB%203j3nwUA5YigdcuTsIFCGQjljp1XGI+hgXpwczokTePukSw0P1K0hFFadiI9xwW5/6xJzD9qH+NDG%20yM1xcTCiy4Rak37tQwP4oE0w9Fs0Ump/OSNtBwDbs2ed6ut1r/6uHuMMMNRtn6HoibfPGYq5XOQB%20qNRnk7XT0V5/t3vd7lNCQBYfASCrTJxhZAI1Xvo/Z8qpR2qZ8ZB7zDNYF9raedjpmdh0MebdxCGt%209NJfPNTriR2o6wnx6O22tL4TXb341Ym++pluq8k4znppPRuon2tfWu/7yXgYY/LT4aPP+NNpaX09%20ZwgfOZ1O9lZPoI5x+6nKPMpUltZPNoE6ltbXE6i9IyZQd1paX/NtOvS2/58DrnegjjlDnZbW8zVB%20RyytD8BWT6Dupn+T+ZtOtEYR2PANLQGGwv8AHfSRjnY6joP866X1tV/rZdNT4WN9T2Cj8/UEanZd%20T6DutrSeLtdL6zvZ5HR9UCfaYwI1cNZrAjWdq+cr+hyryQANel1/P5WYMhW+xvykXqvJ+KR6aX1N%20R/vS+k5bUnSjoX0RxVRjZ6+iLbJA/ENssos2sbrTAevR6b3zzjtvK+39aLHH19aZoZ0LkrqiPPxE%20r2Eyigj4cNCY5qJYgp2KY5hD5oeDAYIon0Cox8CwPINozrze86N9zlC/l9YLcuYWMBROE9MoQpzM%20TPjo85v2JeGMKOZn6M0Pag+NyTZdrMFQvZoswBAFaAdD/S7QPCAsuMiw7bzzzs0+JADlrrvu2qzU%200jsTnDhxuhDbFgg8AHDMrRpUiU0X8YvDDDCkh8vQAwzR0U4Htc7UajK80IPptc+QzFENdtrBUK4m%20mxurybrtMzSTq8kMv04GhtxrB0Ohy7ma7L/LbFlaP1tWk0VGKubF8Qf0LYbuwlbYGD/BhuCRXryz%20muzBBx88++STT96i+LDfrsHQC8pLNi+B4Kxew2RAgJ4KIQq6mME5xRyIIDAmS8WkYgFFClZmBRM5%20Hve7gQqNkGY3lthvMMQJcY4x2Vd2Q4ZI8JFq5RzbnSIBSK/G0vpB7dI9G8AQxZfhY0RATzgkBh8O%2006ot9GuH+U0cgnvaEGPN0sGDApVTBUPDPrWezeSmi5OXbpkh79Oh6semi3zSoJz6bNqBul9gaJD7%20DE1l00XDknXc6JQZGlSZDZsuTnWfoU6bLsZ5lDMFhtgpQCYGsxtgVxzBv3rFIFoM1Roy41u7xelY%20pXnzzTc/WWRyZfFhu9Rg6LXFoX28OJ3bprKHDgI4SdmbmAUeKwC6BbiYtxOTfidrvMbIwvQTDAE6%20DIXBMGyTp+1BI6MhsFNWjKwdJsYxIkY+U/sMjTIYgtCBhFjthC70CZhxyKOgJHCiXZCKXZ99psQc%20F2cxqAN4pwOGZuKg1pi3FivLvBOg4VTwLSasdhsmSzCUO1CPMhjKHajXLLkDdf/5yU8bOhQTda7Z%20Ozpq/onNRqHIvn1KRrtfcxzHnXfeeXNp7xHFh72mBkM7FWO7tFT4+Fw9m4wRGbIRcAzvvPGNb2yG%20dGwYuPHGG7f22GOPRiEApro+Rh0TxxMMPRcMMWoGRDk59pgTIb1qSFXqUkbQMCkHJEMoqAlM7b3L%20fpVRA0MMVpaTE8eHmJfGcDlxDomsEwx1LgmGEgzVfjzB0LqX2XYcB0xgXhD/abhZLHcvVk3zEdrD%20TvgKi7DoZGz50+7XgKEHHnjg3KLfWxcf9sIaDD2/vGCTX/7yl8t6DZPNVBkEGOIEBWfOEfABhPw1%2018X5O3ZSprSYXDvFBENrlhoMxa65HDpnJH3JQQmasd8RuiwV9YygLttHWTm0+QKGyIe8GGrMGYlt%20J8hSoBEQDSlymAmG1iwJhmYGDMUO1AmG1q0kGOp/oU90jH2oO+Yx0TX84ifj5IbYa8ywWqxgrksc%20x1HwwE+LTK4ubd21BkMbFkdzbHG6dw0q0E+nDAIMCXKyPpyjpeAUgBPiJC2r33vvvZvv2idQJxha%20s7SDoTB08604IXSjk8OJfSDwVBYkNqNDJ0Ns39K/X6UGQ/VqsmGBIcan7fhAlrFpJmcnyHFIgk3O%20GepcEgzN3Nlk+BY7OycYWruSYGgwhV/HMzYSWR+2YeoFH6UzzkexJ3aP3zri7Z3uapjsxtLe9xUf%209qoaDO0wNjZ2YXF8q+YqGGIYMUwWs/mtkrEKJZwRhW2fM5RgaM3SCQzVmSGOFJ2COIcUK7OsijJk%20Fnt9CJDthz32q+AH8MUwRgEMRQGIBLTYzFGgI6/YgTocUoKhNUuCof6CoU5z2NQTu2SjD/hJMLR2%20JcFQ/0roKh216IbP42/4P3SwXf83Yd6EcD6Cr6CHpmrw4XSzfZk/MHT//fdfUDrxOxQf9rv1PkPr%20lRdsWHrqZ86FYbJOey7IQgA6hG6yNAXlQBm6wB7HXGRmqHfplRni4GNTudi5O47uiKEhNFJefO62%20tcLaBO36YpyCSmw1DwyhcRhgKDZMA4TMyTB/yruBQk4GII9hiRwm61wSDPUXDPGnAkkcl8Kv0SP/%20j92H0cRuEgxNvyQY6k/hL4ws0H+2Tw/jmBAyppt4K+YB9TFk5vcuuqhT7LtaH6thstWlrdcVH7ag%20zgxtWhzakuJ0753tmSGGKaCZm0KZTKQSeDgjwY0Scppx/AYFjcCTYGjyMhkYEhzRiWY8kwWC0IEj%20n2MnYXyebFXhVAMNgzHfgYxlnzgZdZIpfslY1YY+U2CIowMmGCRQQ5axa3estBMYbTvAccYOsAmG%201iwJhvoLhrwDzwBx8hMI+Q76TrZsO8HQ2pcEQ/0p4j456iTaC9CpEeb62uDXxsmmu9gWh/8RO61U%20NyxmBMj8YOBetqgdDEVmqPD3mtLedxV9f0UNhrYrAeqcEhgeme1giMNlmARtCIyz4cxjRVM4R0qZ%20YGj6RQCxl0McdVGDIaDDvTi8kxOPs2fQBKC6FyeZ92POEGcifSpYxqae+BWOMc6qijPeZgoMMTjP%202ngSb+IQ1jjY1mcOHB37779/gqEeJcFQf8FQHJdCPnFkkk6jIW06Sc4xhy3B0PRLgqH+FLrPZnUe%20bX9jXi8QFGDIXF+XzjVfK85EZohd288OGIrjbWp9BYZKOy4q+r1r8WEvqcHQ84qz2aAo2tK5MEwm%20WMSpwXG4IMFBigylPpg1wVDvYNh+kQWHUoMhDj0mUFNcNMrMyMgx9jgPB+gwVASU9ms1GVnEUSSc%20D0fOoPUm4pyaOIBwJsGQ9jJOxiyImyck4ACSApstBmSzAHZ06o3HGWoJhtYssx0M0S8Zy1GaQI2m%20sBtHgBg20FnBRzLNCdRrXxIM9aeYWhAHbpvaglY2bmscshcf0ckvkC3/KrbQ6TgPU1a+HQzFMNlN%20N930dJHJ9eUdu9VgaPPywi+uWrXqu3NhAjVlxBwO1ExzxhMnfVNKQsZgBpRgqHOhMPguEEVWJz7j%20Q5yqHkvr28GQFLxg377HgyyOE8gpaT/AUGzVbg+KOAJGqhQfOHSOHV0zPYGa3tAVgUZWknOWxrWi%20ESj3WaDjmNEjWOuJJxh6bpntYAgfdQxGbTUZH8tWvD9ObBf8Ykd0vEswNP2SYKg/BRgia3oYG/zy%20QTLp9FGyg+2wI7ZtN38+H9/9lj9FIx/eaQJ14e9VRb/fXmLWHzwLhspLty6OZllxfD+cK6vJIjXN%202Qk8DCM2FWMwgEaCoe5Fu421CmQApQyGtCPnKUBTOIaE1k5gSABlNPXZMUCHe8AQJe/n0nr0coAy%20gjIyHDzHw4gY+kxPoEZPHFwcjoPBGpJAj56LABzBh3HnBOrOZTaBITTxX+rhR+IUbu9nI5Md1Dpo%20MMQe6Q87pJPqp5NkBSigIY4roo8JhqZfEgz1p9B9suZr2DYbJl9DZDHvN+SPFnNS6TJdYF947V67%20D6+GyS4pNvmGYo8vax8mW3+2D5NpJCOkjBiAkQKG9BmnTvkYv2M4GHuCoe5F4AKGBBBKRfnQgT5j%20tI7YiBOChwWG4p3aT95olYWxzJLTwz+BZxiryfCP7gIC+BUrFxkvXaN7nDLexd4YOUzWucwmMMR3%208Rd8DfDir8BseJT+kWsM3dKBmQZD3uc9Ojd4YmKqoEf32LmDqw1J+IxGfHQlGJp6STDUv3iIRrEm%20JkubO+TUiD333LOhj06yfYkOflE2yRAYe5YpQqM4VmeGqtVkPyttvaF9mGyr4mhOX7Vq1fdnc2aI%20oyM42QEOjuIxYk7I8AllpJyYyJkDFQmGuhfBQlaNI+c8ZYW0H40UFD1h6JzRTIMhjt2kzwBosYmm%20AEP2QC8awxHN9JwhIEY7BTJ1eR9eGiaL/YbQA1DkDtTdy2wCQ3wHnRREYrsE/MEH+if4oGVYYMhw%20N1sxxMBe6RlZ4oF5fuyXrNFCDxMMTb8kGOpP4efQKA7KBu2+++7NSRHA0E477dR685vf3By0buSi%203Qfy63wGnwtL1L4nMkP33HPPZUW39yp2+ns1GNqyGMipxek+NJvBUBz1wDFSPobNQcYyUQat1xPK%20KKWWYKh3wXsBSOA174Fz5rDx0vDOsMCQ96LHPikMGA1kyBkycDToScRqMr+ZaTDk3XjlXeZIhS7H%208IneDFmiJfcZ6l5mExjyTn7I5E0yJFN6BPiyEXQMMzMUx8KQSwzhoo+PA+LQFZNTY5gswdD0SoKh%20/sVDsqaLb3nLW5otSNg4GbtkMd2T6OBb62KqxBTA0OVFt/cuvvflc2qYTAOt0OG4OSJZDGmy2N+G%20k2EEGBubLmZmqLdTx3v7NeCjAK39HLMeJPpiUtswhskENRnA2NzRZz0Exuz97qORUQ9jn6HQG3pH%20HzttMhkTVtHJKSUY6lxm2wRqfOMn2CIQjH56z2mT6zAnUAts6OIr7MdiWBlQQ6MFD3xNnk22biXB%20UH8K3RfH8REtEhrkHJ1fOkonxSMjGHWhg3SxExjqOUxWKtl2bGzsrOKcV87WzJAGmisieHAaAg0n%20YljCnCGGYCWPwMhgcs5Q96J93g9UUEDg0dwCyhdgwv85dfzEw5kEQ2TNGZOzlD+5U25Bt54zFBtD%20DmPOUDsYspLRu/EBT7RB70UQTzDUu8zG1WThyGVb+BOyBmjIFY3DAkNWXercCCh4RO/YB9644igY%20vif3GVq7kmCovzaEj2ybzQA+AYjYDdtGIz9Vl15gKDJDRQcuLnFr9/L+l66xtL44tJMLunpgNoMh%20e3kIPNK/nCZgYK4LA5A1ch9Dc2l97yIoBK8YsiCIPxw3p8ygLW8EhgRwxjOTYCh2GZe10l5Aw5BZ%20bNluTg46I1gPa2l9DYZkrsgXPzgPDtPJy/QznHqCoc5ltoChOHYlOmIcN/0UmG2xQAfRF8NkwwBD%20dA6v+Bbz/uidDg2bJMdYvpyryda+JBjqTwkwRBfRgkZxBn10NhajoHE6maG2pfX7l07zH8ypTRc1%20MDb0czFuCic4M2oOjxHUO1CPGhjiYDjsYYMhgEB6nzO3nN57OWPGKzBzKHHeWLd9hgY9TEZGMkAy%20Q4IkR8754Bv+4R3HiGfD2IG6Fxii3xymXnqCocnLbABDdMhcIaBHm2MOGxDBfmVZ0IFGuhk7kPvd%20TIIh+3wZrotOg3fSJTxk1wIOu04wtPZlNoAhuq/DO9vBEHta22Eymy6Wdz1n08XtS1A5rwSGR2dr%20ZijAEEWXBiYsRm/uSBxGyKHEPhrDBkME0h4cIjOEttjrYxhgCEhhKIIEZ4knAq9epYAhuHGOvXag%20HnRmiIw4PDIlX/PCAAe8QYuAY6UBx55gqLXWfE4wNLXivWQRw0+cNZ6Ro3v45f+uGgzNdGbIvCAd%20CP6M/qGbPnqv4IzumECdw2RrV2YDGPJe+jQfwVC1z9CF5X07Fzm9uAZDGxdHc3wBHt+ZzWCI8nDM%20AqOxekIUwF2cqJ4QxcRYf4cJhgQ0BilIcnaCmzlNAieDYUTS2MMAQxykABYgUhAyxMRRa78gHLs7%20DyMz5F2cogmgHDuF59j1zMma7AHhYR7UmmBo/oChOIeOPHS+yFybyda7BT26FAF8mKvJgKHQbTKr%20ZYK3dA+/8myytS+jBIbIl78hL9kQF52y946J8zHUNB/B0N13331d0e+Dig/74xoMrVeczUZF0c6c%20rcNkGmuiNIfJ6TFOgSfO1MJYCkoZGcyw5wxpH2UkYI6akAEZK6IEGhmNYYEh/MYrjhp9cbgoRx/b%20nruH7mFsuuhdnjVXSCAGimpZC3gmzgvUHCaQEcvrEwxNj88JhqYma0GG4zasDJSbMG0yv7abR8Re%208RG/YuHBMOYMoQMf0Uk/2XqcG0in0DXKYIj81J9gaGqFv6GbZKvtsbKaTvFLccYkWc+3YbKbb755%20dXnXtcUmF9THcexYDORrRVkem80TqAMMUSbPc3ax82TsZkkxRwEMoc27YgO0mOTNSXHgjGhYw2SC%20AiVUJz4xXMYiMAtKQJHMEGX03TDAENACDJE3meFn6IH34qegk2Bo7UuCoanzieM2tMxPeJc2q5+j%20FpjpKrvBL7Il42HtM4SPgBrQhh/0n16agzfqYIhvVj/aEgxNXsi27njzz2gRZ2KrGX4SP2sfOR8y%20Q/fff//55X3bFTm9qF5av0ExkL8uwOOOqQR6DAZQOPV2B+c7zPF9LWi/c5/DmcxQ1hYMcZQMXVZA%20kBMUCTHQsUnBFNPOxKOymgyAE9SilxbL/2MjvmENk5kIqm6BgiMH1MzJwmOOWWDk2IeVGQJayIq8%20BQn/934BjmPm7Bl0gqEEQzMxZ4hMYmiZvDno2KFdhweP0INfZD3MTRcDDMle8XWjCobQxCeSGdmw%20G/WQYwR2PjLBUO/iHdpLB+kb/2vlNfCONv4HP+cbGCqx95ulvQuLDr26HiZ7fnE2m5bgNN5rmMxL%20OBBGJGhb2iyYUNIoHL5xacpo5YKA53ugxj3PARSdgFTtpIxp6rmsLRjixDlKijlKYAid2oc2gZbR%20cJ7AhvYyVgZDQYc5gRoY4oA5SMoeGTa80asIWoY1Z6gGQ4AGh0lWnAtZozHB0LoXTsb8qwRDvQvZ%20Ci6GuWNTQ3zxmR7RAQ5cL3yYx3HMJjDEP+iAaTfeih8AhDpi1ZvMBrtOMNQ51ng/n+a94h/e4aXY%20DGjM59Vkhf9PFZl8o7R113qYbKdibJcVZflJHRjaC4aoRKBhxIzFGKSAEpXE94imdBAopy+4moSr%20ERwDwNSNiZzUU0891RjrXANDaIpskB4jehg1JSTU2G2TETEYjohDGgYYMjdIkMCPcG4MiyNNMDQ/%20wJC6BfgEQ7310bwgssYLgdj/OXMXfZRdpX90L4bJhjlnaDaAITEAPwL40Dv+DS/YCj7iXYAhnxMM%20/SYe8q/aqc2GaNmCTBq58jt4aMVtbGgYRxbFflhzPTNUaD+n+I3XFR/2wjoz9NpixB8tTufWXoGe%20E45DUBkUhlJMq3c4eEZlNU/s58OIABAZJM6MYxdgXZy4xnZyLJwSB7guw2SjCIa8S/YnUuYUT4BB%20Tww3MXoKyoiChzMNhgACYEjKnxPn2EPhfQaAYyfdBENzAwyxH3xw+YzH2iBgcjYcOECRYKizPtIT%2076fbet3tBd1oYh94lmBo8oI29MpM4pHOo8US/Du+4SO6YpgswVBrjfZKOPDV/J7FOGING8E3vkZW%20bd99930WDElWzCcwdOedd95S2ntk4cdrajD028XZbFEUfHmvYTJOGQMYvSCCKYImsINwBlAbLyUm%20DMrLyKU8gRSKEufhtAcQwEfD7CjsAoamwuzZAIYoKBoFQLzh3LyXgPED34AI9AiQaOWIhrHpYoAh%20/CDTGAr1WWBKMDS3wFAMTbNR76andIxtk23MYUsw1B0MxYaL6CHjmAqgHjwVbBIMTa/gnykE5M93%208BlkFXacE6g7F23nc+gN/8Mfil/8Mns1VOY+uwY0+J75khmqVpM9Wd51RfENO9dgaJfCtCuLsjzZ%20a5gsQAGnwnECBpwxhyml6VkOgJPXCEgeMwVVAIXxcRocEIG3O3lOA+Ech/dSFmAoVgrNdjBEaYJG%20Tk9bZdUoKoVDo/uxA/Ww5gwlGJp/YAj/DN8aEqN37ETd9uaigzE/I8HQ1MCQd7liQQmgkWBo6gU9%20bJnN0B80izNhU+iIA2VzzlBne6Yv7EY2jdzFGrzzf/Fb/eTq7Mn5uM/Qgw8+uLy8b/Nijy+owdCf%20Fof2wcKgbxXD6JoZ8tI49wngYFCCL4eCGAZB4Sii33GsnD1iASOKyGFgpL8AVLsBMDJDbQyT4+MI%206wnasx0MUaSYVEnZ8RAN+OE7AS6OEUkwlGBopsAQurxHhhIN+MWO1MPe8RKNsZt3gqEEQ4MCQ0YH%20jArQRbpF1/ANz/iV2M3bPf4HX3OYbM2i7UCP9/A9pjuQublDYoT20yc0kut83GeogMMVpb2fKID6%20L2ow9DvFYW9TFPycXsNkGMw5MiZG4lKhNKagYqyccwGEzAuidIybYmAehWVY7numVtbasDgRGSHA%20gyOcipOaDWCI8zWOq/2GySilOvW68UUdjN34LmUc1qaLCYbmFxjCT/SQhyCk3fgnU4RGPOZ0cgJ1%20gqFBgyE6Qt/ZjLr4FPx6+9vf3tCAb/ylg6LZDT1EY4KhNQvdI0/TVPhbvpxs2TA/4z67jU0X48Dt%20+TRMVvj/eJHJJUW/Xl+DoV2LsV1TjOOnvYbJYoY6IIMRjF9wl3IzsZYSc1ZAB0DCwag0lkhC+pTR%20CjNOrJtzpCCMa66tJotJbZwvAVJI4AVw5OyBSMpXO8cEQwmGBgmGAlDQa71HsqFz6BA08BFd73jH%20OxoaY15BgqEEQ4MAQ+wXjXxiLOCg53jnL5BDRw3Z4mUure8OhvBAPGCffJB20yP849vwN/z4fAJD%201TDZWcVvbFze8fwaDL2yMOrgotDX9xomi0LJVMABhGPHLEzhqH0HxNTBzu8MiwFOkzmdubrPkHbF%205leUUy+cEF3aScncJ3wBEo0JhhIMDRIMaa8MEP1WdwRmNJEtmQqO0TOniwmGEgwNCgzFVAI2Q15s%20OYIvf8lnGP7BP7wk15xA/dwiZppjxdfyE+YL8XViDX/C97ApuhjDZHGY9XzJDBUfendp83GFBxvV%20YOh3i/LtWJzs+VMBQ4Mu/diBehTBkHZRcDQyyvatBQRL9wkfPTlnaPaCIYXTYcyjDIbYl3YatuX4%20zCnAI7J0D48M1xqWQCN9TDCUYGhQYIhtCL7oo99GEfylj2wab4EF/yfrUdyBGj+t1hr2nCG6LR6Q%20Fztv/56+0kVAYz6CocL/VeVdXy082KHedHHB2NjYdUVZVvcaJhtlMMQgZwMY0rtBI0WS/fKueB8a%203Sf8XE02u8AQA1N/XPROZhMfRxkM0W3tNISt9+jyTjZEV7XB4gfOCE3oyzlDCYYGOUzmefTxP2TD%20LoAcOkfX3EdHveki/5NzhtYEO057EA8ACn4OXUEfH6IePETPfAJDMUxW2rWs+I0Niz2uV59N9oqi%20ZO8qP7h6tmaGFM6bscwGMGR+kCBX70cCHLmfYGh2gSHPGwIGJBgv3gEAnA15AENS+xwQfnAeowKG%20tB9IYBt64QKidpMxZ6xu8uIw0ZQTqBMMDRoMsQvzKa1G5g/JPuZV0k02EfpX70A905mh8GlxFmfY%20NR9C19ATPnKYYIhO6dSgj1z8pa86QPMRDEVmqOj7fcUmlxSb3LQeJntJcdi7lp7rhbMBDFHC6InH%20mVk+z6bMECOPPZRcowSGBAwGlGBoamAIPWTHiUUAZqD0hVN3cXyjCIY8yy4ER5ehMY5RsBE0vN/Q%20GVpiSCLBUIKhQYEhMrEqmR9zWXiDB/hL79HMz/E7eImuYYGh+sgLNgRcsHO2yfbRw45HBQzx4eTi%20rwVP8x0MFZt/tLT5nGKP29VgaLdibNcXRXt6NgyTCSQYJZAxDs4SMzhdToPT83+OL8HQ2hkSJYzV%20HAmGJqeHjnLAwI06yIG+CZBo4ZhGcZhMEPMO7dUTp28cI8cTh46yCzRauZNgKMHQoOcMoZGPYDdk%20H51fhc/AI2AidkUf5mqyiCvqJEO0qINNkCe9YysJhkYHDNXDZOV9GxS9eV4Nhn6/CG/fYtBXzIbM%20kIDFcAUKSiagaHg4dMrpuQRDk5fIsNXKItgKHJkZmhwMxTl62sUJhqFqv7k2dBSNHJMAMmpgyLOc%20Jb0hcw6aE6aneuV4LIhzOsPKDBmCJM8EQ/MLDIWPpDfhR9inADkqYIjvZZ8ADB+IZpktsSZ89rDn%20DCUY6jpM9mBp75eKPW5Rg6GXFQV5Y2HQJbMBDGE+Ry3YYAhBUvLYsVSAoKA5TDY5EAJIvEsGiLPl%20EGNJpkAc584lGOpMR0z2pEcCLmfMcNXNyahHEOT4gsZRAkOcCOeLX4BGDRYUARONtuy3YduwwBAe%20JxiaP2CIH0Mj+2TTeEl/ZFfxmf4NGwzxu/SPfuIdmslIPXQNz8g1DuFOMDRaYKjoyA9Lm5cW37D1%20GsNkBVjcMFuGyTSGAAgpJtUJGAQTZ6fFnKFYrZVg6LlF22JpNeNkAAwhNoLkgDkVDijBUGcwyeHQ%20pbe+9a2tXXbZpbXNNtu0dtxxx9buu+/e/N1zzz2b+vGRHntmVMGQCeBkXesVXTJnaCbAUPAGDfju%20Lx2xUSmdUU+CofkJhrR7VMBQnJIgFtBttkP/yA8d6EaTOEPeYdcJhkYDDFWbLp5Z5LZ++zDZ742P%20j7+pVD7ymSFKGN/JWsgOWa3DkVNME0BNoBZAKERmhnoX/PQuPGQQHIVN+DgcwSczQ73BkEAlUAQY%202nzzzVtbbrlla+edd27ttNNOrb333rupO8DQqGaGOHDBUC8XbS5OzjmBMwWG1ClAs198EWDYHdro%20E70RxOhNgqEEQ8MCQ94lDvDV6mYPbJds0UVX+UUblbqHpwmGRgcMVZmhH5T2nlHscasaDL28BMN9%20ikFfPopgKJjtr0AtQFA+EzopP3BjYziG4aKkGhtBJ8FQ96J9HBvDFBQ4XoELwJAdwo/MDHUHQ/jG%20SPfbb78mG7T11lu3tt1229aCBQtau+22W7NZoSAo0NCr2QKGYkd5jnCmwBA5oEfAYqfezRmTAzmz%20QfaTmaEEQ8MEQ3yE9/OPbIPfZYv4xBaAEPLCR/KOE+ETDI0cGHqotPeUYo9bzophMk60Bgscl972%20dttt1/TEt9pqq6Yn7vOuu+7aBCVLmTGSAF2c+yiAIbQwwlEAQ4wQjw07CKixkVkEHwqmbgbF+NGY%20YOi5dAiiHNs+++zTDIm53vKWtzSZIuDobW97W1OnQDObMkPDAEOKug1xswMABxCQnRLE6A191f4E%20QwmGhgWGtN37+Rg+grz9H18Fb34dj8iVPuZqstECQzFMVmhf1mmY7KXj4+O7F0W7aNQyQ/5SGAZL%20ma0WE3je9KY3NYr/xje+sbXHHns0AEcvHNMwgbA9R4ijkhnSBhO/BQ+GNCwwFHOFtIljBiAFcEM7%20eHnAAQc0QVzmzWaBlF0dlAhfEwz9dyEz/CEbYME7BQ1GG3pGR9Ut2GZm6L8m1UuAkb1pmyFvAEBQ%20oNeGxHPOUIKhUcgMGaHgq+kOWtkxm0WLAM7HoYfNAD4JhkYHDFX7DK0sbT6rtHXbGgz9YVGQA8oP%20rhplMMQwOF7CE6wpvt63IQn3XJwNI9JYzm4YYIhzoCBopyx29qVAgBCHxrERUmS9ZhoM4SdnQKEA%20oNe//vXPDvFsv/32zwJMhizYo0+ATDD0XDDE4ZCN95FXbPUg8Al6dFLd5l6N8mqyYYMhesJho4V+%20v//972/qjGXJ+EPHDJMBTAmGEgwNCwzRIT7dCASwwNexY7yjh+77izZ6RwdzNdnogaGiIw+UNp9U%207HGz9mGy60ZxmMzfcHyyGRRZ5sJKHUHchNXNNtusGSYzRIE5AAVhDwsMeYYgAQmGwhjUw+kyFGPN%20DBr4QeNMH8dBeRmad8umxXJw/AMyI4jjEYPi1ONcm1EYJgtjx99RAUP0LnqBZM1Y1SGgq3vUl9YP%20GwwBOOggM7a8ySabNNcOO+zQzL1y4Q/9IePoICUYSjA0jMzQHXfc0cQD77ItiaFcF57G6ke0kTWf%20kGBodMBQ+9lkawyTFUa8uDDt9UXRLhjFzBCnxWAFBY4XGOIcDZe5zCFyGTobBTCE2TFZ2lwcwoxT%20l9HAgCh8tG2mM0Pqo9AUC/9kgcy3AiwFH4Bo3333bSalAxyjCIbwlzOhD4LEKIAhPIk9RfCCDBMM%20TQ0MATVsDB/f/OY3P7sajx6yV/