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<title>Efecto del tráfico en suelos Ferralíticos de dos tecnologías de cosecha de caña de azúcar</title>
<meta content="humedad del suelo, penetrómetro de impacto, resistencia a la penetración, Impact Penetrometer, Resistance to Penetration, Soil Moisture" name="keywords">
<meta content="Rigoberto Martínez-Ramírez" name="author">
<meta content="Inoel García-Ruiz" name="author">
<meta content="Marylen Santa María-Rodríguez" name="author">
<meta content="René Gallego-Domínguez" name="author">
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<header>
  <div class="toctitle"> Ingeniería Agrícola Vol. 13, No. 1, enero-marzo, 2023, ISSN:&nbsp;2227-8761</div>
  <div class="toctitle2"><img src="data:image/png;base64,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" id="codigo" alt="Código QR" height="85" width="85"><script>
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  <div class="toctitle2"> CU-ID:&nbsp;<a target="_blank" href="https://cu-id.com/2284/v13n1e07">https://cu-id.com/2284/v13n1e07</a></div>
  <div class="toctitle2">ARTÍCULO ORIGINAL</div>
  <h1>Efecto del tráfico en suelos Ferralíticos de dos tecnologías de cosecha de caña de azúcar</h1>
  <h2>Effect of traffic on Ferralitic soils of two sugarcane harvesting technologies</h2>
  <div>
    <p><sup><a href="https://orcid.org/0000-0002-7752-8693" rel="license"><span class="orcid">iD</span></a></sup>Rigoberto Martínez-Ramírez<a href="#aff1"></a><span class="tooltip"><a href="#c1"><sup>*</sup></a><span class="tooltip-content">✉:<a href="mailto:rigoberto.martinez@inica.azcuba.cu">rigoberto.martinez@inica.azcuba.cu</a></span></span></p>
    <p><sup><a href="https://orcid.org/0000-0002-7149-7750" rel="license"><span class="orcid">iD</span></a></sup>Inoel García-Ruiz<a href="#aff1"></a></p>
    <p><sup><a href="https://orcid.org/0000-0003-1048-2456" rel="license"><span class="orcid">iD</span></a></sup>Marylen Santa María-Rodríguez<a href="#aff1"></a></p>
    <p><sup><a href="https://orcid.org/0000-0001-9229-1535" rel="license"><span class="orcid">iD</span></a></sup>René Gallego-Domínguez<a href="#aff1"></a></p>
    <br>
    <p id="aff1"><span class="aff"><sup></sup>Instituto de Investigaciones de la Caña de Azúcar (INICA). Boyeros, La Habana, Cuba. </span></p>
  </div>
  <div>&nbsp;</div>
  <p id="c1"> <sup><sup>*</sup></sup>Autor para correspondencia: Rigoberto Martínez-Ramírez, e-mail: <a href="mailto:rigoberto.martinez@inica.azcuba.cu">rigoberto.martinez@inica.azcuba.cu</a> </p>
  <div class="titleabstract | box">RESUMEN</div>
  <div class="box1">
    <p> La compactación es un fenómeno que incide en la degradación de los 
      suelos a nivel mundial que ocasiona pérdidas de rendimiento en los 
      cultivos de interés económico, entre ellos la caña de azúcar, en el que 
      se identifica como la principal causa el tráfico de la maquinaria 
      agrícola en la cosecha, particularmente cuando se realiza en suelos 
      húmedos. Teniendo en cuenta lo anterior y por tanto la necesidad de la 
      determinación y monitoreo de la compactación en los suelos para la toma 
      de medidas oportunas dirigidas a mitigar sus consecuencias, se realizó 
      el presente trabajo con el objetivo de evaluar el efecto del tráfico de 
      las tecnologías de cosecha con los agregados KTP-2M + camión Kamaz + 
      remolque y CASE 7000 + camión Kamaz + remolque, en un suelo Ferralítico 
      en dos contenidos de humedad. Se evaluó la resistencia del suelo a la 
      penetración con penetrómetro de impacto en los perfiles 0-20 y 20-30 cm 
      de profundidad, antes e inmediatamente después de la cosecha. También se
      tomaron muestras de suelo para determinar la humedad en base al suelo 
      seco. Los resultados mostraron que el tráfico de las dos tecnologías de 
      cosecha aumentó la compactación del suelo Ferralítico en ambos estados 
      de humedad, con el mayor incremento a los 0-20 cm de profundidad. El 
      complejo tecnológico cosecha transporte KTP-2M + camión Kamaz y remolque
      causó una mayor compactación que CASE 7000 + camión Kamaz y remolque.</p>
    <div class="titlekwd"><i>Palabras clave:</i>&nbsp; </div>
    <div class="kwd">humedad del suelo, penetrómetro de impacto, resistencia a la penetración</div>
  </div>
  <div class="titleabstract | box">ABSTRACT</div>
  <div class="box1">
    <p> Compaction is a phenomenon that has an effect on soils degradation of 
      the worldwide that causes yield losses in economical interesting crops, 
      among themselves sugar cane, in the one that identifies like his 
      principal cause the traffic of the agricultural machinery in the harvest
      itself, particularly when it has place in wet soils. Having in account 
      it previous and therefore the need of the determination and monitoring 
      of the compaction at the soils for the overtaking of opportune measures 
      addressed to mitigating his consequences, the present work it was 
      realized with the aim of evaluating the effect caused by the traffic of 
      KTP 2M + truck Kamaz and trailer and CASE 7000 + truck Kamaz and trailer
      technologies of harvest at Ferralitics soils in two conditions of 
      humidity, by means of determinations of the soil resistance to the 
      penetration using the impact penetrometer, to depths 0-20 and 20-30 cm, 
      immediately before and after the harvest. The results evidenced than two
      technologies of harvest traffic caused an increase of the compaction at
      the Ferralitics soils in both humidity state with the principal 
      increment to the 0-20 cm of depth. The harvests transportation 
      technological complex KTP 2M + truck <i>Kamaz and trailer produced a higher compaction that CASE 7000 + truck Kamaz and trailer</i>.</p>
    <div class="titlekwd"><b> <i>Keywords:</i></b>&nbsp; </div>
    <div class="kwd">Impact Penetrometer, Resistance to Penetration, Soil Moisture</div>
  </div>
  <div class="box2">
    <p class="history">Received: 11/4/2022; Accepted: 09/12/2022</p>
    <p><i>Rigoberto Martínez-Ramírez,</i> MSc., Investigador Auxiliar, Instituto de Investigaciones de la Caña de
      Azúcar (INICA). Grupo de agronomía, Boyeros, La Habana, Cuba.</p>
    <p><i>Inoel García-Ruiz,</i> MSc., Investigador Auxiliar, Instituto de Investigaciones de la Caña de
      Azúcar (INICA). Grupo de agronomía, Boyeros, La Habana, Cuba. e-mail: <a href="mailto:inoel.garcia@inicavc.azcuba.cu" target="xrefwindow">inoel.garcia@inicavc.azcuba.cu</a>.</p>
    <p><i>Marylen Santa María-Rodríguez,</i> Ing., Especialista, Instituto de Investigaciones de la Caña de Azúcar 
      (INICA). Grupo de agronomía, Boyeros, La Habana, Cuba. e-mail: <a href="mailto:marylen.santamaria@inica.azcuba.cu" target="xrefwindow">marylen.santamaria@inica.azcuba.cu</a>.</p>
    <p><i>René Gallego-Domínguez,</i> DrC., Investigador Auxiliar, Instituto de Investigaciones de la Caña de
      Azúcar (INICA). Grupo de agronomía, Boyeros, La Habana, Cuba. e-mail: <a href="mailto:rafael.gallego@inica.azcuba.cu" target="xrefwindow">rafael.gallego@inica.azcuba.cu</a>.</p>
       <p>La mención de marcas comerciales de equipos, instrumentos o materiales 
                específicos obedece a propósitos de identificación, no existiendo ningún
                compromiso promocional con relación a los mismos, ni por los autores ni
                por el editor.</p>
    <p> Los autores de este trabajo declaran no presentar conflicto de intereses.</p>
    <p><b>CONTRIBUCIONES DE AUTOR: Conceptualización:</b> R. Martínez-Ramírez, I. García-Ruiz. <b>Curación de datos:</b> M. Santa María. <b>Análisis formal:</b> I. García-Ruiz, R. Gallego-Domínguez. <b>Captación de fondos:</b> R. Martínez-Ramírez. <b>Investigación:</b> R. Martínez-Ramírez, I. García-Ruiz, Marylen Santa María. <b>Metodología:</b> I. García-Ruiz. <b>Administración de proyectos:</b> R. Martínez-Ramírez. <b>Recursos:</b> R. Martínez-Ramírez. <b>Supervisión:</b> R. Martínez-Ramírez, I. García-Ruiz. <b>Validación:</b> R. Martínez-Ramírez, I. García-Ruiz. <b>Visualización:</b> Marylen Santa María. <b>Redacción - borrador original:</b> Marylen Santa María. <b>Redacción - revisión y edición:</b> R. Martínez-Ramírez, I. García-Ruiz, R. Gallego-Domínguez.</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="#id0x99b1600"><span class="menulevel1">INTRODUCCION</span></a></li>
        <li><a href="#id0xb6fb280"><span class="menulevel1">MATERIALES Y MÉTODOS</span></a></li>
        <li><a href="#id0xbd6f280"><span class="menulevel1">RESULTADOS Y DISCUSIÓN</span></a></li>
        <li><a href="#id0xc25c380"><span class="menulevel1">CONCLUSIONES</span></a></li>
        <li><a href="#ack"><span class="menulevel1">AGRADECIMIENTOS</span></a></li>
        <li><a href="#ref"><span class="menulevel1">REFERENCIAS BIBLIOGRÁFICAS</span></a></li>
      </ul>
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<div class="box2" id="article-body">
  <section>
    <article class="section"><a id="id0x99b1600"><!-- named anchor --></a>
      <h3>INTRODUCCION</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p> La compactación del suelo es un proceso degradativo que contribuye a la
        pérdida de volumen que experimenta una determinada masa de suelo debido
        a fuerzas externas, presiones o cargas que actúan sobre él según <span class="tooltip"><a href="#B11">Jimenez et al. (2021)</a><span class="tooltip-content">Jimenez,
        K. J., Rolim, M. M., Gomes, I. F., de Lima, R. P., Berrío, A. L. L., 
        &amp; Ortiz, P. F. S. (2021). Numerical analysis applied to the study of
        soil stress and compaction due to mechanised sugarcane harvest. <i>Soil and Tillage Research</i>, <i>206</i>, ISSN: 0167-1987.</span></span>,
        Fundamentalmente por el paso de la maquinaria agrícola, sobre todo 
        cuando se realiza la cosecha con exceso de humedad de acuerdo a <span class="tooltip"><a href="#B2">Betancourt et al. (2016)</a><span class="tooltip-content">Betancourt,
        R. Y., Rodríguez, O. M., Guillén, S. S., Vidal, D. L., Martínez, R., 
        Pérez, H. E., Marín, M. R., Villegas, D. R., &amp; de Araújo, A. G. 
        (2016). Fundamentos técnicos para la implementación del complejo 
        tecnológico cosecha-transporte en condiciones de alta humedad de los 
        suelos cañeros de Cuba. <i>Convención Internacional de Ingeniería Agrícola, IAgric, Varadero, Matanzas, Cuba, ISBN: 978-959-285-035-4</i>.</span></span> y <span class="tooltip"><a href="#B18">Shah et al. (2017)</a><span class="tooltip-content">Shah,
        A. N., Tanveer, M., Shahzad, B., Yang, G., Fahad, S., Ali, S., Bukhari,
        M. A., Tung, S. A., Hafeez, A., &amp; Souliyanonh, B. (2017). Soil 
        compaction effects on soil health and cropproductivity: An overview. <i>Environmental Science and Pollution Research</i>, <i>24</i>(11), 10056-10067, ISSN: 1614-7499.</span></span>; lo que provoca un aumento de la resistencia del suelo a la penetración y la reducción del crecimiento de las raíces (<span class="tooltip"><a href="#B3">Colombi &amp; Keller, 2019</a><span class="tooltip-content">Colombi,
        T., &amp; Keller, T. (2019). Developing strategies to recover crop 
        productivity after soil compaction-A plant eco-physiological 
        perspective. <i>Soil and Tillage Research</i>, <i>191</i>, 156-161, ISSN: 0167-1987.</span></span>; <span class="tooltip"><a href="#B19">Shen et al., 2016</a><span class="tooltip-content">Shen,
        Q., Gao, G., Hu, W., &amp; Fu, B. (2016). Spatial-temporal variability 
        of soil water content in a cropland-shelterbelt-desert site in an arid 
        inland river basin of Northwest China. <i>Journal of Hydrology</i>, <i>540</i>, 873-885, ISSN: 0022-1694.</span></span>).</p>
      <p> En Cuba varios investigadores coinciden al señalar que el empleo de 
        equipos pesados en la cosecha y transportación de la caña de azúcar crea
        un grave problema de compactación, hasta el 20% del área total del 
        campo, lo cual acelera la declinación del rendimiento agrícola con 
        pérdidas de hasta siete toneladas de caña por ha y tres toneladas de 
        azúcar por hectárea (<span class="tooltip"><a href="#B5">Fernández et al., 1983</a><span class="tooltip-content">Fernández, A. R., Dávila, I. A., &amp; Del Toro, M. F. (1983). <i>Botánica y fisiología de la caña de azúcar.</i> Editorial Pueblo y Educación, La Habana, Cuba.</span></span>; <span class="tooltip"><a href="#B14">R. R. Martínez et al., 2021</a><span class="tooltip-content">Martínez,
        R. R., García, R. I., Hernández, R. Y., Santa María, M. M., Pérez, C. 
        E., Hernández, H. O., Concepción, C. E., Rossi, T. I., &amp; Labrada, V.
        R. (2021). Efectos de tecnologías de descompactación del suelo sobre el
        rendimiento agrícola de caña de azúcar. <i>Ingeniería Agrícola</i>, <i>11</i>(3), ISSN: 2306-1545, e-ISSN: 2227-8761.</span></span>; <span class="tooltip"><a href="#B16"> I. Rodríguez et al., 2013</a><span class="tooltip-content">Rodríguez, I., Pérez, I., Arcia, J., &amp; Benítez, L. (2013). Manejo y conservación de suelos. En <i>Manejo Sostenible de Tierras en la Producción de Caña de Azúcar/ Pérez, H. I., Santana, I. y Rodríguez, I.: Vol. Capítulo 3</i> (Pérez, H. I., Santana, I. y Rodríguez, I., p. 290). Instituto de Investigaciones de la Caña de Azúcar, La Habana, Cuba.</span></span>).</p>
      <p> Los parámetros más utilizados para caracterizar la compactación de los 
        suelos son la resistencia a la penetración y la densidad aparente, las 
        que se asocian inversamente al contenido de humedad. La primera puede 
        ser medida con el uso de penetrógrafos o penetrómetros de impacto, los 
        que pueden ser usados además para determinar los campos que necesitan la
        descompactación profunda (<span class="tooltip"><a href="#B4">Echalar, 2017</a><span class="tooltip-content">Echalar, F. M. W. (2017). Penetrómetro en miniatura para la medición de contenido de agua en suelo cohesivo. <i>Ciencia Sur</i>, <i>3</i>(4), 20-26.</span></span>; <span class="tooltip"><a href="#B7">García et al., 2018</a><span class="tooltip-content">García,
        I., Sánchez, M., &amp; Otero, Y. (2018). Determinación de la 
        compactación por impactos críticos del penetrómetro en caña de azúcar. <i>Cuba &amp; Caña</i>, <i>51</i>(1), 45-55, ISSN: 1028-6527.</span></span>; <span class="tooltip"><a href="#B15">Monroy et al., 2017</a><span class="tooltip-content">Monroy,
        R. F. L., Álvarez, H. J. G., &amp; Alvarado, S. O. H. (2017). 
        Distribución espacial de algunas propiedades físicas del suelo en un 
        transecto de la granja Tunguavita, Paipa. <i>Revista UDCA Actualidad &amp; Divulgación Científica</i>, <i>20</i>(1), 91-100, ISSN: 0123-4226:</span></span>).</p>
      <p> Teniendo en cuenta lo anterior y por tanto la necesidad de la 
        determinación y monitoreo de la compactación en los suelos para la toma 
        de medidas oportunas dirigidas a mitigar sus consecuencias, se realizó 
        el presente trabajo con el objetivo de evaluar el efecto del tráfico de 
        las tecnologías de cosecha con los agregados KTP-2M + camión Kamaz + 
        remolque y CASE 7000 + camión Kamaz + remolque, en un suelo Ferralítico 
        en dos contenidos de humedad.</p>
    </article>
    <article class="section"><a id="id0xb6fb280"><!-- named anchor --></a>
      <h3>MATERIALES Y MÉTODOS</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p> La investigación se realizó en las Cooperativas de Producción 
        Agropecuaria Ignacio Agramonte y 21 de Septiembre, en la provincia Ciego
        de Ávila, y Revolución de Octubre y la Unidad Básica de Producción 
        Cooperativa Los Indios en la provincia Matanzas; en suelo Ferralítico 
        rojo según la Segunda Clasificación Genética de los Suelos de Cuba <span class="tooltip"><a href="#B10">Hernández et al. (2015)</a><span class="tooltip-content">Hernández, J. A., Pérez, J. J. M., Mesa, N. A., Bosch, I. D., Rivero, L., &amp; Camacho, E. (2015). <i>Nueva versión de la clasificación genética de los suelos de Cuba.: Vol. I</i> (Barcaz L L). AGRINFOR, La Habana, Cuba, ISBN: 959-246-022-1</span></span>, en plantaciones de secano con el cultivar C86-12 en ciclo de segundo retoño con 12 meses de edad.</p>
      <p> Las tecnologías de cosecha objeto de estudio fueron la cosechadora KTP-2M + camión Kamaz y remolque (<span class="tooltip"><a href="#f1">Figura 1</a></span>) y la cosechadora CASE 7000 + camión Kamaz y remolque (<span class="tooltip"><a href="#f2">Figura 2</a></span>), cuyos pesos y presiones específicas ejercidas al suelo según <span class="tooltip"><a href="#B17">Rodríguez (1999)</a><span class="tooltip-content">Rodríguez, O. M. (1999). <i>Fundamentación
        del uso de rodaje por semiesteras en las cosechadoras cubanas de caña 
        de azúcar para trabajar en suelos de mal drenaje con condiciones de alta
        humedad</i> [Tesis de doctorado]. Facultad de Ciencias Agropecuarias, 
        Departamento de Mecanización Agrícola, Universidad Central de Las 
        Villas, Santa Clara, Cuba.</span></span>, se exponen en la <span class="tooltip"><a href="#t1">Tabla 1</a></span>.</p>
      <div id="f1" class="fig">
        <div class="zoom">
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mjYw3oH5v%20G+6v6h+mjYw3oL83jfdX9Q/TRsYb0D84jfdX9Q/TRsYb0F+cxfur+ofpo2Me9A/OYv3V/UP00bGG%209A/OYv3V/UP00bGG9A/Oov3HPqH6aNjDegvzyJ9xz6h+mjYxb0D88ifcc+pP6aOmw3oL88ifcc+p%20P6aOmw3oH57E+459Sf00dNhvQX59D+459Sf8VHTYb0GM9D+459Sf00dNhvQPz6H9xz6k/po6bDeg%20vz+H9xz6k/4qOmw3oI9QQh9hz6k/4qOmw3oL+IoX3HfqT/io6bDeiyZdS60h1NwlxIUAeNiL1DLM%20/wBdD/2hn/8AGE/3F16P9Z/2Py/9UcH9h7F5/wAmFsK9s8cFIA7UAFY0AKtQAKADoAGtABgUSANt%20KQDtQAdAApACgQdqABtoAG2gA7USALCgArUDgFqBwHagQKQgUACgAUyoBQKAUACgAWoEFtoGDbQA%20LUAC1AAtQALUAFY0ACgAUAERTALbTkAiKABQAKACtQAVqAAQaABQAm1ABbaACoAFAAIoATbSgECg%20oK2lABWoEAigoK1AhJBFAAoAKwoASaQBUhgtQAVqAO118sfSDM7/AGUj/LX/AHTTXET4GSSmtjEc%20SKAHQNKAFAUAKApoA7UwBagA7UAC1ABgaUgDtSAFqABQAKABUjBQAKABQAKEAKoAUAEONAChQAtH%20CkwFUCBQAKABQAVqYwrUAC1AAtQALUACxoECxoAFjQALGgAwKGDDtSJBagAWoAFqABaqRSBamAKA%20DoAFACaABQADQAVAAoEwUEgoAFAAoAIi9JgFtpAApoALbQANtAAoKCoAKgAiKAEkUAFagYLUAC1A%20CSKACIpoArUwBagBNqAEkUAGOFABUAFQAkigBBFAGugf7GP/AJSP7orntxNlwKTrr/pLP/4wn+4u%20u/8Arf8Asfl/6o4f7D2Lz/kw1q9s8cO1AB0ACgA7GiQBtokAwmkAKABSAOgAWNABhJ7aADtQALUA%20CkAKABTAFIAWNAB2oAFAB0pAFqcgFtokAbTRIAsaAD26UpALbRIAsacgCxoAFqACoAOgAGgAqYAo%20AFqACtQALUAFagAUACgArUwC20SANppyAR0okAUAEU0SALG1EgJpyALUSARTSkaCtRIMK1EiAUii%20RhEUSEBUDCIFqACItSAKgYLUAJNABUgCIoAIi1ABECgDtVfLH0gzN/2b/wDlr/ummuInwMqkVsYj%20qRQAu1ABgUAKAoAOmAKAFUAC1ABgUpAO1KQCNEgFRIAoAFIYKABQAKABQAKYAoAIcaAFCgBaOFAC%20qBAoAFAAoAFqBgtQALUAC1AAtRIAtRIgWokAWokAWokAAUAw7UCBagAWoAFqABamhgtTABFAAoAF%20ACaABQAdqABagAiNKAYVBIKABQAKAAKQB2oABGlACbUAC1ACTxoGFQAE0AAigBJoAKgYKABagBJo%20AIimgCtTAFqAEmgBJFABUAFQAQ40AAigBBFAGtg/7KP/AJSP7orntxNlwKTrn/pLX/4wn+4uu/8A%20rf8Asfl/6o4f7D2Lz/kw9e2eOCxoAMJpSAdqABSAPWgAWNAB7aABYUAHagAUAHakAAKJAPbSkAba%20JAFhRIAsKJAO1KQBQAKABRIA1oAFAAsaABY0ACxoAFjQAYBoAFjQARBoAFEgCgAWFOQC2iiQBYUS%20ANtEgDaaJAKxpgC1AApgFQAVqABtoAKgAUAERQAVqABY0wCoAFqACUKBwFakAVAMLbQCQRBoGFQM%20FhQAkg0AA0AFYUAFrQAVqACIoAK2lABEXoASRagDtNfLH0g1M/2j/wDlq/ummuInwMwBWxiLAoAO%201ACgKAFJoAVSkAUSAYokA6JAUOFIAUAEeFACTQARoAKgYdAAoAFABGgAqABQAYoAUKJAUmgBQpiF%20CgAUACgAqQwUACgAUACgA6BAoAMUACgAUACmMFAAoAFAAoECiQBRIAokAUSAKJAFEgCiQBRIBK4U%20SDE0xAoAFAAoAFAAoABoAKgAUAJIoASRQAQoAOgAjQAVAwUAEaAEmgACmgBTAKgBJoAKgAqAE0AF%20QARFABEUAauD/so/+Wj+6K57cTZcCl63/wClNf56f7i67/63/sfl/Bw/2HsXn/JiLCvak8cOgAUg%20BagAwmgA9tAAoAOkALUSAe2iQBtFKQDpACgAUAACgA7USAdhSAG0UADaKYBbaADsKABakALCgAUA%20CgA6ABQAVAAoAFAAsKABtFABBNMAEUAFQAKABQANKcgCwokAWoALbRIBWpyAKACIpgEU0AC1ABUA%20CgAimgAiKACtQMFhQMSRQJhUDQLUDCtQAm1qABQARFABUADhQAW0UAJoAHZQAkpoAIjsoA7PXyx9%20INS/9o9/lq/mNNcRPgZkCtjEcAoAO1ACgKAFCkwBQAKADFACqADpACkAKACIoATagAqYwUACgAUA%20EaQBUACgBYFACgKADFMGGKYhQoAFAAoAKkMFIAUACgAUAHQIKgAxQAdAApoYKYAoAFAAoAFAgUAC%20gAUACgAUACgAUACgAGgArUAC1AAtQALUAEaEAVMAGgAqABQAVAgiKAEmgAUAEaACoGCgAjQAk0AA%20U0AKYBUAEaAE0AFQAmgADjQACKAEkUAaqF/s2P8ALR/dFc9uJsuBS9bf9Ka/z0/3F13f13/Y/L+D%20h/sPYvP+TE17R44LUAKAoAFABikAdAAsKUgHQAKABSAO1EgACkAdqABagAUAHagAWoAFqABagA9t%20AA20ADbQAW2gA9tAA20AHagAWoALbQANtAACaABtoAK1AANAAoAK1AAtQALUAC1AAIpgFagAqYAo%20ABoGgiDRIMK1ORAtrQMLbTGFtoEFagICoCAGgcBEUAFQDARQOBJoAK1AAIvQARGlACaAARQAkjWg%20AqAAaACtQAVABEUAdlr5Y+kGpf8AtXv7Cv5jTXETM2BWpnAtIoCBYAoCAUBAdAoDFIA7CgA9ooCA%20UACkAYogA7UQAmiACogBFMYKADFAAtQACKACpQAKIAWDpRAQGKICBQFMIBagIDFAQHQEAoCAWpCB%20aiABaiABaiABaiABaiABaiABRAB0QAKYAoAFAAoAFAAoAFAQCgIBQEAoCAUBAKAgFAQCgIBQEAoC%20AUBAVzQALmgAjrQALUSADRIBWokAWpyALUSEBWFEigIpFEhAWwUSOAFItRIQJsKJAIiiQCIokBJF%20EgACiQBanICbCiQCIFEgFaiQEnjRIQFaiRwEABRIQGaJFAk0SODUwv8AZsf5aP7orF8TRcCm61/6%20U1/np/uLru/rv+x+X8HD/Yexef8AJirV7R44KABrQMUBUsQdqABQAKkYYFMA9KBMFAB0ggAF6AAa%20ADAFAB2FAAoAFIAUAHQALUDgFqAgFqAgFqAgFqAgFqAgKxpjgMJpCgG2iQgFqAgFrUBALUxwCkEB%20WphANooFANtAQEU0DgK1AQC1AoBTCAWpBAVhRI4CtTCAEUBAVAMFMUAtQARBoGEaJALSnIwttEiC%20saYwqAARegQmxoHIKBBEUDC20AFQAVqACIoAKgAWpiEkWoAFIYRTQAVqAOx18sfSDUv/AGr39hX8%20xpriJmbFamY4mgBQoAFAApMBQoEHQAqgAUACgACgBVABEUAJIoATagYLUACgAqADoAFqABagACgB%20QoAUOFAB0AAUAHQAKABQAdAgUACgAUACgAUACgAUACgAUACgAUACgAUACgAUACgAUACgAUACgAUA%20CgAUACgBNAAoAFAAoABoAKgAUACmAKACNAAoAI8KAEmgBJoAFtKACIoAKgAqAE0AA0AJoAIigYLU%20AERpQAk0AEaANTD/ANmx/lo/uisnxNFwKbrQf+1tf56f7i67v67/ALH5fwcXf+xef8mLsa9mTyAW%20qZFAYFEjgOgIDtRIB2okAUhB2NAw9tAoDA1oCAaUhh2oATbW9MUCrUBANppBAdqBgtQALUAHQAKB%20hWoAOgAUACkAKABQIFAwUACgAUwCtQEAIoEFagYYSaJCAbTRIQDaaJEFtNEjgG00SEA20BALUBAC%20KBCNppgAg0AFtoGDZRIQDZTkIBtokQnbaiRhWHdQARFABUxAIoATQAVqACIoAKxoAFABWoAK1ABV%20UgFbjRIBWpSAVEgER3USMKiRgsKJA7DXy59GNS/9q9/YV/Maa4iZnADWpmLSKAFCgAUACkwFCgQd%20ACqABQAKAAKAFAigAXFABUAJtQMFqAEqFjQAVABjjQAelAA0oAAFABgUAKA0oAO1AAoAOgAUACgY%20KAgFAQCgIBQIOgQKABQAKABQAKABQAKABQAKABQAKABQAKABQAKABQAKACoAF6ABegAqABQAKABQ%20AKACoAFAAvTAF6ACNAAoAI8KAEmgBJoAMHSgAXFACSaAE0AFagAiKAEkGgAwkmgYoMrPAUABxhxK%20bkaUANFBoASUGgDUQ/8AZsf5aP7orJ8TRcCn6z/6W1/np/uLru/r/e/L+Di7/wBi8/5MZXsHkAA0%20pDFWoAFAApCDAvQAdqAgOwoAOgAWpAC1AB0AFagA7UAHQAKABQALUgDtQALC1EgC1AA20pAPaKJG%20gWFEgwWFEiAAKJAFqYwWoGgWFITBtokAbNKJGAIokIDCaJAMACkADamAnSmEhEigAqABTAI0AA0E%20iaYAoAFhQNAoGCgAttAQAigBBFCAKqJCIoATQALCgAttABGgAqACIoAKgAUAERQAmgAEUAJIoAKg%20YRFAwiLUAdhr5g+jGpX+1e/sK/mNNcRMzwrUzFCgAxQAKABSYChQIOgBVAAoAMUACgAUAC1AAtQA%20LUDBagBKhrQAVqAABrQAdAAoAO1ABgUAKFAAoAFAAoAFAB0hgoGCgAUACmIKgQdAgUACgAUACgAU%20ACgAUACgAUACgAUACgAUACgAUACgAjQAVAAoAFAAoAF6ACJoAK+tAB0ACgAqYAoAFAAoAI8KAEmg%20BJoAAoAFACTQAVAAoAI0AEaAElRBoGLQ8RQAbj25NqAGiqgAiqgDTQ/9mx/lo/uisnxNEU/WQ/8A%20bGv89P8AcXXb/X+9+X8HF3/sXn/Jjq9g8kOkIFABhNAB2oAFAB0AC1IoMAUCYdAIFAwWNIIDtQIF%20qAQLa0Aw7UhAtQUHQJgoEC1AAsaABY0ACxoGg7UAwBOtIEDbQMO1BILUFIFqACuaACJNAAuaZIL0%20DQKBhEa0AERTJB2UFBUwBQAKABQSJtQMFqAYKBBUwDoAK9A0EVUDCoAQQackgpgERekMK1qYpYKA%20EkXoAK1qACoKQCL0AJtQAKACtQAk0ACgAiKAE0AA0Adfr5g+jGpX+1e/sK/mNNCZnhWpAoUCDFAA%20oAFJgKFIQdMBVAAogACgcB0BAY40BAdqAgFqAgFqABagBKhrQAVqBgAoAO1AgWoAO1KQDApgCgAU%20hgokAUACmIOgpAoGCgAUACgTBQQCgAUACgAUAFQAKABQMFAg6ABQAKABQAKABSGCgAUACgAjTCAq%20AgFAApCBQARoAImmAQ48RSGKoECmAVAApgCgAUAEeFACTQAk0AAUACgBJoAKgAUAEaACNABbLi9A%20xBTagBOooABNACb0AaqF/s2P8tH90Vk+Joio6y/6Y1/np/uKrt/r/e/L+Di7/wBi8/5McAa9c8gO%201A4DtQEAoCAwDSAO1Ag7UDBSGC1AQHagIDAoAOkOQqBBgUACxokAwKJFALUhh2oFALUBAYoCAEUg%20gFMQLUDQLUAwUAgWoGCgkKgcgoCQ6BhUAFagUAsacjCN6ABQALUCgK1AwWoALbTkAWNEgFY0BAKA%20BQAVqYmFagQVMAUDQVqBhWNAApCgr3szimZghuSEpkm10dgJ4BR4C9TvRSo2pHMmHTj5HKXy17Dt%20Xe1vpos4QsfE5+17hCC8YrMhElpom6XDdwA+PbrXBfu9p2LBKk2uJ6hxmTYC2HgF28zajZQPwNdW%20Luq2RzXxNMsa6U54GYKJCAttEjCtRIBWoAIimAVABWoAKxoAKgAiKACoA69XzB9GNyBeO6P6iv5q%20AKMtmqFAhTZpkhgWFqYgUxB0rCaFVMCgMVSGqgq1ZDgFVvQQGmod0WmkOC1LcG5CrC1G4NyEmjcG%205BUtwbkClIrIFUmYuQioJIVxV3USa0Rm8hJlpz7a1kpZChdI4VDsbbTSbgspWn5VC9FLSyGgzWrJ%20gLtrCzHBWx800rI+iULKqZDaWpW0hakd4q0J1EgJ7NaoUChUspANrVMMrQTVJEWBWiMXIKk1qCqR%20YKoQVSyWHUkgqpCAU5CAMsBxaygneOIPD6KNyGqi7KBIAuQLGlJSqMtFGy3MSt0HzJSb2FEhECqB%20AoAFAAoAOluFtBRuDYwUbw2MFG4NjBRuFtBQHUQKIDqoFEB1UJogOqgqEhrIgU4L3IFEEyBALoNu%20IpQIOzqQQoUoFAylRQovPKCYqL79db+FNBBUTOqYbEdyQhCxEbuWSsWUpwdnwpNlKoxgoS8qyvKT%20XXG1zPNHaQSAm3eKncXtH+npskl+NLP4qFkNjt2DtoVgdB7I9TYSA9HYlPhLrqtqdRa/jV7iNjLN%20tTchoqZWFpVqFJN6jcXtFJRsa2g3V41SZDqEoANpsfN21ZDQmpYIBpDE1QwUACgAqAEmgAqABQAD%20QAk0AESaACNACTQARoASaANVC/2bH+Wj+6KzfE1RU9Yf9Ma/zk/3FV29h735fwcPf+xef8mPr1zy%20Q7UhgtQAdqADFIAWoCA7UDABQIOkAdAAtQAdqADtSAAFAAoAFABigAWpSALUAGBQALUAC1AQACgA%207UgCtQEAtQALUSEAtRIQC1EgC1EgFaqAKgAUACgAWokArUwBagAWpAFamAKACoGAimILaaACoAFK%20QgIppyEBWpyAKACPCiQEOEoQpf3QT9QobBcTmkjqmOzjXokWOmRIkqU7MkOcQtRuLd+2vLzd7Wun%20idaxPjOhmcrn85JSkSZTjrCQApCTtsPo41xde7WrLivgjLZhxcDKR8i3GMqMpHLkNoGtr3CqxTla%20m1JJqetsJYLQ8uM5ptSsFJFFU1wJtifE1OD9zZLHLSt9MmPcX1BO2uvF3VqGXQk6hi85jcmy27Gd%20BLidwbOirfCvWxdxWxz5cFqlga2MkFagArUwCokArCiQE2tRIAokAiKJATTABFKQOuV80fRiH/2L%20n9k/zUAVBUKsBBUKESNk3qhApiBTSKqhXbRBUBioaCAVm5ECobYgA1pVENSLSaqBbWKvTgNrCJpQ%20G1ib04BVYqlBs+AKcGLEuJGzcPmBqWa0Mv1plUY+EZTydUi96xZuXXT8z1+GiS0fItsE/TTxPUys%20WBrqZCYXbWFjVGWjSIMnrZLbJBKGjvA7xUoqDWFDK3irurWqE0NJI3rtwvVNGVkLBpwZyGTpRtDc%20JqWNah1LsWsYKEw2gqkAKskFSxAqGCQKksFEjSIuSyfom0bGiqQr9iB9o0SVBQ5+V1KCyzjZHKly%20LLdZtdWw/NRIQXcDGxYh3t+d9aRzXr6E9oqkybkynJnAdEgFRIB0SAKTrI90Ao2D3go2BvBRsDeC%20jaJ2BVpmexApyGxAokNiE0SGxBUmxOoKW4lJgpyWkwcsoO9pVx22pyaKo4pa1o3E2A4mgtVMr1Rm%204vqGYKPO2oXcWDoFDsqbMpUIkxtK4ZymedTCxTabR4TmhC0/bv41jaxpXGYWV7/YvGty4sCOZJa0%20YeQdKxdzZYjFs+9Obf6iGb2qYhoQWnIx4rNT1CukRes/c3EdRuQixinYrzK9ziyv5qfVF0TWdEe7%207mNkMxJV/TnRAJ4CmrkvGdvgZeDkmESIrqSVAEpBrWtjK1CUVA6do41smc9qgqoM4AeFEAJoGCgA%20UAFQAk0AFQAKACNABGgAjQAk0AEaACNACTQM1UL/AGbH+Wj+6KzfE0RU9Xj/ANta/wA5P9xVdnYe%209+X8HF3/ALF5mRtXryeSHQAKABY0gFWpAHagAUACgIDtSCAxagIDoAKgAwKQBgUAHYUBALUgBQAK%20ABQAKYwUACgAUhAoAFAwUCBQAKABQAKAARQALUAFagAWtTCAUAFoBc6ChsdUFoRccKJEwAW0oAOg%20ArU5AIpokArGmAKAARegBJBoAKgAU0BFyWQi46GuXJVtZb421JJ4AVN77VI61bZQYj3C6eyC3WXH%20FQpDRIWzIBQbDgrXsNYV7qr4mtsDRmfcP3KZThn4vTklLkspu5IsdoQk+ZKT31j3PdJLQ1w4Py1M%20RicnHyuObnMq1F0OIvqlXaCK8S0ydtsajQmI5f203HAinJz2RGWlDRUrb+GL3SOyhlY5kxvWUFrI%20YsS47f4zZ1SkdlXjbPQ8DF9PID+ZhQ3pC4seQ8hp15B1QFG17V1KqbItodzl+1PuRiFJdwmVbyCW%20jdnfdtwDuvwrp+HauqON93W2jLzDe43U2JU3D6zxio27yolpF0kjvNarPamljO2Gt/adCx+axmQb%20C4j6XArgL6110z1twOS+G1eJNrUzQRHdQAVAAoGIoAFACSKACoA65XzR9EIkfsHP7Kv5qAM829zH%20y2dEjtpyAalAKKb0SApIBSDeqkkZjSFPPLbULBN7H4U5EONqKgSRa1PcEjg+TdTkNwqwCN9MW4Js%20oWm5JFG0UiCsbrCjpikd2jvrK2hpVhgWqZY5DolhICKJYSJtQmwkcCPLe4B7ia2QrMSndru/kqoM%20GxIUtQ2oSCb1LRtjZhPeJ5tHTpbUNVgi9Y2qbSaLodptnpTFJQoltcdJWT2GlRQzK7LlClHVwbUk%202Sa1szKrAS4lLqiB5QdvjpWTZ0VZyz20WX+vZ76lle1TiSk8BrSTLbOrkFO4oTcDtNbVM7WEgtrt%20bQnjVkbgLBR8KW6CYC5iO+s3lRSxmc6v6xb6ZUhchvdGUASsC5F/hWVsp0UxGf8A++XRYTq8oL7t%20prF5DpriNLgOuenMyttuO+St0XSAK6KM571hl8CkOKbXcKtdPjWiMGI3qC0pULX41REi13B2p1V2%20CpY0GWpAbClJG48BekhtCFOAJuPmTo4O41W0hMUjctAWkaE21qGjRMyfW2fx6XGobbxGRjn8EI11%20+NJIuSi6e9w8dlusIzU0qiyozJZNwQFkdpJq0iWzpiUJcNmdptqrabix7b0WUCmRTraEgcs7ldoN%20RIQIUmyRbVR7KJCAFt4cQKJCArKHEUSEAAJFUrkvHIR3Dsp9RC6TCus9gHx0o6iDpMBW2kedQHwN%20HUQdJjDmRjINr3oeRDWJifzOIOKrVi7mywBfm+NHzO2pbx9AQrO4lKrc4Wo3h0BLnUnT7abrkEUb%20w6BXPdd9NIJAkEn4UO41gK173OwKFbUug/Gp3mnQKbK+8aY7a/QtNPv/APLQo2vT3k9Ij9Ee7sCV%20zxl1iOsFRUkagfCn1BOhNy3vR0kI62cfIW6TcPEpI2jwp9QmDLxPdD23wjEiYiY/lJ7pK/TvtHYh%20XcDUvIa46Scn6z9zeoeqpXNddU3AUvamMk+UJ+FY2uddcZRqjNcpYYFvG1qwtc2rjCeStSUbxsSk%20DyjgSO2snc1VCJKLilFaCR3eFG8NgG+oEocabkIsEacwC5rWtjC9To3SnuevAbJLTqpEVNt6V9gH%20HSuijOa9TvXQ/uFhur4nqYTiQQAXUnQj4V1VZy3qahRIWABdJ4GtUzBoXynR8wG08CKckwMrVtVa%20kIWQdl06mgBKbka6HuoAFACTQAm9AAvQADQARoAI0AJNABGgBNAAtQBqYf8As2P8tH90Vm+Jqiq6%20u/6a3/nJ/uqrs7H3vyOLvvYvMyNeqeSC1OQFbRRIB0gBQAAL0DFbaUiBalISHQOQEUAHtoEFagAx%20QAdIYKABQIFAB2oAO1AwrUSAe2lIBWokAbaJEAAEXBBHhrQmOA7CmALUgCtQALUxAtQAVjQAKABQ%20AKBgvQAKBAoGFbu4d1AgBNMYLCgAqBAoAFABbacgJIokAa0SAh1bbaS46sNoHFSiEj+Wk7JcRrUy%20HUPur0ZhdyHJiZMgcGWfMSe7SsL91WppXC2YPL+5HUmfxmRcaxaoUGOgORC4LKWq+hJVpXPkzWsj%20rx4FVoxnRnVHS+QnSUdVCRPlyEqQ2UqN0rtawA4+FctbVTmx05MVnwLxnmJw0bFOpQuPG3hvyAKK%20VnTcRxNq58uaX9jOYcLiUeCwUjFZx6RHdtjXE2cb43J7Lf1ah2THTI/EvmG5iFqcKC5GKj+MOHwr%20OTZ4k1KIWczMCDGUpaghShaxNyT4CqSkmmM5xmOq33kGPEuyg33qHEit6o2ehRwYs6ZLbZgNLkS1%20KBabaSVKKgdOFaVTkLNRqe1umlZFXT2NOSaLM/07YktniFhNjevcxcNTw8rU6EPrfFjIdPyE7Qtx%20kc1AIvw4isu4orVNe3u62lHKOnpKYGWiyWHVsJQ4A62DdJBNj5TXl4rOrg9PNVWUncgpKkhSTdKh%20cHwNe3VyjxWtQVQgjSkQVMYRFACaAAaUgJIokDrdfNn0QzNVthvq7m1n/wBJpMDPRG7/AIvfWe4c%20AeACr09wAU5sZJ7qe4QxCNipzvp7hEpAs2T31VXJDFpV+FVkwLBu0PjS3QWqhlSm9LUushrGLaUC%20b2FL5CL6Qpwbl3HCtK5EyHjYjYe+r3VF02GEHvo3VDpsBQrvo3VDpsSUHv4UnZDWNkCRDcmuhRc5%20YHZe3Cud5tTZ49Ce1uYaDQ86eBVxqllMHjFI/ButrgeN9dafUNqYznHvK9bGQUL4vLKTUu5v0zZ9%20NNcvpbGtg2TyU60lYwyYy0UrzJSpJKEWVpQ7GVcRner+qDjcTNnJjOluOnsHfWbZ0VxnMP8Ax8zn%205pnMjLQkne64bHiL0VYWodukyVhvageY8RW9Wc10OJUj0wXay0jzfGtUzNCUL5rZUrRIrly5IOnH%20WSAvN4xl3kuKFzoda87J3B3UwNrQzfUM7FORH409xtxKwVNJNiQOzjWHyDrpgPOXUcR5rLJSwyRF%20fXtS7byj6a1rkk0eODtHtH7dSOn0pyz8hMhMr8RrabhINenieh5eZanW0OGxLik7jok1sjksIDLq%20rhSgojgRVSZMMoTuCz8yRapZaAVX0USD9hR4XpJltaCkqSQSuzqUftNnfVO5mqGWzPVLszKK6exi%20ktywjmLkq/Z7Pu/2qxtkN64yld6QkRW3p/q2hNSNwcdN0k+F6lZCnjMJJzMCZmkozkNb4R5OfCTs%20HxJFa1uZ2oanHZrL4Z8N42e0vAG3KacO54E8QVU72CtSxk+68Bt1MdLLge4KdPy3rKTTaT43X8Ap%203OzGrkfLuFxRIbRa+v8AG/YnMk/2hRIbSOvr0f8ALlMn6RRIbSDI9xZiHClCkuf1k6isLtm9EiC9%207m9QJ/ZRVuf2U3qJZcIgyvcjquSjlrxkgpBuNiCDRLCEQv4z6uUbN4yUPig0SxQiUz1R10saY50X%2001bNNSGg2se5Ui+1vZfhdBrZVJ66RHX0n7pytUyG2794NPaHyEBr20903TvXkGB4a0bRfIRYs+1X%20Xy02eyDHjxo2j+Qh1Hsz1G6u0mexyzxsbGjaHyEKHsJHUv8A1csKv9xZo2D6qZAzvsn0lhkJycj1%20DiI4ura4ba1LqJ3kpsd7cYJ6KrPSkPLxKXNnKaVZfxNS0S9TXNdI+0DeNVlHHeXHCbpbW4Aq476k%20l1OSdZ9ZdMSEvY7puGGIQO1555IJWR2oV3Vnax1YaGJhwifLGHMUo301FzWTsdaqXbcR9hoMyglK%20nPC1ZOxqkJRHbbVZ0XR2GpKAcD6xd2htb76aE2QJuKgx5SLWSUApUFfaPhW9TluyT0njsQ9l5UPK%20HkNOtENhZ2gk91b0ZzXNRiuiM7g5rMnBTEsoQbtIUTZY8B2101Zy2OxdJ+6bK1IxnUjZizANokr8%20jZ7O2tUzFo3sNxpR5keU2+0sfMk3FvCmmS0LfaBO4VZATboGhoEBRBUSOFACaAEkUAFagAWoAI0A%20EaACNACTQARoAFqABagZqIf+0Y/y0/3RWbNCp6t/6a3/AJyf7qq7Ox978ji772LzMnavVPKDoECg%20A7UgDAoAO1IYKBB20oAAFAB6UhgoAAAokAwKJAFqQB2oAFqAKzLdQQMY62w8St90XS0jU27zWGXM%20qcTowdvbJwJcCfGnRw/HVuRexB4gjsNXjyblKM82N0cMkVZmCmAKABQBnfcKTkovR+Sfx271SG7g%20o+YJv5iPorPJwZrhU2SMz7PdQKyUd+OCtQYQlTi1knzk+NcvaXbmTr76irEHSK7TzwUwBQCBSAFA%20AoAFqJABFMArUAC1AAtSkAWpgFY0ACx7aABQAKcgDSgUiaYwjoLnQd5pNhBQZzrvpfDAiXNQp7sZ%20bO5RP0VlbPVGlcVmc96g95pbqFN4ws45o3AkPfiu270tp7fjXPbuWdNO25mJe6mVlF7Zk6XJC/nf%20eJN/7DCP6axd9x0LCkaPpjFPRU7+l+jjLlr45TLEAX7wlXAVtSkcEZZIXFk2T0B1bk5sr+McylyG%206xvehRPI0y2VfZ7Lim6OdSa5K/6mWwjXt+nOzsdhYpacinlNSXzdxduKxfhevO7uqnQ6ceSy4ier%20pseC0lpuTseuC4tvg3fTzHxrlxtnR00nuRFgZ+KtCUPuIHK+UoUCXBbhbvp2RTSsPO570uPfWxJD%20Ta78pahcBR4ApogmidXHgctnSZTj7i5h5qyf2l7gHwrasQaOsG19v/ZTN9VlvIvuiFhFG/P4uODt%20CBXZg7d2OXN3Cr5noXpnobpXpOKlOMhobU2n8SWobnlHhcqNelTFWiPLvmtdl4t1aHdp87a7bT3H%20urVEQNSmC4pZQ6QVIKSjQpPxFJ6jTg4hko6o2TkNWtsWq3hrpXi5FFj2sTmp2PpaUqZ09Ekr+baE%20Wvcnbpeu7B3FnpB5+bt6py2WmnZw767Uzja1EmgQVAApgJINABWpDEkGgUHW6+dPoiJl1FOJmqHE%20MOkfQg1NnCYGXgz2xjQsqttA3VyLIixLsla1htGqyN1vCrVhQLkObIDi1+XaPMae4TQmDIZdhjlq%203KNjTTkksAtC2TtNykeat8YBJP4PHjwrSzQ0L3WaJv8ALqfgK57s0rBS5HOs2K0v+QcTXHeTaqQQ%20yElEdL6nAGlfKq41vXLa1jdUEqy05AH2kngq4qevdFrGhJzk0EAjU+Io+Tc0WFCT1FISvYrRVr2v%202UfJuJ4Ugx1BKUnckeXvvR8m4ljqBGbnOKCUJuT40fJuWu3RZsSjy9igFOnsvVruCbYB9yauLj3X%20UfiPJFw1etq5jneBycgP/kG7GmSYTuP87SlDU91arMa1wlFmvdpvqMMiVjwlDCtwuaHlN+kbGD7z%20JjQI7CMZzGm0BI17qquZGOTAS4/vpua2vYoMuE2tu7Kp5kY1wORjM+60XK4iTjRFG15O1zXhWTzo%202WDxMD7cZdnorMvFABalLKye7caquVEZMZ6Iw+UhZKKzNQoFC9TXVS5w5KEl1YcKwkWF9PGuhPQ5%20tuoxkXvTwFJT85Brzu5Z3YKmC/Kn5MpTzirKvdKe+vCzWcnsYUjnHuHn4iZKo7Ni8hJSVg8DWVG5%20OzajFM5Oarp5bMp4vrTuLQPYTXoY3qZ2odU9r/cdnDYVqN1G5ymnABHK9bCvVxZVEHk58DmTtMZ6%20HNx6H2CFtL8yXB3Guump5mTQU2LJBbVonge+ragySkjZnLM4nHPy37bghRQCeKraCsndG9cTOR4T%20/wAjun0NOROoEiLMYUorbVcnbfQ6VLsabC+a97+lstGLXTTqXJC9FoTe5J+NY3yQXXEJgxMnjlCY%20uEZEmQq7gJsUoV9qsHc6K4znPud1+5KyqcbAmlhGPP8Aq0J+0D30lZlOhWY3L4FM1lp7qYRYjyN8%20hzbfar7tbVsZ2obDHL9tJOxmH1MhxTZ3Ksk1byErGSsFL6Dy/Un5LByCJ8oEpU3a2oo3j2G8HtV0%20sl3mqjIXfRSb9tPcRBJHtv0Y2f8ApSAfiaaE2SWugukAPLjEWHiaqCdyH2ulOmGxZuAgAVaxyZWy%20klrDYpr9nHSin00T1WSEx2k/srJPwFLYh9RjyEEDVQ+oU+mg6jDU8+nRJFvgKfSQuowipYFy5f6B%20RCM2ILy/jT2iDStRFyLU9ghJWOBpbQkMISrgN3hTqkS7DaktOrBbGqeNW0h1tYousy5KaaxAF1zB%20oO+1ZWg6aJs5t1J7i4bo/HPdPtBMolJU41fgq1jWFrI6aY2cLmZbI5pK3WkKTFUSRBBNjrwrF2R0%20LGDHY9LqkolDkRhopJ+ye6sb68DaigtnseIfIRj3eSlSxudHcaxdWbKyHc0hbWxpcn1TznyOd1Rt%20LVkRoExDyhHe4p0ufCmqMl3RcGYti0dtNgdL1osbM3lRmc1BmuSQ9sLpSdPCrWhz2sWKunuc0zmp%20DpfUmyUsHSxTWtbIxsdA9vW8rlZSn5aimNFI5DZ4IFbVsYWR1p/pjpnOQwuZHRMLYtvOm0j4VqjN%20ocw3SjkFlTsKUfTo1ajjhp2VaqyGW+LyAlNvG9/Tna9/VV3VrBlBMKU7EvE/hqO1KvGlIClCyint%20FKRCFKSOJo3IJALHhrQrBINppyMG00SECSKJCBJFEhARoCAjTCAu2gIBp30BANO+gINPD/2jH+Wn%20+6KzZoVXVn/Tm/8AOT/dVXZ2PvfkcXfexeZk69U8oPaaUgGABSkA6AABQAdjQAdqABSAFEgAAmlI%20BgUSAdAAoAFAAoAFAHMvdfG5WNkoWcguAtqAjPMk+bde4KB21w91Tcj0uyybTV9B4ybEwpcmn/US%20l84o+6CNK07errU5u6unY0gSTXQnoc4NhpyEBEAGxOtG4IDCaJCBiawHorjSiQFjabdx0NLiVWZ0%20KHozAQcKvIQ4aSlnmJUCrVRJF9T21hiqqto2zZN6RpdtdEnPANtEigNpp59xTbDZcUkXWeASPE1j%20fOq6M2x9u7KUJsa0q9DKyhgsaqRAsaJGCxpBALVQgqAB/wDwaTAZizocrd6d5LhQbKAOopbpG6wP%20VQgUACgAttABEUARJ+WxmPaLs2S2whIud6gKztdVLrRs571F754GGVMYlleQkcEqSPJf41hfuo4H%20Rj7Vvic0y3uD7jdTvKYjlcdtRsGI4JP/AKa5nkvY6l22OurY/hPZfrTKOJfnXjpVxcfUQfjbjS+P%20a3Edu5pXgdAwvsP0/F2qyUlyWvtQ35En6eNdVO0Xict+8fgbfF9IdM4pIEDHMtKH/MKdyz9Kr10V%20xqvA53ltbiWhISCSdqQNewAVcpKTNy9DknXnVLUzKvRIjpTEW1y3nAbBe06i/dXk913EuEehgxQp%20ZxnMutxsjvRudWg7GprBso3+wvsNY01Wprx0G5knK5mO5jcUyFJsFSANV3Trqo9tKyVTo6kaELp+%20Iywp5yWlSZTKDtbVoCO0g94qLQxw0yszWXmPPrabWBF02tDUacD8apVNEMQYc/JS2YUdpT8l1QQh%20lIJJJq6UnQVrwpZ699tukHOlulIuMedU5I/aPAqJSlStSlPwr1+3psWp43cZFe0ov8mHPRuoaG51%20Y2IHirt+itrMxqgMstiM2gquUp2bjxKrWJoTGQ3ZzUY8ktLeeQNSkXNu8mlI4MlkelWspkXXGm1M%20qJSpWltCfMTXBnrV2O/A2qmn6ZxLuLhriKXzGErKmldu010YFtUHPnvuZbqIJ0Fh2CulHKxNMICK%20TQEBUBAVqAgTQMFAHWa+dPoCDnnC1g8i4NSiK8rXwbJrLO4x2f2YI5LLyKX+n5D6nOUtsp2pSbX1%20rwKZzRGg6cyMJOMSncpyQU33nXS3C9dtcpRGzU3IuwnOQkbANd3aK03iaHum8g2uOlx4BIbG1QT3%20104zNo0Tchl9hx9jRtQsO/SuklIS2omMD92kDRJYSdwB1BGopMEVmb6Zx2aivRX1GMHBZKmdDWVq%20nRRmJleyWHbiuPHP5ABlJIQp0hIIF65rUOmt9Sl9v+hY+birlOZmWpKHFNps4SPKbUl28mOTPDNQ%20fayS3L5jGQeW2k6b10fGNadyDLdAZAsIeRLIUlQHz6m1J9uK/cDZ6F6hlDc2+GmU/tVFe0AeFT0C%20K5tTknXfWuY6cnqx+LkCQkXDzm7cQodxFS8KPQx5jMY73W64U8UR1BZPFSlHSsugjR5CTlfeXrzB%20uMKdLLqXgdyQrdW2PAmZPIVTHVLfUN5TjbTMh1zaq1k6k8a06MC6gnqLJIwa22VFC0DVa0G9we40%20dKS+qbrobqXpvMtNwY6HFylp0O3yg+JqXjgdsko1rHt0uQyo5BwJ1Ju0bkJ7Kh0M62KnLdADHMrl%20Y1xxyMNXy5e/0Vm8TNlYxuRn4dnKR8Zki8mRJKQ2WxfRRsK0pjgxyM9H9GdKu4TANxmXlONbdzJe%20PmJVrrXXRwefkNOzGdMYAauW/E8D4V1VvoYQMyYpMRfNUlAAPmcNv565cyk6cbg4J19169gprqWH%200OoQSCW1brfVXlXwyz0sd4ON5DO5TIPOzdoKFqJJPHWiuBI6llE4vNPSnkRGk3cJtYjSumuOCusb%20Hqvp7OYbFQ5TxaebfSFhJO4o14W7KVdLGWW6aPQXs9Kmu9BsmUQpRXa41sm1evgtofO9zxNg7Lix%202eYo7GG9VKOlaZLkYa6nIPcOa/1a6uDEeWxFbudwO0kp4W8K4b31PUpXQyPSXQbTklxM+E3JvouQ%20tIVuH9o1m76Bt1N/0l7f9NxM0JkBhCCwTzEJSAL/AEVzuxpAj3b69idPYd0IWRkngWUNp4BJGhoT%20KVTyovLyVPSCsc6XLP4ivmPGtUhNGgxHt+3k8cQ+XWJCyFjmDam301pW5LRo+lsR0jAVKwzz9n1N%202kPC24JP3D30rajqh7PIa6Pex0/pzYuShJMd025ix3ukdtR5mm2SWj3v61KQoBJlW1bJNvjVK5Ns%20Rc9P++/X7DqFTmGFMX8xOptW1chzXwnaemPcPFdRxUNpcCJyrEto/lrdWOW2M1ZIAGltK1VzntUS%20XBT3SEAGvClA4CKyKpDDBJqtwoAkhTxR2VmITcJeUk8BRuEIRIUQrbY2NqrcKBxEg8FoHxoDaHch%20W8cLcBRwBUIM/KY7GwVzMi8mOwm5OoCzbwqHc3pjPPPux73t5F9trp1StkO6S+dF69xFY2sdeOpy%20dqW7LWXitUp91W5anPMq54iua7OqpZpWqFfana7J8qkfd+FYNmslXkYsxJsxznELO5wAEm9XRmdm%20WTOFy2VhNhpTiHEG6L3AJHYaLWBFOnCdXRpshchtxRaIso3KfoNK16tKAUnX/b3ouPncIX8mPT5A%20LskJ0BR3mlWxNjocH2e6P9MXVynnFW/EUDe39mt1YxYU/D9O4BtHJaS+1t8qngCfprC71DaczfkN%20yOpFSChKIbgCHGUfIlN9VAd9JMNpcYXKY/CZSUqNIC4JI5aSobiPhW1WRap0HpDLsfl70Fp4c6Q7%206i6zYBHaK66WMbInr62biZVqGFoVFWoJQtBuL9utdKuYtDOUzUfCdQR5sZYcxr1zNANxvPC4qd5O%2002jLqXUofXow6AptA4XPA0SJ1HFFRWU6adtEE7RKihPzi9HTFtFIDfFN9aNsBWorSmXARtY0IIGa%20qCRJNG0JEmlwCQjRISJNEhIKJCQUSEmoh/7Rj/LT/dFZssqurBfHN/5yf7qq7Ox978ji772LzMrt%20r1DygxQAO2kAdqADoAFABgXpADbQAdqBpB0hwCgIBQwgZclRmv2jqU27zWbvVeJXTsQnuo8O18z4%20J7k61lbuqIfSZDd6yxqdG0LWezsqH3i8BOiIb/XBQPw41/iqot3jBKpTZbqN3KchD0dF2HEvM3F7%20LHA1z37ls6scV1FvdUdQFF0uBN+AAoWe5m9r1ghwOps0/LU3IlKJ+whOnDvrK3cXnVhkS2ykXDc+%20WHlBchZBTpr2mn13zON2bQy7LfUsLS8suNg3NzUvPbmCbCayktGwiUvmKuVIvfSku4svEpySR1Ll%20ULCeZvTwsoVou9sUrFh03OfXkJCHfOX/AD3GltvZXR22fdYcyaWu9Esperc3Mw2LM2LHEhST5kk2%20sAL3rO9mlob4KVtaGZxv3ByjvS2+OEoTLcs4UaOanW5ry5vex7e3FjUI1+ClvS8W08+AHPlITw8u%20lerjbjU8PMkraE6tDIOmAKACtQANookUDTzrDKCt5xLbYHmUsgC300mxpHKJ2VD3UE6HhcilLsRv%20fj1tAEFSzcpc4XANclry9Dvrj/HUm4/rzqPDwmneo0peVu2vpbAvY8FII0PwprK1xItio+BvcPnc%20Xl4iZUJ9K0KF1IJstPgoHhXTXImct8br4EPMdbdLYgK9bkGkrT/ykHcr6hU2ypFVwWfAwec9/wDC%20xlcvHxy4TwcdNvqTXPbu+R017NviZ1v3I646ieKILL3KVokMIP8APWbyXsW8NETGParq7OO8/KrE%20VCtSZCy4u39kaCrWFsXWrXgazD+zXTMIJXLU5MdT3+RF/gK1r26RlbumzZY7E4/HI5cOK1HSNAW0%20gE/E1uqJcDntdsmG/Em9MiBNAAqhwc+676vuF4vHr04SXk/3Qa8zu+58EdOLD4nD+sp0oLS0lQab%20RqkXupZPh3Vw41J0Vepl4cfI5GR6OPZI1WtY+UH9NaXe06JRNxzGX6fygkMAuthQQ8Ea7gfCovaU%20HT3FzmOmureo5DjeKxwbio/aqCgFFRF7HurJZao6a42ZyZ7bdXQmec5BWW0gbik3som22qpnq3BT%20o0pPQPsx7YNdNYtOVyTaV5qUN1zqWUK+yD399ez2+ONTx+4zNuDpa1qTeyNw7xXY2caRFXJWG+ah%20POKrhCEH9NQ7GiqV0l3ZHcclhUdprzk7rka6EAVKeslNeAGZr8tJcjhQWzxUpNtyT/TUq+5+RpbH%20CAtmSzIM4vlxatCwkeUA1jem5yWr+A+1PJcTuTsQo2UjtSR21j13S2pt0N9ScHEK+nhXoUyKyk4L%2049rgOtJMwjRICacgCgAiKAE0AdZr50+gKzqlKldMZdKTZRhSAD3EtKrDuv8Aqv8A+1/+Bo4SqKp7%20DLO7e41YFA7da+Qx2ZqjZ4hLcHFACOq6m7hX9YjhXdS5UFN1DmZSYEGKVhhx5RS7u7q2WUIJvT7L%20zLOxB9Q2s+dSa68Wcho1HkhRfIfIr7Pca6uuhKo0xkh6N49xFCzCaLSPOSXm096BpVLMQNesSvIr%20bSdnp9VJPjQ8hdWRes2m3+n5IK+VvQo8wnS1qh2R01sZH2KhwIXRpCZCX0GS7Z0HS9+Fa1yJHLlp%20LOjsSI3OKCsbFcNaHmQ60ZRZYIjSlqWrdFQkuKseAHbWNsyNVibOR9de72Yy7LmA6TSrkC6JEtGq%20bHxrC2c3x9uzGHoRMHDu5Oc7zHVpKnQSblRHHWo653UwQYnpSS023L5jRcTdYSodmtbthsKnqyKY%2070GUUkNugkA61pRymZ2oNYDHGU+o2JSb+ZOgFTa8B0zXPdGtzoEZopKdpPLWo31qOqV0zOJynUnQ%202RXHx0lKVPKvfbfThWtGroyyrajtXTH8dZvp5ifjMu2yw8ra7NUnci/2k/RTVTnrkOd9V+43uNi8%20pkMMc0zIjw1bVOoQNq/hVqiNlcg9CPZ/q3qmM5KeSqRHUlxJKeKUG9RkhCdpPXK8q/NjRgp0NuIA%20ARw2kC1zXHfNBz2QcZ/OqkcpichCtbEi96vD3BjBS52B1ZmebjZWSQGlAjcBt4/Ctnkk0pocwHsA%20s5v0q8q2r1KvMVEm311ESbrJA3J/8buozzm4ecj8lBI27b8KNqK6xQs+wHWMSYl2JlGg6lV9229O%20UT1yi6sxfXcF/wBHlJwfjpWEqWE2A1qNDpd5qemvaON+X9INw3HQ6rbzVW7iK6aXg83LWWHOnHMz%20jjQCMU0bTFD7vxovkKxYzMS8cjIZpMbG+SIwChU/i2Ej/lnxNcd7no0qX6gIMVGNggIYVozcXO88%20TesuoDqSfUQemMU9MmuBK1Dc8smw3WokcSeXuuc5k+s86tGMQuVNWsoCEa2bvoq1aY+b4FwbvpD2%20kxPTUBvJ9SFLstY3NMnQg0PLLG6mkzGIk5Zr1C1pjY1plQbRaxsBpqK0qzO1TzZk5UeDm1vNJWso%20WfMCdbGuimqMm4NdiH053EzJhJZejkBClm417qzuoNsdpChpWoc8tlMoeRSzwKPhXLa8HXWqJ4bW%20tIQTsaPfTrkM8lCZ0dnR0z1fFmFw+mPkUb6XUbV1UyHnZKnrEZFMqM1IQrclaEkEeIpWzwzjtUje%20rO+1aUzkbSZHkDt7q6VlFA29MSDStmQQOsSklJ+FYPuB7RmNJJSXvEitOqZwJyUktMc8faF6yeYa%20RFx0gqa5m6xJ4ULMWql001va5jigEDUmummQtUMb1p7q4Dp2A96MiXlE6IjNm6/jbwqsmTQ1pi1P%20NPV3XXU3VconIOqTHKvK0PLb42rkeQ6liM0qPGaS6w0gl5zgvjUO5aoIhuN4pfNjouv7bfE37TWd%20rSM3HQfT7vVmTM2WOVHj2UCrQL8BWTYpOit9PobnhGMhnYkFLrhAUKW6BF3icHioqyw/G5rSfOkJ%200us9lQ7DRIlMY/IsSEMlthiLYSYqgN4vwBNZ7ihqLCYbUW0jkPcolDB0UW7fOPCrrYlh4rqM42Im%20OlXPYUSCR9nXtrZXI2g6q9LMxqQ4OYy9Y8wHRPhWbsWqmay/R0WNj25MVwJK7BY4lSe4UKw3U5R1%20nhJmNC8nHacZaa1SFEm9b0cmdqmdi9f9TQ0FxT5JWkpFtLINdNbanPapZ4nrSamA0Eyr8hRWgk3K%20iewVo7mO00HT3uI4/Hl4+c5vEpYcBJ+Up1AqdxW07t7VdfNZ/C+nyB2TWFFLaFaHYnRJq1cWw6Ay%20/DeG0PJD/wBpPbWiyC2DUjIMRlbV+ZXZWizIWwNEp5wbi2UNn5Se2pvmQKgrnGs1kG6A5xq1kM3U%20BNaK5m0JJrRXIaB2UnqII0oEJVRAxN6IEC9EDNVD/wBox/lp/uioZqir6r/6c3/nJ/uqrr7L3vyO%20PvvYvMyo4V6cnlQHa9EhAdqQQCgIBY0BAe2kECqBgokAUmwABSkA9tEgc+6+6jycLICPGWttjZZQ%20AsSrtINcPd5GtEXXiZFrLz3iDJkA3F0qvpbxrhmzNHlfgKXnsc2kKkSWQR8w3ga0beZi3kfAiP8A%20X3SEYpLk9BsdUp8xv9FWkLoXfgUea92em2QRE5klwHVNim/10ram+HtLJ6lC/wC983ceTjkAfZ3H%20UUkdlsCagjf98Oot3+0YsOF70oIXarmQZHuz1U5u9KG4hc+dSBcn6TSVEb9NRBN6Xy/XWWlBa8m6%201GJ1WftHuF6i7gjZSYIvUXW/XeAz0nHPzisx1WG4CykkXBq6VTNXgqiJF90usJUuOz65LfMcS35U%20jQKNiabqib4apHZWumurOSp+Fl3XSm1ytKSAoi/Cox1dkclK1snobT20xmdDLs7MThJkJUppLSUB%20ISB3+Nej22JLUxypJwjdWtXazGCi6zaDmCeT2nT6waPAqnEwGFaQ50KpaAAtmQQT215iS3Qet4Sd%20D6SXuwjXx/nFehTgebmmS5tWhiCiQBRIAokBKjaiAREnYfHZBxtcxkPcsEJQonbr3ik0EwYDMY/D%20xepV5eG0yhME8qUygCymkpusEDtF6xsqpnZR2iB7riV0CzjmFyX2xGUsPvMsncso29iRwNTkdY1F%20jeSdDmLz2WzjrrXReJyKW3RtE11RbBT/ACCudUngdKyf/kyzwX/j71JMPP6gyKIm/VTbRLjpv3qN%20VXtn4sm3dpcEb/Aex/QOHWHVRFZCSNS7KVu1/s8K6K4ao5bdxZm5iwocNoNRWEMNp4JbSEj+Stkk%20jHc/EdA431polpBGiQCpgCgGwrUAcn93PdGPipTHT+NkET1qvLcb+wn7LZP9aubucsVhHThxzqYD%20NdRiLiRJGsh0lATx2r7b141atvU6m/BGRxmIm5WSZM1SgCbkq4keFa2slwNNqRoC3GiN+khoCOxx%20Q4geJrF68SqqdSDiZ7UfqdnYpKkBsoCneAWnzXH1U78DoxGn9oepm5+dy0Z5/wA8l1Ulu5tuN9LV%20z9xj0k6cVzqIagZSPIxknVLl0nlmxSrsN+wiuRfi5OhpMrug85kIOTe6ZyzwWpkn0T6j5lpB4G/b%20X0fY91uUM8Hvu2jVG9PPD6bqTybG47Sa9RnmrRDLMJppJ+0kKUtA7irjajaG4hT8cJsRxlobVKUj%20cV9qUqBOtRZSoLraHIFJyMaU88pSVRVlF9o1AAsdKytW1XP+prVqyj/YmutpuCnRZHlt3eND2/6+%20I5t48EVWbSVRg5GWBKRYDu10N65u6ooj/Y6e2u05ft8CfDjobxzLSVFZQkHedSVdtdHbp7Dnz+8k%20pUCm50txJ4V0q0cTldXI23IacNkm57PEd4oVk3AOjQs61RIVEgCmKRNEjOsV88fQFZ1SpSemcupI%20uoQpBA7yGlVh3P8A1W/9r/8AA1xOBdPZLdMWiSOWxu/EI1r5OtTZGmyPUDMezBeKYxHkX/W7K2NE%20jOL/ADbJzkMtRxKQk6OrNrfCsbZIHBsIkh9lhMOO0GnR+0tpqONFc7JdSzF3Yyw45ckWSPGumvcA%20kZBrPBoT4jizvbWAnxq+uTZGjx+ZQ662rdYhsAHxql3Bk0T8Op5cyc84kKWUjcSa0XcDqhOQnGZF%20kMBAeSltQLZOnCrWY3SMt7TwWUdPvtg8lAedKWE8Aq/Gq6grGuZcSwbuLuEd9S7sSsjB+8eUlt4F%20gxJS2C9IQ24UdqFGxSfCodmdeJpmYhs4zFsLbgspbWEgubRbdfXWsnJ6ONIbz8tUnDLDgs2UG48b%20UqJybNpI4EM2uEw+w2raStY0+Ne0sU6nm2zKSKqXPmMo9Q4p1tv9mlXAfCqdI4C6yLPCvONtOEOq%20asDZIrK2NsfVRYYj3DyEd6LHeHMYSvVaj2Uvjk9dDHV+Ri5fMMlhXnUDfwp0o6oxzZU0d29q5MXG%20+3MWOp5KmUSFLXHJFj31dWzkqzgnX7qch11mnYoDcZTtw2n5bVs3CNas3n/j1DTM6sAKi2602qwH%20aBXD3F4NJO6ZWUteQUYqiks2LiRwIrxM+UhljCyTEcIdKyp1Yuf6vhU4MzIgORkJHqnXEC6S35VH%20vrupmHBk8pLktZPHSvUFDlyVpB4101yhJ0DAredxbklJ1KtfpqnkIbKLLZd6EiQ42q7jabhNZvIQ%20ce90Jsh1qFISQp2SUqWxfQ+btreq0O2j0O0w0txOno6ojxQ9JjIbWlP2dyeNDsHTkporTrTH5a3L%20WlfCS92rv30t0m1MZaNMpgQiljRHFbfYs/fNY3OiqJGIU8861MKeZHKrBR+xbtFYLiOyOfdfs9Ud%20cdQHC4ps/lLCiiY9e1yOFbshGi6X9v8AD9GoS400l2e4nZ6kjzXPZWVrM2qhWVx0WHIOU6mlks/M%20xGVqnTsp1G4Zyn3H9yHsoCziD6aK0OWG0aBQrqoYWOMzW5C5KAR+K8qxR3X7a66QcmVmiwLi43Mi%20OLKUk/iI7CfGssjHisXyeZzQEnyHT4VxXR6NLjz8pIHpj8qeLnbWYsli26B6b/PM2lcxN8eyb3PA%20qHCtq3PPyndYvUqWpP5SlIQ42kAIB7OArjzZNTJVkmM5pcUvMOoDqnTcLVxR8KqmYi1S2hzkv45T%20iD8h8yu3SuhdwZNEFWXj3SsqJ5hsBWd+5BIEqe+5GKIx2qJ+YHW1c3yNS9oI2WdS01FSkKKVXWq+%20tdSz6GewYzuXbfbMVDhS4nTaKXUZSoSFZnFQ8YJsp1LCGU+dNxrYamrrZmqocY63/wDImZkXnMP0%204i8IeVc0EpUB3120bS1NVU5qcg+3PEuU8p91y45ytSN1VbJKN8ddQ3IDvq9HSY6vMHO8nsrGToaG%20skIgbLTS9r37wcRU7iGIx8B+TNYhpSFvKIJXfUjuNQ7EM9B4iLExmCjQjHTGdIspSOOtTJMFg+xJ%20juR48F9VpCd7ihxrOzCBL8XMCSpDY/0jad6ZN9SvtFRIGbzb0oJXDaSWjkD/AKuYj5rp7aQSRMtK%20U5kYspWQcZXGYEfdw3JGmvxqkNAZ6nhuvtQ4bKVCMdz/AGbwatMcG6x+5+IHJcZCIaiChs8LdlKR%20iepprbMcRGYaVgJ3JV3XqkMxKFomPtwJ8cSI79w4FjRNapktGLzftGXuokIjG0MfiqA4bAblNaK8%20GVqmH65iY+P1FJZxTKUMNITy2kiyQoDU1avL1MthAxQZSyovjbJWbi2tathtOle2OacxOTSXPxGp%20Fm+erim/6Kzdw2nam5MqNL5jF3mF/NJ7aztlHtLpM1lcZTb3mWrzId4m/YKyedhsKROZzJU9HnOK%20jsoF46km5JoWdsNhGl9THloQ1KXdsWdV23q1lE6kXH9ePsTyh1RdIF0oPA1ospk6Gqg9ZRpB5kn8%20FxfytDUVospm6FwielaAexfyn41osxm8Ytt0srss7gNda6aZdCHQUuQhaFKB23+UCr6iFtA2tDiA%20sqsCdv00dVBtBNCdnLbUQtPFQo6iDaNMbeXvW4fLoaOog2mxhW9FHsbjlosf+EUSMrOqhfHt/wCc%20P7qq6+z978jj732LzMtavTPLDoAAoAO1IBVAApNgAUpAVaiQBakAKABQBXZXp3FZVba5rXMW2LJI%20NtDWd8dbMaZTP9Ne3cZSYspqKFqVYNuOeYk9lr0ljqikmea/e2A1D62kY9mMxGYjpBaTG0BQrUbt%20fmrk7hqdDvwcDFY2M0lapbhARFssJIvuV2CuRuTvxRxI7y1PvLeWfO4oqV8TTqjJ3lyJ2AEg8aCQ%20tNwsL04GjTdN9OIllEmYoIig6IJspZ7h4VjexlbdwR07GYxs45TzbC1MMXAS2k2sONyKK0kePElq%20yg6uj4ib1RhpKYZmIkM7HEW/EBZB8u37WlaNQdFOJos7jejJnQkqXi8fGTJhFt1MxlGxQUlY0Pce%20+sm4Zu8c1Z0Ppx4rYvc2KW1/WmtMGRpNHldrTRo1HSSwUz09z17fEV6HbWbTk5+6UWL62tdUnOVX%20U6L4d3wIP8tOSqcTnnTSQvpbMMdrEoGw7lEivNtpc9X/AENv0Ooqw5SfsLt/JXdRnnZ+JobVpJgF%20agAEUpAalSGo0Z2S8drTKC44ruSkXNUnCGlJlmfdTop6P6gTdrZJA3jaTbwNcz7is6mnRZW5H3Xw%200tl+JhLypSmlEugjY2DoCSO3urO/dVS0NKYNdTlcCHl8ImTPWtUxqYoCSHlHd59CRXm5M7sz0a1q%20lBLwEvCYtTC/yFUySw6tS5FlPJcHYixuK0p3KqtdRZsVuFTZn3R6mfx7q8TgVRm2vKFra2hJH9TS%209a/sEuBiuws9WS+m/dRhrFIk9ULU3JfJKUtt6BKTY3A4V0YO53e458nb6wjZYvqzprKtIcgZBl5K%20/lG4A37rHtrr6tWY2wWRbdneD21acmcBG/ZQOAjQSFQAKJAxvuL1mcHipDEBQVlltKLfbyxb5iO/%20urDuO42o6MOGTzXl8Wqfjk5dEhUmWvzS1LPmKu36q815G2dsJEnpiQ3kH2MXlAlpWi2n1DzLA4ce%206pu9uova5NRlWhjnTEZ8zqvlPgftVzrmb+5yZnLTBFStlJBUrVZHEk8bnurRFTJmY0tX+umnVEZk%20oaPZzHfID9V6bUl10Lr2n6TzmXzXroAKI+OKXH5BuEg30RfvNaWxuyEskWg73jHlqJDaQZCnlods%20dQsd5ryLrwPRqzJ9butM5yPPDS2ZzISpMgKOxZT2fGurtHDk589ZUHRcP1jjcliw689yngkFduIs%20Lmvoq9zVrU8J9tZNwPjqzGNpYKXy5ziQlFvMbcLCs332OppXsslgmuplqJSIqgVrKWwSLG3Gud/2%20lDZf1lhbnULaQHFgoFiEsGxUq2hNqm39omtC6/1sEOf1hj4TQdVuCFiyV2uPhU172ur8S32dvQgS%20OpIpbTKZKEKI/DbJHm/ra91c1u9l8IOmnaQg4vXeGjtCKuQhtxN1OLUsEbuNtO+s6d1kWqKv21Ho%20yFD6zx+VyDsSE6pUnZzCwLlBsdSL9nhWdu4yty2NdtRk6NMyMEFyW96lxSgu+gShJ+zpwrSnfWVp%20Jt2lWoLRjqJK3wl5BabI1We+u+n9mm9Tiv8A18cCxiyUuptv3qHb3jvr0cXcq7ODN27qSBYi44V0%20HOGU+Td2k2ApSODq1eAe8VfVSSrpfMJHFUKSBbxaVWHc/wDVb/2v/wADXE4DiIa3JiLWbbavzd+l%206+Rrc6EVuYhTOoMyjGNL/wDa2VBxTyPvJPy7hWu+DRI263WMdAZjx0kLjDyr7SfE1zXLgnwMxi5y%20UtzAW5RFkuDyp+mprUTRGykeTiJKn0LLzSh5VJN01slBMGaltpkZ+A4ElKJIKn/iKGyWWxmJKwy0%20kgJVtJHdU7jOB5vIPesdgN7yy4AkFPzfSa0rYutSwbgoxsV1clalJUk2CT5tR21srHRWhR9FOpS4%20622qze9R46amn1YMstC9ll12Qpptd9x4CqWY5WmY/wB2n4ycZBg3/wBRz21EHuvVrJJ24EyqzTT7%20TanIu0qQgE9t9KtNHrY66GUmZPLpxMlEoJCV3KNLaWrXHEiyTBw55YfluX4BZv8AXXvUaSPBu3uL%20WBIZNmgNBoaltDUluz6Yx3ABpY6iolFamXlMm10KASgk+NNQQ5DQ4ltHPTdSwLX+NN1kjUk4zO5O%20KtEZchaY6lX27iONS6FpD+TZjolKlNLLnNN1EG9RbkWjrX/jutA6gXIUmz3KUlI8K83uUUdjdkiK%209IUEbnnRY6Xrw89QHcXHD0dckWuggLSe+oxVAPPZCRyjFjNErQneSB2V1VYHJnpWRf6rg+padSyl%20Z3GxCRW9bCg6/FnrgMpabJLC07jVqwbDHdTZhaMg062hSmnVWWLXFqpAsZwvqTqNEnqSU+rmFMJ7%20Yhvstfur1KY/xRvjOyYv3K6eYhRrB1a9iQ4m97C2tct3qdlKSW3/AHL6FcUCkOIP/MUSBRU02DUn%203h6ZcbWtDbjiWgUAJ1uKu1QI+B90HpiFNQltxsYb7w/YLt22rm26k2RsY/UWPxWMU84tG2VZTS0W%20CjftJq2jOrGsl1FGxWKVkJkhuSpYJjtNqClAkXSSKwsdFTjfUXU+a6oXzJyVhiMSW0puLiqqVYwe%20YW5MlpQlJYbbH2vLe1dmM5bsrcQ2qR1KypwgtpUm/dpW9nFTndZLvNMx2co+4k2ClXFqybkqtIJb%20EsktpRqDYVDqdCJycS9k8vFhNGzSlWfV4VlasCsdWwMDG4sJxql8tFt2+9iVDhrXO3Bjag31Ch6O%209EysYqMrmgPq+zy08KxtWQVC6UqdMVHcZkNlMgbnBfUVm1BldGiivsMY4sMFQV/zFE6X7azdznaG%20258QNNshBUtF9aytcEhiA1JcEh55fLQFHaCbaVnOpqkO49MVO5xBWpw3HMvdArsoxbTK9Xe5OA6e%20S6lxaZE/7PLINj412Y8bZSqcK6j6z6lz8hYmvFMdRJbS0SkbewGu2uNLgaKpDx0GQQClG8diGx5/%20ptVOpaRPlOehZPqAFOrHkbHzD4ipNKi8U87MgKgP+RYuttR0NzwFJot2DwHTeSyeZRAjNqcWlW15%20VrioZm7HZ8L7OdPYhz8wXJKpiG95RvvZQ1taotYEM5HI5kobdSAUPEoa07qzbLVSwYl9TsQPzBzY%20HmPw29w02njUCsiHP6pyjMBEKO+2FFe95xR0sriAacGbJq+oUOMQBjkpe5YP5mojdr2bacCMh1Rg%20sr1e6qMyy5HU2d7ZSCm+3hw7K0pba5KSkkYHpydiWor2dUlS0K8vK0It9+kzVI3LXUGGychqHJd5%20KED8OytoNqgwdtS0cySkR3XFpSY7aCELUONvGrqNWM5EzbsudFjLib2JZO15tHC3ea0RoZ3PdVws%20bnTjltu73LoKv6pNqTYNCJnt/wBJyUOvxg4444m61Xvx1orbUzdTFZvpBbMyOnCMqaWhJDjsgeS/%20xrp3GUDeJbnetOJffZdcb/ELjJFhfxFQxwb7pH3PlxZb3Tklr1EZFkc1Kbm3xrJ1Kg6HDCGEkRnU%20qW6kuoQs3I8KyeMqClZPUOSm81Zba5RvISsW3IH3fGhY4CBWdwOedZL+LLKFHVIWOIqkiYI3T0Jb%20SnFZNgtFKSXFrTYG3HaTVEuoMtOWENrxjJ9N2OqFx9dUhbB/pnqXMvSSh5PNYbBvsF+FVJPTL9XV%20LUtoJjBSV3sQrjUvPBjeg/CytpbLTx8tvNR8ojYKm5QR8kENquxYEDxo+UPYSJfUHJ5aykkr46Uf%20JFsCTl0yHQ0kWChuNHyQ2HRcUb4uGR2sN/3BXr4nNU/sYMg9U/8AT2/80f3VV3dn735HF3vsXmZa%20vRk8sFqJAUALeNKQDoAJXyk9wpDgNIJsaBCtLUACmEApSCQqiRwC1EhAl5xLLLjp1DaSsj+yL1M+%20I9snk7rDI5F/qOXkEOcsPyOcho3Ngk3sD9Fclsss9ClIrBT9YQsrkeqkOuoddfzCEPQ1OAJU4CnQ%2027BpUZFI6LwIaOguqzClPrjBDMdJW8SdABWbxM2dkjM7TfutWbcGiWg+3EK0JUSfNw+ik9NQUNwS%20UY9LSS46NEHhU2sXWPE1vRPWTeCcd5OPbyD0xAbs8jfy/wCwD21FXrqaNJ8DdYD3V6wxUCa3k8Ml%20eMyrgiRClAQttYHy2+FUsqkxytK2wrOo8XlovW+AkjltXb5qWk67N4Isey9LdKFW6Q/hpKDiOoMP%20OjmKlLJcdUP+aQokqTbTSs3xR07pTg12P6lgYuDFdfUQJDaEsi3Gyf0VWCstnkdteN0jGQ905GCI%20kYmA5kBP18iCopKe8CuzHay4DvVXerKl33w9xpBKY3T8kHssyf0VfUyPwB9vRLiMP+4nvHkkFg4C%20QGXNDdsij/kFsxrxKOF1f1rjM05jJUH0vqlJVMZcBGhOijXLlVk5OqsbNDo2FyfutFK0QunCYq1X%20bdLqQFp+yqx7xXRirkg47ur4moa6g6+jxjJyWJQw0mwWeYlRFzbsrabriY7V4Gtx68gtm81CEOE+%20UINxat6TBm0SCKsDM+4WWRjum3SpBc9SpLJQniQrjWOezVS6V1OBdQIwicxjpSMYXGlPA5COkXJa%20HHb2A15CmJPUpXXUssanAQJD4w7amIcp4vOtrH4iUfZT9FS02KzUwW8qUnNQ3IEIEOIKVFa0naUj%20urHptEN7XJKxmJysRtnkPJ8rgXy+AuB816ho6XnrwkYyXU77LoSl1bEneTIOjjSxw4aWprGpC3cN%20KENGAclhUjaN6FKU0pP2gTcj6a2o9rOTd4lDhhHxeQ5ymroCryGxwLZNuYB2KQdFVvfVD6rO09K5%20htq0ZbpXGdsqOsm+2/AX7q6O0zx+LMu4xypNdXqaHFA0tRSrX5T291JuClRCrgi6e2mnJm6wUPVn%20VDOEgkiyprgIYb8fvHwFYZ86ovub4cO56nFZ01+XKefkLLrrxKlrOpN/6K8e923J3xChFC5isaXy%20WmrKUbkAkJv8KN8FVquLKLqPCyUzW5kZ4cxKd3GxQU93hTo54indJZHqt17FtrkxQicpHLLp+Y27%20QO6oddS6KFBi8vOUVKG/ctZus1aGkT+h+lM91hkEYHHJ2xVOB+ZII8raU6blH4cBW2PE7MWTLtWp%206rxnTGG6a6WGFxqUNspSErUSAtxZ+Zaj3mvSeNKsI86t3a0sz77MSFLJQ8y20HeYpSlgEkaAaGvF%20z9ryPZwZ2Y3qt+HNPMalNrcbcCm2wbpCSfN8axw0aTk0y2lpgd6phMsIjQmiGm2lIS4EjeSR210W%20yNpfYyWNamfxsyRDWp9PMW7e4KlapJNzasbLcbVttRco62zQJKG20g8Qbk37/jWfQQ3lIkjqHqKQ%20U8yRawIQpKQFWPjTWJIW8gunIvJIekOLTx2lWl/hVqqE7sY9Eq2qir6TVKqJ3ML0KUi9hoKe0JLj%20oqYiF1hjFqFkurLKj4LFqzycDTGdFzs/ExM+MfIXy3XklaUAeVQPf8K59ptIUNEZXLQ3I9RH3WGw%20g2HifCptQEi49a3HaccXtajMapJB32Hwrpx9y6LQwydsruSZDzWKdZQUvXW8NzaB3V39v/YN8Tjz%209ikpRNS828Pwzonv0r2KXT4HkZU66HWa8Q9sr+ot38P5PYLq9I/tHjy1WrDuVOKy/wD1f/gdeJwP%20O4bMvRm/RKKXnhdRH2a+SWGDqgscRjk4RhDO3c2sBbh/+YeJogqRnK5dTOQiIdbvGfVZS+y1PZI9%20xNyMKPO2N483Va9k+FG2CkyNGyk6CtqDNBfaKrBJ7L0naSbA6hCYjjbzZtzP2Y+7RtkzbJ8PHPI5%20aUjep5IUV927tqliBFm3IxvT6kJcQJkp3TncLGqWI0qVeTmvyXHGxfa6lSge7ThVbYN6sruj4Utn%20Fu745bUtagh49pvXLkWpne5cY2EcXORMmTQ4ePpiONFasyiTAe706HIy0aShNk7kgI8b11Uozrxa%20DTuVJb2ljYEpG9XeLVvWh6NMhn+q8hDexxSHADtNhW1K6hktKOHORJTW98NFTC1kJd7L3r2lqj5+%209osJgyG47ilK8yu6nasgrl/0+4HmXnVqu0SRsqekXvKKWB61xCf2Z7KrbAnYJRUgAt+VCdCnvqqk%20NhLQVqKVp5lxff3Voxbg43NShxIPy/J41jeClY7j7CRZKXF5AjcpKSgCvL7grcdOyc2SywXS2VSF%203Ch2p8a8bMMdwkyQ0wVqFy5qW+/xrCt4KSIvU8/Ixmi7ClbZVrloC5t3VtW8jg5e7m+p1SH3H3FL%20Lh+Ww8ldK1BI3uLxfUz8RknIlXMQClFuAPZWtamlaiMmzNgxn2JB5r8dO9R7RetEjZYzz+qO67nZ%208hX/ADHSrZ316W/8USqwy1Q+0wDby7htVXHfU6KZIJHTMeBmuoomI+Zp5e15zXyirrVpSzTqSdlc%206P6N/MovTUBhEeQpIccl3vuCeIt41bsKRz3B6Z6JxcUR2GUIcCew9tuNYpSyXwOfR+tsfFeYgTY/%20rGGhtZTe20V0WxaGNWahvrjpJDW13Bh5dtFlR4d1ct8Z10I6vcDp6xQ3gglvsF6lKDRoxvVmWxWV%20bWzHx4jOkEhy/CuijOe+M59jEvsyXFJVYt63re+qMlWC6yyd7UZ0q3LeTuI7qmtByM46W4XUpA2k%20GwHfRZwG43uCxWbjzmJ+xRafIujwFcmTICZ019GMckRi/Hv5Lr17a5bOSoLBl/Fz/VxnCI0dLX4S%20jqFK7qtaIm2hlsK07EzPLCipm52K7LVz5LmFlJo5uQ9Q36GIeUkHep8dp7q4rXMnjJ0CPtjJ3u7V%20j7ffTrWRKhMyeTxcLHqVKcSpIT5tbfTXTj7eSkcTzPu3NbmOY3C3Xj0klbyeFjxr0q9lCLSkw+Yg%20BTy8s+S6y+d6l/drorK0NViBsTZtYaswbWV/TWquDrA/+dCDJLUAbJB//wAgC9FriRHlc5TolSFF%20x1ZALtu01juLg1+E6E6iyMpKFx1NM7QpEk8Nal2CDp0DHs9A4hzJtJEueRdZHFR4Vla4bBnpmVOy%20kZ6bMaLTz7hUEE/ZVWTuNVLeW0iP6Jo2WFL/AA0fdNTJW6BmZkHHZoxslzZGWDuJ4AjgKEybWkps%2050/AVieQFBC0qK+b3iqTMzKxepsdhnG8RHITImmyne+1a1TakR0R2dIy5jvYPJCKGWQ0+6kA+cDU%20U0ikyoi9P5aa/kYuQn81S27MOEfMo91PaXvOX5yTl+mZTreSZU+W12jOHSyaVaS4Oey1NJ0/165O%20R6GfKvDdTtQTwCj2U0oLqjSO5ebBZi4+BL5CODckAG1UbJDE7HxZGTRNnqEhoNFC5h4Bw9tQyoIU%20LKqwUlqOmR6qNIVtLvZbuqUJ1NwcnilS4qpsYOYnlkPq7ATwrVWMXjMb1P0RAjwvzjpSPq66Q8Ea%20+TieNWmLbBk4sHOxsszJx0RRdWbusjiq1OQNp0Jk8jkJz7TwUJKVKBcP/L/q0nZDk3S+ocRjWHIc%206z85I0e4Ek8KW4TZIPUCZWMbeiN8xLIAdI7FdlS2LcVXUk7KzoaFTgY4FrMn7Sfo76jcNCH5brnT%208ZiK3yowBDqe4UbxkzpIqjzUxmIto7qCXJPYCae4UkudhmIWRQYqg6JCtpUPsX7awvSTJqSvkLeg%20SnmZCd5cV+C74Vn0mUsZCegZEzkLMg8gWXv7P7NS6Ml0gu3nluJQdm8fzVDTJ2jENSUPKWqRsN7B%20NKGX09DsmHt+UQbG49O1Y/8AAK+owf8AXXyR511qyF1T/wBPb/zk/wB1Vd3auLehxd6vwXmZcCvR%20R5YdqBBFRHZ9NJspIUnWmmggamK5cVxXbaw+k2pNhVD4FgPgKciYdKQgFqUjgMCgYdqABQASkJWl%20SFapUClQ8DpQNHmvr7rfBxZk/AnFIZdguLbS7a61k8FXrhulVwehTVSV2SzWIl9U9DLgrW6IbTTE%20kuJKfPu1AvxGtW3LRnrDPQPVGLiOdLZWO2yhvnx1glKQOI4112WhxVs0zzdL9onvUtMQZgWp1rmK%205osAb9ledkxSz0KdxoMI6WOPksx5wQ4IpKSEnRQOtzWWWukGuBp3bKZ9hS1SEK+0qw+HZWK4Grep%20r/ZxuBEzrzM9hpxRTdh123lKTfS9YZp4nd2bUwzXdaQ8i4UyAUflj0sOtgfOhdtunhUYNdSO+7T8%20uoV2exMhHTb85nLFOTim6EuC4da7gTwIrqx1lHmJVbgww6ifisJUXS9NkAgMnzWKgUq0HZY01VTq%20bSqpwbvIwlvdK41y5CmWkqX36ptTwWi2h5+Piwo3U3UvTsGMrAY9M+S84G3ElBWUo47hau3c03Br%20Sqb1JTfvv1R0/wBXej6kxaG8VJWkJeCNjgSbeYd4FLFkcSzXJiq1odfgde9O5GUuLj5JluIbDp5Q%20uNpF66Hlqjl+OzFZ7AYzqHqHPZoPHZFxqVJQBZXNR33rl7i0tI6sNHtZ0fAOl3B49d/mjtn/ANIr%20tpG1HBdakfqwX6dmn7qAr6lCm4gmpZRlbo7Ku9CT/IKa4A+Is604A477rdRc6c/BS4OVEW22lIP2%20zqa8/ur+BvhX5GNwgEpqY+TuU1rauLgenI7iXwrKMoUAU32qFuw0nYzyKDQYFksZeZH4IQq6R4Gs%207PQwy2mhfR0+VaOxKzapOO/MyPX7sSPBkPKaQkNi262qgvQiiq1O3tpaBhpfpenIaogLjK9qWVLu%20Lkmx41UGjxTqhvOw1MSkTWW96wealvsWgizzf1a1pVyZLTQ0fSak2TEbUVoQUuRr8S0vUD/h4UVT%20dpNWlB1dlZWyhQ7QCL17eLgedk9wpSUKQUr1BFiKpqUQtDO9U9Swej+nnpz5Lqm0qMZjipSjwHwF%20Ta6oXSrscR6d65e6tXIYyagmetSlo7gDwA8K8fuG3aTvr+KgRlVJiSBEJ2vL1JPZbsrNOTeuLUjN%20uoaSUpQVLV8yhr9VS9R2xNsaERS+YsoKlr0C1dlDZSxJKCO504l5XMdJWoi1zw+qmrMfTSIrnR0P%20duLYKj36002PaiTDZyWIaW3jpC4jbpu4GTt3W7yKtXaB1T4iVvZV8nnTH1/2lqNPqWIWNchkxHnL%2071LWf6xJqd5cE6HG2gC1qTaHBZtxmwPMQPjSdgaYvkRwCBdR7AAT/NSV0G1j7GMluC7MN1Q/sGjc%20hpE5rpLPSNpbxzhP3j5QKOI+BNHt51S4BaO23fiVK4VDTBWQ/G9p8+4q78tplPYlIKqcMbsix/7W%20RWGR6qUtazxULJFUqsW5EJvA9DQZEVZllUsSUNtIKwVcy+mgqL1cFVsbPK46I4++440lbwSlAdI8%20wSoWIBrA2My50Xj23m24LzsJqGC4UNHVwq+8aUlp6DJR1VCjbH1NT0LUeaT5eWz2G/aaELwEwOps%20eUxw8w5CUtRajqUn5in7Q8KGiS/xExklTjc31aCbiyhe5412YM9qs5s2BWR36tzMgdQBJwOSC1FK%20DFf3KHEDlquayz+y3kyqcUceYyS4r7Edy6o7o/DdGpI8a+ZudrQqSykvR48hStzjyVJ26+UntrFo%20hoR1L00pPUCQXEmPcctG4aad1WkCJzcaPiX0SVuBKQm1rjtqbloYyjDElluY5ZKEq3BaeJrJILIq%20OppESZBZDJO5Nhf6a1SM4L+Rn42GU224AoqhjaeOpTWiGkZ96a3LxMKa2sKkJUoupWbWF9KqTWtS%209hZrFrhESghLhQdpTa97VDZtWpnoGfU5jUxd5Qtp5Sx2XF9K57rUHhklZObCKY0hx0lwDzJq6Iax%20HLPdWS27moJjL3NXQSL9t67cKKVYNKoJkwyh0BKnEAI28SbVokapmVmYlTbSxPRsjhYSF9pBNaV4%20ha+hTe76sJC6egYvGIAfDgccUBY2UK9PE0eTempyhtIbCitJK1eFa7hrGWMGSpnFubBYlVG4e0gt%20KUdzi+JodhNEhptTzSkItuPC9CZDDZw+VG8kp1T31Ukl3E6amTGISWdoWkHmm9Z3KSO1+zOKk4xD%20jEtaEpuVX3VwZaSUkb2ZGhy5C1eoTZ3y2ChpXm5cJRSTYqmdxjybuMmyU7uIrkthNKokRJcV2OZE%20lJU8BtOlxpV1xlQYXIOZB6VkG4zLamniNqvtC3dXTWg1U6B0xk5n8OKWptIdjJ2gnj5RWyRrVFIY%20EyX03k+pn3iSttQW3fQBPhTSN0cu9rsAnqbrHlrP+nWVE118EQ0dlR7G4d1S0urIBJtwrmsxpEeP%207OYfpVT+XjOFa0+Y7rafCmrt8Skjn87OS4vuBHlIWSnlEce+r8C0iL1dk5k/KvOvOHYEggXqacQs%20tDDBAXlmySa7W9DCq1NckMggH7tcl2ddENrCR8vDsrKTaCvUjdJIP3TWtDKxSlptrnHtWCK3qc1x%20TqriJu4JTWqMXYexMNUvLtNtD7QP8tYZGKTvMKOpmEy2sDawLk15uRlpiJDfNWClRse0VimaJlti%204TSUraSAskeUr4XrWTOzIWRjKjPIcY2mQj5038tZWrJBLSW5ZS6gJbKQOYBom441msBLKbPdfYTB%20IUUvc+WODQspF66MeARxjqDq7OZ3Iqf5paZJIDQJCLGu/HjSRJFx2OmzHVw4LaQLXcXwJvxrpdtD%20oojX4fovOpj8mYhC4ShoFG5+quW1jpSIR6L6wXNHLYZ5KFfhtlVk7RwqlZGdkdTwnTkdOPY/NMfE%20S8dCpABNDsZpGgh9HYJSd6ozCmwQoJUB2Vk7GkFjMSqTITyyhiKkBP4RtwqHYEiJPx+ONkKeLyDx%20Ss3rNstIq8YlBygQlYRERwANlXHZbupA0K6hwUvMZRKm3wwzGIUrYqxt4VSRDRAVGycicgKS16GM%20NqnifxFEcDT2gqkXKYufMkuul1KfJtabSrykjheiB7CJB6NbkRyJrTXq+11NipH9k1abQbC1Zwys%20XijjsWoKU64FLcWbG5pyGwexWLmY6a65OkAuEAspCr+aq3BsKkYrIZSROjZ1mPseWVRFqUCrZ9NK%20TF1Myr26mQ8iVshC4ajZBBBsqqRSRoMd0C4h9K5Esq3/AGCq+34UzRIvm+m+dKVHjuJVjktnncxQ%20B3jtAqGzRI55O6cjxcsFMSXHmArzJUbhP9modilU1WEm9Ow4j8PKSHVCQoKaSRewFSrlvGWTXUeC%20ajraiOOcqxAbIsPqq1cytjDxfWGHJbbDIS6zwUE+Y3qt5HTLPH9T9JQFvFphaJTt1LPLsLnib1Ls%20Cxlcvq7pl5IBZ58ltRUFbN1z3KoVhPEVGG6jwuJykmdNdebiPr3OR7HYCeG0U2wWE1svqbAqjtTb%20rkMuqCUIULkX4aVBXSKOR7g4hia/CW2Ux9AfLwFUJ0KmZ7p45t/0kJZS2RqsaVaRm6DTHue2w3yd%205WonyqVxuaraZ7dR6F18nLvL5/GL5UnvpOpvWpDl+7SYzi2WkJcQnTXXWs3UVqEWN7qy5EhpvalI%20UdBWbqQsZe/x2cewt59hKwrgbX41G03WPQ9GdISvV9JYSV/+EQIrv67KVf019Fh9lfJHg5fe/Ma6%20v3flaCnUh0H/ANKq68KcuORxd17fUy0SQl9kLHEHaodxFehic1PMtUerQkO2lSyqjTThVIcRb5Qk%20/XWWNuSmR80vbCCRxW62kfSoUstoQVRPPGtlwJYdqADoAFAAoEHtpSAYFEjZhMx7e9MvdRyMvk8O%20nIJlFKy+NVNqSLWUntFS6p6lK7RhPd5nFLzHTEzHoaQzBc/FQ0AmwCrgWHbpXPlvVNHRjq2mdTl5%20rDysA476tpCX4yilC1pSrVPC166FZQcrq0zjsjqvDIlMuIkIUWWyhTgOgV2CuV5dTrWNwY/qDNwJ%20BU4HkqK1eYg6376572kvHVohMRkS3g0FpCli24eFQqnQybjekZ7U/wBW7IDmxQLSRoCB31fR3cQr%20ka4Ghm5LqV2egKdSphhIUG1Abb/Cs3gVeB0fItdakt6cjKsKLWNW8SSzLbb1Sk24irw2pXicOWqq%20zG4LonLRZr8huE645uVylLt5UX8e2ufI6t6MyyXlnQIjkxzFiHKiLYU0i29drKPdTwQmY0qnJo/a%20qQhM+W2qyVhk2SbaHuFeirfkU6tpQZ7/AMjeUcdDjohNFxbYcXOUPxBtOiE0s1kqpGuFxZmG9vYf%20UTS/XYmW40GUESkDQFA+zfvNcFr6nQk50NTh8plchDyL0x1cVpSHGkOg3SVAX5biuy/Zene7lHTj%20hI7N0rPkHpzG7mrn07e08Li1bV73bWGjlt2O5zJK6gWXensgCkpVyVG3wrrxdzXItDky4LU1fAm4%209ZVjoqu9pH90VvXVGFlqUPVPVbMJIhQ3EqmOggqBvsHbw7a5+47lUUHT2+B2cnBupnt82cvmc2z7%20LildvGx415jybjovRVsTujUpMjLMDUKbUQPhUNlWtDGIC+XmI571gGqfA0yr8TbNMlOZcdHBxsX+%20IrO3A8+1vxgsmSeY4fEEfVSkxb0MH7pLSmE4lQ1KU7e696ui1PQ7Z/iywZcVA6dw7L21bnLStz/i%201ukeFVcijbZaOoTJgB1JC1MnmNkdw4/WKzq9S7LU0HtzgErUnM7+ZGbK24aU8FIVr5v7Br0+2xaS%20zDNeDoKRptA2iu1aHNZyiFm8rCxePclSl7EIGg7VHsAp3sqqQqm2cM6p6hlZ6U67I8zSgUts9iUd%201q8jLldmd9K7Uc0l4ifhMp66IvY2yOYlV+z7hpJpqGaKu42Lj2O6jwSMtHBE1pSS+i+vcRWFlBWD%20I1+LJONjJbICklR+uo3HXtLtERK0+RBVfsAJpbikg04uevyNQnnCeFkG1G4No5/CfU7w/CgFPitQ%20FG5jVUOo9t+pXr85TDCTwuq9G5g0h0+14aAVKzLLI4q+UfzmqlsltCv4W6Bh6zuoW1EcQlaf6Kbq%20wVhkzfZ2ASXMiZKh2JKlfzVCo2PeR3fcj2tjfsIDssp4EosP5apYmS7kN733w0daU4/p9IBNgpe0%20f0VosRG8ame/ubaIDOJYQlQ4k3p9JC3DB/8AILq0osiFGR2XsapUgG5IUj3y67dFm1sM300Rf+er%20gUlPK91ev5BIXlFoB7GwE/zUbQ3FRL6y6qlpKJOUkrSezeQP5KW0JIuB3nPQH1urLjMtp1KiSbne%20L3pW4FVep6vySruP24lpChXBB1eBWhR9c6OO5jWpK8Bl9aQg8NqkDcOymBEUGFuFS20rSgDaCAbX%207qGBWzMPjnHQY4MVxtGxss3SEBRvfu3U02I9M16RwlV1a2pzpXMtpVtUuDJSlXcSyoXrLN7LeTLx%20+5eZ58nZaUyMdBYfQHkIIUo63t3V85dHoNEuP1416xMZCN0oDbzeI3VhBm0Sclj8o5Ij5GQ6Qq+5%20ZN7Wq0hQSuoICJzMZA3OJKQpS0nTSpsikON5CImG7BW2pbUdG+4NZVQMpVZSPJi7I8NzaLficRWg%20oHMyh191mU4kltDaUn4CnJSRV+hjPzkWWeRLO1LYPC1DZtVFk701G9SiMhK21JG4Ek6gUjetSLKa%20huSCtsELQNtgeJFTB10poQZUcLBWb3HFF+Fa1QWoc06qgTY2WQoq5qV25KRr5zwFdVIg5ro0uEXl%20sVEXP6kPISyndHaWNpV8K0jkc9rQUMzrib1dm2sSlsogfPuAt8uvGtulCmTHqald1d6eXmwQklhK%20EthZ4XTpVq5aqQG8AwFF0Ml1pPzrTwFHUL2CPyVl26WmyGr61SyEupSZvHsxnUNoIuTwFb1tJz2Q%2003GR5QlQFvmPca1MbD/JVzSfUJCbcKaJLCCjMNJ/0La3irhs1pwNEh3KdeRkkBSmz92xBtUOiLRH%20Y6v6sivbnnFkns1rG+FMo3nTPVkHkF3LNOuTVkclYVYAHvFceTAa0NdL61xmJZMfelwPIvtHFO7v%20rNYjQyrPUCYbj+Qj/j31S2nU1SxjSNd0b1InJY59D0xqMp0n/Tr0VrT2GiJvV0nHYP22lxkyUmVN%20QtHIv5hfttV0rqVJjP8AxzMGImXOmOpZWysBG82uDWmd6jqtDtOS6/xzKWzBZXOSpYClMm4risyo%20KbqTrFE5pUEx1wS+Lfi/a+FOpSRx3L7Geso7alAjlEg1rGhSInUbgdmPEHaG0gkUq8QtwMzEWheR%20bNuNdVnoZVRpiEKcFuFq5bnVQTuTuKb6DjWRqR3NqZHHUoNq2oYXZmJLit6t/lFza9dNEceZiZL6%20wlm4sm2hrU5txs/biGlzKrdWPKlsqB8a5MzCTsWFWzLx0sOdidVd1eZkZdWQ2JLcaI5dpS7L2pI7%20RWSNkyciVsSlpUda+bogJ4pJ7TW9URYqs643jIy1yXwEnUpJ1relJJMN1x1rL/LEtdPK5SVAB5R1%20uLeauvHiXiEHMGVc1SlrcJUr5iok3+Fa7BQWeLxz85Rae/00ROpfXonTxp7YBIucJNTH6ihw4ag4%20y44lC3k6gi9ZXOiiNb1pms1GyqYuOVdtk2LYFzXK2dSQ7Fn5xeNU5IfS6/bQJFto7jTqzOyM2jq/%20qOPNCVunkpOgPbVMzSOx4nqHDP4xguxHnZq27+RXhxtWLLaIUSeywpptW5CXXbFCjqATUCSL+fDx%20IkshiSl1xQO5pKrkaUFpHPsnOREkrloCm3ku8sLJ8tr8LVSQ2hyb1gzFb5rgU7IUPw9h7fGtVUho%20pB1Q7JlpWXeXcErbJ1vVNAmS05GS6gOsPWbvbYTck1MFSWfT0iWxDy0qS5znBYxmk/MmpCRzFdWt%20yBzXoTpQhW1XxpNhJIyJROdkPxwuJI2gxUun5ldwpSEmcx8PK9QZJLEuR6d6PdK1EkAkVaM2jbQc%20c7DjcgSE7gdW1aqA+9Vpigp/dDG5OFjsVJ6elD1r4JkKBKhceFUmk9RpjOByq57I9Q04mU20UvO3%20ISVga1jZm9UVyUPllKmklKkqJWpWul6zbNaoamQ0SwmT8zjOhI4VKRbZAm51yE8XExFlCUW320uK%201VTOzI+M6hZRJGXV+KWzucYTxNVtM5NIOuosllxbyAFrSdmgG1JHA0Og5Heg5OAjx3pLi0rel3Qh%20sm5Qb8TU7YHI31YuFlSMe24gvJBsU941oGJ9vMu3IbVFmoLsyKo2I4bE8NKIFJW9cSWTNlvtJtzv%20sjim1WkRZnO1nc7sF0k+bca2qjFsaddW6VkXQUC6Sa1VTF21J+AzC2HNqgbqB3HvpOptSxAbS6ZT%20yQb3JXfwNQ6ltiop5c+O4pJKQriKnaJM6g3PxkvDqacASrbYX+FQ6HQnoeo/b9AR0H02gG4TioQB%20+EdFezi9i8kfN5vfbzY91Uf/AG5v/NH91VdfbuLHF3KmvqYUrVEyaLD/AEszyqPYlwcPrrrb22+x%205z1LTgR9VbSRAqh6gMIsJbg7SkGsMTi7TLdZRHygKnYDY13yAT8Ei9GXWETVQWXbW68ReAKBApSM%20MCiQDtSAOgIBQEFB1x+afw5ITjVlt9RCVLTxSg8SKjJO1wa4Y3annzKyXkkwZR57zbqVJdRrY37a%208lOx6rVVwMtkMbkHMi8hx8hlB3rcUVWSFcBT6jOdY02RX8JlYbZbfYUht0BbV+Ck8dwpTJpauhnp%20iHEX3ghJ1TbhpQ5BI0eFbMeMiY/IS06QFtpXpoDpb41rRCbNXgeqo0h0R1rAcSq1z2gmt9yQoJ3V%20LLzzbrTKi3zEja6k6pNKzlCqmjV9M40QsS20zuQgIStTpNytVtVGvKyNycvc3bZZ41LzUZQeJcO5%20RSrwNEnHn46EediMlk44gwnA1KeXZpxXDvq6wjp7Sm66XMyKemepsK/JZkuLEph1uQh9q9lpTqoD%20w760w9xu1R62ftunZJlt7w5RvOe32JziRtW6hSFp7lA2I/krfM52nJjopfmRPbz1DfQqVMJSpxa1%20KUvsJtok1yWf5HZSuhH6bcludOZxDrSeW+tZcHYFAdgrXI4YVWh17pbJNp6XxNuIYQPpApJJillt%20mJSH8RLQn5jHWT9VT225ZPsZdzDqUuX6ujYnp2Gyj8Wc/HQlCE/ZBTbca9XNnVa6HBTC72Oal5uK%20tUqW+ltR1VuOv03ry7Tdnoqu1GKzebx+UeyPor/gtIKlkaKUlV9KeyDLIpZe9BuhWekN3vzmDb6U%203qGLMtERVktZNN+KHLfy1fgbW1qb/T1CF3+ZusrLQ8dskMu/iqTfWw0qELwMT7tRHF4RUlKrDyoA%208Sa2pxO/s9alAeoiziiH2HJDELksPKTcrQdt9yfAVo0dCVZNL0z1NiZzKvRzmnVBBWYijsdChpax%20rnaacl9FM6d7WSXT0vZbexv1DpYUPtJJ14eNe12uT8Dz+5xxY1c+fDgRjIluhpvhc6XV2AeNb2uq%20qTnVZcHEuq85k8vMWt9Z9OlZ9OzwCU8Bfxrys2d2Z3rGqozr8huIgX8zitEp7vGuYKJtlXLZakwn%20USjuDgOvaO6mjay8ERehY/5VnGn1Oc7EXtk46TdwWFxZHaaq+qKWJSdByfu30Liyj0mHedK/lVtS%20m/11n0zo3kEe/wA21/tOnUhPZuWP6BRsFuI0v376meBETHx4xPBRJUapUDcZ3I+6nuBOBC8hyEH7%20LKQmr6aJ3MzcvqHqN8Ev5SSq/wD8xQqlRCdhiO/NmxlIcfeeUm4uVKPDXvpqqCRhuKF2skq7zqac%20BJIEVYV5WVa/1TSgUj7eKyEhSW2oyyo8DbaP5apIJHJHSXUBHljDjceYUQEl4ekHnITJU+2iSSCp%20CyLDTXhRApI7nSD7Zs5LZSO8XNOAklwOhmJbgQMhdR7EoNAEmT7XT0BXppSFqHYsEE0MDC5yJl8P%20KEadHLazqg8Qod4NJDGMPPdYy8J9SbIbeQtY70pUCaLLQaZ7GyS47+LZysUhTchlBQocChQvXn30%20OmrkolPASt/eyb/VWMm8EKUlb8ZCWyE7kEFR7r05CyG0scpGy5V5Rqe2qkkIhBDjawSleh778QRT%20Eeja9I4Ss6pStXTGXS2LrMKQEDvJaVas83sfky8fuXmec+oMTHw7MOVkFlMqWnczpfb4V87dHqtC%20peIbhekX6cI56kKD44+btrCDJo3kxpgY9iDJdvzxtbcPE1okRAlyCY0ZMdSuWNtkL7TU2Q0UbUlv%20EibHfaDyltnzq4m9Ygwse4l+E0llsMpUPMBS3Epiep5ghhMQos2pu9+8kUbi6kFjFOOYiLPaTZcY%20ldhVI3oaPIZmKhEJ0oBeU1tUfE1aqdNTISwtnLuxCi2xPNSsf1taTR0VtCGnUyFeVadi3vkP3q0q%20Ta5E6gjwMQwiRKZTJmmxjskX8/2TpXRU5L2Kufjc5Nx7fUHV45cBi6xFWbpKR2VquMI5LsidDOdJ%20zMlIy8FCUx2gtAbAskFQ0qr1dXqYJ6mPnw5KZzyAkOMrcUWgTpcmk2dlGXqMn+W4QxnIaNywA6b1%20m7GqI01xhiMhTSQnmAKKR4062FYwvVjyG3GnQnzE8a9DApOTI4IMLd6Zx625SjcJrqSOWzACHFWU%20naaraRJawshk4IBjSFI+FVA1Ympk5mUwqW7JUqxsb0QWmRFOPLTzV+c+NG0rcNZDqNbIaQhocwC4%20+isr45Lrcnq9x4sqO2w5hmjINkKfub24Vk8KNFcrZOcKZqWozhZAPmQnhWfTNFYsZHVgjlsMRU8x%20ICjIB824ULGVvGM17gS8vASxJjgvDQu3uQKrpCVzs/sRD6Zb6Ylu5RKH33SC2lfcRXNkR0VZuOnc%20ViGyuLi1BzesrI4bLns+FclkaSV/Xj2IO2ClaZGSjaBfaCaqiCTjOURIV1rHbdF1Bgq+qulV/EJI%20uWK5DylIFiNHB3ioS1E2VbKmkZBgbANDW1kTVmgCG9lwq1c10dNWIQ2nas8b9tQkW2NOsFxQdH2E%20lNdFEc92ZOclxyYhoi6d2tdFUceZjE+Tse5KxdCNBVM5pN/7dMS5iA9GukJNlAdoFceYaOkYxuRs%20yQUostFIslOorzro1qOykSVwW0RfMlIBUom2oorQ3qiBK9xsXhYv+pWFzk6FHHhXTTGKyOTdV9XT%20upZLq96mmCdAOFq6aV2igYwWSSiQILze9hxO0OHvOlbpoe0n5jF9OYRhTq3i7LULtRik2v3Xq05D%20aZxzJT5qAy9uixlahtIJBFKzQ9pc9DtRx1Pj0NkqY5ybAg2veufIXQ6F1gHR1HJaiM2fWuyVjjwr%20kaOpFzhOn1Y6C6uZdxxaCvae8itK1M7GAfjmblwC3y2m1XV8L1bqZo6jFzWIhw4oDYbKEhBkAeYX%207KydSmF1IwFvIfipC21AFC+HmqNokxEHHcmdClqdIeUlRdHjajaWmc1kZ/8AMjOiKVctyl2+g1rs%20jiElZMjT1u81LqtreoFa1RDZGhQJclbjy1FC0ny+IosiGy4xiZYUlRWQ2TtCe499TApNaqUqP0lm%20XGh/qm0izw41LQSYLAdQZh68JLh8x5hN+2lakBuNOcN1XleTIZkr3RzuRYjjUwEktzISJUVWLCfS%20ZfeAqUj5lWOpJoRoidlulOqETG3Yc92Q042lKnu0qtqmmJsdy+Jz2Ax8aXMeXIuP2S+CfhSYJl/F%20htQQ22oazIxfv3FQrKzN6squno63g6hw7m2CVLv9oX4VCepsQYORhOTpsZACUhZsn4V01Rk7GN6h%20nzBPXH3EMDUp7K2rUydinxRbDswoFk6WFWqkbh3eNq/gaewFYbgJd5KHWXS0W1EkjtqLUHvFw8w/%20FyvPX5738x8ax2BvNB04tUQv5TnFsuBQAHbejaPeUGRzMiXIk7q0SM3YreYgKG+tUjKzG31JUFlP%20C1aIxb1EwT+Mj4UQb1Y404US3PFJFTBTYsEpUwk9ppbRVsX/AE5JbemmO+bJsePhUtHQraHtXolK%20E9GYBLfyDHRAj4chFq9PF7V5Hg5ve/NhdXEjGtlPHnJsD2+VWlbY/F8jkzvQxOYS0uIlazta3JKv%20AjgfoNdNsk1TRwtQx+PkGXY6VLJSbD8Q/KVeFbrJpJmqk4G4B4g9tapqJIYy5pJbI4qBH1VyNxlX%20kaVf4jL4UcpD3CyEJWq/iRYVtyBaon1pJnAKQQCgBQoGg6BgoAFEAcr95+tOs8JDMXDxOXGkJ0yS%20bKUlSdSnaew1hkyxodOHCrKSnidT9K5n20ny0x0R87GbaayCi2EKLqlA3H9qptZKjcF7bK0SQZPR%20yXVxpZcTufZSoAWtY6i4PdWOPsXZbpg0x3hsouq4RfjegLTjUmOEvF5SwUW+Xy/HurnvTY4RvVuJ%20MMMGZ0aVCSjbJDjbkRxRsm50cSSey2tKwJIsZPtXky20r86glKUHcHHgNlvsgUVyOAvWqHugYGGg%209ULkdRll6AhCg2EKJs4nRKtKd7ONDTtHXet3A6DlequinMfIZjnc84gpbsjt7Na85LPPH8T3MmXt%20UmqqWS8JmY7mKjNea4bAWbaWvXRap8b3DW4s234KiTzbADgKzSacHNbG+KUoaeltf8uQpsg/huJ+%20YfCq28ysNrVtNSFPnPIjrWiU88+4haE7tRYg3tUVhcFB6tc+XJdbzBdT5nED26b6fRLH5qzJWtUd%20y4slepN+Fei9apjVfz+xG9vesE4nFriynEvRrEraRqbJ1uD3iua9PyKVmmO4P3GxUaFlW2klTTi9%207aXAQoldxtHfTyLU03HQemcn1HOZhwMc0ylDbYUXXL3KbdnjTjgKr58CfluoMv09jpSsnOacyL4U%20yMaUgp2qHFKk9orXH+DsjPJR2SjgcrynuJnAhUeOwhobAhT1t7o2jsvwrPa7M0rFVoYedmJMhe59%20xx5wm6txP1VrWsEOwWLyjcFUoPpJTJbKLHvPCi9ZFCNZ0j1RDhZdiUtaQhLYQo38LVjehGWuhOkZ%20BmRNW+0oLQpZIsfG9CWhqvbBtk9RQUJZKlWUlA3fVWdqs8u2G0sgSOsoqZ6HWm1KaKdi1WPzdgAr%20PbBpXB+AXVi3cngI7qfI446gsMniRu4kUq5NTu7ftXWsjWLjxkzZ7JTZS1IUrS1ydDpW7c6mdlqW%20GM9q8R1HOfQQIzrSd/rG07HASbDVNtavt6O7gds21HV+kumMd0h06mGl9S22QpyRKdVxubkm/CvW%20pTYjhyX3s4F7ve6s/M5mOzi97WHhLO1XAurBsVfVwrlz5k1B0Y8W0s2MpByHTjWSi3W42kJcRe6i%20eGtea1tZvWL6PiUagQVyXzcq1t2JFPia6JR4kZTrez1Mn8NhBu2CeNNslqCsw0dx/qBjIQ47yWQ+%20FyUpuUK81vqtTZoi36n9tstFyGQeivIlQlvByKyFXWkK17fjVpjK1vpbIoSEu8to9u5Qv/JTgCUz%200w0LepkHb3NJ1+s00hC0dN4xJ/FW673JuE/zU9BC14TCoIIjJJ/+Ysm/81UoAl4+CzGZdLJYYSrz%20KCbE24X7akcIjLm46OooEhH/AApFXDDQAz2NSLF4nxAo2sUolRXvUo3R2JEhKuCkpNvrogJRMbx+%20ZXo3jJGvEnT+elAb0Ojp7qR2xTjVjxUoCiCXZEhPRvVDibiI2kgcFOXNNISsMdHy/WZJ6A8jkvsE%20lKmz2oNiDWeZNI7ezrW94ZvJH5A0vkybrc7bqsbnu1rnWRwes+yxwYf3M6WjLwByLK3FqjLGxDmu%201KuOvGqxZJZz932O2WjkzLJVKZQlN1qWEgDx0rsiTxz0f7WZWdK6MlYqUCHMM4WwV8S2oXCforh7%20isG+Flu0EuqZUdN7agUiuFHYR0CyG0jsChVCEqBISQLgpsfCmhMaWnzHs1/oqiT0XXpnCRMuhLmJ%20mtqvtXHdSq3GxQRWeb2PyZpi968zgXW7zKkt4+XHcVG05b5T8oB+8eFfP3PXZdNyuns1jGENhZci%20pTs8SgVhBlZFdNyBlNqW9dLkLVlHA38RWiRmzTTMf6yBDyLroDKGhvSDruqLoRnMjIjyGl7ilLjY%208wVxsK5rsmxRNT1vJLbK0p2kAAG3bWckJmn6qSxKhRY6kf6oIQom3ZammaVZn1TJsWHKQSEsITwr%20ah0UKr8yVIjNqUoaKTtPheuiqOqpo5Lwanh9TXORLbSyFpF9unEms7rUi94D6kmRY+HbRDSHp8VO%201pKBuNz32p1MnkGOnOn8jEBymWZ9VJeR/p0FO9KVK+XcDwtW1WY2sU/WXSnVPUUBMSZLjtPi/MaS%20ragpPAAVpW0OTKxHwvtgxiOmX8LCeSl+apLj7qlcFD7p7qu+Z3epmlApftN0wiBysllEomMfi2Do%20Bpu0I0rYpZ3QOBYYS8Jiltva3Uu4rntY6asaV0xHbYIUFP2TuQUeYW7KKMps5X1zElrU3yojvLSo%20+bYbV6/as4sxTxXHm0I/CWjaLEqFk130Ry3ZITHccO8kD4Ve0ykcU0SNoJPwqWhplxHdaRhlNBXm%20KqRaYhlhbbaEEjzHtokqTM54kzRcjag2O3jSY5LbEs4WTZrHBXqiPMXeANQ0aVsQJ2LkxMoG3loW%20tw6lBuBUQaJkph2EjLNDKA+lUnlAI43OgNCqJ3EZ2FBxuYMOEre22AtRUb3CtbCtNpG/U6T7J4qX%201FMfiMKWhlKvMq5CQBXn566no4raG+6wmY7pULi4l5fqUDc+4pWlu2xrjaNJOPu9UzGpEzLNOLdW%20/qneSeFbUrrDE2VTPUORlTvzRy3OSCgDwNbusaBJYtyguM5JW4EuLBG0moS1E2VzTx9aytShwNaW%20QqsuY2ch7uWsknwrmsjpqy1anQlRXVJPyDtpJFNlQ7mUJStCTckEiuiiOa7M/AkuuvvO7d1x5dO2%20toOXIyuyMohwlQ8wNlUJSYM9EezmExyOk3clKWGm1pUkEm2tq48qKSJ6M9isewGI0hpSniQVOKBr%20idTeqG24MaelbWTybDTDtyOS4Eqsa2x0N6oqU+2PtUCsPZN1y11FxboOp8a7Up1Boda6I9n2lobV%20OUUntS4moshwT2unfaWOR6eTuseJWkmsnZjSJGSx3tU4G1OvBxpPz3UkqoV2UkRG4XtW4SlDg5HZ%20cp3VasNomQIftbEmBxiQhJj2cQdyb3FXZaGaeoUjq/28E92U6VOvk3b2WN653U6EyK/7rdMDdGaZ%20cS2R8zia0pUzuzCZbqvGNzXVsAKQ/ojbWrqZJkNzrqSgJRHQg7exYvwrN1Lb0Hm/cvPTZcZiShAj%20hYA5YqNpKZu8Tm48/MsxmdwcsrcF8BpU7S0zkkF1prNZLQm0pwKPZfdW11wkJLxbzKd6wbgjhQiG%20w3s1EcdjobQUBKbLNrXNFhJFlIaYkQg8yoIKvLt4W8ake0sIMZ1PQPUCSoLKEp8173pQEHNuky82%2084pfzG4SfjVXSfASqbLDZDNwXPw13SOIueFQ6jgtUyvOt5Ldo7it0tZHn3f1D3VkyzadOdQOOMpV%20hikMt/OmXxNuITftoM2y8y8+L1DCCJGxDkYeZvgdfCoYkyLkITbLCXt28pZKE21sLVjY6aMz2Gly%20Y+EkclhS1gK84Te+tRV6m/gcwhzprPUzi3klCnVE7CLfyV2Vehi0M9UtvpzBcVoFIB21rVmTRX4x%20R/1ZtbhpWqZECUunzjwNVIQBl0JhJBvdZIFqa1FYgPuPCQltI+updRI0SZjCsIloqIcSq+lQ6lwU%200RwuPSbimkJoDjSFuAVaIdRqQ2GwtA4WqkRsEQT+Mj4UG1ajjSd0tZ7EgmgLIUX0uPMKTwB1oM0h%20EqW4zL5jBsbEG1TZaG1Ue8fbZW7266WVe+7DwDc+MVuvQx+1eR4mb3vzYfXcVuThUoWpSCHgptaT%20YhQQuxrfGpnyOPueC8zARVZJEdtjKKS8Fquh1I0Ui32h31zWtbHZL/VmLh8CTh/TKdUwpQebI3MJ%20OtgNCLeFdmLIt8eDMLSkPSjNx7wdbVzIR+ZtX2fgaqbUt9gUND7kppwxHWj5XFkX+IpdzdK1Wgou%20KJakJdUpPaE2Cu4muqrTRPtBEf5rZCtHmjsdT3HsP006MLqGSLVZAANaBQGKQAJsCbXtTGU2S6sx%20eNKEyQ4laxdKdvG1ZXyqvEraUM73KxryfSQ3RDlSQURpUmwbSs/LcfGsX3VfArGlZwc3zWUy3Uja%20YHUfOZzMB4KizImsZaRxuPGufNmR07q00QzlsbHiYR2KpsBl1xDjqvtLWTYKJ7bdlc6zNqDOmRu0%20spslj50d1q8uQ5GKbLsu23utVLubxB1022kiO41pxQWEPvA8OY4o3FQ8rFWrXiJcwyA3+HG2qI4q%20WdLmo3NhNU5kYm4Vlu25lFyLkpuT8TVKQ6tJkNjHvueVpgNotZSttPcy7Zscai145bDiW3twSLW2%20jspJLiZ27lNRU0nS7qZUBUTYtL0JRTusbFJN0m9F9TzMibs2jSxA61tQthSQs7Qop0JrF9t4ydK7%20tqu1ImysZILKX2WklG8I0tx7rClWlloLLttquJAy2EyLmFnPsH07jTKjGWrS2lr1TxtGvbXacM5U%20307l5vT6osvIRpTAWXNqUWf395cte1dbyfikdrrqP9DdMGHImx5LaH9u1bK7XG06Gscliq1TIr3T%20c3JZjIKgy0xYzDgQ8yEWN7X0qoEjoXSOUl46NKLRK34rSHGlK4ebyjTworeHLJddygoersR1B6OB%20Lcc/MJSXnHX3E/MQs7v5BXPiy7r2bN8i2UVTB9TiXGyb5LKm21KBQog2IIvoa7aM5EyhdmOm3MSl%20Qv28T9NXDHKNKjEQn826JhCSyyh4oPylJAtSVgrWRvJx8LDSp9TSEh11IRbsSNSbU0pG4JjmW6bY%20RG5ALqVkb7AjaO69N4bcg3qSzemYByWhjeplxaU7QSRtvwJqFRvwKdkuJbYyCxHySAzJQ6FaKsd4%204dlZ5qwiLL8dCXkpbyM7BhcrnoSkvJKPsgaGuOlTqd4okOw5STMkrVfQpUL8dDW70RzWR1f265Dc%20KVJcWlKnVaFWnkQLk/RXf2ahHHn10MN7j9fLzEo4jHOEYppX47iNOcocE/2aXcdxOiLw4ktWYPKY%20qLKgKjyAEqOrShxCvCuFWLltlBhMwelc03EWrmQnbeouNAT21bW5SVkpDTXEvOtZAhNKnx2gvHna%20tOuhKtSKzrroa1aeviVuPy0PqrKNRGEctlI3lojSyRqDTstpvjw73BpXMnyHvQMJWVIFgywLafBN%20dFVoRZRoPNQepJSgGse6d3yrXcD+WmkZ7iex0L1U+oLdS0x3lRpwJ3JbfQAbN52XaZHE2t/Sae0W%2045VmclLZyMiM1JK2mXFIbcSdFAHjWiog3FSqXJcPmWq/xp7EOSzwrUp9rINNqKnPT3AvqQDraqhE%20tDiOlsk5hBlk3IKykMfaKRxVVqrfBEuF4lL50kg340miUjd9N+6r+CwzWObgpdW1ezqja96naMfk%20e+HUCwQ1FZb8dTT2AQZ3u71ZKWBGUiK2EgEAbiT2m5qVRFcSA5131c8sB3IOAHjt0qkkCRqPbZpI%20ySJLhu88VJKieIIvXNn4HZ2jSyJmn9xImNagvS30ASU8tcdwX3CxF+FctUtp3903W+heZCFEyGH5%20D4vGkMtqXY20sNa504seu3vwy+RynrXpvG9PZbEPwCotOOoWpSjexSsdtd2OzPlrLwOx9CsBOf6s%20Z+y6WngP7aL1HcIeIfasl2OOy6k15nid61Q0ocxrak7RdQ3DjTANLYSylIubJ7atIljak3vca0xH%20oavTOArupHVM9O5R1Ktim4j6gv7pS0o3+is8vsfky8XuXmcpwObj5yBIh5qJzITZCTJOgV414cHr%20sVHj4TBzFSYrIXj1J2tpB0C+w1O1EtEGPAhryUvKz5CUsSbbEHstRtFtLJeIfm4xyJAmh1LigtCk%20/ZA+zUuotpTr6WlT5LkV9BYksJ3OyjwcT921ZXxozujNv4qNCnlLKwtaVfIONc9qGcHRJ8eE7hEZ%20GS4Ij7bYQFK7gKValpGXYl9PTcI+xIUlZdSUiV2KrorVG1TEQ4CpYfZjG8dhzaHhwFuym7Qb1saI%20PZVENEGM/wDi/bVa/lqJk5M1tTS4fApxEJOQcjmRJdG7d40GO4L84zzzqgw5yU8VRyASU1jbI0El%20IrHqyeSefkKMdDHmQk99SszFImFBmuTV7SZaE3CEJ0rpx3bAxOe6ScXmZGQyLpCVp2JbJPlt8K6b%20W0LgX08vH5WQ3hQyX47HlcdBNhXJkbQ6tmmy2TxeOxa4WHAclJ8u5OtraWqaWcmyk4r1Pnerg/6d%20T1mwdW9o4Gva7WyjUxyVZmPXZF9amZTlkH7Fq9HGziuhTKzywnd22+iuiTnZLUwpIbU2qxPzVLY6%20st4ONaLVnVXB81Zs6qVRaysWwuJEeQQC4og/RUyW6o5z1E2GMo6hJvqb00yGTumFMRFF9/i55Qmk%202NDmXxj8aYJhuGZRugd1IoblYXOTEJeREW6lA8j44ADsomAaHOm+lMr1NmjBBLUlFua8RfaO80Wv%20BKqd/wDbnBZ/obD5KI1FVIdfWCiUkW3ADiK4ctpZ34pg5x13lZrkp5EgEuLvvSeNjWC4nSqmMHOT%20BUlOiEjyN91dFVLJsoK9a5aGwtALfYa6FVHPazE2eccsp3ROtqSSJdx9nf53CrRvRPhVbSd7ILDz%20y1nYuzm42NDohrKzSJceYxZ3glxY8y++o6aK6zKxiRuBJVZXC/hTVYJdyxhpDEcrbWBeqgXEoco8%20yt4EEan8Qd5ppHHks0zo3Q/W7pxTnTcgF5txJU0AbWJFhWFscnT2+pDX0lkVurafUobTdsm+l6y2%20Qeg6JDM3pPItICzLK1DRKRfhREeBEkaT09kigNcxQQeKLmtKsTsKZ6IkHYeYpFuFyaTsxbiQei5g%20UG23lDtJ1rMNw4voiYlBKnVEnidaEh7w4nt/JfVcSy2R8a1SB3H/APtqlDaVOTNrilWUSTqKduBk%20rakHO9LOYaA5OjSdzrHyEVFFL1KtkaRh5OeyshBbdkbga7K4qnFfPYtMIre02VruprWpyURWLK2T%201KSVrdB3G9rVyVWp3zoSsepxK2Sk7CldxTvUqp1L2/iofyq5LzwL1iQr/hrmZrBznHPMR8/k0Op5%2015Lh5Xb83Gtr6wzJs1icdFfYEtpqzQ1d8BWNrNAirkx2UoXKU1sQg2ab++PvCnRyXA4mVEexaU7w%201KCiSk8SnuqLWEaDE85z286i2NltLaU3UamtmS2c4wKZTzobbN1DUV0Ck0UaRl42QKJDSm2FWHMP%20CkxbiSrO/wCr5K3gGU6BP3qNo5LFM/nNtiE5yltK3pSO8dtQ6jg1jMuGuIzJccCZ6heUb/Oazsil%20UtsHJZm4CZ/qQuSlagkdoTasbVNUjOfxNMxmJdZjzUgjdtbtqDelWupcnNXMlMl5pMp5e57d81u8%2011qpLZP6ze35Fon5+WnX6KtIllPjLqdkbtd3GqIcDLg2le3TW1MmSRGCBFBI1Tqn41SZNmQZ27nN%20uJ+YjjTkSJbKUiFuPzXpGqGIW1fqQk2c76IBsS0NjwDp3HspmbYiY26XFrB8ltKpEyNwtXUAcbVc%20Ie5j0dp4THLnyqSQaztoS7MUiO224EgadlZqwtSufWpCXVfa3WHwrWNBqzPfntjb/tt0nYWH5Nj9%20P/2Vuu6ntR5WX3vzHutVKTi2SkXPPHl7xsXpWlHDOXOpRhCoqhtg/IlZHiEmpS3pHG/wZVISMfm0%20IU7ZDerKr/Mg8UmuHPZ4siOhpWpJrQpp1C2ndULHb2g176asvscMGUCX8ZlBj1qK2C6h2Ko9qDoR%209FeR3asr1XhJ00aaZqoi0lb6gbgLsforv7a6bsuRjkWiG5jao8puej9mQG5KR2pPyq/4a6XoKvDa%20WAP/AMKqTMK/nA76JHAahdJF7HvoQQNLeKU7k6qBsR41DtBUHPevpQk5dhgaFpq6jxtuN683u7SV%20tOezekVTs03OXKvHbUFojEd3YK5KZFt1N2qpwi/DXJ8ybbfu+NOiTRxZm6WKTq+O5KislT5aQw4l%20akp4LAPA06NI2xynNiU222dXbFCgCkHWhLUm+XXQanpgxzuU+G0H5EWHCqgVXaxaYrKdKN45aJYQ%207IdWBv08qR3VdawXVPkN5TK9LoZWqIhHmNwo2Fu+qZbw2twM7I6wxDCCkEXOlki9TsJ+LbxLBltq%20dERKT8iwLG2oBqXoZZKbC46EaeOFyCGVJBblqC1LtwtYC9WloaJuNDRRmioJQ44ZCkPbSDoApSCL%20Cm7PwClJ4klpLsUxENRyW/Kt1XZexT9dS90FqtZJ07kJ6ffakqCVONnlk8ddNtEvbqbX0aOOfk2a%20g497JSnglqKHGY8YbQXUk3BUaypkk9nH2zdNxiUfxNzRLizvmIW9DSq6kN3ueHdW0SccQyT0lmZj%20eQkIbcDrk58792pChperb0JN30+46zkJ8d9aLuxWyknS/wCId1q5rsdOBJn53FtYpDhculbrjSVd%20xA1Fc1NLtGuTWiZW/meJXiIrc5HO3JKUlSQQSDpqe21dMM424OZ5V7pVWTcQYzilcyzaGTZOp4fX%20XQnaC1tLHLMvjN5RksObBBS2k2Ou0Aixp43JFVbUV0n0z615Ls5lbyU2DbawbAfCva7TFR6s4O4y%203XA1XVGNx0bGsRUQkle4EtoSAdo1411d3ataMx7Xfa6k1OP6agtY8SHozTqpKAUKKAVJQE6JvUf1%20ux0ll9+7b4RmcxBxuGCVw43LckOhO4GwST21w/3OKtWmi/63Je0pjWHkvO5yZKc0TDj8sDj5lV4z%20qkelks+BI9TEjty3nnLBLSVkdt73qXroVs0LZ7rB9/omHDQyqK64pa1kaKIWbJR9I410LLtrtRhX%20HrLM+zHbjthTtghGpPea5rSym50QcyVHd2bE2bRrvPzKJ/opJGla7VBm87HjS23H3UpCWkm61aDw%20q6vWClWDGTsl6ppmP61S2I4G1ty9iQa1VYYKupqfb5EVeUmy4w2/hpAQOCdygCPpqXqzt7fhZm4w%20eLycBGV6pZfbW+nnJMZxJICUHsNd6xfieXa/5MoXPdjrN9r8N9DKdflTqKWwIKqT1j1NKB52ReN+%20ISq381EDSIL6pb3mekOrJ18yiaRUDJjNlJPaKcgBEdsnQX8aUgWuCkrx06TKZAUtpoKCTwOvA00S%202T5kvPnGqyjJCcdIWW1Jb+VlR+z4XrauRpQZbVZ/cZ6s9v8ANYDEY3MSLOQsogLbcRqEKP2VHvrN%20Wk2iNDJFJPGtEiWDanhSYh1lshxIOtzpU2RVbGow/R2Vz8hDEJIQop3ILnlSvbxCT30saT8ysjdN%20fA6JA6Qe6b/LXHnS48t3a6LWAJFrCubPVqZNu1sndNF11xCjSunZCpBSnayopUo2FwLgXrnxKaHp%209/pdGfyWeUx7eYqa2q+8NtOa9ieIrOq/I3vn/wDiqOZQdV5SHKw6WQkKJs40o6lO3zaV2uIPCUyd%20X6GXfqOWr/8ADsXFfT42SEmufK9DWgt26JKE8Nryh9deVbiehVaDDZUFW/8AmKFNMbQ9tPLTfjY6%20VaZmxKwNpsO69NsSPQNeqcBRdeOutdDdROtJCnW8ZMU2k8CoR1kA/TWeX2PyLx+5eZ5m6G69bgTW%204eeJaal/KgC6K8WD1zfPsPQ4TsmQoO450FTBSd1r8NBUgMYTEmXDbmF4uXuWWXDZCj3GkwJy8RkE%20D1ciUmCltQ2tx1ix+NqQQPu5jqCZODIbbbSUhKXSqxV8aTUkWRQ9ddPOw2mZjKlfmCvMpKNUXv3i%20sL1I2lyOocVksOzinrqlBCeaCPLa2utQkNVKQYjGtuekdIbhL0jKR39t+6tUMkJ/hqH/AKZ5SmY/%20aplNypXYTas7se4jMZHGsS3mTcrKfIsDsPDWufcc+R6mjlTgziIjiHivy6oJraupmUJJyE3/AEr5%20bfKfOL2G3tpWoBPMSDGxz0dp5Tzqk2ccVxFZbQKmTgYbkDXKPw7jVxk+a9b00GULWHxkdpCXcjIm%20OrXtVztdK6G9DRE9+d05EjriQA2xJSLOutW3k+NqwubUoYhec6jjy1uDGslm5CVjiofePjWtaV8D%20prjMT1LIMvJvSZJUysgWbSNL16WCpz5qmVZR6mftSo7r2Ar06qDzLmob6ebTG3KPmAvVSc9kU63N%20rykX0RQJEuLJdchqO4gpV/JRB00sS05R1SGmwolF/J8aNoWuZDIAO5VwPHyFdlK7Qal1glWLHKxz%20inEsgBbKkBSVq+YEipgtMscDk40nFSmpii4GgOWVaka9lTY1qjpuO6gxULBJacQjYWdyCLElVtAa%20wtY2rQ13sl0zHciL6tyDQYXLJRyUjSyTppWN8hosZ2l6fBTDU6llHJShVrjhpXJfKb1wyeUM+G52%20ZlynAD+ItIT2WvWSudyx6GT6tY9E1FeZT5VX3p7K78Dk58ygqZ7i57bSYyQEhIK7d4rrRwXGmW4w%20YPMVZ8dlKCJGbLEV4A/MdKskgKZdjrC09tMRfz57qcTESpOrgN6Q5KRtw7yFG19aICS6hqC4jSW/%20OVqsfCky6lTJZYORUhflDZINEuDkyV1ND7dRFK6iUu9yEnZf+SlZ6QdXb1OxGLjGWvVZWQttwi+1%20GorJo673hDEfI4Oc9yGxdsfbI1qdpzq+oU3LdGwXww44tT6dTdN6pILXIcnqbpNTiRvWkeCaTRO8%20mDP9JNIDi3F7baHbUbQ3jjPVnRzh2Fxdu/bVKobyUcv0QBuTIcB42CatIN5GGb6VyDyWecpKgdNK%20qxaMr1y2x+XTm4qi4gcL1mkVZHGVBaVHycD3V1pnHapedPuWQ9zEWCh5dKV2aYql709jvzPLIgJ0%205gKr/CuZLU624RZdT4BzESEJ3cLdtTkCljZe2rm6WjcT5kn+auVnTJz6G82nqXINOAc8yXLH+rur%20e60XIxNnAejmS5EedW1HUAFBPbWFkUhM261qZjJ5sVvy8xzQiihbI8JqK3GWt9vc63dRIF9BUXEX%202KUHOg+o3ELUlDyUlKOypqiTnvTOR9PkQFo2pCfmrpSFBsv4mhuOttOtpcTfU2uaTFA31NBiKjof%20gNIKVi61L8pB8KBwZZxLw2tNOLTuOq0callI0TLcuDi1c1wrSsaOK+cVnYtGk9tZDzmPlhwAIJVZ%20f2uFZtGiMd1W88iXyUgJbCjZQ4n40VWo2UUI/wCuSD96uhGJa9Vtq/NGyeHLTTkTIOMH48inJDGH%20xqv405JYo3EJNu805JZGfWLt342okaJaU3g37L0SWRoXKbRJcB1tRIMQwtuQ7dRtaiSGg57qkoWE%20/LbjTVhpEfE7lPIPhWm4qCQ266qcpsDsrG9ito48l0SmAR85rOrHsGstCLfZx1rZW0GsZ7v9s/8A%208m/Sn/2fH/8A0rdejj9q8jw83vt5sR7hu8rBIc4bXwQo9lm1m9Z57NJRzMnVPicuhZR11S/VSAiO%208AAfl8x0+i9cOLLZ31cE7VykjZp5pnHpdUkOFlZSdvEDhrV95SUmnJWOyaiDTYqa5NgNOtaOoGwo%20P2RbjW/aZrOsvkYXxrdCGOrYvL/LshclTC9iz4K/+NdfdtWxK64nOqOtmmXWPadQlI3ftEbyCO+n%2029XW0r/ZCs00Sr2uy6BsUDb9Fd++OJkkLYQUI2E32iwPhVJg0LWOHxpyIUbcBx7KUhBFOwlaSNpV%205XB3K+yqouUrczBSY4yeXyE1Q2IjkNOJPGyRa/0mvJy/lJ0bdVAkYSM8UuMbhvsLH7IVpf4Xorjr%20BhZ2bkdg4TGzEFG9QU2sIU8dElROoFOlB3ru4mY62wi4+Fd3DRC13cP3UnSk6Qa11UFPDcXsZ3Hy%20FKVC3dapRx5VBneqJj6WXnGtpcLhFzqQhA4JvW1Dqw1lGHbyUxyY2hDoAUrUnQC9am20TOlzStaV%20OGwNrDQcat4tCq5XwREU46V2ub31vU8BtvxOv9JrWvppndYjYDfxBrmsjg7pfkiV01kFsMZKKNUr%20mbr920A02KfxNrj8rIkSEsQ4jfqHykp4nzj7dDbfArFdE7JuZmCsetKUJdFkLbsUadgI7ai1shrZ%200WrcFNkcgt5JVIeJRbgdK5G7waWyY7OG4KGdi4eRx0kZBaywwjeWEmwt2quO2porVep9N/XZlfE6%20TMIxbeOxrSWHMVvYLKVEEEKcWhXZY8a9JapHjtQyT0b7ezpLTvVrMF9EKOVWX2LIPnWodlNrUSZY%20QoDM9bOSS0S+ypTKkrO0gXuLisBWroWuVhRI2HS1HYZWeaVJS6RbcU62v21z1r/yM1uv+JGcyb0u%20FhNjcL1cqyFJa2/KtV/MB4V21qzgtU5yzhswjIMSJMVxhsvpK3lpskHdfWqvdRAUskzR5XM5n+Js%20ltW8ltLazHWU/hkJSLFNxU40pOh30F4LN9RSEpCZa1PKHkQkAWH3lG2gr3e3wJo8zNlY/wBTpVAb%20bdRmi9knFBL8e+4ncbG3dUd5iqqmnaXs7anTcM8mTBiLCjYJ5TgvoFIAv9dePTPeuiPZtgo1L4mN%2062lQkYx1DxXuQ4S26R5UqSeF/hW/c5XetTy6YNmRsq+jwqZ07Pkhw8yU+EtrPHajtrlvxN9WyeyI%20/PMaR+OlSbncLaoP81ZmtyXKfQtIfcIQy3oj6O0UGGpTOPOSVc5YKY6dG2jxPiaRoq7dSM86HN5U%20djKBdbnAJSKaKSnUwHUnUSsg76aPdEJtVkpHFZ+8a3pWAK1vHurQ2QlXNcVtS3tOt+G3vJqlq4B8%20JO2dOe3UzpLAxpuSG3IZRTaix+7QFDak+NF6RB09teaX8jUtxiz0bmEuCy1GSR3WKiRXdR/ieVkU%20WRxJgJQ2QeJVYVmbPiEvcm2lOAG1PyFEAaW7aFUl3JuMxuVnLKY8Z2SPtBpClW+NqGhSaSB7d9ay%20b8jCSikHQlspuPpqWa+A1N6czWBlSY2ZiKiPvRt6G18Sjdx0p1JsVrmVns4xzGoWPQuq3rbtxUOC%20qpk0prJtumut5eU6ea6VzZaX08gELW6AFotqChfYRWTUM1ZjOr4vSLCmRgHnHDch4LO4eBFbToZF%20JDjB9fmSpQBFkpHGtKVki9oN90j0R+YrMl+I8qOggI5aQrzDsUO6tHVNQY74cm4/OoONmRGAUtvR%20X0I5JTsKUL8p237r15+PG6ZVHA9TNkWXCbHrdCU4NlRIU4zJaVvHaFHia7u6rNGef2doy1MH7rsL%20kdAzLKKS2Ur000ryu11TR9N/b0jbY5ynJqle1sRq/wDtpe1XwKb1ml+Rzb/+CCuEhUnHsr2m6m3U%20gcflFtLVs2cMHdvb1/mT+nXTdKpGHU2q+hJbI0NY21RXAtMqjZMVY8H9fprzbqGd+NyhhKAsrSTa%206zqOOtJFMdQhLbCUp4JuBVkNCVgkfQKJA9AV6x5xT9ZBKukM4FfKcfKB+HIVWeX2PyZeL3LzPLPW%20GKx+RxsFiEyRIQjzLTxJ8K8ST1y69r8lmY8deOyuNku443QUqBKrcNwJ7KGUWHVMHrBt5uNhQR0+%20g/6dlKSXEg8dyhUsEhrHdH5V1IlycgI8FBCpEd5R3qWNdL0ioJ0+Dkc282ccVJx7FtRe6iNDYiqq%20iWjTYuRPVH/LpGPeLCElIK03UrTiCai9SdDDYT80OblY15SY/mUsJWLK5d6ySCDQs4plxbraHQGg%20NVqOn0VcGbHMTEw6X3OUkrUm7alKO4EntrC6Mmyrn9IZOIFuMvtmOklxThF9Dra9cduJDK+TKQ+w%200xHmNpdtbcT5RXXiFAuFjFsLLjstEhxKd25o9g7K3aCBePyPOL5ExphTg2oDh4EVhZBAbLcZtpxc%202a28veNpQfLQggk5BeFaUtRsVrbA3A6DTjSdzRHNpHSXpcqvJQJPORJVuda3FRrS2Z2qk/A6sSL2%20JNYda5LaNixoor76rGdq4GR63YaDoIb/ABEm6jbQ16eGxx5zE9NxkP8AUqVrTdCb3AruVzybLU1W%20XWlClbAQi1rVUmN6mVcbZLjhKTdXA1aZmkHFKHMc4GwUKSuxJ7RVo2SHoCWftC6U/J8atEWM3kmL%20ZFboWPnuBU2FQusk2jLJQ6tQCggIT8QKzZtVFd+TzoTYd5ySB2Dh9NZWaOmiJjWPmsy4SDLS62+6%202pQBvtBOt6xtap0VTPXHTs7Aw0M4pmewOU2hSk7hZRUOAFedZnVVEv3ByLGM6KmSI6rOKttF+IPd%20XPY1pO5cjznzECSZC/kd7P6xqanaQs0wJ0d9i4WQPIB2V34GcecwLU6RDK46PmC7H4V6SR5VmSZb%20DSGTL1cU6LICfsnvNIzGFcxuIlSli6hwpyOBqKpTrrbSje6hr4UxFt1AoKLLCFBIjcQfGhCZSn8R%20zRJOltKYFvilvwm02Qd19SRpU3LxkrqjHNbYclA1fQVO276zVoIvXUke3CSMqtRBFkkA07G+FaHS%20cyFphx+cq6XbgGpJzWKHDyHU5BXJSSlFwR30GFHqQsq87IzxU00XFmwKQLmgd2PZBDba2kPpDbqh%20okixoI3BusvPRUgkBsHQW1ogNxFdHLBSmySntogNxqOiMNHy6lB4aDQ0NjT1NZD9v+mGsgla2XCo%20kAWV21g8h2VKHOY+I1OyEVllRbCra61DyGiRlVdNQV3HplXB3HShZx9Ig9QQ48eAwuPHU1qd24Va%20zSLpwMdJyORn4zqtQU9njWtbSZ5HoaH3HZUZCHLHaQCKWQWJln7bTuVKjgMqUAlV1AacK5GdtTCi%20ClHUWQlOAupL7hQlHEHdcVra8ol1NTBkOPBL8mOrmI1bIFhfxrG1hpDs1yd6RxtbRW08oKVsFiPp%20qa3Kgiv5CbDilrHRlALFnN43Eg1DsEF7iFSv+3mdLyNhKU2BFu2nVhtOe4Rxc0FlTRIBtcDWul6C%202l9hoDOOy5W6wtxoWO3jWNrhtJ+TfYnPqQ/GdDN/wgnSw8aneG0TAQG5SFxEBttBBUHBc2FG8aqW%20nUiG5UEyo2i0i7qez6BS3GiqWPt6zy4rzu4JBQq6T32qZNFUxOXIXPeV86gT9OvZQmPYUsUOnKIH%20LUm6r61rOgukabqlhapbS0tk/hpH8lG4l4ilx7LyJS0FBu7w8KasQ8QcnFyU7zbvNPcS8QUOG7Li%20bUjZa+ppyCxFfksc9HdbSpQOnZRuH0ixxLPqoimxoU3JJo3D6YrD4hD7kxu+iLXo3B0xuRi2YspK%20B9qjcLpEjJY1tuCs9qU3JpK2pLpBUYRKRKaBHzg2q5KVS6x8aP8AnC0FNzsvesbstVF5RDAyEJCU%202JVUVZoqkbqNoKcTt02jWtq20G6ntn21/wDyc9K//Z4H/wBK3Xr4/avI+Zz++3myH7lkqxeOY2b0%20yZ6Gl9wHIeVc+F01z95Zqqa5/wAmW3doc1k4xUmJJDDKHeXfmp+1YcCPEVxJb7Cr+LggsMozmCWy%204FQsgkmOpa9LrR8osfvCs8l0lCN0tGWHQ8iSiSpuSTdxvY4OwLa0BrTsm7NpHLbQvchj38g5HhOP%20csuOBQHYQnW9duJq1dr8GS+ME9WJDL4MaS6yoJ79ydPA169ccQzidtYH2kTDZL5SspvsdRpf4iru%20/wAQS1JzSS4Lgebgrwrk7fNrDN3TQd5BDalKQry92v1V0dUzWHQiOPtrOxAK78SNCk+IOtWsignp%20uYIc1TjMZySCCtlCuY2ftJSL/XWbtp9x7IcM5visswn1JccO6auwbtcm5vf4ivMxWTbKy22vyLmJ%20liIy2kpcU4W+Wt61hZJ1tWqhE6wMy8pFissBIcbLWqE6WJP2j409yMMjaKbqnMHIY11hbditsgWN%207lKT2eNZ2tJtTJwMViX1hlgqOpSBY/Cs0RlUlN1bzjBUEgby8QbeI7K2qdOH2mObw+T9QhRjr2lQ%20O+2m0dta0eupq04L/MYSGzE9Ql1W5RF0KFtfCu29qQc9a2kza2wJd/n14GuRcTc6l0mvdg2vpB+g%201zZeJydwpYrDgMzMkknyiRutx+ZIpN6oz2bqSa3Hy5MQiTHc5boG0KA12qFjS6s6IivbWqpNFObR%20B6WjszVKU9IdVISnipKCLDj31dk1U2y1rasMzj8cy1IskKYRYhR0Nx31wdTa9Te+GrURJX5152DA%20kO6KQWlBbZ4FNuFLqb7Qj0v63H0KtTqzkb3UU3AvFUthxh9SQ5AQpFhyzrxPEGvTVDJtJnpX2rdT%20I9gpkoqCXX48pSiToFG5q5lkLic66XOHyWFxomFLczYS6N4SpXjcHW9cTbTKy8C+cxkAtKjGOCyk%207hu8xBPaD31irPea1sumZyM66OsTjGlFUOLH5ryVa+dR8utdbbg48zSRfZGHHlY96M6gFt1JCk1k%20mcElCylKoMNhdlhBDZKgCSnhUp6ygxWctGMzbf8ADiJzDSCHJCilpwcNqtb/AEV9L2ebdjTJtqzE%20pUpUxhSrkqcTdR14mp7hbkdfbuGdf6W6lhx8XkWH3LvNyyWmxqrbax0FeE1eYqpPfToqy2kMvdOM%20dVZFyHIdejwH0cxRA1SQddD96lltekKyg54pe346osf4WaxmDlYjHDbBZQpwSXFeYEG4H01hXJuc%20kOiWpnYSCieltSEuFxBSVXvtSRfck1uzK8tByVmW4EkERWDZF/tEVEyJKCI+S47yW9QPm7gKqRLm%20+Bh+r8+XlHGQ9yYqDZ1diC4r9Fa0r4hxZRR4zbO12VcLJ/Ca7fia08Rwdt9h4GGyWaR65pL0mMFv%20wtwBAWnQm3hW+GNxz9w2qnRfcx9Ls/HtJUHEhTarg34uWtp8KfcubJHX2Vf+GzKnIkfw7k0g2G16%20wrTHwOLNrZM4G+SNR2LBoWppfRkmQgHUcNCPpqkZ2YlLV1CrgiT0N/41RkjD5u+hLzXmHHgawtxN%20qrQ7OiCHNVb1hRtfdb+SlJRwD/yFS0jrLaPlbxqB8Bvp1E4OLPv3ISEbgTpaqbEkT8tJhKxjMKLd%20C0+aUFC11juPaKlMq1WU8NuOpyz1lIV9oHVI7TaqkEjo/Qs32zxECb+cuOypzqVJj7GyUgEaW8a6%20MdoRyZa2bJft51o7C6hZjxELcYdXtcSs2SEk6KPwp5M1Y0FTt2+LOx5fo7pfLc57ObEOIIdbWlYT%2046HjXnPM7Wk76UVaxJzOX1Nm85nHscw0gYtLiUBy5vy2j5SO86Vtl7j8IF2vbzkUGiyuMOUxL2PN%20gXANpVqNDfUeNeX22XZZ/c+s7rs3mxNLjUzeY6Oxs/pyTCjIRAfdWgbGx5Q43obDxroy8ZPIwdv+%20G23EyspnGdFyYKMg05KTGBcjtsIunzCx5ijpxqN06HNlw7LQzoHRWdRl8v03lY7ZYYkiU02yeKQB%20w0+FQkZWNBkwoSpIVq4HQpVcWRfkduN/iRW1ncs8Fb9azLH0lBbB3AgE3sdKslsRzAsXQbptoRVQ%20I9A16p5xA6gLYwOSLrYdaEV8raPBSeWq6fprPL7H5MvF7l5nCoGSiRly5DuHR6VtX4bl77BXiHsI%20oepOtZ7EbZFlqivLV5QkfYPZSKRi5nXvV/MTjIeScQ88doI40IpInvZDOyCxCkzluGw9Q4e8caku%20DSjHZ5UNJ6VzTjqmxuMVI2i/bqaqpFw+lPc3qaJmPy7POr57R2q3/YPcKV2ZwiV1Bn2Gc+jLFgOX%20AStXem+tZouNC5V1p0fIbJUpMNDoslIF9a0gxsioXmMFCkB+HO5zajYt27TWV6nPYVl8kvlFmVPV%20EjyE2DQFx5u2uV49SEPdI9G9PJfQpckTUL1NxW1KwM1mbT05gGFFiA2oKQbqv31VmBzZPUPTE2WW%20fy1sOA95rGQNCIeEVCIXCQhJ8wNaJAiol5HBoaWlbYWFAoSrX6qydTWCDE6fbkBMtqR6NlrUhOu6%20rrQut4IOfYtFRMaAjbHA2Uj7evzfTXTSh0LKYrrFzIvP2YQXE2FyPhXZRGOW0lT0FjlLRkJEi6H2%203bJBFdra0g4I1J+QsHCCSr6KaZNqlFk5jLCbhq5q0zJVK6JJbVCcJVtClXtVqxuqEuNLiNx7BV1G%20rViLUM3MS49IdUQR5tKm1ia0EpkSUgISsi1RJqqknnS3UAKdKk9qazZtU1EQ4phtoqALxSLeBrnv%20U3qzf+17WGmZ1S8lK2uM2UkK7fCue1DVXNR7z9WQ32o0GA7eO2ja6BwuKztjNqZDlcR1LzaQ4uwC%20qhYzpWTQlOoiRXy627uK/s99deKpzZbGA6gjusT1vhryOEm41413VR5uRhQn0CCBclSiQpNjoKi+%20jIrqRZb6FWQEXAp1Rq0OY5oma0bbU3FEiaJGdS0cg6QvuppktECOpxC/LrVSTBYyJkkxtRYDtqba%20lUNJJQiT0cmWNXWEgD6azjUcSxftnH3SFOO8FXAos9TpotDU9cvPsMxAD+E2TceFZuxyZyBgZyly%20g7Hb/CCCFq8aN5nhWo/0m4B1encN6lrAIPxpqw8q1E+7MCUepWFx29tidBVmQ1LTKSywyW9irJUV%20VQESYUK3D7Q41LA2ntmsALCdDeou9B1WpvUMSHJLS0qNt1cLep3V4GPyL23qGa04dS5aoszeiNTj%20sLBSpBdAO9IOvjWFrnbTGZz3LwMP8jfXHSPwUki1a4rameWkHHcW8WchE+9p/PXpYkeZmN97jELh%20R3EjXam/1VWUMJd+y5iy8dkFrSC5GFh9IritoelREbozGY+Vm5gdjpVd9Z1+NQ7DdTq38PYIMpbE%20RANYXuCqOnp3Coj7PSoJVrWayFbSC1gsMZXLXDRapeQe0h9XQoETpbKMMxUhtYF7VdLjVTJ+2PT+%20JdXd2Kk9tb9Qew6HI6XwKnytMVGtYXyD2ENWCxXqAgwUWGgNZ9UnYIR0xhCVkxEDSjqDVQldNYZU%20csojpssa1SyFqpCZw8THw5AQwAAFfzVW80VTn3pIKhzSwAtSjr9NNXLVSinsBrJNKQntqtxptNHO%20QHH2itOmxNPeJ1KLT87KUp0B0qtxDqTJiDy3PL2GnuJ2lZiReNYi1iaasCqVufQPUN/A1UiaHem2%20xyXfgaJJgkdO/wC4yH0U5BIYy3+/a+ilJaRIzA/0Dv8AYpriY2qZ3DD/AFkf4GrYlUvscm+eX/l1%20lfgUkJy4tloP9s1OPgyiN1Ar8X6K0oN8D2x7a/8A5Oulf/s8D/6Vuvax+1eR8rn99vNjXuKL9Pps%20oJUH0FKjrY2Vw+isO7U1XmGK0M5XJnPQ33pMcqaCXAl1RGigR3doNeZS7peUTnq05KoZBEpuW3HW%20HnH181tX3FoNGe3iuJdXKNDgm3VvITvCHVpJUm1rrGhP01ngcTBF8aZqy2eelDoKHWUEoX3jbwr1%20OFVHEzpWXDIH5otDjAd8qkhN/wCsFGxr08WaVJ57p+RdN2DYXft0H0U1klF7IsNyJvppbYOqJQ/D%20tw3p4j6a5LvbaUdK1LNMwBGot/LXTqxcCuyfKeIUkhLwG5LgNiPE1pWEjFy2c26t9zcNCgz8Ut4P%205Ytqb3M6o3cNFDwrOzTL2PwMticoiCjHy3SFrWpHLWR9pXC/wrzL3UwuJl2+J77N8DWOZMJTz0EJ%20Q8vz66BV7qIHjVY87ehp3GLap8DPuzWJExxpbgUyVHz8bA66Vo3qebdlS9NU5klREuBxMNhZCk96%20xZIvUtwdWGk6lBjipuGylYIcTcG/eDrUphlrqFlG2HwtmQstJds5GdOqd4Fikmt6WRpg4EPHpnRl%20lHrG1R+0E3+qqlcToTLVGGkZ6IplrzuI1JAuABRv1NenpJRq6PeiynOc26s7uATYfReqeRHPonqz%20VdPwnWoaGloLSSSUg6nj4VjdSc2Z6jcAhGbyzd91nUH600NaowWRqsGx6ediLyjAmlKIzfmUDwO3%20UA01TUWLNrq9C+zK8ZIcflPZQPuLB5UdtPlSB8qRfsq7UlRJVs1JmSnjuIDGwWABvY95rgt2+p00%2076rqVedhsy4a2nPlWClae8HxpVxOluBS7qr/ACq/Qy2NwGXzi0x8jEYEXHjlw3ZBLywjs7q6rNlZ%20e9VYZoWujZTWNME5J0QEAkQ2SW2tTroDT3M47/2DtwREa6D6aZWlSUqQ8OB32A+FZtgu4vwZLjyP%20y/HLac/aR1fiqCioqvcg/VWK956OJt4yg6DlnK5PNZgAkPOhlon7qBauqyOfuOBsXFAJUk6G1Y2O%20Opn2kIEaO5a6+YE38N1TTSxeP3Mg9eYQTMYt1KbuoTcK/s6ivV/qcn+jIbg5RBY5k+Ki2pdRp/xV%206WZLa0dGG2p1TpTpOVi85lp0gXZet6dy2iirU2+FdP8AUY06ycv9pmjRcTY4vFw5DrUkuqZktLKh%20Y6OpH2VDtFeF/f5H1oPV/p0+lPiZbqzNIdny8S9HcEOKObIcSSFOKPyoFuwV5eKqiTqvZpuSkwzb%20UGIcrIVyULcDTSFgkJatdSP7R4Vd25hGFLSyfnZ+CcipkYdfLYPlW2v/AJZtfUmnSrRe0zCMlGWy%20RBeQHnDZJJB3K7z4CrSLrXdqYrPNw4ztvVqkzyq61J0Qk31FbVG0dG9ofasdQlfUmdSTjGbojMq4%20uqA+Y/1RT3awZXcEz2xlNMe8bcOM0IsVAebbQk6EW+b6a3xOLEZPyqbvrGEmD1KtJc3R0vsugfcC%20yVFP11Ga05D0O1x//Fb+5nMz1bA/L5cNlwodcLoUhbZIUVE2sRwresnmNS0cpcYlFDiSxuVcfLrR%20LRo0mSmvOgBTSxoEkEdo7aFkF05HnIcpshKGxe17KNqvqIi2NnUPaXrhHSeKyEafDedemOoW1yCB%20okW1JrO11JdMduRt1e8T7ikpi4N4hZA3uumwv8BUPIjZYLvwMv1dEk9V5hU+WBGKowi7G7q2pSrc%20Dc8anr1XiaV7HI/AoJntUxHcbSzLMpKkBZcFk7VH7NvCpfeI3r/VZX4Bf9tWlN2Wq6vslSv56zfe%20I6Kf0eVj0X22xzJCylveOw3IvWb703X9Dk+xDk4WBjHSXmwwo/IVt72Ff8Q1TT+U2N/0brxZd4CD%20hJTLjrA5bwsHUNkGw7CCOw1Fu5ZXb/09G9SzcxEJ7R1bq/FbiiPqrB9wz0a/0uNCVMRcc9HMRIRu%20UQ4B9oWqHmbOmnY46NQi1zWVGMxDk9LfMLaArb9NqdHLNcv4Y3HgQenJTeUjPZAD8ZalJCeITbif%20prvtbSD53Dbd+XGf8EP3AjNyOkMjtQCpLSV3trdJ11rHF7iP7GsKSo9oJIMHpcHXlz5Dfw3JuK0s%209Ty/A6Vm08rIy18dxSbVw5VqdWLVFaUbnF2GlwfrrE2Hw0hKClCQlIJ0q4IIWO2hl1AN9i1D+WrA%209FV6h5xW9TuIa6byzizZCIchSj4BpRNZ5fY/Jl4vcvM8s9N9dR8Vm8m3NUHcbIcuUr1+G29eIeyI%206gmJyqwuQGhDUq7PJtzPAUQUiDD6Ejsyncy5IDIRZTKHlbVfUabmIKRHl9RwkrV6Qb3Wz+I4dUm3%20HWohmiZOwHuBHdlpMsGPjU2DZjja4Vjjut2VUQZ5DVdXRsL1PDiPdPEIyTKfmXYFZ71d9RYyqZ3M%20esaQyxPTsfRtSrSydO2oRrBQ5V6O1nMZEVtWmS5tStGqBp2mumlZT+xldkfpVKIfUGSiZVRWlTi1%20xgnUacKWV1cQclidD6ky85xvHZRgOQuaUoW2m7oTfS9ZPGvAlG5xUfJ4Rxb2GQX451PNBO2pdWMi%20ZTqjEzZfIzhfSTxLIO0HurnumKSK30/0w6+uTilvFadbLrNJhJF6o64l4yO3GbhuvBIAKm0FX81d%20mLG7aBuRBiZzqPKRFyYeOSiK2kqUXmyCbcbeNW8UM0d1BVDPhpaVuoktLc1cCkkND4VpXEYuxnOp%20ur4UpwwmXHUKSN/muE3HdXVTDpJVchR4z3DzGNcJU02+jgN43V0LEvAp3NDB94Y7LTiHITSC8dyy%20lA41fTZnKGXvczCPqu7Ht/ZTRsZNrIbPVXQ0zR9t0E9yaGmhVhjuRl+3Yx2yMmQXVa7QnWkrHTWp%20mb4RDg2NSbg32FJv9VVuQPG2PonsJXtjQ3FJPzFaDe9Rey5irhfIY9TucVuhqA8EUty5ldGwbchJ%20KkpiObj8vkNN2Q+nYbMxxIKTGc5gOnlNLRhssCJPyCZKHmkOtuNm67Ai4qLJINti3e6gyUtl1pxh%20RWo+VSkmlCKqrSVzczLIWQWwAPCodanTWQpOYkLW0h4EAcbcauiM7yDGdSIxcpTimhISbgJeG4a/%20GtlqcljT4PrPp5wS0ZKI0hbqLM8tAsFGsrSFUWseJ7bTYVprim3iPsWFTqbaFa90v0nDSqXBl7wn%20VKFqBOnhVyyWjLTsSmbIXKSoJS5wF7cKpWJdSGMO42fKtP11W4jaLcxslxop3JsBrrSdhqpoTCdb%206PdZSr5gnXsqN2o6otegcY6xGaeWQU8wXseyotY66tQazK4Q5fOIQ4tKIYIuFG2lYuxw51Jp+ocD%20hsPimoeOQFuOt7lOpAIB+IqNw8FdTm/SafT9VKcX87RCirs41rUMy1Npk8fK6t6iYjw0p36+c6D6%2061TMYKPrHp7O4mYmNLQAkAAODh9daSEFHCQy28tMlJF+01LFBcY15cHc7GNkk1lZDRtMJ1XF5kdD%20q9pKgPNpXPtOqtkZ/qNcdfUEl5tV7rB0qLo6sSNzEAkxmXEKsEtgH42rjuj1Ma0Kvqti/TU4qO4l%20s1tgRjnRwFLgayDDvEIUEn669jFEHi5kdN6z2qwrCyPsD+allDChr2PmBp7KMk2Dx0HfpXDm8D1c%20ZedCNpR1FLvexeWf5a5LWNHU624htSxYkVy5LAkEEEE3NwKxVioGn4w5vMSdQOyiWEGb6xkE9L5T%20cCbAVrRlJFX7YobKAblPk7fhWrZRuVAJSFXPGue7Yxlx1xLgIta1ZSyIGWpKipQWLC1UmxpByVIT%20GDiTYp7KpNmiRVTpKFwnRu1KTcfRVpmiRzaO3zCsAmyCSD2capMqCqzBUiS0QQa0kJLqStayi+nk%20FORNmeaWsZyx+9oackNlrOUrlOfA1RJS4dxXIN+FzVpwKSvz67yG/gatEuR3pxf4LvwNNmepJ6dt%20z5/ja1DYKRjLf79r6KUmiZKy4PoHdPsVdeI2jOYb/eR76aGtIINBix/7+4ezl8ayugE5r/qsG2vm%20NRTgwaK7qI/jDvrWiJbPbvtv/wDk76Wv/wD6iB/9M3XtY/avI+Yz/wDZbzYz7jQ3peBQ0wsIf56V%20MlXylQbXYK8K5+8tFPUmi1Of5rHrViG1Ptn1DaAVobI1cBt9Iry1Y6b13VOcZbFP4zKLBU4xFkFJ%20U8kWCL69lT1eJzukM3GIddcx7DvNHqcStJee7HI69N1RRaDWupo28o8F8p481pxdmXBxQe4+BFdP%20VaUG1KrcIDLwDq5TdwXFNJcA+zt0VXodu4rMnnXxvcO4jIrCuQ4eYppQ3KPA3TRgyvxC9NR16Q1N%20fYjNkKabUXgocRY2tTy3VnCLx8SZOkuNxkbU3XuskDiq3ZXQ7tV0FVQ9Styym5WMcSpZadkNKQVp%204i4tWK7jQd8Wp5Lmx5ELIyYylEux3VJUTxNjxNa1e5GiWh0fpqYzKw4fVtUpVk7CflKP5q4cidbH%20PdSnXgTV5O7XLUQjs2g3oWB2e7gRfPFNvEhzshHjx1OiyQ0kqJ4DSt0pZ5tlLKrAuuHEryLpCZWQ%20f5iQf3aflSKnJxPSxY4qixnralzlvRgUIWAS2pNrKtY1EnTk7bcixxzbIZLL+xbS03soXKV9hF6U%20szx9o0ipyi0RuY2GkXeG1paANO8mumuqgwp2t634m19tIihL3uWDS0hC0jThSrqzs7xNJJF/19Hx%20DOOC0ACS6u0cDifCh11Ma4tNTnEiepyTyIrgQllIGxI3Gw7bDxpWtAvhpuWymjT1M5N31A5S3Nqn%20H1JKd1u0X41Ds4DLgpGhpVKG0OJc5oXqNo4g1rjvpqeXfs2mPNPm1lApB0B4GjeyLdskxbMyMw4O%20Y8Sk3B3EcfCsr5Wjqw9lW6I2YzEJtBVzElSRYJKha579avFkduKIy9rsehZYRc2S264drClbRpYj%20hxFS8ifAeXClRNolnDrWsmRMeeA1DaTtT9Qqd0GE13QkRl9PY71BdcQpRvwKlcai1joxZuY9K6dg%20pgSuWgpLiDrcnUCox62Oq3dbVCRhvbNcLH4RTUuS2045IcUhtSglW3dYca7LPUeWrtBrefFecKm3%20kOIIsmygeFY3M3g/ErlISnFtruLBwf3qiplixtMs30tPNLSshTezUacKvtrul5DLjbcGbmYbpzHK%20itwo4TKbUJDiiNxUkjhf6a9rN/Y1tojoxdnarllr1B13h4ON5QDi57LQPI2EJJt97hWvZ/2VcdIO%20XueyeS8iei/crpmew3E5qWcg4bNtrHmCifsmvH/sbPLl3Hr9nXp0gpus89jcPk56lTfWyXlJShKU%20aNqtom/aRWGLHKDK5Oc9SddPO+kYiEpRHQoOpNrLcVqVEV0LGkY4qwZhWamlZW64VJUblok7fqqn%20U18RqZLir2ekaLCk/MsE3Jp7RyXXt/0tM6i6ohRkxzIjh0LmKNwkIBudyqjJdVRJ6txamYkhzFpS%20hqKhNmkI0CU222tXFhzTfUi60MVEw2C6d6kVk24xXIhhXNcJuS04b81v+zwUK9O2WvgRtcE3KTY0%2096VkHf8AUR5pbQ0E9gToFA/y1518z3SfXdn2LWBJ+JVO9MY5TgUtTqwo3Oo0pru7Gq/+v0Y410pg%20E6llSld6lGk+7sXX+jxD7PT+CZ0RER3+bX+es7dzY3p/UYV4EDL4AqBdxyGkrtZcdxIKFj48Qaqv%20cMt/1dF7USOnmZ8eKpqZHbZCCOTtO4gdoJovnbFg7Da9Ui1LqjwJtWLu2d9e2XINt1Q46nvodmUs%20MeA6HieAqZLWPmK3mm2PYhPMN7E0pDaBxDTrZQ4kLQrQpULg/XRuY3iq+IxGhRYqSmM0llJ4hAtT%203MXTquBIDabfGkMRJaa9IpRAC0qTsPbTRlZaofk49GSwi4i1WDqFIJ7r1dOJh3FW00vEm9N9LLxm%20FK2UFbSLIee71/Cu1S0eGsNMVtv+xVdTJ5nT+QYULFUdz5tOAvWeNNWOT+zsrVUHPPayatnF45y9%20jEzTd/g6LVvf3HkLgds6lRtnPE8FIBH11x5uJvgehVpO1ayO5NYVOhi0vtrStQN0pOp4VaZDIJfa%20iCY675W0KTqOJK+FNgj0ZXqnnFR1ghDnSWbQsbkLgSkqT3gsqBFZ5fY/IvF7l5njXK4fGuyXFrUE%20Bg+SNfzKFeOj2JD6SzHTjuXSJKhGYaO1srVpzAdK1VQ3Dfud+bNZNubOKpGJkH8II8osB4VSqG4z%20CJ6VQHGoTJbZUb2JubVLqG4GMyTY3oQ0UFI1UeBpOo5NDi8+5AmxZaZQZCOKT41k0VU6IwtHUMJf%20q3Uy33EkJWnSyT2Vi0XJhst0tkMWpoJUUMMKKo4OpufGk7MxuXWCwmPePqnXkrnFJsO25FNM47i4%20WD6mhg+mbPrnFELdsCOWeGldFHoQmdGwasji+m5YlyEh91I3pI1vSdkEnHsvmZ6JTjDMZUhBWVkJ%2048az0ZDY/Fa6qnNLcxTxxS7ficwbqdXVPVSQ2Uk7P+5OCacYW961ThuFpQOH01vV0s9PxRLbIDnu%20T7nOwvRx21JYBvYIHE8a3pSnixSyky3U3uFJienya1JjngCgC48CK2/4/AqslZm0PzlMPpQUhtsI%20V8RTpdGsFY8vYEpUNa2qwbG3G0Lsey1aqDO7I5QULueFKyMky46Wwi8xlEMoUEAnUmscjhHRj4nb%20cT7bYWDBVPnKSXmUkpB7ba15+Rs9LEYt/KRzlFywyNijtGgt5a5XJ340hw51pC1fgghRuNBUQ2b6%20A/iJr9x/IKe1ilA/iVtA3Jj+YcNBTVXzJbQhedKhzPT6nwFVDJbQ2cwgp3ljX4CnDFKGnsxKcKNr%20dkgaCwqlcWxDD7rzityk2+itK2G6wVDrfMno3DtrarOTIh97Bw3pCUrWEki+tUrtHPskmjpHC2Cj%20JRcdl6TzM1WCRpXSuM33S+LfE1n8lj+OIY6Zhh8Wf0HiaT7lsa7ctV9NoXoiSkJ7BUdctduML6RP%20H1SaXXH8cZX0w+bNtSk3Vor4VVc0it25Z52CqH02IReBcUBatK21kwthLnolCIeMZS8neN4VbvqL%20mTq0bJyNDn5Fven0zTxAso1zsiC4zrrWPxSo8VsuICNV8eytaIpWSOLQskv8zf5SvKokKT2jWu2l%20NDny31Ok9E5LIwMhHejsKlr4oaRxtTdDPeSveDr/APM22cYICoU1BStRXxsKW0TsYNpDs2PuePmS%20NKtUIdiPHmvtP8h8/gg6Gr2EOxKlNlybDeSr8FDgJIrnvjLx2ZoZ8dkSmpDA3BzVVq5L4z1MGSDV%20YSe25jro0QFbVDxrDpHoVzCMzkIKoD8M2UtSbWvW1MRlkyycGlsFqe+1yylPN3BR8DXZWrOHLZM1%20WY6pTNwTbZPmSNn1C1F0RjE+1knldWwY5+WRuv8AQK5MlT0cTN/0UoDqWaO59Y/9VcN0daOpvL86%20forksDQkL41KJgDK9FfCrQQUPV6x/CuS7NBrWiAy/t7MbYAMhYLdtOymwN+mUzITuacAQjVQ8Khg%20MPS4SiUIWCftVEFEZ7JRXBsZWCocbU4AivTWCBucAKPmFVA0wlsxTEfeCNxKFa38KcGtTmjaloj2%20SralxShb6aaRqiryze19j6P56skt8ouxa/sJ/mqkhMpCb5WMfGqSIZazflc/smqSJZT4UXjH4mk1%20IJwVecR/qkfA1rSpW5D+CR/p3v7JqrVJdkSunGiXJBKbVi0TIxl2gMk0q9uH89a1QpJuaJMN1YUN%20pRb+Sq8Sp0MxikBbqBxNdFTmuzRYYt/myw7ojl6E99Y5S8bEZIA5eFt1ShRrGjiTdlT1O6lMvdXT%20jOXIz3D7am/tz0qe/DwD/wDurdevT2o+bze9+bK/3UyRg4WCbeWROSypd7bAWHlbv/RXH/YKaLz/%20AJFTxObY11zK4rJY4v730LKG393YsaXPZavNrWDqxqaR4mIZczraEYLKPktpkcpa3dVbeKSD3Gi2%20NPgY3XgarAzoSMg8ytW2DLaMZ1JOiVkbUlJ7r1njq6vUqlC/ebGP9NBW7ueaDf8AqBwUU6WNbSa1%200aJ0bOOzmVS4722M0ShxBTwWk2I1rTC3BlZTZPwIaM7IkOuR0x0JdcJHC3kPEkjw4VrVtGV4dxpj%20IQ2H20xXNqkgpO3zJSBxue2snNXKEqpMmt9QxEZluG6StwgOuK+wlHDQ+NddMj0+5OWmpQdTdROQ%20XXEsscwcz5irRKSfKKMuFtuDbHFtDmfVfSb+Rmv5iKUtuSLKeY/rd4PjWuN7a6ieOGM4qBFxUbzS%202ApzV1KnE6H4UK0+B5/cYbWsJ/MsM246/InR0lP7NKV3vTs/sQu2svEznU/UGPUlMdLyHmnvMShX%20l04gmropLr26qVLfuNIiIaabgtKaYG1lKjwAoePU61dRwI0n3Tz7ryl7W0JVwQAdKXSRfVZBd9w+%20oVq0f2jtAFPpoOobXoSZkOoHGua2LrdDUdKASVHtJqtsVFW2p33B4tWJZWlQu6bII8a56uDTLVWM%20b7sZtWNgzMpu0gMGNET2GQ9pf/hFdVFJz+Jzf2cy0iS+Vuq3vJc2LUdSpKhe5NYZUY9w3BsfdKJI%20lYJxcVYRNigON8OAOoqKPU5+3b3anPsT1VMnJTj3J/opD7AEZ82CStPzJJ7D3VrsO+EzLdQ5Hq6D%20KLUvIOuIJPLeSo7VDwrRE7UULmTyLnzynVfFZqtkjWgyqRIV8zq1d91E01oOJO0ez3X8X0S8Vl5C%20UKZsGHF3Klp7vorleGLSjPvLO2LajdPe5fQ8Z0pVk29o7RckHuoeOUeRjw5JlIq5fvB0Ql0FExSk%20g3ISgm9DwwoRv0MlrS9ASvePpiTjX3IaH3URx+MdljroNKxx4bKx05MDcGNT7hdBTI6RKxshEgHy%20lDYUAL99a2peTtpZbY8S1x3WfQxdQsB5laAW0pLSkpsrvtUOl5FkajgS+pup8BjschMIqyLmiktN%20Hyjb5ju+FaUxnLRqTLo9y4jURuU5Ac2v7/Ihd7BOmtPpanWmkSX/AHMcaSzBagJUl5lDyHCfMEKN%207E0LFBp1DaR8gnK4tD2OaZd56CHg8Adu0ajWuVtpmidDn2UiYjHTOYjFuLloVvDsYGyV8dDW1LXZ%20ne1Ux5uZ62Alx/BOyH1OE+YFOnao0NR4mVstEMSo870zSYvSzK3Xgu4sVKSOAJJ7a0qnzMnnr4HP%20nmJiJK2HI4bdbJC2yNQRxFdFeBSsmpJ2L6cyWYmxGGWgEuq5ZUn7ITqpSvoqb2VVJS1PSPRHTkLp%20/HiJGbKY4HM56R5ypPzBXxrxst3axv0miy5DjshUxlRUV3UY69FhPh31NdLGd8ZByuPmzsW8qMEN%20S2ApcNJ7biy0L/tVsskMqtdIKnGx1t9ORWn07HGwnelP2VA8KVnLk+97bXFQddlRo6rOPEE67Se+%20pSk6XdKZEKy8FJH4l6e0T7iohXUMCxtuJHHSjYxPu6CPz9kuISlBIWQL/GjYHzKyki2CzaxqZOiR%20JVrQUhDUthchyOlV3Wxdae6iBSO3tQNoVvoEkDdceNABpURTkmBQWbUSUxYVQZsTkQDCBPEOIP8A%20LVGVuKLGEQiPqba6Xoo4Fn8TQ4nLNN4SZCcNlOqC2++4rvxXlHgd/wBvd5a2XAxOaZUqNJaUoq5i%20HQpSje9wTUK35HD39EqqDlPQMgtYXLgcYs2K/wDU5Y1td6nkpQehuoPxFNrGocZBH89c2ZG2EpbE%203/siuY6Q5SktxXDbQIJsPhVIjxMurqSGy09Ll7+UrY2pgpuQfsqtVwLxPVVeoeeVnVCCvpnLoGhV%20CkAE+LSqjL7X5FU9yPEXU8WerJzJLNy7DXtCB8qgeNzXlVg9LeY7NhEgJkNgsIRxCR/zR21vjcMT%20sTIPVGQyWLVj8k8XUxR+FvN+NXenigVxMaQxFdTzVlLSkkADvNRtHvI0QrbntBZIaUu/xBqWiq2N%20ZBVARlfUTmUKgN3468R3Vi0bJljE6l/L4640FXnU6XAocQ3fgKxtUbsaHH5JGXVzpDi1oRq02ocT%20WTRjdkEMNMTHJBdUyN9gE9l6RzWL3blmgiQxPWtkWO8qsT4VpUybEPdWSJCHWnQpWzQkg2P00mTJ%20nci7l94lIiBuMfKHEXKio1DCR+HkTEAGQfW0HNFhOpAogRncj11iUzlp3uuoaO1N0HUV0V7a7Uky%20XGL6hw+TjLVGTyjtIsRt+nWptR1cM1SHcYI+ayEdqQ0kxcfcOrPBd++tKFqpivcHKQWc16eG0hth%20ItZHCuzHVtSDRlZLUd5IVexNb1IZBlANhO3UVtUzsIkJFknvptkpDsOXLhvByGstud4NqyevE1qy%207e6jzb4QHci8W9AtN9K54+x2Y7GhxUuA6ylkWWU63V3muO2M7qZC39LHUlJLaeGlqwu9p1U1B6ON%20+7FQshpsDTEiBQJbFqfUFsHFejQg3aTtp9QnplehbLsjalobabyB0yeIcUpJ2gEdlcjy6nRWmhAy%20jaW4ylpHC9dmK0mWRGRhvOO5FAPfXfthHn5C/wDyzn5VCCopu2TpWN7QPHSRf8PJVc85QI4Vg8x3%201w6Dv8NqDO/nKqeqiOiyOjDupuoOK0pPNUawseRi5J84fUAeyl1alrCx78skKFueql1UV0WBrDSW%203kOc9Vga1x3TE8ccSr6sllcuO2lZIQLK+NdlVoYXSNfgNzWLbC9SSCD3Cs7I5MiOi4jH42Xj2Xy8%20pT7IvYiueDkshDCH50h2DLHIiKuOcONq2ojJlIvo/o3DsvMRZRlyjdTjhFyAfhXoY+Bx5JkGCyUf%20GyWpMJS1vMaBsggG9W4EkxWaj4zqfMc95a0Twi6khOlvjSK2sjS+l2WYi1srWSkcAKtQJ1OYZWbI%209cqOUrG08dp7KtQZ7WT2sg6qClgBe/sNjWdkjetC76elPOvNR3XFXAI1rmtU2rZoyPUnUWaxWSdh%20RJSw0VFdge29FcSZp1mUjPU+cVMQ+7KWUqOtzWqxonqtltkHni424sk85O4/TWjoQ7SQS+eaGQfJ%20xrK1S6MvujMgiN1dBVeykFVvqrlvRwd+O50voN4rzslf3nVH6zXn5KnbSx1Z5zzprjujZBJc41iD%20QGV6K+FWhQUfVSknpnIBZ8therQQYvpVtlmIFLUVAqBA46U2EGmjSAo5F5pZS0hsFIqWEAZDaHoh%203EmQ2VmhICC0Uxn1LBKrqItTgRJbZYfLilqKVK+UU0gRNu+Me803YgIV2+FODRM560W1RE7/AJ0L%20Uf5aaRomVmYcu+x9H89XA5LTLIJLX9hP81UkSyltbKRh41SRDLWb8jn9k1aRJTYZW2MfiapIi7Kr%20OOf6tHwNbVRnuH8C5dh0DiQadhbiRiX1x0SFKUPrrBjkhZDJNOSUEi9XUUgyeX3tFgIO0i17UNaj%203lZjCr1iUo0OulaJmTZOix8qiap5WrZ041N9UVWwp1MV7IpS5KcbWg8Ei9ZpQjV3Hshh0clTwWp0%20AXuuqozGzPa3tn/+TjpT/wCz4/8A+lbr2sftXkfO5ve/NlL7yseo6fxzJJCHMgAsju9LI/ptXL33%20sXmKnE5301i5cDGpRLcS5IlcxSVpFvIjRN7dtebVnXj0RRycXkMhkmAppJa2KDmQdNkIHAJuaaRn%20VTI5jsVFx+RRuU4/FYdSt4XHIQlPykniSVVoqqJZVZRrpjyYykqkgOSZdnVW1SkfZ23rPx+xq+Ml%20d063kHGJkRCwhx90OtrIvcXsdO+nVipXQs04uHjWpCg6ZM90EPrUrgOO1IHy1q2c6pqRGfy9rluL%20WhpchOxKU6Admz4mkp8DBqWR1mEqUrz7XH0Liqc4hNhdNz305tojW1fxMW6ZU2cWlOFYasg24KI0%20vXdfI4Lw10kl5hLkWNsJ1tbWs3bQ2rRHnfqdmanMy3Hm1tJccUpsG9iL9ldWNaHJkf5FY3DlPGzT%20S3D/AFQTVNozJS4cmyWHWiyqMglaVaG/GqEwSW0IabJVuKh2a1LDUjPRkJaS5zEEq/5Y1I+NCQyL%20tJNhxOgAppCk6/0JkJXTKIspso3Rkn8NQvuWunlrGhVOEna4vWW2AlzJJCFuJDqiBwWoaCsNssuW%20cx92Oo5KcjD6cS2khxhUp4rAUFPL1Skj4aVvwRkuJyzG5MoeWMU8cTklGymifwlqHcT8pqWgaTKz%20KZzqV15xrITXi6CQ4hSiKSqgVEuAI0B6Xhn3hu3QlB1KrGxbVoqx8DTGifCnryEJUd9IffYTflK/%205rY47e5aaIAo5kVlCkuR1FcZz5CfmSe1J+FOYBgiw1Pq2I+bsT2n4Vm7FpHbfbT22xrGIRmJDIXk%20g4kBSz5UtquDYVNcm5P7GWea10Nk50n0cXipOOjmwtuKAQTXLbL9zmp2ndaWS0DR010uykq/L4wU%20Dw2DQVDyKOJuuz7qdVAynEYFrmpQzHSHPmSlKde4Go6q5m363urrQUiH062sBLEdCrX2hCeNHUh8%20S7f1ncShezDqt5Gdnb5U8fqp9evMS/o+5t4keXiMHLiOxW2m0OKQocxAAUNwsTV0znL3n9dmwJWe%20pjG+ksVisXkY/LMtEbypUsDdtcI3W+utVeWZKzaU8S0ZxeHQEBTbIUjyIKgCoITwHwqLZGdj7PLe%20HXgSmpGOh3CFBKfuNpt/IKhWRNuxt4uBQ6ixERAbDDzqhrZDRULmmsjfBC/WvxsKa6mbULogSXV2%200HL2ihZHyFbssfjcW1nMk7o3i3U8sg3VYWNDyMivY4J1scj62akNdVvuvxyyqX+KlF78dK7cFpWp%20bpRaVZtfbNpv1bjYaUEBq73aqx7qw7xprQ0rodUcecaxqcg27ywVBKGifKUp0/lrzmjrd9B2Y26o%20olKcS2hwJ2kG1u2300eBm+BSDITU5WU2GSpkAcpV/IQE3Oo7TVRohY9HqMqdC4IUjygrBA/4qEfc%209o/+GpAyUB198rSU7FISlV+Itf8ATV1ukXnwO1pQwjB7iCp4ADwo6hPwrDzeBjp+Zwq7xR1C12P3%20HDiIW8LBUCCCBfQEa1LyGtezSclhzey9Zydm0Lm0SECUIZS+p9KLOrFlq7SBRuJgeCwNTTkbCLtu%20JFGotwRlNhOqh9dNJkPJXmEJbavlVc9wuapVfIzfcUXFjiC+v5GnFf2UKP8ARVdOxnbv8K/2JEWH%20l5C9rECSsjjZtX9NPo2ML/2eBeJJyGGz6IClvwHmGG1JWt5wWAANX0Wkcz/s8V7JVYgEyIxDb6UK%20QtKmlDXhWKZ3Z671CJzKnid+hSrio8Sa3xyjnvSKtFJlXXFzgylSCkb+YL+bUcNtdKo2fN/2NtEc%20l6M3E9Ww7bVBkubSLatuXrS6g8pOT0G7KQ70/ipy1hLbkZG5Z4XKRXPmNsXEajY2Q+0HW1BTa0+V%20Q7a54ZtMEtOEmHbvsAOz4VW0jcpIb/SMYynJj4CtNyk2uLjQaURAbtTvdeqcJSdcoWvonqBCDtWr%20GzAlXcSwuxqMvtfkVXijx7PzCcdAVjoiQuVJsZDixuuR3V5KZ1SZfNMB6S0IpRzHgG1J7Nx0vatq%20hJSy8I1jZ5hPuAyj+2CT361vxQSQ5SUBzaq6ktny28KAktUbpiWHnLNrCgLnQWFRZGuNjkhxay7F%20S8k7iBuvoKzg2ktZ+Idw7EaW3LakoO0lKDcg+NZugOw5/HmSZzEN5Ra5LCr8tCQLjxqenoZWZp8r%201JiJ6AuJHcadfG51S/l3HurB0M2DGLYQy21lg6qPuvHdQSE7z3mtaU0OexWdWdWdWYlzkqXGdxK/%202HLQN6Uj7yq16VWoXElMf6d95SyyGXYoeVwHkBFqi2CCkSmshByWSdnJeaZcftuiuW3D4JpLEVAl%20GS6ej5huM5HQ4tYN1BIIvVqjGqlZnjBcnuxAyWH1o1WgbUFJ4Wt20lTWTZIrJudyeNxiMbGRymQN%20qnFjzK/4q1VJY0jBzmpC1ncha3Vq3cw6ixrqoiWiPIiuBJ2XJQLqPZWtURZCUJUqMXFHcUkDaONW%20ZtDnoJ7y0ciO4Qq3nsSmpJZoIXQklW1+c4ktHWydCKlvkNEPqBePipDEL7Oir661mqyzVXgr4WSW%200iwNjU3x6m1cpd4/qTINDaVgoPC9cuXAmehgzwaOF1BDcQOcobvCuL47On5CH1ZaEo2CgEnxpdBj%20+QhmVk4q0bAsW+NHRYfIQvEbVL8ik/TQ8TYLOixUUsuEOa7tdK47UcnRXIoIUjc7GdDmjYBKR212%204amOSxjYJQcogJHyq1r0PA4bPU1sJw/mQct5koKRXLlOjAS0PXZUVjQ3vXDaZPWpEBokMLa2Ivep%202sW5DAWUkoPbSdWNWQ+lYCUoKSPHspOrLVkKRtDlioW7qW1lKyEOZFKZSGbhAJskq7TXV21WcXeZ%20EkZfqkhLrgOrhUNpHxr06cTynlk3PTRUYzKXyAgpHH4VndiepYz8nmcYpTeHdQlKvv61hOpLoK/P%20eqJWKcGSfZCLEXbG02t31rRkdEwGIzWaxs94YuQhwu3Cg95zx8a6Vkg57dvqamJneugpLqksacCG%206HlLr2xObznVjay+gMh0ixIR2VPVNfjDyeuerIzCkrQ2pSxZPk0q1lM7YCArJZN8GU+0zvPGyBxN%20adUx6OooZLJFndsZv2WQKl5TfpaEWKqQHlSztD3gLCs3czeMwPU2Iel5dbiFfMLm/fWlMqSMnjK1%20ODdSLOrFk8K1VxKhJekzXGkJW4jYyNqPhWm4HUjscx17eyoBI+YmpYkyYy6mJObmx3k+oa4G+lZW%20WhvSxd4Tr/NYzIoUwpALiwXFkaWJ1rkthlSdtMp6KwmdjZLGx5K1BTro+cHy3rzb4zsrcnNv2dKV%20EFPhXLesGqYpt8b1JAIFJIZTdYJJ6TyRv2CtEgMX0UV2FvN5eB17KGgNEUrQxKAbV+ImygKTQAiZ%20AvPRS20pPpkFB3CrSEG5Jj7lJZIS+LqIVTgljM6a6WWngNvL/a+PwppCJTMllxC0spVdTKlKUeHD%20hTgtMxLC2/RbkixUpQUD2a00i5KHKSmjJbSlQ3JIA+urgJLzJzWG22S4sX2p/mppE7jPnJxlZdkg%20FSUHiKtIl2HZ+eXz1NIaUUqBA0qoIdiFC/M0xVBCCDqUXHbQ9CbMrpsHKOIL8h1G9Pyp4VqrIzJX%20TiS4hxpSSq4IVt7qLMBcaLjGJjkdTTxQo241jdthJMOPYSouMtlIT8u+nUJFY1x+aZDchCFIbTds%20pHbWyqYXyamd27M0hKDtVc3qkhbjWc7DtsJb5yUqHmXdX109ki3lXikNTup0M4+z29VlAealbExd%20U3cjobM5B5UVxosMBJUbi3CsYgpXPUHQkb0vQ/T0Y/8AIxkNv9SOhP8ARXtYvavI8TL735sie4DK%20XcTGRyw4v1SS0k/e5Tn9F65+89nqX26lvyOZPTkIfhxbbDfl7O7tIJrza1Oiq1Ml7gPShJlQXnFo%20Q4AqHyjZKQgXBsONzV6EX46D/SjZfxLWOyq+U7OSmXKA4Bps9p/rUNaBjQ011UnK9UGBIZKGGHCh%20Kk38pSfw9e4ilt0Oham+ZyUSNDTIYZ5UyQVBgODgm9is9248KdaRqS+RDizmryw5ESHSQQrWxJ47%20zStSTNVgr8hmYYQprY3z2VXDDYBPlF7ntrXHVrTwBwiqemSZnTj8mQAjYeYstoCb7TqQB4VWON8G%20e6UyH0HCTKUp10ggqK0Ht29l79tdFlLFW0IY68WhEpDQcCCblJJAH01NqwJXOKdaLnenhTg8OS4X%20GktgcFJOp+Brqx8Dna1MojJ5JpV2n1oJ+6bVe1ALZkuyHXvUOqceeSQXFG5J8acaCHndjUEbm7Pp%20ATv4pse7xpDKwi50FjTSAsun8eJGTZC/2bR3rPZpwFVW0CatbSp1DEYf1U+Op9wBhB3hsdttai2T%20czXa8ahmuTljKziMe4zviR0GdNWNbNM6hFu9RqKIdtEctfXM6m6gXKn72H5MwvIUBdaGt3lFuwAV%20F76irUsX/a9ubmMjPKlIx8eyuXoFqdI4HuBNTfPCKphljCfbyRKah/n94sjcUFSdVhq/k3/pp9XT%20QXS1LrPYuNDh/k8FtKuWLLUjQOMFPnB7NwpY7CyKDl+RgTMTIS40q7aVXjyE6i3ce494roMyPLAW%20UyEjY28d6kdgX22+NTYC26IZQ9mzuTuUltSm0n71RdSik+Z17E9bxcSyYc99tIfCEIaRry9p7fje%20s64lVML5G190bSJisdKjpeYeK2VapUlVxasH21Tk/eZsb2oe/Jceo22qVuP3u6l8epP/APQdx4tC%20DgsdvNmgNoubnjUWxVRpj/u+5iZGm8ZA5CneQNT9VHTRm/7TNZy7Bt4+MkmzKbDUX7KapXkZfs8/%20hZh+nZSOYhACjpYDjRtRzZO5y2hWs3qZbKoLa8qpZAQUIJF76G1a46nSq2SWg9BgMu7vw0lQWQFd%20oHEVnZI0v3WaFVOCc1BYacd5raboA1tTpVHNmz5FxZJaeaaS4ooShCTdKiOItxrRQkc2S1rNJMS9%20ncRFbD0mU3HQdbqIBP0VNK7jbJRrQyeX93On4ySlgrluBwFQSLIKeB1p9BnRixT4FF7liJkW8DlY%20qQUzDtQscbcSD8K0wNrRm2FJOCd0dITFnSnkEha1ctspNjZKdRWPc6o740NdJykF/HxgdyoyyGrC%204sb669lcqVkxpaFzjpyX4amW0KecgJUVRVC+9CeBF/CostSlxGjK345ZxqwHwFvMxVDbdfaCTV7T%20Uo8bIlHCocyCQ3KBu+gdh3dwqnx0Pse0yJYKt6E9pD8k/wCmYdfHe2hR/oqelZnU+/xV/wBkTo/T%20XU0gjk4mSQeBKNo/lq121mc9/wC4w18Q4vTOelz/AMvZYQZoJCo5cTvTbjuAOlWuzsYW/vcX3L9n%202m6xctzPTs/Fd/5qpdm/E5rf/Ycfgmypx/TsSZ1c90ocsy3lGE7l2QVIJGpSlXeK0+CYW/8AsT/1%20qbNr2Uvbm5g37QlsD+c012aMLf8A2DJyOcZ12Hi81ksMzBnzZMN9tlh5A/CcSojepRA021p8OiOd%20/wB9mfidahe1vRvKadeD7hWhKilbpGpFyLCqr29DC/8Ab534mY9wunl44w4/R2BRMeKuZMddutPL%20B+QX7TWyw0MX/YZ3/sbzFYTpf0cdxWFZYkLQlTrRa3FKiNRf40ljojK/dZX/ALEfq3BvTMSIuDgM%20tvKV51WDNk24hSRfSrhGLy2fFsl9H47KYjp2Jj8gfXTmEkOSrJ81ySBftsNKSB2ZcrnFtSUOBpla%20/lStxKSfgKZMsy/ueqaOj5gU2Cg7blJ1AvxqMmtWdHZ6Za+Zx/HhxBKSPKRevCacn6RjyJKC2aeP%20KCewca6KW0OXJXVs51h8shObzGUkrs024UpUTwAOtfQdoqqup+e/2WR3ywjOv9TdM47qrI5NC1Lx%202WhONjli/wCMdPqvXLmas9CMeiOvdFe4nRDnReHjTcjF9THZSmSw8oDYBca3rnvVyaJkxXu/7bR3%20EwoEv1Cx5W2IralAfTwqHRwVWWUfU/8A5AYPCSzCTjZEiQlIXqQlPmFxVUpoFtGZ4e+3UmbcZjYz%20ENMsybh51aiooSDYmovWqKx1bsexK7jmKTrgqHRXUBTqoY2ZYePIXWeX2PyHXieI80lclZkxD+NF%208ryRxua8hM6JEdEY5uU9Ienq5bjSVLaKvvDUVvK8BSV7mGjv5V3K5CZ51m5B8NK3V9IAqchCY5q1%20R5G5KlXFqY5EJXLbWErBeZOgT3eNTY0xsDMdTshSGkWCjqaSNpHZkpEXGJbbVzH+aAR4VSpJDsQ2%205aWpji3Y27bYi5odNCWzTrmOTcUlULV8EAMisnjFJbZFHV0fp2I7kIa48Pmfhg6i/fREGF+I1FyE%20NbJi5RgOsy/kdV9i1ISRTZXEIxt5WNPMQdAE9njRMvU0SM4zCzLjz2STuW4jzLd4WrfcmoNK1LLH%20yXJa0ucwocT873bupQXtNtiE41yR+YZ3IhKGUgoSofNt7KmBGe686ox899lcRFord9lhooVVUVJW%209PYjJ5Z6/MLcW1w52f2ardBUForBRVqfhyFiEUjR3jvq1kJdRheKxuNDYRGEk24cN/jT3yQ6iJ2W%20RDsvn+k2i/ogL38L00ZNFRN61my9rbLZYQdDY8aqDNszElbheUVm5Ub1SRG4SbgA04HuHvWLKUgd%20mlCxJl9ZoL1MkahRoeFC67FpyEtQ2bzrU9FFLOwKkTE6lZtQ8SH12T8X1DKjL1WbVDwopZ2a6L1I%20y+G1KO5Vta8vJ2/5Hp4s+hcCZEksqbKgkkcKuuODXfJkWEBGacQ2LhCuNa2Whk2X8J1fNUu3DSua%206N8ViS844lrZb5q5nU9Ct9BrGtupk+b5ackwOTXlJlJ2jSiSkh5xzUKU7YH7PdUyWkIaXveAZTzF%20UpKSI8/B9QTcjG5MIrDawq166sDSTOTuqNkmb7ZdZZOehSYim2ybnUVvS8I5FgZvIft5lGUNNyHC%20hSUgdlZ3ZvXCX8X2zKwHHpQI8bVztl9InSelunI0Qsy3UG+hvWtGHTM8x077aY5wuLU3zr3Jq3YX%20SFy+qejoydsdKHgn7NQ7GlcJUy/cvAMNFIwqNdA5ekmaPEUU73Ax0ttTbeOS2tPym9Wmc2TGVuJj%205XKSthcLTLhuBV7jktU3DfQEwRbmQeHdUO4yqldLuRmV7pFreFCYbTFOxm256kqc5nHzVpUh4ysy%20yGglW010VMLVgoAlJaWAbm/CtUzG4Ek6RWG7KXoVDxq0zBk1nCR4ibPqu4vsNDBWgdcw6g3ygdVe%20ZK+6sbKGdFMh032s6qgQo6MPk3AORwWrxriy0lyduO51NnN9PpVzHH0oR9jxHfXn5anZS0jz+ewj%20qf8ATvD4gVmkaSV+ak4mZhJMBUsNuPiwVbhWiqEmY6TwTOLmFxzI72rGwIptBJqU5CG1znyoOMga%201DQSQYUqFIU64h8MpWbpFUkUVkhvGiUXFydql+UKtTgljrsZgMKbXM5if+WLU4JJONMVLDkYyNpU%20g2Xbw4VUDRz2bCVGmuo9cQ2Tqm3AU0ipIcjBxEt+s9TzLEG1qoh2FvyYcspRygvakD6qpIl2GYr8%20AOrbRDHNb7b1aRLsM5Z93nNBCOUVW1pwRuLtjHTGG+a5J3NrGie6lZCdionMJMpKV+dKgTVUqJ3G%20cTNgwXVqW4Gk6itHQzeQiTOrcTHnl4LDutJdu2ZWzDOQ9zIrjJbaig30vetqduyPkIocZ1vJx89U%20gt8xlfGMToPproWHQ5r5tSwPUDWXn89mEIhsTuBvWdscG1LmaU68+88HnSEAqG76a3rRGdrk/o7q%20d7prPszo/wCJy1AmqvjlGKyanZ//AM5qOEKTJxgccUgpC78LjjXDbC3wOmuQ9S9ATPXdCdOTf/wr%20Fwnv/wBJHQr+mvQxqKryPOye5+ZG9wnUt4ZgXKXVyAhhQ7Flpyx+q9Y937fU07f3ehyiI66qEv1C%20AXipRU+bDZsOlvE15iUHTEMZn4B7LuMLkkbBYq2/OUg8Ppp1FkrrI+iBjYj0iVLbUoufgttkixR2%20DwpNyaRBWohzV5Z6SlptmOSla4qANNnyqKu81o3oJGmbjOSly5EmzhdQhbTKDZSENfZFFQa1Kx71%20nrWGljkxlpDrSftEBVjvPaRSdtTC7asZSZjJfqJsmM8VLyDoZaURZQJvfX4CunG5B6Ik9KSA5ify%20x83WnmMuqJ7VXSP5azdIvuIwrwLTonHJh4ibKX5tn4Td+AI4muhcyrcjlHXuUlyZhQgFaQ4UhZOi%20ABck1pTVmN1BlJpbzuP9Kw4W0Y1C3fPayjbW39qla8MnGt3EXG9sJr7WKWJAa9fGMuQVD9kgq2oH%20xVar3wPYM9SdC43BRUuLmOypLl+Wy2jsHEk91OmSROsGYYbdftCbBcU6RyrnUHuq5gniWOQ6Py+M%20iIlSWhy18bG5T8aK3T4DdS46UxazFaWtFg8vyj7w763phlakPLt4He8V7dsN9OM5opCF+ZKQTbgN%20TXLejq4R00y1svy4lB010/kX8bPmtPJYl5ORsQtY3WjMm1gP6yqx7rN06lYaO9hL/RMqNnYk5Ulp%20SGyeeltvYVX7DXPizTU3yY4Yx1u09EyokMJBaskSmr7A6bXTtHemnj1IyaakcT5uTa37S5ILRbSp%20ywO3u+irlIyl8TMzJXInx0tvlAIKZDbh0V9kgVslKkx3tmVyYaxElxyUtanH070QrXb2ngtZ/RWl%20LSKIKKRlBOc2cttDarJU9awA7wKpgjQ9OdCZV9CchAyMdllW4LddVs8oPZ261hfMlob1wviVmVTB%20jZJxhEpMwp+d5F9t+0C9UlZrQwtSGWWB6yzWHWDAkq5N7rZUboPhaklzObLirY7D0h7i4bNobZWo%20RsgkWUys2B79p7alqFJ5mbtGnpwNYt1sFSgdVJII7wKyqk9WY5W0kkMtllSG2UnVZPA1n+R00rV1%20U8RaUlIt/LWtGoMMlYYRYJZKUm17nd3E6UmkxKzUfYwI6Y/KhlGHpK5pdQXeav7JPmsKpxoeni7i%2016tl7gm0uNu7uBNyr/hFc3cuINO3rLUlT1Z1QxgW+ev8dxzyNNfet2mtO3pKMbpZGznGY9zeoZ+5%20DakxGSLbEDs+NdtaE17aqcmPfmPvEl91TqjrdRJq0oOnbIwpy6f5aaqWoRoMLlZUkRcY6oKjRHFP%20NX4pKhYiosoHSi3SdX6KxjbmIkSyUhtLptaylhZ01H3bV53cPWDsSlF5ujx8HLirbDaQhS0qAsCq%209/LWdLya00QvHZR1uWxJjgJEplIS4kEm9rfz0ZUiidnseZUB4R0bJRaWp8t+VW4JvuT4UsV5HVqd%20TB9JZJ1uDBdUd60SWkL363u4Em961r7kfSZLJ9t6Hq71KITZUI7cdtIG5xW1Cfrr1oPjrW1HYORd%20nILkR5h1sGxUhe4Ajs0ppEPU5xlD0F0T1o9lspmvSZqYkuusWUoKQvwFEgh2R7+e36UktzZcjbx5%20EZZ/oqZAzrHu57dRp35hj+mMpJm7iv1SYxCypXE7jRIGl6g92s/Blsx8Z0bkMml5huQl5J2pHMF9%20qv6w7aJAoz7le67xU5F9u0MX8xckOAH6aJBIeV1B/wCQEhvenEYbGoIuC88DaiRwSOosh7qciAqH%201FhsUVMAzuaUm732i2e1NAGUmzOtLE5P3Wx0W+pTHSDp4WoApMhKwbSUqy3utPkBYuExG1WI8LUg%20Oz+0uXwbnt+lzE5GTlo0RTwMuYCl5ShdVjfs7qaYM5TOUjNJkZrKIkSpbyjd5LhShgFVkJbAPYK0%202yjO1oZvem5OUzHttloGRcW69iyptp5fzrbCNyN3iKi9YlG2K35JmLxsgvwwrS2wa14mSUz9C7ay%20hMVKfDMF50n5G1EH4CjH4FdzZJM4ZmZL8fpWTYkKmu2UfAm5r35ip+cZNcjZlpbal4zHK7LLQm3g%20queS0ScN0+1Nc5clRYUSAnThfhf41nfJBrXHJ1nAdO4zCR9jUcpcKfPIICirTv7KwtbcbVrtKLrb%20AtvSvzBCN6rIS9fgkW0NdGPgc+W2o/0u2Pyd55pASpBIGltL2NZ58ekm3b5NT3PXWcZVdWLSjpbM%20rXbYmDJKr8LBlV6zy+x+Q1xPFWLwGQl9R5fIt2/KkO3f10FxpXmNSkjYzvUuTkRo7qGxymyspStG%20hNaY6aikp0rdXhFIeKgtYPLKuN/Gt4iw0yx6Jw/5lMDK1WS22pSlK0HlF6GUkRROW5k3xBRujt3S%20eYLcDY2otU0oMofe/NW1AhIVfQcKSRbYxldzkm+0BCDu07xWtSGynflPPzOam/nNtvwq40M51NN0%203JclT2YaDscFibaDSodStx2DPdfY1zpxrpmZy1tRvxEvixVuI4XrG1GZWsY3KwGG8WxJQoOQVput%20aTdSe61YW0KrWSFHkjGRLSUKkRXTdCkDeQDwvas1aXB0LGXLmLVlunVJxSEoShJLoOiyPhTWVIqI%20Ml03FhRM8lcklDbCVJeaXoCr4GuhZNCXdC3oeOz3UxbivqQ23Yhtw7UE38a0UpGfE1s/8vxTTKZE%20aM6poWCUAK+usnKN61kzOW6ghuRFR4QMdal7jyxtA+qpk1VChZRMVILjjqnEdm43NN30DYKzMuYu%20JtvtSkgBYOtXieplkUIYYm4R0oj5QrVe13ALn666tpytlhN6UhKaQvCvoWlYuOcoAimiGjK5PEZG%20LI2PI3r4/h+YfyVSZm6shOIdTZK0FH9oEfz1aYtoewWG0FXfbWnuE0ToOPkSvkASP6+lG8FUEyF6%20Y7VEFzsKdRS3FbRCBdFl8amR7SK4ztNxwpSBJiSCwQu+gOorO1JN6ZIL9bzq3G3GlEDS9Yuh10zA%20bcfYyCnbXDp0NRdaGqtJOi5R1KVgp13X4dlc96m9CTKyrzqG1NoPHurPbzOlPQIZSYmwCDvPbaja%20idzEomy3TuIBN7U9qDexxWQnlzlJbSop43o2IfVZZ4Ce4vIBl5KUqCSo7e4UumillZfjq/pgPWWu%20WhY0BQk8RTWIHnS4jiuscOLrbmT0hGh+YVaoC7qo8rq7Bq2hydN3nXW/CptRmq7qpGyfUaVIAxk+%20Vb/5hIrndGarKmQnJs+Q2nnynFcL+a9NWgtVkZkNBKg4pZWg6AnWq3SPZBXyy/YlpCNo4k8acCV0%20RlI3ITzuJOgHC9EGvFB8lDTp3AAj5qaOLM4NB7dykZTKuMhe0Mk27OFbPG0jz3eTqbOYdVGUm4sm%206fqrFoaRls7LcXHcP81UkapHNVvpSpxxY13EVtVE3ZTz3yULXpY10VRxZLmaD61vKSNEnurXbocj%20ySWmGjKLgcWTe+hoJaL0wMVkHOSl9z1iewny3p7idjHp2PMRKG1uFVrag3NZ2ZpSjRGVj1He8hZT%20caK7a57I66aHU+jJ0XLYhLKFI5sUBCy6QCSO69cOah24rk7J5xWLYQ4hplTe7bcWJ0rFUN9xocVN%20x83HNzX0sg2uE6X+qr2hJkc71WHXHEQ0NJQglJJsOFG0TsNYfKvS4LrLzjYDgsLGl02T1USUy3OU%20iMdiC1ZKFDtHjRsNVkUFw+8HIiEKbZ2J136br0bQdkR8S4GHnnjtcA+UL1Ap7SZK3KdRuhZAbbS1%20uuVJ+anA1Ypg/CnZN1a9OaAlI7L00gtbQmPs4tuIuOt5AV2DcK0VDneVGTkSIMaQrluC1rcatYmZ%20vOivVkWmHFyGlgq4ruatYmS86G5OZXIKXFqSAkXFjT6YuqR5fWeRSyptghQIt5v6KquKeJNspSuZ%20iVKfaUHFpcAIVxtet64oMnlJKVO/l6i6bq3HWq2GdshUuwnCyZKwC0NSe2tK1ZhaxHCYCwFBSh2E%20VrVGW4ckKh7QzrZOu62tDJknYqdBinVSjpWW2TorkI7Lba5B2nRS72PCxNa10FZyWEXpbJ5yY8xi%20EJUpq25JNjr3UXzIzWJnpX2u6G6fgYNteYxrb0gJDbnMbCvMRbtrzcmbXQ7KY2eh8LGZjYaBGYSE%20MMR2m2kDQBCEBKQPoFejjf4ryPPye5+ZR+4i0t4VhxQvy5KVDwIbXr9Vc/ee1eZr2/uOZswOdjS9%20Ncsy+4spUNLnig6d1cKOqyEYiSqS2zzHSHUAgKSLXKTYK+qp4FxKIbwe9W+qdb0aQlLb17J1Pm+m%20nt5GdkROqssrGLhxcfH3+sTzVSFE2S23rf6adaplLiXHQfUcXIodmBFngpaXG+O1Xb9B40cCromd%20RSYjsdL8dHMcZc2OWNlIS7xNu69NIxvWTIZieX47bsRISiEXHXGwbKG0WrbFp6kX1RlehswmXlJq%20gsBKmw6EA6gpXeujJRKhGJvdJ0XqBX5PhQ2k2Q6lTqiO3frapqntHZqTlUfp6TmYMrehTQUFuodV%20oF34AVFcqQWo2U2F6cgtz0yZslDTaFJS/Eb1S4lHFJ+PbW+jMknBfSM5Emz5TgkISdyURozXBths%20WQi1Useg9w07vu7LdjqesnYFECyU/TRWES5ZkAjGYbLHJIjhSl3W3uIKGyeOlW2mtCYaHcz1Li8l%20KhNSpin4biVeoQ0ko2Lt5de2s1KNFD4lz0Vh3JeTjxNeTcBltJ1SknS/jXTXHaNWTa9a8FJ2H3Lg%20ZLCY6DiMVOcUtwts+lVqnc6bKrPa0CvW3hqPw4ceMUtNA7IyAwjusj5j9Kr14vf332g9LtabakaT%20KZVMRGT+2CVO7jwvayRSxJwXmtGhyLrKVnZmaxb6gXDuUl1oGyUOpNiVfFNd2FqDhyl40yuLGbS3%20tbdTdTZUdTu438Kzy0XGSKXlwirj4KNmMu0zJReMnzPggi6gflSvsvT6zVNAddRvr3oZ9eP58COp%20uPFQq7a1BTikHgB26VWG7THbHKONvIdZUWlIKAOwgiu2TnSYbbzuzbzVbRwRuNrfCk0uRSs+Y/ic%20jEhSjIkRxJUP2baj5b95oacQQxlc91Upx5CQhLiirljgL9gqtmgoJjWQsULbJQ6kghSeII7qz2BB%200LH5v3BnwRtl+lYCbIdWn8Qjwo2Iyfb1Yw5hOsfSerj5xZkhe4ovYFQ7qppGnTryNN7f+5mSMk4H%20qdvZJ3WakrG0k9l++uTJghyjPPjTrMHSnpkVJF3kgLVtSSRYnwqa6PU8nJhvZ/iihybh3ZIKTcen%20I/kNRb7cz0ezS6bT8EN4x8txLpt5yAQe7aKnMlKNcdbOqaRzj3VkhyXDYbKSGm1qJBB1Jrq7d6Gd%20O2tVufE5246jgTY10mvSckdbqUnvquI9o2V3PAigaqi1wDqY8hx1xJWggWsbdvbSNEuR23ohpqVh%20kKjvIZcuspaB8+7jZV+N68nur/nJorNEzJ5UuwFQ/L6+MmzgOqRu02k+NSlDOhvQc6JkmNhiickI%20kRJG1TahqAvVNvCtclUzSpqA46uUte4N6FKFKtcBQ+T6ayS1LaUHH4Kls4zIITdKokwKt2ja6DWt%20fej23r20Heut8+7k83jsQhAdjqaS6ppatqVL2psVHuF7163CD5CykPo12bC6zQhpoMsSitmQlo3a%20WUJuFJHDTvq7VM1ck+5bXV56kjuYDCYqc2pgB2dktm9KgflG7srI0WpWBz3BbibXHunMZI0vblkW%207akqCteyfWqOYH+vcNFbF9oYaQop+oUxD+cyT8iHjFj3FchpXHs65GYKkvuJNlOJsNPhQhFA7i8Q%20s8+T1v1BPCdVhllYSR9AptDRKZ6O6JkR3XGPz3Oc1KVBgvqBIX3a9nbWaspgpplrJ6XgScPiW0dB%20SJaIqHGWmZcgpW0m9/Ob+bdVkgY6MlBCPTe3uKa0t/qHtxApATEdM9YABLHTfTkUoFkFQDm2nAJo%201/Q8bOx8TKhdQCCy+XFcr0KQ20UKH3R20IGc4yvSnUEHKyIsRTZgOKLjZUQUoJN7jXh4Gla23VAk%20rG3xcvC4jpxWMXNbfky95mO7k+ZxabfUKVrzqPb4I86QsjgsfOcay2XkHY6tIjpJDYAUbXI4iuO+%20Kz4I+k7TvaVqtzL3qDr7o53p+TDx8lUnIODlo2g7EpOh17arB2znUXe/2lWmkYXrbDvNYnlpvaKG%20nVoPctN7/wAtejdHzCcuST7VMY2TDeantoeQkqQ2Fi5SVa3T3Vy2RvVmvidNwIPNddSHVbgW3FDR%20KayujWlizEqOshO/cVDS3ZasUoNW5GVQY09E5hZup5opbv8AeA0NdKtCMHWWVPQ6AMd6VaLm623T%209Nr082lRYeJ7QroMCi6+/wD+F6j/APtc3/6ddRk9r8hrieS81nYGI6OXiMaoeryyQt9YNykp768u%20tjVnOnXlzGmGpOrbDiVqPeU9lb0tBLInUOZZdyd+XtjrsEN8LWrWqkExbOScxjJAVZLvmTbQ7e6n%20BomV8vL7m0ORBy0qVZY7aarzNKsmY7HrmPJeLgBGtIpjWUbdAPKWCAdqjTRDKYBTBcd2cOC+yrIZ%203b/xs9r43UXqpuYiL8xJZeOgKSOymyCu90vbPG4bqF2LESoxVdyibE8daUEwZSHLax5OHeXugu6G%2054AVyZaydOM0PTkpnGPlsI9bjfnWhOpH0muK9W2ddWTnetsCMoXsBEUwlNuegm4t8KSxtEXM11Fm%20OkclKXJUkNTASFea3mPgK66UskczWpSqgxCwJCZaC4k7uck2G3urefA1rQgplkSLtulzmcXbkgfX%20WdjqpUlNQSEKWs7lE3BrJnQkEfIbUJCaA4wiS0W1qCQdbnvrbFozmzV0M+Wy265HdbK1AHafCuvc%20cEER9YShKUqUlSeIuaaciZcYrJ55xxDraeY00LXKb6ChkyabJ5DpOfiGVzIp9cgneQbfzU0S2Y5z%20JY9takQ4xRc6Em9OCWxhyTNJu9o2ewaUFIWhHMbKkHyjiDrQWGhoWpCY080KCGQgn8ax4UwRo8Ys%20GPZXzJ1+is7G9CW8+3+E4K57I68bJ8BaChStt71hZHZRktqY0VIZ2a3rJo2Vg5kpcZZRtvv4G1Qq%20idiJj1JQ4V33JWbHwvWqqZuw1OyXpXpAQN1uBFaVqRuB05OW5lEyFD7JH107VgauX6su209y+RwN%20wbDU0VRllZaRk5OU0XWsW480PmKRVwc5HkKbU5texrjTqdRu8Klo1oyvnPqUpN2ylNYXR3YmWPOg%20phJI+ew7a57VPRx2IpkhyOobT5QSKqlTS9tCif6hhpWGVCxTorWuuuNnl2zpMhOdSoKShKeGqTVP%20EaruyBI6idcaIHzq0qq4NTgz91JM6CzjkDqFtYVZCwQv4muh49DmpllnWlyZJa/CXorX664bV1O2%20tiDNmPNw1hzUkUkjRWMOF81DpVp5jWtUZXZnc1KDYLY7a6KI87KMYqM2tQWvgTWpyrialLMBEhDF%20wm4H8tQbIRlsa1jJDUtpwHfqbVLNEREynnXNzx8p1F6hmiHJEzUISdKhmiFuuTGYu+G7y3D2Dtqd%20q8TWtiMMjnlMBD7pU2k3sal1qbUsTsK51fNnNsRG3VNKNk2BtansrBas5Imbx/VECStqUhY3KJta%20nWtCbSREy82xsaZbcYJOq1cKtY6nPZjU3qvqFpQb9Rco0uBWlcFX4HJfuWnAk9adToRrK0p/HryJ%20+XbmPR/cPPtsOIL9yrwpPtkWu8ZGR1dmVLJU9cEX4UPtkP5jG0dWZdbgKXbKvppR8eqGu7bHH/XS%20f9Q48S6dSATUpJCdyG2MhKkJjx9zr5NkoGpvWiqjN2BNjZGA+uLkmlsuq0IXpVbeRG40HRnQeU6s%203NQJAQUG2tzwqXo9TRM23/5u/UyGua9NQW0agBJqNyKOaTuZjctKxz3nUw4UbhpwrSNJM5JgUubi%20i3CaKloJK7a6U0Sygdn5BDao2qW+BSRWqMrMiFTeywFnL8ashsWoq3eY3PfWdiZHWzTSGmPJbU4p%20O02KTeixtU6H7Q5JvG9YxpDw3NurG9HfauLMzroem8d1di5vPQtsNpCztTwrz7cToR1fEqCsXDUO%20CmGyPpQK9vD7F5I8fL7n5mZ90VFPTzJGo9SkEd+5pwD+U1l3Smvqa9u4t6GEhupex0eG8jUJCwlP%20FPlINecjrakp3pjURlUxnzJQC3t4WUDbWiykqYQUZMTLAcuUhTUN6+QYOqdRexoT2ktpknqvDuzc%20G47j082QlO1sgjytE3UB4UVBLUzPTOHmdNzPVyZSWmZyN/pt2oST830Vdi3xLjILmIzrDEZrmR8m%20lTchbd1EKCdzSu4JoRDgo8bDhtS843NJDS2lAoCtxTv/AKa3blpI5k9GUfth05HeyUhllNi4hbTS%20u25GldncUiDPBctOtMplGsVDxb6CVJ/0/M4kKBttVXN1NGja1E9UPy48t7FMswVBDkRCeWlJuLpH%20BY7lVyKsas3rZMh4aFjkQZU+YymO8hXOkMG1g5wCR8a2lzoZWWhh57ONRLD6I/NlPuHk7NAVKPC/%20dWyv4Sc6q2F1Hi+olQ0Rec0265quOwsqKR2blDtp0eupTrCOf5NUpt0RXCFqYG1Sk9p8a3VYMG2L%20xiXnuWl3SM04FbANVK7hVbknI1jdtEdt9r5MrHZFOXVizKjs/iLAWN2nC1W+7T0LfYNayajH9TI6%20u6weyK23GWsQFOOMPCyg+55Wh3HTWpy5ksc8icWCL6ly6S2CVqCeYQkGvAX5OT2JgZcjYn1Lj61H%20d5Qs30SRpeuivI5M7bZQZvA43qCUpvFFLuQY/FeKTZClIHlvbtNb0/HVmTcqDJxumM+p1x/MeeYo%20htrYryNtp77dtLJZWQY6KuprWXMZi4KbtHyi+w6qKh3W41lXE3oK2dELJKkyI7k94OsMu+Xy/MlN%20rA2ropjg5bd1qc16xi4vF+mQ82qVCfQUSnQPxmXQdFj4it6oeO8qTm+RixWZK0xHvUxzq27baSO4%20jvrWsjsMRoMiU8GWU3WeAOlUmSaHF9GzjLaTkWlIYIudhufCpdxwbfE9HYuIoONx+apOoU5ralIF%20w87KYUlRbBaAsbdndRAmyvVkittRbT9shVqtIUlb1TFmZjHMPwWwqfBVvKeC1JT3GkxybLpDKsdS%204mEh1koLJ2vJ4bFoI1rz+5UHd/W1VXbTiO5LONS81k8e0wsLiAMrcJslV0khQqsdfxOHp46twLxk%20dE5tpK1K2EAhINr3SNKnJXSWFO+vRbaowmTw2Pk9QZSIhCm0xmVBvebneTetcV0qozzXunNtTnrj%20K0ulsjzforpkqrlBygAoaDhaqJdWMR2ZEqS1HjoLjzywhtscSpRsKJ0kqlDouP6FdgyPy99xbM9x%20u5UU3QFH73hXBl7lG8bTcTW1dPpY5ryCX0BtlgJG7dwL2nYOyuZrdqbWhrQi4uUzKzKsTl2LPvM8%20tl9B2pXfUFRPaeytNukhV+BqsY4w5vxrjbjctLY2KeTdV2uAJHH4050NoIEJ/JSx6goXe6mpTII2%20ix8q9eFIaUmQ63Q9Cwq58RlTHq33ES1oO5Cyk9vdV0rLk66dzFHVnVJsSH1FgcTmIORaaeMZlTh5%20iUrbcS2Ek68Qbaiu9Nuup470u4J/SGf6U6elOzs31AzInBBbZbCk7Wkn5iAO01SszK1VJI6k649p%20cu+3NyU5t5URO1BDqkpsTfUJ41LZVUZPJe63stEUHEQWZd9AsIUvh8aBMgf9/wD24ir2R+nmSBwI%20jj+kUDB/+dB02whLUbBpQhBJSkNIAF+Nr8KfgJ8SFkP/ACsUuO41AxpbcUClCiEgD4gCnMgPdKe7%208pPSmWy7DKU5GEN/pU8fMdTp2dtc+2LHRK2mWd/8kPcGWVBpptGm7XdetznKxXvX7hSL3dUknhsQ%20eP00agQke5vuQqUlTsp1SL6pHlodWxqyFZLrjr2agMiY602q9iHLG1Coxu6ISl9Uvx0Iezb4WoK5%20qFOGwt8vb20RqTuKdONyIO5zLL8puRvV+mq2gnqafFdKxeoXLIlhK2UFViL3NuFCqJsysdssZNTK%20rJLSyiw04GrqtRNqDq8ZDHUAzAkEFSm0NIHb5WwNKnJcMdZMn7boXHfnxjoph62veNKztqaI6BlX%203VQlu3vtQBs7L3rNopMrIKnVoCiNCOI8a57cTorwLbEi05KDom1z37raVVn+CJqvyZGxETkZd5pH%20lQHV3HYQrUVtl1oZ4lFj2DXQYFR1i1zukc4zx5mPlIt/aZUKzzex+THXieG8xg3l5paLqCWlEX7B%20XjVubtFblWmQhIieZKFea+l1DjXRRkMpJiW1OF1xALi+CDwTXVRkkjI4hydHa5CrvIRfYdBYca1R%20SZSxOW4/ykJBVfaUdgPfRZF1Zr8I9GiwJjjqBuj2H11maSUJm3bdIbB3KKgD23qiWzSdG9DLysVe%20a6gUcfgIo5i1dqk/2TrVEnQsD7k+4aMVIZ6KwaHMHEPLZn7ihSkAaG3wppEtHP8AJ+53UUmU67ko%20wceWShe43AI8apIIMpNyCJ8khPldWflHAVlaprVkjF5OZEWWEvqA/wCYP6vbXPfHOp0VZax5+Kfe%20UiCrlqV+0IFiaTxtcRNyZ+TinZeUEeI3zVrcCSe0kmt6WhamTrqem+kv/HLGejjzMq4W97aVKhgX%20Sbi9clruToqywz//AI79ISo6vTyTBP2EtpAFLdOptWxxT3CwcTpvNN4uK8ZCEtjc4e8UJGu8yq9d%20eHxrRVJdyFPkKbYunU3GgrWtTHJaTUYP28PUUc5MSVMDbYgaHT40LJ4HM6gke16MctD6nRJS5qAu%203ZWqtJjZGfzeSYh7oMCzarebb31okZWZlfxlKSXVGyza9WZyOlCAocjz2+ZR0saTBAWZCtFeYdxp%20GiH2iEoI+X+qKZY4hdAmNPLpEMiOWuFdopgi0bdKGgscFjbUNGtRqQt4N7QdEcazg3rY0+CQ4YqS%20rtFY2qdNbjsdSBkSk6WtrWe02VyLmZTjU1IWSULUAk/HSnXGJ5DtPT/tTj43TSXJat0iSjmN6X+c%20XFWqGbucU6pxMjHZ16AddqrEmntI3D/TM/HsyFNOgcxNwNKl1GrF+oEFMlDCXEuGyb9lJCszS9O+%204EHBNOx8m6WkOnQJF6uDMrOsOpIWTfTJwzhcBAB0tUs0qUS3pqmBz2wPprNo68bIUiStNgBWTqdt%20LlixIcTj1L2AlQIqVozezmpK6W9jOpOqm3sk0koZ+YagXH0130vpB8/n0tJieosScHlnMfITZbd0%20k/DStIMHmKxhMdRUvsRrV1Ry5MupHjPKakqWjRW66TW8aF4rGvx3Wc5paW3CSNBqa8+9NT0K3L+V%20lXpUXd3io2mquZ4vlKV/TVqpFrGTyTpdlEHvroooRxZGWODIXLQweFifqpsyXEnZJCnDzmVEKSbf%20VUGqBHcky2bSVEhrhepZaDlS0KAQjTaLVJaZBckFKxc3pQVJcQ0rlNo2khRUEgDxNc+VwaVOqwfa%20d7ksLfUohwBVrX4iuZ3ZvVFrklI6fRHxcOOlt9egkDRSbVHUZukV3UUeVkGkfhpddCQVOEi+lWsj%20B1MDlGQOY24sh1A0Arat2ZWroYPMsLDh2hSl9thevSxX0PFzY/yKxPNWNpJrR2M1jZK5DbTBuLqX%20wvUq4+kxMWwupabjhTdxrGPtxUqeBSNqUm5IqXcpY4LxgNgJS2N9xqTWRqRmJL+Fz7MyK3znkqSo%20N9l7+FWmJosuspue6nmeudxpZcRq4lINSroe0c6H6t6j6TdX6KCXFquTcEHWla1X4lJM32M/8kOq%204sVUV/CJkqVcXXu0v3aVLquZUnKs+3mMtmpGUVAWwqWsuFCUmwv9FXWyiCHxLTpORnMHHlOnGB5l%201Ck7nAQRft1qpTM2Y+W87JkuuKBQSb7RwrVGNmMtpKgQU6A6q7a0Rm2GvaF2Sdw7zUtCkdbppFIm%20wgS9fsGqvhWdjajNR0sQOrMQtv8AYuOaiuS60Z10Z6aOBjRm25qvKyU3NhfU1wWR0pnacApKsDjV%20JN0qiskHwLaa9nF7F5I8jL7n5mf90GFP9OtIQsIWJTak37SlKzb6qy7r2+peD3HNmlOma3MA2MIS%20oOgH50hJ2pHjevNO6CDj0uyH5zU1mzQcJYbSNEpV2Ed9+2nuJRVYnDyIq3kIAaXJU4HlgeXU+VKu%2080rPUjgXkSRNiQ334yN+1otriE+UKOhVf7tC4mxXsYONklQ8m6XES2NoWyohQebOhSj7qat28AEz%20Gsk05LgY1zky4r6HUAEkFpBuEgnj5dKaYo5mc9wJWRxrMaTj2EBicr/VDgfMb7jW3buWc2WpP9qc%20qnD5xBnRFobs44JQ1aTpcbj2V2dRWiTPobVKKvrJqd1C56uC5sZ9S4XnAfLtBuLeJ7K58iW9o0xW%20exMiQcm5BfZyaCUhx0MOE6jkp8oJHxrK6nQ0poX3U3R7WcxzcmOBBk87dKcC1bFNg6qI8RwqK2gq%20yMnn8dgGsSMfjZLPMQrWbJX+IR27LVrj4yzOzSRick0uFh2pf5gUS3HVIQtDm4KQPDiK6lU5XYyr%206m1OKWuTu3am1yb1ZBedKQ0y1nzHktqHmVpdR+PdWlaJ8Qd2j0zh2cbg/bhL6lNqkSSpQAKSQlI7%20bUWxVJWWyKLpTGsxcG1MkAiTkZCp6xext8jQPhbWvO7tuNi8T0e21e5kzqCaluIiQE8zY4lKWe1Z%20V3fAVh28cGa5piUWEJbExDchNnELQUSAO0dlx3inkxurkxWTcoI0WK3jecrDthl5tfMUOxZ8fA8K%20tuUjHUkzYsXLQFZnFgoUs7Z0Xtbc7SPClVKRWs3+XIryyw/y33WAh9CdvG+g0v8AE1uzzM2adEJl%20IbdhKYcOxqxClHhrSTOd20g5B7hyDGlRXmSpLzyeTISEhaFqbNhcHhcVrRnd2lH0/UzL3T0CY+Qb%2046UpG4JWk8ldxxSfs61dbHS1A3O6UzQW0/GZDLbDSQpd9dw7dO+qJNVgXhKgR5inSZTfkcSDoBwI%20IqYKL9apCkBuKkkkWCjoKcCkiTJUyPG9M42ASRqNeNaVIZnZBfcUoNq5bAPZ2ntodkNIcx056NIF%20yVX0Qr+g0SED3tlnpOM6pn43ItlCJZU402oa7ib3T8RXD3tG1KNsNonyOn5CE284JCUJRzAkbgLc%20CRr9dLBb8PI4Vjev3KnCEhDYRqW7A28Lj+indymJ4LY1V28TIY+K0rqTNSOadCogK1JuCSPorLdF%20UjpupM31TgA25FyUMlbDrd372uD8O6r7bK2mrGnTSrKMjLJAGupvrXfBhMsseh+oI3T/AFJFyUmO%20mSy2bOIV9kK03p/rJqL0mptjcM9JBWKdLWeaf50NxCVBvl8xStw8oBGo8a8nJTwOvR6lTn3McG25%20UqIVtqIPKAJKEjgptXYf6tRVNGbo/Am46Pg3lJeYUmQle1xKXbFSCO0eHhUq9kxp6yT8igKnf6Ra%20XXm03CU8Uq4mx7vCuirk2VkyljHJQMtzFH10aUVlxttFi1fgFCrfAZletOrcexIndPLYdDZQClKA%20CkOLFyog+FdODHKObJk1OavORClLXrJARt2hts2GneBXS0qmC3WehEMfBtruXXHe8lVUoYQ1xHm0%204+x9OlQQv5gTcEU1UiWSUxMajaENXTbdtv2jtNUqoTYtKIylkpaQVK0ANGiFqy9wPQ0rMOlK20QU%20pUBzHkHgeCvhW+Pt1dO1XKQsmR1e2yhs1w9j1oWESsnHjpBACuUTcEX3X7qwlD3D0H2/hYWaQjLc%20+HkmfTrebQAAtR8uh48KyzPgbYtTL9X9CzMK4t+A4ZMBpCVuuuAIWCo2NgKOtWUuY+haG+RlDKKR%20clV+01tOsGO2EGiS64xtABO6/MJ7O6gQp9R9M8N9ltouF91iL0mxpamf9c4XRzHVONlwA62uKxbZ%20tClHWcn0j0m50U/LitpEtpjmNupWSSq19a8+l8jyfY9LMsXT04mP6CnPxnUOIWUnaQvxFeojyGFI%206Yzk6e/OZiL5S1laHBwPwo3aht0N70RBXFYlCWgKfuhxNjqkEW1Pj3Vnk1LpoQsHBjw+r82w4oIS%20Sl5FzY2UKizjUqqk1UltbkFTTbanC4m6ARast5oqOTPzczFwzqYUz8OSpO9LfE7ahUdi98F10nJ/%20MHBIABST5D3itHSERS2patMtIz5aCdTZaj3kiramoJxc9T10HOQOoEoVgcklfyKivhXwLar1lm9l%20vJlU4o8rdWPQobctnl70OquFJHn08a8Kp2upz7PJjSQmZEIS2hISpr7Rtx0rqxmVqmcyEaM7DEpm%206XTxbVxFvCuypk0V5myHAhpYUiybXGlbIUEJ3ksshTBs6Dck0MpE9OTjO4xTDu5MhwCyuCT8aUFy%20XnTbXS7KG5nUqi8I6g4w3HNrqTqkKHbTETst1Rleueom22Vt43Cx1DYyr8NO3h5xwNOAO/Rep+ju%20nOgjhYc6IubJQC442pJQNLEaUxQcA6qVjmIzjMVSHW1KUvmCxN1cdaJKSMZBajEqUUqCvvUMpBP7%20I6+c0oFXCx1qGi0x3FyyZSnVJCVq4gC1RZFI23tLEM/3FireAERAVvKuG4cKm0QUker851ljcLCS%20/MdSEoTZIB7AK4XxLRy3qD3lxeUSW4bhSeAINXWobjj/AF/kHHpiJA/Ee2gg8a3rUl5DGFM/IPpV%20JcSy2k6/Z0rdJIxeRmj6UwcCTlm22UreI1Us+ZGlRkmCqWll/wBadRS8VMUjEKS2hTYbUgcL9ugr%20GiNLGCl9UZ2Xy0TXFCO1e5Tcca7KpHJdlI4vc4pVybnQnjatEjBsTemRAaT3aUikOIJpGiHF/KaZ%20Y0kmgTDpEMYUoc21AIsOYA0O6ky0xRkRUpTzwST8tv6amDRWLSBmWmUWTonuNQ6miuRpebiLfC7K%20CkniKFjH1RmXm1yWdiwLhSS2ba2BpqgPIeiejfeHp/HdNIRnkLckNtBLAT3geWiBbzhHWOZdzvUU%203LoQqOy6q7aV+U2pNDTK7p9145EJFrkE7jSyJQaUZ0BvHyn8cl0OpF79ulYo0aIKunZjqbqdaV3b%20taJFtDc6dybbY2yGUgHgDapbLSDegzm4qlLcS5YfZ1pG1TNZF1SihBuk3AvwqkjZWNO2n08BgXCk%203uvt0rkvxO+r/A9D9C5/EP8ASDXppzMdUVqzyCsJJNq6sR4HdcTzH7n5jH5HqWQ5G85SSlTg1SSD%20XUcLRiUqNzY2FWc1lqBlP4l+6tFY6cSJ4cS6m/AisbVNVct8blhyuRe/ZUOpauFPeEaKXdwJUq23%20t1pqoO5ngHHJaXVNqCCeJGlargYWepcY1uOJ6TuAJB7aTCvEuHI8ZS1WV2cL1BoNLSliI6U0iijb%20f573LHbSgpMcn45UfasG96ByWHT+QVEmsyANwQRcHUca58iN8Z3NPu1mEIZTj0tOKShI2lO7gK5r%20QdVSNNaz/UCjMnNWcf8AMjYm1vhWLaN6mKzeWl4mQpLhWl1I27VX4VpTUG0Z5OU9Q+HgCtDh/GI1%20sK6aoytZDvTfVGKxGWkSH2UvIG5CErSFDzC3bXTWp52RqTLP4x71DsgWCHVqcSO4KN6t6magTKTI%205SFLAs38thSgrQfx+ObeSHnxZN+HCiGPQkSo5bmqLAHKsLik0PQHqEJeQ0n7Y18KhsmDT+2zHN6p%20WhpCHnUoulLg3C9Q2yoPRUd5qBDakZbHsgAedQaAH01EjK7L5b2ywzJyzvp3FrH7BG0kbvClDYpO%20fZP3w6GbUpEbFoJa1bPLSbmtK0Zna5XI/wDJGMgEJxUcEfJuZTW3SZlvMZ1N70dS59amzHisRTpt%20Q0Em30VoqwZ2ZjJ2RDrBCUAE9oFWjNlay4Ug+NaJmbQRUCL0NgkBtZvpSkpIs8eoqdAOlRY0qanp%20mTGi9UY1+Ro0y5c24Vz3R0Usei0e8PSMKHyFguFQsAbEa1y2obq53TpeS1K6ZxEpr9k/Cjut/wBl%20bSVD+Q16WP2ryPOv7mUXuhILGCiOJAUsTWtgPeUL/orHuvavM17f3HMYJflbFuDlRih9xCL63CrD%20+TWvP26na7C2w2xkXFICj6lOi+wG3E1DRC4jqFsOt7EqACHN5WrjutrpUNmd7akNqPFUpwsIddlc%20pSXmSrY0bn51VpSTdNQQ3JWb/L242HbT6gtptIsNiQVWN1Hjtq4XiKSPPySGJMZxlapKoL4ayU1Q%2022LyOLdvmSDUXWmgLUXLjYN/Frj5B1chAWSjl34E3FyeFXilMnIpUF7Eg4zGdLy5LiAuOryLU5p5%20SngPoro41kxreNDlUGe3GxmWhx13hh8LhkG/ld0Cfopz+cs1vWaaD70dCWRDUQUpbCCB2qtc/wAt%20ZLi2DWiNHAmzl4JBIuhgJYJOqVJOqb+PYaFXUJOf5jpXFGY45ySluQkkgk2BvqU/Cumt5UGF6nLs%202IjWRdZiXUw0dqVE3uRxNbo52Q0LKlJBsEkgE02xI6d0B089mctCiNx+a28sIRfRKU/eIFTts0bV%20yVrxRv8A3B6TRHy0DCY88uW5IbYQ4ypQARccwlN7cKSVkzR5a2XA1E11pTwabA5LADLQHDa2NoP8%20lcmW35SaU4QYXrvqMws5isfcchCuZI115jnyj6E0sVU5ZWe21QX+PmiPOKhuDadqninypIVqlQH8%209aJzozB8JNBLeQZTTsNY3LAC2lfaQeNvhUOkGavLhCo8sYaQkNedlxSmnwftg6m9SkLPk2+Q3Laa%20S8eWvc0s7mj4Hs+itFw+55WZQ/sQ57DjsZ1plQC1Dy79QCO8UzCttSgn4nGPTW4k1pLiXkpcKhby%20qR81vjU3ttR6n9c25TGPcODDThG0xWG3XHvwoxCb2SU8KXbttnb3FEYjpLLuYFhcXqAtSWnfKxGJ%203OtjttXc0c60LjHLx7z0ktxvTRyd7STaxR2HTtpFMlyZzcSxV5QANoTqfqoRLRT5PKGUkqQm4PlS%20eHmVprV+BMFDLfmGarGNDkOsC6GXE6O9p83jWDZtWo6xZbIeCdptqk8UqHEU6sm6KTqic7JyUVTC%20+XIhtby6DZR10FaWWhmtNTurMuOx080++4AVNNu+dQ42F/5a4cVdWinDS+xmMVlI6WfUreSyyCsE%20qIAGxZ1p0lSvE27++7HTxgwM3qjFxsxkpMdwvNvLXsKe5SbX+utnhbSOastmbHV82xCkhxJbDW1X%20DYDeq6Ck03fjBTvylPqJ2hIOtq6DNIaCVcaEijont91xkIMReNcfV6S4sO1J7LVzZcZtjvB1fGZn%20mMqW8+h3FrshzTfZa+Kk37RXI6QdG6SBk5LEGdIgFlLDjqA5GfZNypA4bh2X7anZoVoy3wUpZLaW%20lkJuOab3ULC517QaxiGRWrnQuWIZyaFS1u8t1CrhxrQlAPymtJNIOH9QvuD3Gk85otqU6BsUd2hT%20Ya+Nelh9pxZFNhftbLw0HNSxmUBBUSlhbqNyR5jca1z93itZaHX2fcVo9VI11r05CzXVsheE5MWM%20UhSiohDaj/VFXiVqV11M89q5LStDLycc5j5KoanEurbNitBuk/A101tKk5bLUUWylCVg3J00OtVI%20oG0OKC0k33JII+g0cRarU37Huo+1IPMbTIYSlCGjbaQEfe8a07PIu3rai/2H3jedq7/1Lqb75PON%20JX6Bk3QEbFEkDaLX+mobIVTO5f3AyDmHxpDLLa3FFw8b7W1eRVQ7S2aJRBE656knzSwXHyIzzCLB%20JsgjjbxsazpSsy+J0ZL2ShcGZATmSfMoWGlh21tuOaB4TYziSy2oBRsUqOn0UbxbA0zkQHQZAS8l%201BCmzqCk6dlJWKtSBlGXw7fyQGykagEE2oDUlI60fYQWWUBDKuLQHl+qpSSByRf4nWHuahkJVa21%20Og+oVaEXeC6266UtmNCkbYaVeVsoBSkHjqRSdRnWuioTmSy5YJbD85pToGiQtTPzi3w1pJSxMoev%208EzEXPzjDqmpjSUN6HQJB1rHJxg1o4UmWf65yuMgsZBF3vUHl71qJPlHdwFT0jTqlLlM5Kzk1qbJ%20QkLQjaCONuNaU0Mr6nRPbGUFFDZVbaopt/LRlegY+JqJElDfViG1KABQgp77k2or7Cre49V1sYlX%201U4lrpjMOKNkohSVE+AaUazzex+TLx+5eZ46kZSFIzj+6WHhuNo9eIqs9R1GUYTGyzIfJEJLaVLN%209eGtdFEYWqc4ycPICQ7OjuF2Gs+RY4G1dlWog52hsSSrbvTY7aqSSuKCFLUtrehWgPd400AF+kKE%207lhe0ap7qoBuMpkkIA3EKulNMZufa/pOV1n1gMUtRailSRL7tp76cAmdA92vZjpbpJCIsJQXzk71%20G50I+mmCONTWI0Rr0yZGoN9lZuTWqIaHlBG3dZPfQmJhqxrLrJcakBbw15dVIpDigMtqeX+0VoE/%20Cs7GlTTdL5WVGeTHiEolP/iJUOItWNjeqLPq7q3OvJTGyAXIQALgm1Y1qmzZ0Mp+aNuI5MKCWXe1%20YN66Nn3MXVjc2dNZj7pDhW9wSD2CtK1Mbop5kiQ80hTir7jwrSqMbHbfbzDZ2N0e7OYwy0t2BEzw%20tWWRF4lqcu6gyL0rJvKVdvYTuB7wailTa7KWVJceSEoN2z84rqpU47sjcNK1gxYKhjSFJqRtDqKC%20kOL+Q0yxlNAmKFIhjC2yXL0AiU4CGhQMjSFKCUa0JBI3vUB830UQPcEFjirWnAOwsuJc2g+TbwNK%20CNxNEmW7sLrxUW7ctPw4VLNKsu4ObhOrRHzEe6FaFatLVDXI3qaB3pLHBbeQw81MpnZ5mEDh4Vha%202kHXSpaQnJH5YNsYrAJ/Cvw8azTNXUbRLcCSFQiPppNi2j6/xGkq9KTY/LfjUyUkLkSmkwlj0Xpz%20biTemmUkYLMkqeSoK3C40rag2zSMTUtxWuYzzEIsXE/1a571lnWrxQpMh1XHQt9rHRzHbWfPZRsa%2068WM8TuLyygKVObihuzavMVeNdDqc5ECCkmkzCy1CadAcqkjWj0EuPKQ4Up4GraM3bUlYlR5qlE6%20iosilYXImBwBaxuCF6j4VKRW4tZudjyoTbMaDtUnioGmkOROKiMLutQ2PjhSsOob6nW5JCVdlZmg%2066+pMB3f3UDK7FthO508b3FUwRMVM590L4DhSgcjUV7lyeWPkPbWWTHJpS0HRvamDEeyL8iZKCEJ%20R5Uq7xXJkxvkb1yHYx1NiEQ220PoQpgWDmmlczxM06hxL3jnRl9QNyWHA+ypmyinhuNdODG4gi2U%20xvSLvOyaccp7kImHZvPZeuu9J4GDyjfUeBViMw5Fcc57SlXQ52EDtrROEYPUnNxnXWg6V/h2sE0b%200EMZyCWeU02hQJ+0O6jeVATzyUxkNIF9Re1G9DgWrmGQNuiE2Kx4UbpAr4zQXNedJ8qVWSKHUncW%20OLzcvp3NJyUS+8WuB3Co26QVvLfqT3e63zXMaE5QhvaBiw8oorjRnbIYaQt99ZLrxkOcSi5rZV5G%20FspHcVZQWE7VdqatUZCySG4tC7b0+amqwPcIU26QLpskcKICRJc8+21MTEObr2AtemKBaIbyk7ra%20GpbLVSTHgm/mFKQgsfSJQgKGhTrQIcakF1Vwm5HA1DRasPSVkIC1JJPx7ah0NFY+gPtgVH216SKv%20mOGx5Px9K3XRXgc1uIn3AiJfx8B1xVmoc1Mh1HErSGXUbR+vXL3ftXmbdv7vQ5xh34k1iRJSi7Yc%20fDVvsoItauJPWDrakoBPQxILK1EGWjkxUqPFZ1JT8KVkOBhv1qpiY7y0hYcShTaOAKuIJ+FY2Rx5%20PdBPy2IzE2PKSJKYkdsJLGweZduO4DU+FdFGjrIkdcrHxoKAP9Ov8ZYAJISTtJV4FXZRYZbw0syI%207oas8hLhU9dFk66eW+htU/YEiplqhsTnWCFCKW7sNIF99zqr4pNJzINkPqzLyJnQjsZHmYQuzLnA%20KJNtfhW9Mv4wY1prJkMXimYsdyCykvSXG/UFX9dB00pWbepdX4D6o70deySNrw1UONr60JlEvD5F%2030cmCl8OBLynWWrW2EotY94NaNGS4ma626kYRhlNK/DyABDTY4i+igaulNZIvbQ4+UKLmvxrqOUm%20Q8d6lzYVbEJsVGiYKrWWd29q5OXxF8tFxyHWYiNoK1W1tYWPfTWfSGaPBLLTpnNu5vP5XOSmi05j%20kFhLZO4c577p+FRkyStyCuN1e0t8eUqfClA7U+ZRPDSvOyPQ7MddZOIZiZLmdSZV7JsrSh+StMRx%20VwlLqNEbfCwtXTSsJHPe0vU3HRGVzuaghudEUywhHJLhFisjQG/hReupi7w4NJjWZkOWy6hKXXWk%20WC1kkFoGyh8UmrncvIhvbwLKa2VxEBKty0ErVfiCrW1ZOm16meSztUZkZxMPAy5fIU87FbLrbY0K%20tPMlN6lOLGK7Z2rqcuf6x6/6j2pxEb0UZxO7mW1t/aNdG0vH2aSY7jQnGvuCdkS/Mul706F71pIF%20iFK7j3U7VUG9PxehV9b9dPFEaLEkELUpRfaT9i/Cx8adFHA0yWbGpOKRm8HFnM7RkGQC4vhuA7TT%20kmNC5xvNcaaSsJS5YJsOAtQkBexo8Zm29POkEa31AFWiWipcbafzLSALJDqSU9mmtVZ6CqtR/qiI%20zLQxPaCDIjr+dHEJvwNciOkrHofLffTtsFgOp/4hrV14ivqigykPHrxzk1QAmJCmkgfaA1OnhWzZ%20hxNxCw6Mi2jJKcK4rzTbYbubXbSCDauHJl2vQ1x4ZOd9SdQGLn5LDQQ0ygkcq25JURZW4HvrqqpU%20mVpULkZeTLYWHS2napadoAFhbtrWsimSAE6WqgFoA7aAFIUQdflVxpkkzErdTJKW9SezvtSZSZuM%20H1LIx7i0rQFtKHma4gHvArG+OTSt4L3FdV4lL4elpWX3TZUhZvtSeAA7qyvj0NVc6Ljcr0splD7E%20lttIG1QJ8yioWrkeNya1uoFx+qekoEFxcnJtpWFFIaSLgjsBp9JsHlSRyXqqT0vk8w9lUvOtb0gN%20JbH2k8CSeFduOrSOW9k2ZCVkpbbK1cwLVe4HbWmpCaRWKzOQPFdqcgmMLny133LokSQ2Zkkabzbw%20oAWiQ4WyVLN728aGUmh1ifJiuIWhW5CTcoOoI7QaSCJZPcZxsl4uRJQAePkirB3JUo/KPpoYaSWO%20ajY31YDsn/TQW0MFCAfmSLqSD33qFJbjxETFLyXS3qG0j/2t3apF9Qy58v1GivGCraozKV2INtK0%20gxkWp5sqCko0Frp7/wD+dCRSZOyk1malgoYSytpvYsJ4KtwNRUq7krNul+Fq0M5JCDFQhXMBW79i%20x8v00oBMexjLbz93BuAIuKY4Nljm/SyQhBSO0WNxY/ChMRvMXLajRWckCpD8JZQ0pN/+bob/ABpW%20eshUk9doTL6enADaXmUqIPYeNYN6yzZLQ5Jk2ud0+iOj5mX0hCfBQraTOJJOI6dyctDaWmVkFO1e%200a3FYPKjRUNv07jJODy7MWSQ2+Ch1bN7qSD2K8aHaUFawzUZvEuu9UR8iF2ZLfL8vYoG4JrNZYUG%20tqNuT1rXecZTdah9XRueEdIW+cdLDSDwK+QvaD8TWeX2PyLx+5eZ4RabyDfVLzrzSG3UOWdQOAJ7%20q8txB63E2XUsF7p/HNTmVokRJlm3kqUCpO/jYUqMi1TBZZppMZ1tDhRBSLxgDa5PG4rqqzkvoQsV%20E6Tfcabysx5pSrAcsXrSWjKSVnYkDD5AxoSufA2hTTjvzFR7DU1vI2MYrCq6jcdiR2Q3LV+zKRZB%20+mqd2iSIvpyLi5RZyruyShXBk7hYd9WryKTde3vW2Q6Slysj0pj/AMxklI9St9B2JA4WUK3rUckb%20q33f6h6hfckdQRUMHUANXIF6bqOTAgolPqeNik6gmue3EtWGJMkjc0WwB9gjtppCdiM0iUDubISB%20qdbGtEiZJscl54vq0txR2VFqmlbE7C5BxefYdaaWpaCG0pbBPE27KztWEbUvqdt6m9ps/KxbeTZb%20QFrQFFCzbS165VxO7doc2a6czOPecMiMi4vcp1rpojmvkMhJkL5r65CQCFlKUqrZHNbIbH2g9sMp%201h1A06WrwI6gtz7pFTaxK1PXmQ9D09h2YAaSlpprlhm3kULWurxrB2NqI8xe6eE6eZD81v8ACDpO%20zaLXWeyrqOxxgeQKJJCuxI7a6UzksiTBxs2a6EtIIvxKtBVOxnBayMBj4bO6Y8Q53JN6zbKSKooi%20lR5ClFI7VUDYAAKcgGpR2kUBIgCmKRdhamSxyY0w2lkskqWsXWD2Gs5KH5rcduMjaSXlW07KEwge%20T03kjBTOWlJQkXSkG5P0USNI0OKV0fJgct0FM0CyklNhek7QWqGcy+BJk2gpLtzolGv81CyFPETI%20/tr1ZJYQtEYWULpB0V9NPeiOiT2uiuocO8kzGWS4ACltSgTUuxrXEVmex+QYeMuSwlIlcEDgm3dS%20k1VYLPoaWtL64wUQwsEq7wfCovWTWloNV6vIw4iG2EoKVqIUpZsbGs3Qp5CNInSEAfIVHiL1m0NX%20HkZzJIaCUNMkd5NTtLVxrITMg/CdW8lsADSxq61DeY2cpxxCVISCQoXretSHkZZZWUG4WxB1KdT9%20FS6ajedwYtTy7lAF7nU110R5uS+pKEt1CU7k2QdLCrZmriXUak/ZV8pFYtg1JCd2JX5Dfv8AjWiJ%20WgtKQbK4rP1UOxewk45SUS9rugVxtWd3oKA5seO1uLSipJN7GprZtgIYdd27k6fCtEtRpkzHuqSs%20kqNzV2roWmPF1QkEi507awg0kelSN8BwKFqICSPjjuaKlaIGgPjQORS2QpaOSbkn8TwFAwmtwfIa%20G5adLGjcUjXYPBO5OGXIklTDwvuSlW0VzZMhokXH/bnPlpktz1K5wu4kucKy3yXBFd9teoZqvQsu%20tOvk3u6saCt6Mlomf9jJMZoKcntN5FOpCXU2SfA1r1IMnQxXU2Bm4t/bIlCUtGhUV7qXEngRsPKW%202oDcVj7quFS6yUmDJpJdW6k2Uv7I4CltKQvGuuRgFbA64TfarUWqLFpFrkEMKjInJJS69opsfKLU%20sb1FdaGcaBTNJBJ3G5A4V37dDibJeVulvmi24i22p2Il2Khp5WwG1lHuogluRcBt56QUpSBofN21%20SZLpI8/j5DTZdIBKtCD2fCm7AscEFDS1K0Tc1O8cDi21t2vc34ijcOBwY0kc6x7wKncEEhjHl3zh%20OieN++luGT4zKlotsAAp8S0I9O5zdtgBTgIHAw6Vlsjy21oDaOoaZaZCWRuI+cmpkNpG2pfu0Cd1%207/VRI9p9BfbMW9uOlB3YfHj/APdW61Rg+JV+8Mp+N0ihUe5fcmMNt24+Ym//AKb1z90vxXmbYFq/%20IweAjNxGJkMupAeW8pojuUf6DXmXtDk61wKGTCdOWgJiJRyYzS+ZMc1OhtZN+G41acorxEIdREyZ%20DwG5Lu8rHYtQsm/hWNmcd1+Zo3Z+MmwpkVanG5bMcLeCT5dvZtNb0OqBeNhvmFDW7tVGEc3Frrte%204F/GptxKmDM53Ly05JGFw94qmnmpCXF6ocbOqkA8KtJSJtsTEyCp/TbMp+OpWTjyJNikcdi/ME/R%20rRZShJCM9g8rNwDIxoQA46l51hz7SDqrTs1qMekigocUVR+ofVyNzO08hDVreGl+ytb2/ESQ1PVv%20kPrBJBUbX40IGxGIXzsm8hDaQ5ZtIHedvGtnwM5OY+401l/qGUGtSyhLa/7aeNbYzHIzKXsU8dpA%20rUygv+moLszI8ttN2h5lqPDTgL0lxLS0PSIchYP2yjsMLbckTCVuBBBItoBWt0mjOrsmVmNxjGG6%20bjxx/uZjhmSr8dy9EA/AVw5nCg7cWrbZLeiS19LZJyOLy1NKDVuy1cdr/lB0Kv4yc5zuDycrpOXG%20krSvIY19t4vHTcl5IIN/A13UaOPJWGbfp0vwcHBZk25uxPNXcWuRe96Vkc96/kPevLMVxKS2FOLU%20YqybhV+KvhWtK7VIolhRMRBklch7IPLWwpL2xhBPy6KGumtc8JzuOrboPyMrCkZNiAmGUIkILjMh%20/wCUlOlto7adbVS0I/LxMh1fl5OKbdaiJbDJTaKoJ2pLnAtlI8adLN8RusI5XJz84ZffJbaU+kWJ%20YTtsT97vroSM5Iuexr0jMtPCyY8jYkvJ1SFW1vTTJtqXcJL2NZajhZW02osS1INxZeqFeFDRXgaC%20MgRUNoS9zE3ukkeax76UiLJpqVKQeS6W0D5j9pXgKaEyOpIYyjYZHmJAFzre3bVX4E14j0jFuMFa%201Hap8BTiGjdsLPfXOuJvVals9hklO9Q1TGSq9aVWom9DmmWx0tcxl9GsRJcac1+UrBsbVbMam36F%20yS/4TipUkrtILWmvAEf0V5/c4/yTO7BZQcl64SEdUzwRtBcuQR313Y/acuRalGb6GxseBq5M4FU0%20wAkEnxqgYoX+FNkEnHuKRLChxHGkUXJmt62NlE9nCiAkZXMUV3WobR2UoHIsT3ijYFlKSbp10ohC%20GlSQq4VfcO0HjTSQtRpx1fKIPC/bSkCMsqIte+l6QxgAEUQMb2XKhSGJttA7aABtuNwoEGm40PCi%20BplliWEx0LyjuiY/+2SeK3Twt4DjSY0QFredKi4skrUVqv8AePE1RLcll05Nbhzy3IJVDlJLElH9%20VWgP0HWofMurI0zGPRcg5DV8yFWCu9PEH6qatpImtQIib3UJSkkA6/RQ3BSQHIilyLJ4KNtNamRO%20oaYSS6lsgkk2AAOnxokaqPIwc510MMMqcXopQSNRfgKOog6bZaL6Zy2HCZcuPsZdIQm+puR4UVum%20FsbQ9HkkK32ItoCP5asg6FhkLeQlLarfItSFa3TxpWGjUZaC1OhvtLXy0qb22I1sdK5Mt4Oimpj8%20f7dNMPKakvl1V0lmw8iiNbmovn0FWp0fEwWoiQttCW0myVXA1Nuztrn1ZtoTpGKxb6VOloCWAN0h%20SQSR3fCmrtBBAfbiiQfxA3aygVapBHaL1TY2ema9c88putJDkbo7OyW/2jGOluI/tIYWofzVGT2v%20yLx+5eZ5Vz2FxWSgRsxj02yhTumAH5l+AryWj1kYDrJx78qQ+Atqzgb2LJ+b4VphrLFcoGoEl+GT%20kXQhoD8NJ0NddEvA4chRLDSXSEpN0GyFeAq2mc8mgyMVvIdPRXN15W8hYvqEisqPaymzUfmjfT/T%20UIY5gictvzvcdahuWKTnJflS5rgSlT02QSCRrbdXRVafYR6m6MZwfSPskphbzBzuQZUlxlQBcve4%20Gutb0YHnvrV5wspQWS2V2K1EaXp2Y5M40A2yGr3WddPGue/E2qhJSsqBKgkN8b0VYnUYfQvmJKAS%20CRYjgT3VomTBvOjvajrnq2YyzEguwoqyAZjiDy7HtqWxo9V+2/sF0v0hHbkTGUzMrbzPjVF+3Q1F%20hqz8DUdR9MryEcspkoZQOAOmlc2061m04HJuoOjMjj1L5akPsfaUkX0rWrIsc+zHtngsksyFoIcO%20hINhc1puMtsnTfbPKY3orEoxUVsJeGi3Tre9ZWsWscknqPqc5Fh5qQ6HEqNwE6ECs66s1ahHA/cl%20mTlZwjtSUNY5myhu+9261000MLMxL8bAwUBbihJd7kHtrVIwsxuV1VLU0G4rfJSBYEjW1XBnJTOu%20vvr5j67ntFG0W4NDqLWSLAVDQ1YdSq9KB7h0JuKAkSU2pSAkqtRIDUl83QU6bapIYuRPDzSU7TvT%2020bQkmxc1lG2AgvBCUj8MKFJoaIhdfffSsaLcUEbxoCVUoNas9J+0/tmzhcUMpkGC5MWnchStQe0%20WBrmtaWbVLn3J6uxfTWHS7GaDeXlJ3N3AsPoppjg88OZ/NZzNsvTlF2W44lKdmgCSdNKspEjrSXk%20W8qmBIdQvkkBAA+W47aChLGFnwJTM2OoPpW3uJQNAT2GodioDcez8tSlyWVqCflKRYVDYQRdmSUv%20WI8oD40R9xpButZJRARFduPs661KRcDxjZ1dkORHWW1cd4NVwEQkxcsJCm0NktgE3t3VpWyghlW/%20LfKi25fcNCKtIxuxLTKL3NdFTkuSuWxs/EF0dtK9hVqOwem8vl1paxMRxxhRtzALj66xdkuJts0N%20hhfahU5BjONKbfR+1dVwBHGl1RPGV+f6Ix8BHLZnNOLSbHae2kryNoxqWkRMhtcIdAPFNdFVJm0F%20NLYUUJFt2orTpoiBMRhw6dlS9BwTWglt0C2tZO5VSW0Wy6bp7KUmoqepAguWFICHFO9jaj5ALn40%20ABDxbUyE/OpVnPhRASPNrLMze1qtRtb40oKTOi9O9KSjCVLDvJ8u5hs6FTlc2RFpmYm9U9T4ye/H%20fWUOrNiCPlorRND3FPI6s6gbcMgSSl7gLX4V00qiLXZXys5lpZ57spanFfPZRGlXtRnvIqyouIW4%20/wAy+tiSaBSTw8oFO0WTpUlpipigtvclVinjUtGqLLFLYDIfUQbDbasrI1RazJUL8paQpNwSd1qi%20vEdloUkdbZeIjCw8da6d5yuhEyBcVICFgmjeZuhJg4lb8ppsDQ9lLqCWMmpxL8F9X4ZNzpp2VPUL%20VA3oqpd2eWQRwPdVVvIWoIh4X05UXHEu/wDy08auTPaNw0sOynG1NlkAH5+2mG0mIRHJCEj8NFOA%202iHo6mvw2R5V+Y04CBKWigaG1OCWJU2oHdegJFsNOKWSg3NtaQ5FtxXE7rH9pSHJHTtjvFY1UNDS%20Ge+/bY39uulja18RA0//AGZutFwMLcSo934hkdPwFB0tKj5Fl5KuzytuAg/Qo1z904r6m2D3HOun%20nI7oeQlRW76h5SUn5kpWb/ymvNyQzsSKvqtnbhnGmnuQ5cKStJsbhVVQHwFYmCiTi48mSSXnEeZ0%208SoXANYvizB1/IeZxTmxuM4VedO991JsVhPyo8U9prdcTog0GNy7xvGksqajAJZZQoWVcDVSf6tq%20VlqTtKaTi0Q3Vw3FlyNyXC04dSpJO4AK70nhUNjmCowEqS8wpT7yI0SJKU6tSztQptQGh8e+ta8N%20BSXcVtWMlpgMOhxuWlUiLKdVu3Nq12oP3aTUiREm+llF2SGEvLZJSCRtW3bvtxHjS2wWZDKIQmY5%20tultyy0duihV1ZkzKvdSK6flypyGy6pooCQOANtFHwvXVtlmNrQczly3Z2QelO/tZTinFgd6zet1%20UxdpFBSVg7k+VBtpxoHB0D2zwi83lYkBgfgOuBDh7+80lRtldRVRvOtOloz3V+PweGVsYZkIEl4K%20KdjQI3+GtFqurgdcqtU0cl9LuSlpQk7FK5SQdRsb8qSmuPM5cm+KsIyvU/XUHp/qKIgZPlekbtKg%20BJWFheutZ0wblJpfMquCZ/F2G6kkNxsQyJYlskSUAbSE9oV8K0rSCMl1bgQ+npqw3JxUxFsfjlKT%20MlOggJRfyJHjXXTHKlnBlbnQVn8a+3MiZGG2tceOpBZS2fIhscQU9xrHLk3ODfFTQ1TM3NJx6mce%20lDsh03QFWTZCh/Lauds2SMVIidZoeVvejyFocWGVqN+WpQuLW4a1pR1gi5LyGIl5mBDhZF9KVbg9%20KdQkXK08Uj9NC/FyDehzHL9LqwfVkhpbS1Q3FAxXeIsrWyq605Rg0YzITH1ZGQ4hZCFOEhAOmmnC%20tEiTQ9GTWBKcRJUVNv2S80dbjtOtQ9C6nQcT0sHw8YLypW7WOsn7I+yb9tqztaGWqjkdaokcyCr5%20CpK2hqbA23gDjVzyI2DT2OWY5yLaFAFadqb3VbiVfVVNqCVxLPB4GdNkFtDoEQne2pROoOqr3rmd%20oOlVNJIa5j0hgoKUcoNNnvKR21XUIeOWcY6mXOi5aPAJ2MuOhTytp1G61/gK2Vk0ZbHJv+hcLl4T%20PJltJjRxKLjNkm602uFi/YRXJlsmzpx1g3We6U6XyMFqZIxYkKbIW44hvzk8Ne03rCuWC2jlfuD0%20jk8jkF4zGYf0sRKUrhvpSA2vS+zd9m1dePJVGN6Sc6PQ2eDkplTNnoaOY8jX5b2uDWyyowdGilMK%20S26UKQoKGpFaJpktEkRkKSOYgtqtf4/GlIQE3GDSyVK14/H4U5EL83EcONIZap6blOstyFKCGXQV%20A2v8ovwFTvKVQ5mKKEt8tW5JbBCbcO83pphtGEtssslsILjqrArI7f6tDsEDrmKllLaEMqU8ob1I%20trt7zUq+ooK5TQ2rsg7k3vYcKqRQQyLacDVLUYNqt9wLgcbUMUmpge3kmdihkVym4xdTuhsrBJdt%20xFxwrF5UmaLHJDRgXsVJvmMe4tmxKUpVtChw49lVvngCrAgu4BKQprGrW+lYO1bhU2Uj7NhS1E2i%20BkJEia7vUAhCdGmECyEJ7gKtQS3JFU0QNeNOAC8iRci/dRAjX5qB6nCQciz+JJRHHPWOKkcAr4p4%20GsU9YNrapFTh4KnWHVoUfUXCGk/fJ47fG1VZwKvEssZg5yZ7CZDLjThcCW7pPmBF0aeNRuRTrJ0V%20j2o5jLMl14qdSN7iEgAgE3CfiKwtlNVSDXx+nMKyGT6XYpYvzGxqVW0F++smy5I/uH00cjh2IUJp%20TbnMQ4VAXPwNVitDki+pm4PQDCpD7KmztbbCCBx3k3Ur41rbOZ7S76e6WycDIJeUxuYbskDQm3Ya%20rrJohUclnJw01eTW865sbFuW2dAT/W8BWOZprQ1rRlk/joykNp3c7YUhTrflFx3Vz1RRVyMXlHJj%20gjS0OtE7miTtKLdhraRsWx+dtOvPSn0bdoQ22TxI7ayaFZhsSC6LyWW3XCbXOoSO/ShBVnpyvaOM%20qer3YrXSebdl6RW4EpUj/LDKiv8A9NRk9r8i8fuXmeRo7u/q+I3DdKMdNC1MgcCANNK8pnqoyefe%20ktiVBltCQOcosqV2G+hq8bhhYx01E0ISmQ8VKT8jZ4Gu2hw5ENOMGS2lCUBp4WsB21djCCdGbkIZ%20djpv6gJulI1rns1I2jUQYErI46HGkHlOJQQv41heynQEiji9LZhMsega/EU9yzIBspKSfmramSeJ%20W01PUnQeQxYYkP596Usa7VdmldVbBtME5jupstMcjoC5SAryKXpoKp2JglO9Ez20gvL5b50CQQda%20y3HRSuhbY3GiJjnWHoCJchVgVKOoNTI2jr/sP7HwJMs9QZ5oPxdQ3jnBdAPEK+ijcZtHpnHx8fBi%20pjwG0sxkDRpIsAKW4naQpudixnCVL8o4pqWy1Qx+d6uhjekubbjymszZFFG6gjriOodXzN3AGjcO%20DN5NDDrtoyQhsm5t30bxqoylpsq5TiBzG9QvtVUNmiRzf3N6mOGIiQ13lyBu00299XirLJyuEcjm%20S8082Q48pxtRude012KDhbZXLjuNAKcTYn5fGqkhoSFrVoVnwFXJDQFIcC9h1VTkUBbVJVbtNJhB%20IbBTYkUoKgkoWmlA0gLKSdo48amCoGOW4sXSLilAQGIzylhtSPMoXTVoIDjwX1qVZvROpPwoYiS1%20jlujf+0t8iD21DY0jae1fSzGe66iYt9A9KlHPWOwKQb1jZ6fc2qj1LLmx0ziww5/pcehKls/ZsBa%20ueTVHl/3R6kdzvVclav2cVZTGa7NtaIsoekMvFx2dQ/LbDhNglKuw3q4CTTZLIYCZ1BJdmMpDzxH%20I0vuNJlJlzCSywAhKQGlC+zsrntY1RIakMAKccAQgf8ALHZWe8uCT/EXTEGMHJdk7h5SRxqlqEEd%20nIYyY0qZGtydQhXjQMebyDjkcF9POCfvVSM7FJ1NnGYePWUQkM7hYODjrVpGVmcrS2646pxXmJJN%2066kc1mKW3IJsgXtWqZgy0w/T+Uys6NBbQbuuJC7fdJsaxveDalT1fiemsf0n01HxMVhP5gtNkOWs%20VKOtcdryzrVDC+53U6cBj04yOAxlJYC3HE/N/WFUmJ1OTtuRHLiQAVHzKWeOtUh9IzWTx6lZDfES%20XEKNwQK3plSMbYiG7DXvKjuUoDUWOla9ch4xEd95ty5SQgfNeizknaXDcZLykuteZVuFZFbRlIfX%20KLbaLq4U5AdmIfajLaeRZauAoEVsOSllKmb8dap6iJCmw221L4hw+bwtRApG4qlvTNzZ+VQKfG1R%20dwa0Unf+jIsrKYtrJTEem9OPwow1CijgfprjvkNdg11n0xj5ePeyLsdImyRuQkC5uKimQNhxbNYq%20QJGx6MWFJToADqkdtdtMhnahUs4qU8h1cRCnG0C7qiCLCtd8cTJ0IfpyFjYCrb81xbWnuI2kwPJU%20RdRFuypNESYzbUt9LJVsv3dtS2bVJODY35NcIblJsraLH5hwqL8JNavU1/T/AET1DkJqYjsT8K+p%20J4A1zuxrBqP+wEkyiv1y4xOqW0i4prNoZuhHPsJ1KqUHNXIoNucSL6eFR1SXQvIXtBLhzmnAoqSk%206k1O8Ww0UjoZj1AbDIcc5ZVYjupdQtUOc5vpjPev2xoPLZ3WUtPaKquSCMlCok9N5aLJCwySTxrV%20ZjHaRl4HKJfK5UbalwWSrxNUsobRhWOMR/kugpB+YkVosobRGUalRWg6lG5vgFeFWsobSIXGfTpW%20tRSrtFqTykvGPKZQqOlQKvMLjQ0uqHTFMRZCW97QVqbKNjwpdUaxjjeFzMqaxHgoW6t82aFjYmpe%20UfTNtH9nsy60gONkSVWK093fSeUpYz1/0ZBVj+j8FAUdyomPiMFXeWmEIv8AyV20c1Rw39zM57vy%20FNYXFNpQVmTkkM6cBeM+rcfAbaw7tTX1Ne39xxleeiYjPsx2Aq6hYFeiVcsXUSfGvP6eknbJbdVT%20GJWEkzosUOSWw2ppCvl330PiKVGMXBTJXh2X31C+wKfSNEhZP2R4VG3VkOupOebWzIjOoALTTayo%207r+a3l+i9alIrF5XJxn4ceTFcdS8h0CWVeVsEa7vAdlUSx+VMbKpOMDalIgpbLRSfMtKxc7Se6sr%20IclBlIsVUBSHE7G9xf367ErB0Ch41dJRMGlwLrOdwDQeaVGyGOJ5IUB5UDsTb7JqmKRDCmDJfSlt%20TUhJCXEr1SUntTWcmiKvPwojzjTkYblNnlO27Ba96upFqnG/cGWWGnIaAC68u7237iOFd2PmcuQx%20UGMHeY8le3kC4SRqo9wq7MhDqoylOhsA3eAUn6amUNSd49mMa5h2jknWtjTDagmavRtK1Djbtq65%20YHbEJweQxmQ6gyU9memQ4l3lKFikdvC/jWF8jdtSqY1tNRDYQha5DlwNUhPiK5HaTrS0OIdYdNKl%209Xuc6UlDs4KdG4/KU9h8O6uvG9DnyJFn7WZTIRcorERWQqWu6Eu20QBxWpXYkVSpuZi7bTeJy/Sz%20qX8Cw6qU27vRIeTxcdPzrv4HhV5bQoQUSblk+LNiR4AhiQnahPKBJ8xA01rlVZ1OjckSB1BHh8ps%20LQXD5G03BvpprWbpqUrFcz1M1lck9jw0hpUZnmOlAFiVK7fGtK0MrWHHm1BG5q6zqU+NXKJaMl16%206w706zLK9jqgQoOfMFDs+N60xsiyOJoSsPJUlJW6VXCbXub10+BmbPH4VpiQzmZDSmXGhzHYCRcl%20Q4Gw7D3Vm2vEqpuelMwvO5dttlv0zrCw48E/h7knibfz1zXcI2ozYTeh3o09vJwzy0MputkDfdCr%20323+9esaZ9uhpkqiWxjokaM3LiQkqG+7aJB+RJ+a4q7ZNxKxlvjIDDkhEto/6VZsL2sknikDurN2%20NIA4GokhbMdW9TqjtLg4nwvUOwQOjC4OWhmRLgtqlsXSkLAKklXaO8U02kVtRNnQmUx2WpBbSgkA%20SVKCbDsCR4d1R4yIZLs1pxEVD3NmITvQOCXGxxTbvtThDgeelB1SGpURTSF+ZtSRfaT3ipCCry3T%20jHOUtvapxRBWkC5Ukdhpyx7Uc+6r9uXsjKE2ClmO44CXOZZCdOwWrpw544mGTFJknPa3NIedbWWe%20QGw4t8KuhHmtYm2tbvMuJj02UeQ6QmsyzHisOOx/Opp9SSkKQj5l/CrrkTJdHJJ6d9r+ocshmUI5%20biOLKVld0KCR9oJPGpvlSKrjOiY322/LoxjSHRIY2lUdzgW1K0sD9oEVyvLqa7YQb3RIGPXjYjgZ%20URZJcSNQeN1U65mCoIZ9u+j2GmHJKXnZAWE7m18HE944AUuq2NUL5XS2CehlpMdYddvvUFgq7vMr%20uqN7kexFGPbPHtRi+HAt2AUrEdG1POAN0oWr7prVZWHTMN15hHGIQmToLbUyXOtHbZTYJjkaDy+N%20bYskmTqTIXt5jkLZdlByOVpC3G1Abdo8azefwJVDoEKBDg4ZthmI2qPFSVMtq1c11BFYNnSkQMoz%20ip6I7s6E5tkeRZb4D+2KFZoHAlnoHphSHW2o5ZSviB5j4FKuyn1mLYmU+c9soKwoojqaUhO1l5vS%2047Lp7TV1y6g8aOexMJFYyJYmtup5SyCvaSDbvSeyunqGPTgmq6CVOycrlPtxYQAcbeWDs2q+GtLq%20QDxybnCe30WPh44ROcmSGFHkjZy2Voc+Zs7tSKytllmipA897VKE5t2EltuE6n8ZKlHey53o7/Cl%20a+g0jexcPimFtSXmxIWNrSnCeCkCyVWPbWEsonS8lFYdTEQyXHAol11HBAPef6KEAtp9DrIbbIKE%20HduI7RrQwTTH0zFSGklojchXmFtR33pFOCGXeU4uzO5QF1qGlweNzQ2Q9BlcxllwPIKm21EBSjcg%20EdvwpRoSrOQZDJNrJ59lJSbA243Hbbsp14j4sgsuoWlPJXtCh52z2W7u80PiFnAtJLcd1tASmy/K%20nt+k0RI5AmCiQBKTZKkjzIV/PS2jTQEwJCAkNOWZAKiRYWJ+9300Js9I17BxFT1ciIvpTNImgmGq%20BJEkJ4losq32/wCGoye1+ReP3LzPKkjDY5coZHErITC8sVpR820+FeS2enVmfzvSmTku+t3JUHvw%200bToHD30VtqWzI5XobqPHutpltl58nRTYJSK7K3Xgcl6lO3ic07P9K4ysOn5FpSbAeNVe6gzVDf9%20HdJ5WKpe7leoUn8Rb3y7f6pPbXLfIW8Zap6eZU8+WisT0myVX/CrndwrjNL090JjWG/UZl1fNHnb%205CvLu7L1dLmqxmP6x6uwGPybiHWZDkpr5AoXbrvxuSbUgwuV9xM/MQrlssR2Roktp2rt9FaSuBla%20jKeJOcS4qTJkOKUrgncTY1P2LqoLHC54x8q2553d6x5ON9e6pYM90dGyGYvSsRW0MrdaSuyhbiKz%20diXWWRM9mFMsKU2u5/qmpktVMLN6ik7FGxPxpyaKhnpM5cu5NQ2NUIolrbO0Vk7mioK5rrqgkGwv%20e9JWHtEdQdQtdP44y1+dagdvbqK0rqZ2cHnzP5LJ9TZZyUsbQCeWToAK7aRVHLktIrH4pxppLjiF%20lO624jy0OxkkX0fo1vNRJC2lAutDyAGo6kGipJRyvbrPsuhCGuYTqNoJqlnQ+iHK9uuqIkETlx1K%20QewAlWlPrJi6LKdrFTkr3uQ37+KDV7wWInphEMJcdaU23u0KhbWl1SukLEBtxRWggAfP4U+oLpj3%20okpRdICidKe8naRJMdyMohaCEjXQUbg2iYqkKdDoB3J0F6W4lokPIfSzsaUm5N1fA0bhbSOz62Mp%20bqRdscaizKSOvezTAhwHswkXkle3eOISrjWFjaqNll+oGYkDLym1kuLYOt6zXE0g87uyVSZvqnOL%20t1VskQ2Vyz/7huT9nzD6K2S0J3E/81LMluYjap1BuQrW1Q6lqx1HpnCdQ52MiWw2EgjioWTrXBkO%20mjNXiPajJvrEqS6ghrzOoB0IHhWG41M37j9PRZBQuO0WmYY2OFQsCTWlLiMbFW5iWC24oLZ+ZIRr%20W61E2S2erWSwUjtrVVMbMqeqskmXjwgHurSqhnPaxl2nkIbNzqK1qYWZGcmEapPGtDNHYf8Ax2gp%20yPUZlSRdplBIJ701zZVB14jtmczCJWXWpB8sLW/0VyHWjzv1vmnMp1G/Ie86Y61ISeOlaVRLepn3%20VNuucxJsOFq0sb+B0P2ljRMoJkeQ0gqQoBtSgK57yjKx0zMdCdFYBleWn8slbRSlAtbcR3VCbMWc%20E6+bxkyK09jeUgNKUXEiwJHZwrsxPmQ2ZrmONtMpaB3FNyRwrZg2XmOVE9G85/zkIJv41KZmVKZH%20qQFrN71RLKmQyG3intJ3fRVIliVpdcWEhX4StEiqJkucJBjO5KM2tYQNyQok27a5s7cHVgPTMLDp%20hOIjMupMFTCFbge0jWvMyM60iXFxAUsuxiH1sfIlfmR9NZ1sVtHeqcNhnsYnJy244lIs2W0AX+qu%20quQToc+yktxTSoceHHZiD9qvYEqKfjVPKQ8ZjU9LjMuuCJEVtaVt3ITofqrauQ5rU1HW/ZvOZKeY%208FgsKKB+I8ClF/jVdQFQv4PsIrEzseMg6n1aj+LZXkJ8KLZTWtTrLPt50xilMZVLLankJDZQACSe%20+1YWyFok5LpzHLJybBLTzgstCTbaB4Vi7lolNyYsaK0pol9wJ832jSktjAyaXHUFC1NqCgShZsPq%20pSQw8q4Uueq3AlWtknSlIiXubUtMhIG4MG/1UpKRn2Z2JXjd8obXCpQQTpreiRXQxjsXAyDxUy2S%206DotY8lLczLaTFdONKfBkNoKmjuBA8ulWrBtKnM9AYPPSHXVNqS+OHL0TeqVw2lS17QQX0lt9wkI%20PlTu7qrqBtLceyuAVED77ai+3qwhPAqH3h3UbylUlo9rIraWJOxoSgPK0oDb9Io3lbSya6IhpStt%20yO0NyTchItrS3j2ll07hem8Q0rnRweVrv2jd/wAJpbwddNB2fMZ5+/GpK21JO7tUL0nYarpqdLwH%20/Qsdx/2rPHj+zTXtYfYvJHjZfc/MpvcLljCNKXa6ZCS2SL2Vy1j+Y1j3a/D1NO39xxnIy8ZLzUOM%207DaflupdWSRt5baBwvXEquDsknCXjzB5ryEtoQdpQk3TbhWTqVIHUodiFmHISjmEEhWosO6mtAfE%20aeykVM2PDRsWDZISDqo930VS1JLR1lE/CIiuuFLy23kh1NvKkq0q0iWYl2dJxroiPuOlplCFolEX%20ctutZXeNKGhlwtUKTADrS1KjFPMc1ubg6nxFZtNMlWJbEj0cmNmsbZcZaUsyGTqFIPEi3C1XUpoG%20VxYVlPzBtXNQ6AWAhVkqaOoJ/s0NAQYz0hcl31EUIbFydg0WSND8aUh4HHfcLFync45NZhenbUgt%20kC9nCocSk1147aHNkqZDH4iUl+GzuLDzyilQWCNHBbcL91bO6SM611OxYP2p2RYWSyQS+Y8blIio%20Nua4FXSsnsFq5+smzfptI2khudH6LVjpQQ29kXdrTSBYIaR2V12itJOZJ2tBjoft7Lh5mNNxjgRF%20WoKmR+AAA4jvrz65FY7nig3waDoBKfKRZSE8Up76yWhpErQ5f1n7eZzNZuO5h0l2U2S2RewDZNw4%20T3DtrswfkcuXQPLYV3A4P8q6ckIfzE1VstlPtKI05TPcgdp7a6HlVdDDZuLLCdGs9KYJeVmvh6Q6%20Q4RYftCOCa51k3M2dUkUHIwk16ZmlOvsPNJKlRU3Ui6hbcBVW00M5kiYRyGsNJhyn31NKUrlKaCl%203tqQo62FTaDRIsOiJfR6s3Icm5OWuQ61scCWrblIVcaJ7qtENGnf6rxDUgCOzJUhJuHXEbQbeAq3%20SsEfkZjqOU11G2p1OPW+GVHyXKB3321O9VL2NmJnvyMeyiRBxjbIWSku23qQodngaqt5JdYOkRcT%20DzWGx0+EtaM3j0oTJdKbBaV6gOJ4W8a5OpDcm1aSjXsdOsMPBx9TbcxVi8+yAEq7hcdlZ3vJaqW0%20+FkH4rDDTqlpQ6UqcBtsRbcNw7b1jtQtpKissmDyZO93d5lm1isA+VHgO81SuVu8B9iHkgpCmFso%20htDY0zt1B7QCeyqkW4KfHgLKXZqFPenspCUK2qCviOykihDs6M8DdCkXWFRlpF1D71/CgonOxIeU%20TynHGy3oCHOCrjsHYapVERZEGKwtBcc3ymU8poi4WU94tUtD3CUerabBXMU+80SUJcGib/Z8bUQR%20Jm5vUeQeccRuAktq2XSLE3/mpCbZMxMmPmdzLkhshuySkCxUeBSCacFIKb6FsyIKYqkJSBdS/lKk%20cLDtqgBi8u2llC0stEqJbQl1O7Q6aeBNEtDdR5+Y3yHC22tpaFhHMCb2J7vAVlLZm2QWX+a6GMi6%20pabWafAsO/zWq0ikyTNXAktpQ4pILZFylQBKR8tqaE2Q5UvERGnEOtBqQ6rluXvYbuB1oTFJFda9%20ZDMVqUVJTq8415Sls/ZPxpwU+BVuYt5CWkLkf6V98c51CidiR5UpA8BQwTJSm5EPKO4nIM+obb88%20KW8PKtHcfEUPhoPiWMdr16Wosvlc9BJbP2SniOFTtCEWUnDxFMIaBWJSVb3H1EC5Og1+6OymDqNO%204xSHNjgukaJAAO4/eoE6jceHHDzYaQWHE35iXL7bHS9qlIUQTjEdLBUoc2PcJD5FwL9oppDVipkY%20rGuTFtoSZBZ8y3LA8R8utUpB2knwsPhHzZEdCXm022aAm2tiDRqEDGRSVLKUpC249hyvlAWdDe3h%20TF4DrTAQoJQle0/ML8D4XpbhJiRE2vOJ5hUU/iJvqkX0OvfRISNx5TCXjFYTdCbuOK4mw4kmpbId%20gylDjqnIzlkLB2oBsLDt0qZEgkuTS6kBzloKgnXS/fVosfkzJLDL7y1oXs8iQRxH9YUNMFxGVvSc%20jHTy2y0jsSBpp/RQNoU/hZEmM4pRCHwQsE8AhKfNwq1oCr4kUSW2wllvY/YDlfZNu00mJqR1ifIc%20UYyWEI5Z3ArTe6fvXNNISTJL0VbW6S69/peKg2m4t491NoqCHIeyTr6mGoqPTJG8O7rXJGlAbT0p%20XqHEU/WW3+EM5uF0/l8q47xyVVGT2vyKpxR46fx2bk5UHDSDH47lAXCfCvIlHpVZYxMnMxsJ+LkG%20VJdSFLaQripzsUPjUJ6mxWs9UdVScYtSmlCS2DdJGp7q3VoMbIjQp+bS0ZMpksvE6JUNTeovcdal%206zNW8021OXydp3bTxNc7sXapcdOT4DuTMZKg+yD5mRx+us2wrU07svFyrxUOpibDcNk3OlXRmyqc%2096q6ekZXLFlmPz1Om3PFrV20sFqmdyHs/MbVyXHgha9QLcKvqQYWoZXNe3GbgSfTtIVL7Q4kaa9l%20b1ySczUGx9m+gvzPrXHsTYxtGVaQk9/HWptYTPTXXjzrcZDTCvSsRkBAV2eWsLMdKswOM6uZcK2H%20Vc8ppSdFakTI5xt1Sm22ttVJqqlc0Q2DftrGzLVRJSFrvWLZe0lBKUNJVwuoJv8AGirM7nM/dXMq%20M1vEoO4oOo+NdmJScWVmHjy1JJCIxdS35VoHf310pHK2y2g5l2JjvSSh6pKlEhgCxSDWdrGlalv0%20jGy65q38QhVlG6og1PwrmvY6qVN/0xm3cTKdazkez7gUUBQ4XrF5DoVDW9Oz4WRakolSUJaQm6Gi%20B20uoV00Ny4+IQ0ouRUuEkBqwGqaTyidCFnMX0LIh/l7+PSzZPMbcJ+2RwprMS6HO8t7VNNoRLiT%20Eoae1cZt2VrXOZ2oZvNdHZDGqQWCVp0VoK1rlMnUiLbkynUNusG6jYm1Wshm6j+R6UycON65zHLR%20DTpzew34GqVxbStRAYZGx39sfPtN77TT3i2jbEuG5kWoa08qOs7VqN7GnOkjVTr3TuKe6VwD0dzz%20CZd9g/1CNKzbNqozeUyZX068UpKlv7kLPcKlcSrLQ5bMeDTSUp4o0rqqctiLzNhDh4q0rVIzkEkN%20bSsJ2qFte/Wp8S6s9hdEcpHt7ASyzyVraQS98RXm5uJ2Y2W8aM4wwylhfOU4q0gjsT41x2ZuZL3e%20xzacGsRiCyoXeAHbV0A88vSXJCFMM+Qo+b4Cu6iM2yqeUy1sCTxNdNUc92R5UsrVywdLVokc1mVl%201qQpXZVcGZiVIs0k99OdRJHob/x6hbOj5eSSLLQ6tJPgK58/E6sHAtMh1C2iBl3kH8R1FknxFcqR%201ychdkx2t65Vtz5vr3muiq0MXbUqZJaRI5N9p+b6DUQzXfoS8d1VPwZddgrKbHzEVdcUmN7kbMde%20dTZ0pj5CYr09woIPdWqwJGFrlSosqlFO78DTeb6Wo2wRvLr0qUMJdacCmQmwSKhsqtpK9p1bJeRf%209qkpA+NCLYxES4wpPN+QVcksTMaWsqcHEAkfCqRDFJxswYxibY8pwnYfEVZBpeiOkpHU2SbjRwea%20nVSx2EVhlOjCz0LhejMj+UiC/kQ0+kbbqGtuFeZkqdasNSOl+sunEJXBlma25qptA4isFU1Vipk4%20OXncmjZkA0Upu9H7ljjWqRclxH6bwSUKYnz233gLOscDahpibRpcYek8PB5cdxuKk2Kr2PCqVjN1%20GJ3uL0+VFuNObmFgb1soFjYVW4W0qoXWeK6mfcUyx6h6MfwWgdW70nYINhjGoxgrk5JvkOJ0aaWd%20SeysrWAhtxn1x3Jbxshy4cR3JFZp6jQ9icVDx8dzI3DrRNwjwNbFtgk4/E5dp1xBEV7adpPfSM2y%20HFi4cRo+OeyKFzNQrje9IJGnMXPZmlKJV2NhTw0tSKTFRumcG9DaalKElSVElAuCL1SQ2aGLj4kB%20gJjx97P7kcfrp7SYIs0cwhCGSyhZsUHxogIJWNTBxxcaWAN3FZpQOBiXJw0de5LYK1q/bX0F6Agk%20PrnJYWqKvchCdwfHA+FUkTJTQpElMsSX3vzJZvaOnQo8KcBJKakOOulmS8G0A79x7vuUmhpkTKSg%20Z7JZRvjpOqB2CpgqSqGWkQnHZWOZK7Ls5GGpN+J1ogGzteBf9Rg8dI2cvnRmXOWfs7mwdv0V7mL2%20LyPGye5+ZS+4kmPGwTbkj9lzwD8eW4R/NWPd+1eZr2/u9DgMExHpM0EOrdCOQVahSA6Star9mmlc%20bk6UPRpeGlbYaJDZ9GsoLV7qUgi5t31NjRFu5DcyLCXI0cRo4WEpUD5lI+0onsrORsjfk8THyYir%20lRS45+KNbqWNBfwrVcCJHEZQ49zF4WQCjnsKXHcJvuus3SpXfT8CXxKmVmAMgcNlkCM8paVRpCtU%20OoBvtCuymmEkhuK22uRF3kQ1oKQpOiApZ4iofEW1knD4+TAaQyi4YR5Sm9wCoX+o1PiUWM95qbAE%20AWgzYyVJZkJ+UhXEAd1VIQU+GyGYgNqjZUEtMbUoeXa5Us6Ad4qbIpMspchbxDWSYYSXEn00ggKI%20vw1qq2gmyK49DKM1tx4JcA1UlaQpCkngppfEHwpu8oVamxiYxcKIWVXeaA3NJXooH7oNZ+A7FVNy%20mBnS2XJbymnm0FKWVJsBbQ28aqbtRJnWqq5JBTDcbDsCQh7lpsQDY6/GprSyehs8iZFE3eXWmUkJ%20Qkbym2494q6Y1Z/mRbJC0KdjKZLJxpeMip/LY3y7iSHnUp+fcriE2rrtnVfaYLG7asy0LF4d3IY1%20+LOekONuFp1ops2Am+o+msbPQtJJwbDNMRZpiNyCPTNpUdg7xprRicIeXiUeHwEdt6SthJLcpewI%20A1CUjWtd88TkonuJGFY6OVK9PjlNuTEEtrYW5ZwknUEfGi1Ub1ZppPT2JjdHTHIcJiFNDqUpcQkc%20w8dwvxrSiTRL0MzAxQPNabIcdW1oTx1Ivqazdkikmywg9NR2I12jzNy7FdvmUBqB4Cue95NkoGR0%20ZgFpdTIaU4495lMpNhuSbhRpVyEtFjjcWGy6hsJZuNl+CR+mpmWC0GWmWFzXmYodWYyPxlOA7B41%20QtxaRFS4ZEd1Y5E1NmZB1ShY1sT/ADVNalqw827MbmNNAJeRtI5huki3cKG1ISSW30Cc2mY6FrII%20QQeJPDyihyLaQiw3ImONyFKjBXlBJt5h4dxoaEJfehwFIaZWHXbWCb8AeJF6aGh5MtIu0lKUKQQU%20qJvtsKEwbZMx0hDaVsuhCpKCSXr327hca1KbkUEPY+56hZnEyEkpSp1ACNp1t/Wq5LqiK0cYgPhT%20aS4oXccA4k+JpJBEkaRgsOlIcjtJalkb+Ylzyk9xtVoSSRJSESIRafWp1aSAy8TqbfZqbIG4H2I2%20PaWXC1zJKQElCflSLaACobB2bG/Xl1oiGxd5IO5F7DuJue6pehKQ07FcLTCkNhHL+dIFwR22+Nap%206DfEqMv09HWtE3arZtVYJO3XvtTSJaJEzDYSVi4zkqYW1KCec04fMbaXBpcBbRiJ085DcfENz1CH%20Lq8h0Atpc/ClqaRoS3Y7SYnIjNIambLtoUPKVXuomiGSyyfdZnw0uS46kkNJKwocVoOwgdwPGrSC%20kmdmYBpmcjIsv8mQpSWkoUvQjutUspo0sNC30pQtIddOi9p0FjUaol2gVIVFU5dkXWyqzZBuLpGo%20vVC6hAjetelXlFLbToJDh18qeIsO3upyhrUM5FUppbEdpTTMY7W2zxIHFdDERDIRj0BzclLr6vmV%20400QFIaXylyXjuUtIKnkaEd2gqoNJ0JGOlsnyFd3zxQR2gdt/Ck0FRLsje66tlVwdAE6kfEVnGoR%20qNszV+VGiU3uUkaCx76JYhLjMPGqecUgJTLHkWnS5PZemtRNJDOGek+tMd9sMpKbtlYtdHhatHWC%20oRYS5B5yG5oQ2ydGV2udPtXFKAkiokQI8h1Mt4FgoJS6fmT/AGu8VS1CCS5lUtx0FtaQ0tI5TiT5%20Dp2mptWBknGOTlOPJSEPtOs2DzargU50CCtdiYQKWptvYsXSFhRBKvCphiRFxrzSVuxXUuvrJsNR%20YfE8bVskoE2y2azSo7TieS2lkiygm6lFPC9jxqHoUlIn1KfTpYZWNiSDZ0bTc9lJIbPQteoeeZv3%20MU6j246rWzo8nD5Atn+sIrlv5am8bXJVOKPIfSPX6msYYjkYesRYLcAuSfjXk3qkegjc4rO4yTGb%20lvRkSn3FhohwXKb9orJmiZdNvY5gzo0aG24/tFisWtfurJ2KSJJhszoKVqgtBxACDppfvrO1mWkZ%20fLdMNxULWPxpjmiEHVI7qVWVBT4+I3Bd9UtCmZLN/UBIsL+HfVwBGbjsTnH8vGlLMcbkKCtFBfgK%20cQKSE+9mYEeJIhSFu+oURx84t4VW5hI9js9mX5KnJAcWWrpUVA2o3McGrgTMHLxCUz3HWX1qIbcC%20dd3xq63ZDqiz9vMYnpvITs+44pbTKtyFK+3eq6jE8aagT1n1llc2+pCkhmMvVOw8b8L0bmXWiSMV%20gpKW8pIjk+dNr/TTkbqaHb+Gs/aJ0NUmINPDWqcFodQBWFkJslR0tvfgrNgnz/VUJGbZzrqHCYqd%201JLmyXHAhABStKbjSumlmjJ1kXh+lA9NTKwzaJASDvbd0CvE1rbJoT00aHF4OOp4P/l7S8y4rlux%20SPwko+8D31g7lKhfsdLLhylrRshr4rLZAt8KzbNER4XUmKecfYyEdt59vcht0jcTbgb1my1Yy/58%20mDlnG1NlKCfxdo4J8KkrcdUxEErEGeAh2E63ccwgKF+GlIl2C6lx8V2KjGhhJlb+YXUi5CTw1pAm%20SYvTkRvFJjO+ZShYKV8wqkxjWP6WwagqPJKnQTcKIuR4fCqlkuoeW9vsEphKm2ktqY85UABenuZD%20qibicDj3McqI6lMllzzct75U27r097DaiG10Z0/OU6r0McvWLY2gEgCpeRhtQWN6L6JxKlrmY5l5%205HALQDrTrlsG1GQ9yHEJyqCxcM+nUG2uCUptoBXRSzY4OLP5C8FEFSyClxRuPtXPA1uhW4GYyDJK%20nAhN1A6itaPU5LIlxcbiX8Hz3nlJlBRAb+FbKTKCsRGdcCmQNyrgJB+NS3DkqqPavRTePPQ2NgPO%20BKhHQtSu4pHy152bVnZjJ+Ly8JTSkIb2r1TwtwrnrC4m4Us49yI/ClModMkEo3C4GnbWqyVJaPMP%20U/RGRgS5M5ptXp3HVIAQCbAnwrSuZENFJC9t+qculx7FRi6hjVfMunjXTjz18TK1S/e9kepofSj+%20TkM/63cClsajaeNaLMjN0OeMYR8rLUkFqxINu+t1dMwdR4YWGzIQmS6oMk8RWdshpSqO5dHuxIPS%20jzGOWpEZTaibCwKrVz2tJ1VSMpLlD8lSN11K3bj360VBnOeoZClPtpB0HZXRUxY0pZXtWo3XoLnj%20UKoOwU1IVG00vx8a3qjGzK4EIO5eotYVqjCzHEFtpP4vyO6aamk0SSobr6HwIi+a3bVDhsKhpF0H%20glSnChWquIKddanQ3gfw7sVWXaay55cBB2vLTqoX4Um0EFv1h04rBZhiEglcSc2HmXjx2L4Cp3aD%202mt6EwreXw2a6dmsLQYrG7FPhJupxXHWpeQewZ9pX8n0t1K8uUwsRYqlNvuBJJvWOXIbY6nRsv72%204VHqGIbS3FlJ5bhQd2+seJq0YeD7gddzJSm2y4Q4bITc6CloS2W0zHdSwGBIu4iU/wCYlF7+bvq1%20BLsyhltdUcwpeDiHH/KHk3J+un+JO5l3hfbDqZwtuSsg860+N1lq4Csr2TNas6H0j7cdO4dK54V6%20lxwFCkrAOvjUFGug4fAwmVS24zMNZ1WWQAT8aljIU2fHfyaYfMUppTZWlSvvdlS0BKhyH4kJRngG%20Mi5UU+YlPwohA0TcW9j5D7TjSlGCpJKm1Cw+qmRqPKYhMS0uxRzGlq2qBGgoFDHUwcanKKcXDa0N%200OADdQEMVOeYbkAFtOw92pogNRyLGZCnXuShKNvkI43oHqQ2cpDGQDYWr1IvsZt5TTHIy7lC1LUe%20WHN2nm7DSGQok9UmbIjvpTZNth76BkLPwX0TG3Xvw4wRYBPAnsoKDxeQcxrDz63VvDb+xVq3bwpy%20EC5Rx2SiJyEN5USYEklpHlSSaUhBlIbvUkvFSYiEgzUrWoLWbeTvBqWxpFn0/wBH51jEpnzJSlLW%20CSkqvUtsaganxMyGClLYbbJ3c1v5jSkbR3Tpnd/DeJ3fN6OPu+PKTX0GH2LyR4mX3vzMT785P8u6%20QhvFBcQrINoWBr5Sw8bnw8tZ9z7V5l9u/wAvQ5dh5GPbxylNqMhU1W1CFHXXjrXG2dcFS1gMRHbX%20LcSqK88nby+Dmh7O69RaxSZqcRIlqkNoSUtYplqzqSblSjoL1m0OSKyjJBLsaY1+I06VMufZU2Ve%20U02RJG9wsBLy8Bhlh0NT4qQYjgNrEa7VEVdWDIDCHZuMTjc+y2qdjihG8nVXMTou44XND+xLJv5Z%20m8eYwEXdBlJAkx1HdyingpJ7QqlMmhKVIDrzXont6GVJPLB8yrGxQoGoVp0HtJORgZF+U16eOGgk%206hZ8yQePxFqHaDG+RIiSUyDGXjH3EyWNyfNaxTroAqhWRFcskfJ49TOKXNUFxno6w2y2tRIcWSPl%20FXoaPQnY5XUwlKEpwOYxaRy2tpCkFQ0KD8aWhSNKmHNi45tYU5IAHkZXe61nUkns2iqS0JbIs/Dl%20yN6x6El5wArQkalu4/lIqa/YZlsZjcoWlRZBSGllRQ6AUKsTdN/EVSvAoJkDotjmKXJyLjjw1KGw%20pKb8dadrSh1qkaCKISonAvSY5KCSkAqbX3/CpblCZnYvTuHxz3NYiuct9zetZVrqb6J7qUtiVEaB%20cCRKbWIDLKgny7lDcNeN6FaCoRLZSyyW4aOWZZTZ9aOCTb7NXuknakUrXS+AafMiNDaafQ6VvPJT%20dwuXvoabs2DROdbLslppKTdwk3ULXvxVrpU6omJDZxsfkOAqKUqJS8+kC6QD2VJaUEh12Gwww3FQ%20ZLMZBDZBsT3m3aaIGUr0z1zyUttFJXoRYhVvCpgiyclqxj3A3sUkLCLEBKhc996UFQGJzDqtuzag%20Ha6rgPC/fV7Q1Q4/EamQ1tg729OBsEkdo7rUKgk3JVxZj7jnpXUHci6VSAoGyBwV/wAVNwDYiHGh%20sSDkm2VOH+ubk2+6mqaKViBM6gTlcu7ixDdYW6m8eZa6AvsJ+mkzC25sM9NynY7cuYsCUwnatbV1%20A3PAjuNCNazA7iwX0SVrQVOBVnEa3skWv8KC2ywWlhuOlaEqfWv9kEaeb+srupQSD1CXyEOhTDra%20vIq25H0mjaUrQJm47c8psLDgkAfLoLd+lCkG0OZPGxJDsYi8dbSAl1CTYL2i1/jVvgZpakB6HuUh%20aHHAGF3Sg6C6tLWqEx2Ukd6Tk4hebiOIU9FSFLK9R5tdo8aEhLQRA6p/MnwyqKmM6km4Giibam1F%20qyVxHF5HkuCwJB0KQdCTwvfhUTDJlINuUHYwmzNWGFcpLCfskm2taTyKmRrJxWn2VPRcfzvTXLbq%20llICj4dvhTqJCIGTXExzz70dSUFSCVJGhB0sod16qUNkTKtdRQuoWJ8VwSoUpG8R9CGtBcjwFDsB%20ZvZGYy0oPPcxJsEKKb3Sr7J8L9tShvRC2HiuVsfjhxIF9igFD6DSge4WZuOgyxIjKLSVaLiuE23H%207QPdSbDQtY+TihtZSy2pux5oRqNRcmnDIdUJS82Y7K0bUNKCls2TfwuVUbAiCG5Ogx23GVpU7zBd%20TiANb91qGmMq5EPmgsR2w+2hAW0pw3Um54VSJaFsY6Qphcffy3lKSAlRNj20MSQcdqEjISWVvrem%20sJ3lgJ2gKOmqu21A+BG9KgPgc/Y68bFaDYAHsNLgKxJW0xG2Nu/6kISRvbBF+7mXpwOUQpzMuT6V%20QZb9MhZLaCvcOFwbVSQNyPKcnLS3IfjucpCdoLY3ag8PppNjcwSxkmZDfp34qoosbOqO64HYKJJK%207Nx8VIx7UFalLDws47ay0D7Kkkd3dVpwNKRPS/SmXxQWw7NZmwFFPJZWDcot291NuRwaIL9EpYZQ%203GKvJtSRtIUOArORyODH4tTan2gHnRxCydFgamwo3DaKGW4r1aUsstqlWudn3RxCu6miSSVxgthb%20iVoVxJ7UjuN+ygckgoxjr6El5u71lNhzVBPiaICD0LXpnnlb1KzCe6cyrM/WC7DkIlWNvwlNKDmv%209m9Z5fY/Jl4/cvM88zOjOhkQX5XTTraHW/nQtQUTXibj1Eimw7cCDkuZsLjaRdRHy7ql2KSLtOYx%205yqJIhuu80+bZ22rNspIW9mczNcdjRmFQIxJIU8m3DxrNlpEb1syNGaU4Oa7vIcctcEeFOgzQqZx%207+GVMnxFLatcBAsT8a1JZk2+n8RNcWcfFeac1KUk+X4kUEsm9P8AQ7MaaZ8k/wCqV9lXym33U0SC%20Js2MX8gnHQOVHS6d76VpG4kHW1BaLqR0xDmrXCTFVyGWwtDqRopdtbGqRnZis/i32emGWnk8lDKL%20IuLaf1u+qCrOaSpBUneVDajS3bp21SNEZfGPKPUcuQPkXa30VSQzbNrCgkd4vVQIWmo3DHUU0pEx%20rIqQxEckle1VikC/hVbCGX/TOMws3otovRy5Kf3BxYqXoS0U0HEQMHktqQpXNuQyk+as7XEkWMB5%20kSy3EdQw/wDMlbnafujxqNxUEXKqnyJTnrcdJdS2fxnWwQk37qW4CrPRSUuh7Hr5TbnmUw4buXPb%20QKS9c6GdRi25b62+YLkOEaGkEl1Hw0SbjmSA4l1hIBUlRCDbuFJikkQ5chMnltMk7RZIULqBHafC%20gtC35Ukytj6TzlnRQ0TTKLjlORktBtsreXYlwC6QO0fGqQmWU6IiRFaS6koZTqQdD9NOCGV64uMl%20MLiJkJaCdEndY2qWMrsZgomKyCH4TxdC1AL824eNQwJmeisyJ6lpfQFp4JvxqkByn3sbzWOjNZAq%20SGdgbGnYqunGByTA478zgyi0tK5ENJeAGpUT2CulE24FXNgZmElGSejKSysXXuT31vWDnsijL0dy%20TchSbncBfS9bIzaLrpz07/VEFLydjAX/AKhR4EVFogqtTrr3XcHDXgpkBUNSvw0BXm3/AGde6uK9%20ZOmpo+nOqc0uUXMo822LAhdtqdvZXDlRujZs5fpp6M4Q7zXHNVlKu3wrBJjZTL6r6fjQFAOMurU4%20UAGxt8b1aqyGBvrdiHDU1i0N8y3+qKUgi3ZW9aszZn3vfLlYmUnIoS7sc5SWkgX2HSumtGQzmPV2%20WwGRJcxSPTtq83LXbduPGuqnA48j1MW+mS5tQ8obBwNJuCqM6Xi8/wAnpFWPbGlid30d9YM6KsyH%20r1uRkNE9pp1KZRT4odeueyt6shojSWSNpT8ordIxYzObeWwnlgkAa2q0zOyIi2tiEqcF9QLU9xm6%20kxnC5CQvnR2FvEapbSLmp3j2Fqx0D1bLxj+VTBdAYWEcgIIWQe0Cpd0XSjND0T7bdTzJrbgYVDYU%20QJCpCTqntAv21z2zLxOpUOiwfY/p+a7PTuu62pO1zd5R8axeYrYdFX7TdNZ7ERG5oLqoJQElJ8x5%20fYDU9Uews8livyWOh2FGS1DtZtpSRzNO81HUGqlfHkYtppaXoyE+qO91ZSPprK95GlAIfSHQUhRk%204+LvJ1KtCCrttUbxj7HSmNgy05CHGDDiDdxTgG2lvCCbOkQW3UqcdZCljgoDie6jqC2kFxp5bzbS%20UN8hR1JSL28DS6obCe9HjlAjMnwKRx+itFYcC4uAjxWnWy8OepJN76a9nxokaKn8mmpdbStZcac7%20Ek+X40pGaHF4CG4S3kCCoC7ZTobDhSkTbEP4eZGcDgcSIqjZKV60SUS4GNlttOqecQttZu2hAsbU%20xwRE5iPj5aYTzKkMrV+0VwBPjQEEyQ7impO9mQkBXFRVcH4UCSGZT2JSoOsr/G+8o3TRI4GIOeK8%20glh0FSVEAKHymiSWgSpuOay5cjtkz2yQ2OPHjpRJI1KlILf4idjrhtrpqaJGV8mF6WTFcU4CVk7i%20KJKI+V6kiPQnYE4/ilVmCNNOyiRgxLWSXjEY91SXACTywPPY99AEh/pyXyeahhwoY0U2kamgW5Cn%20jFcKUqaVHbSkAJOit3jUlDUfKsSHhjntyVN6NuXsikyiZi5EmOXuapLqUkpSq1xapA6vhVBWHgKA%20sDHaIHcCgV9Bh9lfJHiZfe/NmV93YUCd0uzDnC7D0ttJGvENuHs+FZ917V5l4OJ5/jxcjKeadgON%20BEd1x1xKwU7Up8jYT2WuK420dSZNGYy7vpWJOPckOO33uoSlxCSDax76UIbNLBhrDHpnI4jOOKC1%20qBA0HZY661lYdSY8gurDW4F6xCUg6FINx9NNA0Pzo0gg8pkOyD9tPEC3GizFZ6DD+KD0JCC0kZB0%20BDrqRckk6fVRRkVZaScRlEtsRCEuIS0OY84QLrSb2Hwq9sItNkVjF4hh1S0RQ888bqdbFvMO0moT%20FYYfjz8lJlNMyuXy9Ev6eQdvhT2pE9NFa1gYj0pn1Epb4ZV+2SdhUey4GlQxKhcKaEiSELYDrTIC%20UczhYKB08R31STLepJmodD620OBlkDe4bfZH2AT30VroZqSvnScxkVuvCVyYyQn0rLZIsE8Uq8TV%20O3gNcdSxyGeYQhmPHZUHlNgqFiEp7/pvQikNESAwqU+23zwLIacO3d3KNS6gVsLFSWkqmzcq6X3V%20bEtpTZhAOv8AJ31UFE1WPjRwl1DoUnVG9JNiSbkkVKQkgBMZ59SUqWEggIXxSL8bX405gBwO47Gc%20wNLCC4Nq1i5A+HiaOI0NsojtPBZVuW6myQkELJI0vTTEBGNfZkoDktTLBHMU2Rfb4a1UoGh2QvHc%209tb80pUPkaNt5T334USSiE5Kn81LMANmDv1SDfclWu5V6mUUTIUXJPOhQZbKdQlbegTcdt6YDS2X%20oT6GpU1HPdWfK2nd5T2EjhRtGSJMSNEQy2lBs5dVx8wT3ilApGvSl9u7Fk7wR59AUn7w76sTZFcl%20GKyMfCQZLqzZDab7LHtUqlasgiExOkrdeYkemaZQeUVgFNlfdCu+s9sFaDORVynopaeKW1XaW0hQ%20XYjtI8a0kmCc45CihwP7g6kANONaHh2g0mAuBlHW1BwtqZb22CuKL/16mCk9CdFy0dDLlm/9RIsl%20XKSL6/poYXWmgnlyIbTqYLSHgo73GCQHAbfZCqUWOaboDamnI3LWHWXCmymXBZRVxvVSzWtn4jO9%20z0iFoTdxv9n2fRSkpNDSH/WynVONKKygHeEnRSeBH9Iq66oe0W96t15IcaUlRFytI+Qjw7abqDZH%20kY5MyAsF7kqe4OEW8wOpqHKFBVOMvtLCeU0JTZHLkA6G3eRVDSZNX0srIQ/VxVhS0ObnLKHnvxQb%209lZ7ZJvVFfFnITPcx0th1K7WdbIu1tHAhXaatU0HXRE5nJlhakOfiIQQrlL0IHZp4UalNomz2UzB%20u9ODCeQErb4bwDfs7qSfMBLTUb1HJPl5iQ0h0ggJRbjr31QiE6y4lTeOkNpSFqP4pIsUA+UXq4UB%20GhLajNKShppQb3K5e1w9gP2SO2pFtLOTi4EVtS8mgOv2ARGFlbR2KUe6kHkZ9cVMd9TjbPKZSCH1%20lQS2lJFxpQ2Eakx5MV3EoCVhAQj8JtJ8xB438KpDZV46A4pSTES7ICHb3UNiUp4FJJ42qbZKhBfF%20mLFcdXMdQU7RYJIBIGutqndINDEfI45pt6QzYtoIUt0ncU30vrwq0TwKtEJp+YiY4VIdcBU04DcE%20E9vfeiQDU1DE8xGnAqQlR5ySLAC1wUntpcRQOP4PKSZ3qG39jgbKdFXbGlgFVRdaohbJ+MCUrx6H%20pDJsy8ySpOxXGw76NSoRf43LuvxyxZAdQL+mXYKSD40oaJK+RFfcWl+Q0iM22TtFxc9n8taK2hLR%20AzMSO6hDQ3FxXyup0sfu3Gn10kgRGx0WXGkJeiy5CZYBSlLydyFA9lKxROayk+NLYTlmm0eoVZBQ%20n5iNL6/LRKYSi0lw5jjgcL6mRuIb2iwJ7ztqFAiM2ExHtmRs4+s3aWx85HiKqeQnoJkjHSVKSta0%20v7S2llSrWTx4DtNEMSZQRoMN2KpEYplP7lBloqIWDfXbTQNnqmvTOErepmEv9N5ZhQul2HIQR3hT%20ShWWb2W8mXi9y8zz7CxGMgT0tNsABz9qO818/J7MCst0mwUOMRJJZFi6VpH/AKaAgselIRbhx0No%2057iSbuHQikUkXcmNMn72kxw403cuOXGhHZSgZk389go5W3kCI5TdLTFrgqFOqAex3VCYM2MxPG/G%20zvM0g8AkVZLNi69gWkIyGGKX0vEMLQNNpVxP0UEJvxMr1JClKzDUZuapksK3IsPmJ7KQ0S8XBmNN%20PS5MEOvNqsmUTramWibCzmVlyXIcFBS0ynfzB39tNGN+JX9eZCU/jY7MmUpHl/Eb+9VodTk2TybK%20OYlPyJQQFeNqtGiKzp8LXGRIt85Nz9NaJDk28bbsbIVcgaiqa0FJJCU7rA3HfXNGoSLcIbFxqK6a%20IUlD1BMRIAjA2A8xPwrRoUl/0bklvQzCaeLKEjiOyubISbd3AY2di+dEd35JmyfUW81u2uRjQMZ0%20lCWyhQjh+S0rfvOh3Cgots08v8qcbdfMN0AAoAvvpksjQouFlIbVFs/IQgcxdiDccRTRDLHKvY2R%20gBHW2llQBAbHZ40yWZ383TAMWDGRzitF+7hQxosWpjHNRJA5chZCFtDsHfSLTLHIRoy4i0rOx50f%20gvjin4U0WVsOPkYbZhLmKeS55xJPFPhVCZb46YEtKjPu+tDYut1XaD2UEMiSo2P5nqBFSlHEAdoq%20GNEGYv8AAW7iEbl2IW0Ps/1qQyPgZLiVt+shB8rPmkKOopoCxzj2IzsRUObi0TWUnaG18NO2tqsC%20rwnQnTcecGomDaioBBeeH2knsNaq4mSfcr2xxPUfScmBjFJivpKQkoHca1rlgwZwjIf+PeYS8zEQ%20DsFiubbXx0rSucHQ0OP/APHCMyjmSM2pCPtOlNRfNJSqW0r2n6LQww6qSJbsdxA3FJ8wB41zvM1w%20NEjaTuksBkJjSmdqYKUpGwcFWGorJOS5FZ7oHGKhpYxCREK02U8jimrVUS7HNcv7QZCF+CHisBXO%20Dv3lcbVdaozdjI57E9SYuLIfdWrHBQ8oTrzbdldFEiHYwT2bYdZU263fX8R/t3V1VqQ7kBuQhLgL%20gsgnyroaMLKWPSBLNlAXb+x4is2h1RpMXNeEJTGy/l1T3DvrN1N6kMRZaAl9TREW5Id7KaRoVynQ%20qSULuN6rIIF7g9tUEGjy3QeWx3T7c5DZfZeJss8Rfwo6gdMR0b02nIoWxJUW3j+zTbjaotmJeMsu%20mvZ/M9TTV8lsoZjukKPeEmo+RAukdt6T6JgYN5SJGPSS2ByXD/zFd1ZPMaLEXmUekQY7khiMENH5%20ki2h7qi2U0WODFuZzqKQtCURihla9oQOHxrDeOC/xON6gZ5ocjchh7Vbt+NG8cFljW8yxLLUN1Sm%20wN57NRS3FQNPyczNnupnSFBItsaOoFLcCqWbyMTEhCNOaS8++LthXdVV1JshzBYGJAhlyO/YOElL%20HYkntpupJCy2WmtyWor11xtQ4ew1LqMrpGIayeKXkQmwad5aP6Kh1GXeFkORIKkzYwWlKfw3ydRS%202g0WsVuHlmxIhNBl9gbVEfaPfWy4GcQQHcBkH2lS+aULQT+EPCgpC0MyokTnKJcecHkZPbQxhRn8%20tJjuOuQ+U8i+wX4gVI0IxEzKvOOuZxstRUj8NB1At20gJSWXXJ6JTcstwkJO1A4EVYtw3Dax8txZ%20lOiWgKOzdpdX3aYtwcqHjlMvuqhpQmHqpu/C9AbiBMdxZhId5QQskBLQ7j20h7iVCl46BIbLjKXV%20G21J+yaJE3JznqPqzKwOqXVNQrc5ZUy4DwTSkEjRtdTNdQRDGS2Gc2wjmel7wBob+NEjgcxMGTKg%20Oyci8USEC5YOuz4USUNMdOx5kpMqeAltr5FHttwNEjLqbLQ2+y7FQGdpAMgcVAdlEkstIGayzL+x%20m8qPJ8zjpNth7qckuqZBykibKStT+PS0pFylV/mtwpFoz7DGRkMyJq4AaXHF2m7/ALSgZa4XBzpq%20A446Y6FeZbI1APdRA5OvYlsN4uG2DcIYbTfvsgCvew+xeSPFy+9+bM37mw3JWDiobXsUmWhd/g04%20P6ay7v2+pfb+447icKiFlJS3t5L6AEM3ujaSd1+69eduOtqBcnpaG3NjNtPOoCFbwoKKUti9wkHt%20pq8oSZeL5C3ltFHOQ2AgrULrJ46EVJUljEZgtRippkeo1QgEfKfvGqSJckhvJLU2hptCXF/8xxAt%20oBrrTYhh+PIaKJDZ8liEtp1tf7RNEpD4Db8xpCf9a8bkbULOpBXp2VClsZXr9LjJlua/6dabkcWw%20fA1owkcBx0eMlmCqza1FagNd27XzE1INkyLMhuxS0620l5B2hW22oogRBlzZPyoKBdXFHjSYoFql%20zn2Al9aFxALKJsNRwNVXgOSGqVi21JbaKn5KVBSFNnyg9xpWRmy1CUFzlLu+kp3lSLXSq1yk0JlV%20E87AyHGLyHFEjzJNjYjsWO+i1oC2gU5eOdiutRn1En7SgAB4AVkrSyK2khYxrlISt91aVNJslhwe%20VRHAg01YOoy0x68htV/pkONKN1OGx1/qgcKHdilsrHVTl5BfPgnlg/hpBG247bUuqytz8Bpb7yZr%20K3CVKWv8AC2i/EDWta2ZoqoTN6iDMv0kgoVIcVYA8SkcapoGx8yIslIU/CbQGD+Hv4qKtOI7KlMa%20QiLPvPDHJbaTxJSPLpoLE0RBFnDJbynuU82l0gG6ktDibdmlKrQ0NQWJiy1zV7d43BJTb+WqbQxy%20Un1MsFEpQUgWKAntHG16EwbFKhuQVIUVgpV8oUbg7u2hiTDYDTLrZef9OgArSRqkeHfRVyMDkXBv%20bec/6hLt1OeUbVBPaPGqkVkR3sf04hta0RExkoG5DqiQbjhQJEiYlbgUhDIUUoQ5e33u2pfEcEDK%20qbS2VbNji0guLTwNuFx4UmhpFdMmxguO+5ZMdadshd7C32VC3jSSL+xPYRHYQ1LRJ9c475UoAudB%20fce21WJldkRkJyAtmUqNIQvfcXVZI+zVJolpktt6a400/KQXAybMsg2K7faNqTBVGkZ4pyzMUMPM%20rkuAKWFeRJtw+mpQ5NF61CXQl8nau6UOqFjREghqfPbiISy8hcuOtQ2uhvVJtruI7KptwPbUr1zu%20nGkFKmiJK7gN8OPeKbFYGEUqCJMcR2Fw77mjvUDc62NLciXxA1MTkA807ES062doWHAo27LUSVtK%20PO9PzeaxJRNG5tRSAqxK0H7CvHxqtyJsoDhZDqCFPaCGT6FIBeJsSF/1LUOGTuLjIT2VJRK5mxCl%20hTrbgtw7CO2pC1oKXOPJkByQ2pp70yuYhoG2wW/pp1TBXkvemp7T0FExMa8kDehLgshCjobXpMsc%20kw5M5xx52yJS7bwVW4aixoSE9CJIdZTHfac/FJBJDWoJTxBvTgE5Ia5M11plONjNpKztc5o+yRdJ%20JPjUOqfEbYGnM9ubjzZ7T6yo8wMp2toSB8txxNKuOi8AkJ5yGw6mZOebAbQpvlkaq7rmr0Fa0FPj%20sYqU9IkLIagSTzeWhV+bt0APcBTbIjmWnrXNzQD9mk+RjYAdyh2EeFVWGPRFiy3sS3IfZDxWTuUL%20bk9wNqS4lphstpXvLDa4zbf4inQbhXekXpwKQLmOONITdIdPyhQCTtH8t6QDMSGy7Mu68kFaSFAp%20IVbt1FEjgeIhJhqjokNr2uE7VAlQtQA7DdYbiuLjuR3VWPNWoXT42FBLZWrdMhh11p9KGgghJa+Y%20HwHYaA4jSMZlo+P5jclUxxSQW2JKASP+LsqbJNkOtkyHIy0qAormPOMNpGnLO9Fzx0oVYKTYI+ax%20kzJxUOyA4ZCtjTw0KVfZOtVULCsv6fH5KX6sJkhQSUPW+sju0oTli8Cqw0iOMm5IiFISnzeYFJSi%209twBoaI4M9YV6hyld1I8tnp3KPIF1tQ31pB70tKIrLP7LeTNMXvXmcCbkyi29PlNW1unaO+vnj2S%201xGWxweSJSVAO2TdQ76YFjLfxxfdx0Dc2tsD8Xgk37jTSCSdjsW3EcQ76v8ACUmzySvUqNVtCTNZ%20vpvpteWeWtYUEp3K3EH6qGhphS+mI0tmJ+WKS41t1Lh1T/ZpCYh3oyLGZR6WcpqQhYcW2te1Fxxo%20JZbBDr78R5fLcIPnWnU6UgFt9SRGZTuPU06Q4q27adv10y0IkP5OBkEwI7A9K5ZS5CRrZXZupoiy%20M17i5KOmN6VkFa0C27iapAkcqcZdktLSlF4+u5dvtd161qMtcDjwiA00dACa1Qmy5ZksxyUg7iNO%20+rgzdhxh8gG/E61nsFuI8nJFN2u08K1qg3FZJjhO3dcvOKGn9U02w3Gj6ZLOPy7TVrtukBd+6ue6%20CTppYeU0prGJBDp3LUOz6q53QclhHMaMwGElz1Svm28NaW0e4beeiK2IfbUpbXz7hRtFI90/kHJL%207kdqO0lrUFSAL2+ikIq8/wBLwmpSXm5DvMdOiFK8t6Q4FsxlIcZXNQ2UNDalTdiqxpiL2Lj8O0p4%20XuVt3Tu43PdTQ9fAqJT0htj00ZO4jTc4KZomGzi2kt81txXNUn8TefKL8bUxMZxDbUFcj0xL7jgs%20q/mSKCGSsc6tuQpElIUXbkJ4gVkykOYlzHwpjiHtFv3SU9llU0DRLlN41tYSvypZ/YhP2r/z1SGH%20GMUrEnZsQnTUWBNUgHpmRjy9rLaktKvYkG1N2JVYGH3sZjQlK5W4uDz2UDrUbhJDjRjORwth1LqS%20q6tbm1PcODIdXJcmurjtPBuKjtSbH6aTsUkKxEeBEZTEyRC2HE3StFiqsmwgznUUx7AyYjmMd5kB%20buu83IHbeirBo1j/AFKtWGQZCkIakgFLiTYgfGr3sl1CzEGBFjR5anX5DTm0XQSoC9CyMzdSk6r6%20bwGcxe1K3FIaBL3adfu1rXKZup57mdBZUZZ6IiGss3UqOrYbFA+9410dbkRtLPA+0eZzLLji0JZj%20IB5YX5Vbh8a0rmKVC3Y9lZxgvOuvD/S6JAVxqnkHsMc7hM21HkR2Y7i3GyrVCSTtHwpbyoOh9H49%20PU3tfksYuGtqbimSoOFBSVFR7+2h3hjRQ9GdPycHEL8uH6p0uJDYUjfYE1Ns0lI6tG6clTco6rMJ%205eKcZT6ZlGnnI+7WLsdEE0dEYLDwnZzDTnq9PTgp01rG1iWXeLi5XEllaW22kvgKcSnQ7VcTWbsK%20UTs7PcQsrjbS2gXbUrv7aJLqyCnp9eShmVPfVyiQS20rjfwoHaw8qHi8XEbMVKnLK4rFyKIM5JeW%20ZYkYdEppxwu7bltB/oogEynhy3JNgjc0pI2kny0QUmTG4YbdC3CVBXFXGnA5JU7DY6fDK3Fr3IIC%20VA6irroJkFbDERIZLjjtvkDZ3G/janIoLlnDZKdjk+RsEj8NS9FfTRBDtAxH6enoUoSVNgBJAZaO%20h/rWpQORWMx0pH+mHnbJ1360QG4skYUslUbfyebdYWk7Rp41SqS7ITi3m+Vs3nahZBKjxtSgZLy0%202I0GkNI3uO32aXAoaCs+JlXcxkori0OIsCTYgGpgtDv8Rwm4XKlG7zvlb7RfxpQDID2TmF9hqGAq%20LtPqe8K/q0GcFJkXpscuLiK2FsFxW7QfR40BAMH1GrKhDK1KDjujgOl/jQEGoajToiQtltD/AGbV%20DdYd9AQCQzBkKBkqspvzDl9/jUsaRTZCDjH3g7IbW4lv9kpAufppFlKmLHm5BE1aHIr6FBAUgbLo%20HC9AzY+oQiy1WIb+T+v8e+gYp6EzKZMhp4Bfa1u0H0UDK9lmS6hTbg/Cb1vQQw4TM5RcZZXtZVru%20Jta1NCGooyTrl5jhDaV7ePYKoZdFph8hDLtko4i/GmUPw3o8NK1FaiAbGx7aaA6TilheLhrHBTDZ%20H0oBr3MXsXkeNl9782Zn3T9R/DbZYcLS/Uo844gctYNc/ev8V5l4OJzVp4QYhYaZckJUNzry9Soq%207PhXFEs6JJISyphbi0bg2jcEA3tppuNEQWiL067IaicyQEqLri1bjptHZSbAtoeRQsJCUgJSSDt4%20qt261NbAxOSecjsNNxX0JfduTute3YkCmzNyQX58lMAyHlLTyNCg6b1HgbeFJ6oU8zMLzUyNyZjj%20o37j5TclSSbWt2VUwTW1my+mz4kdLAllTjUtaUr82ibi+vdT8DYUlmHHc5rjYRGcH4KCrzA99Q2y%20WTXJTCXkMtBK07dxBGp/+NNNlwNScdj5yA+6w9Ge12utK0HxSapMCM9gUOxg1ucsPOFKV2W8Ke4E%20VsnpQCMhuM+UqWb8xNyq/bpTkLNFhhW8y1KTFii0YAeokPHc4sjSwpNmaArD8pyStCi2HFedwWIB%20B/nNZtSU1JOaxrjjJQSQAfKskXIA0pi2wI9LHQERnHVuqbXcpUrzFKv6KHUNpLiOvQHuXCaUlK7g%20FZ33t33piA6uUqWsnyOLTcBRskd9qaqik4KR7GOJycbIG4Uhf4iUG4IPbV7oQp8QslgYbuaROceC%20i4SSg8RfTjSVg3osWoDbby/xNxCUoA4pIHD6aRSsMZUNxIzZKlBQUVqtwB7KUGeSwzjJzj0QPI/b%20gnmqOtge+pgVXoTo2aW646lgB1KrNjuSB8xq61hFbxbrpC9ygEqGiFjt76lMYxM5zmLUXLqdU6kt%20kC5uk3+qqQ0hvKtOvMpDyVsrBS7vQL301+ihIpkRDKZExkoeu00nRKRay+NUJ1JmXfaUrkvsK/ES%20AtX3TxFCELVnmWfxC5zDyUpI4Gw0qGCIsbqXFZDnMR1b3UeUhVhdHaNabKRVZDFQ8swQzILCWlcp%20TBGhSKpCsXkCMhhpt9kWTGQGmbDiPGgFqPpnl15SrpbWE+c7QOFLaFm0BvIllsc7lrNyU2Gp8RUj%20rqNZR/Grj81hg3BBtqNT23FVUZVbUMsqeKn3NyrqQpW9ABPYKAbLjAz45RLIlqRvFlNrF0j+zfhV%20N6GW3WSFksZh3JaXnbW4uFtXnue0UkWPOxcYY5RHcdYuboPaPEg1EAxK48RfKceWtS7WU42nZfxI%20oTGR/wAujl9fpHXHN6hu5oukW7R41cE21CebnSEluM3y4bKryLftFkDT6L0JQKqAYsnlG7SUgp1W%20vzKF+NgaUA0VTHTwYZflR7CS82drT+hWpPbburRNirWCzxTalQo7b7TjrjaOZIKD5ErB0AtUW4lS%20Qc81PmSnRjVSFy02KADtbT40qksdhxM36FiHPcssK5spYtzFm/yJtwHfV7id8FjIUkpSlhKG1lKf%20Ko3OnfUjSbGkY5xTMptDqQuQizJ+6rgTVKxSWhkl9Fz7lGSmuKe3gxU2/DKRxuqq4mexjU6b1Hjc%20i3GbiiREICEqShVgBxsRS2yN6kznsKbU9FJaQryrT8976adoN6EoE0S+nE5KNz2XJN4LusdxwG6F%20kaikzWoynLZiNIkR3ofqGGTooKUE7eNwfGq4g2ToeYgSHPwIex63zFSjY92tG0Ey3jSpQdQXYze5%20QOwEkqBqYArZkt2Y2+7IhMtvIJS2lKyhR+PiaYMCFBhLcFhgtNbErdTuI8x1Iv20C2lTlvK421iF%20JjSlgrdS7cNua2237FUcRFrDT1JCiAOt8wbbh0quCT2ad1NouGLiKfcfLEhLSlK84QoAm/3teypb%20EZDrlG30qUOtl1D+5x5gfKBw4cK0XAh6suM9lWw3jmpyNqnNm2UoeQk6C5HhWeNeIS5gfyUdZyaO%20TAK2S0httYOq20jUgjTjwqmxM9RV6Rxld1IoJ6dyiineEw3zsH2rNK0+mss3st5M0xe9eZyRb0SZ%20h0x0KTFeUBZtXE18/B7I03joT7jQeT6lDViop04VSQiBn8fn5+QLeGbVEgaBLxFwR8atIkmxumH1%20z4pm5NOxpuzrWoKiO2rSCSr6iZgScy5EisqQltIK5F/KoVNx1IuCyzrLkpCmFNR4Sglsk/tQe1NZ%20Fs1siD01mIJYfWGsi6n8ElRBBI00pwZsoVYbKdN4GbHTI9Vk2kEx0p4knhanA0ZzFz+vlQFO5KOt%20pRUCnckX299KC0Wcn3YgYmRFxj0pEx55aUOMJ+ZF+01axtqRMznU+cjTc0uPCG91ZsiODcm9aVxs%20JQ6jBKxnTC0SU7XXXeYWzxANaKjRLsJw+EeyNhHH4afmI7KtMzYzLxDmOfcuOaq/AVasiNrGy3IO%20qUGnvQtrD9Cyoc15QQsa2NLeilRhMMIkyfUbdwbG0fRUuwbGNqdmerswglxWiAO+obCGdd9v5M/F%2041a8skhtzzblfCocCaZaRJSJLq5bKg0ATtJ1vapHDJL29xlS1p5q3fmt2VLQIgMNoxcJcmKsRlrX%20tJVrqal1Yxt2Ut1LSZDCpjyDuVt0teoaLG5seS4Utwo6m1OeZQOtrUIljcbMMtTVonx1c1KLNuk2%20BUOymBHby852S6h1oncfJ4Uyi+x0lqfCX6qOYkdryrWvgq1ORNjMIw2VKkYxQREb1ebOu4DjS3CK%20Sbm5Dzz0uMyUKbV+EjtUnvFQ0WiI9nYzyW8i+nzrUGeNrGmkOCLJ6mcTlGWnGVSG2z+GtJ0T8aoI%20NJCzsfMxl49pYbfJuPC1AQZ5cb0GYejzcilxRAsnhtvQKCJLcjIyLbDsZcph0Eh5KjapgINF025G%20hNuGLEW+yq4JB4UxlF1J05mJoeXjXDFbk8SdbVLHI3icZmWHWkTm1OR22+WZf2d3AVLJkuHcLhRh%20lwZzfMlrvtN9Ru4GnVFVG4sLp2ZjGsM8yVLZTtC78CKt1LcF9Ajqg4hcV14Iioudqhe6R2VO0hpC%20cGjHz2Fqh49TbLOoUTcOfCmqmbSDYnwQt2G8yluQSShRA0SOyqSJhDkBrGTGlNKj7C3c34XpyUki%20YekYEqIptshgui4B7aabIs4KaD0wzjluFsJW67doiw4HS9LcxQX2H6fi4pPpSEBl7SQoAAKFKWJo%20qE4/GQsg6hLIcbW5dHcBUyx1D6gaX6lDpWAy2ApvTtrY3JTssysWkOWdWR5FDsrOyIaK6eXkRt0y%20UkSVJ2NLItZJ4Cp2kwzCFjqpya9AcKn4i9G3QNBemkNSaHEu5OEUoef5aWUlAZVxV41TQ9Saw+7L%20gnmq5awokg91IQvHyMgtLjMBJSUEDm8RTGaB2PBMcKRGLjoR+ItPau2tOATKxlyb6V0qhLCEjSnt%20DcOypLsaAhCIK0B5O5Th4VFlBSsQcVjJjoMiNIENZJ3LWNwtUywdjRY1yakKbekjIJ+1yxa9OSG5%20IyX0NPrW0rmTATYD7KPu2ppiHkvuvllbbojrKvxWjxtVSTqNZuRIejLHrEnlGwUOwd1WXWpm15Fe%20Qj+jiPiK5FPNWTruA/TSLVR0ZHKtCM6pX4T3F7sTapbHtJsuJkJMBbjTwkA/8xI4UpCDBZqG/jWA%205kXgA4SG1nSxoGQ8Tn5uNcShckSkyNWdo4DuqSoNTnociXhI75bKQtwXFA4KXEYL0kyQ/IyCI6lW%20McKHy0BtNLh5OVMgpjT0vuWILaRqpPaaBbSTJgNNqS/zhFKTd9lWpdH3RSaFZQKfcbaj+oizENsG%20xXHIuR4VMEyLm7Xo7b3K38NyBoSKQ5FLk4ERUodIaeI/06FHVB8aYSN45vFqClspKnb2JBOpogqS%20xYdShC25LfpkOjaAqiDNldOdYiQ3Y6VhPMILbneKaQixxjUOaEMuI0KQN3eapIckZ2FFx0ucAnRk%20Ati/zfCqgackPGZRmQVxm4S3is7lEH5TTKOv4dO3Ewk8LR2hb4IFe3h9i8keNl978yi9w9hw0cLB%20KTJSCB/luVj3i/FeZeD3HKMl1KMYXG4yd899OxqMRdKUj7RrgWrOpIPAtJdgPTJR5qXidyEGySU8%20b0N+AxqdnsepkRo6m0yAbWcuGkDu8TTrUUj2EkxC+0VSUvFR0CRZOg+zStUTZPnwoUmQh8A+ob8y%20QOAA7R41DQ0LykktQ0pbQ0+781uICr+UGimiFtTKyfi2Mm62sKRHnXBLKbFCiNdB2VW4tIeVh8c5%20AcYnt33q3KUm993eKW8THXcTj5DcbbJ3cogbVcbJ7DVJ6QJMcm4fHSlhxlDqHGDuU8hVkqFNcAka%20kSHgE7UpKQLBFyreO36acBJcQeRIiNbXuRvVYpNgQe7WiCZHXsA2h1TyFoUTokBWutJ1CRuStqDC%20CNoMi2ttSBUQNIzvLly3n2F+Rh0br9orRaDkkrispdClbuYNoJCjt07TSki1iS0x6kIUpba1o3BB%20GigOIpSCehGjyVtBUhaz+CdAeBIoSJkZdnpltqfDhQ4q5WydSLcLUpLTQ5FkMvpKWCpbiUA/X2mq%20fANsEaSkE8x8m4O7UWBApVc6hsTHY5effajoTzD8ynk/IE9lz30wdGOPrLSogLaXEqWUSC4CRdV/%205qrREbSNCxrzLr907EpJ2rT8qk9gIqJKgrIbM5rKSERlbWn0q2I+64Nb28a1q5J2k9kyXER/WI5b%206QeWs6BRHzVNkWPRcjMjIcQ95HAvcnYAoFHemk2OrLGR1BEK2k3WpTgBKHE28veDUJDbGTGAHqoZ%205RUriACDaqSYSO/nTJcVFltGVISU7kpT5k34H4Vo6sljczFlalOojIbbtwWNbnsqYKGkYjDEpLkZ%20tp5KbFadDb6KGgEGDFdUhtk7GrnmKV2EcKTGxxtbkdKoyClb3FCr6ECiRIivTpLimyqIVbiUvlHY%20KQ2OuJwpSguO8t1biWgLG43cKqqBuCOUsx5DiUvPFLJKHrp8pF6bDUazMksRYxiMn08pXKbdGoF/%20mJ+FQ0Z5Lwh/GQnggJQ1t8uxR47u43qHJFbNE5mO+W3Gn4LankatpWqyiB4irTNSemeltkKkx0JK%20kApYCgoi2nCqbB1FOPRpCDtDTC3mTtDigLOD5RrUphBVYj86g8/1cdBDxIasoKSlNuKTTsyktCD0%20/D6iOVnLlt8pqQypLKkHyjaq6b+Jos9BImT+qsDBmt4p5XPW8ypZVbUKTxTfvqtrgRVzH4TyUT21%20c9kWvxukW0FU3Ab40DiTZslKlwAlEcEc0HQ0pkGiczn8apavUtKVyDtJRx+kCk6mTtApHoJscris%20Osh0qUmSNdeBT4UnoFbJkBfS2QK0zFyfVyYpIadRcOJ/qrTwIFM2VhzJScih+JeIS3JshySgW2OD%207KrdhogB4ZhLfLZmRnkIbNgstkpTbtBoYbSUjqDGyl7GHOZtBTs2aWtQqsTRRERZrzKYLTbB3Ek7%20Smwv2im9ASLUxE+oS49tXZQKkC5Tp20IEhrIiK4RFMhJClFaQQQLd1AIKNilRXTICgpJHlCADx8K%20JZRMjx0rkOulsgoAu2SANw4KFJMhLSSPm5MmOjc7HbUDq4pYBUe4pNVxHBToz6psJncorJc3WbA3%20+XhehoScCXXWMrLSUtoSuIvmrjrSoqWgDzdmmlONBO0ljOdZdxrw5ghtFtSkpRoSkjTj3UlwHMsz%2065E2BjY6g6H2toC3CPPZXy2I40JBYzj2BntyvUqcHow4HCHAQVDt0+NayoISgv5PT2bzURuM+jlw%200KDkd7gAnsG061mtCmy+xUjLwXBHnrbVjg3saSn9olQ0uD40WKPR9ekeeQs4pCcLkFL+QRnir4Bs%203rPN7H5M0xe9eaOCZBeJkZRkxJDnOTopBFkg14J7TLJyJLgSEPbtrK0i6b6EmqkRZxMrkHVJYjJC%20mxxCTcCmmSwvmDrykAvoXt2+FVJI1Pw657LioQSmSlN1pvbSs8mpVXBE6Xwe6UGJgJv+1CuAt3VF%20UVZlzF6bgT8qXIS7pYOq1eUgpPZWtUZWtBGzGDWrKuPiUtSzbbfwqoGmSY0xtxSYkvzJCdpUdaho%200TON+8Xte+wtzO4tqzaBvW+j5gBret8VnwIucSj5rMMTmZjbzinUG7buu812pIzZ2/Bdet9UYFph%209I9S2oIUr7RI76zyaCRpFryePihDTPIbWPnRxNcrZpUq1uSXVfikm+u48aJNUK3JHAmsZBCFstO6%20LNUmUiNIbRFRdte1onUjjeqkGWfSMuIrPR0SgLKWAg8bnxpNmVjp2QiZGW4ph1Abg/YUD2VDZKG4%20MaNDjlmO4t50EnYsWFJMpl8zMU3AQFtJEhY0T2VqmZscfyWDkx0xHW087Q7LabxTdjNVaZWuYzJe%20pS9tSygG6yg8U+NZWZohWRzTGOKCSC8R5ANbjxqUVBVO9QYmXkLuNI3FIAT3K76bEkJzL6mksKYb%20RsN+a6D5hUscEOD1bAdjuMx1mQGiS625oPLxqRQVo64aya32sVHQ220PxWx5bj4Uggs4TcEwObKe%20LTzpBQhOtr9lbVLTMT7mR5+Ay0eapH/tzgR+CjzIuft6dtNiV0yHBySWZzOSlLtBlasA+HhUyOSz%20wKZjnUCpcTyxzchQ8aUhJtR03ipyHpcxy0l5O0K7QRRISV2N6bd9Xy5Lykx2tGl96aJAvIj+Pjyl%20QwsstlNk7R8yqQmSfQuFIZcdKWVfMocQKRLIk+C/6BTLD617VgpbPAgdtTBJHdxs+Q8jnN2JsEr7%20TV0RVSzwvSDWMmKeUS8qSdywr7J8K0grcXLmGictSSovIOpCv5qTRKb8Srx70iJOdbYQlqI18yL2%20AHhSkTQa1RprjrqI6dCRzra3qZFBWBUjHtOocSPUKB5YB491UhwH0v1JJkS1tybJcjGxTfSmJosZ%20qMbnVGRiZqkPtnatsaeYcabFWfEqshJyMNIRJcWdnaaRUEXGZuK9JUp8kNoSSVW7RQCDj5nGZ5hU%20dL5TZRAPbTNEyNLhZrEFBiK9RG7Ss20oCS/VFhdQQWQ7+EtohSlDjcdlASJyUdjkqiR1FsOjal4C%20xT40BJU4/pVpD26RNcf26b1amlYB9jHOs5ApT+KydPNWcgy0S+GFLjsIS2pfdpVpkMhY2LmpU5Sw%20rlxUHzBKuJHhVpkM0wWy2h4FZKlpsWzwHwq0yWRIRdcUr1PmSnRpk8CnvqLAhQxcOK666h7mBSdW%20D8orNjkZ9S2rkpx6Q1a/qCNCKkpFY/GnSHnFspbaSAQXUqG4nxoQ4IsYzEsOMTClsEWElJuurQ4K%20zqIbVRcfDkby+jcpZNiq3aa0NEYzL/xBAyLbMdsLYuCuQD5ld6T4VDLRf4fLsKLomyFjZwjH5BWb%20KGH5Ehxtbsae/HRvslhF9hpollFI6aymdyBM+Y4IzNlJbJ0+qmSalXRWNg4tE0LK3GgA2kigJHHX%20M++ykJb/ANO0ApKSdNKByBjHSH348uTHC0LN1oPAUDkm+hLMsPxRyHeA2aeWgckl2Nz3B6tXm/5R%20PaqhE3ZPb6Y58mOl5IQwtJK7dp7KTMiHKx7zDqEOvKbCHPw0jgqx0BrNjJC8Q/InJflRGkoBunWm%20gLVpnHx0EctLdze6e+tEA2HUOuulSfUclO6znCmSxnn4p4iZKaTy2AQWyPLc0AVEHqSHEnrWNXUk%20qQzby7eyqQ4JWUir6mKMrBcU05G802OnRNuyq4kqKwgc9CJDMfFN7SU3kOW2kHtpGp1nF2/LIljc%20clux/wCAV7WL2LyR4+X3PzMz7oNF7AxmQstF2WhIcHYeW4RfwNrVl3Xt9SsHE5Et5l992PNjlhxp%20PLElXEntAPdXntwdqRNZyUHDYlSJKkoattKR5ioHgUihalWQS4eFAjZCaypbSQVJSOFj2qHfVVTM%20iZjIOKyOQSvHIUyhq7iQdADbsFPgKzlBNvIiOXO5wFZ5irFSRrx8KThgOZLHLcR6nHvAJdF3EAXJ%20v2276mCmRMbi3oTiJTieepa73TxSr72tU4BMscg9McWlASFDW44k1KqJsz7rk8OPqY86Ep84AtZR%207L1aqIt8RPY9GtMlKglyyFJvofh3UrKGEjT2PajybtFbMYbVIUTcX7RbtpSMlCCZSRyklSFm/HtB%207uylIyyOXRicQ9KkJSENXCUq4lVSnqG0oV5TJyozkqMyhT6rEsqNipI1Nj8K0bCSAvqOPDzCY8tK%2021PIAaAFtD+g0QKSclcpfOSWOU5YqbVe4PbeiDK9WUgnTeSkJPKlFe9ROgAvwppDqE/IyaEuoXsT%20rzUNJWDuv3CqaJnUrMvnS3ARJSSFpslzl8U21P1UkpHao7huopMZ6LIiq9RGeJXKQdFpB8O6k6yo%20HXIbt6ZFejsuFpLgU5dKT2pUO2sqW0gbcsem5TGw4DSGEeZwEqS2m4Rt41skNJlI9nUF5CJBQ0y+%20C409xSpI7L9iqWyS0vEnRkCdDWGpCowUNzS73vb+sKm1YCRj8ulrbBLjTxaICXEmy/G9taYC3zdo%20NT0D5rNum9kk8NaYEZqAwlW1ZLyWwSgNa28KlqSQ5rqFsc1bK3vTosy2geYX8O+hVgZCYkZNLqWW%20lOtq0WpKk3FhqRVyEl2F4GRITLdeTFlEALeN7gD7KimmrMLNEucIclpCWZiZbW4C6Vdv8hofEKlY%209HjjLPwnXykEgtDWxFr6UWQw2IcxbLxbSlaikqQE9pR2W8algyscclPJ3JZKXUDVvcN2vZrQjNPU%20nY0onuKabklEpIspkmxSQO6nA05JfonZCH/UBtabJDCk6uBxJ+YigEhtvJxX5D0hm5Q2rkPb/lDh%204i1De0pSJmwXWcOuK88luOVlSNAd243O3wrKGZ3UqAIWsJhNpRs3X5YJNiEClZNKR10UEplx55Sl%20LZKHU3SCDxHG9+6nRyUlJHekQvTsLlN7FlQDS1G/bYCm1DKGcvG6fyUB5lQWlxm3OdKSPNfTYb1c%20CkYkJykWNF9KsvtJFgLfKnw8aeniVUfCnkuRJN3A5uve+qu8KTwpP7ACRjsVlXi+20hK0hX4ix5k%20n7R0qlJIw7iIgx6wkhUdKBtdYNtb8Np7aEUoZHxEdS2X0wwUALSFpd8t9ONJhZDkDpCatcte5Lbj%2067haVWvbheirgytVEpvprNNJ8kgMthJuwyq9nBqVfTTtqQqpBwVZWA8456xMgui53ahGlrW76lI1%20qS1P4yRCXH9YpLyxvc10SrsAvTgJJERpJjrbQ6VqIsQpVx4G1KByyrh4EQH3JHr2+Ys7uWo8FHjT%203C1HhEkR0KeLhbLyr7mylQvbxptlMphPd/Mjj33lMpPmbeUn5vjar26Ek6UuK/GYefHMLSdSDtTu%20CiATYcKgbKifOmvsqda2pZSbBxNxcjs1qhSPpTJj4oB43mOICkhSrHeo/wA1qzXEu78DPyR1VJyH%2048VD7SLWShZUgjurTcidpfsxOqcZFSvHYyGXnCFOJWblIOtgPCmrInaIbldSZOLPf3stvIs2lYs2%20lXYqyrdgppi2FEtmSpao6nUuPFHmUHNwATra57+6nbgNGugysbyI5nRg2diWyu42Ejst2GsG4LiS%204fexjKQYrCNwTe6wFKIPfu0qk5JaKNE+RIlc2apS4qEq2oAA8o4DTtNOBFQwvIv5V11htK4LQ2qC%20lDyhXA27xQUen69M88j5FSE4+UpY3ISy4VDvASb1nm9lvJl4vcvM4JLiyH81LCWwiG6u4QBZw922%20vn5PZkTm8L1JkWkY9DyWt1hvVp5OFvjTFJpekMSel4qobi+cu2iidxufjTkTLL8lcbm+pCgQ8Cso%208TTkRAh41Kp8mTJe5YSi6E323Io4hJLwuQakvOpnqQlDRswU6G3jTSE2JzC5UNaHmUlSFqCUrbGm%20vfarRJIciMqbaekkuOjVQQaYEX8vZVFfLTa2nlKu2pzuqWUmV6MT1NkIUjGmZG5MlJbcQ4Lnae6q%20qDZ5t6r6K6j6S6sc2QFyWmVkRQhBUlQPd3110c6Es1ntZ0hLwuSXk8ywrdIu6hoCwTu1FxU5byJH%20Ssv1bCajn1KUrbSNEpAuK5HYtGFf6ogPyFOoIQ0L2SeNNMtMr0dVR0qN0m19KzCRqV1ixbyJNUhy%20VMjqSTIVy2QQo9/CmPcaL26gTMhnQG17XY5C17vHuqWyGzueUnykw0R2XEpCAOao94qGxVK9rqGU%208UJWlK0A7d7Y7vGlJbRLXIdVPYckvo9Gi+5ANlWqlYzYw5NxZlKIQvlXJCh+mnuJIb+ZfMtDMKa2%200iQdim3VXVbwqGykV81hqK665vJWlVlqWbpJ/q3poqCJkOmwIjWbiOGQ46vluNNm5SnvtVB4wJMy%20LFLZs46tHzsA3UfoqRwTF4PFiMcmyeU65xaJsfN3ilAQZg9MLh5iJlPWNN85ywava9u8UQEGimYO%20Qubz40hLbazd4LOhP9WqTJk1bMDGOdPHET088XLgdV5tT3E0NkRrJjcv7Vw863Hjx5SWhHJ5Te6x%20qZKkuo2HGFjNQ27LLQCVqGvDjSkJFTp0NwtssKKlpPmSk0pCS0muvNYpBQytxdhtCRcgeNOSh9uD%20j1+mekoUVKKQLdivGmhMtXkY/wBQ8wXAlYA0J4/CqglakFePyqlBEZ9pRB3Dtskdhp7RSSA7OVIT%208oKbWuO0VdUA+ifOnPqSzZpUbyulQ+Y+FUxLQZGbcQhwqGxKL6KGpUO6oZUGFznUEibPSgsuFSzZ%20BbFh/wAVqzZSRfRcrlYzDbCGbggFR29nbUNjgkz8SqW2jIRiW23PKtDnHTjarQvGCuk4FiEj1cZ0%20Obv27aDdVzVAimYEPBZ9MtRcDKkhahfS51okcG0l57A56AeUQhahZBURqabZFKNcTNu4J+NFW0/K%20ZYQ6q6FK0uDSLgcxHSvTsKUlbiHS8bELSryX76omS8zOFiyGkrD4KEDRCVa0BJUmS+22AwoBKDbY%20OJtQEk4S5DsFYdSElYsQRYigJK9beQjFtEVQS44Lgr1BFTYaZPbjyBHTJfVtcvYrOiazGMTMapwo%20lPOh5vjZk61SZLH3peNwsdEqKw/vWQFtqJJseKrd1VJME5eexUmMhTTqS+nUJuLrPcKqSYIKsmy1%20umpJU6kFPIHzXPhSbE0UcmVmoUUzpSVB1ajtdIPL29gNSwQ3juq4CmH50t9Mb037fedodv8Au6k0%20Rk3ZrilPP4ud6jmLLvIQsqVt48KEaJGg6eyWLyqPxGn2JiOJcJCb/CtEVBT5PETG5D8yStS2Urs2%20UE6A91WS2SostW9TC1pbcZRzQt3godwv21DLTHovTyZcZ/I5BQegS/M40xo4APhUQOS4xaW5raIs%20dCfQtEBAI84tw3GqSE2P9TYF8rbdiNKDrNlPKSPKodwpwZtk1iImRBZ5iFAgDcg99TBMlw7HTLgp%20bi7ULGhB42oge4jemlNMlp51ppDfEq0oKkp8hBzTSQ8yUvXI2lAuNtEDkiZONmlIbcW2pwj9mGxq%20lXjQEl5j58/0SGJK0tvbdCrS1JhAhjC5Kc2t2RMZWpolSEpOunCltJbgbnulbDAdUpa277w2aIKI%20jEp6dHUxDbWhxKvmXrwqkEE4KmoUiOoB1x3yrLY7KCGQc/jMg2yWSQYh1cQn5hamCKhhONtzn2lo%20W2LJB0OlNDRo8NlYcePzMe6hL0nSQhRve3cKpMHVMuXk4wLQ8pO11TZ3pGhN+JHhQ2NJm4w4bGIg%20ho7mxHa2K43TsFjXtYfYvJHkZfe/NmY91WUvdNtNlwtKMpHLcTxCg24RWfc+31KwcTnhjNLjtOPl%20LjD6Eh0OA33p0JAGovXm2pJ2pkZzCxHW1MrVuUgXjFepKb3IFVXQLCHHWX0qb3fiJ05aTa4+HZTm%20CGVkbMZSLkAGYS22grauSvTy92nfRoTa2hOjdRNxoxUporC3VIWkG+zXianbqU3JaQ56iVvQV3ZS%20buG4URfikVQQKl5OSuLeCkc9R/D3glIT2k95pbdSvArMPHkszXpLzri5Mrggn8NJ7kjxqnwI3pFm%208A6eSfwtws4ngUr8bUlwLmREOVCjy1pebMhvbs8wtY95tVSS0FM6owEZ1TMmOUW+bUlKKmBQBrLT%20HihmGDHYWbpc0PMTxuLcBUtFQR+rck0nBOy40VcvkAtvJI3bSrt2jjV46mdrMocY4/kMTCQrnxV7%20bNLFwQpIuN3eg0SphlKSsmzeq4yxG6gw/wCZpCt0adGFvIeBSrstWV8b8CjRYAvyY0pJW4260Wl+%20mk6FtF7Wv23pu+1aibkky4LE2Mn0ikOpDlnQSAs2Pb8KutkJoz+d6Uhz1NqRKeizmyUsuJBCVC99%20ivDuq94mjOzcJPYd5EnmBhpwLU2NQ4kjWxpJhMmm6awbSJicmWyiNZQCj8qQr7G08aVmEJl5IkMs%20zUNpZUqO42QHOG23EgVLUaohqOAlua0hoNNKC96ClC+JHgfGmyq3Y3FiyRBbRMjoU08sodZJFko4%20cxPcapWNILNnHqhMiLFlKSxv3cx4A3A7LVckNgYx+OS85IQCt1zVx1pRGtuPdU2ZKsyG2sobKVOO%20Ox1qIu6Qo3HAKqJK3pkCHBcZnOGI840Fm6UpPlJPxoaId0Pysy9FU2SlSlpX/qFIBJ1Nha1U6ire%20SxdzDge28oXIulYOpHaKz8TZWK9yZGjqcccDBaesA2sbVFXjVNCTKzOrEp5hcIGM6CCjZwU5wSnT%20sp0CQ8t1RmILLjEp1mRPbZ8w2g8tXduHA2q2x8TS4NyVExUaRMIc0Q6h9s6pSr5krA7PGsmhrQun%20osGZIV6ltoMr80aQg2cFx22400yGtZK7F9HM4+a3kWfx5O87lBWpHeqqkEZrLReo482bKYjBplly%207TqVElxR10SKa4ktsGOkZaRinGMsllaH3S45ZPLWkJFwbjiabqt0l1Ze5z068ZiZDb7ZdMcgtruA%20UhVrjuNS1AJcyqkozaGWY8ZxtwhZUhbpO4FSbEbh9mhNPiMS9MfxvTu+VJLEiO4pkLT50nefJc1j%20XF+UobRVdST5DuUwHKa5jBbUp97dZN7WvatkifE0ERyC5BXGkyEpKjwJtqO7vrKSmh/0ziGUsqeL%20kdX/ADUm20dlWmCZEaQzitJSVSIm/ehe5W9Hw8PCnKehTLNuHDkuB6O0WUOapXu2kg60NMWiJRmY%20pmQA4wkONH9q4QE+OgqNSN6FynI0iQtZY3R1IAPJ8gP9a/bTK8BhvIIhDZGhAtK03qdI1/nrVR4m%20TTZWvZzJtIKnYqYq1qKipre5f7oJOmtGgQyveW1PmNI5y2palbnbEDX7pt2UmUSXsWvY8hxaVKGq%20lE+cJ7NtDYyJFjhpauRPcZfCbtbwTdI7bmk9UEDMnL5RKUyG+XzGxdxBRvS4f6KrRIeo5j82/Jbf%20kqSG+Uoc+M4QkJKh30rQJahypWLU7FlerZPp3CqSsEE8tSSLcdbVU6CY3LyUsYqB+VqaejPcxPNc%20GikhfEXqUtQF5HlyyxFjpCXWkhT6FHylV9DpQOihklUWCuTz8pJ5zoH7NsXCbDh4UktCnxGZzmIc%202NxlSQ4vRltCtoB7wlNNICP6zKwkIZQ8XE7trq3wAoDwPGiNRbixC4JhreQpIiNCzvmAN+1ITQ9A%20kgNx2ZUIvpShlazzAVgEDsRa9rm1VqKUikjKiuykRZbzbiisq38Ap0HQbb6UbRqyLpOOhSIimMu+%20r1ThP4qLtoTY6JvUqonaQCM/iy2whBksuXKNd4KRw4UnxGuBTyFoXJdshWOBFw4jcRuv2gdlXJG4%209W16RxEHOocXhMgho2cVGeCD3KLZArPN7H5MvH7l5nKkZWHdqMtsJyEcFJe7b14EHrSNY/NKyvMb%20SizraiEr8RRASTXnpUfHrW+1zJRGizxFAw4md/0YLztpA0Sntt3UgKmTlXzNKn4xLHYrxq6k2NHj%20cdjMlF5jLYQsDz276tkSKYEoXiuLuw2rdtPcKUjgKXksap1vkuBoJP4ih20pAWjqjGSY7ibhwNHZ%20vpyIqVMIclCUy/sbWbNuD73dTTGi4yWPeVCZlzEiQtkfhOEC4raQTITkOHloD6EWbkcpQQQNQbaG%20sr2GcH6k6az2KbQqTIU8ncrmX7U3rDcBj3ApLing3ubvqmtasmSNJyaGUFTiLJOgFNVbKkdgyY77%20BWUgk8DT2wLcKEiOw5vLljwSnxogNxuPaecpnPOLkPbC7YFZ7RWTHJ0XN5xkSVtMr5iCqyvGoLqW%20aMrjI+PbjhsR1k7i5xvemW0OwERsvzGEI2FH/O76RmyqVi8761TQSoMpuE+PjRJJBldGvpf/ADB9%200h1vzNpPeKCkWmEbfyqlwsizy91+U4ftDvpoYvBdIdQYTKOqTNU9BXfaxbTWqCS/j4fFuzub6dLc%20xs3PeTQEkl5/phalMvtJQoXCv7VOBIoJOIwfrGlyGBIaQrczf7Jogcl3CGHlyOQuONo+QfCpgksS%20xDWxy9oSEH+QUCK4w8c3KK0L5Dqj+Csd9SEBP46U4Ssizf23PvUBBEcjQI7iX2oQSu/7S/zEUgJ0%20R3Ird3Ng2V9jupwMbTDyC5wS44W4oO4K7CvuppALk46NLmOJck8iV/yj3mrQB41tMRiRIZmcxDJK%20HVf1+6qQETD50yHkl1z8VSynlnsF+NNMTB1CnJOSC5jJKm+WbPJSPmNORQR04rqiSptTjCnGxYqN%20xqKlhKRMkY9pt1K2bJkdrXcahmgzFVk/xVBwuOgkBruqIGRp/UWVxkJQlRS6hVxtJ/Z/1qtITKSG%20zlMkQuE8qO09q48NacDkRI6ay65I9c6p2L8uo0PjRASaAYGBExymkNALdFo733D30QEiIUJjKpTE%20yX+pDGiXFaWKeFEAaGPEiLiIjre2voNh4p7BVGY4uNiWIzjYeC5B4j7tMSmSsVFghxMhJCUp0Pxp%20Dgl+ogJCnDaStYspo6UBBHycpklolsDyeRf7v+rSsNFWx6+ckplvlmDchIPA1nBRYxokqMgLx7fq%2047fzWOlOCW0RZDE8hcvJOFoKuhLJ18p7KEEFE7GhQ3G/SshcgG7Cb/KrvphBDhPSYUt56Yol91e+%20x7PCmiWjUoyhzUUsStYO2yGTw3UmCprJz3q3o6O5eNNV6eKv/aJ7APoqZLSK7BdFZCPJclYhooLD%20KvOnXeEj+mhGiLXo2flZLLsqfELbhulDJ7SDatIKNM5jpKo3IlOltEohaQR+z8Koxb1JI6WxjvLa%20kqEh5VhuOlhUspMsGOlpLMxtmM5yIEfR62oWDSge4rX+nfQ5P/2/Klppat62gOJvVJCbNw4nIqxT%20PJRzN2il6aeNW1oY7lJCxpkofUzKj3Sb/ik1mBWqLGOlKfTN3ncfwrUDLeOqFk2iufHHKXwJPzUA%20xhD8SJzXhJ5cdoFLbNrjThQUVS8jnJ+LEiG2YwQVFLg15luykxpmfxmH6kfnrVlHVJU8dzDJ7U0i%20pLNzOKxD3LVjrD5VO34inASRk9RRxLUiMz6h2Zo2j92aICQMdTuwsoMc7F5DziSoK76QSLR1HkYi%2033H4ZihKbtP3vuNITCiZxOZjOOmYWpCTqxb9oaJCCNMnpkPegkwuVJCblzvR31Qymk9PvwleqhPF%20aXvlI/5dMot4WGzK1NypWWUs7NouOCT2UAdswDaGsFjm2zdCIrKUHwDaQK9zD7F5I8bL735mc903%2022enmC5olUpKb912nDf+Ssu6cV9S+39xy6FJajLs5IU4kW2LVwN64lY62iWzLguurQtC0Otq8yuz%20vG0nspNAmRmHun3plwkpdFzdPzHvvUtMVrIlPQTkIbyWHQNigtvvIHYRSMk92hR4yC3Ml5JopIbW%206lOotxTYkfTWq4F1Q7CwuRwzzkdEcoZdc86kG422+Y376llyi5jyITZAL5DqDey9Kl8SN6gSZiI4%20caQAVPf7dB4bjrpQZzJCnpyCUtPpWlE1NvUAai/catcDadCavcjmtykBKX0eV0WFlGhIztkSM83h%20ozb6jJlF4NDmLbULlevbQOmRMu0T4jMc8pYDjqQTYjygabUjspbWVuExH1NoLrTvLiqcSHFK1uod%20h+NUialtLlxk71tuIbQFBSVaW+is4NNxEi5Zcha4zjheQb7LC1h22pwKRyVAS/6ptSByXo4HPJso%20rSbgU4kW4p8BjFsOvGaxy2ioch7fcq79KWyFoOdS8kjaptJUlTJ0SlY4nvBqUmhXZR5ZyMzIL0hp%20woTcWSN2nharOZWcjmLlwpOPJYWdqTa6xbb3Aihm0DsuG7OZ5bzai0u1y2eBHbcU0hyNs4Iw3jLD%20+5KxflcUptpQ4BVHec24golvX3AlKWwQQB23qWTLkgPSOQ6VlalN8EqWNdtu6qqU2HM6lZgRUhYD%20W9NrgX08RQ9SHYy+RzslSUvxXtl1WbaINlnvoVTKyJUV1ySQ7zOQ4dXVFdhcdyaUDVWW7ywi3IeL%20zbaAXnU6JBVqAb99UzWtSvi5GMja0+5skurO1Kzcg30+ijaPUkZjAORIrkiUj1qnbKRu1GnAA/0U%20pGkQ4KshiI0rNSPMptKfTsqG5KSe4VUFszU/qLqaa1kZ7USLHcQUhx4pAUd+mqTxqnWSFwNBjpvU%20DqojBWpnkNgsSwLNvb0/iNkcNvdRK4FQyd7fdaS5cyVhs2jlSo6lJQm23ydmhrG1BrU2zjDEdq6X%201sOuX5dl3So9lr0JwZ2qymXmMpCmJ56VvNlO7atNiO87hoapwVUkTGy+mPPiRUyYsgEOFBsoE9oF%20CsNjqcTFkCP6hCwhskp2H5La2IPZSbfgVMkGZg5KZa5EJ8KZU4VBKV7FpUrsIOlqW7wJiB/IZaLD%20gLizI59YBuG9A2lVrJV91RFCTTkHqZ+RjjksEY7IQjIMpCysnbvKlbjtPDh2VdrEriNRIMmTKQ2q%20OlhUSzinF3IWi2tvG9ZqDVlkmXKY2svvJbK1HanaTZB1FXKRm9CfFQ5FaPMUmQ04bpsq5BJ7QaTa%20HLJkONnMgXjFdY5Uc7S2tJTwHC9UoE0U6ums3JKlTH22EhXlAUFXv2fCq31FtZYtJOx3HuuuN+nC%20SJDfYn+kVLU6lrQakyEM6h1MlDSNybizgFuIqZGNQp8WZBN5hZeChZpYN7X0uO2iRQVWQ6bhWW4r%20JuNzd/NK2klBI7E062E6kZqB1e7NS5DmENx0gBbguV/2gaqSZglZZma46X5SirltAFxobUJUONqR%20FnyCx7cNlLafUB117zDaeKjwSb8LU4LnQzHSbKU9QZCJmkfgvrUCHCSFEapNVkWkomr1NG/g8CVF%20DcMJaJGxSASnj2ikmaNiJS0b4+KWQ0wlxa4irWSCCPKLUnpqJOSdksc0iSFqbupSE7HuZsVcfasK%20VNQbgbjQHV7VhJdSu6tDcqPC5rVraKZJaZUFiGrljZNbNw2SAvT462pBA5D9HkHQuUACsblKAvr2%202qOA4LRzHdMtspSrdJUnz7RZCb9l6pWQjNy8Kl6e4pYU2wgFbDKV7rX7qp3Q3qZbqbp6LFSlxhlx%20p5ah+O2CqxV2imrhBaPYzIKxDcFYXKQtO5a3VfiBfZtI4fCluFtgssFFkxGS4kXkJR50qWdwA7E0%20rI0VtC8VPxD7CHnIyt1xvQnzFR7akTO+16Z5wzMKBDfK/kDa93w2m9Z5fY/IunuXmc9l4Fl5Ts3H%20pQp4HULt214u09LcVrsKdHUlLTLSFA71lH8tKCip6jyvN5aFpcDaP2ikA1MFIRGYx7yG149xSndN%20yXdNaUDNMh6CzD5cttKn1iwAFxVVJsRsU1KjLdUjytLNx2aUWZKQ7OlxWFqW47YFNla1k7FpFTys%20JJjhTDjh38b0twNEvE+ijuiDGbS4l3VxShfWqkzZaT4zsMAY9Dbjg8ykL+UfDxrRMEQo68y7zHXV%20JSgfMhZsn6L1clIZi5cQozzy2wU3KdyRfWsL2GVuSah5XGJXISPPe+lYp6kM4x1JjYcWctlg+Uk6%20V00M5M1moDD0Mt7fxEebSuiuhUmZjGW2kobHkRoatqSZLmKhbzIQpALd9xWfmvWbQJl9gZr8DKNO%20Ngcu4vurKyNKmlzzeRkymZMMnavVYTw1+FQkbVNrgumstOxzPpDzJKSFLDx0tQ0WzRwd2KkFUtJQ%2081+1DY8hNZszZaNZBaVl7aVb/MkWvoaESR50JzLx1KuptadQBpWiRSLLBxnI0VIeSgKbsELVxtQ0%20KxIyeTRDeBvuTYHTWkiZKNEJ3IZD1rDq23Fm6Uk2T9NUKScnosvpUVOhT5O42N6aQOw+3gpQQ606%20lO1tN0qNVASRZLSG4hej/tmLJWR3mpgtEOecoQ0G7gLI3W7jSgcFxAlRkMOxnAkyEiyVL7D4UoE6%20lXkl5CM4lt9ZLDmqeWb0oHA46oKaQ3L3NxUebeNFH4UJCZe4lhiIymRAdDiHNQHj5rfCrSM3roV3%20VCZcl5MZsLQymzocbB1V3XogpFJkca7KZjr55bdRfmq3WUKRSITmTlYqY0qOA9GNkPIOoUTpuI76%20JGW0tppGQblRUpCG7OLHDxtS3A0XTvUuKeiqQtotrdsVKCba/GjcRs1ES3pC1tHHvLKQASL6U5HB%20BnY9Eh/1Di3ESVdiPlvTgJI+AlysY88laC8laj5iNxF6aQnqWk+XiJMJcVTTi3FA7lFN+PcacBLJ%20uNg4qFiGkMAgqTqCNRTgSbkefbdTFBjhpxkG61LPAdtEDkjNuQZe0I823h3UQOStxT8GTGyCJCVN%20cl4pStsWJI4UQJtjLeUbiMb5wAbSTy1D5z8akuCj6lzexLMqNqy9q4R8woCCZE6rQ5kGmH2koipY%20C0LIsCsDQE0BBLS5Eyyw7LV6VQ+QNeUKoCBvHRyJbiAorQCQOaez6aICCk6glpg5FTCnFFpI3WQb%20pF6UCImA6wfix8nvWosKI5QTcm3wogILOR1zJykBn0jKXIyFpS6pwee440oHBV9UOsDKwZrbpQ3v%20BKEmx4d1EBBR5+J1lMyiJCENpZUCY+ttyO9XjQWqlj01JyiUDFutrTJJuXCDsF+40mPaW+SxUpSF%20Q5K+dfTdfcpP9mpFBbYZ+LhWBCSStTwsSdbA6UITJEHpVtjIJk7wqKTuSEm9WKSdyZisgoO+nEFJ%20NlLUAoAfGrM2QMlOxj0zcFKCk+UlnUADt0qWUmSsIcg+p9MJzmRlcVOnWhDbEv43INSg0oNlajvB%20vratEiWzRRoUiVCcaU8WyE+QJNherjQzs4KpvGqZfShx51awNbEkVjAwpkDHGCp0qBWkm47aIGUn%20TWTQ5l1NyVq9I2fKkd3iKIBzGhq5PoW0LdZCHWCdUqsT9VEDX3KyPJkOOn0QQhv7LbnlQDU2GyFJ%20kZF7Jts3Sl5N7rJskW+6aSCSVEDU+a4hTRXMbR5gofhEDuPfWiQpJDeKauHVNMNqTqdlgsfChocl%20bllQH3hKYaBcZ/DK3Bres2ElPJlIeltw8mhZRcbC2LjXvqZKQ5IeisyBAbYQ0hf7NwCytO+gYzGz%200ZALM1sKkBVmnbXJ7gT3U0xlR1FnG4Uhp+etLbYNyho+X6aoodidQtOxrOOpu6QpgJN/J40wg7zg%20FJVgscpPyqiskfAtpr3MPsXkjxcvvfmZr3WcQnp+IFp3cyYhCe2xLLutZ9ypqXg9xyMOsOwHEMWe%20kJuHGx2lJtuFefVHU7QiHPntSI4aWooaQAFFB8yV+JFaHNbPyE4tzZ6h5agtSbJYtobePjUWYsbb%20epPkfmLC48uKkkqKSEp7B9oEVUKCoi2heZbIYlLjbRdDUhxKVNtp03E8daiUjVPmWPNcexwc5t3Y%202jijqCk/L8bUSUZnJyJrq0uLbSvaUqdsm3lvxpwZWqN4yQpyS/KdKilvVhKvlCjwtVbR41oUWX6j%20kRS6h+HI5e4KLoBPMN7mhobWpO6lwT+dhR3MZOdj81DbwjKVtJAGtj31KfgN0THMDj56fUMz3ghS%20AAFK+faO+rIShwMu41TOXOSfeSqGlJR6dIO4n7JNqN8ouyLpMpDxTFahltt3apSraKI7hUKRgmzM%20MsORg4kSWdSxbzD4X40mi0S4cmCplsIQQtYsh9KbH6RSHtQGhkkvqaddZeji9wq6Vk91qpENC4c5%20Ep7ltJS2YiiF3N9ijw0NDkSKifNlyn3g5OQAyoIU0rsF+OnC9NORNEmGQ+ppLb4daSrapN73B+NA%20nhKuZPbx8p5IDdgShVrpv4UambbTJMTNYZrzLedhvOaFparXI7QO6mnoUsvMnqzbUWEgNHmMv3Fy%20L3tUo03BMzsvKaDkVtpxFgEACyrVTqIS6xk0Oj1sfanQqctcWNIUDnV2GiMNNSCSqM+gKLyRuoeh%20KQrIw4IgYplQQ63a4dSAkhJGhNCsabEZKZMwauomMRGZLUndo8r5CSL/AMtWkRWxLzpb3Lw7zqUO%20SHElYa7EjQJvSNSZFcx7Up0R2UvMYxAQ7JeAJ3AeZH/xpOSS4n5OCWIr8dZfhvuAKSSCWlkcFDup%20QMYmYrmYVyPIXo67dRSNCkG44VNXqUzNSukIk3mx3nSlKruNykA6qT8qFDxrZW1M3wNDgJM0wGYz%200UPIZGxUVxO10BPalVZtJM08BzI9HRsnkkZpi7MpDZb5mid2nl3DtKae4IJqW0JxG3ISUcxkfirT%20wCu8VDrJDRURMpmZE1WNQ2ifinUeZS/KoD7WvZ4VUQKtDVIdxyce1GjBTCSkJbZVptKe6paLgRNd%20lRk8zlFaLDd2HxoSIkgIWw6/I51ktaFDh7gNOFEjb0IOVZmzEIjxF85skHc6NyQO63GnIIiHp0xb%20slxpYWPxEBRASe8d1ESPQsse1+XQigq5iEixUPMUk0to5Jf53jmmtz8dC1psm6+Ovb4VaQPUhvvt%20P5ZtplsNoCAoIHaVcKm2goG2JM5M99mJKCtp/GbtYIvxHiaqVA2mOzZ0WLGSZSnEtk3SUJKlFXw7%20qlNFSRMet+XMeTCbLy1NpcUL7fID23oiGN8Bp94qnLZEQtOrSU80G4SgcSaqSEMR4GKkhcb1e+Yg%208xtFikkp120rtJCkdlomRoDc551P5U6hShIULuNKSfksONNJMcli1nG8T0471TNX6hlSUtQ0BO0K%20B7SD21FZbgVkiiOaj5qIFRpCUtKUOYXFAJSlWprRpoK1UESfkugcYUMR5xm5AE3aZG7VWnZRFmZ3%20skNRno2wKlOtOMIJW2v7SbC5BtxKat6IWNyWOJyEBhJKJ6JEkJKmEEGwDny+XtoiUW0P5CA29FhS%20dh9ZH5ilJJsneToSONQ1JSFsLlupKXktFaRZRcvqLabfA0q1gTUk2O40yEsuJLClJvcfKLfZBquI%20FQB0s69IW88pctok3XcL17B31QpK6zjOYQzAcdSy+AOWU3CSe009BSPvS8rCmbRHcAJ1W6DsIT4d%201JopF+zKS9HLsRpcvmAHYSlASe3bfW1Q4Kgr2sp1BLkpZbw7kZkHbuWQoG3fTmqQlI5NZWsNMuJX%20HcduSUC6d/jUyh2K/wBBIiySEOlxSU3Wbkbb9n01ackoTKyM+Ew3K5xZCFhAU4Brc62tThA2eoK9%20E4CLl1BOKmqOoSw6SPgg1nl9j8i8fuXmcjeyUyM4p5lza2TflHir4V4u49OBbGXyEgqdDamSobAF%20dtJ2KSJErKRYOEcae2uSinzpsLiodhpGaZyeF2JUzpJJBJB4VLsVBoJSVKgtzkOAkfZ77U62FZEd%20rrAckpntGChGiFOaBzxFUyEUWdSZaCthRcSdUqSdKzdS0xPSLU9x9xDroSlHBk8TS2A2ScQ3noM2%20a7ylOtlwlBA+Ud1UqktFgJ+YXDeyarpZAIaaPErHZVTAKhTPdR5Cdi1iShSQkeZI0KfjRuK2lZ0f%2014ZuQcw8uItMFF1B1XDcO29Z21Ey3azEZ/LSICXApiwDNuBJ7qhVIaMJ1fim48tbymVbAdV9gNaV%20tBm6lVgccifkHwWS8lTe1IT2eNdVbjgyM+KqFlp0NSNoSqwvV7hbSXHbQkIDY2jS4NJslqDQ9KwI%20s7qZqNOIcjbh5BoazZdWd4i4DpmPHLMaKR2AE3NQjoqTQy9h4iOUguLdVYKTwSD302U7FblY89Ti%20I7rqVCZ8yrfLbvqHUzbJzzORhNt7IylgJCAsDT40KgtwvGKyYcdEggi3lsLWrVUGmRslGyaUqdW8%20H/3bCBZVqVqitqMxY8yXC1iOJdSSSVd1RtIgm42ckuNxnoykoRo4eFOAgu2W4DbhRGc5UhYJQFG/%20GqgUEWXOkx2vRzAQ6vQucBY0wQ6IEVWMUhJDINit9Xy3qZNE4K9+dHilKi6mSgeUbe+g0TI0jHRc%20g25MALJRqsk0DI7fPbWlhcpDyiNzSRxA7Kljgal5KXLebhSUc9aT5SgWt8ancJ0CzuPnLeiejd5D%20jSTvQftHwq1eTLaMYrrnJMTXIkpYktsoJ9Kkee47b1QtmskiH1V0dl3nWpjZgSXtFhxVttQxtNF0%20jpbELi82BKbeZ4XBvrRBNcjbiCum9M5RtaUJfCUg35hGih90UbC1YhOrdLn5ctQW4rgQOFql1G2W%20+H5jLRbQktG9lLVqD4U0iWzRD06Y7DeiVOaEmtVUzlla7Ixseb6KMpKFLBU4+dUgjspO0DIk7KIb%20YdRFUlC2wVAkX176lZBwQGc6w/CSp+YiPKt8yuC/gKrcOBtSZkmH6WA/dharupGp14n4VUhBNxcI%20Qk8hp9JSn5z3USPaZLKZ3MNvSPy6KtuMh3Y7pfeo/aFEhtLzCYtc1D680gqQw3zd3ACs5Hvgpn5m%20FmvlmCwdjRsdb8zxTRJaY/l48BERtiWwpLKSHBrYgjxpjKpWfwuQKosZ9KJTP+2N/tU4EDIdf4nD%20RA1lCHZ9tqNptTgDG9RTM1IxK52Jd5y5V0BtI3FIPaaegtpL6YwXUisXESbtvFP+rlKHkSfGps1O%20g1U2rGMxuHg8xEtuUVG7qEcdx4mokIDRA6bybaX3GihadQ4VaA0yZJcuW2/GTFZbK+SLNyB8oAqH%20aC62KiX1dlWh6dEUuhAtuQkX+umtQeQ0OO6ezeSgxsizdl1Y3WWL2qljMnmQ210pkWwsSJCUSFKO%20pHZT2BvkVAiZKFk22hkm1Q21AvM9pT8aQy06ow+IWx6p1KjEVqtKVEXJ4Uydpn8ciLDeW3FOyMtP%202td1/sgntqGykixTmI8dgxceoRnnNHArU0lcYSIWcluIeYWX1JsFOpGgHaK1raSXBo4zkqCpK5Sr%20MniTpetPAlor/wA6ms5B1aHAmIsnbcX0NZsaUlLHlRo855U54ONkFe4Gw1qHY02Abn9Ol/mY5sqU%20+fxHAbgUt5L0CywcYCXWl+nKrBKF/av2iqTEmNNdM9VOrakycggQSb8gCyrfGh1FZkjNty5KGwy2%20plqL5DJPy0JEon4rIZSBIbddcS/jVgI2JGoV94mqkbRKzmS6bhOtvBWyRK4OFWl/hSbJUlbJy2LV%20JSiU4ltlbZ2tk2JWeC/hUNGirJncs7lo0JKYWQaXJQoqMjbcKSeCR8KUFcBtjPNvQgJcByRPA80x%20GiQe3SiBocZZj5CPeOwrmpPmHbpQULHRWOy0dbUqC48FizqATeqTE3BVJ9vo8F0phub3UA8qOCSp%20CR2H4UST1D0F0uhaOmcQhzVxMKOFnxDSQa93F7F5I8jL7n5lL7m8wdPslpkvuiSnltjju5bgqO49%20o8b1OLuxHYvUba39kTczuf2qugqvwriag3hssU9L42Ni5kiIvmRZ69+/iUOd2tG5gqIpG5cLHvgz%20VttNNkKb7StR7TUxJcJFwzmVtKRJiAOoBJNx5SFCm66Gd1rJFyGIGdbadbszMjubmXD2DioVmkUm%20TYOS9OCxOSWim7aSTZK0ntqtptxQGpS3H1odkNC4KGGQRuUkcCapGfTEQZEs3C2kFtKiCg2B+Jqm%20hbILORLcUj00thPL27kOBPZWVkythFjBl51ltCA43ssH1G20DwqYZlajIUopbmKb5Kg46pILhJIU%20kdgJq2OuJ7iBIkr/ADExWWlq03LSRYbRx81NLQtvUkCWyiUzKS482n92k3AI01pjJMh3GvrbfkxU%20OyVacwCygOy5qUgkdfkKYeQEJLm7UJSbWsOAFEDkmJU0t1h+QkIU4fLuvuV9HhQ0NMV1BGWx6gIj%20Btval4SEKspS+wKHhU0cjskZ/KQ1TGfWtRSxKcQnnOtWKVkcCoVorQTakoTjofULbJddcZSlkpUd%20qLKKD/TRa0kKjTLEQomSyq0PbVFkB9lAFrm2u+k3C1E66kmX0lh8vzn5DSS8hAUhJ0KVDs+FG5LQ%20HjAnFj0cTE7QyUNlQcGoCibj6KgboSMRJYYymOgNoKnEqUl58Dykq4kCm5BIfmTM1BVIbSsTGFFR%202EX2ppoIKh3Juxen/VpYU6l7cPTquU6cbDsvV8RItMXEhPwmGpDe2apCXHWknTYrgEk91RWC7TBG%20x/SnSsbKKcW247KCy6FPKuUn4VTuzJWSLDN4XCzAkrSQVHeFNAXCkjS541KbNFaSkktw2ozrKkLD%20aiEu+X9pv0CiRSkt1KuLByUSWpOOgF5EhQQ4tR3JSlPcOyqmBQa5jITGo6o/KSHWyApo2Nr9o8Kl%20oZGak9Xl8ktw24+67W5OpFOCdxLXkJ62i4640tSB5AyjaS58e6iIDdoRJedhBtTCUESkpuom5Tv+%20PCkNW0IIycVbTonRhsAAUgcHCe2qSJJkLIpEYOstoZbvtCAgX08e6hopMcXJjym1lz8TbqGkn8QK%208KUMJBCy8t7/AE6GVK5ehQ5clJPC9S6sIRHnmOHUJfWqMpIsVJAsSTw1ppSDRNWlltuzc4kJHyoT%20f+amwSGJcvHMuNtuR3JCl2JdHb9FNKUOUU0zPLbUgQY7gjOr2FRBTYg66mnWrBFs5hYcqE65Mu9H%20V+K4lKu4cSoUKzTHZJorMFioqGlzEPLU0tf4LZVdewacT3VGSWyapQWDDGGYefebkrZWTcqUbgk6%20a09wOo62w6tkcx08hKiS4E7x9FTGotpCw8yKvqdEdklIeSpKFp0uBx3VVtDakNQSc3Al+pfYxxDc%20ix2ur1QkJ4lVFXKkz+xXxGcfFxy3Esrn9QNKDnqU3BUAbkgd1qbUkvQtZ8mA7shrG2PITzGNuqUl%20wXUD43rNzVk6sj9SYFGWxEfGKlJDUW/JTptsRbUDiRRiyNWkGzGQvbeHDdMVMhUtlwb3WyCm6vA1%200vIrCVoF5DpXBtMK9AhEaQ4oJdCRdW0aEEjWnVwPZIzhej4cfJNOuS0Nw46VcqMd3zK+ZRvxqrWT%20Qq0hmvhYjBRkqkxUpXIPzvJT5voJ4VCsagkMx2klbKCXXlBL7qyVEA93jUNjWoUjD5diQh+IlExl%20QSnkrO3aO03700VaIgsZMZtyIhSCFcbo0tp8aN6HtKa+MaWkKgCTOUlV7qslPxpSOqQ3ieo84066%20ljEfit3KbJvdI4bVGnA7MXlshKyjza8kmRCWdoQkJ18QTQmSJU3HglSETkIc4ht3Q6020RMERzqv%20MYyS1EDPqQtO4Ka1BHba9WqoW5kBXW6X5Kmeept5KhaMUgKJJ4XNDxjlssspLhxxsLxbfcSHpZUd%20xQj7Kf00OugkZ7IN4rJOuOIdkOPIQVhKf2ZKRoEjvorTcK2h65r0DkIeZSpWInJT8xjugX7yg1nm%209j8mXj9y8zkkmXDMllkALdbBDo7Aa8I9UgIzWPeUUsSVrdCtuwiwB8KTGVnV0GdkY7ZhEpMXzS3h%20oVA99QMzOHU3Ie9M2khST53bWNxUsZuslFlJwTC4LpdaiK5ss9yBxqqCsVc6bKmRo0l6IiTjVJPK%20ccNjb4VoQYWbkZuIyxIlOFhY3JZAOwA0DNX7bMZLJdTHIB1So9wS39mgDoecyiMSJClmxWq6W06g%200DMnIcyeUZMkqVDiA3ZYR8pV/wDGiCkykx+Bzi8ipa1rXCeVd8HgKUA2aeb0EmNtMcbEKTvW4Brb%20tpQQ2NZTp2FDxcPKQ0/7ZRW+u1iRSglswvVs94Ml9Y5kWR5jfsvwpJEyWXs+yyibMecQFoLRKL99%20aIEZD3KxmzNrlJRtDyia0RZmI+9ar8AkUzGxoOgndvV0JTibpW6Ab1LCh6RyCYnJtfkBWvNTxpI6%20VwGIYkvpVGU4VIAulw8abFJC2Mxn1l55TzjR8qVCpYjQYnPxnYLiJKjuAOwEdlqurM7V1lFewZLi%20EPt3LbiiNe6tEyydMVGYbQ0uyX3BdLg4gVNhpDioyJURLDMxTLwNypPb4VInJAfjvYm0iQnmto1W%20o/a+NApkDRanpGTRZvYdqQmgCMZSJWVeElfMVtAZSrhekSlBRpkdTMZN6DIa3wH1EpJNwkDsFQaI%20ZnNQVFMdb7kcoVv8qTaqRSMyOpZSstMhx5K1tMEAtnQL+NDLIKs5mHJ5fKOQ2yCAsHjbsqGUmXfT%20vUrji25zwUmU+rY0zY2JHjUNDb0L+fk3npSWnSWpbgO3brt8L06mUkTGPpw2QcGRgoUt1JtMOqiD%202VuMl5PE9OKiHKMMIfkKG51Kha1ZWJ1kk4Z8+g5zN2Y6SNzaBpeipLJmLy86RltxJfhLslKV/ZPa%20QK3QkXf5RFayJyElCW0JuUKH2vjWdhN8iF62NkH3ENHlqbuQhI0sO2pTAaVm40ZCVvq3lnj21qgg%20jTVw1utuNAFL45m7uv2VlcAOToEXcqSwndIHLaFvmPjWSKRUdS5Dpf8AJlR8k0mE9oGnmxdQ17K0%20Qy9wOGj+kaZhylFK2wvnfaKSO6tKhMExeGcx8OW+2rn7k6btOFVAbigxObRLkqjusIQygHmWP2hU%20jIsTqqKxMlw1vKdVISWltqHlCTUEQV+GhBvJOpiISpwK/BRwFBohXWXSnUkrJsuF5SceUDmEH7Xa%20m1UUmUr/AEVAYWktEszHdI5SPtfGqkRAY9r4ao0teVlrl5Va9zCHRokdwNNsSLXp7pfIQoKVMtBc%20kKIXGVokI7FCpZaNPGQ5oy4SyHP2rAHlV8ahjKv+H4svKeqju7I6DscYTwJHE1ImXsjGNtFCYTKH%20I69HEnSwqkZNEjJRcfjUR47Wi5KdxQBoKi4VAnCobeRubCUuW1+NVUmxoI2Un45bTCWUrht6LXfg%20K3qzC1ZJLXUeAnxXpLqUhbZLY0qm0SqWT0MpkIcdqRGmN6omr2HwArBnZUlsylvuKxzjIdY+yVcL%20CmNkHIwI7qUMNN8pcdXM8o427KzsIqMj0zOly2JyBySvVKQfm+NRAGs6demw8a61sCHhfy30OnGt%20qCdUyLFayU1J3qLzpJtHUfKmtRPRSVspnI4ZbkmW0l5kHVkm4T8KzsFBUeZiMlHekiMjbsIUhWlr%20fGsWdHgZ1qcxASt2NGQYqv2h+6PAUkYXLN3qPEZpDLjpCG2rNhVtQeytakI1GHMVAdZelKdjhAKV%20q7L1oK4UyDJEN0LV/oHNUG/zDvNJhRyVDLzKIy0pc3w0XO4/eHZSNGilblQuqWp+ELCWl2CWJn22%20z3ppGcCsb05JKkxJDQlGKOWJC/mKU9tI3oWyoEBBbjvMpbxwPklD5irtBFIVkRZkFs8xtqzEUaNL%20R/zB3qoGkVMXHSIrLrsR9ZDd1qPfbsoLg1HRS8lKaOScWWmVa7SbXt8aDOyJbbuOYnPSgEl87gT4%20GgnadFwykrw8FSflVHaKfgUCvew+xeSPJy+5+ZSe4WMzGRwjLGJZU/JEhK1JStDZCAhYJutSRxIF%20LLVtaBjaT1OOue1PXs19Qn4p0N3KmXESo10nsv8Ai61zPDbkdLy15l4joP3AbhNwkwP9OqyH085i%209gPn/adlT0b8hLJUoZHsz1vkJI9Xjw3HbBCSH2CpRv22WbXqujbkS8lTQR/bDqSOy203jlBvaEcs%20PMbUW+0brufoo6N+QPIgsr0R7gwmQ5h8WiXJCgCkvsIGzttvWnWl0LciFdSQ3fbDrOWk83GKbCvM%20pLkiOseYXKQQ4bWNTXBeOBosq5kaJ7WdaNvpSvCqU2gjY8qRG3JsdLWdvT6F+Q1mReve1/UTz63v%20TlvcBdvmNWJHwXVLFfkDy1LqJ011O7GEaXi+WgJKd5dYUR2abVmoeC88ClmrzK1n2zzcR5RaZW60%20u6gguNWST8VU+hfkJ5q8yIeiOvmtqGoJeQCbcx6OQkE6W/EvQ8FuQllXMOT0P1o4lLSMOiwN1OF5%20i5//AFl6SwX5D6tR1Ptt1ClJR6BKd3m3NutaHx3LoWG/IfVqGx7YdQIdUXWy4yoFW0LaCt3d81qf%20RvyJ6lSPH6G6yE9pCcLyowUd0pyRHW4kfeADhp9C3IOrUsv+3GbZe9QELkuJWVtBTjQ49huql0b8%20h9Wo7k+j+qZiSgQdu8ALJdaKfG431n8fIvAp5q8ypHtd1CiShxEQixFwl9sI2jsI31awX5CeapZp%206A6gRPeAjFUVxuwWp1sgKPYE7r0+haOAnmT8Sqge2fVbGRyEsxSlUlgNo/FaI3J7vPpenbBZ+AZM%20tXwZJi9A9ZJyCXHYoDKmC26Q60fMB5bjfes8nbXfBAs1eZLb6O6nWuOpzGlDqLJW7zmCnaPALvUL%20tsiXAbzVfiJhdD9QJyan3sYtCmnApt5LzBQsf2eZuB+itngu1wJWWvMkTOh+qpEx5IQluC4SWwla%20ApIVxv5qFgvyK6teY2fbvMswVxkNLeQdEpC2r/G6lDU1PQvyJeSvMbe6F6kehMqjQPSymfLtdeaU%20VJHihahT+PbkCy15jMbpDrN51Xr8VZxJ2sykPMEhH9b8S5pvBfkTa1WTFdH9VNLWpMLnFABRsdaT%20vP8AxLFqSwX5GcrmH/B/VLrN3Yeqho2pxklJ8SFkGl8e/I1WZEdroLqwrCwz6bZxSlxshd/guq6F%20uRp16jaehuplyFOqximnLW5geYNx4/iVLwX8EJZq8xY6H6yaFlRkSWyb8rmNi3wJWKF29+QPNXmS%20W+mesUKWlOLQErsNxdZNh8N9N4L8hdWpEmdFdXOJscal3+y4wn+dYoWC/ITyV5kA+2XU8oNIkwAh%20LaidwdZuBxtoun0b8g6lY4li97f9UOuoBjpS0lO0bFti3x82tHRvyBZK8wRPbvqRl3eWUqSk7kIK%202xr3khVDxX5D6teZKc6d62bXdGNbdbJG9CXWklQHbcqFT0Ll9ahAy/QXVWVTdcDlk6BLjjCgkdw2%20rqlguvATz1gj4z246mxY2MQnXkq1IU8wEgnuu5ei2C78CK5q+I/nPbfqSa5FmMR1szIdyhKHWghd%20x8qvPrTrhuvAHlqRB0R18kb045SlruXGlPxlNXt2AuUPFfkadWkcSJE9v/cURjHcx5bQ9cPEPx9E%20k3tYOcKbw2jgRXLWdS6i9AdTMoRGEBKWALFYdauPgN1Q8WTkPq0Gh7W9R/iB8h1tRKkoQpsGx7PM%20q1Po35CeWvMjOdB9chsR4MFcVhs8VyGFKXf4OGmsFuQurUbb9t+tvXpcMRLYaRZt4OMjzE3Vey70%20+jbkVXNVeJq0dF5JP48iJ6hZFvToW2kXHeVKFT0LxwE8teZlpft512rNeriRuVHdUApAdYHKaHFK%20fPqVU1huvAVsqY+/7cdTSMshwwlMw2z+EkPM7Rprusvdr8KV8N34CWWvMlDoDqXg5AQShRLa23W+%20HZ8yhWXxsnIN9eY410d1O0lTisTzX7Hlq5rAKf8A9Zamu3vyFvrzKyF7d9W3lF/G8tt9W4IS8xvH%20wUF1p0LgsqJI9uuofw0pgbWk6upU4ypSvDdvoeG/IFlXMWjoHq19bociJisr0ShDrR0HC9lUdG/I%20t5a8wQfbnq2EiQ3tTJZfuSlS0BQJ7Qd1qOjfkJZarxExeieto8hSRDKouyyUc5nQ9upXfWj49uRT%20zV5kR/oPrxT7S24JDaFXKC8xqD//AFKfx7chdZcxh/oHr4zhI/J23FG4K0vMJ0IsLgudnhVrC+Ql%20lqXTHSnXEdltSIA5rYF0JdZF/pK6zfb25FPPUbh9M+4EqS+5mMYkJ22jht2Oba9p5lxVdC0cCVkr%20zIGV9sszkFGSvCuImsEhCy/GUl1IHlH7T+ek+3tyK61IKT/tr7lJiR2ziQssrK0pD8YEA/Yvzaaw%202RDyVI0b2m6/dm+pfwLTD27eHefGUQrgk6OHhVLHeA6lSez7KdVvyXJeRbDjuwp2Jcb89+IPn7af%20TsPq1RLj9Hdd44sph9Jh1O4JWr1MNJSkabtXdafSsS8lWd0rqOYi5aEqdipsJKtqpTDrIVcixcQU%203uPjU3rNWiquGmcjyvtF1w2lP5DNgIX9pUpx65/VZXXm/CvzR2fKr9y1xvtXnEYjlznYZyd9wcZU%205y7/ABLaT/JS+Dfmh/Kr9xuF7f8AuMkvsS5eLVCeFiG1vb7eN2RSfYX5r69B/Lr9wpntX1IIxax7%20sBtSuKlqcBv8Q0an9ffmvr0H8uv3GOlvbL3Axq57OQm456DMaLWxtx5Shf8AtMpFVXsLrxX16E27%20qr5jub9nsrOaxsZiSw1EhpKXUcxxJV8LNm/01Xwr80L5VfuMzPZ7PLxwiMOQCpSrLcdU4Ty+2x5R%201o+Ffmh/Kr9y96d9tZmAxaoMBxgBQsVqUsnXx2UfCvzQ/lV+4yj22zSnFLkSI7t1XF1uHT6UUfCv%20zQ/l05Mt5fQin4rLALSeUrdoVAX/AFaa7K32Jfd1+5KidLSYw2J5BQr5/mv9Hlo+Fb7C+VX7izgM%20q+Fsy1sGMQQgIKt3hxSKPhX5on5FfuQ5HRkx3Grx29n0ywQblV7H/hpfBvzQvkI53lvYvq2U26xH%20l48ME/hBxx64HjZk0fBvzQddF90F7SZfp/Fhia9FcllZLi2VuKTsPYCptB/koXZX5oa7ipC9xPZb%20NdQpb/K34bK0XuZC3U/3G11S7O/NFfKr9zEtf+MvXSEW9fi93b+LIt/9PT+Hb7EPPVk3Ff8Ajv17%20AnMSkzsXdlW7R2Rf/wDsVL7O/NBXOkdQh9GdSlTKZ78RbKRZwNqcJJ8LtihdlfmjX5VfuWsnpN0e%20eGtCHrW85UE/yJNN9nb7Erul4lSnofqB2Qpct6IUKP2FOX/lQKXwr80P5VfuWrnTOR8qWzHCAnaf%20mv8A3aPhX5ofyq/cQ/0xllRGmGXGElBJOqwNfgmqXaW+wvk1+5De6OzzqNin4xT37l3+jyUPtLfY%20F3VfuIY6DynpiH5DXqQSW1IWvb4X8gNL4d+aH8qv3HMd0t1U8l+HnX4j2NWLNBhThdA8dzaR/LR8%20O/NEPua+BV4H286oxeQkJMqKvFOKUW297pcF+FwWwP5aPh35ofya/ct1+3jDwS685aUk33IUoJ/m%20o+HbmhfJQB0XkksOIDrJWSC0pSlmw8fLU/BvzQ/lV+5JX0zlXAltwRC0AAo+bd/cp/CvzQ13VfuU%20zvs9hPzBWRYG2Us3XdR2k/ACm+ytzQV7teIWS9pIM6OGVlKQFhwlKlDUf8NQ+xvzRfzK8mSZPt48%20otJYEZDbduO4K07rI41PwL819egPva8mSR7eRSUlZST9pW43v4aVS7C/NEfKr9xyZ0OmUhLThbLS%20NUEk7rj/AIav4duaKXeV+5WyfbqefLHdYS2v9qlSl8PCyDWb7C/NA+8r9y2hdKS4EH00UseYgucw%20qI8beWqr2V14ozfc1fMkHpGOhQdZ2pfGvEhN/oFa/Et9iV3KkgdQ9LZ+dD5cJ+Oh4/MXFLCfo2oV%20Wduyu/FF/Jr9yHjOieo4TDjXOiEuIKd25wncR38vhULsb819eg/lV+5Bge2ebRGlNzJEZxbwsgpW%204QPjdsVouzvzQfKr9xud7cdVrxiY0STDS+hxKkqWt22wHUXDZNS+xu/FC+VX7j+Z6E6xmFvkPwEp%20QkDzqdB3AakWaNR+vvzX16FfKr9zN5j2Z61yamnnZmPL7H7IFx7Yf7X4NUuxvzQfLr9y/wAX7d9X%20YxxuVGlxPWBAbcCnHS3t7bDl1a7O/NCfdU5M0L3TWckMttvvMaftNql2Pw8lHw780Hyq8mc//wCz%20fXDPUapsSdATjVkqW0t1/mXPgGSn+Wl8K/ND+XX7mgd9qpkhaFSHIwP/ADFIUsKI8PJU/BvzQvlV%20+4qN7VS4sousPtBKf2V1rv8AT5KPg35opd5TkwPdC9cPvjmzIRjA/KFu7tv/AOi40/hX5or5tOTH%203ugOoHAGQ9E9O3qySpzeD23PLo+FfmhfMpyZOR0E++0hE9bRKPlU0pV9O8lIp/CvzRL7uvhITnRO%20VXJ5vNYSGwOSEqWNRw3eSh9lfmivmV+4nIdIdRyGkltyGl8jzqJWB9Fm6h9jfmhrvacmQcX7YTcd%20JXIZfaK3EnelS1lO48bDZS+Bfmvr0D5tOTH1+32WEZ5TUhkTHB5SVr5YP6l/5Kr4N+aJfd15MWjo%20vqMxm+e9EXKbAAXucKf5W70n2F+aBd3X7jjnSXU8oNpmPxNqDf8ACU4Db9QU12N+aJfdV+5LX0hN%20RGdbjut73OBcUq3901fw7/Yj5FfuVjPt7lEKsXY+wm6gFL4/qUPs780NdzX7li90dOcYS1zGbN6t%20aq0P6tS+xvzRa7uv3D/hbMqjhCnIwcTolSSvh4nZR8K/NB8uv3HE9N5ltCUtLjE385UVXI/UpPsb%2080Hy6/chZTo7Py3Uht+OhgcRuWD9FkVPwL819egfLr9wmukOpHU8ua/F5SNGy0pzdYcN10CrXZX5%20oPl1+5NZ6QkttGziA6sWUoKVa3h5av4lvsD7uv3Kib7e5l7dsksKubgOLcI+nyGofZX5oK91VcyD%20lfazNzuWBIjMpTbcELcSDb4N1D/r7819ehp86nJlXM9mupkm+Plw03+ZLzjtv5GlVK/r7819ehnb%20u6vmPY32WyS2VnMPxjIFyz6Zbmy/Zu3NprRdjfmiV3NfuXGK9v8AqVrHOxZ8iIpdiGVNLc+jcS2m%20q+FfmhW7mr5ipHQvV0hhmCuXF9AlNnQFu779m38Oj4d+aHXuarmVrXtV1KhpTJlROVuJA5jt7eP4%20dHwr80X8unJkaD7R9VRsn6z1UJIaN2Ahx0E/2/wqXwr80T8qv3NRI6MziSh2E9HS+RZ4rUvaSeNr%20INL4N+aKr3lF4Mhz+gupX2i20/EA7ApTlr/Q2aPg35or5tOTCi+22TjQi2h9lUhzV0qWspv/AFfJ%20S+Dfmvr0H82nJljC6LyDLCm3VRyVAjylVv5UCj4N+aH86nJlN1B0B1nMjxo2Olwo7DRO8FbqCQe7%20a0qn8G/NfXoL5lOTK2B7QdTCWhyfNjLZTxDTrtz9baaXwb819egfNpyZ1eFGTFhsRk/Kw2hsfBCQ%20n+ivTx1iqXJHm3tNm+Y9VkgoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAF%20AAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFA%20AoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAA%20oAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAo%20AFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoAFAAoA%20FAAoAFAAoAFAAoA//9k=" height="442" width="1200" overflow="visible"> </image>