aNp4IY/U0wlGBoWGCI34ojN/hc7cW/OKSZD+E70Jb7DI0eGKpP%20rS9tvqD4hu1rMPTKoiDvKQp93aiCIcpmYqV5A5yjZYuUnxApGMa84x3vaAyZEQ0TDNUOHpgQLAAI%20w2R2J0WfQBYHtQ5jmEzvxXsBSFk2gcceOYbJDJnJEuGR4Z1hgqEIeLKCjBLdemDaH8v/Q2ajAobU%20kWBo+mCIXuGZ+Wv0kV6az4Y/ghy+CmL4l2AowdCwwZC2eh8a60LubAptsdw+wdDogaEVK1Z8p7R5%20cZHTRvUw2YICMq4pxvHTUR0mY6yUDhgiPMzBEMZKeBGQGAinyjkNCwzhobQ/BSRMjsw+Pt7NsRkm%20iwnUjGFYmSHv1uOWHWK0LjwEKq2GkhkaNhjyPEcbfNN2OkDJOUt8rffwSTA0O8EQ3hhClvUFytdf%20f/3WRhtt1AyFA+z0VL06FJkZWvtCngmG+geG+Fx2HCuX8dL3mRkaXTBUrSYbL35j42KP69Vg6HcK%2007YtTvbcUR4mkxliyITHOUfwwBgKF8cfDBsMUTQGS8HQCVjIZKmDkjESjh+N2hVzomYKDMUQnncD%20Pt7JACgZnqJPUBqVOUPkAZSpg/wYKIfsHeQikAly3p9gaHaCoRgmM4dNRshwreHbvfbaqwFDskUJ%20htYdDNG5yFQnGOoPGJKpjnls+Ig3CYZGFwxVw2SPl3ddXOzx9TUY+pNiIB8oCv3N2QCGMIbSc3Qc%20HkFyJO4PGwxhNOMgMKvcrNB63ete1/zl5N/whjc0yud9hM2RDBMM4YUg53MEEBmh4NEwwRBechZk%20aZIiw1SHDJFJ0wxFIENjDpOtXaFzQMKwwRC+swk8i6ExAdjFrs0dwlf6M2pgKMDcNddc0+j2sMGQ%2058iPntAdOi4LzZfqVLAffoZfSzCUYGgeD5PdUdr7qWKP6z8LhsqLdxkbG7uq9BSeGtVhstkChvye%20oaHJqhg93Fj5pocr48IZopFCEswwwBAavRs93sk5u9TDiGWMhgmGYkWefWXwhKzQhidAgwAdvBEs%20wlniZZxynmDouXIXTAQuPNI2ekBvBB7vZCfDAkP0Sh3eiaf4iHd4Q0/Z5yjMGaLL9Do2dPUX3wRp%20w7ajkBnCI0FawDOszH/RFWDAog5HntD9BENzEwzRPfNVEwz1PJtseXnfZsUeX1BPoH5hcUSvK0I8%20uwgzM0PrAIYwWiqfstsd27wHl+X/gJF0P2cowBO29ycYem7BExubkRFaDJnY/yj2lfJZtkD9ZBbG%20mmCou15yGACBOslL++k0m6I7+K29w5xAXesVPnB66qWn+DgKYAh/6Bj5WRBBp70H6HAFjfg3LDCk%20XkGabOkWfhqaFwDdE3DpfgwvJxiaW2DIHEpgiH0DFOJWgqHf+G144Oabb36ivOuyYo871cNkf1Yc%202lHloVumMkyGMRSCIbUDA/+nhJwUZ8NQ4r57novAOlfBkBVPBGdFjMvKLMHbZf6QDeVi+X+Coe7G%20zPmjwTYKzvsCJgHMLbbYovlsCTZ5ojHB0OSFXgv6+IBmcsRjWQIO2N4pw8oMBRjyPvyw+zkbcrln%20LtGogKEIWuwtgCUeqVfWRWcIfeik/8MaJjMniI7ggeCh/WRimMz9zAzNDTCkTn6LrvAN6BMr+Qa+%20VtzLzNBzwVDxd7eW9h5d5PTnNRjaufRoLi/K8kSvYbLYWRlzMNoYOUWoT5VXCUUxp4PCUQzPMEzG%20TDDAgme6OUeMF9A8MxvnDHGGhGW/HsZA8RlB7KrLGTJ0NCYY6g6GzBMCEEw+lxGyF5Kl/y4AMxyf%20eRBxdhrnkmBozRKrG9ki2xOw6b4gCwAJEPRuxYoVQ88MBRii++zaNWpgSNEe/Kf/fAp9R4PMUEzy%20xr+ZBkN4QhbAAP31nCCCDz47zghP2SC9iuwVmY8CGCJXOsfXJhiaGhiitzKU4rFn/XWxJ8O25KXt%20EUdzmOzZ1WTnlPdtWfTmt+thsheUILpZEfJ4r2EyzMQY6dYInIwK6oxKKIZ7GMtJ2rac08f4WK3k%20PmXsxkT1AAbe6284vtkyZ4iyeBdAwYmow//1djka9cVqsgRDnQvdkOalL7Jp5lzF0SHAkPlYwKbv%20BbIw1gRDzy10XyAVBMiJjLw7VhCyCeeAxblfMR+G3BMMPbcXTje1D3gELsiIb4ngQ8fRONNzhvye%20TcUhobbMYCOGlWWo2ZEtCnQuvI/M6OEogSF6xy68J8HQ1MGQTg1fQk7q4mNd4gH7w8cEQ7/x2xPD%20ZE+VNl9V7HGXOjO0fnFon3rsscdW9Ar0iMNYysToBTxGxYgi3YrJEUw4CsRw2II/p+m+ZzSyPdCo%20m7MCeoAoK54AhDDY2QiGGATlIrwEQ1MHQ+pUt3dy3hw72UZ2zT0BkoEATQmGuuujuUBshKyt1DLs%20CEzioQBpuFG9nG8MfScYem4hM5k1dJILcEMf6VMM6dF7v4nM2kyCodirjA8wn06ngaytZN10000b%20mVvNypa8j52Q9TDAUExCJwN8164AmeQpvrBhPj9+k2Cou41bLSimeK+4a2TGe9yTJdJ2dpNg6DeZ%20odL5+1Zp7weKPf5JDYZePzY2dnEJDI/1CvQqxABORRDBFJ8FBEYYQQWzCZLi+T2C/E76mHIzJvMU%202p08xWBUnDcHSqE1xHtnGxji7DhwAYTg0Mg4CI8zTDA0+TCZIOCdjFV9ZKXt7glu4ZzJLJxKgqHn%209rQ5RrTIEAA+guSWW27ZTEqP3cbxhk7Q/QRD3WmkV2zGkC1wYf7aBhts0AAOvMVHQxZh1zM5TKZO%20fOZb8ALwsU+T+XW29/AZGGZP5FJ3NIeRGaJjnpORZEdsRIaDvqLP++j+qIEh70XnsMFQHPuEh37L%20DvkQPgPQ8Zd/oVNid2aG1gRDpdNyXrHBbYs9/k4NhtYrQXTjEpyW9RomEzgYGiCjckaP0QGGGBSG%20+517GsKQGQ/Gy/RAsIFa2508ReLoMZ9hAkUaMhszQwmG+gOGGDdj1QOPevASX8nMZzQmGOoecOg0%20fgmOgA8gFLs7yxzIDrEFssnMUG/nLGMBUFgVKvti2wxAAziSaVMv24zNVGcSDOEvOdB9vDA0BrAB%20amQeh1nzf/zEsIfJyFAHWdv4EXXjr1gRf8WLYYOhWAQUZVQyQxGbxAxtJ1s2bSiUjIFz9uB9fGLs%20kJ3DZM8Ok60u77qm2OOCZ8FQcRobFZCxuDisu3sFesGaAzYBk8EJahyJia6cncBhMiviEI1ZELSA%204XcmF8ZzjJ6A2pUuNgsjZEqmIbNxzlCCof6BIXL1Tu+PQAwcJRiaHAyph03SJftccZACt/lXnKfs%20EOdJpxIMTQ6G+AG2gXcuQGjDDTds/uJvnRmK4DjTw2Tm2mgzWZMbvvB5fKY5RO5FZigC5EyCId9p%20h/rFDr5D+8mIPfCzhnr4sziyiGw8N9NgSL10lx0Abv6awkFOAJv3ae8wwBCZSRjQJSDoD//wD1uv%20eMUrntVHB2+TtfcBPwmG1swM3XXXXdcX/X5PsclX1psubl+AygUlMPyoV6AXoDCf88M4xs2BSXNS%20GM5dkEe8+TGCnmwQ5glOGuGKjcnqVWjtvVnghfLOxk0XEwz1d5isGxjCywRDk4MhNLJHGSC8JCO8%20cclumENCx9hqgqHuBd8BDb5HRg0YAiydpWbLB8ASb4YFhuphMvXEkUU1L/CWXpEZ3zoMMMTGyIy8%202aT2o0u9saUCsMCXaQ8eDgsM0S8xDy2xWpAOuPgxgMJCn2GAId+RGbka+n7Vq17Veu1rX9tkAoEj%20WUv2gF/8WIKhNcFQAbdfLe97fbHHF9erydYrirlhCU5n9hom88JQDozAZIwCNDBXYCFgAZ2DYdiW%20x1NgDoIz4sAha4razTlyUoyLkiUYSjCUYGjtwVAMkwkyIVO0oYm+4wUdoAvskn0nGOrunNktfUQP%20O+FPyIpPcbFVE6hjcvAwwBA+eh+ZkbV61SeYxEpCMhvWnCH+FM/Jyzw2F3AZw3oybAK036CR3mj3%20MMBQ+EqgQF10io/1HoAIcAkwFPKeSTBkRSOZmfsHlNvLLhZGuEfX6L34l2DoN34bP2666aany7uu%20W2OYrDjhTQvIOLE43fsmO4Q0AhUlxdBAw/7GXiYq4sD9xr0YP/d7RjOZ05ntx3EkGEowNIpgiN7T%20f3qOFy66SNZ0LMHQ5GCIDxA8XGSsHnLDG3Szg1EBQ+QtgKgDHwNA4FMAjWGAIdMfBDAyBYBkMFyC%20ub+G99BgBMF7hwGG1Ikn/BA79QyZxQppV4AiMYG9zHRmyLPAEL0KMO5cyVhgYkiUH8k5Q50zQ8Xf%20XV3a+85ik6+oM0Pbjo2NnV3AxsqpgKFBlwRDCYYSDA0mMxTDEHTSRV50gI5xvgmGpgaGwjmjqZ7D%20NmpgKHwkWtkqXgwbDPGh/DheyALFPkixFYDMBv33LrYcc4xmEgx51hwh9kXm5OX9dAs/IrsaeyFF%20QmCmwRA/QOfofdgnWyB3do2PQA/5JBhaEwwV+X6tvG9BsceX1pmh5xUDWr84lqV5NlmCoQRDCYYS%20DE0OhrybrPgU9SYYmhoYMqzEj+Mj8BPzr8y58llmCP18JL89DDAk7pgfpM0Am6yVuTgWHsQxS/iE%2013gec8TwcaaHycgHnfhBZvQML6x6TDDUczWZYbIbSlt3q8HQlkXwp5QXPpiZoQRDCYYSDCUYSjA0%20yMyQ9qhHFijaHn6PnuJnLP8fBhgSa8jHFgrORfzzP//z1p/8yZ80e0ptsskmzT2y5Gdij71hgiHv%20JFfvpf/sPDJsCYY6Z4buueeeK4p+71Pk9PIaDG1VwNAZRQF+MGpgKJZ/aoygwPF2A0McNmMKoEEx%20GZBn/R8YMqbq2XYwhKkclKWetREpAibGuhhUL0NXFwVBVzsYCuGpjxExbIJhEBMCagIc2jqBIU40%20wJAJ6VHIDG8YOgeCb72K+gIMobETGBIg1W93Z049lAnN+IuWTmCIg+IkgCFp5ppXcW4bMMShAh7d%20isAkUOFdrICqwZC6w4jRGHpL5gydofoNPraDIe9yX0BgRDWNZG+BAIdpPy3t7VbIDBjigLqBIQGJ%20LnB8EWzDKTFYQMPv2sEQ/nonMNQOdgIMkTc+spVuBV/whyzJtBMYogPkF5suxsGd5I5GQKMTGAJI%20Awy1b5MBpABB5n3YV4wd9yp+T6+8sxMY0svFR444+If/6BU0gEr6QJe7gaEaaIQdkB9ZC56TOXVB%20Do3qwY8aDKmXvPCxXk3mL3ptMYKmTmCITDzPN7XTqE52IEuBj3Xw7OR76tVktY9sB0PazN94Jjoq%20wFDobTcw5B65ttsu+Qs8AYZ6AV/+SXvCPtFGx/COXuEFPaA7MYE6zh5UrwDZCQzRGW1mR9pSr1am%20zwAOGr0XYO1V+FNB1vtkhqzOsnml1YOG9UxUZrP8deg+HpI3GvkO35ND+MgaDJELGut4y3eZTwW0%20TwUMeZavwjcyJR/vVQ9eWClK12LOkPeTtb98iHp6gSE6HmCoPlydDweG+B/0hmz6XfheMVtb0NIJ%20DGmzo4TafaTsIzsIMFTvFRVgqPi7rxf9flPRod+bFcNkGhk96ckyQxhWZ4ZiDJeS1pmhTmAIUwMM%20ccwYxghdAYYoACZH8Kx/E8z2HWXplBkKMERB0ShoexadsWEaI+gEhgTcGgwx5qiTwQjqDBMYknEI%202vyNK2iNzJD39soMcc4CaRw46dlYUaNdvcAQR6KOALKu4E17ZqgTH+Og1sgM9QJDcWp97FNF9p3A%20kJ55ZIYCDNGpyAx5niPT2/IdY/eubnzUnulkhmIFZWQMAgy1Z4boNFlHZsheKzV/6sxQDYY68RE/%200NgLDEVmqF5az97oSWSvJssMBdgJHpGtYwAEXRkNdhwAphOt+N4pM4Qn7Zkh/EOfZ9FbZ4Z6gSEZ%20hTggWp3e0w6G2mVcy51z5gcmA0NsMxaNROaXvDplhuLMwk5gKDYZlBkCHvCRTGr51rSqM8CQ9/UC%20Q/Sbv/GMZ6d6ar17dA5dNX+8qwZDIet2ffRZAJUZihVv/J0gXJ/fGGCIbkdmyLPAIR7xh73AUGSG%20gr7YDJhNey896mbXPgNDgmysHEQnf8LG1WFvLvagUxs0RpaN7reDIW0LMBRZxThTMeqMQ2rbwVAn%20Xx5t4qvoHNm0gyGZIbomAxQTqEMf+XEgaaqZoeiwowPvxEL+B/DXyetm1zVv2zevbO9YtusKGgMM%20dcsMabOON3nV9cEOdWZIu2taJvZE/FmnYbKtC8hYWgLqSGSG4qBWRiUTg3DAQSAVHBhzMIdTIUhK%20hjGET5EYJ4P1LKYKegIwZSF8jicYS6kZJmcl+HuO0/QcZxsoExCzp5LvMJcS+I3gFI7Pd5QcbYyG%20wNDIQMOhMJDTTjutCTQM1uVd2ssxM3CGzkmgiUNCt3dpH+ekRxDKzUEIZIAQoCEzFSv70B87gwN5%20Lu3z+xj+oPgRHNWDzkjlAiR4CEwycopl0qDfRPBn6GjSxujVUVABgNwEOm3kyNXLEcdyzxhGQBM+%20hvHjazi92IEafeTlnrqjV8lgPMtg1cUQ1IGWGF6LzJC/McRHlyLNy4nhFYcp6HDWgjMZaTf6g4/q%20wkf34vw0MqVHkRIPXqCRDPXu6bR2are6YlWNtuGnZ7SPvgjenkcjGtSJjkhxc/bkgI8cQay4wTe/%20C93wGR/pVAwPsxe8RHec9cYR2pwRbXQRH9mQAIlv7A1Ncbhr6KN7dJmNxPAavvi/wCOIAyH4jLbo%20oGgH/QyZ+8tu0Uk2QadLHerHR/aHRrR53jutghO4AmgE8MXHCJpkg194hSfkiE5Ag12TjzaTsft4%20HHxEL3tin9oaQxJ4gI98T4A4vKL35Os9/pI7AMFO/MZvPcf/uMcXuec9eOWZAIh0mYxtdOs79kf3%204hDYWh/dA5wNteNZ2HDtI2OfIXpF/9i2dmofusmWTgAlMf+E/wnf5X0CDLrQqX6XLVTwNzpj5Kz9%20aAu+RiZPAAdeyYtcyZrM6KN63GejfKFOXui1d9Er7WNnfhcHYeMlPpIL3vLj2hXyJAPxA3hh2+Tt%20fWQb+xixzZC5eskaL0IfyQp/6CjfjsdxMC/66KP3RIYfD8mVnmifC3AmF7IQj+hx1OlZQMOz2hiH%20mUf78dvvXHiuHtlCOsfPkK260BhDhmhkV/Te++kJXpAfXkQigKw9V3fGvJPeATxk6Hk8E9/IBiDy%20OUZv6piIF5HEiFjqWd9HLGJj/kZ78IEMwh8DcAAbuaIlwHmc9UkOeKn9ca5i8IesY1NMHQTvVHfE%20l6L3JlBfWvTmjaWtL6vB0Bald/elogDfHQUwFGeUMSoXxQRmGKvgESi4HQwxDgxirBhAATzPUBk+%205YueDwYL4BSAwhC+3oUefAAohhd0AEOWVTIiAoujQygVwBY9avc4PvQIMuhBI0NnHEG7XiGnoC7P%20eCenro4AZwyHM3Jpo+d95/8xx0Gd2oouRg4MMSKKhm8UilJSZkobF+WB+iNTVYMh9UQmhrFpn94B%20fgILjAj/8C3AUCwx5jzQCAxxSLFxJsOl+Noo+JBR7C7LcPyOjBkOZUUjRWbUaIwMWx2I8chn70Ib%20GahHwFS/NqAnwBBD99eznID2A5V4EzqHL3pSgitjIiN04ieDioOEA2wDQ9qvnpofwQsXWeOjYEoX%206Qz9wtOQN55HBisMnVwELfLEH23EQ20k/1jaG9mtCBbojWwePpJXAApyU0+AIXVHAGEfdIZTojf0%20ni77jtPxDm1DI9tDMzq1QTaEQyM/9BkW4izRj0a2S3d8j9fqCLt2D3/JEX1kU4Oh6BwIeN6Df8CV%2057WPTqnHc9oTwDfAUABVAFngwh9yRAPgK+jJYpFJbAFCVviNtuhJaxNZ4gUfEmCIzAO8qhvAwr/Y%20ZgStApy21GCI/0EjXxG6A/h4Lub/qBPIoM+CGj5rc4BIuks33PM5hstj/k07GIohYn6UbpOxZ7wv%205p/gVfA//E+AIe/Q42Y32oiPLm2Mk9K9M0AB2iIYAex4iz/8BTrinZFNVS/+sFHyos/khEbvYtvq%208Ax+oysygfwl/kaGPwIrOgR0wJ4fZ9uCbBwCSx/9lm2qxzO+U7/30z98pFP4Q0fpABr5XH4uRjHw%20MQCptpArPsa+XgHYfBeZlbBX8iNvNLJZAZ3+hV3HtjQuAA8/dHS8Gy/JNsAQXqgH/Tp1nuc7yIys%20yI9/YzMx8To6Ouh0n+/SPjSSGzrwxTCpTg4/zj+wFfQDPviorvAj0elxT0eY3zLMyTcEmCIfbRcn%20tMnv6bb/4xFZoyX0EX3hI8VY98Pm8AXP6An62AL+en/ow0Rm6NfFF1xZZLpv0bffH9lhshoMxbwh%20/48eIAMiaA45hsnC0ClfoMFgLgX3Hs5eIPB8OxjCbP8HhjCNQDzHCRI2BeU0fU/Igk84H8yO/ZTc%20E/gYj554JzBEcQViyhG9ERdHrY5wrN3AEMNn2BRNwKMElMpwBUfBiNCPb9Eb57AotP9TvnqeRaTt%20azAUSJySaSNHQQaUnKFytmiJFHAnMIRXeBOAD4/iQEGAI3oUjNTvyCuGCDzjN2HUjLMGQ8Ejnzm2%202NNK+/BRjyZ2Wm4HQ571PrpU9yjwR7DhYDzPWH0fgS2CPToj4wUM4Z16OoEhNAri+Bi6yKF4X4Ah%20tLSDIY7W84I8mvAn2og35C0oxTmBkZ73fnKKRQdkzR7QFkMSNRiKNLk2AAbqiV4betGtPZ3AEEeL%20zug90rPI8gFwnDB9Jke2i290NmSuPSFzcosgHmBIHTG8zG7Yp4CNf+EXyMa70RC61w0MsQ089ww+%20ooGtolHbA2CQDZ7iI9rcw1v2KqOBFzEkEWDI+9VDP+lEZJbCf+BBDCOHLgcYouORVQSGwr+QnTqB%20ILqKP3wi+Ue2he4GWBcIfPY7smkHQ5FNcT90P4CUOmPPmuA/PekEhoAzNhYZdJfOJnsJMETOAQzw%20mz7G8Cm/oOMZQ3baH0Mf6o2OBTCCPnKiJ96lXnrfDQx5p/ZG5ke9EaABADrJ5gTk2IEbH9Hl/WE7%205M9PRcdJvIihrtizC41+wxfTSe2M7HkshOkGhvyN3auDP2QpiKORj2X39C/sOjpkeOuvGAeMdAND%20Oj/ij3fpiETGk+2wT52pXmAIf9kG244Mn7YBmoBGHMXl3TH0H7TSKe2Jo1TwVtvoTsyxxAO6itd+%20S074H/MWYx5ayLodDJENn+azrDZbUxfeRJwJMOT90en17gkf+tzVZKO2z1A9TBY9fg2MVQhx1k77%20nKFYTUL4da8lApjhFA4hgoIgRbljw7RwZIwv5kxgHiDAAGPiXYyfRrrfFWPkjIvRcXzmYjAGwoph%20sqDRu+pzdzzHoIAuxhbDZIzcJTAEaONIKHNMDg9nFGlqn2NIJ9KXMYThwhNOVvulUtFTzxlCJx5R%20Qk4lhtu8D1/VE7TEnKHYe6MeJhOkIhOAHhe6tZ0zinkHwccI4PUEXO0WfALUkFfMn4phMoEsDAgv%206QzHjBYOon0CdYAUvRs6FXO28Eb7GBZjj/Ry0I+PMTQRvKQv9A8t9TBZDJ2RN5pj+DV6gN5BTkAx%20WjitepgsdBIYEhBq/ngPB8zhAm70KCZGxu9ijBz/8TFWk8VcnMgExtwSvBEMI4CEE6YnZMuxoimO%201CED/+c08RGfgj/4wn4N63BIHHa0IXQ2JmhHm9QVGSw01ROoY54GPnJyfouHaKSb7sl0xFwT9IXT%20jCMoopMUG8Wq0/Ph2MmHjsdme74L2uKe4CMAtK8mi56r+tkqerSVLkbPmJ7E5P3ofLBjNLLzmH8X%2085piTog6deIEpXo4OObwhe1EUPd7fFRH0FjPGYphMjITxMK3eoesm9+iMYbJwv8EGPI+NNbnmrnI%20v17NWs87i4nkMelXZw0gqYfJAgypJ7JnhmLodoBndPLjOgAB7NhNPUwWwRHg8kxMYKcvQBoayVtb%20Y2FIyLe2HQEajXSRbOgjmbUPk/Ez2hugMLKIAUjpBVsJoBHDZDEFIQJ0rDIVXwCAGCYL3xMyjkna%20Lj5PO+l6dLJjzhCeij9sNObNoM17AvihMRYP1cNkaI3Vuvy4DkRkmr1DfAN6gTa6HpnMdh8UOhqL%20CbRVVgr/+RtxJN4dvsMzMWeIrseiJzyjw3xR3WF0X7aWbGt99F66GKNE6PLu8D+99hma1g7UMzmB%20ejqrydyvV5MFEGhfTdZtaX30KOpVCAQTS+tdgNFkq8kodKfVZLG0Xn0UoX01mUDcazVZvbR+XVaT%20UdSpribjxCOIxQz/mOg62dL69tVkse3A2qwm67W0XiCL1Q6R4YkJ1J2W1qPR/U6ryQQHqerprCaL%20eWiTrSYLvQqjjcnJnVaThZOaymqyyc4mm2w1mfu9VpNNZQJ1p9Vkhp5iNVn70vv2Mp3VZAEG6tVk%20kbHptbReEK+Xz3tPLK1f19Vk9dL69tVk/vZaTda+tJ691XUKmtNZTcY+1dNraX2sJosgFhOo6a12%209FpaT679WE0WE6i1P8AQ36OebqvJYg5ct6X1AL82aEu9Kni6q8n4BR0VtAQ47wSG+PFYrRSLddA4%202dJ6cqFz7avJ+AR6OtXVZPSKfLqtJqt3oI5FBzFHbyqrydhV+2oyvCNnscp3U1lNFhOXYx4QGUQ2%20JyafR7aWbsUwut9qS9DYaWm9WLM2q8m67UA9pbPJhgGG1nWfoZjhP4r7DAna/dpnCG8Guc9QtHmu%207zPEGOt9hsioV/CZ7j5DsZpvNuwzBBys7T5DZNu+z1Cv1STT3WcoAOV09xmqbXu6+wwBxmuzzxB6%2013afoVhNFvsM1UCpk++Z7j5DEcCnu89QbbvT3WeI3st0TRUM1avJ6P7a7DNEX+p9hvihycBQZBt7%20gSG8lmWJDNR0d6Cuwc667DPUCQx122coslcztc8QG6UTkc3GR/SRmREC75BkkIXmK9gAXaf34lkc%205Ms/tmeGYp+hdh+5LmeT7VCQ+leLsqzKTRdz08XcdDE3XcxNF59bctPF/my6uLZgaCY3XZwOGGKf%20MTw8jINapwuGZnrTRb/BS3ovW+UwXkevOEhWHegHishV/TE9hC7xLbF1Bbl2A0Nre2p9scEdC12/%20W4OhjQrIOK4Y0l0JhhIMJRhKMJRgKMFQgqEEQ/0AQ4bD+Lc3vOENzXEmW265ZWvjjTdubb755s1O%203uzBELB3eS+fyLfxcWJ2zMn0t59g6K677rqh6PfBRU6vrMHQ84tQNy7BaVmeTZZgKMFQgqEEQwmG%20EgwlGOoHGGJbeIBnb3vb2xpA5Ky3HXfcsTnjjazZYWwRwwasPKMn/Jtnu02gXsezyX5a5HlNkeOu%20NRh6/djY2CVFWR6vA0OCoQRDCYYSDCUYSjCUYCjB0NqCITTSG7t2O4h3u+22a8CQrNBWW23V2muv%20vZo2iAtshPzYs+0y6C4ZuOgHOffrbLJip+cVe92m2OPv1GDoL4pD+0QxpNtzmCzBUIKhBEMJhhIM%20JRhKMNRPMCQrtM8++zT+Jo45MW/I2W/o5gvxB9/IMI5nwevYP6qfYOiuu+66qbT3g8Ue/7ReTfaC%20EkQ3K8FpPIfJEgwlGEowlGAowVCCoQRD/QBDZIEu7+PnyCc26UU3HtMHW5mwCXyOTW/5R7qgbZ7r%20x6n11TDZU6XNVxV73KXODO08NjZ2eVGWJ3KYLMFQgqEEQwmGEgwlGEowNAgwFH6OLsXGmfhI99WP%209phETQfsDTjZ0vq1yQwV2s8p9rpl0ZvfrsHQnxWHdlR56JbCrMwMJRhKMJRgKMFQgqEEQwmG+gaG%20yFp92k5GcZYcPpEJetgxPuO9DS3Fe3KNkwT6OYH6jjvuuLW09+hS/5/Xw2QvLEJ9XRHi2TlMlmAo%20wVCCoQRDCYYSDCUYGhQYImu8iHjIh+AHe+Qv6Dw9s1M5PpNDv8HQzTff/ESR52Wl/p3qzNCuxdi+%20sXLlyqemMkxG+eOYi+mUOKek1060CYYSDCUYSjCUYCjBUIKhuQ2G6Ds+soc4+ogNuvh/8hIP8Rkt%20dK8fc4aq1WTLy/s2LXrz/BoMvbooyMLCsBsnGybDSAdMMghODjiomcHZCDB+E6cCR7C2sRLnjYG9%20HE+CoQRDCYYSDCUYSjCUYGhuD5PxSezBDtTt7xGzgaQ4nb5fYCgyQ4V3d5b2/nWpf4N6mOxFRfG2%20K0I8txcYwhAHoAnYDEyDBB1KFpUBLJyOgOeAQUxXMSOP07wF7F4HvMXp4c4rSTCUYCjBUIKhBEMJ%20hhIMzT0wFJkhbSZbtOEhvuArH8c39jMzFGCo2Pxjpc1fK23dsc4MLSjGdm0BOqt7DZMhlkEKZi5E%20MFJGFAcIAjAC0Ze//OXG+QBPGGYylHvAjGcAk06HYDIs72IEmRlKMJRgKMFQgqEEQwmGEgz1e5is%200D5e/MZGpf71ajD0x0VBDipB5NpemSHEYYAKDIPdcccdTRrrpptuevYEdgGOEDlpw2KUjpFpLIfj%20OSkx/2934qFIAMedd97Zuvvuu5uGhMEmGEowlGAowVCCoQRDCYbmHhji18JmZiIzVHzoPaW9x5f6%20N66HyV5cgujri6Jd0AsMUSZBHAB67LHHGqUGMAQEFWoEhRWMnC3iPsDE4XBEFJBQDJ/5v3fUBQO8%20h4A5UEz0fwJMMJRgKMFQgqEEQwmGEgwlGOoHGCr8X1XafEGR4/Z1Zmi3sbGx61auXPl0r2EyhiZY%20c34MAigS2GSAVKgBnBNFQ4SAJGsE/AjSnvUcBdL4dgeKCQIkwEHIlCEzQwmGEgwlGEowlGAowVCC%20oX4Ok5V2LSt+Y8OiN8+rwdAfFgU5oPzgql6ZIY6EwTBMBGGc4MuRIFwQuv/++xsFCSMEQDhuzPOM%20iyHKHNXKGsEFIwQkQYrRBMhKMJRgKMFQgqEEQwmGEgwlGOpHZqjQ9UBp80ml/s1qMPTSoni7F0W7%20qBcYCmWU7WFMJkUDNYgWNDCcIzAn6JRTTmmUzveGw8wBojjuUQIK0805YjxiczVZgqEEQwmGEgwl%20GEowlGBoAKvJVpY2n1Xaum37MNkNkw2TheJrPKUUOILBjEkDOBRBThDxG7/1ve/8Pu712ngRQxiB%20lWgJhhIMJRhKMJRgKMFQgqEEQ/0cJnvwwQfPLH5j/fZhspcXBdm7OP7L8myyBEMJhhIMJRhKMJRg%20KMHQHB8m+15p86ml/i1rMPR7RUH2Kgy6NMFQgqEEQwmGEgwlGEowlGBoLoOhou/fL+09vdS/1VoN%20kyUYSjCUYCjBUIKhBEMJhhIMzblhssKIlxUFeUMxvIszM5RgKMFQgqEEQwmGEgwlGJrjE6gfLm1e%20VuS4dZ0Z+v3i0PYtjv+KBEMJhhIMJRhKMJRgKMFQgqE5Pkz2YGnvl0r9W6wxTFaM7focJkswlGAo%20wVCCoQRDCYYSDM2HTRfL+zZoX032kqJ4uxZFuzAzQwmGEgwlGEowlGAowVCCoTk+TPZoafM5pf7t%206jlDrygO7V3lB1cnGEowlGAowVCCoQRDCYYSDM3xYbL7ik0uKTa56bNgqLx4gbPJirKszmGyBEMJ%20hhIMJRhKMJRgKMHQXB4mK7SPO5us1L9ePUz2uyWI7lAU7fzMDCUYSjCUYCjBUIKhBEMJhub4qfU/%20Lm2+sNS/Qz1M9qri0N5Xgsj1CYYSDCUYSjCUYCjBUIKhBENzGQwV3t1VbPLYUv+GdWZo17GxsatX%20rlz50xwmSzCUYCjBUIKhBEMJhhIMzfFNF88q79uk6M3zazD0whJEty7EnFMIycxQgqEEQwmGEgwl%20GEowlGBoLg+T/aS099JS/041GPrT4tA+WBTvWzlMlmAowVCCoQRDCYYSDCUYmuPDZCtKez9R5PQX%20NRjapRjblUVZnsxhsgRDCYYSDCUYSjCUYCjB0BwfJlte3rd5qf8FNRj67SLULYoQl+cwWYKhBEMJ%20hhIMJRhKMJRgaC5nhm6++eYny7uuKHLcuQZDry0O7aPFkG7tFegTDCUYSjCUYCjBUIKhBEMJhmZ7%20ZujOO++8pbT3yFL/a2owtNPY2NjXi7L8JIfJEgwlGEowlGAowVCCoQRDcxkMFTs9t7xvq1L/C2sw%209Pwi1E1KcBrPYbIEQwmGEgwlGEowlGAowdAcHyb7aXnX1aWtu9abLm5QQManiyHdmcNkCYYSDCUY%20SjCUYCjBUIKhuZwZuuuuu24s7T202OSrazC049jY2EUlMPw4wVCCoQRDCYYSDCUYSjCUYGiOD5Od%20X2xw+6I3L6qHydYrQt2oOJYzpzJM5mUUUwU+dwoS8X39TNzv9EyCoQRDCYYSDCUYSjCUYCjB0AwN%20k60ubb621L+gBkMbF5Bx/GOPPfadXoGe0nMYDz74YAMsXD4LXLWjvuOOO5rGCRQCE+YLOtdff33r%20yiuvbJhJUbuBorUFQ4TK2SQYWncwhL+jDobILMHQ1MEQmXYCQ0DSqIMhejoZGMKvmQJDrnYwpJ5R%20AkNk1g6G8DbB0LqDITFk1MHQfvvtN/JgCB+HlRm6++67ryv6fVCp/49rMLT92NjYeSUwPNor0CNU%20JQINxmmQoL5y5cpnHej999/fABbMRSQARKgcEYVlmJTc77ox0XuAF4FKYPNuDcCcQmej8ARNyTAF%20oxkCp06wFBRjCT6YwKkIHH4HpAgKwdgQvHdF8G83jABD2jpZZoszxJu3ve1tjVELcmgUTCgEA8E3%20NCoRjLUZGOJ4tMNfDpRD0tZwuPhIQWsnGIoDDD388MM96Qs5efe+++7bvBO9LvWgU68Cjwp6bn4f%20bQZg8DeAxtFHH93IlEFqJ4P0PrJXR3sAxBtgiEOtnVUnwHbjjTc2ekTe3ukzQ2VEgkr0fG+66aZn%20na+/ZE1Hw/EzIo6Mzno+eseCOL7V8kQTMB9giPPtVdSNZ+RK1mhTB1rJkE7ij2Ab+i7wqJOcAA20%204Dk6w9BDJ0899dTGmOsCsKGRvPFRwOgVIOk0x0Gm/nJGZBXyogN0QYAI3Sc3Dom9C9rawWmhz6Wd%209NjF3uluO7i55pprmsAjiLeDpfaC7xHE8UMgIVuXe2yJDOkUfxDyRi+6gUr6QOb4rz34SDbkwAkL%20orXP8R7yI2tAoA5MnQrd5wPUgx/ezWb4FPXSAbaqg1jbdQQt+offAezZsTax8+j8AEM1HQIrOwCG%20+NJewVHBZ3z0Pn4ufCSZs1U6hU66T2ah+/6ikU7gFz3B+/A/EZC8h86Rb110GgIMTeZ/dCiBfDTi%20I1mTmbrZgXrYtzgRehXtpvt4RP/CbvCVL8dHbWZ7OgvtsubHAwzRo17lsccea4AAXgQ4JDO2rE7x%20hz3gddhn+DqAm+/wO8+i1XPshgzoD1AEJNQdMZ8BRbES0LjnnntavVZ3+44fICMyxbfojOHp3nvv%203fgRoId8gr4AbO77Pvyo5/ASrfSZ39XJQFNNB94FGBKHJrMbtoUusuYjtZ2M2A0+sgdtplNRTyQH%20yAsf0UL3xJnQFTat3eTU3iEUpwMMwRDtpYDBXxcgd2HRm50LHS+uwdDzilA3KMQs7TVMJsjo5WGE%20oM1AGdVdd93VBHYEcS4CvQuzfM+hU0DPnH/++c09Ct2p180oKTFGQPL+AmECiP8zIgzkHCkWpmIu%204XP2mIY+yDeQMMaqS52UmvNn3IycMwrBexfHzeAoTgzrqZdhugQHyhTft1+R/RDY3vrWtzZGTdHQ%20SPH0cBkI0IJG70env+HI9DgoKBqjJ66t6GSc6FZH1Ol5WTMAAJ8paDf6XPjL0Cg/gwnU7VIPhXUf%20HXrOgEkAS+AAf4MWgImTYJCe9y6XIF+Qd0NbzUuBS/CRIRRcutHIodA1BkDe4Yg5dkFDUOH4OBrB%20gn54zl8OlP5xlowleiKMyPPehb/0l2zjWReaGC/QTV+9q5esBagA4mSNtgjCdIpOqptdCPh1JpAu%20ceIBpNBJHxk6/nqnDBvAVtfLDjlS8sZHTr4bjRyVzALHQab+4hmdVJ+63acLOi2RvYoeJF3igMJp%20RQYxspfo1MuPzE9cnC3a8FHwFFxChzpdfs8myJVsOEA243LvLW95S8MX+qNNAYjQi258pA9kHj14%20v9dWbYyg4Pc1b+gOGvXSAatedoPvfIB6yJXc6TzfwxbYNlsF+Gu7xkfyEmTQEsCeHaORnQUAQaOs%20aF0nOzjllFMaPrLdXvqIz/hIx/k5NEbmnO+jU+ik+/xN+Ed/6T29wP86yxnZc/oc2St+oK7bu9gL%20/gieMU2i0wUsfvnLX25oxMfInqubHaAxOiveGzz0V5zBI/qHTr/HV/4HH7U5si61rNkcW0cjedOZ%20XrL2W50AbUZndFbYsjr32Wefxh74QjxHW+gkHyL2+R25otVzYTf0h1x0NOlgTaNMiwAuDtx5553N%20vW404olOFhmRKb7x3+pB75vf/OZG1wCKSCqgT530yn3fe5asPYeXZBH+lR8nr5oOfl2cEcvpeq2v%20nS7tDOATPpKM2I04rq5LLrmk8QF8MRr9xVfywkfP0j2Zq9CViKdobPeBfKtONzlEZqiOQ2Jv4d3T%20hXfXl/fsVoOhzYvinVxe+ECvzBCn7OWUEfrHFIZBaLI4FAyYEEApEyYCLxrOSAja7xi1tFg7mgvE%206t0QL0EDWlCe5ziUmBtAQQNhej8GUzzOmaFzmvFc0EbBCCUUlJFjLMUhJO+iIOgmCADDs+gA6FyC%20mrZhflx+hzcuv8cDhhNOxWc0cnaUT48iaPQ8Ov3VVg4AwECPvwI4ZddWdFIMdAvC6kMnfuENkIFG%20mYCgp6bRX/f0zNAYzplRx5CEetDpvvopKcXSLs8DYWgPWhhfDF95noJ6H0cvM4A2dQYv1cuxhyG1%2089FfeiEIy3xQ+uhN+xzp1RgmY8ScB5moBy/JWrbCbzwXTiwMHY34K3tFtp4Jeev10GkghMF7l+9q%20Gl1o9Ffd6KF3eOJzGKs66Kq66bs2eQZP8IIuxdBJ9MQ9G70e7+SQBalax+iNLAddwUc9ejTW8o7f%20qotOczxkKiDiGZ5E1oWe0jNBF41hM/SELXNA0QuP4TXtRKN7embsNXioXnxEGz5yaL73zk46iZd0%20AahiG/iBTjbjck9Qwhf6o03k7Xn0ohsfY3iFU4/eo7ZqI/4KXH6vTrRqH/mhUc9UEA+a4m/NS7rP%20n+GFCw/wkS9RL9tmq8Cn5+mVv+qhU/QPLfgWwxJoZGee9x5ABo0cOH7ptOCfzBfwi8aah3EF7/GZ%20faqHnwsfiQ+RwYrMLX8TfFQX8Oq3ng3+46OL/pCL9/CjdDDs2uVdtf+p+Re/CTuiUwJYZAG1n07h%20ZfhINgowea9n8NDfyEpEZtLvA/x6Twxfkic+ho/kw9g6Gsmbbwpdrfno//SRP9UJiGH/GDZky5El%20o/t4zf68Cy/xkS6Ld36nHWj1nDbyl9pHLnwCXQ75oZHuCOJsW5z0PXraddI934VeRcfEe9UTwJft%20eJ9YHT7cc+Tnvu89Gx1NvPTXffbEj+sw4H/4PLwjZzSil06GbEPWtbzJIjo14SNjNAcf1UWm+BYx%20Gy/pMh8cQ6cBzkNXgF+0kxMfWesb38qfkAN8ErxDEyBUeP3r8sxVxbftX2T8BzUY2qag5fHywMO9%20wFDMneFcEQzcYIzKMIQCMSjGgHHuUWhGLjgBGe4L5BiEsPbhGwiWA/Abc3wwm0EwAqlPCoRBgUw5%20Ck5CJoCiazwFwUjvIXQXhUUrQ/as3wu2wB1BeM571EtxtI3z8w5GJPi4fI77BIDp2u3/hKku7fcu%20ysK51TSqR31BY7zLXzRqs99RVLxGI35rq+e8zz1oG0/UKWCjy7Pe67P7Lrzzf7/3fvW4/F/b8Uxd%20aIzMnXrcR0fwQ7vUh2Z1BC0hA0HFX/e8z//xRts8F3JwDx8FMLQF/XpyaPJ+v3dP3ZHtChrRrE71%20hA74XfDfX+2kh0FLPBfydp8c6BLexLP4QpcZP/00rOr/dCF4HDTSZXTSTzSEXH1WB7rdi4xo6DEe%20eJe/2oxPaKyfrXUSGKVfwf+QgfdpI3Dg/+gnp+AjukMf/YYuhUxru1G3+3hDNkFj0Ol9MbQQqfGQ%20gf+78JFtBg/RqH72ho9kTSbe6f3e6QpZf+9732vuh16hCZ3oc7nHltCMRnSFbWuze/iIxrAPV+hz%20yIY81YPG0LvwRfjp/77z3uiM4b37dECb6C5+he6FXYdO4RX+e0fQ6HkAAE0h69pm4nl/g0b6FX4L%20/3RA8TN8k3fjefgfddT2qZ7aR/rL97mPTm32fO0j0Ui2wX/PBC/pj/vai56QXfDLu/gf/CHb8DPu%204wdfGTqMr9oTNKJLvehUT9i7d4XPCtmEXqEtfKRn8R3NnkUjeeJVu49kM9qOb+gJGvnssDO8R2/Q%20GPWgDy+invDjnq/ljUZyDF0OGaBTW/HfvdC5mkZ0eRadoUe+xwf/j1jDZmqZxchF+BA0RvzxvrC/%20iDfk537obTxXx0RtDD8eNuB5vCIbNJK197nQVutjLx+JHxGLg0Z8Cx5GfKVTeB/xmZzDv4aPRKM6%20Q+dc6EKf95JP+CWXdhRe/rro0cUnn3zyHgUQ/a/2YbL1JxsmA2QQIs1IUcIhUjLIEcMRhngO0gWF%2061n461mKqPGY2T6WJ30l5QYkhfJSaGjRcEVckJ00n7/tl+Ewv5Febb/U5/v6t/X/Pec39TOG6fyN%20un3vL5SpvQInIQKKUUf8pp22oNlf9U6VvnY641m0BX1BY3wXdOhtUCrKEb25aGv7OzvxM/hR86Xb%20s/5GG332TDuNwZu4/E5PBX0MiaKSf/yuG12daGyvoxsfg//xXDcaa12igwF+GXmnerrpVS+d7KaP%20wcf6uaDT1c4fmQQOMhwS5xqy8ttutlJ/DnnV8g6drOXaLpOgsaavpjHe4R7eoZFtk7V7obN+W9tI%20u910spmaxna62uVe62MnGuNdbARt6CRz+hkynIpOtutjtK1uT20z7c/WuljrWbzXZz1dvlFg4uzZ%20efChXSc70dtJH3v5n0663Mn/xHf+0skI8JGZ8PtOPGzX+27+uJ2X3eytXdbtNAadZI02ATsyPJ3q%20aNfH2j6nQ2Mt9/q5TjTGb9DEd0dHTOyp/Xwn+bbT2MluOvnITn683bbb+ejiH/GPrCMeBm9qGrvF%207U48rP1r/dxk8TBoDF0NGlwwDEAEZBXM87PPfe5zNxQwtFu9z9DrCsA5rTD9e70yQzG5FBiSTpM+%20h+7cwwwOBBqTDfK99Dnwo2cKNMXkLGgQ8qtXocV8IWN66iFwzp0iGIONVQ9TKd6jHZ6RbYpZ/r1W%20s9SArH4u5h15Z6yI8i60o4/gOUvzjIzFTpXOoNH7o76YKD6VEqsX4vl4Nmh0z0VZpIshY7w0jh7z%20BKZSgh/rSmM7L8nCu1zmH0SPhcKaFzFVebXLrObFdGRQ8zJ4U39PvgI5587A4rdrS2PwYiqlG421%20vM0fQFdksQDK6eh9yKumcTo214nGqDfG6c074KjQCKwJlrGyLiaVT5XGms6p0hhzyjrJutZzc4c4%20U3SSOf2cjl6F3tc0TtXegka+pF1+8Z2LHfO5bIZ913Mkp2qf7T5yOjS2y7vd//g/2QqKaASETJDV%20rqnW08lHTtXm2v146EnwJuZ08TVoE8MASrFnOrbZjcapyKAbjbFlTXxP1jE8brTF/+O5qfCyXV6h%20y9PxC54LnazjYcyVMpcL/9AoMRIxe6q6X+v2dP14J/9T62PouYsP4neuueaaX59zzjmXnXDCCW8p%20OOZ/TxsMxURHvaWYqS2IQVuB0AAEqWffSyEGmIHGIn2nJ8MwugkDDZ7xPn8nW0ExjBKTsAQdijAK%20m1V2KoQfyFtAH0U6GVkg+smWaQ6r4Bt9jAA+aoXRoysyMPUS8lGiUSciemy9ttcYZuGXAKLonU+2%20WmYYRUDii8lar5mdj6K8g0a+ZxTOvexU0AZsxKTwUZQ1ewbQyXoU+ShG4x8axcNRjNlR2Padd975%2068tKOfbYY9+ycOHC/z3tYbJQcIZHgTg2QYJwItsAfXHKwA5nF4LzO//33GSGGyukYp+gqfYkZtrQ%20OUnBO1ZMjWKJ1QOxIm8U6YzVIq5RBZWx2iNW1o1iQVfIelT5GHuIxIqwUQRD0ZvEx+lkMmZaH6On%20O6o+Ugkap5otGRaN4cdHFZyHPo5qrIlM26jroxKrr6+77rqfHXfccTcceeSRvxkmO+aYY7Y+44wz%20lpUf/HBUnGikuEbVgNppnC10Jo1zl4c1nWkz80feo15S1snHUSrA5OrVq399//33X3LiiSe+4aij%20jnrZGkvrCxj64qpVq747qj3KLFmyZMmSJUuWdSnAmk0X77333qtOOOGEt7cvrZ/Spouj3LgYhjNu%206aqH6OoNlyIl6oojJmKy36CHF2L4zxAiGo2nqzcmzLWf3Rb34m8MQcamfYOi0dCA4Uzj0zWNSn0m%20XQzBGS6NzcO0L45LmAka8TGGXmOYyJhw8CiOlYhN29Adk2SD5kHRGMPJ+OhvTOyL4dXYyKyWdb2R%20ZrRjUD2tGJ6saYxjLtQbNhKy9v84mqUeEh8kHxX0qNdchLDtmNCJpqA52uN794Kn8btB2XZMGmYH%207CVojInQ7of+1fpRb5ZYD7kPQt7hI/ERjXhpHkpMiq31MWzEvRgWDp0Y9PCmevErZB2Thdv5FjYc%20cq111DWdieTT5aO6I9agM6aLxPfdzuUMWc/EcHtM46hjTWzYWfOx9uO13w7+1j5q1MtkZ6bWOmQu%204M033/z0okWLnrPp4nZjY2PnTnYcx6gWQjST3YTt2LfAslgKQKAmOZvYZTK21Q32ZrD/gNUijM3K%20NUsrXVaGDWLCJOEINmbb28vBvkv2TDDhnGExKnTEJOKYIIn2WIqLXjRaYtl+REO/Ch7Z5yT2IDJJ%203moVNKEf/9DCAZiUHfs3oc19q4RMoDfJPs4V6ndBh1V8sWeHZZKxoSfaY18NvMNvm5fFRpTkjeex%20/wTe9ptGssZHK1Rivw88ssoC/+hm7E8Su537PZnGslXtQaPf9jrDbW0L/dJ2csJHssanoJGOodkC%20CbpJ1u6RbWwEh7f+j9eDoDHoxBd726DRwgzL8tk7Wasfj8ge72IPG8ulBQGLB2JvGivDBmHb3sl2%200Rh7qVhijE9otKLWFhzaEXM/Yll/2D260WihySAm6AM8Vp+xldhXxnYWVidZ7RW6hl9sxH2rgP0G%203Wj0mR3h/SAWOuANGtkGmyFrOocmekDH2DA/Q0/5wvA9gj75xz3vGQQfyZpcydSqanxk57GIxl/2%20Q/cCnMU2A+hGvzbhrXkrgwJE/HNs2Bn7BdEt8ZAu4BUb5n/Qxobxjk2jN3wkvfT/YeMCPjVWmfWK%20C9oSqz+7AaI4m6z4touWLFmyy8KFC19Sg6FNSnD+bAke98xGMBTn99hx0s6qhE/hKF5sBUAZGFCs%20arODpnucJofq/54VEOpzXPrp1Cm//ZXsuRQ7ysauxBwAgEQhGT2HyTkBdrE5l9/YtkA7BbE4PqCf%20JXZVti2CuvAq9ieKnUdjh90I9uiOzTdtEuhZ9xjYZIdfTrdwMHHGkN2Z0YMv+IEu/LJLuc3O0GSv%20q9gkT7CKc/Lw333/b9/ioR+Bh0PERzTSK1tOxIaOHL3jIzgqv+OUAHS/p3/aQk+0w2/DifWzxFEb%20aFCPXcFjIz6Oms2g2/ccIvpiM7zYRC+edS+27O9nb9y7BGY2ig92w/UXLe6Rb2xs6XPsc0Yn6C0a%20XcCJHY/pJoDcy6GuTWGv+IaOkFmcySigoMdOxeyZwwbc8A49dAJw8iydRD996LcfBhbUgxb1sJOa%20j3wKOcau/2wqgj2++m3ohO+AuX77Hp3C2O2ffaAHzbHvDb2Me2iKozXwDM30Uju0D9/bD+hc1+Jd%20wI56+EZby9AtPATY8CTO4+MzASF2Qc5sKzZt5RvRyB/FYd39LOgEtPmQ8D+x8jv0LzYujM1+YyPJ%202PyQjNGIn9Fp61ccxCvxA7/YDp6iyT1+Lo7kAtgAT+A7NnXET79HT+z/5lmyxvPoKMURId38ysRB%20rdcWn/LuAob+qAZD65Xe4UbFYM6cjcNkmCuIMHBKFxulRdC0LTrj0oPAQMKnxIyOElDWQNA+6xX1%20u1fBAQs+3q9uvVdKF9sRcKJ26qag7kG3PtuCPAJAvatybCff754uRYozhhgGJcRHtAuYtkD3HSCk%20DeFE8T3Ah+8BDQGBUfaz94OPaIxz78idQU/sKvrspp/4FLvlRtAUkCIIRVbJd/WBlf0oDJrRxs7N%20HEvsxE03Yxf1AOPhxDmu2EHdhUbt0IZ+ZwIFHgEkdv2NnY9jk7yoH4/xzTEU5M9e0CMwyXBGtsYz%20/c4ExtlcHFzoPTBJ/nQfj9lE2DGn7SLfyBDHLs+RDWH7/XLsUegP+4wdm32OPdI4aLaBh+QO/KLR%20sQKOEMFn/Awa6QwZ9DvTJoCoJ3byluXBR50cuolPvosdl312sSE2Rj/wmJ7GAZ18ZL/sxnvQiHd0%20Sr34JNC5T9Z8pGMcBHlBMPSXboZPjV2+3Wdv/VziDaDScbofuzujMcAaenQEHRdBZ/lwmTj767Ed%209OEl2jyPj2js97YI/C2fzQ6ARfySsY9tGMgeTfSPXOknG8I39MZxWXGqAx3ViVhXWQeYJOM4VzF2%201o7TFiQsxHO8jON8AE/04WHYFzrxP3RFG9kOHrO5OJeuGx1sttS7uvDh2gKGFtT7DO1YmHZRUbwf%20z8bMEOYRGATM6WCIAElJKav7BM05aZ+eF0bbGRuTKTeHwKFzGJjZ7z0n1MuBEByDYcCUDi0CXSgk%20BaEQnCljESApivR09HR9BjTQ2evk97UpgCDHoleAZ+rheNBJATkkdEX2QG9dWwROhgUk4TmQgU7P%209jOlztA5cYbgTBpBD434Rd5kzLjoA6OJXoXeGHkLOHhIP8iaDEIv+lWiR0huTibn+ARxvKVXnBKH%20xOHEsRp+w7A5MLxDI7p9j6/42M+i58ThkHFkM9SFX7Hba3xPxhG8yVrg9Ftt0FvDZ/8ng35mXSJA%20kidHqEPDbgUQYAHo5EzRT2djmJlM2Zj7+EknXXG8j7b1s9A772UPHLcgwjZlY9CPT/SP7uEXu4iz%20DtHke/L2HT0RSLWjnwW/8IVdCzCCCv1CI36gn+/EM3x28Zto5k/JILKG0Unq9xCzDL/3R1Yab+K8%20qsjGuHQgAAgBjd+UodEu7fN7fBQcdTYFxX4BNr6HXLRfplGdaOSv0YiH5MwnoRHwxTs85Qv8luzR%20pT2Rie131lfcYgtiDTnyKwF++SB+j6wD6KA3ABtAgXdxvAV58E+SC+viI8lAO/mIyOiJGerjy8k1%20hpf5c7Q4u8xZZs5No7PsyrM+x3mifFOA99r2IsPUjRaZoaIr55f4un2p50U1GNqgCPHTJeDdORvB%20EKOkaIwXEzGMIDEE0PCdS9DjrDkvTtIu2YIVBwT5AiuUlCLHacn9KvhKEWNoIdLN6ANoZDYoaQQW%20Tp/BMfRwmnH4LIP3Ow6+371chs1w1c2wGT7DCkUWCOPcLspM+Rg8hY6UMT4z+JiTwOH2q3BIDBON%20DIFR4xsayZYukCEe4pUgQK4M32GJgnnsdI1/cZhsP3uQesx4hTcAWxxeSafQyOnr/XMy9BCfyRnP%208TRkzfHGfA6OrJ+FPL07hpDYDZ5FgAPa0BgHwsb8MUA4MqhxiDJa2RCb62emMjbti6ETYIyeReZE%20XermBNGERxM9vsa+/D7m5dFJMuDc248BWtcCTMQwkkDOOdN/tsm28YW+6thEQBek+AEBK44zwks6%20iX709rOghZ2oE430jK2yTd8JyrI+giKd1Qb+KbKbMZ8szqYKH9nPrC866CDZufgZYDcOd2a/AiF+%20xeIJ9otmFxpj6CTOw6Mn/QJD7ILuBKh0xbl86uNb8I4984lshW3pSPBTbIZsgSS6inZt6XeHFhiS%208RNr6FlMv0AnusifLqKXXtIFF4AcZ74BQ2yJfaETvevS0cE7/gwN+Af0xPlo6nSPvAAhNo63eEcP%20/OVL8SqGeh2eaySFjtBF7YphPX6plx8KMFR+d2Pxu4cWUPXqepjs+YUZmxTFGZ/Nw2RxijfFjABH%20eSMVyPnHpEZGjsnAkM+EFJPvKIAe3SAyQ5GOJlyGIfjIJHDYjB7tjIYSOHnYqcdOtha00Ech/KU0%20esj9nu/C4XHQMRYfE+jwErCJQxGjh4gOgVCwpIz4zJDIQ4Bg+P3MDDFINDJ0RoFXgqN6AEpAItK9%20cbo5Otxrn7+DfnQCUv106jFMFnPTImXPGfiLR5EBivlLejouzpRjwlPOAp+1RTv6WegNJ8JeOEu0%20sgv2Qk/DMeJdDDVyVvgV89bwkXOijzF81e/MUAyT0S8BRZ3sWF14HEMW9DWGyNHj9+yb3P2GrXlW%20ewaRGfJeNhoZALxl0zF8y975GgGdE3dSt9O78TIOV9Z5QLs2COr9LJF1wUN0+kwX2VIEPN/pYAAe%20MYQRc9