          </svg>
        </div>
      </div>
      <div class="fig"><span class="labelfig">FIGURA 1.&nbsp; </span><span class="textfig">Tecnología de cosecha KTP-2M + camión Kamaz y remolque.</span></div>
      <div id="f2" class="fig">
        <div class="zoom">
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h1qVVCiaI%20goByMFke9CoFSeiMJtCW5t7WMySSAU1oUZwNc1iOS+o8MAdDB1HaFldnTr1ufX3M8lcvJbM5oPtR%20DtkQos1k3PJ8930q5Gd2Tbfk2Tt3gmZxA9qeC5Npxn1Ga57YbjWulSqymt/HcQ3UQmicCD2BNnYI%20uICMDJO4lPBZAnRGBknqjCQKMAQTMCaKSIJBQCCqIOicBmTVXEbGXLXVhsSrTAQBHqgDA1So1hwd%20FnXTAUnYbcNVpqx2gqK2NJI1QBoAIAIAUTAUSGAQMCaEHCqaIM9auAd0Udk8K675WAdUBczth1gJ%20U2qhR0Sh0h7qN1Tk8o28Kq4cHPqF16Rx9lNVV5YZHQnoE8rmtoqFp1COULFGdUgIBAFUDqgDoOo6%20J5yMCLgNExgodKlTyVNUeWTcS1qjffKpqj2ziJvGNK9q5NtrGmE67dE+BzSOo0Va785g5GcfCyO3%20dGdRWtVxbXhcNflsvSu581uTjrXyvIp8/mfzLWbZX1T5b1Nqx3qH/wDx/wDff1Ft0/ln2Mct2Y0A%20AgDCAUgCQkpqAUkIFaIMYcUjLDikYw5IFUTGBgIGB0QMHWGjUDBVUDAwUDA9yBgNyBgYcgYHuQME%207kDAbkANyBgbSlQVuQB1QBgoAw5ALDkAoOQBF2qTSBVIxgoBTHaqSOhyDLDkgWHIB5kiAeDxRANv%20eEAxI/VANOcgGH6oBBCcKioqSFEAKIAqIBQCAUAgFBqAMhBCLUAW1ADYgBsQA2IBbRRAGjAyUjAy%20DvdRgZIojAyFEYGQongZODojCciITweRILIiKlBn4moyMHw3RGRgRaptOQbGUWaztKBANvNEAyXV%20KZEOcmk24pgkOTgHvVAN6AG9ANlyASXIBJcgElycDQ8SNfiv7v8ArLLtXq0CyWr8+aYmc/5n/Paq%200+U7fDHGSq3wzyQ6TROQsmXSk6KitNHqhA6oAVQAB1QDgKQPRuSVKkMcpsaHmlRYeTzHqTlKrVKU%20UlwJ6KoRbIw1u6U7R3lBKXOcsssbG7y3te4dlVPJrrply7kPN7u/kc1rixvsWe1y3msjLvme8lz3%20bie9PWFdzBO51AtJGG1W+NsHSAUGqtNSLrGvYNWpBWSB8b6sO0juU1UbjgvMX287bad1W9ASiCuo%20OkZKxsjDVrhVaRlTe9PBZAvqjAyLcjAyIuRgZGHIGROOiCyaJNU8DIVTIdUGaemimXVWurLaElWy%20EKoAdqMmMHVI5TgUbNdaBWcXkgrWM9qJWxsFRBAUASYHRIAgQOqZhRIw6IICU6WUyyt9w3Fc3Zu6%20OrROEVCufLqwea3RByCLalJSPfVEfhWvVfLHu+FSGvc6hC6uUjhmtp4Wjipu7SdaZBZta2pWW27q%2010mCbm2jLSQeiWm1RvrFftoaLqlctgHRGSwauWF8LnN6jolfgYR8dc76wu95qXXfJpbWa1Ku08Dm%20rtoO1ZWrkMtg2t3dqnaNJDd40NhLxoQuXv8AEVZlAkvCbcAdaLj6e3ynaYMRwG6s3NHvLTvnKZPr%20rS+kcEkM+aa//wBmpX+9WHq2+XRo6MuxbHeof/8AH/339RbdX5Z9jHLZmNAAIAwgFIIQQCggsFIM%20tjdyRyFiJLJlCJIyvLpqkBJgYQB6IA6oA9yAPcgAXIAg5AHuQB7kAKhACoQAqEAYcgh7kgOqMge5%20AAORkFByAWHIyAqhcHVBjqkBtKAWHJA41yQLDkgWx6eAdD9EYBD3owEeSTxIwCN6MAOqMAVE4QUT%20IKIAUQBUQCgEAsBAKaEAKIIRCAKiAVtQA2oAbUAXaqkKgngikYAHojAJRgAjABGCOAaKsFkEARCm%20mACmriRE0KbVSJAbopyeBFuqWTwWGIAOGiZI0pQDJKZEOKaTTigEFyYFvVAN6AG9AJLkAkuQCC5A%20CqcDR8Q/2v8Au/6yy7V6tEslq3khphbg/wCZ+8ar6/lO/wAMMZF0OfIt9U5CJ0TwBOKeEkb0YGR7%200YGRhyVOHGuSM40pCH2uSrSbHmPUUzu4BLAyWwucfYpuqsiusnYWUZfNIGuHYVNuF6zLn/KfUOU7%20obUhzegIWe27WdTnt1fXN48vlcansUtMYQZGu3UGquM9qUIzt1VotHDF46qoitZxswmUNciiNBnL%20W0+G3MIrRTDc/wAhtY4qk5V8d06KVr2mhBqlg8u1cDzgyGM2PdV7aAK9UbNC5pDiFbMNpogCQeAR%20RgC4JYBBeqkTaSXIwMk7tUYA9yBkGkE6oIqSNpFU5sdiOWgLXkyugtEuScC2OJ0Vci45AwyN1olN%20xwFuVUS4HuUcV3YCqkRaJUkEAEJFSiYGFNqpqPakriSdFWSsBBAUEchj3up2Kd9laaZWkDdjaLk2%208u7XXEP1FFC5TkZ0SUDi0IK01ta807E54LGSH2bGncFXOp+uAwtOhSzSwj3Mz2eEdFesTvcInxD6%20EHtW01Zcsmq1KrKbqIiqpGCmgdD0RkcVPcxutb0zN915osdrxo4rYEFrXDpTVa3zMlSS9hPXVY77%20Ya6CMoJotJZZkkeZjpYnDsWHs9eYrX5UcbgZ5IfzV4WvjfDfeTCdjnNiOz63cvT0+MMI2fARH52S%20c3qfJ3fN5iy6ZjaunRr10LY71Dr/AOH/AN9/UW3V+WfYx4aVsyGWmiAIByAUGlAK2lAEGPqgHmQ1%207EjPst2nqECHo7UDoFOTOC3PckZQtigyvhu8aIAfDQ9yCF8PF3IAvIj7kAPhmHsQB/Ct7AgD+E9i%20AHwXeEAXwY7kARtT3IBPwxQA8pvcgC8pqALy2oA9g7EAWxBBQoAUNUAragBRAHqgC1TVKUKoweSh%20VIFNHegF6JFkNxHRI8h5ju9GBksSEIGSvOcgZEZSeqBk27U1QMggZCpQMhUoINxTAVKALcUAtvRA%20KAQCwEADUdEAVXIIXiQBiqAVuQB1CAOoQAo0q4VgiGp5LAtO9AwTLXZ4HCqBguFjiPFqgYHI2nRG%20RgI27uoQMFOaWf5XsCaMFR0fpsLfaUsnC3WoAr5g+RTaqERBpJBHRTVQ83aOimrh1rlFVB1b86IZ%20O9ypIi8oIgtaeqYMvZQ6dEypp7Smky4OTBAaSdUAC0IBBQCalAJ8aAAa5AK8uqAUI29qqBoeJtA+%20Kp/0f9ZZdq9WgWS1Vyk0wVyf8z941adX+yOz/VgPNC6uLkyHmhPB5DzgjAyS6SqrBElyCGHKTONc%20ErDhbSpM41yMA81wSkVqejqfdSsPJwvbGN0hoApvg55UGb5lZ2bXMgf9ost+yOjr6rflznOclyGQ%20kILjsK5rtl1TrkU4A+sdUQ7QDTXTotGVoGMDVOI2oi1XEGnv2dFUTSrTMutpKg0VFlbHkzpmbXO0%20SkLKlvrjzXEhMIVDVKm3PpplDb3rIHGjXFGtLZ16R4J3joei1Y5NulCMDJJkCMHkh0oT1ibsbMqv%20iWRNcVNgGTVACiBkNUjweihJFUsqkPeQ4hRk8GpLY06K5SuptlsXFO0polQ21D0Ubbr10PyW1W9F%20Guyrorp7KQOqBot52MNusQtHba01T5p+sw9ha6hV63LPaYErSLVLIgaplYMCqWTkKACVa6wZ6pKJ%20ITlRYFFTMRCAl2m0alYdldHUmg0CwdFow/vSwUpMl0GtoDqqkyXMz8W52hV8E8j0cjgKrOzC+QnX%20ThoU5BdjPmP3bgnYnJqeQuOqrWM75MHotiwS0d6k7RlVlFhNQgGbyFs0QHa3VTvrmAzavl8osPXs%20WfVv+C2hccT9xLk++Zh6o8sjm3G0Ll17LIr8pheIrcud3Lsm2dTvyyMNwHZeTb0cV8/2eOxr8riG%20EjMtA9zZVd2l8s7Gq9NZS69zTD9Q29Pn83+ZHXP7Vt11uls0ZPnjN3wPs83+otepn2MqIVqzH5CA%20MW/sQCxb+xAKFugFi3CAdZCAg8HWsASBYIakchQeEGWHtSPAy8EUQMGqJkIhAFRAAPoaIB1jwgH2%20OagFuLSNEAklqAQSEAkltEAyY9UARiQBeWgAI0QgMSZC8pADykAfloAeWgB5aALy0zKEaAWI0sAC%20whIC2FAEYykBbCgFbSgBtcgBtcgFNbpqgD2oAbUAC3RAJ2IMNiAGxAKAQCgEAoBAGQgC2oINqAG1%20AFsKAMMKAMMKAQ4uDqUTPBxkW7qnkYLNrH2vARkYIENuw1dK0D2oyMGp8ljoBrcM+lGRhAfybENP%20iuWfSjIwXHy7BNpW5j+kIyMLS1yONuAHQTscXdxSyWE4wyubXq1GSwaEEZdQjVLJ4KltywCnakqG%209jkrDEdwSweQ3FGBkqqYJLkyFuTAxQhBEPaE0mXNCAaeAAmDaAbKAT2oBwAUQCg0IBQAQBPATgXv%20Ff8Aav7v+ssu1eq/WS1Ryw04/dH/AKv941a9P+0Z9v8Aq50Su1yCqngBVGAG5IDqUGG5LAGHlGAd%20a9TYMnWvRhWTrXKcCVEy2XGOj3uOlKrLa4aa65rH5TmFzcspA8gFcPZ3vS6fXk81lbx88shklNSs%209ba3uPwabSiqI2EWVdVVGO1OUACuItIkcAFcZ7I0k2mipKFLcihBVQqgP3yO8KuISreGbQJhNMBD%20NeqmqR3SRxGryKKacOY7lFpY5CMs9+vYlPk7jDv2Dv47rCwXL3DxtqKldMnhybVJa5j2b2uFE5BJ%20cZNOcaq8DkQSUYIRqgymgqKCglk0iFgd1U2nNUkWzT2KLsuan2QUFAouy5qebFoo5NNdSXw1CqbF%20tqY8vaU+SMH4i350qch0kUUyqsRpnA6BVlOxkOoaFVkoj3kTXDc1a6bOft1Qdp7VvNsufjS446lL%20a4XpqfMAIWV3a3QBCBolzPgZkjc017FrrszspFaqqWR1RgsiKaBdUHD8JIWO7fQ+6VwCzwvImSOK%20eBk3IDWqciaKnaOxUIkQygihWe0XKamd4k9YVpbJG7UWCElgdqqlGDDmkKuSaSSBogsEmVrXbSlb%20g8EygilO1VrSwDQQBXtTlKxX3kzre9aRpH2rm28U8LASNLGvro5b7WXVH5V109rZ9y8+bT4a3XCV%20NDJNbadKLp02/qmViLaZkOckjd2OXjd/+zefDXlv2rZ2n6tF2dMzMovy0fp1AY77MP8A2jbY/QZV%20Wl81fXPlt1q1Znmja/B/3n9Ra9bPsZsMWjMprBVAL2NQCg1qAUGs70AmrapmG4JANyDGBuSMoMQC%20gwpHkvYRqgZJqO9ABAFRAGIgdUAYjogYHRwRk8HIqk0KMlg4WjvQMEloQME7EDA9qBgRYgYFsPcg%20YGGU7E4Vgy32IyWCS32IyMBt9iMjAbfYjIwG32IyMBtQMBs9irJ4GGexGRgsMPclkYKazvCWRgry%202oyMCMQSGBGMIGCfLCBgPLCBgPLCBgRZ3IGA2FAwG0oGBFpogYFtQYbSgYDYe5AwG09yBgYae5Aw%20UAe5AwWAe5BUdD3IINp7kAYYa9EAvY0HXqkCvKHVGQMRBGTwafGN3TTvRk4UyMSeFjvF3IyeTNzi%20r9wq0GiXI2W5H51jaudLLRw+p2p5Dl+e5A4A0f8AlRkMbc5u5e40kP0oyMIUmVuQdZSPnRkYTbDn%20Wax7mmO5IaOimjDofFvXG7BZFeyF7ehqjIw61x/n3Hsmxvja2Q95TyWGo+yuWB0DhI3/ACexAwZk%20ja33tExgw4R9hQXk25oomDeqWDyIuCeCyLcEDIb6BMjbpR3oIy6Qd6YIMgPalkydze9GRggoyME0%20PcjIwMb+5GRgoF/cjIwUC/uRkYKAcexOBfcWBHxX93/WWfarVfLJao5aK8fux/1f7xq16f8AaM+3%20/WudBpXdlyBtKWQLYUZLIUIQMgQaIGQoUHkAgB5oaaFRaQfFNaCT2ItaSIrsvul2NWe265oj52J9%207jpD2gIszqJtjZgoQGPdCerV5PZpivY6d8wmUd6WtXYaAC0Z0RICrVjtDUkuiuM7EWWf2rSRFQZr%20rWgTSaGvXtTTkpoY01rRPJWJH3na27KuINECRTZLljHgshaa+xO1rrqp2uyl847C4BRtvI309e1M%20xVobPIRzXwq1vUOWevZlW/q2NPkPUPIRvgt7Qvjt2kAU6UWu29wz6eiXbFbTjHLL29uo7cPcQaVU%209HZbXb7fqa9fXl1RkRMMZPUjVdtfOz5GYNNEcmmCmWbj2JXccT7LM06LO7q4GnWxa9LI4pUcFAot%20XIkRsKnLSQ80apWqKcaBSeRDUJ5Bl4oU5U0mEjejYtUlzW00KmRVqHLRpWsiKZLmnsQgkkU11CcK%20xGkaCdAtNazsg2NACNtsnrDzVCsj2KTIfHVXLgWREkjLSt9NsubfXBCtAwCQlk5qTQ1RksJEQp1W%20WzfQ+1ocVm0B7dqcoNF1SrSImiCLj9ii05CjHXqiUWDbEErTkOiLRRleCJoQGE9qetK6q5rHmQ16%20LaIo7m3MjKt0d3pbCGXSDZTdqxZzs/AsOREvjDlrfhM8mcnatuMa9zdJR071j3f65aa65qkxF7Ne%20CS1FQ+DSq5+nu5SwuGNi55TGBDJ74NSSubF12dG+LGisXxzWlWkHaKFdem3hzccVyrPufbcge8Gg%20c9eV3/7L2uI0DM45sbYya6dUur2OPheJZlvfSm5dcOyrnGtPh6f9qu319s5pdf5b9dLVm+Ymnwf9%205/VWvWjdnA5a4ZgXBLAFVGAUCjAHVPAJTA0AdUAthU0HGlIHWuQZRNWkIBkRoBYjSBXlpGFKIMYC%20RjokYwiAFRAgAgFIAwgAEACgCKAKiACAFEARQBIBQ6JAppQZwFAGdUAVEEFEGFEAhMgQAQBhABAB%20AE7ogE0TyY6IyB0RkFBpSyQw0oyYw0oyBhqaKUGoTIUAUjwWBqEjNzRUkBQZYPhAUjJ8R/ZklAyp%208lkY7eMtrQoKq3E8gt4rpz5XgD2oGE7NepWNtoCI5G7qd6MKcN516hPvLl9H1afag8OXZfk0j66o%20PCkGdlJ6lB4M3GWmd3oGCDknyNA36pgYnumirZCgLLD8sy9hMCyVwp7UB0/i/rRnrZoZ8S4M7RVA%20dV4x6t2N6GtvaOceriUBu7XJYm/YHW9wxhPZVMJItpB7p8wd4RE03KxzeqtkjGJ7jo5AKawR++ao%20Ml+57vB7qQELV51KAULZnagw+CjPTqkcEbEBBkm2AQCfJAQA2oAAFAKDUApooFUJdcb/ANp/0P6y%20jsVqulkpVcqdtwN0e7y/3jVr0/7Rn2/6udmUOPSi7XKFQlSOxgEKcngHRJZHEpkNdEchNT3wYoly%20VxMSWpBVchxR7i1c4eFRbk5orp7WU6VKhXwFpjy2SrgqmpXdOdBvYYQNHLaRlXN81aPssrKTo0mg%20Xn+x1vS9bsMuFRVcmsdtphx2q5GW1MvlHRXIjkizTAA6q5Ge1V1xcHs7VbO1EJ13ONE0Wo91lIIG%201LxUdiExn7/lbnEsjFfaE8tNZlDtZbu7k8TyAexTtthv19Vra8c4oLh7XSag965d+16vR6OW6jwV%20hjIxK5rSFy3steh9M61BybC2eWe2W3mbFtGoC169rq5u3bXY47D2LsVFAA0zRDV/aSujbv8ADLp9%20KXbOWh9NLHy8i3zGafnFX6/zlzf9bt8cXaTEC1lOlF23Z4Oup+G3FASsrs1mqYy3b3LLbZc1LMLa%20aKOS5qafbBwqqmxXUjyqJ5GCmhFFK0UUgonDAUqnQbuKNjJ7VWsTtVeHuqSFphnaV8RI1GC5CDy/%20qg8j2JUSAYtESnYacyirLOwitFUABymg606JRQ0zMzMrqq1qNtUegV3ZnNQ6FGVSFhoKMjB0MBCm%201UhyMbVFqsFOG4JZPBvyKGqrKeIGGqMjBUbNqm1UhxwFEZGDYBqjIPxe1FVCnta4UqlDqLLHFE0u%20c4BVNkXVWXGQdQtjbu9oV5yjjhUXVtdRsdca0GpauffTj5FuVlgL1t1HsIo4DULTq25FIcv7eWEm%20VlXMHViXfP64a67Yqhschb2mQJLQ0yu1C8n1Ldey5bd2MH+SQNuQZoTQ07F0+z/tmOfRB4zlnW++%20B7t1T2qenuaXXLO8ugE16ZWHoark7rnZn3TEN2kzXWtXe+NFz764qdd/DqHo3MJG5ag934cfvV6H%20p/lp1ukrtaszzQ/9z/vP6i16mfYzW5aswJ0QA3IAwUAYKYCqYGCgDqkBh1EgU16Ada5IHA9I4MPC%20DLDwkCt4SOCOqDGAkY6JGFEQBRUQUQAogAgDCAMIA0AKIAqIAqIA6IAiEAVEAVUgUCgzgQRQQB0Q%20YUQAI0QRpMAgAgCqgBVACqAFUAdEgOiYHRAPNb4QgDDEArYgBsQeBhiBgoNSLBbW0IKQwORocUiN%20FtCghZC7EFuTXsSDlnKc9IJHPafCE4qOd5vl1zEw+W4gpqYy75PfTB7nynRAZS+z0ss5aSSO9Bq6%20e53oNHEoBQcp0SNIQZqMx7yaoTTxuQNA5Ii2kuFdyAXFNKDVslKdiAsbTkd/bEba6dqA2PHvUXJW%2072l1yWgdlUB1fjfrM9r4opn72GgLiU4VdGsea4rIloErQT7VeWeFwwwPbuimBr3ILBLoi80LqoBg%20XbYJ/J60QFmyVrmVogGXbS7qgF7Qxu4FCoQZapGac4lANkOKAMNQCg1AGGoAnCicJccb/wBp/wBD%20+so7FarpZqVXKGb8Fct79n7xq06r/aI7J/Vz11s4Ltmzj4mXscExhKtgB1WOzSJDmtpVKAUZo7RF%20OJsNHEAqLWkiBmLg24G0dqy23azTwTZzseyp6qtdk2HJLeM+N2i1lZbI8m2vg1Wusc9BhDHB57Fe%20E5ZPndkx8TLiMak1NFl365jo9bfFY8TtLK16aLy8eXrcvCFcXLa9VcjK7IUt13K5GdqI+TcDvNAr%20Z2q67yVnbg1kFQjIZjL8ucCWRajvCYwzc9/dXbqkkBNU1SrC1kLhQbisttnX6/TbW3w+CMkQmcKE%20Ln37Mvc6PTw09nl32TRGxvu6Llvl6Wush3J8ifc2ZjlOwAaFV16eXN7WLqxdhk7x2UFtG4vjeeq7%20dpMPmZm74aK/u7vGtjeQS09arLXG1w7du7bqjoXB87ZTY9krHN87dQgdV3a68Y8fu7Lvc12XHOiu%20LSN7DuIaKqrfDOTCW2NxGgWcXk9DPaMd5ckga89iz38HNakPiNNzRVp7VGFymeioqbciJtNuNCtI%20kVTVFhlONG1UmabJrVPAR7qcvO0dFcjPammAAK04BwCBgVaJHIcBFEqrIydFJGnJkYc3VaSosEAi%20kW1ynCoVVMEOKcKmXAVVoJIQBtQRyN/iopsVKkUWdawaWQNVkDAStMe0BLBkPKCEBUpwYOg00Toi%20NcSTMdVgqFJos9tLeABxLUjSLfHRW7ae8fatNaiwp0UczTCWij9E75TIyNzcnA5d1P1TztB7NVz8%20uFLZrbS4huWN20e1wqSujPIpXN+dW82Ovm3MVaF1V5Xs/wBNstpcxbcZn+8seZXmri0iivTbnGcu%20KqbCxEd/KHu2gvK5rrxade3lW8gE0N0BSsTjQOXPyzsffqq5ZBFdCNhq0iq27NfDkjq/obI5wzYc%20KUNtT5/NXT6kxl0dTqa7GrMc2NPgv73+otur8s+xmarZkFUAEAaAMIA6JjI6IGQBSAEpAbXIBwPo%20kMleZ7Ejgw41SUcaSUgVqkcOt6IUUFIBBlAVRCHtVAVEASAG1AHRACiAW0VQALUAkhAF0QBbkAEA%20NqAItSAwKJAoGiAUx+qAXu9iAG72IAi7TogGS5UWQ3oGRb/YgZEZPYgZAPQMlDVAyU1tSkMlhiRl%20CP2oyCvKr2oyDzW0FEZBW1AHtQBhlU5VQYj9qDKDEgPakQzHsbvPQJDBoUkd4UZThmedZi2xcbYb%20x4hMo8JKQw5Lns1ifhXtbcNe49qqBznN3dq+M0eCnkZYm9u3NLmNNQUZPKrl3EV2a96MjJnx091G%20RkhwefqoyMg10jfqIyMnGbG6lupSUDiwmu2iAWJ6N2gIBtrZC6ofRAPNfIBQuQCmvcDUFATIMtdQ%20kFrzogLvG8zysDwWTubT2p5Th0Ljfq1kLctbPMXgd5RksOm4b1ZsJ4x5hAPtKeQ1uHvcdmJRPHcN%20Dj9UJ5SvA7y6spoPrJkYl3e81yAcie5zBU19iDhSShgjuQB7h3IAbB3oAqUQBFwCAbfJ7E4VXPGj%20X4n/AEP6yjdWq7Walfn6fdM9eng/57VWt8lZ4Yp7Aei2mzO6olywNFe1aTZndSGRucKoyk546Adi%20WTkOQ08wBTtVyLARtaA5Y7VrrES9sxdt1WeF5VjraW2kAA0VS4TYmgPljAKrkiwG2flsqt9NmO2q%20LcRud4Wrplc9nlAzGNM2LlFKljCQp2mYJcVxf4uRtxJbO97caBebvrivW13zqKeRjATIaKYWFBk+%20SY60B+0G4K9SZDJc2vLl5is/EToKLSaotgjxzlt7aG7khd5VN1aHonwTzimitJQS2Wu8HUFRfDST%20Kda2pfK2NgqSs9t3b09WW947xpoDHSNoSuXs3e/63RJG3bjo7SChFG0XPnLtlUs1q4zOc0eElXrG%20fZ2yfCryljcTNLWjwrSVw9ktnk1iYLCwa6aR1Lhp8IKu215s6+O2YO8ytzk3mB4+y6Ao104+Wu2l%2038VN4/5uJvGtYT5XX51vO7Lze31LrXY+H8svYWhkv6p3ae5G3cz+psG8whYXjcKAaLL71/Q5zyXn%20OQGYbJbmrR3LK9lr0/U6dbMVreJeqBndHa37w0uoAtdOxPs+hx8x0QuZJEJojWN3QraPH2nnBhzk%205EkOIpUqsAyLlm6lVeEczU12SaDoiai7CMzRH11VTUuSOw1rVPCbTjSEKG6iAbSBQISoKLlIILgn%20AbdRXE0kuAVJI3GqAPzCjB5E5yMFSKhVIkYoUELogDb1qlVRIjkroVFi4cJCnBi3JYMppQBPeqgy%20KqBkVU5BksFFgyPfpRTgZFvPcjA5El4CqQrSGmj6qojLP8txsV5G0u0cDUfKsO7ryWyv47kbiwvm%20Wd14Yj2lRpvjwciw5XYwZCLTVvYVPf1Tca7eWMx+TODuzATSHoCfauTWzruFbz8rK5ey4s5Lq3NX%209dFHbeUE8o+PktszA61uCBNCNB21XnTMrp12m0wy17aPtMvsnG1g6Fd+u3KOLs1411j0NnilOc8s%201DfhR++XX6/5a9N+XVF0NmX5v/sX97/UW3T+WXYzFVszCqAMFAGCgDqgFVVAdUAVUgFUgMIBaQGl%20RCh1U1Z1qQLCRnW9EGUFJggym9UQFKiEUASALcgBuQA3IA2uQAL0AkvQCd6AOqAOqAOqAIuSAbkg%20G5AGx2qYL3FADcUAK6IBsppEUEJAEgFAIBwBAKGhSpwoKVFhBlhAODogFIA0AAaIA9yDyOqDyUNT%20QdSkFFyXl+B49G52WvW27BqQ5I8Ob8l/EnicfbMdhrRl8yv61p7EHxct9R/Uy49QhBLE82ToBqxp%20SPi53cNv2sLH3riUZHBS3JvXP2/FOIHVHIfWamka1zQZ6ntRyK6De2UDeJC5vcjkOBAlk7kci4D3%20v7kci4D3u7kchwJLjVVkBVACqAUwoBW5AKDkANw6nojIPRSRnoUhg95z2atdRPISLfMXkejZSE04%20dH9Hua5B3JmWT5HFntKqJr1C6cPtWOHUhUkVqaxOLkyJid9sadEVUP7lKg3IAbkAvcgEucgGy4IB%20DnVKCq74v/tP+h/WUbq1XqhSv5B/wi4/0P8AntT1+SrDGQtJWqMkFzJDRyqJpRLRQNVIwS4miWBb%20g1GX+cAEqqVcQtL2gOWVa6hNSIUapO1ELDK+r0YGUpkDA0U7EJsFPTbRbas9leWjcV1auTanGRsk%20jkjd9cU+lUh5u9WRPxvkZmALYKV09q5O3TLv6NvDnV3yjLZR2yz3Hd00Wc0a7dmFtx/0p5bnpWvm%20jJY461W2vWw27na+F/h+w9m1k2Sh8YoStZo59u7LqMPD+OCwdYsjGwt2gUVYZcq8w+r3EY8FyJ8V%20ozbEenzrj7tcV6vrdmYd4dxSBkTby9AoPEF5/bu971Or8puezttauDbI02HsU9el2bex7XDxAxnI%20L3JR7Xmo6J7aTVfR7F3iXkMlDY29ZTQ0Skz8K3/r52UUeQyF947TWM9Frw4/LHfv5/CZbceuZXCS%206Hyqdt46Oj15stosHbtAMQ8QWf25dv6+sKkto4tZqVCNfNcnta6zUo8mfaxGjqNb0W/B4W0z8Kq0%209Q5vjZhO8+TTwovTGPLaVG/igXNzuaSW1T165B+zdb4XNtkYXlssRImj1HyqNumzzHp+r7038bO4%20+mPMW39kywun1maOhV9dcnvevi5jaTtLXew9FvHl5Q7qfa2gWmsyjbbCv3karaRgMO0SweRgkp4P%20I2uolTLDwFFXKMuqkYiQEwLeErBkTpKJcSyQXqpqMkueVU1K0gvVYZ5J3owMhuKMHkCTRGBkklMi%202HRIASghhyMHkYfRGDyW2ZTYcpe9JeSg8KbCtE54VTUZEZAjAyT5qcgyMSowMh5wRxK0PPRxLIt9%20UYGRl1Bp1TJV5dkzo2OHQGqz3NBydi27xTryEf4mPQFc11zMtPwYwl86aEw3J8bRTVPr2rHHln+T%204QzTl4Hh6hcvZpnby2vwgWl4+xb8NJ7rlz9v9Yy0qNZTfC5OS4iNA46rmk5NPimeTme9f8TH0pSq%2010/qXbeTof4eYXxR53d1cbX/ANcu71vyXR+XYV1Ohlucf7F/e/1Fv0/ll2suCtsMgqjAHVGCGCjB%20jqjAKVECDBIDCVIoJApBlBKnCh1UVZ1qQLCRw63ohRQSAJGU3qiApUQigCQDdUAKoAVQBFyAIuQC%20C5AEHaoBYKAOqAOqAInVIBVACqAUw6oMuqAFUEFUASaaIoISAAQCggHWhAHRKnCgpUWEAsIBYQCk%20ApAJcgqKqCyMFCpR7iNR17FK5WM9WON4vN8Puo54GvvCDtcRqhpHjS7gtrK+kxTpvKMRI2pLkRpb%20Y2dfIuCRJ1ISXNT+Js7q9uRbNeZXu7VFrfXrXlr6dZcuuJZGO2MaSllX1sXDj2yXskbz4mOIp8hR%20lP1rB9hKw7Gt8KeSvWbdZyj6qMp+tHkhlb2JZH1mXeaOxOVN6xbj29VpK5ttQqmjAbkAYcgFAlAH%20uQAJ016IohcTom9qnKinzx9hThFQva49VUTWq9JLlredNZ+VUmvYtgC6zjJ6UVppU83lxkBNJdod%200Yf3op6pFVKwqgBVAAuQCHOKAQXIAq1QKveLf7V/d/1lG56r5QpV8nfswdy7u2fvGqtPkr8MCJa1%20JWtiCZJBsq06p6xG1FbSuPvK8FyPFx1KIjYdq5vmVco2VquIXtdTasq21OSsaR4tVK6jmLWo6II8%20wUGqZVFuiT0W3Wy7IhGq6nJYMPLSCEyrPcy4NjeU2xE8QfMe0qbMq13wqOMejXH8W/dcW7SR00Rw%20K72t7aWWLx7Qy1jDKdKBPDO5SHXMz9K6JiRFvMvbYkNmuOh1Cm+F8cuM+rd3j8q92RaAWjp8y5O7%20sy9D1NMOVtzmVvWm2snlsbfDRcl658163Vvv8RZYjj15M+t2d3fVK9snw6ev1rtf7NZZYq2tWUjb%20tK5dt7s9bq6ddFBnbWTIziGPoDQrTrvFj7Ov2eIl4+7x2DtRDO2r29Vtf7vH3t67hZ2PMcXcgtDK%20D2rDbrd3re1dVbmOTMbubagg94Rp1N9/cz8KaDOXLmF9y4u9i6tdJHk9vftvthCk+KvZ9rCQxx6K%20dq36+po4ONWbrFodGPOpqVh9ty9XT0ddtUvB8WtoJN0zQWaqr2vN7/8AmWXKNNj5GX0jrcgRA9PY%20tte3/LyN+nbS+Gj41mnY28jmY7a6oBVXX8x1dXscpjZ6Cw2ViyuNZPGalrRu+VXpHD264pi7dUro%201jk3qMakLSRAA0Rgxl9EWARelg8iEhqpsEpfmpcT5EumKfEcifNT4jkIyEowWRF+iZZFuKBkRQQI%20A6pmBJokQAFIFhAE5OGTqngBqngimFTYC9xCWBkkyFGDySXOKqQZE5zqp4TkVXIwMjBcjB5HQpAY%20aUA40FSZYb3oMu4iZJavFNQ0qN54OM7jrgstZYHnQuOix6f5LKqzT22ELpohQkVNFyd2/HbwZrHZ%20BuRxQc4/aVPXqntczKtblTXot3RSF4rI33Subt8oswzr5niSgPUrlkwXLKa+cCz8s9pVw7fDqfod%20ayQNzO7o8Wrm/wDbLs9W/LXqjqS7GrLc4IHwX97/AFFt0/ll2My1ze5bMxuc0jQIBKAMIAwgE+Kv%20VNIxVLIKAKMnCm0HVLJlA9yWRgsNJSyeC2RO3BFqpEjyx3KFi2FIxbXIBxpIbQoBW5ADcgDa41QC%20txQQbkFkW5MZMk69UyyFSjAyKvtTwWRhwHVOQsj3tTwM0kvalgZot4SwMjDwgZLDwkM0YcEDIbmo%20PIbmoPIbmoGQDgEDJQeEDJQcEhke5qYySkY0AAAgAQgDCAMVQCmnxJUHdFIyMILJQKCyc89gbSmq%20eBky+fXQp4GQZMe9Vgy3yOdQBFi5rkTg1jw6R5aO5IXQqV8uzfA3e09qmsrKZkuorCB9zev2RNG5%201ewJUvLH8p5fjctgpzhn/EEVbXpqorTXLzz6jcM34xmSdAIbpxq+Ruriptdekc1ZdRuBgdq5ulSE%20surXVbYN1xFM0WzTvqKSDQpOrTV3K2bcN4o58gpI6I7nV1OiR2PO0D2R5e5dI6n2jv5SiM5MLmW4%20ZJ7nTvQMGSD3oOQh0YPYhU1hBt2fmhCuER3WMFHGN2957O5GXNv1xCNo+hY/wuPQpyuTfQTWTN+y%20bHu2/WTy5qQbtxBa2EHb7xVRMRqvc/zIzU/mK4o82W5fLFA2HxyuDQPaTRPAb3Ieh3PrexhvrWxf%20PFMwPHyHVFhZZW9wvI8TUZLGmIDqSFGDyqXXUUz6NFHd1ESDJ/zGws3P0CtOXXfQ3hs15lY8xHFv%20id0eqkJ6WdBcQxNbq0DsVSFSY9skoa86doVYJN8tkZox2nclQLcVB5EXFAyG496Bke896BkReUDJ%20BcgZAPAVRNrQcUcHfFf3f9ZR2L0X6zWq+TM34O5b37P3jVWnyW3w51ctcAWN6ras4btLSavjNQiF%20YnxwAaBVlPEJIyE4VhtwO3w6FFhS4WOMLmDxGqx2jXXZMkcXuoOizXSjG6iZCadaFANzBp7FetKx%20CnhJPhW03c+2h63sSW1clewTryDraRjvCaBXOwXqRpDO+QNqSB1V/Yi6HHRkHVObZZ7TBcYqaJ24%20LVkPV22m+6IpY5NmwEn2rHs28Ojo1zXn3MZS5vMYbfcdHdVx5zXp7dV0iXxllnbWxDowZHdqx7ZX%20d6XZPy1Nk0Eb2igK5tnra7wMhdCCE/nJaxV7Ffjbfb5lzJ26hVa26tfGVFc2UmUzLmtd4O5azbjH%20Dv0Tfc5nsa3GxtELdaa0R175P2umaTwdw0lrPb0liBfTUlPb5YzbWaeUKbGh19QGjPzVe22I5fW6%20+e2U9rGWlJRHUM6rPOXq2TRdY++bexhzRt9iw20dXT25S3GVzCxrqFRI3syylzeXOPvHGSr2uK6p%20Mx4XtdWKitzhuckWM8IGtF0aeI8ft0/tiOx+k/N220rcddO/WnQuK1llc28s+XWbyIO+2jO5juhC%2000YbIZB6LXKJSaFGQJzCUZMBGVOQIxlGQAaUZAGMlPIJLCEZIQagFtjqVNqpDnkhLJ8RGOicpYIL%20U8pFRMytoQAoEiCiDEQq1AUCogAqlyMDRqm0jrI9wqptXJkryAlkcSXQ0TmwwQWKspFsRkig0BGQ%20G0VStMqgSBxrRRMwpqkRZIEbgfrCim1erIXB+HygiOjXarD4pWDumRXbvh3iodoFHZrKTIZVk+Fy%20JibURdw6ari3lglxTd9M3yw8mm4VIWHPLTf4Zy9t7hj/AIhtSw66Kdka6ZLub4OxfmD3g4Kdb5Ts%207b6I5KG/sL+SMUMbbdj/AJR5i7vVmMt+uumLsaMtzlpPwX97/UW3V+WfYylCFsyG2tUAtAGEAYQB%207UEUGoBYYkAdGSUjhbIikaTHGEjPBjaIMKhLB5AkIwMk6IwMkOdQowMi3owMhvRgZDejAyHmIwWQ%208xGBkPMTwWSKlPBZCpTwWQqjAyS4mqDlJJKDFUpZAAmqQLAKQKFUAoAoA9pQY9pQA2lAEQUABVAL%20AKAOhQC0jGEAYQB0QAogDogFAapAsFSB1TIdUYBstJKYDykZXNQ8LUZXNTN1cQRRGaaXyo4xVzvY%20ldnR19bnfLPXzjuIY+3x5ZfSjTxd6nLXbqNcK9erHLSeVMxkU1P1Q6JWsdupZZHmAyd4z40eVbMd%20pGNWvHtU3ZH1KLnPJsfdWbsRi7OPHxyDWeEUNe9TarXrZ/j/ABOd8LWC7flXHQwTHQV+VTl06aov%20MeAYnFtbeZG1isgBuIbTVGXRrHM8rmMY1xfimtc1ugIFOiGkqOzm3IXQG3fuENKUr2IF2UbLrHte%2090rR5rzXp2pptLZJG7xs91BFiUFI4W1wKFwvRNRmaISg6eVT6ze1GGe8Jt7ZrvDXfU03Hqnhx9kd%20dwn4a7fkHG4ctDkpI55hUxtVSOPaM1nPwy8xsS52Oa+5aOtdKqpEsBmeC8u484y5KxdDCz3ngEq5%20A0fobx+15By1zZwXiEiRrSKjQqonavaLnuktLaAs2RW7Qyg6EDRGGfJXX/H+M5EFt1YxS16lzaqc%20KyxXIfQTiuUY42sLLVzu2NoCJBlzq9/ChC+RxblJWgnTQGn0p8S5OuenHB4OHYGPGRvMxZ/au6q5%20CuzVvPmA1VSFlFZFHHKHFPBZOSzxvNG9UrDlN7lGDEXowBb0YAb0YBJkRgEl6MAkvKeA0fDiT8ZX%20/o/6yz7F6NIs1q3kZphrg/5n/Paq0+U7fDCeTvfUraoh9zQ1nRLJo0TwZgAao5FhKlZXsTlKwzGw%20l9CqtTxTombVltV6xJaQFGGkOiYUpRGAbI3OqmWAfHUJDBLIhXVPJYSQyg0SyrBL49zadqOQwJls%20xgOlSU5um6mn2wdVaa7s9+vJqGHZKK9Fttt4Y69eKynrBjpbvCsMVaMaS6i59/h2dMkrzdPDsgcy%20mocdVzT5d/dbtqiR5b4eVrB07VrvI5+rs41tMZnrMWYLngOouPfTy9LT2vCMZ/vC5qw1apsw6ujs%205VOyz/hMcWgUq1Tr5r0OzbGqk4sHOuXTHtB1WnZ8MfXubleTWwvX0cKgaLDW4dHDnfKpvrNuKd5r%20ejuxdvV5fP8A/RvC4iknyUzroTxNLm9DRO6o9TtsjW4m5x2RtfIke1srhTb21XPtrZXs6exNpips%20GINifBq1Z7b5dnTpIi5DIPsvFtqlrrlfZ2cEaaOG/tTOQNwFaK/9XNidkywsm61zBmA8JNKLr08x%204Hsf07MtO29c0xX0D9r4gPCFOlsrT2uqb6ZjvXpt6gWuUxkdndvDZI20q461XVd3jTqy1l3NBG3z%20I3B1VpLLGd0suDMNw2ZpI7E4NtS9ypAbwjAEXVRgADqjBlhwUgTqFAN7EZGDkYolV6nCkolxRE02%20VcRSaISNAGBUpgZ7lJk7XHoKpwihF36FMHGW5rpqgId42RsgBFBVIJ9vTygprbUqiQoiEINPCuJJ%20omQexIFiNtNT4u5FAqGtKJGcY11NRoi0Eb6uoplCNlZ/JjjLT1KdVKos9BWVl2NNoWHZ4LKJjyZZ%20myV901WG256zyHI8fFfeN1Ae9RvtLrhW/Ww/JbV0LWuY7wMGq866YqceDGKzNvcWz7WRoqG0BKri%2026t8RR5MPtWOiI8BNUTXyw7Lmut/hmfW1z7d1aPtTTur538y7vX/AC06XbV0tmb5izd8J7PM/qrX%20qZ9jMmB/YFrlmQbeUdiMgPJk7kZAxDJ3IyB+TJ3IyDogkp0TIoQv7kgUIX9yQOxRU95JRexqAUKB%20IwLtEQE+JXCEd6AQXkdUYMmpOqMEFSgBVAESUgLxIINUwFSghbwqIN6CHuTBTdVNXqPapULyyUAb%20YXbuiQPeUe5IDEaQHtCAWGtomA2tQA2tQALAeiAAiPcgDEaAVtFEAjaUAdCgDAQCg0kIA9pQA6IA%20EhKmAeFIHvCciaPzG96YgOeG0Luh6KauQbi6mim1trqhzmbWg6alRdm+ujh3rl6iS20cVhhpfMlc%20dly0GlEuTp69cOMx2sLgbid257vE6veUZa1AtJJLPLi6tJCNRUdBRTlndXdMP6n8Mbj4LXITNF0W%20hpNKkFLKLqgZrmPFLSfzI5xKeoaQknDNXvqdkgXOxrBEzsew0KSpWMy/L8zmJqX17LLQ6RucSEKm%206H5rI9HMDGdtE4rmW24t3ikTtx7QmfI1J8LurMwD2oPJiXy91YDVncmZDZSDqkcSIi53RCpT1XN6%20oVkohluA4O8wv6g9ipO1G22Eo8wvMTR3Ko5ex170c9WJMbetxV3Kfg2aMc4qnJs9HwZu1vrZklvI%201weK0BCuM8GLrG42/tjDkMdDcRO6ueAVUKoeO4xx7DSmfE4qCCR3vOY0A0+ZWx2qyMjXAlo17Wow%20yyaJjcNWhp9iWGmTBdO13hcaJ4LJwzOLdeqeCyY2FzqlxATwQPBbTaapjIpJPBoKlMjNTt1aAUqc%20ojVTheRaowMi1RgZJ3IwMklyMDJJKMDI2ub2lKhpuHFp+Mp/0f8AWWXY00aRZrVvIxXC3H+h+8aq%200+S2+GLDmge1bVmKdzjFoNVnVGMfancZH6EHROQLB1EwJsTa1CLUw+0NHaoUNzg1AKYWnWqBKD5W%20tGh1TkVaabdmtCq4o5pMUjXag6rOxWT7TXRCsF6AKcAgu1TwAomRt7aK5sWFXzUNHGrpzhUiI0r8%20iduRJivKDbiK4mlY467naLkvivd9ea7aIcGFimbM97qEHwpdm7zN+rG1Z2/jyYuTDZhz9h1AV62Y%20YbW5bLhTcvQNdETJ3FLs6+Udfq+1wvlpso11zEYbkeW6lKLmmt1e5r7GvZEa3svgLDdD4n6ou2Wn%20X/WeFZiuTzQ3Do7obASaEp7dWWPX7G0vlVcq5K64lEEPiDjQUXT0a4jxfet23SsHayw23+JZSM/W%20PtWfbt58Oz1erEQ4ca+HNR3Fk9z2B1XAdE+Ux5KaZ38LyfnV1b3xtpmhrBpUrOdMsdN9y9e2FwLj%20F5SAeZKA49iymt1rp7Pam+o3WdtCwRwP3NdoUW0/X2/DLcqxRt4fiIxWpXT0b5Y/9H1v65U1lkKR%20FoNT2ha9muXmev2+MVccfy1xa3oljeRrqAU8eHNfG7q2P51cvhY0mrdBVYa9t1r1P1NezXMdC43O%20Lq1MjTUkVK7+rblHg+1pdNsLMkg0W0jlgjVBlBTkgoUsgCgwrRAKa5LB5L3JYOURk0Rg8klyMJyS%20qhDTAqoIba1qkDjYy41Pu9pQMqfM8psrAGK1eJLjps9qWTkYbO+pl/jozNctEfypZVNVNh/XS9up%209sTQ5oNCUTY7o6Vx/mGPzbQ2aRrZx9X2pyldWjb4BTsRUynGmqlpkHdyE00/RXEku3AVStGA3BsR%20kdpQJhk7zP5IXJlgZugjNHO7FNq7q0djncXLZNlnlDZaVc2qV2KaoNzzLHtcY45GkJZVwKsOSYuY%20lrphvPQVS2nhOD+UDZIY3tNW10Kjl4RtVfyCQNw7nDqFzex2eF6TLNY/ISAN8obj9ZcU7ctZ4OZ3%20JTNtKtHj7Qs7blW3ZmMxeXD77GzNpV6z27PKJ5jH2LJIL5rXEijtVrnwyvirzkscc9lvZq6gT0uR%20Y6F+F4OA5K09hsqf7wu31/yvp/Luy6G7Pct/2T+8/qrTrRuz9VqgpuuhQCg1qAMNagD2tQBVQkYK%20AMFIyhqkYUQAokYj0KcBLCU8ke2VCeRg2+CqMjBlzHNNAjIwTtejIwLa9GRgA16WRgNjkZLAtrkZ%20GBbXp5LA9irJYGI0ZLAwxPJYLYzRTa01hYapVgoNSBbRQoBZKQEkBIAVThBVMBVAKYdUArcEANwQ%20A3BAFVMBVACqAHmU0QCg+qAWG1QCjEKJUE+UFIDywqTQ8pBwsvs420c4l50oexTWusMyPjt2kbwZ%20HatBKx2rr0jmXql6qRcexb47QtkyZ8Ji7KFY7bOvXR5pvLyfI3UuRuJD5053GMnQEolXjCHHPI+4%20EVHGY+4wA7SqJfs4XdXMAnyR+EtjqHxnVBWZVkuMwOOlItrh1zJ2F46ITxQ76N053E/IjCbqjM89%20rdgJolhFhh9i8O8yuvVPCS2vBO2RxQJRGIMJcwkAoXNjkLWOaWyuO49KoXKDbJ0b94J2dyFw+Lbd%20qmqASYkHkbZi9AykNZG0VLqk9hTK01KLg6jRieXNvTBuA3wxPLJvzm9VUrnq94tzzl/GGSztuH3L%20erGSOJCuVGHcPR31v5Byy9jxuQto4muNC8HX8qqUrHbbiFzH7GOqO8K8sN4RJaNjAIcanqE5WBsh%20NpgkhAJITyRpxIKMkQXIyRBcjIJLkZOElxQoRcUAVSjINEmqMgRJRkCqUZA2iqmnGn4WKfGf3f8A%20XWXY00aZZrV+fFcRP/of89qrT5K/DFGIbqrZmNwAHsRgy43AigQMjcx/zKTAu2t06pxJsSuVcRyK%2082o1RxLImz00S4lkXmkk1TmouwaEp0oOKYxvHclZBNvK0imY5oIOq5tp5dU2mDpeE8JJoKoBQICY%20E7VOEzPqfd/D8Ym1pujP8iuFXkWF0pkkmi1O8/yrLeNurtuq1t7xjbZ7Sftj0Cw21y6d95YYxV1D%20jLme7yXhbKCIye9VwuHJmZWvDuWg8jjibTa46adhW/Wz3mXoO59OcbksVHfMbW4kbuHyqtuuU9O/%20bT4c05BxTPY97qREQDt9i5tvWej6/wD0P8sjfY7GTRudMS2Zv8qxvLWvW5abzMZCfGl95ut/EIjU%20Lom3hw9nTmr2LONdALW7O0rG6/lppbrPK0wkMUVrPJFq86sqpsynTxmxEHGpb+d1xdto06grWZ1j%20Hq1nZv5JusPPZHzIK+W3tUTsld3Z6fGZFh8leOuSJP1bTr8ijsHrb8atsvk8XcQ/DPdql162eXR7%20Hs67zCpbxWNsD5YBWuoWv3+XH1+pFRZxywZIROFNzqFdOty8/wBrr4t7fzY/H4xoDqTaGix7erJ+%20n7W2ny0nAeZXDPsi7wOS6d+FxXX7fqzt15R1y2eJ7Vlx+cvUm0sfNbTjcUdK9FNB1rBRScBwFEjw%20aKaQ0TAiigKpAK1TwY1JDTAUTyBhpqlkH44S8gD50shmuc8kdi7R1jYmuQcPC35U8ji5TZXc+Nyj%20LvkhMfnu3R1WNvltJ4F6iuxWbs62rqxHtCe23gaa+XNcVHjsVdeSxxq46qdaveNNjspe2OZs5LQn%20bNIN/wAlVpqi/D01jbq3lxsckzgJS0V1VMLEfI53HWTmhzwKqNtsNddbUiO/trm1E0Dq1FUcsltr%20g3Z3bbh+wnxJzZKRkHiCAk9gUbVURY3i4xZeO4rTW5hqHGvt24PIB/XcVJ7ONZLPZT73nt4CfKBo%20FntV4WWOtb+U73VqfalyXNKm2llew38bySBXvU7dnhF0dRguN+Mha/o3qo12yw3nlV5/J20lubZj%20q1Cx215L18RlsNcSQXbw73CdFxdnXi+Cy1kVlYZFj42ms20mixvZ/lcjn115uKuZoZxta5x2/Ips%20z5OeFJdsY6cTM+uVUrLb5XDMfJNjTpVy261bfDo34cbR9s/kgcKFxs/yeeuz1vyfT+XaF1Nmd5f/%20ALJ/ef1Vp1o3Z6q0QGvYgD8SAMbkAfjQCqpkVVIDBSMtmqDKokAogw210SMtkFE8jB4MoEZGCHUC%20MjABjCK9qMjAGJiMjAvKYjIwIRMqjIwPymIyWBGJiMlgkxMTLBny9U8jA/LTyWB+WjJYG1iSoWGJ%20KLDEDAFtAkMElICSoEgEk6qokKpgKoAAoA9yAFUAKoA6qiDcgBuQADSdUApoogHWvAQCxKClQPep%20hhvCqIDemcEbeSW3nkDRSNpcSeuiz2dGjzl6i8/zf3sbPF+Y6IOLXvoQR8i593d1xhchi83kvtZG%20vmkd1Mlf+Vc+1dukMs4Lb24E+duDbRdWCM1T0PfVKdyHj+JgMGKiZd/9NK3xArZnIzt5mri9mLjM%208V/sQTtCMKmpjeOgaHE9SU1cEaeGauiEXQlkElKnqjDO6ItwZgadieGV1FauhdIGymhU1jt4Xd1H%20YutWCE1eOqQlU1wG+e1wqGt6ptolxXccrvKak0iQHBoomsxMzf0SBoRlnVBWmbrIQwjR1XdyGW1Q%20/vO6l933E8sNqSy/t2vpIaOVRllYxz2EsZ86VwP1R2KpQl4bLZDC3Lb+xcWNYR0NCrlFesvSP1Px%203J8ZFY+ZvyLGjza9aqpWG8dEkhltQRJR2/p2pysMI21aRchJCBgkhIiHRVNUZLBDoUskbMJRkYJ8%20ooyMB5KeQIwoyBGFGQQYEZAjAjIEYEZAvL2oONJw8U+L/u/6yy7GujRrNau5EaYa4P8Amf8APaq1%20+S2+GL31C2jMkuronQWyjVOAXLOQ2gRgZMeYSNVUibRhWkKFANvBqgCG5CTrClTlKc2oqVMB60eQ%206nYp2i9asCe1Y2t4AJogFAoA6qoGB9cLvyeNUrTcwj8iaa8tYS4aA4O6bipsEWEnkC+hcPc+slrG%20l2xHQcvxrB5PjNo8x1k61WtjDOah8U4RY22WjunNFG0onNfA22w9G4q5ezHRMYaNa3wpxnkdzb2l%207EWXbQ4FVKVjBco9LrS7ikdjowHu1T265Y16vZ31con4FmMHeSSXjawuPZ3Lk7em/h6/qe7M/wBj%20d1x/G37d1uyk3tXLm6/L2eOnZP6qqLHZezn8nd4CaAJzeVxdml08N1hgx9p5Moq9o1Rv2eGHXtNd%208s7yS4LGuto+rjosuvV62/dzmAw2Pto7R3mj7SQaH2o2vlP04gouNQOmMkor2hXezw5p6uLmiklu%20YL6OBh/w/QhTNfyL23XaRH5Dhz5YurUUkHiqr6+zFb9/rTfXLLw5C7up/JvHbnD/AJF1/L57acds%20NPb5COwia+HTaNaLHfrz5el0e5rJxrsvprzCDKWLLV7vG0dq6fX7Pw833/Wz/bVtyNh+VdNeVyDz%20FKskuegZILkAVUyCpQBhAGEGNIFBIUYpVBQsNJKDwh53KfdNiZzoaaKbVaxheK3NpyHlDb6+IfG2%20o19imVphofUPh2H5RHHDZNb5tuKM7NUsBwDnHCua4OsMbqQ1oKIsVNlZguNztAuclRzxqp+F4y3F%20jZWE0TXQxnzItYzTtUbdmFfXk/8AePODLtikcIRoAle4vpTocdyrIPa24eS8+6sN+5tOlueLWmVx%20n2WQd9kRRoT07k9nU0sNsIbpszNGdUv2ZKn9Y7nn77bT6wXVy5RzbzjUS1uorfCFjj4iCAi9s0nl%20r1dF3vhm8HaXU2Pvmv1D3Et+RPq7JtC9jrulcNzmUFhya7hcDVrqBTuOurG15ZcNaNhICzdF3i0t%20clmbq6hcxx8s9U5qjbbLqNrkoIsMxkrh51KdVl2/1c3121z7N5h8F/tLq11Cw6t/Lo16cmLDJzS3%20kZr4AfF8iW98se3qutXNzytljfj4V1HGgK49+vNa/TcZTMu6wylgZXitwRUH2pTwm9dYy4jdBtDu%20jSr2mY59rir2wzNuLHZXxp9ErTXXLo/4fbkTTcj72m0J+fz/AOZeh0TGT6/muwroaM7y/wD2T+8/%20qrXrRuzwAWmEFxgV1SBzwoAbmoAt4SBBfqrkAw9GAMORgHGPp0U2AsOJSMsAFIZLYwbgkeT+gU5P%20IF1U8jJtzGnqgZK2RtZucdFUgyZdKx2kdfnTwMkGQtPj/IjAyX5kRFWnVGBkgyOOjUYLJbWvPvIw%20MidLbMHiJr7EYImIeYf8lMFvEYdtbq5AwZe+UuDYRUj36oCRtYAKHXtQBgBGCyMUUjIzQiim0uRJ%20YzvQORJY1PA5E7Wp4PJJY2qrAEWt708AnRGE5ETTojBcidxRgch7ijB5DcUYMN5QeA3lORIbyqwV%20pyOUgUT4pyD5njoEuJ5LjduFXaJYMh1xDHJ4ydvsRgWnhuID/wCyd7velYWaW6GUObSmw9Ss7the%20uuSXSQeb5TXVestu1vr1E3TPOj2OkMTW+9rQELK9rp06nP8AmPK/TvAxuddRxvuQKijQ6pUXbLq0%201w4vyH1rubxzrfDWMHw/Rry2hU8cujWsDk7/ACd88yzyOLnamOtWj5FU1wdqHG0h3iFE8pPvmcG0%20jY2venkchxTPpWQAJ5TewbruMoyi9qPJdkdFWWd7UWS4a/R+iMs72IckTy6sGo70YZ3yesbm7tHu%20c6jg7sOqMKkS3XccjHAtoXddEsNYZhuGwOo0D5SjCsp8jx9kCx7pJjSMMBIqfkSwV3bfG+j/ADWf%20CyZeSKNlqwbqOdR1PkQy27VRY8ct8jcmwjftvm+8HGjfpQzvfVNyv07vsaPNge2SmsgLhoqmqL2Z%20Y5jp2uMbaVGhT4ldi3gxeOVoqUcU5WVjLbSRO8zR49wBOQ+QMbcF24nT83sTHJqPTHmt9wzkRvYQ%20HNuCGvDugB7k8osexeM8mseQY1l1YTec8tDpg49Ce5VrWd1WplrH4f1vctpEZJ3vAG8UKeCySZHB%204BHhPVGBk94fq9EcRk28pcSMukPcjiCRK6vRHEB5ju5LAEZD3IwBeae5GDKqkMBQIPA9oSGCHxtK%20AveJtDfiqdvl/wBZRu00aBZrVvIxXDXA/wAz941Vr8lt8MQXUoFtEHGBpFU6Q3CmqRmXOqU5GVBW%20mDBQooHRAJcgUjcGpILDxSqZwiaRxIARg8pEO5rQe1RVRMZNWP2rO6tZSo5CeqWByOB9EsDkU11X%20KpBycp/EHfbcRDED1BCVN5ptD5YPylEKpL53aOr0QMu74jFnMcAtGWmlyG6uHXotZ5ZW4ZTCRZfB%205QQZGQyN3Voe5GT+XdcZmLS6sIBC4AtaKhVhnYtGO3RgnVKQZLbO5mlaJ5PCj5HkcPDayvv4fNAB%20pUJ2yQ9c58POnIuY2kXIHvsWGO36bQuDu15Pf9Psus+TbeUQTzslcdG9Qub67HR3bcmvweWtLzd5%20RDTRRtq4+KtvMLPc5IS13MCOWI7/AFdsXyXPY3OwsYCC3oVGu3l63djbXwrLe8vbe6MMxJ9q3uks%20eZr23OKnTWz/AImOZ2reqnOC+rltk/kLpgtHNI94UCnWeXo7bY0w5++3dFemU9K9V3zbw+f36c7Z%20aXGfDP2tlAcHdUtd3H29Vida5OXj2UZcwHbA9wG0JWYuXT6/ZNpxrvnHs5b5jGsljcC7aKrr6ezk%208v3fWum3hP1BoexbXVx60CdEYVkSnAyNAyCRjCAVRIxgVRRgtsZUjB1sSMqmp5rAlavCu5pbwHjs%2075W1pG4t+hTlUjzhxDklzBl5IYXEDe7p8qLDbXKcvyONZ8THKWkauHaVMoUPIPV+xymGbBc27/iQ%20dZHBPYtZ5c9Zlb6/v2xRSFsTj0UWeGlr0NwWww0OKt/iGNfKWjcV5/bv5dvXp4WefucHZAOZG0Co%206Kddsjfwctrmxl8maAtaQK0UWK12V/M+UQ2ttAGayB2tFXXqW+yJZ8vluIWtAdXRTvr5XN5ho/vI%20T20Yd1ou7puI832dc3wy+fzD4X+SytK9iw9qXb4eh6G00nlf8XyNtFaHzyGhw1qtPVvGM/evO+HN%20OS8Sx95n7m8BYWyuqF0XZy9XVUKPh9uJhRzdg1U2x0T1tqtLy8xmOtPKaAJQKBw71PN19foXDA3n%20IMu6/IbcHyQdG1WG+/Lw6P1ZrPKbbXpu8xC6Y7mhutUurr8uLezTy0LLQTeYbbwlvco79MOLs7Od%20UFpbXH384XDtzRrQqdfh0XfGuGlnnfJPE230jaKOAXPxzW2knCmsjNbzRGECkrBqVWMPI9jTFyzg%20FxC6u7w1UzbFaepvM4rvH4erfy252T9q2z/J5/8AOvQ9fbOW3Z18b/8Al2FdKGb5iafB/wB5/VWv%20V+Ubs8HLRmPdQJAXmFAJMhSAvMKALcVpKZQcUAoEpZB2Nx7VNB1pSB1rkgca7VKg5vUmIuTAtyYI%20fFGPtXOP+amCQ4SaNFAqBtwtmnxFxcgFiPc2tPD2IACGavhGiBk42EU8ZNUDJD2PB8ABHbVAyW8R%20AtpUR/2hHYgZSfLtmwebAd0feeqBkwC9wq4AMPa3qgZN0gafsSTXrVOFd5AqUWJ+6DBKmj7IMEqT%205QZqgyTVOHgg1VHxJJKcGBElPKaQSUZRQbXtRlJSACDgJKgJKBXEgqiSakPCeUnCKhLKoMkhhopt%20VIqZ76S2n80N30+rSqm1euuVrZyi4jE7qguGrO75lF2a69RcrmPtpWQOPnn3d3Sqx22b69TnfI/U%20Ww40x8N7KPvNuoaDULDat9etynlPr/zDLMdZwMijtho2RujiFDfXRziaXIX8zpruV0j3GtHGoVRr%20NTE3nQa7WtZ7OquLwEWQtpPDHXePeqhFpi8c6hc1GGeUSC+eHbXJ4K1JfM55FOh6owmkyvbF1Qmw%200L2E6ITdSJNjxojJcDsRmFvsa0bO/tVwuJy3sYNXyONe4lMjkED7y5bbW8L3FxoCGkpYHJ1Xhf4e%20bvNbLjLh0Ng7Xc00cjBXd2HGenXAOBQRy5BvnsdTyTIA4/lUpuzmvq1z+M5qC1xEj4se4UfGKtBH%20yIZ3y5ncxm5vjNDI6OvVzDR35EJ4tLh+C4vkURhgvJ33FKSNc49VcRXO+fcLuuIZptoASHjcC7VM%20M8J/OcY7qgaOhagEMjbG4ua40HuoCda35cQHIA5Wune7XaB7pQHTPQ/1Du+N5aPG3MhdBcvAO41o%20FWqdnrbzbe6gZe2jg5haOhXRKxpO9xoX6FGSOPbVza9EZAOcBoOiMgkmqMg2RVGQTt1QAISBJCDD%20akCkjGgxpAl6AveK/wC1f3f9ZRuvRfLNat5GaYa4P+Z/z2qtPktvhifC7rotvhkU2nQGqMqwW5w2%200QVR3DWquM6IFUnIb0jlDcUsmBJQRujiUJHRyZwpzgxu4jUJZPA7e/D3bKUU5VE0OolVlh6AcD0r%20CKjd9oAjBZcP/EPe0hgZXoSlxVK4FHLr7KpSHalmWHyCS4BKxUegvw/5Nt3bPtHeNkbNFr1sdz3O%20LB0nIAIIC4U6gJ0pULDYvNY6589xeYia7NeiLTnl0jGZl8kDS+Mt+VOVG0TdxnO8aAJYGVfnMAMt%20aOt67S4UqnYJXIsr6Gzi+cQ/cDU1Wd0dmnfiMfn/AEpy2NJdHueOtACsr1unr9pnGXeZwz6GJ4po%20TQrDbrdWndK0+B9TI7cBlzD4u8rn36nTNp+G6x3KcJk2DVkbne0LG9di53WE5TCWkrfPgIeetQnN%207FTeXyqog/WN7emgJRdnpevrLFDm8i2KVsBFKmlVr1zLn93fj4Qr20Y+Cjep13Lolw83Xyqre7lt%20pdjq9dCq4/kuyNBE+O/tvLcQXNFQT3rSXMebt/XbLQennKp8JkW2Vw8mNzupOlFlLdK7eM7tMfl3%20SK4ju7dlxEQQ8V0Xpab8pl4Hd1XTawKq8s4ANCoOQquqDKRYJRtqopnGtJKAejjU2tdYdDdUjsOt%20YXaAVSOH/JjYzdI7YB3oDNc/zGOl4/NaRztMmxw0Ir0UKcD4DhoYcjLLORq9xBKq1Mq1zFvHks1B%20GHBsEb6PHYQlILR8347hpscy1tGMbKCKvbSqLSlc/wAlh/uG3M5dV4FQl8r+Fnx31PuoYA3a520a%20Lg7eny7Ovu8J13z7JZU7Bbvp2GhRp0YVc1ouAx5vK3G+QviiiNDWtKLHunFetz4bOfjMdxev+InB%20Y3UVS6r+W3692SIrHHWZAa5rgO6i0uqtfTuSp8tZto1kjSR2ApcrHRPQn5QHstrqXzHuHfqr5YbT%200p+GO59yF9q0QWcm3SnhKrrrPu9TjfLnP8S5V1QZXkjqalPbZfT0SrfE5rITM8Urq/KsOzava9T1%209b8xCztxdmZm6U6rLTa1r7GmutU/xEgnArUkro0eT7l8eGzxGKkcxtz0oOqfXv8A2fPex5jS8YkY%20JLhsh0Hete3FcmswqMtK2PLvez3SOoXJv4a63lcLrjhg+DmuJXCrToCsp8uz2P664jLX9652VlLD%20Rjjot9tfDyu//U5PIGwgP0PWpWG0Y9erun4eLps9lmAOrDbAn5fNXX6n5d/ZcyOvrsZM1zP/AGP+%208/qLXq/KN2cFVozKFT2JANh7kARYe5IC2HuKAcERp0TyZQj9ieQUI/YkALS3sQCm17kgdbVAOA6p%20ArclgxVKAKpHVMCrbN8T9xd3DogHJHQthMj5GRMAr4iGn8qAw2f9V+NYaYwujmnkHbG0vH5E8hV/%20+bN9exh2MtZAD0D2EItBY59zCNnmy232Y1NGmqnJIg/ELgrGbyMpZ3Zk6ExxOIRkNjgPUjiufa02%20srrcu6C48H8qMhqm3cLIDH5kckUg1cwhxp8yMhyj1J9S8lxFjzbgHHt7SKmqMnhh/T/8S+Ru878J%20l2tFnO4MhIGuppqiUWPRpbj/ACIbiGdm2dofq4duq01qL15J3Wp/t4/6QTqZ0nBG0jQ1HeFFXOkb%20Y/oUWqnWV5Q7EsrmshBjankeCTF7FWRyhDoxVVCIMXsTTSTGhFJLQOiEiogg1QqBRCgoe5Iwoe5V%20E0KHuVJoBlTVGSCQ0U2qkORNDmHdoO89FNq4hTT420m86W6g0+q57f5FntW/Vqo8h6ncXw0r5pbh%20jq9WsII+ZYXZ3a6spm/XPjd9i7r7k8xl80Hy/MG1pcs7s0kecOSZu9y2Qfe5aQm+JNAw1bRRWkRw%2063MTS8n5kLiRbsJb9ga/Kqh8jFzC/d9q7XuqtIXIw9romgkCnYQqjPbY18cHeEg/QjDLJJhZ74Rg%208nYJ2B4BCR5LyBic3TX5Egg21sxz+hSprAxwMbqde5AwdsILm+mFnj4HvunHwnaS1a6s9nWeE/h0%20zWVLLrPDyrc0NGGhVYY7V2nBemvCuMRN+DjEkzerpQDqPlRhjts0ceZtXM+HGxoA0bHT/kU4Z83P%20ecOkysFx8SXMFmC62J0BI6VRgTZ5lzmWzeWyL5L1rfOt3FkDovcoOm4hLDSVItm5PHW33lLtkLhT%20a3X8iMLbr0Guru4zs0vlP2ueC4EGnVVGNdQ9fvT+0yvGpcvDGfi4o/CQEJePXWDoKxz+GQE1CAR8%20PLXeSNjUBIgLZTVulO1AOzzlwbFH7