fwM8BkgHXv7HdmiB6RZQy9xjxEfHNCuWwBefMxMbcJQMLbGAbFR7rge3re78wQe4jpAeSF%20Fvajc82GndCOj2zZKfWHHXZY48PxF72RTQ2w1+/J6DGvkv+OTK74hi+ALZroHzrxDh0hW7rBR2oP%203seB6QDmusjasxIOcb5jHC2iXkAGT9iK+uLQWHbDLvhD+hCHO/s9u5G1JGO+ILJ1gJ629gJD1TDZ%20TwtQvbrE2F1rMLRTEdSljz766OOjurtur8K5ERhlwzSGjLFxxhBGxeodRg95MijMjPkllJtiCPT9%20zhQoAYYEGXTGEBT6pHJj9RD6CD16cRSWoaOTQ6XcnEXMI+n3ZFCKRRnxQxDnnPQyGCwaKSn+UlI8%20xTvBFE0xzwCN2qh9ZNNPhxlzhhgIg4gMBWNCM37piZGje2iN1DX+MXb/B1LQzAGgcRBzhvBRPWSO%20Rhe+ALmcZZz+rXfp/5/61KcaYIRO7dMetOIj4+1niWEyeoWmOPnZpU7z7GSryD9O8CZrPHPhp9+x%20GXZEHwCXfnYgAgzFMBO9iqEFDjXS7XGCOPpikrd2xUHSZBApdCCl3z1xYAif8AENfFF0WmJuGzrV%20Txe0g6zpKZCBTn8jqw2k9JtGQINvUTc66X0cNB2AOFZwRfDxu9q2/SVvnSWBrN+7SqMRz9ppJH91%20GuY2Z4gsYz6d3+Gri9zRGB0QYLSf8SzAED6SFbvhs9kHcIMmNJrnGQt0/MZ5nGwJL4PX2kAX0Njv%20WMPfyix6v3rwjr2gky9R/yc/+clmbhN78buYQE0PQ+7aQBb0WbvXRdaelYWM1dT1fL7aPuKkeZ0u%20YCwmd6ODT8f7yFh6Nk6v5yvFSW3QOe4157caJju3+N2tCzB8YQ2GXlsI+vjjjz9+22wcJpMy5Xww%20gpJiLsTJkcrw6ElK70K3foe5BE4xBHgOISaJMkbp136XQMbRAwN0GI/6OYE4PZmyxFlvPnMInD+l%20EAjCUYTA+72XBhoppHoYAxrREctaGZRAb2JjrHbTHu1Cv8DuOc4U3/s9ORAf8SdW5TFaxsFgyZ6z%20lDJncLGEPQweD+kBGvV+6AH+D2KyPF6hkTOKSYwMHG/0zDhNtNHJWAnBYekNRY9c+/BR4Ok3H70P%20qARy8A0f8QVNaJS14MA5JjyLHjtnGfNHODPPcvAyDP0G5nGWWQwzxQrAWPKNdgEQIGbX5M05xvCu%2059DpWbx0T+ZrECu16D5bwQ/2SdZBI/vAI86dfeE7/+R7dhyZS7rC9gaxwgi4ihVv6sETYJzOxYpL%20fKSH7NbnmDAfp5HHIgT8R2O/i06EzgFa9PD5FnXRrVgZjGZy5qe1QSCkm5GBQx+6B5EBBPRjSJEt%20CL7kRpZoBED4RzKkDwCE+zFPLECT9vGv6OX7+70qL/bRoYN4Easr0YFGnX30oIW8/Y2OBBtBe0w7%20IXP60A9wHr6bvgEvMc/U/8NP4i2emQrC7wGLkT3iEwMgi0GxUpRtxyIe36mj18rWAEPFHm8uPu6I%20AoZeU4OhFxTCNi+CPms2DpNB1pwM5WLEnDTDAWpicz7CxCAAieFgeqzGYjQUwIWRgzhkLiaQETSB%20QrWMJvYZknkBOGJZfX0+UmzyBYBwqDHBexBFPWgCbgAINMpoBY3AZWxiKLAwFLyW4UJrLLnH40Ed%20fChAMgaGRN5ArSwH+XGMDBkNHCiwIeAIjORM3pGu9Y5eBwb3k0bOG32xN05sB0Afo5A3HuN17EeE%20j4PY0yUcO6eDX0EjXqExhkHxkVOPvUhivk7Q6Hvt7Pdwbe1AyS2WzccqTLJVP1vQBr/BJ0Aj5uCg%20iXw5Vc/3ezi0lpvMnTrQh5c+4xn9I2d0xnyses8UfwUu2SDPsPFBdEjVRY6xD5MAFHtx4UvIkVzZ%20t4AZS5ljM0k2RP585CD2a6KTaOTH9fxjPg7Z1hsWagvfQu7oxjP36SUb066YnzcIWWs/cAhgxJyV%20ADWx+W/Nn9jUF1/Jms+kw/1exVqX6Ozw43gZ++rF4cj16fB4FXavbeyI7tJbeslP9Auc40PYI/mp%20jy37v4uNxGaR6jVqQtZ0VHvYUxyejOfsSqciVop7LjZh7cbbapjsydJxvrKAoV1qMLRLQdRXloqe%20nI3DZAEcGC2DwKTYFbTexTkYEbu9hrHEbsGxi/Eg6aSABAxUoLXeGTl2Be3l0GZqB2o04mMnGqPU%20u6kGPWH4gzysL2ik+Gj0N3ZL9RftsVNyHBRZ8wzdgz6YcSo00tFu+hY7AA/yxPTQ+5rG2Im45mMc%20xhy6FzwLWcduz4MqIa+w7V6yjZ1zo0MTjn/QhwC30xj+J+TYy2brHYAHEcBrH4k37TR2kmO7/sWO%20xuEjByXv8OPoCxo72UgnPx6HiA96d+eaxljVOFVf53ftPnPQsQadgEV9kkC77sZB2cG32DCy37vL%20B12hb7G7uf+rL3hS75AdQNhzdVwJeYe9t5/e0IsGmaECoM5esmTJ5gUMvaBeTfaapUuXHlFQ+U2l%200lmXGcqSJUuWLFmyZJmsRGbojjvuuH3x4sUfL2DotXVm6IXLly/f+uc///k5s3GYLEuWLFmyZMmS%20ZbISYOiWW275SQFDlxYwtFMNhnYdGxu7euXKlT+djcNkWbJkyZIlS5Ysk5UYJnvwwQfPWrJkySZH%20HXXU8+thslctXbr0fU899dT1OUyWJUuWLFmyZJmLJTJDK1asuOv4448/duHChRvWmaHfXb58+Q7P%20PPPM+QmGsmTJkiVLlixzsVTDZD9etGjRhQUM7VCDoQWnn376tQ8//PDqHCbLkiVLlixZsszFUq0m%20G1+yZMlGBQytV4OhP1q2bNm7n3rqqWsyM5QlS5YsWbJkmYslMkO33377vYsXL/5sAUOb1GDoJcuX%20L9/lmWee+WqCoSxZsmTJkiXLXCwBhr797W8/etxxx51bwNB2NRja7fTTT79+5cqVT+cwWZYsWbJk%20yZJlLpYYJnvooYeWLVmyZIOjjjrqefVqsj9YtmzZ21evXn1FZoayZMmSJUuWLHOxRGbotttu++6i%20RYu+eMQRR2xeg6GXFTD0hp/97GcXJxjKkqX17Lk97SWOIKmPAai/i23lB3G+3bqW2NK+fat6zsH9%20Ttvvx5Edtryf7NgN2+HH0R2DPJ6jV4ljJ1ztxwjEsRfRzprG9nZmyZJlbpZqmOzhAoaWHX744Vuv%20MUw2NjZ2Qw6TZZnvBShgKA4RdEhlHK7JgJxD5ABQhxo6aNGBts798YxzvRwiGIcwenZQB9VOt7Bp%20dDro0GGbDucMUAQYOCjRfQc1+uuwzAAN8Z3DKB2G6Nk456gdUPi9ehwGOQw/gtfkRS5xCCSA4360%20heziUFIHDcc5UdpFdnjgeYc+1ud3zddCjs63cvX7nKosWYZRqk0Xzzz55JPXX2OYrICh31u2bNle%20Tz/99KWZGcoyX4ugKBA65fkLX/hCqxhKczK1E7wFWadpf+lLX2p9/vOfb7477bTTmlOhgR+nQi9d%20urR16qmnNs9+5Stfae4JwMPsYAByTqBG55e//OXWiSee2Cq23gR9YE17zzrrrNaSJUsaur/4xS+2%20LrrooqZNToNevnx5005t89yZZ57ZOvfcc1s33nhjc5J0DRSAJKDCKeODOnC0W1FftFMbFi9e3NAJ%20FAG3gJz/u48H2kPOTnF3Ovs555zTOumkk1qlU9h8dp199tmta6+9tgFNs7EALw6EBurodnsBbIB4%20egD0dTo41PP4g0+DOq0+S5aZLNUw2feLPzh94cKFW9Vg6OXF0e29evXqyxIMZZmrBmAIRGB75JFH%20miwOoCKAx/CJzAkgIJiefvrpTWA85ZRTWtddd13r/vvvb4LpZz7zmQY8XH755c3/BVW///SnP906%20/vjjm+/cByDOOOOM1pVXXtl66KGHGjCl/n4DI3QXu20yVuoB3Bi6zI+6ZDgEdOAMnWgC2IA8GZ/r%20r7++dcIJJzRA6Otf/3rrq1/9atMmbf/sZz/bOvbYYxsAdMUVV7TOP//8pp3FebQ+9alPtS655JKG%20Z7IG+CsjBAyhp5/DhN4tmANZP/rRj5o6/RXEgSA9PYEajWjXVu1BN9ndfvvtrauvvvrZ+9p+8cUX%20N3wAgFyLFi1qgO6ll17a8OC4445rvf/972/aSdZ0ZVAZL/qHh+qQsSJH7ZOJDLAZ2T2AT+aOjMnW%20X4DG93hBz9wHYryH/gHlZE33ycbzwI9smSwZXgA7ntNG70SLd+A1fT7vvPMaQEmHs2SZ7bGAjheQ%20/71i96cWf7ZlDpNlmTeF8zdEMj4+3gQ+wEV2R7Dk9AUJWQUgSHAAmAQHvWKXTIlsgQArKABR/rpX%20bKh19NFHN8DpW9/6VlPPVVdd1QAPgdY7ARKZFMMy/SqAEDqBmMhkCfgCOlAiSAICAAI6DQMBFIDd%20N7/5zWboS6BEn0yPQCoIX3bZZa3Pfe5zrY9+9KMNIEK7wCozpo5DDjmk9Z73vKcBSsCfgCpQAyff%20//73m0Daz3Z6F5AAxMjKHXPMMQ0dAVJ8L9MF7F1wwQUN0AWO0Oy+tvqtTJA2AANAowCvDeQnM4aP%20eCMjpp73ve99rYMPPrj53m9XrFjR8Kif86E4ZryjX7Jw+K5tZEaX6Kbf0E//J0fghI7iB1mRMd3S%20bnpH/u5pj/YBsN5NvwHGAMJ4J/tFdwFDciQ/wDF+DyyzGQCRDBIMZZntZbJhsv9VFH6PYuhfy8xQ%20lrlW9LyBA8M8BxxwQGuXXXZpvelNb2rtueeeTaATAB999NEmeAgOwA/wpPirhw50CBBAlOyRwCQz%20IlAIwgK0dwlkwIW/7n3oQx9qHXnkkU3dglU/Oxt6+gIWwKJudAimAruevqAP7AFwAI2AqsjaaJPe%20UTwPuAFEgiWAE5khmRHAwDuAveIrmsyQrMlHPvKRpo0BtIAFgfi2225rwGK/QANAIBir961vfWtr%20wYIFrb333rv1sY99rGkXgAJMGAYE7mIoR6ZExkWAB4bQr52CvSvkBLBqF+Cg3S7tUh9ABCzIFMn2%20AVf9HAIkiwDVMnQuNMlAAraReQNU1I9O7UYfmtBOt4AjmTtDgNqpfe4B/p5x3/u822dyAgzxgO6Q%20L50BogA/z5E/kO19fo+PsklZsszmUk2gXln0fLzY+TZrLK0vPZH9i7O8MsFQlrlWBC9zYwR1IEgw%203XfffZu/hx12WBMEBB0OX2ZBwKt7wIxHpkFvHbgRiAypCCTAA8AhUJmPIqgASQAFEPS2t72tqUNg%20kpXpZ5Hd0MsX4AQwgAA9QJEePQAHHABsN910U5OBqNskcyRofvzjH2+ATQQ+PAD2vBv4c0+b1AEc%20vfOd72wdccQRDfjwnbbecMMNzW9kGNTZzwwK0CeQqxc/AaLgKxpl8GS5/IYs2lfDAcIyKORGJgAH%20YOtZIMlfAMGl7ZHte/e7390AIu0ke/qDX/0EBIb/6J/3ownfAR8Ah44BmUAt0AekuYd+oDfmcvlL%207wA9QJj8AXtyAO7JKNoAMNFzegLUxxwwwIiN0H2/CSAvO4gvfm8ottPcoyxZZlNpW1p/crHxzXPT%20xSzzogQYEhQOOuigZuhD8BfsOHuZDMDBEIMgxPEbQgAWZIxkdGSPBBtgQPARFD1neMK7BR2BxWfZ%20JL19Pfg99tijARsCXD+HjgANAA4AEbwETQDOPQHdUI8hLyBFEBT40KZNgqvPevpAgmEUQdRnQdHw%20kvYLwACfYC07gRd+J6MGDJmPgg8Cr3rUAZDINvUbDOH9Bz7wgSZAf/jDH27+4qv2y3hpf8wH4ujI%20wLAduQKJAICgDtwJ/uQBTBou0g7yM5wWk61lRWSfDj300AYwAZNooCPm1fSrAFZkRYaAEMDqns9A%20pnaRBf6ST2R8tBu9ZKQ9hgB9T9bAMV0kD/zwmRxl17QDcPTX9wCY9gFB5K5e7/jkJz/Z+uAHP9jw%20GvjCP7qVYCjLbC/1povFVjZoHyZ7cek97pzHcWSZiwUY4uj1mA2THXjggU0w32+//Zq/AIDAKfAI%20HHrdAIUgLzAIMobOBA7BXuAwdCPgejdApNcuM6Q3bgWTvwDXO97xjiYAC0D9XInDoIGZCGgCPnoC%20mAmeQIQAFnNttEXg871LuwE/WQN/Za5iCbVhLiBBmwRRAMHvDd/gIQAlEGunwCwTpR6ZIQHbu/oF%20hgAUwdyQlUwNUGSYTpYHbeoC1MiOjAELtARAAGD8dT8yHCE7YAm4MNyEJ/gIZBiCete73tUAWuDO%20PTTgSb/BEL7KRslqaSsZ4C150TX6RZ5khxbAhG4CUfjuWfrqviwgwErnyBW495dOR3YIyPK8d+FR%206Dpd0mEwRPaJT3yi4a8LL3xH3xIMZZntpRom+1HR9fNKh2f7Ggz9cTGag4rzvPbf//3fEwxlmVNF%20thMo0GOWqdlmm21au+++e2v77bdvskR6wwKjeTQ+G4qQGQAggBzBSgDVmxaUAKe6yIIABIBDLM92%20xfCFACyQ9BsMyfwI+oKVrIfApl5AReAUVGWLZD8ESQEy5pT4HkA02VtQRF9d0BoTiQVX7XABg5Eh%20EahljfAHkPT7yDLIQPULDMn8ACL7779/I7+ddtqp+SvLJyuC/8ANGgBDmQygLSYhuy8TZD4MPajl%204FlzpWSVgADtA4piRR25ArLmQwFUwFI/M3yRtVSPOrUHOCErfMdLNMpMxpwebcLze++9t6GNTmoD%20AKX9AYJiqAxgJDPtYQOAEVAX+2L5THcMg8Zv6Ak78H/31WeoeBQ3E82SZToFGNJRLLZ0T/HZx5cO%201sY1GFpQnM21pXe1OjfVyjIXi4Cq5ywTZL6JjI1hMgFHJicKQCQAyRYEYIjdpmUgBIT2FTWRYdCz%20B04EH4FJNsV8FnUDB/22LbQKkAK5DEasHBLsAJOY6Ks3DwQAMIIuYCCz5XsZIG3y//bCYXhPDLd4%20HngyB8dwjmf0sLTP//31HbDYz40KZWIANvN4/vIv/7IZvgKEgBcZm8jUqJO8gM8AMQChdqJVe9BZ%200+YzGWknuckekR2dkJHRPnzWNsNVg9hIk3zUB4QB1GSorQANvUIj/UEDHUSTS1uC7/4P3ABKwBFw%20i1a/NxwYG0oC9Nrnnk4C3ZZVUz999ZdOyTj5vU6A773fb4e1s3iWLH2OB4bJxgvw36iAofXqCdQv%20Kuh/u+JUzk02ZZmLhePXw+bwY7m8YCm70j4hVs9fkAEU6pVDAkGnjeni/YJyBCDBqw66gwgigrJg%20L2CZvySgy2AIhAJ4O31o6rQBX+yw3V7cxxtAQpu8s86qaJPnXPHZM/1ua0z2FsABOQFdhgZQiD2O%20ogTA0846gxOy60Sb+wButDPk3n5cxyDaFkX92kN+5Bigs+Z3zef4HG2LY0joYPt+SD57D37IoPm+%201uv4Po6gIXO/cU+bu+lHliyztfAPxWc+XjpUXzv00EN3rMHQq7/85S8vLD2hG+o0aH2+T5w71O27%20ML4wyjBU93t9F8HFu9rfH9/N17o7fdep7vbv1rbuyeiaSt1T5clM1z1ZEOsGciLQ1AGpU929SgSw%20futhO/2daKnf3+m79vbU33Ur9TN129q/65cedqO/U3umIt8I8J3o79XW+vO62EAt0wDQMXG6W1vb%2077fTMl29noxf7fpb15txYPB198MfZhx4bt3RoWFzpdPxUAFDxxxyyCF/UYOhPU4++eRbrr766n/S%20Wy49sNWlt/lTY9KlJ/2P5f+PPfDAA/903333/brcf6r0PJ82D+HBBx/8u5UrVz5evvvX8v//LL97%204nvf+97PfVf+/rL8/yfl83/cf//9/+53Dz300N/4rjz/jN+Wz/9Vnv2Xie/+Tn3erY72uv0/6vbZ%2076u6/6uuWz3qVq/6fY66/aaq+1+9Qzsm6Grq1k51qhsN6vvBD37w06i7/P7vy+/U/S/eUz4/qU0T%20PPmVd9Z148XE+39efqvu/6zq/tsJun5W6mjqLnU2dZfv/qGqe/VkdZc2Rt3/VrX7lxPv/8WEPP7T%209+11e89Eu/95ot3Pqdu9CXn884QuPFm+/9lEu/+2qvs/J9r9iwm6al1Yo260T9Td6IK2Rd3qVf9E%20u9eoG6/Q3aluPMbrWg/Ld/9R6Pj3J5544vEC+n8lm/LjH//4mXI9Wep7tm789Vz53NiAz3Sg9Nrx%20pKcNlDr+s3x+otD2c3M8pmED/9rNBkIPu9nAj370o8fLvX8t13+Vtj3x2GOP/VxmqNCwhg2U95PH%2036ALbzrV3W4D2qvdpY3/OMGTn5b3rp5o9997rvzmX8o7u+lhX2zAd48++uhPi6zIRDbv75988knt%20/pdSF9tfo+5CM7r+jczbbQAfOtkAPfaecl/d/zzR7n/o0O51toHy7L9N6MzfygJdccUVz3zjG994%208o477vivcv9fnnrqqcdL/f8wsaP4GjaArqrup9rr9m56SL61DWg3fpAJ/uBTbX9kSJYTuvD3EzxZ%20Iw5M1D1ZHPivtYwDa20DMx0H8GUuxgG61C0OqHeU4kD44k5xIPBIexxgA+W7/yif//3WW299/Mor%20r1yyePHijf7qr/7qd9YYJjvhhBN2+vznP3/9SSedtOq88847ulwfLJ9/eOqpp170ta99bb/y9+sF%20MH3/nHPOOWx8fPwT5bsfnXbaaWdecskl+3/pS1+64Qtf+MK9F1544UFnnnnm4vLdj8fGxr5Qnjuw%203F9RrtvK7955+umnf9l3y5Yt+8wFF1xwcHnf/V/+8pevLd/t95WvfOWs8t2j5d0fLXUcXr77wSmn%20nHKxusvfS/1f3cuXL/+Y3/m958rz13tPed97yrPHeb961Kde9ft8xhlnfNF36PPb8sx96PaO0jZj%20h+r+hDrUpb0TdV/s//iBtom6z/Yd2st3D5TvDtGm8nlVqfvUwoem7i9+8Yt3lN+9q9R9krqXLl16%20Ah7hVan7Rrwrv1+Kl+XdnyzvWYjH5b2XT9R9IRmUNn+oXEeVz48Uus71XXn+6vKe75a2qPsYcivv%20+kr57h3lu5vLe+4qdb27yOHzE+3+bPnuL8sz3yl0fat8PqD8HmGrSt2fKu85tHz3UKnziom6Lyjf%20rSz8+FC5PuyzexN1X+W35Zn3lWf/eqLuM0p7Dijvvlkd6i7t/tyELnze/8v9u9CGxvL70z2Hdu8p%209D6oTd5f+Hte0cVHtFn95buH8WKCrivK/7+HV+jGOzzES+0qddyDx3itbrwnA/wofP12CTzvLM+d%20WupaVd59bPntIeW575b/XzNR99n4XL5rbGBCFzraAJ3pkw1c38MGLu1lA6U96Lq+fH9/+fye888/%20/7hSl3avYQPo6GED+0/VBvClmw2U9x7bJxv4Xm0D5f8/pAflu6PKM4+Ues699tprfXc12XWzAfrW%20wwZu7mYD9HsaNnBoNxtQ12Q2sGTJklWf+9znjiltbGyg/O7q66+/fr/Cp/PKbxsbYP89bOCTU7UB%20sih1f5tsyIisyIzsyLAfNkCnZsAGDu8RBw7uFgfabQCdg7YB/O5hA/dMwwYejjjAN9ZxgN70yQb+%20uocNfHhQNlDFgUO6xYF2G8CbbjaAp91soHx3hzhQ6ntHwTxHF+xz/jHHHLP3s2AoroMOOmin9773%20vX/5qle96iW/9Vu/9cJ3v/vd79xvv/22/h//43/8v/bdd9/tDzzwwANe9KIXPX/zzTd/WfnuL/fc%20c8+Ny3f/5zve8Y7dyrVP+fx/bb311n9UvjtowYIFryn///+U+3sdcMABbyqf/9/l93/uu/KbPyj/%20/3/K+/Yt79+1fP6fe+2116bl/+8udb+01P3b6t5nn322nah7O/8vdb9g/fXXf6nf+b3nyrsXeE/5%20/H+X977C+9WjbvWq3+dCz59N1P1HfusZdHtH+f0mpe3v1i51lO/eob3qRoO6X/7yl78Qbeou9zbz%20HNrLd28vn39Lm/Ck1PMX2qru8lt1/3932mmnP1X39ttv/8d4hFfl+93xrrRjI8+Vun/vf/7P//l8%20PC7v3WGi7q0m6v6dcv1u+fyu8vst1F3o2znqLs/+/oQ81p+oe8/ynreUz/+/UuefTNT9Sv8v9/cu%203++h7vL7Dau61yuf9y/f7ajuUs/ryv8PLG1+0UTdB7rnu0LfTn5bnnneVltt9fKJujec0IU3qENd%20pd2vmqj7T/y/fPdWtE3owgYTdf++95Rn9tMmbSvt3lJb1at+deOFutGHR3iFbu/AQ3VrV+ghXqsb%2078kAP8p3b1Q3GU3UTQ9/Cx/Ls1H3ZupmA2TeywboTD9sgA53swG6P5kNlO8WlHc0NlDksTY28H9O%20wwZeMkwbKN+9q9A6JRugb91sgJ52swH6PQ0bWG9dbOCQQw6hv79f6n9e8b37hR6We1tqq3q1vU82%20sFe7DUzoYd9sYMIXD9QG3O8RB/6facSB/6uHDTy/HzaA332ygQO7xQG+sx82QI+72cCEHg7EBiIO%20aEO3ONBuA3jTwwZ272UD5dnGBo466qjNCxj61F/91V9t/xwwlFdeeeWVV1555TXfrv8/wimWhaNj%20PKQAAAAASUVORK5CYII=" height="302" width="579" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 9.&nbsp; </span><span class="textfig">Valores medios de la formación de 
          biomasa en las plántulas por cada tratamiento de extractos de Vc a las 3
          h de inmersión y 11 ddg. (Es: 0,032). CPr: Coeficiente de partición de 
          la raíz, hipocótilo (CPhi) y hojas (CPh) y la masa seca total de las 
          plántulas.</span></div>
        <p>Con el coeficiente de partición de biomasa se 
          identifica más claramente como tratamientos más promisorios: E230, E260,
          E240, E330, de acuerdo con los resultados obtenidos con anterioridad en
          el análisis de la calidad de las semillas tratadas con los extractos. 
          En la formación de la masa seca foliar la mezcla de extractos E4 en 
          dilución 1:30 y 1:40, mostró efectos semejantes al E260, para el resto 
          de los tratamientos de los extractos se verifican estimulaciones en la 
          formación de biomasa foliar en relación al control. En el hipocótilo, se
          destaca también el tratamiento E330, el resto de los extractos se 
          diferencian significativamente del control. Los valores en la raíz, no 
          obstante, el coeficiente de partición, son significativos para E2 y E3 
          en los tratamientos de E140.</p>
        <p>Los resultados anteriores se confirman con el cálculo de las tasas de crecimientos calculadas (TAC y TRC), reflejadas en la <span class="tooltip"><a href="#f10">Figura 10</a></span>, estas corroboran cuan eficiente se hace el proceso de elaboración de la biomasa con la aplicación de los extractos (<span class="tooltip"><a href="#B23">Torres et al., 2015</a><span class="tooltip-content">Torres,
          G. A., Cué, G. J. L., Hernández del Valle, G., &amp; Peñarrieta, B. S. 
          (2015). Efectos del Biostan en la altura y masa seca de Phaseolus 
          vulgaris L., genotipo criollo. <i>La Técnica</i>, <i>15</i>, 18-25.</span></span>).</p>
        <div id="f10" class="fig">
          <div class="zoom">
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ZqNos8ns%20HmDZcseydoopxnR6sze68yw2Y7A0u0p91E0d+9teFxVtZ0oXeSYSiAMmF5QObx3tqG4USmN9B4tM%20WXVNRiIrpgEInmnlNOM3NjojxTU1G6Vos0m2zup9Vh/UNWi8kR0aZeo2G/RyyLoVdUFaktgCcVa9%20tVSy9V22Yh+cTLdWsjNxSk3BLhojMUcsCGA2Fk8BpLOp2FbQY1lnd/w6G2OV3qhQa+pr0VZQVuYT%20zGXmdA/KzAHSW9EK4xDYrlUCsweDheMsi7zZTtrzZBx1naoDR2VcFhvV4NgJiwUWbQ3JYshuW1Y7%2020nYQ0p3uQz5VgT9LDvu+ernM1tEPBZASK0g+hAV2CjaDGJkgqhxQfRMBs66MTIKugAFeF2CshrO%208SnQc0p+b3T9mEXIM3RXWpre+CctxK0iDtngbXvymIVmcDiHpZupMhtF84jNyNIBzDYws3ll9iHZ%20CrvPJml2XQWCFCCa7T8WuncKbDxEBTaKVk2CuCCpdW7nR10n1oWxWd6NN97YXXLJJW1DvWwH7bjz%20dGPYtM9S8Vr0U5EuCt047qkVmF0htf6Mi7KZoLqYbm7vH6DD5nvO9Z3znNpJAmLqxDEpwJguJXsA%202fHYp10x2Wj/HEBs1Q47XTqek26dfF/v2LCi1VK/241s6Ctd1kUJtIpNjqdsBnhHyWDK0mlU2Akc%20CGLnxmhtZdfOZlGBjYeowEbRqkkGQ0vm7W9/e9ud99xzz21bTNvt1y68Rx55ZPfiF7+4e/WrX912%205v3Jn/zJ7q1vfWvbYO+UU05pO/wCHFM5SGDBDCwb+/30T/90Szdbp8aujnYSPvroo7tXvvKVbadi%20mQXbWPs0luNBR9CmmXOUU/JH/7pF+4As7wro2EUZz+yOjCcBXv7T3WOguPO1GlcJOIAgLWM7bmYs%20AP8GoG1kMPqUlIGQcd54+FgcBJkuCvpIJgAxOcls2M4dcLZ7Nf8e+TkPiJY53AyeART0hK6yH906%202b31sUAFNh6iAhtFm2FsHI3sxfOe97wGOGQztHIuvPDC7mUve1l3+OGHd2eddVY7Boj4dD4Qctxx%20xzWHOdXUbIHz+uuvb6Dn7LPPbi0tYEPLC8h5xSte0eoIbHDYQImuDPU69dRTW90586laZTIrAIzn%20eY6tsy3O5xhABvjY4Rj4cFxmyEBWIAkIAYZsErUqkkEBaMjQbLgPfOADLWBkC+/N7tZJWj7gzEaM%20wKwAStceK91M3hO4kAG8+uqru1/91V9tukNPdAWyrZNOOunh5RL8h19siU4HhEyd5cjGZSYfKL7L%20btg0087Z6gL0OG5sknPIdLOyLVvh/wpsdAU2ijbH2AQGWQxZgze84Q0twHM8MhnAxEtf+tKWyfiJ%20n/iJ9p91YwTYV73qVd1pp53WgutU+mlKq7VpgI0f+ZEf6X7913+9BSxO27NlWPzHYevmEeD9J8hy%204BdddFHr6ulvYb0M6S65/PLLu0svvbQFc2lv/dvAhj53/PGpnjIatiwwvkVwkfXRxeKdVkVAle4j%20PCIzgEyg0jrdioUA6YHM1K/8yq+0zA9dwRezLgCjxwrJKBlUzYboAfAZsIEngLTMIJ2mv44DG8Yj%20uQZoli2bKk7RE0DeopPqRV+sbm3RSDqrfq95zWsa+FEXgJ2uO0+x1QZQsiv6vwIbXYGNos0xNmDj%209a9/fXfMMcc0J/fud7+7Ba1zzjmnZTUOOOCAluHgILXmdVkIJICG4A9sTDUllkN0Pw5aZkAQN4gO%20uDA+QnCX2eCQda3ccsstzXnqSgE01Nv4iala0ByRWQNSzFp/bFHwlFUBhgAcPJF5kdWwLo4+cHXG%20I3Xkd1ZB3lFQ49tkYGRRBA2BgX/LVNzNyiZ4DpBnDJBAZkwC0AUM6e7RLbCZ9dlKwntggY4AF2wM%20AJT1cZxuy8b57hhQ61OQJ0Ndhuxgqm3aAT1de2zbmCf3ZjsZFAqoylYC1XSZrusWlGV817ve1b3v%20fe9rsWhX9H8FNroCG0WbY2wBG7ooZDZ0GXB2uk4E9mOPPbZ9Ah8yGlpj+ptlNoANrfyp9NPAUKlc%202QKtLF0CgigHCUgAGYoAL5gJ8OoPbAAjsi9TOkXABdABOGymyClpDcqoyCCoH2DBcXPOfIs1SrRi%203/nOd7YsjfETU1EG9UnR8wsyBp6pxaqe3l89c1xdFOMGAMKpB/0BO9LtnoU3nitoClYZcwP8eL56%20OEe9ZXuk51c5piTgR8lzMlhz1eQ5MhXkQS50AyDMQGc6TF99xxMzrfDIxp26UdiXDMNUYyd0i7gv%20u2YrnqNrCwAiC/UAjNSVfouVgL8sncweWzQeaVf0fwU2ugIbjxXSCuJ4rWORmRUKfV1FgJg1tlmw%20oSXDSWp59YuWuhaQzEa6UVYBNgRxjg/oEcz91oUhcFtcTGuL45SqF9QFer85b3U0XmEqCtjwzlqh%20goLMhQAqcCh+O66Qm2ArNc5BayVOBTboSbpMtEw9g+y0WJPZOeOMM1rXjWNAhwIM6XIS/ASXqfRJ%20q9u7epYMlGcJquRhnILsVMazOK7eskLpThDIBLRVZTrwiw9VR2BMtsX4kWxsucoMC7DhfdlSZnjQ%20JSAVcAbcycp/5EOO/Lz6GRvE/vBxqjgFbLAh9fGsjLHyiRd021gs+irwipf4Q19M7Qa2dbfsarTj%20wIb0IASa1GWIURMkhbfKKIRdK4gWzRK90brQctBnq8UueHJQdHWqVOqYsQVsZMyGlozUL6c4Wzgd%20/8kyrBpsSDX7nuCkCLCcc377T6Cz+Ji6rxJseBZAAWjoLukXz/SZVPkqwAYfI4DJGCj4wFEK5PQG%202DrvvPOa7gjkUvIKPglqeCPYTTV2AvDRTSKD41NAl73wCRQmOwVg4Btgxp/RazoEuApgqwLTfC27%200s3GpmQTPBe/+ORVZlXc2xRyvGE3Mj3GQADPfpMF/SYXIBpgE/CcQ9/859hUcYp9slPPxg/xCN81%20bugQgGMsFIBPzwEy16gTcF9gY5ssV+5+lIkjoMRIgEj/Lscj3UtYhLvegVu1N8pjg5LZ4JAFTS1C%20faQG2kmZr3Ik+BDY4JA4Zf27ggWHqfhu7IL/NyOzEbAhQGp5KVnfI4VjdM5mgg3FM/pFWppvWSXY%20ABIAKyl276tugoZWqxYxeWmdCuaeiZcAgbqZ0UNmgp1rpiC+TD08V9aEvwKI1EcqXiA1cJff1YJW%20vAO/qJVNvnzmKjN3/DCZ6CYgDxkhjbhVZ7b7YCOZDXqiQSEDJF4k8yRG4JdZIGQKfMhA0PspwQbZ%2002PP5Fc0foEKwDSNHPJiTwBjNgP1X4GNbQI2pFGhPwWSpmgMihOWvjR6nZNgYFClAVTz6glYJP1X%20u74+dohOckoyCz43Y9+PMbCRlrAMhiCl+K7l4z9jJjYLbADqWvFDBQAQSB4LYIOs1IF+ZD2R+DX6%20kgGrAqogIvi7xvPxECjghwDbKSgzhwQpwam/aJVACfgItvhFPwKaBTF+EXAV6FYBNgRSvHFva1aY%20oURHBFp25njOWcV6FrNgQ5eIOJGuNzqi+C5T5j/yNFBUlkjmamqwgef0GNAJ4AJGBVqNWvrr+XQe%208AFKZaoKbGwTsEGpDLThFDkWikO5IXZ9p1pfHKiWB9TIScwbnQ5U+J+QpdQgXgOLtmIaW9FqiFKT%20J2OmK1qCnAEHIHXKOQkqnLbjinOcC4hqrU2VAp4HNvQbAxmAheJ79iYpsLH5YIPcNVb4FTzXCBG4%20BTV19P7GbUiJyzRwoHQGKOCHtJZXATY8j3+T1aAHuimM2TCzKVNxBbMADkHVeBvgBwiYCmwADd6X%20DwZ+0uUF0JgVBPyoq+wCmZEXuaX7hz1OZVdDYENd1Mlz+yVdcOKIYC8LBYitAmzIWAKmZCfWyHD4%20z2dKfAw/BXQAP64rsLENMhuUyKjrpCmhVX2l+k6hQkLiMBkYZ6HFMe9+6kYRgnQzoKlo1yCy5OS0%20QE2hFJBkxeiHLhRTUAV//+n7dp4BgAKqT/o0Vb97gY35tN3AhpS7gEknBAJgQ6DHI7xSAAuNHa1l%20vgZoVZ9Vgg2NIvVzb4FTgAd4ZBIE9zTCAAtBVZZ3arCBz/wvPaUHeM+mjA2x0uthhx3WBmXKDKkz%20ACIrY2yJ8wH9qfR4DGxkfM+s7mw22KATYgyApZBbit95boGNRtsns0EgHJ9AQEGAA06TAlE4zpyT%20gKClrdabpdDdUmM2di2KvgiOJ598cgMWBvUJlFLghx56aLfnnnu29S3OP//8Bj7MfbeolvOtWMlJ%20TrUfSYGN+bQdwQb5CNa6agUG99cwEUAAAEFLS13mgw+RGV012BCIsiy5OmkhJ3jJyvFffC79x6NV%20ZDbwXZC2WBZ91tijm1mwyuJ0bM14qAB3gN651ozxHng3lZ1vZ7Axm9nol8psPIq2B9hQwb7Be0aM%202X+MndET7kb74Gvq665HMlcci0F+Bx10UHfEEUe0UeCAhtbXgQce2O2+++7di170otYKe+1rX9tm%20GQAbxx9/fHfIIYc0ByaATGVsBTbGaTuCDf35AKfMhWOCQwJ6iimlGjayCZsBNmRysyYEHRdss4CX%207/0FxgSwVYANwVwWw2q4PsnL+ATBWxdKluKXbc50U4GXvrMz3VPqNgUV2NgZtOOmvsag+kbV/y+7%20MW6UCmzsekRHtDo5IJucnXDCCS3Qa3kBF0DGHnvs0e2///5t7wROUJpX8LXCn1RwgY0CG8CG7to0%20dAQP/i2FfgAbQMhmZTYylihpeV19KY7xwfygxtcqwAa50E26I3thyq/ATY/p6VFHHdVWwRXIZTV0%208wi8ZMvOXDOVrAps7AyqRb0eogIbux6lG0UrSheKzcNkLmQ24hB1oQAiMhmyHdYHEOg5ype85CXN%20SUuZT2VsBTbGabuCDYPNgQ18ByYEcMEqxW/P3WywAUx45mymxW+Zj1WDDboLnOs6oTtABX2lS3RW%208DezAv/olXEayWyQ81TdkwU2dgYV2HiICmzsesQJGdPD4VmxU/ZCaleglN0AOjg+39O9AmxYwdPy%204QU2Cmz0wYZgQRcEKt24KX5vFdgIwJgNYFn0cNVgg70Y+Olds9y9QOu7T4OurYoJAMyCDd1PU9l5%20gY3tTwU2HqICG7sezYINAz7tV5C1LIAK0wWVfBfYtdYKbBTYKLAxTn2woU5ZYZaeeP+UrD6bpd7p%20c4GNAhsFNgps7FI0BDYMXhO8BVhZjn4xEyXAo8BGgY0CG+M0BDboTh9oZLl7n8BAgY0CGwU2ugIb%20uyKNgQ2AItNfdaGkS8XIelmNAhsFNgpszKd5mY1+cTyzUQpsFNgosNEV2NgVaR7YkMkAMji+jNsA%20AgpsFNhABTbmU4GNcSqwMe7/Cmx0BTZ2RSqwMZ8KbIxTgY35VGBjnApsjPu/AhtdgY1dkQpszKcC%20G+NUYGM+FdgYpwIb4/5vlwAb5pUTnFVEFYvbbGRxr1qufNejAhvzqcDGOBXYmE8FNsapwMa4/9vx%20YMMeAZwOwVJsRm7DpPWAhqxESvEpoxUnKUXRzqcCG/OpwMY4FdiYTwU2xqnAxrj/2/Fgg8AoNGXj%20ADlPGwMBDoDIGDFGS/tyIBTPNvOcR/YdKNrZVGBjPhXYGKcCG/OpwMY4FdgY9387GmxQNIpjyVwO%20UKAwjZHzueeee+ZuyMYYOQPX29zI+eq9yN4qRduPCmzMpwIb41RgYz4V2BinAhvj/m9Hgw3GI6Aw%20KIp29dVXNyPgEO+99941jd1LUwQMcD7n8Rd/8Re7nKAfi1RgYz4V2BinAhvzqcDGOBXYGPd/Ox5s%20PPDAA93nP//5pnB33XVXd/vtt7cuEQ5gPcDBi1N8iqi+UzmIoq2lAhvzqcDGOBXYmE8FNsapwMa4%20/9vRYEOl3d/Yiz/90z9ts0p8mo2yEcP6xje+UbNRdjEqsDGfCmyMU4GN+VRgY5wKbIz7v1pno6t1%20NlZFlIrTowMG3tINxfc4xFVRgY35VGBjnApszKcCG+NUYGPc/xXY6ApsrIooFSXjhDkATsqnIMFx%20M8JVUYGN+VRgY5wKbMynAhvjVGBj3P8V2OgKbKySOFy8FSg5pquuuqo5BEpXYKPARqjAxjgV2Jhv%205wU2tj8V2HiICmysjugDJyxQCeQcMUf+ta99rTmKVVGBjflUYGOcCmzMpwIb41RgY9z/FdjoCmxM%20RZTIDCDGZbAuh2K2EGfMeQtqgsndd9/djPDrX/96Ax0KZ83wpnKIBTbmU4GNcSqwMZ8KbIxTgY1x%20/1dgoyuwMaVCMWhGc8UVV3TXXntt92u/9mvN+DhuAV8g56Ac/+AHP9jWRuHQnS/gcQRTDBwtsDGf%20CmyMU4GN+VRgY5xmwUbGphXYKLDRqMDGNGQKsYB0/vnnd2effXZzcoI9gz7zzDO7fffdtzv44INb%20wBUg/J9l5k8//fTu0ksvbau5TqEzy4KNI444ogWNAhsFNjwnWxsU2Ng42AAGgIDNBBvqSE9mdcdx%20cvNbcF8V2KDHt956a4stts2gP7NgQ8n2GPR5VwYbAFeBje47wUZtxLY4CWA33HBDd95553VvetOb%20WsuBs2NAlpE//PDDu2OOOaaBissuu6w58uuvv74FCk4ICOAUOdMpnBCw4dmC+4knnvgw2BAs+2BD%203V73utd9B9g48sgjmyOaGmx4zlFHHTUKNnzOgo1TTz21O+2001YGNt7xjnc0IMHpCpZKP2j4DYgI%20oAEbb3vb21YCNshLPe6///5WhgJGWqfsVZDbjMyGYMGv9UGGTwADL/kN/998880NbODn1GBD9s8m%20k1mssN9aBjL8VrInlPqxQfVZJdigI/RjTHfovf8vv/zylYONj33sY9+hN/3PAFUgTOD75V/+5QbE%20VgU2brvttiYPwdVnHxjmdzIbwMZ11123y4IN9mPxzQIbldmYhAI2ZDYEMUDD7BMGzTEJUm984xtb%20AOWsdKF86EMfat0tgrBr7rvvvrkb6G3ECS2S2VDOOeec7vjjj2/XcvRTUGU25tN2zGwIjt6XThp7%20BFj0sxpbmdmg39s9s5GiC+Wmm25q4I2d28tqFWBDnXRd0BHbTwhudCWFHPHP90996lNN3wBt9VtF%20Nwrg4z0BC+PSjGMLIHQenRJ7BGK6DGzwObsa2CAj7wkoi7E7Hmx4rjQ+4RLeRsh1Um8Yoe6MVOsp%20S5hzzP3dYDkRzi4OUFCjOP1z1EE/XM7xHcP7/KBwro0DdY5Bk94lxHnYwTYtOs+ltGndEJxVU9Vd%20P6Rz1N+xBG3Cdg1U6RzOgpPkIOOAOCfPpvQ5hzP1/Jzj0ztoOTjHJwfrXT0DDzgVwVwQe9/73teM%20TtBk2BxmxmdceeWVrXDmHNZFF13UDF/9kfdjoOrhWepFNngfZbVSLPn4H3+8H8dPDt4HP91flw4A%20BGgI3rIXAibHB/yoK8cpyPsuM3PGGWe0uiaAcRDqICiS55Be4Dme5ByySqZMXTlFddClJPMjmAVs%20OO5TYBD88cJ/AukFF1zQsi9pLXt/csCryHxWL8gD/+hV5EkvyDzG737eW/GuxtAoAKP/tNIFEuNr%20gELOkBzxSOBgM5EVPSCD6AU77Ou67/TJ/4psAf5Ft1xLXwQNuzYLXsCPoG/7Afz0DgKILQnuuOOO%20lqZ2LrnRrQQwwI5d5VlsA2/6eszmYzMKGyM/RKaAIeBDV/HBVggGNquHbBddx3MBzHEBQr1kEshV%20AMtGkHhON72zEr3IbCy8ISv6pTiHrAJW6CBAjucAp0CqZY5nGYCozvipfvSPDARU+i+AJSPiXPXP%20s/pr3sSu8IetuUfO8ZzIk9zxBjD3Kf0vS6COdIfO0J9kLQEen2Qrq+k8+pd354vyLHwix/jAdBex%20ZXzJOfiPf/7Hd3bDXjwTwAGe6Qf54Al+yTSoF9n4VHe2pusl78YH0oXIip3TnYwj41PVne6oi3qr%20W6bx84V8oKwonrB5m3zqHib3AET2ok7RK/pO19SJvudZfb2Iv+37fnKnH/1zyCq+P/t/OZZz+AuF%20jTjunt7Vc/ErfO7PGHQf+og3sV/n0LnoTTI45EM3Iyv1iy8i6x0LNhgGhjH2j3/8403xCHWtaZX+%20JxD1Y2wJ9uqOkZRDayDOpb+DLJDA4CiK4trZRao4GM4xyuS7e/eDEyV2redQSPcklP45lF8dnKNO%20zukbY4I8Bcg56u9YP/C4hnI7B68oQv8cfKQUlM05HBpF8fwork+8ppScfZBqP4Axcg5FQAIiBKcE%20MgYucHE+DJEjFGA4w4svvrg5I0ZAGb0fh6uu6qPu5IP3UVaKjTfq4hxO1jVk5X2c79npJkn2QGAH%20MmQZBH3gI0BEvQETXSkyLwEbZKUOHHg/6PT1Aj/xxjnkTlYJYAEbMgLnnntue04fbKgDxyegABoB%20G1rJycBw4gwer+kSWXv3Mb1g2PTKOfhIL8gostL6FjDwgBwESoCCwyZHQdY5ARrk5jzXqBvHFpvn%20hMggegFY9LvD6DR9yjlAA/5FtzgnzhYPtHy1DtVBS5UuBmzgryCiyCI4F+8EsIANDp9dRS/Yhv+i%206wGysZnYOfkNgQ3PITvH2Id6swv6hfeCGFAkiAE9eKPe0Q33pTveWSEr+hQfhU9J7bu/c8gqWycE%20bNAFMvA8fo5M8Tmr8zoP770PPmlZsz926J7eOwDdc1KyJ1TqQybeLcFHEZjil8g9YEM2gS1noDc7%20pzNkp65s3GcyLHTNd/wLr/ki9fYcPMg79RtBAZrOYedkMAs22BM+0R0Bn454B7rlWvFB3QR2/5Mt%20n9MHG/Qi5yv0og+K8ZDt0R11cX/yxNc+2CAr/ACYIy82Qqb8pRhFd+iN/wJ+8DNgw7P6eoFH7pG6%20ZtFE98o5riXP/r5gzlfnAFnn0h3P9+7hF//CdzkngC7kWeqON/QrsgBU+oCEv0uc6cuTvruv7zt2%20bxQMgaY5Z8pD2TknLz3npZowBK4ol2swLktpAw5pMTC+PnjJEtw5x/dFzqHAQ+f06+0cdVjvORyX%20cxzrn+Oa/jnk1D/H53rP8V//nKB+RqnlpVtClwXDD7AQyLSAMo4jLSHfOSqBX8AnC/fLNNo8S738%207s9U8b3Pm5yDx+lG4Wh1iZxyyiktwHsGMJQADoR4NrAjaHGgwMBJJ53U9CndKEPPGpJn6htZpb7p%20RpFROe6441r2Z7YbxTgIYAToSTeKYwbPyrRwCsmUzMphSC/Skp3Vi8gq3SieCQQKqpyxksF9it8+%20OSTZKHUHCth49IIe9J8VOfTB/ew5/fqmG8U7ex4nlUIn0u/OyTuXM3TMO7D9fjfKrO1FVmO6nnPC%20m3SjGFekGzBAhD4pHGYGi/JxAgI/IhCou8CHX8lMxD7dN3Lo6zHe4Jdzcl7/nHSjAOWCAcft3uqU%201LwgJ4g5JijQNzxKRgT4VY/IIc8KUOnLqm97Q+f0u1He+973NhnQF5/RlfxWgB4BHhhga3SI/vX1%20ov8sz+7LKn6yf04/a9sfs+E59GNWd3wmIPsuwOMp3vTHbEQvIqvoxZDu9GUV3qQbBX/UBWijGwAB%202aQLRXwSb8iW7ARispIJFov6cug/C6/6Nj6kO/1zUl/6kC4c4I0OAxt4xh8CRsC5OuU8dhFfPOsD%20w5vZzU775/TlCYwlg7gjwYZnURyOT3ATyAhMIMPIed0prmWomA4NagES/CoXmtrViQMRtGQGIo+0%20iAMuIh/Fca1oRi/oc14Ucsqpr4zXgMwTTjihtaoyQFS2I+M1ZgeI6nZ5+ctf3oLN1ANEPdO9gZux%20AaLqGLDhdwaI4u2qBogKElrm6xkgqu6rHCCqHv2U7+wgUcGOU+Rf1EugWdUAUUCYg+Q8BY2M28gA%200XSpCP6eL8Coz6oGiGpRBhS5f8ZpZICoY7EfdcsAUYFklQNEBWyZsFndcQxAkulxDXuTHVvlANF0%20WfV1x6ffsjLJFmj8zIKNZak/QJQOpbusL6OAwwwQRfSKL5x6gCh9oDMZD5JVnHU/AsUG7L/oRS9q%20Xcf8HSCYbLOGu/jaz94uSuwH0GPTOxZscAQMEYOgacEMMyFXSH+MGB4GpD+VQChhvwujaOMBTEA0%20xgDYACbSnztWGIFAkWA/Ndioqa/jsqoBosNU62zMp52+zga5+b7KdTYy9TXjPeZNfV3lOhtisXse%20dNBB3dOe9rRur7326p7//Oe33y94wQvasSc84QndD/7gD3b7779/+2+PPfbonvSkJzUfyEf3u1OW%208X87fuqr53kBCg3VUmp96hxDf6DlEHnpdMXUbJRpAtiuAjZqUa8CGwU2hqkW9Rqn2UW9xELy2qpF%20vegAn7b77rt33/M939M961nPauXpT39699SnPrX73u/93u5v/s2/2T3+8Y9vAOMZz3hG9+QnP7n7%20G3/jb7R1kXSTTWFXu8yiXvqECBOKTH/mbP/1PDIynRJiRAZlFW2cCmzMN7YCG+NUYGOcCmzMt/Pt%20voJoxktsBdigo7pJn/Oc5zQQsffeezcQIZPx/d///d1uu+3WQIbi+w/8wA+0/574xCe2zAf/KZ5P%204f9qUa+u1tmYigpszDe2AhvjVGBjnApszLfz2htlnOissRgHHnhgy1oAHbpLAI5nP/vZLcuhayXf%20/f/c5z63nWu1Z/ItsDEhFdiYhgpszDe2AhvjVGBjnApszLfzAhvjRGfpsSyFrhNgYr/99uue97zn%20PVz8zjGfzjGWw8DRAhsTU4GNaajAxnxjK7AxTgU2xqnAxnw7L7AxTvPARkDGbCmwsUIqsDENFdiY%20b2wFNsapwMY4FdiYb+cFNsZpPZmN2SxHgY0VUoGNaajAxnxjK7AxTgU2xqnAxnw7L7AxTgU2thkV%202JiGCmzMN7YCG+NUYGOcCmzMt/MCG+NUYGObUYGNaajAxnxjK7AxTgU2xqnAxnw7L7AxTgU2thnt%20imAje0NYk15Za4GzKajAxnxjK7AxTgU2xqnAxnw7L7AxTgU2thnZmGZXARv9rYBt6GPZdnu/ZJO5%20VVKBjfnGVmBjnApsjFOBjfl2XmBjnApsrIAYF6F6qY224nc62LDuvneQocF7hiUwCQi2UrfkrHX6%20KbTzrJhqiXY7D2b3xKkCWIGNcWMrsDFOBTbGqcDGfDsvsDFOBTZWQAKnlvzHP/7x1qpfLzFATsOO%20dBwYxdgoeWeOhkJjKIW2Q+RUxj2v7njNsTE0iko5OAIB9ZBDDmnKI1gJWnaNtIulIgjbtI7wpwju%20CWAFNsaNrcDGOBXYGKcCG/PtvMDGOBXYmIhUmiAZPZAhmAomN910UxPmvO3i/adV7zx1tSU9wcwz%20SNdgmswAY+FkgArbFjMqist5Ey7jw1j/5zzXRbmmILzWRXLRRRe1JWjt0nfiiSd2J598ctvGfJ99%209mlL0AIdthIWcE855ZT2P0UShDnHbHM8RQArsDFubAU2xqnAxjgV2Jhv5wU2xqnAxkTEoBi8AIeh%20jJwzJzAAYF53CqCh+4HSUzwCJph53QqURvaEY7v88stbYThXXnllc3gCvTXojz/++OaM3//+97cu%20jJzLcWH4VIM13eezn/1se2eA4rTTTmuBXnA68sgjuxe/+MXdoYce2gLnscce2/4/99xzu/POO6/9%20d9hhh3XXX399M4SpAliBjXFjK7AxTgU2xqnAxnw7L7AxTgU2JiKKpvvknnvuac5S8Hrb297WMhwU%20zm6wY8QY1c1MDUbJ2RE4poyRZ11zzTUteL3whS9sATxZBIIhzL/1t/5W98xnPrMFf+c5R0lw56yN%20m5iC8Przn/98C57AxYUXXtgCpnEa/WCqXHzxxa3IgijqJtvxoQ99qDnKqQJYgY1xYyuwMU4FNsap%20wMZ8Oy+wMU4FNiYmsywMjpTN4CQIS0Cf143Sp/VuMe8ZBGfHPN0Tgthxxx3XujBs3bvHHns0oOE7%20oQEkL33pS1twIUj/c9Kc0hTUBxuec/7557dgCnD5nC2XXnppC3YMXvYFUGIYBTYKbBTYeIQKbMyn%20AhvjVGBj3P/tUlNfGZhuEEa1kXER652NAmxQ6IMOOqg74IADHu6W0H0ieJ9wwgnte4oAd9JJJ3Wn%20nnpqd/jhh3fPf/7zm3JTgCnGbYyBDUFT9kIAF9xS/E4BktStwEaBjQIb30kFNuZTgY1xKrAx7v9q%20nY1u/Yt6OY+RHXzwwU0QZ5xxRuu6EAwSEBQgRHEM0HAMGDCew9iNVYMNToBRq5tA2i8FNgpsRFYF%20NoapwMZ8KrAxTgU2xv1fgY1u42CDEHSRnH766S3AZ4aHz6ECeAhesiGXXXbZpoANwXt23IZSYKPA%20RmRVYGOYCmzMpwIb41RgY9z/FdjoCmwU2CiwUWDjESqwMZ8KbIxTgY1x/1dgoyuwUWCjwEaBjUeo%20wMZ8KrAxTgU2xv1fgY2uwEaBjQIbBTYeoQIb86nAxjgV2Bj3fwU2ugIbBTYKbBTYeIQKbMynAhvj%20VGBj3P8V2OgKbBTYKLBRYOMRKrAxnwpsjFOBjXH/V2CjK7BRYKPARoGNR6jAxnwqsDFOBTbG/V+B%20jW5ji3oV2JgfwApsjBtbgY1xKrAxTgU25tt5gY1xKrAxIam4ZxIcBxpjW+9S5agyGwU2CmwU2AgV%202JhPBTbGqcDGuP/b8WCDUVGe22+//WEF91J2dF1vwKYQBTamCWAFNsaNrcDGOBXYGKcCG/PtvMDG%20OBXYmJgYOkW66aab2o6vFH+tnVXV0y6uHAbFE7QpIeGPUYGNtQNYgY1xYyuwMU4FNsapwMZ8Oy+w%20MU4FNiYk28gDDZSIgTPKT33qU02484gCcBICkoB97733Nmeh/mNUYGPtAFZgY9zYCmyMU4GNcSqw%20Md/OC2yMU4GNCYmR33bbbU1IAvmHPvSh5oTWMixKqq62p6cQFFF953W/FNhYO4AV2Bg3tgIb41Rg%20Y5wKbMy38wIb41RgY0Ji0Azp2muvbUDjrrvuao50I/Qnf/InTQkxggKMUYGNtQNYgY1xYyuwMU4F%20NsapwMZ8Oy+wMU4FNiYkyvaNb3yjKRDGcqLf/OY3NxTMazZKgY0CGwU2QgU25lOBjXEqsDHu/3aJ%20AaIqT+l8pmyECmwU2CiwUWAjVGBjPhXYGKcCG+P+rxb16gpsFNgosFFg4xEqsDGfCmyMU4GNcf9X%20YKMrsFFgo8BGgY1HqMDGfCqwMU4FNsb9X4GNrsBGgY0CGwU2HqECG/OpwMY4FdgY938FNroCGwU2%20CmwU2HiECmzMpwIb41RgY9z/FdjoCmwU2CiwUWDjESqwMZ8KbIxTgY1x/1dgoyuwUWCjwEaBjUeo%20wMZ8KrAxTgU2xv1fgY2uwEaBjQIbBTYeoQIb86nAxjgV2Bj3fwU2ukfAxkZXED3jjDNaYF0LbAgU%20wMCqwYa6CFSC5lpg4/jjj291Zhj2lpkqgG1nsCGw4s88sAGMnH322ZsCNgRW+rResIG38/Rzo7La%20CNi4+eab2zmrBhucrcAlKKwXbAg0gvGqwQYwIYALVil+bxXY8EwloEPx2xYMmwE22IuNL7cT2PAc%209VsP2OCbyNg1U4ING4LyO8AG/8H2txJsiDlizzOe8Yx1gw3A5OCDDy6wMeQcsqkaRSLIjQRzy5Vj%20AqOetxEbQxYggI0DDzywAYlzzjlnTbDhv0MOOaTbf//9m0F87Wtfm+S9vSMDuvTSS7sjjjiiO/PM%20M7s3velN7fcY2BDsFAEY4OAQOKcpCB8Z2oUXXtiCGOP54Ac/2FoQY8US85aaVydZBc5gKtLyZCze%20VRYHX4Cgiy++eBBseL7WmkzUYYcd1lo9UzlFGwbaINBzjjrqqAZ4Lr/88ubsgI23ve1tDxcAQ8Ci%20a4I6sCGLJpC5z1SyEggEDMCGHmgVChpAR4rfyq233tpagFdffXUDGwDK/fffP5msyF0Q4hjVgy2z%20SYFDSzXFb8/lRJ2jbvgHFGgMTEGCMlmpi/f97d/+7Yd3ibabtBWLU4A2zwUs2DWe0Ruymsr3eQZg%20/r73va81LgIa6ILyl3/5lw+Xvn7gETBPx+65557JZCUDTDfZk+AIiJJZX2+iOz7vuOOO7mMf+1i7%20hl+68sorG++mIkAq9gLYCNx0h570C/0BUMUK4AOAo8fqCLRMQYKqRgE/b88udsZPi1H+my2RJaDK%20V773ve9tMp6KvCsgts8++3S77bZbt/feezdA8UM/9EODBeBwzhOf+MQWr4DJBx54YBK+7GiwQUEI%20kQOiMAKdVC9kyAHMayFn1VHnEAiky3kFbc4WAZlCcCQHHXRQE8rLX/7yBiROOOGEwXLiiSe2Ty1Z%20At53332b4PFFam3sOXjmc+j/fgGqGJqAKdOiawT4kVnQpTJU8t+hhx7aAIrMBtQ9VpeN1AfQAyBk%20BgR0AeCaa67prrrqqtEiq/H+97+/1emNb3xjk53l5ufxJmVenSg3veBojzzyyO7YY49t7z7Em/PO%20O68BDkCNMyQvgPId73hHCzRjz1hvfRzndDhkQOxlL3tZk5kMBnADmPULQARw0BXf6RHQKrNgo8B5%20shr7PXsuWV1//fVNTkCW72xHVw1nmXLDDTe0IqAIHgIFXqm3nZKn4I1Pcicr4Ec9OCU2+dnPfrb7%203Oc+93DxmzOWbRAw6K+gB7itV1Zr8UajArACwjhbThLQEPQBCgUIVWQPBDfHPF99AEQgmg+aZy99%2025pXH35JRkkAE0yTveBDhorrfAqubBAYE/jG7Gojvsd/+IE35557brMROkM3+3oT3fEpcwDMAgRs%20DUDBt7Wesx7esHN2xV74ZqAYoFBHOkVHU/ymO3SL38TPiy66qAGy8HRZ3tADNsK22QudUUef9EXg%20TvGbXkVWgK13uP3227/DNhaNEf5nJ/yabpHHP/7x3Z577tlAhezFUBGjnPO4xz2u22uvvRqPZBHX%20em8F2B0DEjsebHC80q9a0NKWvkt/QoiUTitkjDCG8QkCFFG6UaAEWiiiDd18plBUDogzPPzww1tm%20QxAT4AWyoZL/tKylpFxD8J7h/rPPyG9pQS0BxffZc32/++67mwMRsAUiAMhztIA5AaBjtuT4qaee%202uoDbGgNUO6x+ih4KiWoPjm3f566OCYgSdlqiXuOVgNnxNmNFU5La143AUdEBlqVY/Xxn/f26bn9%20//v10Zri+AEYWQrdIjIWfT70i2cDArrGZB6cT1b0akgfUj/8wJ88d6w+zuFMPOeYY45p40IEbeDH%20c/vFsXR5yVYBP0BrWktDvMmz06r0/kP1cUyR1SAbfAcOyUEWSCAQFAAdn44r0sJAoePq5BrvM6Y7%20ebb3HtLh2fPIHWjw/uogOA0FsBSAxKc6yxYBaYJedGfoOX3dGTpHkQFwjiyC+tBR/kXAFDzoeL+o%20pyyGa/xmTwIYO4gcZm3X8/knNhXdGaqPY+qTriLAkww8y/HwdLb09V/9AUqgPrKffUbf3wAzY/XJ%209WRFN+kO0Ek3gL3oTAq98UlGWuxs0TV8KF7xqbO8ic6oCx6N6VdkhZfuTW/c13tqdMoE0U+NnRS/%20ZTPwxf+6TNk+WXnmpz/96UfxBh/xm6w+/vGPz9Ud19MTwIcO8M2uxV+64H18V9K1BCh5R7qsPnQZ%20sBySVd/vRGbqNRYj1IcN8SUyG7pGAA1dKrIWQ8V/zgFO/A5oir4N1Uf9vZuYDzjtkmADmMAIaJDz%20hBQxmKPgIOb1t0tfQWVpcWqNcL6EjrFaUD5T/KZogg9jo6zS/+spOReg4ThiKOqa+/vO+Ci0+lNY%20aWV1CyrvnxvDoMTuzQll59sxB53WhnpA34wP/yh17jl7f4aLv5wGEEex1Ge27or/vB/eaylzxAqe%20jRX/CxxaFwGJQ/XxyajwkpzwhrE6t8+b/vkciADEeBm+eq3FG/WI3BiqZ87KKs9j7OqhPs7nWCLH%20fn38Vk/vpj74jz+eR15jBT+cy1F6bzpOB2d54/6coneIHuPrLB/753N23s996TMZ4Cd9Ihf/OeZT%20ERz871PdA8zj1GZ1B+/VXV3oM6fY590sL/FGEMATOonv9Gms+N8z2EfqyHbyzrP3dx6dVx8Bx/vP%20ylWh295Jw8I96bO6Od/zhor6uA8ZqDs54P/QM9yfDJ0jyLErOuHaIVnlfHzHH/dnl4736z2m/2Tp%20/ngzZLeOkQ3eAP2AgffFt1neRHecTzfpAZ2kFz6jMyn5ne4U9WdfjuMZnzrLG7/xDmhTH+ABb4bq%2043zyxhv18a7qzg6jy+SY4rfj/scPdaZvZEzmszz127OdA0j148OsrPqy9c7elX8IYAkg8B4pzs1x%209XGN91DXIT/St10+TYwgL++Ve87K1v3dl6/nAxOHxsbQ+c85OTc+Z8znK+QrK0lWsiBDY4N2PNjQ%20jUBhMYii3XfffY3xFJpBrmfgo/rKiBAyxmKG/lcIzedscTzMcq3sCEY6nn64fheJ787JWBDdNn7L%20yvTvm/sYN6IelImyAky599D5s88a6hfMeUN1nL1v/96AGAVJcJS2TtrPOUPXzNYlx/O9X+/cR5lX%20nxwDJjkpwZdDol+6gIZkNcSb2TTz7Dl9fvVlN3Rvz9UVwdExZA6M7PJ+65HVUH3myWqM744D3roZ%20OAy6LC2rSzB8n1efsWfP6vbsdWOyUvgAThFv6LO0OZ6N6dusHIaenfP6fFhLVo6zNV0dkZUgTJf6%20ujWPN7M6278m/83WZ+g9Ux8pe118Ga8ktW8MwzxZjdnUUF1ybD125T96mywpP5pBjWO6PySrWTuf%201ZN+XebJynHdUeqhPmS1Fm+G7jvkd/qymq3PkKz8x4aMi8tAdjGGHucea+nxmJ5sVFb9a+guQCJG%20+OSHZnVhVmaLDLo3zMC1iVX99+3zVDdfGkgZ37TLgQ0M9OIG/1DKoFd9vRi03tHXhCyIUqKpBuAt%20SupMwfX3buQdVkEZE8PY8Ue/3BSzaJaVt8CKR/MG824G6YoDeNVnO8iKHgOIZMXutlJWeNGXFV5t%20JbHryEq9ppjxtCiRC/mQE9sit6kGKC4jKz6HrLZSjyOr+ED12krekFXGXNEd/nCrie6KVfjjczvY%20Fl3GI/wZktcuMxvFMzJASwsK2lqVURKuwT1xEkOUIKQFE/CCwVHYKWZ/4LMA557qkwAzTyE8N4rg%20eteOvcNGyb29M76s5bQyCK8/NTCBcgqwF5AUh4XnlD11zMC98EGdZ6eUZirhFEEp2Swyiqwy4CoB%20pw+c6E//N944B7+mABB4TI/dU33whO7gEV71M4Jk6Lf/Qurh2qkcb18uAdmOeQ6diJ7EqSnRLbIm%20J8em0J3MHKCf7klueINfBvnhV/+9Pb9vd75PaVfu7/3VRZ2ix96ZrPq+znFywb++k5/KrpDnZUbO%20EODPb3UJv/JsvHHtVOv64E0ApHf03rHXgIRZX9uXlXeJvk0VH8jJPdWnL5t02/dnEjmn73diA1PN%20DpyalvGFtc7GBoizMT1P31oGzEg3UigGJbsC8FAmxiQ1qr8McymR/6S59TFK6S6jUIzMzBh9gfog%209VNKy1J0hqPfTBo9QcOz/E/YZt4kray/zTs5bxlFImPvKbukPro6pNbwDC989zzPdUxd8EYGKo5L%20PfAUYFy2NcOA8Vo/vfp4T9NgOT/11P/oeXghBZn+08xGUie8ch4+LxNU8ZWepF9WiRykQ3VN6fIz%20gh5/BCl2k24Q/FLnyCqBY1HQQVamLuJ/xiKQB96oZ2aA4AWdpdfqrn7k4jzdjpHVssDeO+NBBgXi%20hQYDnfDe6pnUNT313bF0oZGr+ipktay/8X5sNIOhyUEAcO8cN8I/4B2f+Dr1TUqZPuHpsnrsXbwn%20GXmu+9JXzyIXOosfCer0SneI+oRfeEt32F+/C3ij5Dp+jE1kHItns5VkY7OYFpk6Tm/Um+6oi3dx%20jKzo1jKywlfvTRfUB488G8/dl17QU74QeCcrekW/2V26svjQ1HlRHxhgw64ykJ590IWAeP95ti6r%208Ip+OUa/1Ak/8QefxjIE66lLGicBYIpn4k2mSKfxE6COlz7TBeQ4nUomMI3szNrZqB4V2NgAcaz6%20ww3osqANBXeMknCQBgoywLQOKZ3+YYOhOAVKLfjpi/Sd4BZ1RJSF4zEKXH0MeKO0lItTMaDJgFHH%20KB7nqC6OMU4Og3HqctKPTQko06LkWkHdICFrExiQhjcUnh4Y72GQEgfpt0FW+hvDG8apCwxP3Ydz%20WgaMMfJM+TOAyj0ZO0P3/AwOwwPOmIM2DkS98Ic8ydK4EP8JNIumlukDeRsxrxhYyclwgu4rEBiE%20Sw6cDQeJf84jJzJUJ++AT/qPlwGHdNOzzGwxcJOuAGZZtyIDvtRBH6y+anXxbHVTF9fTHfwT/JYJ%20YAKAgbtmM9AJclGP/nghdaQT/Ap9Mc7BIDx8ZWfqS384+GXW2ohdqYvBmxlImqmuGYPi3fm2jPVy%20nnrRpdg5efl/UTDGN3guGzEwke7wHWyIXQmUeEBGZON56oaH+EGXgKPMTqLzHP2iKXfXsSHPMAjZ%20c/Ce/MmFvfBHZEl+glfsivwyY4HukBV+scdFiV9jH2YumfVCT/Aez8iGTRn0CsSqH7tRt8wQ0RhU%20f/rmd8DhIsQWvQt5GEzPz/Jl5I8Pns2Gok90LGNAwgv1zAwnv/nxRbqJAULvksHLmSmo8CVZg4St%20eH/18anuziVjdocvdJtu+U2f+EV8w+ONxq4CGxsgAZtycNIUm8JgukBLEBRbcOIk0yKhcBRM4CM8%20gspI6WV4o1XF6QvsmSaYpdY5W8/gkCmHugFJpgYKvo5TdEokyFB2SqmlvWhAFfw4RSO2gS6OTSBV%20Hy2MjNDHM8/lgPClP/PD+/gfzxiCey4SxLwD3SMPoJAzFkA5g7Sukp1K4HaMsakXWQFGmX2kPu63%20aNDQqsBfwcK9ORPP5YQEfi0c9cnoeXwhJwGGgxJgyDOtVnwS+BYFqq71rkb70wuOBvDhaAEO753Z%20BhyzoKIeWX9D4FCHOGufi3YZkC/nQ1actGcKGHRYcGNfAneOqx9ZkV3qpl4ZJa8+ywRUshIQ6TH+%20CFjeL2O5BFG2BjzjhTU4TO8G+Om989lcP1PDFy4iKwGMDbER9REo3dP7A+KZ9k9X8QGoVrIqL5vy%20nyBDd/ARnxb1Ofy6DIBAmtl/ghfwg+98kYXqAA7PIUN1dZ56kRfeZa0Uuk73FyWAy3M1cNgWG1I/%20tkoO7Me0TT5bHTzf7I2snUKGrs+0dLa16AJ+fA4bck8gVXwAhPAmg7azKjAf4zwyc5weAXDkmynN%20yeb1uy7Xa0/en8/gZ9g5f5JB2vSR/dJVPFMHBT+ckxlgZGiKvtlAaQDyXZn5Qqcrs7FCokyUmNIS%20IkPjDL2vwAEhUtykmigaA896ABwkQQZNrrVa6TziTClzFs2iDEn3coruHSRLaQEBysQBZQGezO8G%20NgR5IGlRsAFUeC+8EdwFaS1WQcg7apVywpwBHuEjR6gePvGIoalPWhmc6aJgQ1bFvRk13jB48qOP%20nqGOWUrYcxxniK7BH04xc+F9unbRrhT6z7lmWrJgJhhpEZKZ92XQmWLLSeAjp+58epO1GNSR3JfZ%20H0V6lGOmN+TguVmUimwybdMznec7GUVv0hJLRmre3Pq1SBDGe46W0wvQ5D/SRUIG9EN9shIknpFt%205EvXnee4d1kUbOCre7ErgSDZiaSk6a/3xzd84bjJVUAT4JMtw0efZMUmFwEb6SbwPPXxPLrr/fkX%2096XXjgNjWUAr0ycBRPXJOh/4x64WHbuBp3jrGXSHHuMN4EyHPBNoxAcyJFd6jofJbLK5/lRQNrCM%20HnuOYEp/kllSJ8/x/nTKf/RW/bLuRkA8/U7jj33NW5dpHqWrVCAmqwBgtsH26TUd8R+b9psO9afc%20s/tMyfUufNhGYyd/mcwo2bs3PwJMZG0adUhGM9PG8dA1WYsGj5IVVle8AlDcR/0WyR4W2NgAMXxG%20gvFxQukjzuqZFI4jEJwyO0bAxweOIeleWZJlZlJQbs/g7NPy5Qghc8FWAE2fexYu4yicw1kJ/oye%20Qqqn91imb1mwyXgWhRMANiJ7AMzzOW11onRJJ2ZZYe/AWDkMgWaZgZCyFfitLmmF4znDT+rZ+5OX%20d3eu89SLkZNZui38XnbAFllwgIybDrm/+nBwnEBa0Bk81x9XImOl3gGrgOQy42sEGzzOIkMcDNDD%20XgUujobjS7eFOmRhJXJSn6wnoV5ZjnlRPaYPWS+GLnpv/AI08ImeeJ76KWmJejY+JTPErtJnvyix%20Sc9OAKITsXP8yJgk+iITKODRa3rDxhXvwq588hnLzOxgu96Z3tBFfAAY1IcMHffueMAfJHPq2a5L%20hiVdpeq7TJdXFkDE66xpknFO3jXjwvAkcqH3AAl/oD6uTVfpMoNo8ZX9psHkPdMdqD7shP6QX/av%20oS9ZQRS/AgTwjL4tCsT4zoyPyWJtdMd7p/GJJxp++JKxI5EVH5OGEN3Bw41mNUKe5zlZiCyLtSl4%20xDfzPQCDemVsC16ob2xPnRxzDb3LOiKOb3Q7kMSIAhsbcNKzI58ziAfz+vsUZNxGZkE4zglmwM2y%20o/gzdS6DGSl6Bkb5jxP3vd/CY5z95aO9SwYFLTuFNNMuMwPHZ3+Ak3p4pjooeJIBS56dqWUMwH/L%20zrjwDI46G1VlXrzvWWZaHbPkczawiqwiP+BoipHhmX2TAVmZt+6dBVtycKzPr8w6yEyIOK1lZxXg%20bWYopD4ZAIYvnHV0NCPo8cr/qY96qM8yg+pSF/LPYMboTtZO8N3xHMusjMwScW2mZtOdZaeQZqBf%20nqs+GbSbQY8ZCJrn4JH/M4MogXeKKaR4m3U5yCszuMIb75yZTdGZ6Ht0O7PVpphCmimymeboWX1f%205v09k45k2nNmLcXuM+NoiplMmVWlLgqexJd51/Agy2g73+/4ajLN7LBl7Sr8J/fUpz8dPnoSWUWu%206aJT79jVMoA5fO77mwwCdYzu9t81Np61M8gO7+LTY5NZ4yN+fKO0ksyGynBY0JIbb9dpPEVFRUVF%20RUWrJcAF6NS1JDs6GdiAmjI4COjY6kWyioqKioqKiraGAjbSBTgZ2HAjaRZpoWXWAygqKioqKira%202RRMoJdjjeTDxsBGUVFRUVFRUdEGqcBGUVFRUVFR0UppWrCR2RJVqlSpUqVKlV2/rHMm1HRgI9M1%20Te/Jev5VqlSpUqVKlV23ZMr4GlPllwcb2WE067JnkRWzVlTCfOxsRmMxln5xLP+7JsetT5AdPRXn%20Wd/DOVnPIvcGbPw3e+8qVapUqVKlyvRFzFWySJjYLxbPGSS6PNiwcIn5tVYhs4JaFqICGKy8aToM%20sJBdS1NcF5CRhXLyn3t4IdNrvVC2os4CSO7p3s4BOhzv33u2uLZf5p276tJf0CnbJGdLcv8pvs/+%20ZxGW1D2L//Tvk4WRxp6bhVvWOm+Kkvr167wevjhfPddzThaqcWzeNVWqVNl1y1b681kfpMTvxWfH%20Vy1679l7zTs/scO5fT/fv8+8ew35U98Tm4ZialbVtgLpGltRLA82gARgw0JfQIWKebiliC3VbMlt%2032U+oJ6sYOY7cJL9GAAOx6VinGspVUssW+oYapJBASwsg509HSzpaxnZrNC4E8q86cJrTSX2/7x7%205P95z513znrqvp7z+rRRnow9Y+icKd6pSpUqO6uw95TtUpchv7xs/TZyv6GY0D9/rXvN88Hznm3a%20q8a+WG6pdN9HxnAsDzYgG2uuZ+toQMP6+Nl1D5iwOY713IGCfhCy7LlNkRTr6eeFAZjscGeDHevK%20y5RYpczmMtl7AxCxH4aumzHynCzjHbCzlYRP1tjHIyDLu2XXRu+RPSv8h2fZF2B23wyAzH2y0dda%20e6DIfqQ7atUrv6qHjJX3We+OqrJZ3onsx97DOfiXZZLpG74sumtrUVFR0TIkYy/mZeyC7xrA9h4R%20w5bZQ0e81EWhIW8hzXlbT4gNsv3OlWHw3H48FV9lHywrro5D+7NkGfrsa+P67MfCN4+RuOp/dexv%20zTBD04ANQUWXh24RAMMucoKl/zDcTpcAhf6dPgkcdu6zlbrrst+HQCKbIZDaadBGUQEmgAumQlAC%20sZ3vMGMsQGXgqroQANCy7L4Pi5I66m6yRfKZZ57ZvfKVr+xOPvnk7sILL2ygCkCzY9+P/uiPdhdc%20cEH3lre8pW0ff9FFF7VtsSmRAOt97dLn+Gtf+9pW7IKYDNCQ0tpwx72zFXU2X8qmPf39TmaJXLLX%20B2V0v6HnZFda72HrbLKZt/sjhc9GbnYntP2xTYz6/X7qpH4AmK2TbfNsgyMyZdS2fPZu9KGoaFG7%207O81NJShK9p6EgT5q4wVEDSVeQ2UVREAwdfZkM7GhVr14hQ/bPdVOwZrLDuePcSy+BXfGSAgDtG9%20fjzyLvyixqaYZydXvpSfA25m35UfFR/FRufaodduvOIBv64hyifzlc4Ra9Q7O0yrHz5mt2P3Uk91%20EqO9i1g8treVcwENwGjlYENFvRChCwq23O0LwG6TQIPKhNHZghoz3/WudzVmUCYCcZ0X/Nmf/dnG%20AMEIMrOVMHACvWGIXTUxzvcxZfO8jBHJDq3qsVWtYYbinQCEZz7zmd1zn/vcBj4okkwFcPFDP/RD%203aGHHtpAB0Bx0EEHdYcddljjiWvf8IY3dOeee273Mz/zM423P/zDP9xdeumlbQdIytgnCoNfb3zj%20G1uREaKAlMjWw/jpU7ZI3fpKn4297BjoHLx2vudk+/GkEREgouvspJNO6r7/+7+/O/3005vCzxIw%20AZzKyFB+AML7HXfccS3LQza5r+/q/Na3vrXbe++9u4MPPrjpARRul0e8+Mmf/Mn2jlsBIIt2PtEl%20up+ZdHyZoLZVG00OdRc81ldr9v58hiDJD/J9GrUyxBq7y244uVESUwRgMconnRGo+TwNQz5SoyiZ%20V3olhiWzoL78VcYnJvAjMdV7iovAgxj54z/+493b3/72Fif7WQnxku8Dcn76p3+6AQp84es14MRO%20z3COe+oZeP3rX98asro+kP/59/POO6/FFd9lafBc3PQu3k39h7LimwY2AIyMRsUwvwV03Se21FUE%20FQAiLeMMBvWyQIgWLXCSHTsBlKA5DCJI12abX+fqPhF4tdTDmCEKchTg3B8YUld12ApSF8oFeR5x%20xBEtuyGrE6AGbAAhe+yxR3fUUUe14PqiF72oKQ+k/KCguiOPPLL7+Z//+WZk3glvKZMswqwycJoC%20+ite8YqmYJRdRkiAp3SAyqmnntoAAoWSwZhVenUCjt785jd3Z599dsvGXHbZZU0e6mBr8sw4YgyA%20zwte8ILuNa95TdONWXI+g/T8N73pTS2L87znPa875phjmmIDQpSXoWjByOTIfr30pS/tXvaylzXj%20oyf+/6mf+qnujDPOaFvL1149RRslOgNoyMSyExlD+sVnCRCbSXyYhgD/wEexA/YjOPGbmx1QtxsJ%20fHwOsKHxwQfyDXzBZjc0NOroy+WXX95AhRgk0L/85S9vddMQlsWmQxprsh3OBU5sCZ9B9PHHZBzi%20y/UGaNzp+uBjxQi6qbEXvUwGRCwENuiwc12vwQ90aKh5Fl9p2IH7iiXuJa4i4EVGWUzg5+m/eBv7%20EI8d0xD0nrO0qWCDYWjpJlB5OccwiDIIRNkWONsXqxSj8j+h6CJgUMlA6PPCAC+QbbEV6BaYATI8%20w/nrRf0QJgYTyFaBjQhHJuHVr351C7jeCVG4H/uxH2uZDIE3QXj//fdvgAyfBPnDDz+8oVbvA7zg%20j6Dsczbg4h8lP+GEE5qiUW4Zk5e85CUt0AN1nvW0pz2tIee+0pODrIE6qCdgqE777bdfAx3ADxQM%20FFJIz6eklBJClnXoZzaiA6578Ytf3B1//PHtWkACgJLZAHgYhffzHSClMwAVdA8YUXxKT48Y34kn%20nthA2HbrSskid2SkaIWQz3YZP1T0V+CfLvEpWsscMZ3ku4Yc66r1hV8SnLRA2YAABsAD6OlLfyyT%20GCC482UatENjDzaDyIkf44sAIL5Ig4d/4ovUzcQJPpoPA4w0wjTcyBZY4Qf4WPLuA1vdJ/y9hl5k%207r35WqCl3zUtngEWgE+yI3wOkCLrDcgAqZ4ne66Ry9/yrcmwhPwPoGjwJZbzU+7luHdNrOrTpoMN%20rXLBJpR+0NnBMbMzGzDGOVmJbHYV0tn+02z84t4bddZAUPr6thJsqAdlFCQFZekphI+yB7IMFEU3%20wdve9rYW7I3xEIQhZqm6iy++uM3IkekBGAAKijX7XhSTorzqVa9qBsqpAjSeQelkngAI3TmMRFBn%20OBwtI+CAZRSk6AxmFfABFd07MkyU3H/qIdhHOdX3nHPOeRhseOdkLBglYAHAMDwtFS0CmRyAhhEz%20TsoNkZO566UV8QzAUEcgFqIHlowR2ezgsBbRU/IgA3zlfMjab/XvjxMo2lriqOmz1iSnu1X+QfCk%2087ojtZDZJNvitzY7cze78Wb8ru9886q7djJrUcm4BkGQHyInXSh8TuqVuvm96rrRF0GZj9KAY8/A%20gEYYn6SxLM4AG/7TGOPT+HMB33/qmuUBEvTV2/3SZc1v0EXH+HkA1OD7NFz4PP7UeDbxAj80pmU7%20+HvPBQD4SjFaI1d2RbzQePVsfPUM3UEas4AIUJEYLmaIIZ69LcHGdiSM4Oi3GmxwKAQtwyCABqmq%20F4US0CkFRYSKdX9AzAIxFC1AOwZ0ABGnnHJKy0C45+xYlCBwWRRjQ6TYZB5+4id+ogEWyi/IP//5%20z28tOgDDfRgyBZdBch1E7hnqoWtH3QVOyJqSSecxAEUdZUmk5ZKOcy8InONUByAFsJL90JrUnSTT%204nnS2hyuewfZew/KDihlfI/Wnt/eXwtwu7X8OBAACy8ZK1DmHbwjW6kxJltLWaMmGQXOVnqZfpGP%2041nnZrPGTHiOerFDrVvjk/iHrRg/4pnJPgs4fBE/z+4EuVWC5diOoO3Z6f6W1TAAkv8RvAFDWXFA%203jk5l/wWnQWyHkpWlY+TicAPYEO2Vte0xiK/qz4K8Ag4aoDxWUAA0MCH4i+fFwKoAF/34af5ZY0p%20+qBbhI/HC5l/4ML1wIOYoAGpi5r/9Uw8JC86rb7pRuGL8CmD/z1PPNCQNHZDjOBPyQGIAZDcY1t0%20oxTYWD8xAsGZElKYAASKw3AYWB9BMnIoWpCGRCmHgCUjQBGBEEoIvc4GML8pNGWlgAzDcwXnSy65%20pM2EATZkOoyB0YLyPHXwnRJJ3UkBOldmwZgNyHuo28K7qYdnAB0ZQ0IRpQW9X2ahyMSoh2yNZ8uI%20jMnFe3MoFB9v8Mz9GEgMZ7sNogsvyAqI5CDTqtkKYIRn/SwLOSsc3VYNhtxs4lzTB25chmDFWQPB%20gL8+a607mUc67DyBwXlsgvOeenC5OvFNHLl0N11nO4AP21Bfx5Wcw4ZW3Q0n0AD9ApFAJ8upkcDX%20pHGxKj3Fe88UbPHBc7W4teDPP//87thjj22Bm6xkF9gVIC/4q6dxEavMdPLB6iWDC0QIzhpTMr7G%20kQnqGoV0hl/jv70DMJCMha4TcqZbs7P2/AY0ne+d3U8j0HP9J3vCB/OX/LDxGsAX0KFhg1d8Nz3x%20SYbiRWakeGa6Xfgo/3sWICTz4X6uxUPv4X4af0N+osDGAG0XsLHZpGUm4OkyoUQCthZCujAoKcAi%20APX78CgWBZKSo6CMJOAGSFr1eh3ziENmMIyHQXvH7UoMljPSIhPYtooEKcGTHIEfzkrrC+DYqr7v%20rdAbLVBZOg5cV6TMk2ClJWmwMYdL3wUINgMI4xcw4vwMrFuWklERcAAaQZxtZvaXFqisou5TOq6x%204ZMtCzz87qpBh0DG1gVw3Z74AoCsEpwCvzIDsp2CeQIofRUIdfvqdpVlBUbIRoPIp2DvGkBl3toQ%20y5JYQi9e97rXteepB9ADpGY1zYwNFNS9E6Aq9rDDDB/Ikgz0cpY0SGSW+OB0nfBz7g8Y8MNp8AGs%20AKBzxbjcL13QdJZ/Bwr4o36XnHtmWQiD/N1HvZ3jOs9hI2OZ2AIbIwryWAQbUYgs685BMQAZAlkP%20/PB7aLQ7hafomXHkXMqatTq2iii+d2Gs26lVztDwTN2yzC++CfDpf8frLCe8mYCNsyI/gVWWC3DU%20vbUZreTtQuxeUBIcAG/80LLjiAU4XZgAuIDP+WbfJQFfBk1AGZphtQixtwxM1UrWGgeg1QsQMp5L%209pHuyMIAGP4DgLTovUfWRFgVZfqjlq8WNrCz6lkx/BJZ6Po1bgXw0jASyH2yo9NOO63NdpNNcEwX%20GHAImABFgvFUchqzc/EO+ARSM6YtvjHjWvr+iv0NrbA8b+fUjJuJryVrIEq8pZuz2aWhZ+QeGfsy%209Iyh52fygcbI7BpZfSqwMUCPZbAxZjDrdRwU77E+9W4t3dIylWkRKDKbRqtAYDjrrLNaF5R+Va3D%20pH05S8FjbA771MTh6HvV8uOgt9IOtmLMiveVghaMtD4zUBewIBMgxIA7rVLyIFfgUJAXbMl3aO2Y%20Rch9gRg64dl8Uza4MmYL8NGSl8kQgLNZpQwHgCIDo1u0v0bDFD4h75z9qDwzg7aBIQG1v8dVgPVU%208vQ8oE53iSBOX2UGfbIn48dM5deNIqNhbIL/ATLZD2PBgDcBcNUEpLJ3Nr0Zz0t2YzNsJ/EBeJrX%20ZVZgY4AKbBStgrQMpBsFAAOszLQxyMrgV2ldrTCLtB1wwAHtP8cUKXvjZQxw1T87lf0InoIFp91f%20q0HrBKjRUtYlIHBqwTsuuGZdE/3Cqxxch9xf6tbgtaypgoerXk8CX7LwkaCdZZaBibSKfcoyqFs2%20isx0REHF8SnIu2qNC6i6UUKcNbnoQhFMZ1uVABJwooUPlEzly2Tk8IR+yO4AXYK7DIosgnFdxh3J%20OtBXJWMAZD7wcoogGLDBhuipFD5Q5nnGZADuRx99dBsgnwGUujTISOCXaZgKbGTtE90L7qeVT/4B%20f/hPXwBRYEd8cZ6Y6DsQu6t3URbYGKACG0WrIA6WA+L4gA0tMoGCE5LVyHRmi7hJDRsvIMBooQEf%20AIfWNsc0RdeUYKQFygkbrAYEGS8igAiyQJBBvvq+jVzn2D3feVrSAkd/cbdVkMBmkJw0tDp4rmAi%20O6T+qyJgw/sGbHCQuicEbzKRTRDgZJ2MayIT1+CngDIl2JAhSPdM1kNIYMt4APLDk/7KwL4DAXiW%202QnLkgABmBpIbqq9VYyt6qsccsgh3Z577tk95SlPefg48GytHOeaNm8dH2O7phj4PAQ26KRjkRHQ%20IyOUAaSyg7oo6fGUYEMmkJ7iNz1lQ7ptgEQD1NmYDAswRj/wQBYICFMX+iKDtiuvAFtgY4AKbBSt%20goANNmAcBOAgmHNMHJFWoXS3KXFWgtUaA0I4Q+fLahgIxylNNXpei8v9OGtOMKtiOqZO6ueZ/ldP%20QZ5j1D/OcXLoUwXUIeLABVWgQj83YKakdZzl6ldBARt4YuAjMMFRCtrZGFExkJZPw0tjOoCBqTMb%20fbAhcHnvzFITrAT+rHtgrEQGAwKCsg/AhnOnaDln2Wv68qQnPal7xjOe0RYTVKwGbEXj3Xbbrdtn%20n31ahs5UeUDjqU99avc93/M9bSFCdZoC+MyCDWM16Ea2V1AEf7JwHv0V/BVdPUA8u5sCbOAtsGOJ%20AJkk2RNdJ+xdJk7dAB+2DGjQGf8DPuqiYSFLtpWD6VdNBTYGqMBG0SoomQ2OBdjQRSJLIDhpmVro%20R+vQyqum7Gl5caIclP90p2jhT7UCKico/Q44aP1pJevvFjA5R882gl49tOi14B3nHGVlgA6BeCpi%20a/jjnkbSyyT41GL0XOurmFptmqfZOnyJz6wgPLT51KIUsOFddVVktgDQoegyych8Qc/4CSnzjHNZ%20JdiQFQDA3D9rWxivAQjhVXbN7oMNIGQKsKHrzTN1I/3gD/5g01W6bHsAmYxnP/vZbb8jx2XvzAax%20mB7gIeth4T+gaIq6zIINPAI2jDHy6Xe/ABmOyzgAz1OCDeNWZCrYNgAofvS7igzQZeuyGv2ZZtkr%20ReZF3XblqeUFNgaowEbRKmgWbFj7g9PTKhVELbymj9mgNt0pWo9Swc7XlSHwC7RTDfTLEsZAj4yB%20FpegroXFcWbZd2l6GQ2tNS2xXKMVZzrmVJTVD7XU8UW/un5/9dKdoS66dbQc8UHw8H82ohJQp1o9%20cxZsZP0KgALffOa7ktkoeLdKsOH+2aSyv6pyVsfsz0hw3SrABjmRP7AhawFQABYAxdOf/vTu+77v%20+xqwkKHzH132v64Vv43xWCXY0FUCcAyV7Jdl4O/UmY0ATbopdgiuWe9I3YB22UvfM61Vhoqt0Xm2%20tSvTloMNyktQ87Yun0fZR2NoqpAWgHtvdAW7AhtFq6AhsCEQABuyBEmz+l9LhwP1n6Avq6FrRYp4%20SrBhzIHuEpkVTk8qWDAQ2Dhx3TrGj2R2DIcNbLhGXacEG5wtZ+zZMjgG1emy8IysXCjISYdrHWbF%20Q+fHiU+1jsoQ2BA08IxvMBizXzYTbARQ0Se+T2sYAPE9W37nus0CG/Zh0pWy1157dc961rNaN8qB%20Bx7Y/gMQZTRy7maAjbGySrCRLhG6K3Y4RjcyONRih9ZEoR8GiWZTSvVSf1mrXZk2FWwY4S6dJAXo%20QZit/4+QGJGFaqQm+5XIymbSqYBKHC0ET5BShwRHoEYAuzfH4FmOa6kZtGUU/XpTVJ65HTZiK9q1%20aAxsSK86pnXjd/Yk0LrnFAERrXpBfxVgQz1kNgI2pIEFNsfUCRAxuh/IMH1Q18sqwIZne1dZFPbO%20YbN5Np4pjgKLLAcQIrNgUJ3BeMCZ+k+14upOABsZz6LwUz7VO42rzQQbBjVn5+l86hLcqszGVoAN%20stFNwkaz+i8dNYOI3eiK9B89zTLk/td9WWDjYZpui3kggFFAdEAGRiscnLnPnEjfYeifJhgOjrAI%20h9Nm9JSHMfn0nwJcmEvtk/IRLoX0DA5hbEAZ8JI9EIAgjsKo6ynnphc9tmke2BAstc5lMRTfM0PE%20b10sqwYb6UbRMpM9yG/ZDP3KHKb+bt0bqwAbshTe2+BUDQ9B3HgE9RFoPVNd8SX7/2hgCF66VviB%20xxLY4Kv41YwnyZLUmw02jNeQuQAofKYAIMCFQcaPJbChG8UAZvIhFw1owELMUzKYWBeLeAZ8FNh4%20mJYHGwAGtCdboJ/KgCYjvY3o9l9aKARFICEggOA4OQ4m2YbMlSZgwvQSDEsqmnPmuNyXgwBgtMpk%20Vca6aoyOzkqAHJiWFWCUwVZFRcvSesBGihY+ALCZYIONcdhpABgT0XfgfnPUMg+rBhvZc0dmg4/I%20TIMU9s8+/Z91FQpsbC3YmC2PdbAh85SFz7KoWX7TU/5ArMuYjQIbjabJbGThIOAA2OBICZ8Ba8EA%20BLIT2RgmlXEdp0ggukv85vgIloN0z+wWqm/ZQJxsTATgeIbrOaexzEY2/QI4jOhmnM6fauR/0fYh%20OsBh00nGrpVB9krfWU9N2z2zEbCRwXR9J+23/1YNNrwrsKHr0xgvwN9sEw0FfoFNs0/PZdu6YQ0S%20xVN1LLCxtZmNfimw8edNHkPF+dkttzIb30HTDxBlnBn13u/2MN2NMTPsbNvsGt0oBEJhVFgmxDWc%20r+vcBwABRvx2nv99SsPKbsxbBEgGxfM4KwEI0PCc6kbZ9QjYIGcOgb7QId0EpnwKHFPNaJilnQI2%201nLUmwE2yALAYPvpLiEvvgEPrVFAVrpbjOFwXYGNAhvbEWyQzWzJEu4Ac4GN76BpwQaj9SDBn0Mx%20JoNBU54YDkHo2vCpNZPFdDLAlMExJr8trKPbQ/+XUdkcjuyH+xok6pz1zsHPhkLJitQA0V2T6Ikg%20wdBNO1U4IcFkVZuNFdiYT32wAQTyFQEbAR75rbERsOF803ALbBTY2ElgQxFnCmx8B00LNvorIBIS%20QwYsss8Cp0yplawiaDCN4vz+YilZ4IZQ+/s0CCZxEBt1QJ7DgRTY2LWJ8tNHwUHAop+rXMGvwMZ8%20mgc2FEFf0a3ieIGNAhsFNnaWv61FvWao1tnYtSlbNfskYw6LgzB2w/H8N/WOiQU25tNaYKMPOgps%20FNgosLGzqMDGABXYmJ6yABHectwcIeeNv4xylRsQUWqZM4FCsLIglJKNtQRbjofR644z6NCAZd+1%20ogWTKRaLKrAxnwpsDFOBjWEqsLGzqMDGAC0LNgQVTk+Ao4SKrplFV0ndFQg/GJZxNAK83UWtrSLA%20UL5VDcqMIzDmx2wm+4AIlMZo2N+BI7RZlKWWbfEu8JrN5PPcc89tC0lN5ZAKbMynAhvDVGBjmAps%207CwqsDFAy4ANDOSYtIjNsrFeASMwlY8Crmpa5VhdGAGFp/hZq9/7bWY9EAdJ7oKF4HDJJZc0gzfo%2011Toqbss+uT9zVSyTftznvOctgT3WWed1Zb/FvQtrcwR2vzM/iNABuBx5JFHtiWX7VHS3zxpUSqw%20MZ8KbAxTgY1hKrCxs6jAxgAtm9ngmBik+f8CBmdIESnWKoPqLHmWdUN0C8goCOy6BszUmWoPiY0S%20R8ng8cWU5P4CbqsiAAvwE7AtpWyPAoFSYAM6ZDUct9mZdVoEfp/+40RtREaeU8ijwMY4FdgYpgIb%20w1RgY2dRgY0BmqIbBWOzcqnVDi1Ru8qugjECNuw5Ya8NQU4XhjVEzNZZNYUPeMhR61bitC17LahY%20EZZOMMicwxDVzbVTjeMgT45AxoJTlKkQzG1ZfuKJJ3Z77713c5qnnHJK99rXvratQgts6HKR3Siw%20UWCjwMZfUYGNYSqwsTYV2BgJTusFGxl8yBF5LwYewwcyjE1gBLlXzpudqrsq4hysUSCoWBjNoEj1%20XTUBDLoeLEEvOHk+IwR27Hx4zDHHNIfF2DkfS04DZvgFhBhjwcFPATgCNmQuBHnjMGQ3bG7GIWbM%20BmDBMRrL8eY3v/lhsOF3gY0CGwU2CmyMUYGNtanAxkhwWg/YEFC9k5Y6JbPXi83kGLggq3UsSGhJ%20CxoGRDIO5+liufPOO5sTm4oIj4JzMgyRA8zCZ+rk2bpR8N84CYugOceUT+/MiU2VTcA3PLDj49ln%20n92CCB4IoDIIdoT0aQ8Q26g77rvsg6AqgOjumaLbKWADyODsfAIexmwAHMZnKGSl68TgUWBDvQts%20FNgosPEIFdgYpgIba1OBjZHgtB6wQWk4fwMP99xzz2Z4jMpAQy33/fffv3v605/ePfOZz+xe+MIX%20tuNHH310t++++7bWNGW3EuJUpK72nOFgLOEsU2BchO8Aj0BKqS3NLXsg0wH0cIwU3TtP1dVjLIbn%20CuICgToJZgluHJBBouqAhwFiAuwZZ5zRgqw9MKbI/vTBBvAgq6GrBLhJl4niu6K+PvGrwEaBjQIb%20j1CBjWEqsLE2FdgYCU7rARtWLuVUGNoee+zRZi4IIoBGQMVuu+3W7b777g1sOM7YzH4wTsBYAIM3%20pyL7RQiajP8Vr3hFa5l7hgyC5wM/jqdlnyyCegk4nP1UG88ZK8KQBWzOTpBkhHbqFezVw/gIgcJx%203ShAkCyHawRZ77MqsJHdVWUxdOvkEwDCw8psFNgosPFoKrAxTAU21qYtARvS9n0HTFDzZkcIOMYZ%20DC0l7Xq75w2l292zv3vsRoLTesCG/xiOQYaAhgyHtLwMhiBlmuVTnvKUltnQbaBLwf++C/4GKE7p%20rDleWYH99tuvPd+YAwGdsasfx8DYGaeAC2yYBirLou7GU3CoU1AyG57B+XJ6DFEQBX44Ivxg8LqV%20OA285FAFeQ5ylZkNWQ2AAn/8lvnxqZBLgY0CGwU2Hk0FNoapwMbatOlgw/gBRmtsAAERioGE1qVg%20yI5l3EDWiRD0ncPojTMAPBgc0GJmhXv6lDFhDF6K8TvfdV6OgNcbuNx/PXujBGyccMIJbYCh1noM%206wUveEG31157dT/wAz/Qsh4CumyHAAtsHHTQQZODDffSMgd2AA0BU3eAsQkvfvGLG+AALgSKBFvn%20cRYCq2Azb2fcjVAfbDBsTkHg9EzBW2aFk5BRcFzQ2wqwIfMDaAAdPhWLehXYKLBRYOPRVGBjmAps%20rE2bDjaMUciurmZGGFxJOFLolNAshEzLVCHdDJyI/5zD2RqXAAgQjtkLCgdo9gdHALhQqqTupeg5%20sn5GZa3gtJHMBrABXAAbgoIsAUMDKlIOPfTQBjZkQVYJNtxTfdKFIkCpiy4UGQ/rSfhfwNVtAAwI%20fH5bi2KqbpSADWCGYcuaGDxLVgaOGqPhu3Mc5zTI6UEFK7BRYKPARo8KbAxTgY2dRZsGNrSYCcAM%20A0bLgPXfW9mRUQIIBjQCFGldU6ZMi+RUOBiCEbgIVtDinAQGnwLYrbfe+vBgRPf1YpRQQPvSl770%20qNkWfuuGoRTqxUDVUX1cPy/4DoENAUE3gWMKcKHIKPiU2RDwVwU2ZAo8SzaDEfpUDwBI8Z/6ARkc%20hoDKAQi2eEcJpqBZsIFPHLCBqQatko9jfjtOduRaYKPARoGN76QCG8NUYGNn0aaCDZkCRSAy7fM9%2073lPY7DuDwE+gwQZNABggCCQIAjJilgYi0ADSrSMCSmF0xG0CFzGhAMwUFHGw6wH3S2zL+g3JqiD%2089XNc2VdBLt5wXcIbJh9IZgbmzFb/HfyySd3L3rRi1YONiy7zSEIJIKl7yl+C659sCHI4u2qwAbZ%20cgwpgGL/d4GNAhsFNoapwMYwFdjYWbSp3SgeIrtgjQffOTegwAqXFECL16qbjFnwF/QpkEBFIM5z%20DaUBILSKTd0kXJ8CmL1IOGTXuKfC4HwCK0Mku8FJWdaaIasfp8ZZzHPs88BGAEf/u4CxarCha0QG%20Q+ZCwAQ+BFJBVdD0qWw12JgtBTYKbBTYGKYCG8NUYGNn0ZYMEDV2giAEJM4CcLB3h0owagM0ZUKc%205xwA5ZOf/GQrxnw4BoyoOEcQB8S4ZTKACgNGsx8I43Bs3hLdXjwvT0FkWijMRsds9MHGbNlMsMEA%20TeEENhJMZ0uBjQIbBTaGqcDGMBXYGKYCG2vTlq+z4aEAAgH0x1MwqAQaCg54yDjMLjrlBQh0dlqs%20e2XPjY0uVCXDsdHZKNsRbJiJUmCjwMYYFdgYpwIbw1RgY5gKbKxNtajXSHBadDZKgY2/ogIbj6YC%20G/OpwMYwFdgYpgIbO4sKbIwEpwIby1GBjUdTgY35VGBjmApsDFOBjZ1FBTZGglOBjeWowMajqcDG%20fCqwMUwFNoapwMbOogIbI8GpwMZyVGDj0VRgYz4V2BimAhvDVGBjZ1GBjZHgVGBjOSqw8WgqsDGf%20CmwMU4GNYSqwsbOowMZIcCqwsRwV2Hg0FdiYTwU2hqnAxjAV2NhZVGBjJDgV2FiOCmw8mgpszKcC%20G8NUYGOYCmzsLCqwMRKcCmwsRwU2Hk0FNuZTgY1hKrAxTAU2dhYV2BgJTgU2lqMCG4+mAhvzqcDG%20MBXYGKYCGzuLCmyMBKcCG8tRgY1HU4GN+VRgY5gKbAxTgY2dRVsCNhhBSDCxwysDmt3+PZSdWQmP%20wx4yAPeIkeUae6E4PnTNPKrlypenAhuPpgIb86nAxjAV2BimAhsbI/E1sTLbgYiRyhR+di3aErDB%20aBFhUBhBhWHa/8SLz4KOBx54oBn8F77whWbUfVBByDZNs1mb81zLqbuXe7q3Zzhv5OUGg1NlNpaj%20AhuPpgIb86nAxjAV2BimAhsblx2dUDe6Keh7d/o7lU+ZR1u266tdXYEHDoYScHS33HJLOyeZCAJU%20sVtvvbUpyM0339y2mXedXVwFI9cQrk+OAGoDPgjuIx/5SFNATujOO+9sz5wXCJIJCVBxnwIbi1GB%20jWEdK7AxTgU2hqnAxjAV2FhMr+2cfuONNzaf+4lPfKLFXDutr5o2FWx4kK3f7d7KaXB0BP/pT3+6%20KcGVV17ZPqOIf/AHf9AC0DXXXNO2iv/iF7/YBOn3hz/84aYonMwVV1zRHOW9997b3Xfffd0NN9zQ%20jN0W8/nt3pg61lVDMRin7Agn4TrnU5Z571RgY5gKbDyaCmzMpwIbw1RgY5gKbIwTv+nZGuWeQWfV%20SfxlW295y1uaP0xsdRw/f/9BXRaf1X0sVm57sCGroFvCi3sZmQYCv/322xtTvOy1117bFNH/XlSw%20cQ7DZdDugVGCGIMWFDgZQYqAXc/xcNAcJ0Z7qbvvvrv7wAc+0JzGWFeKcRocBoDDkQFA6jQv+BbY%20KLBRYKPARoGNAhvbDWx4BhviP8QA78rHXH755c1uxapDDjmku+CCC9pxfved73xn833Refq1I8EG%20Q9AtwQAFIs6CIdx0003dHXfc0bpHBBwKQVCAhXEYshLXXXddEyTm+U1ZdZFwehFugpb7Od85t912%20W0NthMlJE+wYWmPAFAboAFLuv//+xph5jr3ARoGNAhsFNgpsFNjYbmCDPvIdBx54YPfUpz6123PP%20PZus/D7ggAO63XffvXvSk57UZPj85z+/xaPnPve53RO+7/u6Aw96YWu4f/3rf7xzwUYGiMpc+C2g%206zOiAMCGDAQD9b/uDFkGlZNl4EgoibEZrjN91v2ACY7JuA5GQAG9jHsBJO4NdOinWq+CO49ToQg1%20ZqPARoGNAhsFNgps7CSwoReBD3vGM57Rffd3f3f3lKc8pQEMwOOJT3xi97jHPa7763/9r7fy+Mc/%20vh1/8pOf3H3Xd33Xg3Lds/Hnq1/9w50PNrLOhocZmMIoZDJUxjGF8BQOmtAEL+CD8FJJWYp0fwAo%20HI1jintxEO7tGRuZ/lpTXwtsFNgosFFgo8DGTgUb7svH7bPPPt3Tnva0bu+99+7222+/9gmAPOEJ%20T2ggBNDYbbfdWuZjr732aoDj4IMP7n7pl36pNfh3GbAxj1Sk3+Xh9xhgEJDWO611vcGppr4uRwU2%20Hk0FNuZTgY1hKrAxTAU2xsl9+ZB99923ZTR0key///5NXs95znMasHjWs57VPfvZz24AJMeBELFJ%20N4pZmVNSrSA6EpwKbCxHBTYeTQU25lOBjWEqsDFMBTbGKWADyJDJACRkNsjLp3EawIeS77Igsh3+%20l9kosLEJVGBjeSqw8WgqsDGfCmwMU4GNYSqwMU7zwMZQATiADd0qvhfY2CQqsLE8Fdh4NBXYmE8F%20NoapwMYwFdgYpwIbBTYKbBTYKLAxQgU2hqnAxjAV2BinAhsFNgpsFNgosDFCBTaGqcDGMBXYGKcC%20GwU2CmwU2CiwMUIFNoapwMYwFdgYpwIbBTYKbBTYKLAxQgU2hqnAxjAV2BinAhsFNgpsFNgosDFC%20BTaGqcDGMBXYGKcCGwU2CmwU2CiwMUIFNoapwMYwFdgYpwIbBTYKbBTYKLAxQgU2hqnAxjAV2Bin%20AhsPgQ1G0A9Kv/Ebv9ECi5eLofQdNCNXQefYH6XvUAQj/1M8DiFkPxROwaZtHATBr5dcWxuxLUcF%20Nh5NBTbmU4GNYSqwMUwFNsapwMaDYAOwYLQezGg5lRtvvLEpwCc/+ckmpG9/+9vtmm9961vtHDu4%20UiTOxE6utp6PwWFItpF3b8cJk1MiPMdd4z+CH6PsvRLwwlF85StfqS3mC2wU2CiwUWCjwEaBjZ0E%20Nhifrd69hAcKQDfccEN35513tm3gbf7y4Q9/+OFulq997WvttyAEiNxzzz3tmptuuqkJ03mf+cxn%20mrN597vf3YT91a9+tbvrrrvaOa5xb89g/ILX2IZtDFhGw46vGOK+zp8XfAtsFNgosFFgo8BGgY0C%20G9sIbNhCngAU28HfcccdDSDcfPPNzZBVgOMDOAQq5FyOxIszXOfdeuutzdnJhghOnAHnzfn5fsst%20t7Tzr7vuunYNg3PNFVdc0X3uc58bBRuyKDFYmRPZEp8FNgpsFNgosFFgo8BGgY0dCDZkJL74xS92%2011xzTXMQgopMgmAjk2FcBuGplKyEQKQr5ctf/nITqPNclwB29dVXNydFgT760Y+2axT3NGYDAKHg%20unH629bPGhHl4Kw4Dwbl/HldLwU2CmwU2CiwUWCjwEaBjW0ENjJmQ7bAdw+TaQAuOFDdHpwNEAJs%20yH4wbM4FWAAeZDOcz3AwgtAY+Re+8IWHx3zoRhGk3Ms9XcMJuWYtJw2IKBSEsGo2SoGNAhsFNgps%20FNgosLEDwUYGiEZAmCL7wIBlPIyb4DAIKpkGx1XSeQzbuIo+OYdhESyHrkvENXEMxn64ZqwLZZZq%20NkqBjQIbBTYKbBTYKLCxg8HGMutsjHWBTE21zsbyVGDj0VRgYz4V2BimAhvDVGBjnAps1KJeBTYK%20bBTYGKECG8NUYGOYCmyMU4GNAhsFNgpsFNgYoQIbw1RgY5gKbIxTgY0CGwU2CmwU2BihAhvDVGBj%20mApsjFOBjQIbBTYKbBTYGKECG8NUYGOYCmyMU4GNAhsFNgpsFNgYoQIbw1RgY5gKbIxTgY0CGwU2%20CmwU2BihAhvDVGBjmApsjFOBjQIbBTYKbBTYGKECG8NUYGOYCmyMU4GNAhsFNgpsFNgYoQIbw1Rg%20Y5gKbIxTgY0CGwU2CmwU2BihAhvDVGBjmApsjFOBjQIbBTYKbBTYGKECG8NUYGOYCmyMU4GNh8AG%20I0AeRhg2XfNi9i8ZCi7Z+ySbr+UclecAgJe+keUax93bNTHQ9VD2RimwsTgV2Hg0FdiYTwU2hqnA%20xjAV2BinAhsPgQ2G60GAwJ133tmEw9HZRt6maf1KEBZjv/nmm5tQbrvttmbcDM7usH5TIoJyXHAC%20Fuwea4dYu8X6z0sS/nqDU2U2CmwU2CiwUWCjwEaBjR0KNuz6yggEI8ylIByLT8HGdwKKwX/6059u%20CsIR3XrrrS1oORczbSfP+Xz0ox/trr766vY/Bbz33nubQjnvIx/5SBM+4MFJjG3mhhEcirpRFGCF%20s0hdCmwU2CiwUWCjwEaBjQIbOwBseBDA8cADDzRAwCg5GIb85S9/ub3gtdde2zIWQIFKXXPNNS1Q%20uY6Ry1QIYp/5zGcaMwAOGREKLMvBMbjmqquu6r70pS81J0AJKdV99903us28LhznciYA0T333NOC%203bzgW2CjwEaBjQIbBTYKbBTY2EZg48/+7M9atwQmABuCOaPkIBgvBRZwrrvuulYZToND8dICFYMH%20HgiSIXMy999/fxOQIHXLLbe06wQoYIMDco7n+c99OKoxsPGtb32rKQaDVR/nut88x15go8BGgY0C%20GwU2CmwU2NhGYKOf2WC0xmZwKDfeeGN30003NSdKGYCQr3zlK+1/nzIYukIoiGLshi4OzOScLrvs%20suaQdZO4v0yHrIl7ErpPwvzUpz7VmDfWjeLFBQPBjWPxbApTYzYKbBTYKLBRYKPARoGNHQQ2dJVk%20gCjyyZA5lrvuuqtVgkFn7ARBKTIixm7oLnEOwSqupTy6T77whS+0AEfAukS8lHu6t/PMTOHs10Ou%2050BqgGiBjQIbBTYKbBTYKLCxw8DG0DobMg0eOvvg2QzE2DmO+UwZumYsmzEvONVslOWowMajqcDG%20fCqwMUwFNoapwMY4FdioRb0KbBTYKLAxQgU2hqnAxjAV2BinAhsFNgpsFNgosDFCBTaGqcDGMBXY%20GKcCGwU2CmwU2CiwMUIFNoapwMYwFdgYpwIbBTYKbBTYKLAxQgU2hqnAxjAV2BinAhsFNgpsFNgo%20sDFCBTaGqcDGMBXYGKcCGwU2CmwU2CiwMUIFNoapwMYwFdgYpwIbBTYKbBTYKLAxQgU2hqnAxjAV%202BinAhsFNgpsFNgosDFCBTaGqcDGMBXYGKcCGwU2CmwU2CiwMUIFNoZpLbBh36mAjgIbBTZQgY1d%20EGzYhfbEE0/sDjjggO6YY45pAeHUU09tJSAjvwNEDj744O6FL3zhSsAGcHH88ce3wPqWt7xlXWBD%204PP71ltvXQnY4HzXAzacw6GuCmxccMEFD4MNhgiMjYEN/6k7R4pPqwAbAvZ73vOe9q5jYMN/ARun%20n376Yxps2I15M8EGnbziiivWDTbsVp2As1lgox+45oGNz33uc5ODjT333LMFsHlgg56fdNJJ7X9B%20bVVg493vfnfbQ6sPNuhDSn7jIx3mkzQopgQb/CdwOgY2sv2GQl4+NwNs7L777u0TiCCvWdDh9/77%20798ASYGNTaaNZjYEd8I6+uijH85eDBWAg+EBGgceeODKMhvHHntsd+65535HZiMlQMP3gA3OYlWZ%20DfffaGbjrLPOWllmg9PrZzbwwm/vn89kNtTD+avIbHC6G8lsBKxWZqMyG32w8c1vfrMBAIFtszMb%20e+yxR8tWAPABF/1y+OGHN9+iMeb3vvvu234/VjMbARqbmdkAIJ7+9Ke3rAVgQV5DBeDYe++9u+/+%207u9u33eJjdi0TvobsXEad9xxR9vt1RbyDCR7mfi0KRqQcuedd7aN1e67774WyCj9H/3RH7Xf/lO8%20BONTCNs9oU2buGl1xEjXozjO50TmBV/vxFkfeuihzfB0j0DyAhQDFPQBEYHFMZ+M8tnPfnYTLIeN%20H1ORzeiAjEMOOaSlLrXaBUpBtl+08H0KtFrL6i3jwhinAhsPPPBAM2SZHoEMn6699trRwmlQcAbi%20GkGWvmx0X5sxed5yyy0NCHpXGQu8xx984Kz6/OFIgY6AyDPPPLMFtSmIsQnSHDEwI0gCH95bJqpf%20/AeEAD/qInMGkNHvKYiO4zk+eM56wcaVV17Z9Eqdp9RfYMN70xtg4zd/8zdb4SMEfK1zOu6ZfIX6%20s3+gVl2ADQ5tCmIH3lOAB3AECN0VAhzA4VNRB7/5JGCEvxE46PsUQSx+kly03gW0bCj57W9/u+k2%20v+a9BTL+Mk5cfYEN19n12n/LknvbdZudfO/3fm8LZDK1fOCLX/zi5nt8KhpUCl0X6KTzDzvssAY2%20ppATgMd3sCPyt8O3XcEVeuo51113XQPoArpPOu48MuL/gAONyil8DBvRWJLtFuzJh63iO1kI3vwi%20PQFEyNHu5urKR9pQdCoSu9iSrMbjHve47ilPeUr7Tl7kICsFgIhDz3zmM9uxJz/5yd13fdd3tSzI%20Nddc02LxjgUbHiKAYLbsBjDAgdkeHhqkHLaUJ4gYPGdCQQjQebak55Q4fwGE4rgHRfJ/gIdzXKeF%20IZA5l0MYC17Ai1YRpQFitKo5NFvWOz5bMI6ya+VB64wJoDB+A8gwbiL97DnmU8AwvsOYDcja+3nf%20oWeoC0VVKK3fQ+elPviZ1rtWsBarInjKeMhyCLJ+X3LJJS2zIvByBuqKx953Xn1iPD7H6qJo/Wlx%20CuRa6IJashhDQEO5+uqrWyD2DlqHAgwdGKqPY+GPc+bVh5Fz1meccUZrYclg4AWepOR3eOMTAONE%20vQOdGnuG42vVQX2dI3C9853vbK09oE+GRaAfK/jhHIBHdkwQo3fefYgvszIa0xnXskdy8b4AD/lz%20ymxqqHCK7FRwpzveAwCY997ZoXleffIe0uDemd4Iqu6taJVraLDp22+/vbv33nub/WuE0HngREaE%20vceRj71z6uT7PD0HIHShABt8UsCFbAW/AAT5VAfHBBeB46Mf/WgLHB/4wAcaKOo/d559z7NtdeHb%20LrvssqbHApfjQAiw49k+6YU6AEZ5B/7PO/B/Y75svXyJDmu8AeMCl4aTBpSsLp8HFPNzCj/EfvwH%20kMhs8IMAM5tchifKV77yleY31IX8AQs6QE/pMt8iaAJc9NanDKs4A4CxcWCDHJfxwa71PmwEr93f%20PcU48lA0fpOlY3fOz47m6qw+ZOvYvPdej88TC8RZPAnIIycgAsAgB40uvpBcZDL855wnPelJDSjy%20C/RnjC+eHQC+3mzipoENlWIUgpBgzoFQBoibEXAeXpBSQH+IIDhXKXZo2rVSTfq5OTqfsiIczP33%20398My3GolcJhuGcCI5SO8Y+8YGMepWCwgIbgom6civr5z2e+UxZM45wpCsFSNOk59VJ8FzT7v9M/%20r3jfZGr6988zvK/3Um8OjbObPa9fH06Y41UfAcH9OW4Fr/Hnqquuaufgh//VSwvaJ4dEGchn9n37%20BqMw9Fm+9H9zwoxIPRh+UpxKWh8pOe4cjsg1wCOw4Z3xZ/ad4/jxBo/waqguCj365Cc/2WThXX16%20d3rV78aha54NQPpfsKFLWrh33313M77cc/b+aYHjHx2ara93cD095xTVQUDyXIVshkr+UweOEU+9%208xBfor/0Mq3/BMHZ81yLb7IB9IM+kIVgSQ5DBRhwDmcKGJIrO9aK6vOl/xzvzJ44WfYYHvbPo28+%20AQnvynbJS1BLYYv0U8YDwAAAvKNP9cFL/3tf/mOW/yl02HvT31k55R0EbvXFa/4oWdd0AwNA9IG9%20Oc/9vKP/P/GJT7R3EHh0N0T2Y3zxDq7zzDFbch6gJVBq/XoHx72r55MB/6geeJxuHXUmX/zBP7o5%20JKc+X3wO6W/kpJ7eXfeS7BaAnuzc5Zdf3nxcCtvh54Akfhlo5iPpENsd8qvujx/4kncZ8nfhC79B%20f9mw73Q0vqbvX3LMZ3SYzvjEOzozxH88xkdyZ1cBdLN8cR7d1BimhzJw3tE7qKdn0CO8oxeOx3+J%20aepBxmPPyG8ydA1/w+/MytN3IIdesOmMTZPlwH+fjsnAkEsaM46lWzldkuo3FgvIRR3Ypjqtp7t7%20U8GGgBCj4kworBaMlyCAOHmOQKYBUymtAElYDEGqSmCXFcAwYAPCpxCYi7H+Izz3YegUTIDl6MfA%20hlRkWoTqSTHcG3OCavsIF5qD7BJsPCtgKsXv2WOK93A+hwMopesn988zCBpfKCjllB2aPa9fH2mv%20jDVx77R6HBOcKDElcSz/qwvhO+Z5aRXNvq+CF+Smlen8Wb70f7sPuXp2DJIs5pUEHdeoK7kOPYOi%204jugRkZpRQzVRdFaAMbU2bviT1qC/YJHfX7hUXjp/mlN9DMHiroDRurCyJ07JCPXk5F7k4M6JBU/%20r+ScBBH3SF1mn+FdOQmBG2BW9zG+0Kc41MgpzmSsOCddB76ri2eO6XBAsCDMnp0/e15aa851b/fl%20/P1OiW7gtd94TD/czzXq7z986bdG+4UPYkf4Ihh4H+fP8iVyioP1PM/KzA/PVp/+8fyXgExObHvM%20RpyHL2yJLxiy7X4K3rvRg9io4/iuno6pk/OUvJO6BYCqq+uG5OSaNLD42fBxln/46rh7sQu8BAzY%20VOxq1s/xGfTLf74nQHrfIb+qLs7DF0DSfdI9NMsX91DX2FK/0RZAnWMp+Y0n6Q7Dp1mfl+c4j58R%20VL1jdH2IL8lkkAfZRx5K5KT47pkZB0TXAzCcO8+vAoSAI3/jXrPyTCxwb3zBS/qVkt+JT37nmE8y%20DSidFwv85xp+Bn/8t1aX96aCjbwQZfUJhUJQkF26QiB3jHA+RYYS04UCmAAb+Q6h+j/dJu6Rc9yX%20g8MMvwEO913PGACMZCiEMdUYhkVInx8lxAfCHwNKm0WMScCgLFP0/y5DSaMyPsabfuytIECVEwN6%20GDi5bSUleGh5TDWYdFH61re+1cCPliGnOsWA30WJjpATvrDtKQYpLkrS0/iibKWPmeULHznVINtF%20iH8OYE4DaytJYOVn2NPUAyYXIfGAnDJucat5Ixbgj+/bBmz0Z6NAc5yOAArdAx0GVglkQeBpvQgk%200DYg4RzX+x+jMdz1wIoUFtTM8fs/6SlpYQiZkNY7QJSDzCjvrSYCSb/3FIMllyF8ATLWy8dVO6Wg%207q0GYYg+403GG633HVbFG7Ji0FstK4EMXwSwrdZfBAjiy0YA4SrqHb5sRF9Sl1XUZxG+rJLwBX/W%2024hYFV/EAOBH/NqorLYDX1ZJ/di0Hh+86WAjqdRUNmm5DOxyDCM5ywR7jirAoy/wXJ+Uat+xplvB%20vZ2zEeGsV3E933slNUYJxgBK5sHnvs5Lqm09Bj5PmO7p3cML9WEgGzE+/FKXecFpI/fzTkCf1qwy%201loSpJO27ss2/FoWSOBzdAxfku5z3PvSm8gMcEmav8+X/jnLkOeGL+qCLwwQD5JW7fM/50d38YfO%20uH49slhLjz3L+6qHZ4f/6pTukfDfuZwKu4w+ZvDYWtmK9epNBtopZJ8BcerWz9DgiWP9GQ3RofU4%20vrXqg9+xh6TEyd91QzoydL1r15o1tF6+uF+eq4FFLv1j/QwNnqhv7N95eOdYZLdMfZJ5SNfNPECr%20XvGLkUlm0KxVl/XKqc+Xvr8I4O7bre+pK51dD1/cxz2VefXZCF9ixwm4iSN0egoZbSZtpD61zsaC%20xIAwTVeNrIs+xvQvytjoU0t6iVLrIzbeQdqfM5Vu1/fmGAEsg5oZnb5HYztkcmR0pCHVEa/xXHYo%20aUBGoO7qkuDlf9cac7BsFwlHa3yMjJViLIP6ZV65Z8lCcej6V3WD4YM6qW/6AvEULxcN9PiiO4yM%201EMXndSsZ2RcDhlIkZKHeumGczx9qOQma4ZXy6a78cXgQvqi+8/39C8b5JdxDWyFYepTlrlTV8ek%20T72D+i2TRuUgvIt38r7kTnfYZ3jjN7lkYBzeqAteASf46n9yomvLZC4yjd39k8FUN8foiWeQgWdm%207Bedcj69otfGNnkX8qLTyzhl15MHGSm+Z+yG+zuWWWRIPdmNuqgffujWpVv+W6YVylb5BzzRFYwX%20mc1AFuxG5jZjaPCBjvj0bLxiR9H9ZbqO0q3rfuTk2ZnJgfyX9U/4EPJSb3zIxAD8o+f4R9cW4U1f%20f/k6fHFPz4hvVg88SDcMnSXH2JcxHurVz4gvwxe87/NF3QKG6QXbYrP0Q93wJT7ZtfHdji3jZ7xb%20egfYZMYTpUGQxldAfOTiXECHLIE3slRX91Fvx7zPMnZVYGNBIgyKZYaAQazGiGCk96TkRusbK+K8%20KLoxKQoD4TRcY/Qy5dzIOiBDDsn9DbBVH7MdBKYMiMssFACIITI4I7Edy9olnKNBterEiVG8RRUL%20WDBY15RXsyjcMwP4vDvecBCUzrtntow6CCKAgXE5Pg3MYgyLZDgYECeUmUBG82eGAEfo2Rk97rjg%20hQdmgDB816qT+vtNfxcdc6D+ZIHvpkbij/sDX5wR+ZnBQGfURVE3M2LwKjIyQ0J98EVQXLQu9M19%208AX/PRf4oa+cr7plITb6Y+C2T+OkyMj/mZJOpllXYBGik94HT9THM4FVdqMunuk/csrgavIwcyn1%20EUzpDF7xMesZsDZGnkEfjdZnI95PPfCGjphCaRYaeToXHw1A92zvoZ5msWQmSz+judGgyobd18wO%20eozngA0dFtD4IHLyTAGM7tIxM3oEU3whW3zyfb0zB4ZIgPD+7m9WHdn7LbgBO36rI7uNjZGJWV7q%20k4YZG1MnwGORMRkACv3FC3wxs8tzgDw6Qx/YDRniEftSJ7qFP2yNnLJ+THzMovoiIAML/C++kLtn%20BJSTD54FePnfbzLJRITIUT1ds1Fb4uvoJ7+RwbW+4zF7yOBdYIbfY+uei4fOpRdsDmCnb+opTpAv%20v+M+dLHAxhYQBaaomcJI2QRTDKX0FIcgKQ5FEBgoFkfFgVE0ykDRoWuClRVZhCgm5TC7x705YvUD%20GDJH33MpDMAh2JvqZIqsAOJ/xpGWQlpkizolyuQZcY7eEYqmYBQb4PL+nsPxqDeA5HumgAE8dEV9%20tJ7Wk3adJc/khCMj92Vw+EUm6hkHwHmRESNUBwGPU/Cb3nLUDG/RrI8WA3kDX5we54vnHDWd4Zg8%20KwOd8Q9YM+NK3fERL8gQPzkFLchFwUb0Am8EbffkkLR4OE9gleNTDwBWvZ1Hdj49X9DjoOivei3K%20G8/DX+8JVHh/PM+6D+oCiKlvMmJszG/6rj6e7xqyZIsc76IZhaw/gjd0wL3VkQ7SKXZMfz1fgBHw%20LELnGgEXb+gvntIvurVIXVwjaJO9+wuU+ARspYuJbfBDmSatDvihHnwQUERG3glv6NyioJB/8k50%20AUAFHvAc6MosQeuvZFEr9fM/0CwIs6lMWZYVE+zo4SJ8cR1dBAj5Nu9IJwRSxyyEp550GP8yzZMu%204wudFXjpMHkus1qxeEbOAA59cG914Wv5NVNKs9QBHfeZhcb4Gr6A7asP/rpuIwtqAQCex++Tg3sD%20eJ6ViRJ4QD+AYlOU2bV6pL5kwV9b+8c0ZX5TgzjxiryWHWxeYGNBSsswTpgRC/CyDN4vqfuMYuYk%20BRICpggcld9JAS7TleKZ0Ky6cNaUzvPcj4JkAbQEB0bP+NKKpPQUTj0oPuPr99dvhCg+Z5i1IfCA%20s04/c9KwnpW0uTpnvQvGiTfqo1B4QXURR0ChvTcDY9SCUNLuMgUCCcejHsAVB5Z1EtQlLQ31SBfT%20IqAH6U7D+ziBzMWnR5w1PRBQOS0BxXeOEdjgEMgFr+hMHIE6L0LkgKf0lyMhf3aZKbkcD36Rg2dl%200T2OR2vRO3Be0V919g6L6i/d8D5Z+8T9OM9MJSQ3NpbADzByzniSxeKSiUoXB+C46Hgfz05gcL9M%20rQYIvWdmyNETAYbzBpjpsTr6Hw/xR/Cjb4tmNjyXDmbtGbbDVwhGeCM4qQvZ+J/OsqGsISPQAz/4%20S68At0W738gpi6glK5o1VOgSPlijwXPJgA9SP/UBTvCGLamHdwI8FpnhEbDhvYEw700vNJbcn9z4%20NzwjIzrLlgRRPo9ukxHwTtfoDZkvCjboGv4K4J5HX9UFD/CfDWs4ZD0Qx9gPmbmGbqfLmR5rlMgi%20bITI1X3xxDOAO8/07o7zxUoWNku227nppqTD1twAsvkEwMU15E2fdwzYSEofUxZN/24nAp4gUUpL%20QdK3LvArnHYWruGkoHnnJiWlZOMg/y2zBDWnRIicivtRHMAu+yRwTABA5oCTAyfAWagHh8GJUC7O%20UZ2XIQ6SwWVaM6QeRWXQSdVnCrT6pj9afQQSvPE+i6QU+04Jb93be7k3ubgnmTEkhhhAKKh4psJR%20pP9bK1adssz+IkQn6EfS/eqjbvjA6XIKHEH0SOBXX87QMc6LjMLTZbotkHfxfvjgGQKGe3oOPRBs%20OWH84ti9P/1NhkcrOUs/A1HL9DPjTRZeI3fvmcXR0tWW4JSxRp6f9TI8n11xkI7R82XSva73nu7J%20TuhH1qzpz57zXD5AvTxXg4MOZfxT5LTM4GIypifpVvQsvGLHbBxv1IW+4ov/PZsOqw+5ZZkA8l4m%20YADa5MLHkD3/QW/Ux3viB50hvyxYpW7qox74iH/q4viijYjEEzwHHNTHfekGOXm2d882GHQEf8iU%20jxGDMvZGXZK5WiaI8in8GBnxfVlOny2HLzlOPwKM0+XhOrakfmx/o3zhc/lZ1yfDwR58Vy/2EqDO%20rsQAz1Xww2/Xqxve0SvXKOqYvV6WIbqctVdWCjYIk3FQzgya2smFA8keKoSVgXOZPcCB+h7wkUWl%20MgMBs+PIgQLKtWhdMu0yC4xlFUCASB38n3pkRDbHoR4+nZOBgYzYOZkVtEhx/yzOw+EAOslshHep%20Cx7qfsIboCj1yi6a2UNgUb7gc1ZbzMJlwC7ep8+dTOhneKA+6qGQm2OZbr0oX9RF6jv6kn7UtJjx%20iH1kuXjPIhffM3BLvb0D3uDRsvrrndRBXRJQ1Yezy4J4nqNk8aTMWlEX8k0GYln9TUYwi+Nl8SrP%20y+JLmcXguGN9fYnup1tqGd64Xl2yqBu+ZIYMWUVHnEdGs7bEFvHKOd5rWV+D1/1VNdWBDKKvme2l%20DlnMKUuTZ2EqPGWTy8rJM9w7q2rSgcyi8u7RF7wgn6xgG9nhYfyeY8vor/fPfls+6Yxn9P1bXy75%20nWm+WcRvKr54zyxj7zv+x477zybPrHic6fv4oS54mRiyUX7QO/chE5/9BeY8I7NzYm8ZJJrZS56r%20REbk7DhdSxxZRo/TraasFGxgdFpxaUlmY5qdWNSdkhIMpY8zIjzfs0pcpuxGoBju0++sGphpe5kO%20uZGSlQyzsl3Wq88o50zL9TyfqVdGKUfZMr0wKyQuypcE86xQGV5kSq5zUo/+6pN5dqYDZ0XGrLC3%20KF+y0mb/3v2tnjN1OTzMsZzfXx1yGb5kA6asJhg+ZDVI9UxwDW8yGjz86K/4uChfxvQ3etJfrTFy%20ic6El/06pc5T8KbPa5/ZGbMvk0xzz8qMfX3py3pRnVEybdVzIw+BIdM4My0705Vn9bW/2ugycuqv%20Upp3V7K3VPQn42xmdSSriUZm8U3LyilTRv1OfWZ9SI5l1VL1yOqYWf0zdrBI8dzoS58vKX2ZpKRu%20/VVWp+RL3imxIHya1Yfwqc+XxALF/4vwo28X7gvs9O8fXz8rm+j6rD3NymoZHgW8y3ABqXOWZlge%20bEAxXhbQ0BrqLxG9E0uWVY5g44AwNv/3PzE7TjNL5uZaAk5LfpF6uNb9+9sYu2f2EFnr+rTcsizy%20IvWY5UvAVYIovswuv53xE9l2Oec4ngCX5bEX5UscckocVHgVeWSevmNp3U/Nl77M886z9Rl65yzF%20nIAf2S5an8hBMEuQnq1PXyaRZ//ZyTxkDZO+TBepT18X+uCiD2g8Ny22AOq+vvTluajOhNcJTnHC%20WU5/SEfG5Dx2zqJ8iZ+JDHK871OiI1luvW9faelOYdt9IDj7nn2fMqZH+JO9UBblS3xq6rIef9H3%20l/3GxhR8Ce/j82btYogvWYZ/Wdvu613flgN4xnxK9DzTXft+IbJdNDb1S7LLWWV5zjTa5cFG+tCD%20oiKUnV5m9w9Yz7ljvzezLmPXr4o3G+HL1PUZ2idjqG6rrsd66rIor7aCN1PXZUxnxp69mbzZ6DM2%20y5bWw5vNktN69XXK+izj87bS/64qFizqU1bNmwBTZY1B9tOAjQxmXGY8wE4uQ31ey/aD7Wp82Wrd%202E51Wa8OPZb0d1Ym/d+bVZftZLPrkcl28zHbpT7Fl/k+b+r6rLUK6+Rgo6ioqKioqKhogApsFBUV%20FRUVFa2UCmwUFRUVFRUVrZQKbBQVFRUVFRWtlApsFBUVFRUVFa2UCmwUFRUVFRUVrZR+58GyX4GN%20oqKioqKiolXR73YzYOOKKlWqVKlSpUqVCctbHiy7PQw28qVKlSpVqlSpUmUV5f8DMhxPOCUtBp8A%20AAAASUVORK5CYII=" height="277" width="539" overflow="visible"> </image>
            </svg>
          </div>
        </div>
        <div class="fig"><span class="labelfig">FIGURA 10.&nbsp; </span><span class="textfig">Valores medios de la tasa absoluta de
          crecimiento (TAC) y tasa relativa de crecimiento (TRC) para cada 
          tratamiento con 3 h de inmersión.</span></div>
        <p>La tasa absoluta de 
          crecimiento (TAC), sugiere la acumulación de biomasa aportada por cada 
          tratamiento por cada día, de acuerdo con los análisis anteriores refleja
          para todos los extractos valores más significativos con relación al 
          control, con excepción del E1 en la dilución 1:30 y 1:40.</p>
        <p> Con la 
          tasa de crecimiento relativo (TRC) en la formación de biomasa se 
          verifica el efecto bioestimulante de los extractos en las diluciones 
          estudiadas y tiempo de imbibición con relación al control. Se enfatiza 
          aún más como tratamientos más promisorios los más diluidos 1:40 y 1:60 
          v: v para los extractos E2, E3, E4. Sugieren que dichas plantas deben 
          estar más favorecidas en la producción de fotoasimilatos, como resultado
          de un proceso fotosintético más eficiente, los cuales estarían 
          dirigidos hacia la formación de biomasa de los órganos que son los 
          encargados directos de dicho proceso en las plantas (hojas, hipocótilo),
          repercutiendo en la mayor formación de biomasa, parte de la formación 
          de las hojas y tallo (<span class="tooltip"><a href="#B18">Nardi et al., 2016</a><span class="tooltip-content">Nardi,
          S., Pizzeghello, D., Schiavon, M., &amp; Ertani, A. (2016). Plant 
          biostimulants: Physiological responses induced by protein 
          hydrolyzed-based products and humic substances in plant metabolism. <i>Scientia Agricola</i>, <i>73</i>, 18-23.</span></span>).
          Los valores obtenidos en la formación de biomasa en las hojas 
          demuestran el efecto de estos extractos de la primera extracción (E1), 
          en estas diluciones el desarrollo foliar en frijol (<span class="tooltip"><a href="#B4">Arteaga et al., 2018</a><span class="tooltip-content">Arteaga,
          B. M., Garcés, P. N., Pino, R. J. A., Otaño, C. L., &amp; Veubides, A. 
          H. (2018). Extracto de vermicompost Liplant una alternativa para el 
          desarrollo de la agricultura de conservación. <i>Revista Ciencias Técnicas Agropecuarias</i>, <i>27</i>(3), 31-41.</span></span>).</p>
        <p>Estos
          resultados ratifican lo antes expresado en el análisis de la calidad de
          las semillas y pueden estar avalados si consideramos la composición de 
          los extractos (<span class="tooltip"><a href="#t1">Tabla 1</a></span>), 
          formados por grupos con alta actividad biológica como las hormonas 
          vegetales y precursores de estos, giberelinas, citoquininas, AIA, AIP; 
          la fracción humificada de la materia orgánica (49% AH y 51% AF), la no 
          humificada (AAs, proteínas, vitaminas), la fracción mineral formado por 
          12 macro y micro elementos (<span class="tooltip"><a href="#B5">Caro, 2004</a><span class="tooltip-content">Caro, I. (2004). <i>Caracterización
          de algunos parámetros químico-Físico del humus líquido obtenido a 
          partir de vermicompost de estiércol vacuno y su evaluación sobre algunos
          indicadores biológicos y productivos de dos cultivos</i> [Tesis de maestría en opción al título de Máster en Ciencias de la Química Agraria]. Universidad Agraria de La Habana.</span></span>; <span class="tooltip"><a href="#B7">Du Jardin, 2015</a><span class="tooltip-content">Du Jardin, P. (2015). Plant biostimulants: Definition, concept, main categories and regulation. <i>Scientia Horticulturae</i>, <i>196</i>, 3-14.</span></span>).
          Las acumulaciones de biomasa sugieren que las plántulas están mejor 
          preparadas para las siguientes fases fenológicas del cultivo, 
          comportamiento que deben valorarse en trabajos futuros, los beneficios 
          obtenidos sin la modificación negativa de la calidad de las semillas 
          mediante su tratamiento por inmersión por 3h con los extractos E2 y E3 
          fundamentalmente.</p>
        <p> Se realizó la evaluación económica cualitativa 
          de los estudios realizados bajo las condiciones establecidas donde se 
          valoró el impacto de los extractos E2 y E3, obtenidos a través del 
          reciclaje de los sólidos residuales SR1 y SR2 obtenidos como 
          subproductos, que se le da un valor agregado dentro de los protocolos de
          obtención de los extractos y permite el ahorro de la utilización de 
          vermicompost. Además, se logra ampliar la vía de aplicación de los 
          bioproductos valorados con menor consumo de extracto aplicado E2 y E3 
          (1:40, 1:60), mejorando la calidad de las semillas para enfrentar las 
          condiciones de estrés y el almacenaje en los agroecosistemas, al 
          productor se le oferta las semillas con el aditivo con un mejor 
          pronóstico de la mayor productividad y almacenaje. Se logra además, una 
          mayor sostenibilidad ecológica con la disminución en el costo ambiental (<span class="tooltip"><a href="#B2">Allen <i>et al.</i>, 1998</a><span class="tooltip-content">Allen,
          R. G., Pereira, L., Raes, D., &amp; Smith, M. (1998). 
          Evapotranspiration-Guidelines for computing crop water requirements. <i>FAO Irrigation and drainage paper</i>, <i>56</i>, 300.</span></span>). </p>
      </article>
    </article>
    <article class="section"><a id="id0x7f25700"><!-- named anchor --></a>
      <h3>CONCLUSIONES</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p>Se
        determinó el efecto bioestimulante de la aplicación de tratamientos 
        pregerminativos con diluciones de extractos reciclados en la mejora de 
        la calidad de semillas de frijol negro (<i>P. vulgaris</i> L.) var. ICA Pijao. </p>
      <p>Los
        tratamientos pregerminativos en semillas de frijol negro más 
        promisorios (extracto, dilución y tiempo de inmersión) fueron 
        fundamentalmente el E240, E260, E330 con un tiempo de inmersión de 3 h, 
        al incrementar la germinación estándar de las semillas y calidad de las 
        mismas. Los resultados sugieren la posibilidad de la utilización de 
        estos extractos a diferentes concentraciones como formulaciones 
        bioestimulantes promotoras de la germinación de las semillas y en la 
        primera etapa vegetativa del cultivo.</p>
    </article>
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  <section>
    <article><a id="ref"></a>
      <h3>REFERENCIAS BIBLIOGRÁFICAS</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p id="B1">Abadia, R. L. A. (2018). <i>La cosecha mecanizada de caña de azúcar. Apuntes básicos de mejoramiento</i>. Conferencia Red agrícola Trujillo-Perú, agosto, 2018, Trujillo, Perú. <a href="https://www.redagricola.com/pe/assets/uploads/2018/08/1--luis-armando-abadia-optimizacion-de-cosecha-mecanica-de-cana-de-azucar.pdf" target="xrefwindow">https://www.redagricola.com/pe/assets/uploads/2018/08/1--luis-armando-abadia-optimizacion-de-cosecha-mecanica-de-cana-de-azucar.pdf</a>.</p>
      <p id="B2">Allen,
        R. G., Pereira, L., Raes, D., &amp; Smith, M. (1998). 
        Evapotranspiration-Guidelines for computing crop water requirements. <i>FAO Irrigation and drainage paper</i>, <i>56</i>, 300.</p>
      <p id="B3">Araméndiz,
        T. H., Cardona, A. C., &amp; K Alzate, R. (2017). Prueba de 
        conductividad eléctrica en la evaluación de la calidad fisiológica de 
        semillas en berenjena (Solanum melongena L.). <i>Scientia Agropecuaria</i>, <i>8</i>(3), 225-231.</p>
      <p id="B4">Arteaga,
        B. M., Garcés, P. N., Pino, R. J. A., Otaño, C. L., &amp; Veubides, A. 
        H. (2018). Extracto de vermicompost Liplant una alternativa para el 
        desarrollo de la agricultura de conservación. <i>Revista Ciencias Técnicas Agropecuarias</i>, <i>27</i>(3), 31-41.</p>
      <p id="B5">Caro, I. (2004). <i>Caracterización
        de algunos parámetros químico-Físico del humus líquido obtenido a 
        partir de vermicompost de estiércol vacuno y su evaluación sobre algunos
        indicadores biológicos y productivos de dos cultivos</i> [Tesis de maestría en opción al título de Máster en Ciencias de la Química Agraria]. Universidad Agraria de La Habana.</p>
      <p id="B6">De Liñán, V. C. (2019). <i>Vademecum de productos fitosanitarios y nutricionales</i> (primera). Ed. Agrotecnias S.A.</p>
      <p id="B7">Du Jardin, P. (2015). Plant biostimulants: Definition, concept, main categories and regulation. <i>Scientia Horticulturae</i>, <i>196</i>, 3-14.</p>
      <p id="B8">FAO. (2017). <i>Evaluación de la Seguridad de Semillas</i> (primera). Organización de las Naciones Unidas para la Alimentación y la Agricultura, FAO, Roma, Italia.</p>
      <p id="B9">Far More Tecnology. (2017). <i>La Plataforma Tecnológica Far More de Tratamiento de Semillas</i>. Syngenta.</p>
      <p id="B10">Fiant, E. S., Núñez, S. B., Pereyra, M. S., Bruno, C. I., &amp; Tablada, E. M. (2018). <i>Manual de buenas prácticas para la evaluación de calidad de semillas incrustadas de Gatton Panic</i>. UNC-FCA.</p>
      <p id="B11">Gaceta
        Oficial de la República de Cuba. (2020). La Política de Recursos 
        Fitogenéticos y Semillas implementa el Lineamiento 160 de la Política 
        Económica y Social del Partido y la Revolución. <i>Gaceta Oficial de la República de Cuba</i>, <i>57</i>, 32p. <a href="http://www.gacetaoficial.gob.cu/" target="xrefwindow">http://www.gacetaoficial.gob.cu</a>, La Habana, Cuba.</p>
      <p id="B12">González,
        A. L. J., Pita, B. E., Pinzón, S. E. H., Cely, G. E., &amp; Serrano, P.
        A. (2018). Efecto de tratamientos pregerminativos en semillas de 
        Dianthus barbatus L. cv.‘Purple’bajo condiciones controladas. <i>Revista de Ciencias Agrícolas</i>, <i>35</i>(1), 58-68. <a href="http://dx.doi.org/10.22267/rcia.183501.83" target="xrefwindow">http://dx.doi.org/10.22267/rcia.183501.83</a> </p>
      <p id="B13">ISTA. (2020). <i>International rules for seed testing</i> (primera). ISTA.</p>
      <p id="B14">Jacinto,
        H. C., Bernal, L. I., Garza, G. R., &amp; Garza, G. D. (2017). Cambios 
        poscosecha en frijol durante el almacenamiento prolongado en contraste 
        con el envejecimiento acelerado. <i>Revista Mexicana de Ciencias Agrícolas</i>, <i>8</i>(8), 1827-1837.</p>
      <p id="B15">Maqueira,
        L. L. A., Rojan, H. O., Mesa, P. S. A., &amp; Torres de la Noval, W. 
        (2017). Crecimiento y rendimiento de cultivares de frijol negro 
        (Phaseolus vulgaris L.) en la localidad de Los Palacios. <i>Cultivos Tropicales</i>, <i>38</i>(3), 58-63.</p>
      <p id="B16">Minag. (2000). <i>Instructivo Técnico para el cultivo del frijol. Lista oficial de variedades comerciales</i> (primera). CIDA, La Habana, Cuba.</p>
      <p id="B17">Morales,
        S. M. E., Peña, V. C. B., García, E. A., Aguilar, B. G., &amp; Kohashi,
        S. J. (2017). Características físicas y de germinación en semillas y 
        plántulas de frijol (Phaseolus vulgaris L.) silvestre, domesticado y su 
        progenie. <i>Agrociencia</i>, <i>51</i>(1), 43-62.</p>
      <p id="B18">Nardi,
        S., Pizzeghello, D., Schiavon, M., &amp; Ertani, A. (2016). Plant 
        biostimulants: Physiological responses induced by protein 
        hydrolyzed-based products and humic substances in plant metabolism. <i>Scientia Agricola</i>, <i>73</i>, 18-23.</p>
      <p id="B19">OECD/FAO. (2020). <i>Perspectivas Agrícolas 2020‑2029</i>. OECD Publishing. <a href="https://doi.org/10.1787/a0848ac0-es" target="xrefwindow">https://doi.org/10.1787/a0848ac0-es</a> </p>
      <p id="B20">ONE. (2020). <i>Servicios informativos de la oficina nacional. Anuario Estadístico. Agricultura, ganadería, silvicultura y pesca</i>. Oficina Nacional de Estadísticas de Cuba. <a href="https://www.one.cu/" target="xrefwindow">www.one.cu</a>, La Habana, Cuba.</p>
      <p id="B21">Otaño, L. C. (2017). <i>Estudio cuantitativo y cualitativo de agromateriales obtenidos del vermicompost</i> [Tesis en opción al título de Ingeniero Agrónomo]. Universidad Agraria 
        de La Habana “Fructuoso Rodríguez Pérez”, Facultad de Agronomía, 
        Departamento de Química, San José de las Lajas, Mayabeque, Cuba.</p>
      <p id="B22">Ruiz,
        S. M., Muñoz, H. Y., Guzmán, D., Velázquez, R. R., Díaz, L. G. S., 
        Martinez, A. Y., &amp; Almeida, F. M. (2018). Efecto del calibre semilla
        (masa) en la germinación del sorgo. <i>Cultivos Tropicales</i>, <i>39</i>(4), 51-59.</p>
      <p id="B23">Torres,
        G. A., Cué, G. J. L., Hernández del Valle, G., &amp; Peñarrieta, B. S. 
        (2015). Efectos del Biostan en la altura y masa seca de Phaseolus 
        vulgaris L., genotipo criollo. <i>La Técnica</i>, <i>15</i>, 18-25.</p>
    </article>
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