w6lAPxSm2ljkDvt2+5Q61ValXffQ71Vv58nDgbtkjmn6xBI%20+lbSsq9Cy7ZnVZoAnkiHvLhtHVGQbo5uh6oyBglGQUAjIAhAJoghEJGKiAJIxoMaQJegL3iv+1f3%20f9ZRuvRfLNat5H/wa4/0P+e1X1/7J2+HO8rNKxrRCNxPWi12iYfxnmGAGTR3cVlIvKU5uoWkRTcj%20aKpWVhqoVZTgoM7UrVSFDU0SyrBzaAjIwPa0hPJYDY1OUYE+BsmhNEqMEfAsYagpA6HU0RguRYeK%20IweSvMFEYGSreQeaK9EYTa88evt0bi7EcZ3bHGoUbbYaaRzrB8VuMlDUNOvcs9uxpx8Lu19Islen%20y9rw13bqttZmMuWHcfSPgruKROLySXt2mqrCbW3Fhai4+Ie0Pd7U0nZhbvbTymgfIjAlR3WkRZta%20A0exAORMETdo1TgLa6hU0HfOb2tqe9OEbmtrW4aWyQtNe8IOWxms16bYnKMd4GtJ7gFN1lXr22Ob%20ci9BGHc+3ca9lFjdHX1+1Y57l/TLkOILpLfzXbNaCqz4OnX2cpPEeZ5CyuhYZNpYBpV//pXN29Lr%2002ldCc+0miEjSKPFarl4uvq9m6Vm8pxeLJuL2P8AFHqKLXXfCPY7edypZLa6tv8ADyMOnaVtNss/%20wr76xM7C5g8Te5aa7rmvKImIuZI7wQPJbQrZ5/d1+WsyuDuJbUXkDSJGgUoot5M+ve9ezfelvNfM%20Z923btr4wGjd1VdPZxuHR7fROzTlPl058Y95urT2rvz+Xz9lnik7Snk4MApAtrSVNoh+GOpWdrSQ%20+WBGRxOMbRJtqVQVokm1W8h5FDx6xdeTEBo7SgRwvmv4h7mYvt7RoLem5pSNn8FlMjnT58sr6P1L%20alLbwUi5uLP4ZlGOLXexTLlViH5rmg0cd/f2rSIoW1tkJZw8hz21qlRrD2f47b5jY24k8oAUIWN3%20w6deu7I9nwzjOOiBdeMJHUEhZ3seh0+rJPKVZ5bDxXjbSzEcz6jQUJoo22sdP9NZ8tpybnGP4phG%20shjY24uGVoKA1XHrpezZxfdJs5UfVTkd/MGW9s5280JFe1dv1SR03/ozWN5iosnJiDPPuFw7UMNa%206rl27JGG3/VV+Nxl7FJc3ORe6FvWPdpVRezKJ/0NtrhW3fJXsmdFC/c3oCCp+y4fU/8AP9e2cqy2%20Vmunzb5gaHUVVdG+T/6Wms+ES2awlxp1Wm98uf1NfGU7FPaLnZ0UbfD0ujf+2EfkT6Tx0S6mPu7+%20YqodxuA6laGq1jz+7Xlq3cOdfb4B7gzUaKJr5fPXbFKxE85sprk1aZG1C1w5d/kgVmshI73ydVlf%20lHXeNygXWUktpG2jHENk6paatNu27HI7Zz5IndRUVK2vwjtmYf5XHssQ+LspqFyy5rPqnl1/8K07%20prDPlx1DrQU+aZdnrfltXd11Ez3Lf9k/vP6q16vyjdQCnctGZTaVSBYp3IBQp3JAoU7kAenckYxT%20uRkFCncjIDTuTAxTuQB1HcgDDBIdnemFJnuX4LAAxXkm0jrUpYMMDzHCZugsJmvI6ioKAvJTG97d%204/opBnuZ86w3E8abmZrpHO8LI2jc7cemiAxHGcNy7m0017yWT4fEyeKwERLHbT03IDoGC4TxjD25%20D2tuB2+ZR7vypBaG2x4G60ggjZ2bmgJZOQ6x0VQAyAs+uCAkMDuMPibqr4ra0OhruY2qDw8x+tFz%20xCLJSW+26guoX1JtgWsqO6iBhicd6v8AKsdPDZ4ORz4TRv8AiKk/lQMJ/MfUZ+fxLsPmQPjnaktF%20AgYc4t2w2U7XxV3RmocfYgNXH6s8ma1kUEz5ImCm1pJPzLTWnNsLnE8o9Ss3cRx4eOZsm4EmUOAo%20qtXzj0Rjsny9+EsrW3Mbsg1obcg60KztVPKwxuT5XZ5WGwyskLY5tXEHVZ3ZX12tDlc/ZY3dSZjg%20B3gpcivRa59e+ruPs7wmUktB7EckX1dktv4gOHmgmbJXoaBObI/U2bLjvJuO8jiElk81IqGk6rWF%20wsWc7pIwWsFQqKmGSNfF5btHFCKV8MI2hw1qhItvsQIG32IVApr0QZdEEFEyCnsTlSNrYi6jgd/Z%203ItOGjDWaknudii1UjNepvMcVxnATtmmaJpIz5QaRWtFFrSR4n5ByrK5e/lu/i5mxbiAA9wH8qz2%20rfriw4zx27yb/iLu4k8hg3NLnnWnyrG116xY5bM7mm2haA2Hw1aOtPkU4aRRC6tusoJejCsk/FCK%20RlB4JDQVTwMtMzD3EVp8TFQilVUibsz9/BPK4ySGh7gqTyOWksAZtmBO3ojJZImmhkd7vh9g1Tye%20BiSz8vaxr93yIyEN5eySh0Y7v6pDJbnub4YvEw9a6lPAysLdzWQ1aAHka1RgubVem/C7DkeXjjyU%20Uxjc8CrAaUqjA5vV3GvTTh/GnR/BW+54AO6QAlaaxjtu1TXMaXUADT0a1Vhjtszmfx7JbeV4f5bN%20dwcaOPyIwxtcospMtacncbaUNtACQ6U6flSwhWcg9Q8jkpLvHZuMPsIgW7rRtXFvyhLBxz/G2uBv%204LjF8WgmAuXHzXXYO/cfzSUsNZW/416J38WKjE43S9SHaj8qWF8nUPTfhQwTpSYWBzupoE2W1abk%20E8dzZSYuRgcyUGulUE8LeqGPGO5vewxRPEbSaaaa9yAzENreSO2MtpnmTpRpKA3OA9GeeZTH/E2s%20IZbHUh4o5AJxHo5zrI5eTG2sbGTRmjnSaD8qA7Bw/wDCxBEWT8neTcChYIneH504VdfwHpzxnju2%20e3hG9ooH0FfpWqF9WJ7iWAgIBJpWgQA2oAbUAW1AEBQpylRkKkkEIMkhIC8opGMRlBleUUgbliNQ%20gL3i7douf9D+so3XovVmtWcl/wCCXP8AofvGq+v5Tv8ADCsDN1TquljKeB1qOimxUpZeKKAS6m0q%20pBlGYwl9T0TTTxp0RgAKAJYOUZeKIwdot6eEZDzEQsj82ieByH5oIRgZJMgqjBC8xPAyMPSwMmch%20eC2sJJgfG0aItxBjLz1y8XWSyU75G1FSWrzuzszXVpriL/g9kLewado8yvRTtW2kzHXOOzWrYNzm%20t3j2Lq6uyYc++vlcPuHSnRoDeyi6YwpJJogBUUQROlEARcEyGHUKDOAgqbBDzCKKVDqGmoQIdbcC%20lC0FMsGLiysrsFksbaO66IsPLkPq96SwPsnZLFtJnB3EN9ijbR1dHfZXLuMchuHSnGXp2TMOxrT7%20F5/Zph63+8bUm5xzGzbfAepPcuaokwTeCHJ2hngAdN0oEZsraa3DMua+3lIeNK+JdGfCpcVX5bEk%20ht/aDc6tTT2K9N8N+zpm+uY13C+R/GwfC3IHmDwhq0vjzHn3SfFVmcgfgMu2/hJaHv3HuS28/BdW%20/G4vw7Z6fcpts9jY2l4MtOi6ejt8Yrk931vPKNY612mhHyLfLzeIxbBLkqaFCABLJ8S2sDUjg0gP%20dRMuQMJMgPYDqiFly38QN/BLxt1rHJSQGtAlWmrylFb7HvJcSa9qZuj8Mv329sNgqaKbrkpsvpsh%20cTmrxRKa4VaTHJE1wdKaBFuC01ydn5e2zaY7Wjljbl26dLOZPk+TuidrdT0os67OvWRlMvc5IsLp%20XObX2p6SVXbtceHSfRLhVrO056/e4RhrqE9KhZ+z2TGI8Ts32z5UfJ7TMcs5pFbwNc+xtpCwuHSl%20VXTZpMpldf436eYfGwRuIBnFKtK4+/2Laz3SuS5rEYZu+5e2MtGjVy9et3pTRzflXqHZ51jLa3e3%20azSrV6H0zWPa/wCd6822mTHGMBBcO8y4JEQ1DiuPt8/D6v2PanV14QeaTWjZ2w25BaBQlaevrh41%209nbs+VBZuGoWna9T1fg5aTNZk+ulEvnVp13HYa5DI180e01KOuYHt2WlWEIIaT1PVOubb/WtjHjY%20ZcI5g7SEtdvL5Ltudqtba1tmYtsJNCG0Wm22SmvhVOYyKIxrLDBSXWKmmnFxTws7VU2w100zFpbT%20NEQZ2hGcltt4C9eJrQ27+pKw1mKy028Ow/hjtmW7ORxt/wDYifn89dvrflprtl3JdSmd5d/sn95/%20VWvUjdnwVozLadUgWCgFApAoFFA6qMmMFGQNEoAlUADkwMFMDbKIzvd7o6oNyr1d9M7jlttJcWN4%20y3kPQSP2osNjvQD09zeK5DfMvLpkrItNsb9w0SkFeh452wyN26BuhLuiCciyHwt36jXD868SYlgL%20mNB0qEgGf9Tr3KPOP4mBFa487ZGuFCWjuUhSHl/MpozcWEMjXs0IkaaEpBVv9TecSSm3vIJA5vUs%20YQElRXZL1A5zcUjxe6CUafbAip9lUZXgix5R6vwjdcuq/sLQaURkYZ7JXXqHm72SO5gjI/PLP+VA%20wi23pxy+WYXEL4NzDXaKVRk8Lp3pJd5CE3N05rMiB30GiMjDnF/jriwz8eMvSDAZAyRze4mh1RkY%20enuB+knotawWt2LoPvpGtcQ+UEB1O0FVrWW7a8o5bw7hGL8+0+Ge4+AbA0nX5E7VaSKfgWZxktzL%20l35K2Y278YjfI0EV9lVna7uvXVQ+qmXZJkmXtleRvZGNSx4P8iyteh19ermt1yO6uTV1waHvcp5O%203Tq60aa3glj3vlaSR3pcm86utAjtrAO3OeDT2hObDfq6sOm+hc7TyOaNryYw3wiui6tK+a9zWS+H%20eDcUk2kaEq3DSXwxmXc1CKUWu7eiEk7UAe1BhtQYqJpoUQQUTAi+v2bBWQ9ClTiHn8ljsJiZbrJT%20NYdh2CtDWizrSPD/AKgcty3Ks/c+fMTZ28hEQr1bVRa0ipw+LOTyTLJjS20d7zzp+VRW3XGqy08V%20ratxGPcBJDo5wKnDskU0UXwppL4i/qUYVIbfBaOm3uadqeFYR7y3ZMW+ToIzUIwV1Wljym6itzay%20dOg0Swm6oc8k9xISPdKMpuo4GgNc363tU2q11MR2lyyTe8jZXojK7qk/ElukbRXvonKzsRLuNsrm%20vmPT6repVxnalYjDZrK5CODF2M1XaB72HaqkZXZ6B4R+Gx95bRXvI3Na00dsYdp+hVIzu7svHOIc%20f45D5WMgALRQueATp7VXFN7F5uikbufq/wBiqRjt2INxHkHh/wB3Pa2YDTzOlUJ5M67j3JL5z5OQ%20ysL2H7HyTRtP8qiFKu74TbZR5sron4c/XiND9ISPBfCfSWxwt7dvuWia1lBEYf4jT21SGFtJ6c8T%20hmM9nbmPJVrE4CjK+1Is4aDH2OYtrYNv3ROYPzOqQ5HnxyxgmIe8kMq4xuZch1yK+1AZ3OelHDs9%20dG7nirO41cdEA5F6X4DFWpmsLeP7IVPmNB6IDRcWltZcc7ZCxk7agUaA1AZG4nktORSvmt/fdQPj%20bT8oQG7htZH28ckzgWkVaAdQnCyIy2T3fC1q/uWmUmJWBp2MHRAHFaAtL39iAIsbXw9EZAixGQIs%20RkEubQKoVJoqSQQgyaJA4KUSMoUqgx6JATmgoC347T/Ef6H9ZRuvRcrNas5MQMJc16eD941X1/KN%20/hg3U0IXSwhbZQdB1SwrJWqmwZE53Ymmhu2ipThE769E8HkW9BZEXaoGSS9BBvKJBaG4p4LIbijA%205CLijBcimlVhJRPYiHFRyWQx46QE9Qsu74b9PmuWXPwwe583Q9F41+XbvPB7G5S3h2+WfCTRaScv%20CZvxjo+JLWxRud/aAELfXqsZzsn5aSF/2YHYuzrlk8sOyy3wVuC0Z5FQnokB6dO1AIcCCmBiiQKa%20gHGPopweSnOqE5BkQcmMhvRg8nRJHNE63nAMThTX2pYT5lcO9VPSiWxuHZzBx6s8biO/qsezqzHo%20er7WLiq/hebt83aS4u/P+NibtodNei8zfrsr1d5NpmMpmrvNcVzZikqLM6/SttdZYjTus+Vtj8th%20MszrVz/eWW+tnw7tNdd54S7azMdwYRT4V2jfnUyr1m2ng9e4rH4Fn3g3w01J+VXp2Z8PP7/G2UKe%204ZyW2cB4g0aLq0mHBv2+THEc5ecUzDY3uLbetPpRt4uY6unfnMV6VweYtcvjo7iJwcdoJW2m+Xne%20x08KmB1DQrWseQnOQVotyE2i3hGBkkuTwhEzGSjx1i+Rxo4t8KV8Hq4Lz7Iy5S3kleaipUStnE5G%20Ull9hVk2PEHjZT2IS1Dx4UlVCyOlq9x7Ap2V13FZqxpeTGOI1kHVYXw9TTeYXrsUbOxfd3Ao1nUr%20l23tuE79uGdtGfxLlobOyaXN3hr9OwrTjdZlh+w9KYLjlng+KsxTxteaEj5Vx25uXF27cqhTYvBY%20KF8liB8XN4gfajndkfDM5vms+KtHXF06kjgdtO9Vr1SpscYz+R5fzG8cY9zretO3ouzTr10bTEhn%20G8XyGNuomzAguPiVdlm0dnqezdNnQ8jd3FnhI47Q0lrQ/IuHXrxfL0/Y7Nu6eGanxeRuR5zhXtK3%20mshdOuPB61xhjYXPHQarHsua9319ZrPJo2bHTGaLoAr118M+/ukuYgwsbLeUn6NKraYjhnfdqkyX%20VtFd+Ww6Dop11zGnZ3SRprC8e22FT9l2rP8AL5ru8brG9M3lQSQ/qzq75FWraTwz+VurgXTXM/VE%20gKnLZip+WupILONsfR7QXLDWZo6e3jmVHoI7e1k+tKQCtdphHdfyez0fwrGyjQ0Cy08s+v4dj/DJ%20J5o5E/vFj/8AELs9efLTR3JdK2d5cK/Cf3n9Va9SN2f6LTDMA4DqjAKErUYBQlalgFCRqMAfmtWd%20gyMStRxGR+a1VNS5DruaXDoE8DkIPHl+Z2dyR5G2SMirnBg73aI5KkO2r7OSZrZJ49hPi1CXMYed%20PX7OZOwz8sGMugLamm138yfNPIj8MWbH3vfOv7prHvHvSOoK/OjkOT0Hlp8VJjZt2Qt9xBpR4qly%20PLy5yrN3t1y+TE2t0xsYdQyl2lPlSybuHBeB8Ow+NjyV1kLd1y9ofIPMb1+lLJ4VHNfW3iOMvBh7%20Nsbrhwo2VoaW/OllXFjh6pNfMWvdbk9mjdUrV66Mzy3nl9PlrGQwCKJjh4wza0hRlpxW196tXsRZ%20FGxktvtFS1oJRkcSbb1RjjjlknEYD2kNbQBwRkXVnMB6hGK7uJd1XF5MY7EZLC4uvUmSVxdMfGRT%20w6BGSc35DcC6uZbkMc7zDUkdUZCLxp7zeNY2WdgJ1BeQq5I26rWrwmJt+Scs+4b64fHb9S+V5Dfp%20KLuc6LHb7H8NHpk+zBZlHfFAaBlzpX5KqctJpYzOf9EspYF1vY3jXwH3S5+7RRY15bRg+WemvIsJ%20jReSXMZj7gdVPAfdswLb3KEmMvJA6kI4Ivs7N9xD0+vs5jDdsuWCh/Vl3iTmjO+1s7p6McOtsTfO%20M2kobqSV06eEXe35dTu4vtKsadoPVXlFONZGYd1DVPKSm28jm13CncjJYJdEWgnrRAkJYzd7B7UK%20mobdSPyoO6i8l28N7/rdibKjfblppuDvaEEJsRcCQfd6hK0GLu/t8XjpMrO5rIoa13aKbsuR499Y%20/U3Jcmzs9nDMTj2uOzYf5lndmuujBWtj8Xcw29uxzt5AkeNQPlKi1tOtpsi6PAQDGxEPuXiolZqB%20X2pZdHX1qNoa1/ntqbh3vk9E3XNUkXDHj7UVd2Jj4B7oXR7e1LJXdCkkqdsAoW+9VBc4iXUj5HgR%20jaR1JU1N3TbSeRkQa8gnvSLJ2Z7doMQO7tSsVNjcUofrId1PqDqjiL2LTDcd5Dnbttri7GaME/rZ%20GHbT5VU1Ybdsd64N+Ga0a2G/5IRNIKOa2M9D7QtJqw27XaMVgsVho2xYy2ja1opVzAT9KuasL2J0%20jGTHdLo7uboFcjO7FeDbt7FWE0kR00i972orHa4E+OEUMoO49SFNqtaF4Lf4V0MUgc148WtSou7o%201V2Lt3W79lR5XeeqXNphbzys2AW7gHdtU8lTcT3FhbMQa9oRai65LjDRoalnYpuxfVRRyva5wOlf%20cqjI42GbmCWUFslN56OHRGVTVAlxN/bgSxu3Ans1Rk+CXNSaxfC6ole2g7qoyf11CwVvJZA2c727%20nGoIRkfXU27jjgeHTBr4ydCBqjJcDWXv7S0sjNaytAa2rmE6/MjJcK53Z8lyDc8Mi8F1kNNoGqOZ%20/VXRLS4lvIhcsIayQVa09Ucy+s9EJXMcyQHXtT5J4B5XljaASO9PkmwRr+afoRlNo2xucOhTLkRK%20x4FNpPzKoWTW2T8x30K8jBJjk/MP0JZMXlS/mH6EZAeVL3H6EjlFskH1T9CDA+Z+Y76EHgAXke4f%20oSux8VxxrfW53NLfcpX/AElntcq1i7UqVfJ2l2DuQP8AI/eNVafKd/hhxCdq6MscBHbkGqWTkCp3%20gHolk+JT2VOiqJILSdE4WBbKBNNILSggDSgYANqUAvydEZPAticqbBeU5PJcR+U5GS4lCMhHJWBe%20S9ziR2IyLGD59kblsogjrtI1XF32uz1tYycd3YGIC4buI6rz8XLs7sJGN+67q5EcUdANQtNJYz46%207RtcZHcuniFaxM0p7F3dVtcvfJGwYKNC6nLDrY6qMrkGGkFULDb2u31HRCSHPqjBZAFAlKDijB5K%20DwjAH5iMAW9GAG4J4LI9yMHadD4bmF1rdjfC/QtTLLgnqhwm/wCM5QZzDjy4JH737fzRquXu65Y9%20P0/a84pWOuMRzbF1uGh10BtO7rULy7nWvYvXrt5YDP8AGclhLpwtKtaT4aLo695t8sf7afCPjOXX%201ncNivdztpT265+GmvtY/wBmvyWVbyHH/DRHbuHQrHTTFy6b169iBx6xvsJdtbM6sTzQU7l0/ZL4%20ef7HpWeWozmCgyEAuI2+Ia1U/wD5YS4+Fr6cclu8bci0uHnyt1KexPXfFX2z7NXaGXMc8TZozo5d%208nKeHibf1uBGVE1Khv0TwMi3FGBkqLV2vRVxTyc59Rs45zxbRu900IWG9b6aueZO2fJjX/OVGta2%20OPXTS26mb/lFaZQ0vD5PtS32IS2hZRtT0U5Mzd2ZvbSSKEjeRQKrMnPDK43H3HH8j59342PNBT2q%20NuvwudmHU7Hjp5FhH+XQRuGrSvOs40tuzLR8K4Nxvi7XXM8LfiXCrXDvU9vbb4ZbLq9tsllZfPgd%20SPoB7Fy24Z5FkcL5dnW4o6cDwlGux5Ya64W+7nNxk3NfZg1awlba9n+FYUvIOS8MwlubTGwbLinV%20o7V0deu218iMRb3N/lr0Std4a1aF0YmreamOScjfjphbT13NIqomvL4d3T7M018pNhy2C5si1mho%20nt10+j2Ld8oU2bme8xMd10WP1vVvtW+IanvZ7SAgu6q9GXfbJ5QLW4nkD5a9NUbRj13EyiQ3cj8g%20d57Vc1xGW/bl0bC28t3ii1vvLl7fFeZfOyxyNy+0xvlO95raVUabOiKKxZLkoGxs1eHVqr2uEbaZ%20qfkru2tjFZ3I3SuFGrPrma5d9PKZHj3y28MlPs4/EFXZ4b7aZ1V3KLv4i02sOo0+hZ9E8semOv8A%204UHPMPJQ41p8D/8AELu6Z8q1d+W6me5b/sv95/VWvUjdnarVmIoAAIBQCAUAgDopwMDAVSFYMKsJ%20wW2WNjSx41d0KWBghtq9p3mRoi7iosXIynquMyMPEcPKGynqQs7GsjjNrx/1kvpD5OYggYT9c0Wd%20jTXXKPlfRHn+Sd5mS5BZOcepLgjLpnrROwfonJYgH+IbKOT65EoH/KjJ/ratEz0wsiys3JLVwHUe%20eP50ZH6+qBL6ScLM/myZe2Mx6vEw/nRlU9fVZx+m3DY4DHLm4nNcKACf/wBKMtNfX1MwejnpLsdL%20dZCN9zWod5w/nRlrPW1Nxek/pP8AFBxv4wWGorMOz51Nq50axcZrjXA8nDDaS3tv5MI2gh7QafKp%20V9WqDZ8N9NbCQQRXUT4z1PmAoL6tSLjgXo2+Z0k87S8+8BKEJvVqQOGeiMHihkAI6/aBCL1anmYb%200ROkrwT7JAhP16nfhvQ+MbGtFOlS8IL69TT8N6KscLiBzWyN1H2gSTiT4Rriz9HnP+Ic6k/5zJAC%20gJds/wBO2ND8demKRmp8yb/0qiq3tuQYm5gLRlIA8aNLpB/OmixTc6tcbk8CIBlLeSQa0a8JsttX%20BrjF3NndPhZ42PNA4ahVGO2i8xEvJ+PNF7avrbtIJb1Qzuj0Z6TcrwmbtWPu7qOC9pV4e4NVwYdP%20iy2KkDo25C3FNAS8II2bvGNO1+RtyPY8fzpxJDb3FhxLb2Ij2PCZFMyuENW/HQk9+8IPJyN+OncW%20MvoZaCvlscC7T5EZXKzll6g4S9y02JdG6B9s7bvk0DvkTO1oriesQjj1Y8e8mwpEbHQRBxO4JEed%20JZ29s+6lcGsYNz6nsUVUjzB67esL8leP4/iJP8DKC2RzTpX5QorbWODtiuoJmx21ZpHGjwPEaFQ2%20kb8tsuO4lpgo6e7ZWUdSCR+RTXTrGYilMzi95rU9vVKN9YccGdiprk24dyGe1NnfXRDLYiSKeEB7%20SDvQgy6GbzGsf0f2owE5lrZxs2udr8qWDyZtIcpkL1lliYnSOkdtLgNwFe9OFdnov0u/DVGyKLK8%20kIlOj9jTTTr0V4Y7bu52WKxeLt222Mt2MhYKAFo3fSnGO2yXFJHR3lAxu+tu7fkVMLSKqojIqqlQ%20KqlQ7EGAbydUrR9cquzkt8MZeSWxG6ONzm/KAsN6306Y8oWfq16hsy97B5hLY5XNYNp6ArC11a9M%20XI9TPVKWT7MFzPYwolafTDzfUX1Qb1a8f6BWsqfqh0epfqePdrX/ADCi7HOqD/8AND1cHuV/oFZX%20ZpOqCl9UvVPYX3DtuzUVZRTzH0aocfrN6pTu2Nd4eldiPsXOjU+z1u9Tbd3lOeHAf5CPsXOjUl3q%2036h3R8xtwxgbq4Fqf2K+nVHl9T+cyP8AOZOC4dwRzK9Oo5PWDnksXlPuGineEc03p1VUvqDyq5cX%20T3TdOxHNF6tT0HqdnY2eQyVhPyJZZ3riw/8AOnlcUTY4blgLOoTyX1QJPXnnjyGMuWAdCaJzYvpE%20PXjnTfshcMc7vAVci/WEfXvncfvTN/op80/qGJ/xC8+b7sraf5qf2F+kKL8RnOgKvlb/AEU/sK+n%20g5/9xvNv2rf6Kf2I/WD/AO43m37Rv9FH2FfWH/8Acbzb9q2n+aj7E/rAPxH8p7XCvb4UfYc9Y8z8%20R3JT1cP6KPsXPWSWfiM5D2uH0I+xc9YofiIz5cHb2gD2Kbu119Z2H0F9Sb7mv34Log/d/wALsoKf%20rvOr+6RrXP7HVww6yqcyu5F/we4/0P8AntVafKdvhiwVuzwbml2N0QcE3xNr2pYMqMHtTynA9EZF%20gnNFE8osN0FU8pGAEZIe2iWTkOtpRKtIUIgdUsngZY0BGRYSwAlGU4G/a1OJsNCQbvlWkiMqfkWK%20tLxpZtBlcNHLDs18unXfEcKy8U+I5D5MwL4pZNoHYNVnOqK23zHQY7K1tMcy8iYNxpoOqN9YNN2q%204pPHPCd7druyq168SMuzzWpbE3aNVV2KajprQFAG5GRg1IdFpEWI5VYZ0W5LAlDcngZHvRgZCqMD%20IVRgZCpTwY9xRgD1+dKwCv7C1y2Plsrtgk3tLWV7CVOMnLjy848n49leB8jNxEXfAk12t6arj9jp%20y9v0fbzMVooshY5uzZKQHPLanvXmbS612dn+S5uGYg2QupI2b+pr1T+2stMbVz7kT3RT7Me7yi3S%20jfYujrmY37uy6/C24/nmXELYLoVmjFNzu9Rvpjy6ujtnZMVtLHI27rYW5eAT2pcrWHd6mFVkWOx1%209G5nj367gtJ5ji43Wul8I5O10TYp3V0oAV0+t3Y8Vye16/KZjaFzXje3oV2WvMnjwATkK0pGBkm9%20uGWuPkncaFoRywU1zXFMxkWXOTme81buqFy7+XZrMRX5DJ2/wb4wBWhUSKrjt/H/AI2U/nOK2jOr%20biztt04JpbiRz3W5HbRRTZ3H5a4jv3wFxq51AtJcFWv+7rWC2F9kHNkZ1DHLn7OzPwmm8ZzSa9y0%20VnjWugtx4XU6LDt08ZVh0E2925sMk09WM1IJ6rjt8Itqdc88x+Og2tAAGmixnVdqWGSzfqtBtJoX%20AdF26+nRI51lOb5bK3DmW87ooidG1XT1+tNfNaVIwfHoru9a+8c2UkVNVe3iDSZpy2tY7PMnyx9l%20G/UDpRc3bbY2vjwkZjg9vyvISPge1jmt3EfIs+rsusPs+GOl47LYXDrNraEHbuHsXXyzG3R4TrLi%20N1JI1xr16rn2y9Xqsnk7mOMzN8DndiNfDo3213Uox7rYFm7QpzLDsxrFZLa7LneHAEldGPDyt9/L%20pvD7pkOJO/3qri7tWFvnLR8mxcb8CbgU3PZULHWYb6qH01tG1kMvUNdSqfZs2s/KoytqbrNl7ne4%208gfSr02w5LMum3Fpa2XFbeR1N0raV+ZY7XOzW/6uTXwmdfOiFXNNTottMRxa3y7j+FBrmO5W13Yb%20DT/9yuvqVq9ArVbO8u/2T+8/qrXqRuzhK1ZgOqAUgFhAKAQYUSyrAwjkMFAI5DAUZuG9hd8iXM5q%20reWtmOFkFgTHPSoJU3dU1eW+U+pHqXbZKXHtvmeXGS1rSKrO7LkVjc96lyjxXQo/WobRRdly4Ut5%20meYy3pspb2sh7iVOVfckfwDyqeE3LrskOFT4nfzoyV7mZvsffWd4LWS4c57jTRxRlM7GywvpNnMl%20YNvW3wYxw0aXGqFztil5BxDKYKRvxV1VpOhDikudqAHsJB3yGn+UUN57B99pF5YmeZS13Sjig72c%20kn7qcId4meWkV2hxqmfKozbeSPVkr2H/ACnFCLtUcxbXufNJIa9u4oRbU7jHFn5662x3zbaIOo5s%20j6E/IhlbXQr/ANGMTFijJHftbcgV8wyGiEW1yW7s/hMo+xllMoa7aJGu0+VNN2rcYr01s5rLzZsp%20G6Rwq0CTp8qS9NmSzmGdjb8wNuhK0H6rqp4acvLQ4rh+LvrZrzfNhkI1DpKIwrMVGc483G3Qjjuv%20OjPVzHVTwPA7TGOLo3xzuq5wFC4owHa8XwmD+HxdzgbxHuDj8iaKXxC645cQvx+SLXAkilQnEWMH%206kYVnHMrBf4aUstp5Q0ta4+6T7FpGWz0pwrgvEstx+xvJWySTOia6Uh56kJ4Z1dyem3C3SeGCav+%20eUIp9vp1xYM2xRSN/Oq49EEQPTXhEYIZazPc73iHk6pFlRco4xg+LWLsxi98F30HmOJ/IUZVlz2z%20E+QyUd5dvEhe4OBZp2+xGTy7nh377BkLtQWgB3cnlCUY3MaWHxRN1JHcllUjh3r96tY6xsvurCzg%20zygx3AY6pB6a0U1pNXluNtzvewEzXMztzaanVRW2urccdsbHjNmcxf0luJ27fI+u0n2KXRrqzsl5%20LeXs1zI77Bzi5rD3JNpDjo2z/bW42xjq1JoTsf2pjkUNOqEWlAtTZ2m3yNHV49gRhFR7m6cYy136%20z6iMFlEZZ3lyGsbUyuNKIwOT1D+HL04ONiffZC31maCxzx/OqkZb7u7Pmmt2eU39X3BVhz3c0Gmn%20mMeA7uKbO7EsLpSfNNC3p2J4Z2lVVCBVNpABTVCHMke6jToo2qpUHkN3NY4m4IcPHGR+Rc+9dHXX%20k5jrl/IpjE5tHSknT2rntdmtdewmStLSxaJZYmzdpdREqrU779xj/fuID9C0mzO02/OYJmu+J59l%20ErsXIy/mGKi0bAHd1AFltsubqfkGTjvIQ4tEbSNAQAsbsua2s5bZWC3Bho2p7aBLKuNVOUyF4yUv%20jZuY7SoCrIxUNzJ3QOo9odIPd7USl5HipWWcZZcxl1e1VlNtRskLd7nSs8LT2FPKLapWR28k21zS%20WV8Th0TlTmwq5s7G3d5sZq3vqryPsRLTEtmlkla8eL3RVGWmu5bMFkmxPPRvYaJcm2uyBjW3LMmY%20X+Knap5N9cLq+gJ2+Epc2+ukBlrCIvG1Lm1nXCH4+3e2rWo5nemU392Q/mo+xn+uH3ZD+aj7E31w%20+7IfzUfYX64HDwdyPsOeubdiYh0R9i565p2NaOiPsVPXNux8Z0cKk9KLTXctuuR6G/CFaC3PLafW%20+7/yfFLfruXj/wDSn+v/AL/9PRa1eYreR/8ABrj/AEP+e1Vp8lt8MSOq3Zie0HRIFNaAEEKtEYK0%20YeKIkLkDnAhMGj1TiaMFMjmhCSia60RQcY8hTg8g+SqchZJa6mqchZFJJuVSC1FvJXRRbmipVZKR%20RRZIy5NkbzQnsWN3zcNLMRmeZ8btp7ts+4F4dUfKl2eIWlysuOYmWaMRzV8sdh6I6sbHtMLJ7vhr%20tkUA0BoaKL4qp8NA2WSWFrQSCOqvBcku23NZ4uquItSK1CmnlGndRaao2pjdVWzyFEZAqFGRge0o%20yMFBtE8jA6IGAohUgIyMD7UrShbaghw7FOTqr5lxm05NgpLV7B59CQ8jXRF8q67da80WEt9xPkcm%20PvA4Qvk2sc7pSq872Op73r93PXDW5HKXFwHeQ4mFw0I6Lj+B9d1rH3WNfDMb7d5m06sXRrt4dU6s%20zKQ2xZNGLiF2x/VzQi1nJdKrb7K31s4FpcAD1V66Rtv3WxeYfmjZoxHcs3EabnKNutyfdLfK7ZyK%20O0kimikFHHUA9Ea6nvjDs/Cs3bZPGt2yhz+6q9D198+K8f2OvFyv3NLTQrocmSm669yVK1h/UfPO%20gtnQRupUa0XD2dnnDv6uv+uXHpbh7yXl1K9qIVVtzdbd1X10ThWsjeityT3laSkm8bdTI7ToCQEW%20pw6gbS3ZZ7t4rt6LHl5aXVz7e2LMOkArteuieYxqRyvJ3d3axsjcWNBGgWc0wNUzCZyDE48/ZB0+%20hDu1c++tq8NJBzWbJ2jYdYy0dVOvR5LdSZ5twbWvmHUrqnXIzio+FcY2h7q1HanaU+VPfAW7yWGh%20Hcpy3idxnPzG+axzi3sWfbPB9Xy3GKx7pILyeX6wJa4rg33/AAO2+WTZyG6wWVMzHlzHnaRXsXX1%209WdV7bOj47E47PYZ+The110wVEQ1JK59rdKL2eFRLlzYtMU0Gx8fWqqbZYT2rPDEcp5k7WRjPZRb%209euW2nftlm4M6bxjnP8ACVpdcNPuuyAZpZr9jGkkbgl8M9vl0/E2jjJDabtu9oK5ezyqRouSZN0O%20Pis61DRtWFjS3Cl4lcz/AB0kTGkM2nxBVdfDSb5isvviv4phsYGmQzu1I7NU9MYcufOG651LJZcc%20sbaRxY9mhBWUma6Np4ZDBTRm78yVodpSpRtK4rMV278NFq6G85XIRRspsS35vif512evcxtZh3Jd%20BM/ywA/C1/6T+qtepG7PbGrVmUyOMnUhvtKAS4eW8VO9p7kA+6NhILRRvaEACxzfEIy9vsCKYRQv%20e6rWlzR7zR2LDbZcSH2b3uD42ljB1BUXY4j3WMyRbW3fRTd1SGraeWGVsFw8Me/QF2in7FSJ9xjo%20XOMc07Njmnxk6aqburDzd6nejmXus5Jd4u6jpI+rSNe1LmbBcpxPPOHCKC8k+MbI2rXxt0aPaq5Z%20KsTK/Pz3fxsVtKZ/zw0kKpEXVaDk/PIYPKke6GIinjbTRHguKke+5kuPiJ5BJODUEd6C4rSLmXLb%20ePybe58uIdG0R4HFByuazWX2feU3mhnu00RVyGYpxGKUqElyJTstK6IRAeEdAhtpZBMylwz3Sm15%20w3LePlNX6lBXeEvuS9gjcKtHRCLvDDXywSCS3DmPGoIQzu0WL+R8muIPh5JnGLu1Qi7RC8mQEvew%20lx6lCeUFDNcxv2QbwT7SqkZ7bpX3ZdPd58sT3vPbqqwU7Chg8lOaxRSMA+VGFzcmW3urRuy4Br7U%20lzcw3IS27myipa01AQfNvLb1hvJsX8A4O2NZtp7KILmqbDKQyPM0bXNlJrWqIm7F8t5BLkLOzs2R%20u8yORpc4/Ktoi1629CpIp+MMaNHtjANfkRU1cc55lDw7ESZS4tX3McfVsfVNFc+4p+ImLll6+0x2%20FuY3t955FR+RSLG2Oc5FFavvIAWRMFXxkaopYYDnuRz2QwzsrkCRi602EU1SORnfT/Jx39zstYzJ%20HH0prQJZVxd/48DLZf5IGrO1GSw5165eqLeOYB9thrpkeT918NQX0PsSyqR4+vTLkbyS/lkLbu4O%20+QPPvOPcllrrGi47gpYIvvV/2VxF7of2qW2qDmskbu7c6SrpT1I6fQk2lQ2hrGEvGh7ElzY0cjNF%204YtI0juybBd+YwFyaeRx11ahh3dUFlWy3Uj5KRPACaLSWQSPduJq4Kk2nJgWs8+Y+OP3QjCLXZfQ%20X0qyGdyMWeyRDsS73YyO1PCbs9VMijsrZlpbANgiFGAdyqRh2bEmV5FCVWGGTexu7d2owkbtevYn%20gC3u70zgw4oXKMOKFZHvc0bgVns01wwvqxyIY/DgOBHmDbX5Vzbuzr1jzfK6SMz3Nu4MlcS5pK59%20nbppEH71ytwzbcOc93eEpWv1w9aCe4ka1jXjafFqVcrLbrjYWOKtxb/EFrtrB4gSUtqj64l2GyWf%20wHZEOgKxtVrpDXKbx3lsjDt1OlEYdeuswo7WHfGZZXjTs7U+J2QU2SnePh4oy1o6PI0TmrO4V08F%203bXMcrrhszSalrexVNWVsSb7JTTgBkTgympoqmrO7Rn5MvFJK63e0ucNAAq4ou0HbwXggkZtLGyd%20CQnwRtYheVJC0wTSB7OtAjDnx5Lx8zo5nbXUa3olY11i1/jAMHw8v2jDoQFFjo0hll9YmfzoWbHH%20sKix16LH4yJzWmQg16KbHVoRIWSOADhQqcOjUJm+XEAwgkdUl5EJBK0CNuo99GBygy+M+AaPRhPK%20EmRsej9UYLlCXzQRkbzXd0CD5QiZ7XCsbShU2hmRrw0GlO8owvlDbyTQR+J3eFerLfy9AfhN3V5U%20H++PgN3+8rs6L8vC/wCpMcf/AH/6eg1u8lW8j/4Ncf6H/Paq0+U7fDELdlkCUC0kyHongskkkqk2%20k1NUiLFUYGROOqDADRMi2k0UjIdSmMjr2IwMjAU04Kh6K5E7DbGXaKsiQzPLawteJ3BunaibSfJ3%20W/hy3PZia3zjZrMb2t7l5vsdmNsx19XVnXyjuzN1eXIkuBt2mtFne/lFTp4tfhs7VmwADRLo7+NH%20b1XBVvcQskklkd9pWrQV3zfW+WPCtDip/PaH96013lZba4WZcB7E8EBfopsBiQErTVFIESrKcFCN%20TaqQoMRk8D2oyYGiMlSKFPJYHQp5MWqMkMBKlCwpVS4nmN+7rXSiDjm3rR6dRZnHOylm3/EW7S4B%20g6lR2a5jfo7uGzkfCs2RIcNkvs5WeHxdV5Xd14fQ9W83i4y+Mdj7oMA3W0g3F56aqNNnRjizxdJj%207zcNYJzqewBbYZdvX+Vle4u1u4NzCC09D7UpvWOk/FZmfD3NvLsc0tjd9Zbab5Y+z69nmLC0xXm2%20srWSFz2NJaPaltcVl1zMWHpzzbJ8dyIhvKsi3fW7lrNseY5uzW/l6bw2cx+bsY5oJA55aCQF069m%20Xn9nXhLnBhge49jStLfCNJ5cZ5ndNuXSl7qUJC8na/3evj+jmt9fipjYei6dXNVPcSuOpK0lZ1Au%20R42qgdxDtl+D3kIS6M2GSaIAE+70Wd1acvDIz2xjyRD9KuWsYbJ99aMfC0e1TtT1QL2yDNproAoa%20fkVpdi3lYAaAlVD3i3y10JLIBGWWFUy4kewNA6JI/Kjyhc2Qk9qGuUXHE/eLNunRT2f6jWunZnkb%20bDBwwx03vZRy8/1+vnuW9y5xdXbrlpL+09V6318UcsrPgfNrrjObha5xfaOdV+46LDs6uS46/wA3%20xljm8JFmcYRJJM3fM1nYKLhmt12ww36vOXAsxHM6Z8YbUA6rv0jbSqhkZDto0PaqrTK+41j/ADMh%20HvGgcDVYdtwetzXSp4vJztq+LVoYAVz58OnWeVpyrDySQQTMBO/UrDkfZqjYK6sLLfEXD4naat7V%20XmwtMQvh3wreUx313QFjyW7u5Z73EZ9f+yV6wyHIPZLD+qDqinRX6v8ALbuv+GLxcjtgp0Haq7fl%20x/Nei/w7T+bHnRSmwWevfXz1r6s+Wt+HY11pZ/ln+y/3n9Va9SN1AtWY/KZL4XCo7kAQa2u1g93s%20QFFyPOZK3f5FtayPcRo5oQHMM/zH1MhufJtLh1pGTTxtSodI9N8zmrOEPztwHuuAKE6VqsNtVSui%20nI2ZaKEGM6krOxcMnPY9hLIyCR1CzsXGc5BksXPMyWUiMR9ZiaBvyqLFxUuu7bIO2WWSjvmfs4jU%20/kRg1fdSSQTMhkaYvEANyfErWV9Z7G9t8E+4bQny6tFNToqmqbXMfTfLb8cDexU1NS4LTCbukc+y%20mCmthHFGHPHXbRGE83JXWj5LndA0xtr1KMF9iQ7HXFauduPeEYHM26ze3qjCp2EFjG9QjC52G3Oj%20Hut1Rgtt8i3j81GGeaG8fmowPIbxX3UYLyerKADsKMFxp+C4lGmwowONOyySub7hRguFRoWXHxTX%20A7aHoVesK6tXa5UQRtE1CFWBI02LytrPCWxU3EexC5GO5djr10pnc6kI66JLkZNrHO0OsfekeEq2%20gtreJ7i2riNFNKjx17K1+4NIaCiE0MGasIAJLi0dPTUUXRqWXdvQPmr70yQ21Y4gaOjPcqsLLqPq%206I7nhckbhsa4ipcpwRv024hhcPx21yOPga26mb9rJQHckcjWZLZLiJ/LhMeh3NI95SqavLHqvzfk%20IEvH3OP3YDX4emqTSaMx6beoTeM3pZFC6TzjtLRqRVSq6O5XnrTjcPxee4YNmSLd0URPiJI7Alll%20Y8tcm5Hd8mz0uavA5lxKT4H/AMyFSJGAxcc0husjA4Nh8UROgNEmkiRms5NfTtbbHyrdg2lvyJNI%20q3+Ww7qbnIPIBvmirhQBIuRiWS2afL21QXMqN8Rbtb4UjlNTWL3679O5M8hBFb253SRl6Yytcb8O%207e/y9KVAVRNq94TwK/5fnoI2wubZbw2UkaUqrZWvYfGuPxcawUWBs6BsYBqE8M7Vy8s8prQavHvK%20pGe3k2mzwGiBgOxAwRVB4KBQB1QMnIo2v0rr3KNhN3KfxDGEYa1bShDtSufd2dW7gWRa8RtdE7wg%20ahcuz0evZPwE+PMQ88Dd21UujLRPucTaxeZAwFzutFSKiW3JS+cWgYRFIdVO1Qsrizka0OtnUCyp%20xVZqeOKNm5hc/wCsVcdE0uFJM+S4iIt5BE7sqridtKRatyUDT8TeMMdFcc+2tV1xfNFyIrFpuZHm%20jjHrQqo59pUrLM5JZYd9w+J8LAOrgrjKysRgb2STLGW4fuLirwz8uiZF8skcHk+5QbmjtRhWsqvD%20LJk264tXU7aow6Ik2l1xmR72eRR3ypXVcsRJZuLWVyJJbbcAa9VHFrrvDg5Rwwzbm41zh3gqbo1n%20bDw5hxGVrgMY/wAHtU3RrO+Ig57xdgJ+7X6dNUvrX+1IVDz7jbnVGMea+1H1lfalSZed8asoifu5%204dINNUTrZX2sGMbnsdkSbiK0cACi9eE/tZWU/wAJK0PMBHbRH1j9lX3ee45a3EUd1aEf5RKPrH7S%206jZg8u0Nx93FauPQOKPrXPZLfwfI7DtvmXQpo1mpS+tc9lnrzCZ2wc57bd8TG9ajqldcNde/LvH4%20SpvNPK3Obtl/wG+v/wCpotvX/Lz/APqbZ4/+/wD09CrpeQrOS/8ABLn/AEP3jVenynf4YUvA6rdh%20kYcDqEASCyGgCZUQoUEVuAQCK6pmU01QCiaJYIB3oMraeqVEEZGxkF2lVO1XgifI2luayuo1Z792%20F69WUDI5+G32SQuBYdSVN7/BzqrPZrInIM3Ruru00XJ2+w7OrpV1rg42eOYddalcnO10cZCb3GWL%20aOJop5DwTZ3Fhbu9/VOVVkpxhbdXAcDoDoq+yxltp5abEX8Vs7Y80HRdXR3sOzqaBs0UzatNV6Gm%207j31wVt0Wk8scgRVO0FNAokZLkyCqMDIEoBIGqKDm0USyYnN0QCQ1AwUGp5LAqUKAA6oM5E+N7XW%200oBjk0dVEiP5ecvWrglzg8sc7jGHY99SR0p1XP3dWXp+n7A+O8js+Q4QxXjh57Btp26Lg+vFe7p2%20zaYV11BFL5ttJps0h9qWVy/hX2F5PayfBTaBpqKrSzw5eyYq6kfBeMEU1BIRRijXw0+2bTirxFLi%20LyNzxSGRwFT3LSbZY7dPDyHNcFLfRC8xzasoKlven17Y+WPdpz+Ez0/5LyXAyxslBFvUbie5a/ZI%205N+m48vQmKz0GZxDpGODnlhJ+hbadvKODfrxXEOavuRczBo8G41XJtrjZ39e39WAe1wkc4raMNoi%20yysLqOOipnUa4o57dvRUIOyEjbxh/wAoIGHV+OtE07I3drVNOMlzN8Nllm7tBuWkZ7I7c5YSOZG5%20+lQo2VrFhnGWxtA6E1q1KHfll5mkGF3aCllrvPB69yTgBGTpoqjnqZZ3Fq2Dc460QVigzEzZZSWa%20hOQ0njGMlub5sgbVg6lYexviFUvl8pD44mn3NCE/Q0/JVQkP2U7exeltqzlSsVxu7yUwZKwhhPVc%20W++HRNMuoYHJXXHMdJY3elrIzZGXLk32lrXfTwwGZFsL15g1jdU1+Va6buaeGbt7cuuXuI0qtM5a%20fhqeNxbr1oaOpCw7arqjeSQPbmLeADxOaCuefDq+K13L5ILHC21aeYW6rCTNX3eI44+SQZk3lTRx%20p7F1a/Diu3ls7W1jeI7itKCpIXLt8rnwdum3WTjfbsG5kQ6qupppcss/bZSmDo6taLbaOfaYru/4%20Xrl08fJC76psgP8At1r0T5XPh3VdAZ/ln+y/3n9Va9TPdQLVGSh5n9n7yeAMDyquJq89iMAGNuJf%20tidpb0BCMBzb18yUWD41aZEAOlkma0066lGDaG2itsrxDF5EENc2FryPmqpupLPC37bvBy7GHw1H%20m9mizsXHAPUTnHJMLlp22d2WtqQAFlY0lcyyfqVzi7t5oZ8kRBIKOj7SCpwvLpf4cOQCyysTpY3S%20CpJBNao4DLpXqdzKzmv43j/CCOQOJdpWhVTVNrlnrD6lXvIrzH4rEXQa1zBG8DWp6J8SDA8Xv8di%20a5GYAUrU6J4RY59nHn46cRnwgna7sKScIeMdI9jvMNTXQJZLCY57W6Fwb7EZLBh7oz9YJqwjviY7%202p4VIbMDW67UrFQkiMdQpwYARnsQA2xgjwoNMbIDRpFO5CphPtbQP1AqjB4gXAazQDXuRgYiG1oM%20ofJ4adAVerPaRLuIopYK08PeqyUiPY5WTHy+Bhc3vCSousrlWZLBys92QigqlTR38Ujh4dDeRytk%20uCdWDqkbJN80lzXg1b2KaVLgudrvKLdoPaUROEt9xJ5ZZG8DTqujWs66V6AZy0xGX8m8kEXnvFHu%20NB1VXYYemPUrJcdueIuhN/DKTQgBw1Wc2FhfB+RYQcdtbRt5GPKboK9EZVKd5PzrFYnFz3Lrtlz5%20YJEbTqptba6vK/qFy2y5LLJe2lubaYkjzCpy1mqh9PM3xvCSXsmcs/jLiRp+HfWm13YUsjaxns/y%20CS/vn3E9Wua4+QD2N7EmFiVhMNJfuF1dyBsXXedAaJKkWOfykt3HFa2X2Udto89jwELkUklZPEz7%20MD3ge0oM2JhGem8+xBUl9zI/QMLAhnRxwRN+1eN5/NSKGJGmR58seV3VSw0I/wATBcMY+TcXdGdp%20Tistlg346UttprB1xcn+zHVVILW3sOF4+6mt24+HzZpHAT2zNXRg/nK4i7R6K4fxfDcUxrIYbcC4%20naHFw7CQqjK7LxkhbL5xG5xVMrSG6yOf0r2JpyWmcBABAISKjCEjqUESx+yfdu/0VNjTTWOVfiM8%20eFtXUoS7qufsmHpdPXHCGskMQjru3BcV7Jl6nX1Q4ywiigq94jd3FVI346xGZlIbaQtkkDmnQapp%20vFJblbcPAjZWQ+7RTYn+ixbymSCPy5HbXDsKzulKbaIsmchuXUk6n3Qe1Oa1tOzVaYnjd3kqFkDo%20IT1uCPCFU1rPbs1X8fAOL2gEuV5Haub9a2LqOVzWubffVOs+T+inGZGm2so7iYe9I1wNT3q5rXNt%20tGc9V/U7DchwEttiLMxRuFBSivWMdrHFcVHHaPZcT+Kp93tC0qNY6Fb5/EPZE8XDI/LAq0lEgthj%20McjxtwwiOZtadhWmEXsc9lvbpt9I6OSjSevYlxT9lKnv3yiksm5HEfbUcXMkZox9GJcS+6pJvTC0%20FkoJf71EuJfdsYkmq8NEgLXdSjiPu2G26MR2MkAp2pcTndTU93PdA+bJXZ0TkwL2WtVw/kljjrB0%20Vw0OdVF1LnV9J6gYfbt8ivzo4D7KyfJs3ZZOePZCWAdqfEfYPBOtYb1tfC386uiXFc7K11vnby3l%20JscmyI9grVLiudlWZ5XmzAfva6Fy2nhNKaLHfVtp212L8JeRtb275i6Bu3Z93bj31+K/mVdExlHt%20bWyPRC3cir5QaYK5P+Z+8ar6/lHZ8MCSHBdOHPkpp26JGDnU6JAGur1TIaCBABMx0oKoBbdRqgig%20AkZYcB16JCKrPXIaxrmH3TUrm79sOrq0yx13cX2XvxbW50p/IuHs7Mx0cbL4QLue5il+FnPuHasu%20bfXRYYuEvO1vQahZVrMRZne0fbe6EtbhN8s3di8nvHbf+7sNfmVWM7Cr6whntBJbD7RLLbj4O4iC%20eCMmXqOiraZhSLmJ8EgB+uo65ZVWRbxzy29qZ6/ZtXV9+HJv0ZScbnoLkltdV39HfLHH29Fix83X%20Qrqlc2MHtrtEZPAiKdSlyGBtAcNCnyPiKrB1KZAC0+6igdTRSBg6IMNEyHUIBB1QQFMEltTXtRKW%20DGdwdpn8RLZXLQ7aw7floi+T12uteTc5iL/iPMBZAFsEjy6g6UJXL2avZ9Tt5Om5DjgucHbZG1b9%20oG73lc++vh3a73Pli761NzH5jB/i2nxH2BZyumyWG7W8aZGuP62LT51fHw4OycblpclbwZXDt2is%208Ta/Ouf4r1urWdvX/KPwie6cDYXmrKnQ+xX2XPw5dNJpcVK5PPZQg28WjnaBGky5fZq04LnbrHxe%20S5/gcKfSjba6/Dh4TZZ53GwXWOmmAq91TVZzvtXr14cU5LeNtHvjbo4aLu6rmOfsmGRff3knukkk%20rbwwrRYy2m+GM04NAKpchBTXsTHtdHpQ1Tgarj/I5hSZjvEBRLAyiZ1j8vP5j9S0q2aqmw7I2hwH%20jBqlhWT3x8xi8p5qBoEYPW+RyOZ5QLvmUYb7+YoruV8lzTsV6xz2BLcTMaGitO1KwjMjnlooDVyu%20QnW/TvCMbxeW+lb42k0K8r29v7YRb5c/zcVxc5WenutcaL2PR1k1G1ScJgLme6HmisfYunt2kidd%20PLpdrxt9pj/PjAa5tKLw+zfO2Hpaa4ix5xx9s3Fsfcvb4yKuKz0/28nv8OT5mxZDZGZvUGi6LHCq%206W7baoHjcFelNfYCPyIreemrnCpWHZc1v1zDoFuWXHJLRzdSGBY/h035H6gOupxHFXws0op65hn7%20O3iMRPYkRMbTXcFpmOONRHHJDj2tHa0LDby3nwvOGyWcYuPiOrm01WebKfR8ufctDByb7P8AVldm%20lzFd2vl3v8M8MMcPIDEKBwst3y/brXpvymu3LdLP8s/2T+8/qrXrZdigC2ZlBzm+6aHvTyDb43V3%20GQAo5Gfja97P1wIU3cMJ65YGLKcQhjczzDG8P+hLmeVR6bZmC/4nf2ZnFbCEtayvSgV5imk9M7yS%2064feN6kPcAsNzeefVp8YzFwx/hIJ6rCqcquWB4dXxO+qqmBl2/8ADSIX5yG3urcmv9oei0htx+J/%20BWj8bD93ReVIHeOQJU3n/hcdlBy2winpdyF48Q+qUslXovlcNhPj/h3xgDYD+RVyQ8655rRkpoYx%20RrTQKLSVb2TW7xSSizoSWxGVm9x3E9qMAh0ACuQDY0BawHHatRtVRElZUrNRcMNUA6630r3JZCJ5%20kjph/kp5C5sb50bg0oyMlOrJM56MhFvW+Y8exBJ8ERkshEkSruj5MojPaaIM7cfY2paOrhWiAsMX%20mC6wFt0ICFM/M2l28l3UoBu5Y3zg3qgHbZ0cpMLI6vaqjOpGJfLbZOK4nJeyF1dnTojK49X8RteJ%20cn4J58ljtudBUnXRJOzUcF4nxh7n2/wYBjGpr1STqqPV3EcYx+Buo4sbsmLTtfVFdvU8nPjkMb2h%209Gbj9mk12+FJcv3PLREQ5nQpOPb5SsfhzkIHT3OmzQVTXqtZr+CHGNsmEUb3IXFRLdSRgbehQqAJ%20HSCp6dqDNu2g+DqgqejNW/aIRTMhcH/Z6hBEGYF7Yn+F7ztYT3lB10jjfEMdg8JPluVxB84b5lmJ%20NCRSoohNqh49yu3uOWsvsdaESnwtgHUhVEWvU3pXw2Gxe/PTR+VPeDc9juoJVMrW8mMVxOD+aqZ2%20g+jH0ammmWE7ymIXVCgqgBVAFVACqAFSgG2lhnp5dXfnKky+XL/xB2ssuFtt0m1odoCuT2Ph7HrO%20GWr2Rs3Fwc5vReDLeb1p8KbNXV1cyFrWlrfzl6k+GHZQsONSXUfmSOrsFUo5btUmFsNtcNdSro9A%20tIz22pnKCS5k81kBJPcqw57vcigx93Rsk0DmbdWEqsNtd7g5kOV8zhtjZ2N45luRQsARgrvWKniv%20bm5c+/e6WQ6mpKplbTElmx0jWxxlo7TUoZ2tFDZyW+Jc8O+zHUJjKqfay3rCIGEuGpohUqu+6792%207bbPdt6kJwtj9hgb+Z4rE5o+RXGVrQw8Olewb9PlTIDwdva8BALHDGbdpcCO9ASY+EWGzxEVQMkt%204hYMdqAQgDPEsY52gFVOxwo8UxYbTaKqArLvhQe6sDw0K4SKOE3IOsw+hVIMpE/GTbQ+ZI7ftFUy%20kVYuoaFjYvF0UWtJBRQt81snumtVFrSNbZ8lxVvAIbu1+MJFBRRW+ky9EfhKvcXdHlZsLA2O34Dz%20a/Xr8TT6KFPrL2piR6FWjkVXKRXBXQ/zP3jVfX8o7PhgWhdLmHQowBVqUYGSgaIAE9qAOqDGEwUA%20jAKr3IqRtO406IMxkpmxQOaHAPI0K5e32Jq06+u1kbsXnidJJujPQLyu32eVej06YQYbtlmDPGKS%20dKhZeW/jKsuYJ7qf4gnVxqqaVY2c7oWhoB3dpS2uEzUrIXktA3d17FM1FWdu21OPb4fG5viKPKtd%20TVnjHObVpozuVTSnbDxit4wWve0H2rWRG1N2bbYXLiZW7R2VWWzTHg9f8jxrI/gjI3X2o00uyrtJ%20Ee1gMbDNC4UdqCF3dPpdluY8vv8Ad0nirDHZJ4f9q/Qd69nr9Lex5XZ72iyus3F5fheAQuqehXHf%20+jrLhWzZ0FlPNAPyonoUX/oRFHKWW7aPmBPyrp09GT5Ybe9b8K++53bxsc7zhp7VX0aRP7G9X3C8%20+zLF2126gqvM9jEvh6fr22eWlcdSFzugVUAdUELcgBUoAVQAqgDhuCyQ07eqINvLK8r9OLTkORZf%20FjTI0aEo21y06u69dUb7C4wbhY3Pigk8LR2ALk30w9rp7p2TMYzl2DdZXJvLcUgdpQe1cm0xXX17%20MTkoDFOy5jFIxrIO9XpV9+ssaHj109+15qIn9Qe5R2xPrb3RrIxjYn+ZAwB9NSFjMq7+ybeY57zH%20IC4v2sgFHg0JC6uvV5/fus8D8SIGbyS4alLbXLn08N7ir+Ka0MUvyarh7NONdem0sc39QOOwudJN%20G0DqV0+v2/hyd+jD8bsbb4+k4BYO9dm18OOtbfZvBxQ/CsjFSKLOS1cYq6khfeFsY8JOgW+pVqcX%20bMgsqltCdVpEUe54J2dqZQzNBcyDQpng1a4iaSUFzlNCRlcY6GFhqKLOts+GcdCZL0Mb9KuMMtTa%20YuxZbfbgOcRokRoQ4uOeNr4wQXUCrKnT4JIrLir2xN2xkVovG7rnsRjy5jdZawbdurH4nHUr2eja%20zUbWNHw9pyGTbHEC1jaOJ7KKO/sxGvVrmr7nXIC3OWOKsTRj2gSBvSq4OvXPl19m2PDYcktJ5+F2%20kYNXxs1+hYXa8z2n9XnzNXckMjrWZ1Ru6L0ZMxw4Rp2Nmkt2RaAjVRnBa/LZwwRQYuJpFXM1XPy8%20uuRpeDRyXuTZdVq2MUUdnht1zNV/OcnLbX8vmE7A40CfVMs/Y1Q8JPDk420GoNaqezWxxa/LQSx0%20YKnwtFCsJW+1VvIr/wCBtIJLY7XOPiottNcr18K6zsDlJhduHZ1Ku+KqTNdx/DZEYo+RMPUPtafJ%209sujpnyz2dqW6We5b/sn95/VW3V+WfYz4K0tZFs218ZoFndzMyTCR+yOLzKdyw27Qej2xN+1b5I7%20ysNu4KTlV9g58e+2myMbKgihWV9jAc+9MsHjMLLmP8Q28Ze12gdlVG3u4U02HuYsVDJZwSC3ZISd%20nyrDb3Tcw5lw+bNZeV3kF7XH9b2KP2zygw+kuBsLSR17eR+Y8VbX6q119mnlf+mHFoLDNxy2GTbM%204HSFnVbzvoy23qpS6xojuW0LNXg9qd7qeXn3EWWKn5tZSWMYtTHIN7PzjVKd1GXU/UC9mij2RNId%20tA0Ws7EOSXeMEkhmfo92pWk2CmydlG6UMEgBWkgLgtjFCGVrTtVzUESQuKeASLZ57Esg4LZ7RUjR%20LKoizMAKShxPAQC3ztoQgEWrYXSdiAmC1rceFATI7YgFARvIO81QSyx0NHa9KIJRcji8u6jcOm5B%20hcSte5jjqwDVANwAec57NGkINAuLWd1xuDtKoM3cSGKYOdrRAH8bCBvheIZD7zu9VGf5PY7IsmuG%202xG+SU0EncUmkesvRHiuStsCJZ5DLa7S7Z2dEI2Y3Geo/J5/UvKYXDskDYHlp2dgqkWsWHqhx/md%20/Y/Fz5twia2skJH5Eq7ep5+lmdBcOhc7cQTWRDXdFuWuhe2QO8wPOoHYk4tvlKnyTmW3lQCgcNaJ%20riFDCXs3udV3chUPbQ9pBHRCzbSA0s70A1Ty3V6oI+PtW9yE1HmkMQpu2n85BOg+nPBsFMXZbPZC%20N8cbfMt4X9rhqAEFl0PjeJv/AFSvdl5ZOtsVi3eU0O92Rg0qE4m103Cei/AMHkWX9lYxtnaOo61V%20RFbhoaGCKLwMGgaFSKULfyml1deqcZ0hpJNSqTTbXHe5Ahe5Cg3IAbkAKoAVQAqgDEdRvbJR35qa%20Z8uT/iBv3sxdlG+Mv3PAK4/Yvh7HrOb3WHsWYoTiIMJYCT8y8Gf7vWnwwl/G9rTKJax16L1tfhzd%20ixsM1BDbbdwq4URHNUWF0MuQYKVa46q4y2bOykxEILJYmktFVrHPt8sdn+Z+ZdOtmQFkbDRruyiF%20yqeW5kkeCyXbXsQVpAx7STK52+R3Qe1NFpzGcC5ffPfLBYSvgrUPA0ohFDLWGWxkRsbuJzWnrVBZ%20McfNJiyLRx0Ko8tC23lsQWu+083WiBadg81vSEhPKDz5Lkim0tTyCGQTPPifRGQfZYzOOxrq+1LI%20MXVhdRa7inkIjHP37XIyFrBiTcRB0R8Sm1UK+5S00edVCsHo+PSP9ySgVSlYWePbf1koVZLiiZXE%20xfDuG4OFEcjkc5vrUQ3uyNmim1UiS7AXjIRcygtif0J6KVxJx1jaNq/cHOb2KbXb0a5emPwku3fx%20V4Ng/wDD6e3/ALyn1/lHva4mv/v/ANPQq1eequUf8Cuf9D941X1/KOz/AFYPoF0uYmuicoIrQp5B%20YNQpAUKAUCgigUxkoBxTlOUT6sFT0SvjyKqsjmmQGjNT7F5ns+zc4jp6erNZ/NZWeaLewnQdF520%202td/DWEWjpbqzbuJBAqapzqv+Gks/wAhFbMedjhotvp2pa76mbpuyZjWt8I6rXr9TZO/s6xbQttW%20Q73NFSuj/wDnXby57/0dYpr7HtluBKJQ1o+quro/5l/Lz+//AKnnweZPbwR7HTN+ldev/KjDb/rX%20A4s7ZW8bmm4boD2hdWv/AD9JHHf+lva4xzn1Hu7bJmK3kLmknVpXj9/rybeHt+v7N218ss7nubc4%20ls7xX2lZ/RG331BuuS5qV4k+JfUEdpV69U1Te211Pj3q3HZYhkNwPMkayhJXu+v7GmuvmPnfa9bf%20fbxUS89aYtfLjofYnt7+sTP+btfypbv1guH1DQ4LLf8A6Do1/wCYqLj1MyEtdrnD51z33rW89GKu%2045rl5q0lf9JWd9zZvr6Wquu87l5YXVnd9Kx279r+WuvraT8O/wD4ab6edz2TPLyGdqJbfkbayfDu%20U0dHlNmZcCgBrRABoQC6IAu1AAioQDbI6OJQCviJG6NJCuHnKrztpFkbVwIHmsGju2q5u7Z0ev2X%20WsBdOayJ1jdjcRWjnLh2n5e51Xl8MlfYhge7TcwnQLLXfDr26qRCbZsfw7SI3DQLT5Ybf18HbXZb%201bJcgk95UyOXfwrjhLb4p1zJM0gncKlbzxHLdc1pMBbWVzOImSN+ZY77NuHgrmPkYBzXMmBqK7QU%20tdeaL/Vis9ySK/smta7UjVXr0cay27MsYy2duLmSbSV2Ycu18os1rIXEukqe9OSJyPGWhN40vdXU%20Jnhubp0TLEBtOgThVAtcjFG0721VFBzZmHboxCle7LPLvBUIsKiv8hNJAwElZ2Lt8IkDATvr4u9V%20IyLuH3IIpIadyVOJGNt5bi9twXV8Y/lU73wW1w63yKQWmGZaltNzAa/MvK015blJ4cnvY4zcgbdX%20HRe5pMasc5rqPE7aOwwIuRHSV4I3dq8r2ezO2HqdGnGZVuFsI350XV08SvDyW16hG+2NWes5bOkP%20uBJYXDH/AKsMO0dy59NfOXbtjGHmXmm8clfGwbmVrUL1Nb4cG0SbCItMcp12LHZnJ5arFl155jCd%20A3QLDaYdHX5bn0ytZLXeZWmm49Vl27Zjq65hQ+sAhLt0QFTWtE/Wqe7yoeDuLbQHo7Vad7zr4rUT%20slFlK7dU9i45fLTHjKgNvLf0ie73egK6ZT69s1bSSR4zBGAECavzqrM10zw7B+G55eOQE9rbI/T8%20Qt+n8st3alszZ/ljHOFrtFSPM09nhWnXcM92fe0NHgO93cltuzwi3dxJFDubEXv7Y1z79gVOX5tj%20cBbeYC2W7kHhg7d3cuPfsJjxk+ccumLmwy46OtGjvHeuTftLKPLxuGzmdHkp/i7gDxRu6rn27Syr%20ILqK1vNlmzywTR1FzbbWrlX/AJ8L5WmTxyU6qPJ5Rr2+NvuIuNgP1VrpqeWIzEN9k5SIXGVv1qLu%206uoNp6bYC4tJ2eRaFt12TDqu7TpPLY8t4/JdWcguJt9y5pAjPWq1+g8uAWvEcrh+a201/bOtqybo%20mu+uK9ijbqwMt9y6a1fdmR7wZdoHw/aspSczvxFLPJ50otW/Vqt9KGLzEUUeTjbHdiRp7l1a0Luy%20h82MNb4j3rXILlgiiNHuoe5K0HIYoTqSK9yztBy6x90YN7YT5f56nKozN3MPMLWDcW+97E1GWSNL%20qVoO9AIk2lxaHoyCoLV8bw8S19iMhdWUwDwSKoyFxDDLLrHHuqgET4fJB24W7qJwkizsr+u0wEe1%20MlPyrF3e1rzGRTVBqa1a58B8wUI0oUA84t8jawbT3oNXB0zZCC+oqgz0kEb2VfqUAq1tbMGslsJG%20hVEJtrlcRbTtdFjAJGHRwSaRusd+IXkGItBjba1eyE6VB7Cio2jX+nvNOO4S5u+SXNsz4++YS8nr%20UpJ1Qc56tyZzGZCCO0NHlwY+vRKu7qcYmY57XCUbXEk7ihrtDfntYzYRvp2pOLf5IguotjmFup6F%20M4aDvKk3mWrfzULh9mStiCKgV7UKhYAewmLxe0IM2InA1f8AQhNOEP8ALLox07AhLTen3HsVk8ky%20bOTNgsh73mdNEJtTuW3WNyWVbg8GBBbWrxtumdHgKsJy9C+kT77H4cWzGkhzQHO79ESFa6HC5wND%20FV35ypNobJA/dup7FSKW98jhQuVYRRB1BRNNAuB7ECCqkYVQAqgD3IAVQBoAoHNF0Ktqgp8uQfiG%20L321mGnaPMC4/Yvh7HqsHnJZIeNOJduPlj+ReFr/ALvWnwwuMkju8UQ5lXVK9afDm7FTexvZJRjN%20AU45qm4K6ByUMLme8fe7lpIy2X+bk+HmcGmop1Wkc2zE5eaMSgk1LilRkq3gcQH/AFUCifcTC8t2%20xu08xtQPlTS9cY+Vll6dedaAMnNvUvHWu1Ca8o8gyeWv7+V91dGSjyKH5U00/wAIDJb+Vhi1A0em%20WWyt7YDf5/2hB8BPYgZWVlYRSN3FwHsQCbq0iado+lAQ5LBoG4P+ZAItIHunoJdqARk4ZI+su5AV%204tDJ4hogLPGvlhdtLto70qvVYmF0vi8yqnDQRdcQigJogYNlzpfffRGRhGvGhsD2uNSRoUZGHK+S%20zywXu1ppr1Tgy65ZcbOc4TaujkpJGzc6nyJYGXMrhwx8s0JHjaSAfkUV6XrPSn4O55ZrblL5P/YK%20f7yq60f9H/8AX/3/AOno1avMVfJ/+B3P+h+8ar6/lHZ/qwIK6XMI9UACyqQKa2iYKoEZGCmx1QeA%20uLiytWb5pA09xTyXFVXfJ4IvcoR3qtuvwmXNRJ+WQSQFriGkjqomnLwe9wzU9/abjI+YfOVP/wDO%201zm1GvtbT8CiymJIo+dvzld3V6XWw7fc3/wam5VhrWrW3DafKr29XridPZ7KrbjnuJgBc2dpPyrH%20bXSNptvVLeerdlHUN2uPYVV31k8Mteve7eVFees79QxoI7FGvtzWYaX1Lb8qK79X7+UkNYaJ33Tn%20oSqe69RMrcE03D5ysv27Vz0pFe/keWuDQyPFfaVF7dq2nr6w0YHzO3y+J3eU9ev/ACdsnwc+FaB7%20q0vUjmQ+2qOiidapsjyWkpHvEDuWe2tXLCG2Zp3rOytJuNtlrqFU0LkV8IAaUTuhZGLZo7FPAsim%20hb5TgApsGXa/w3SmPJSs/wAlXonZ6FuXeMK2ZmqDK7EiAIAFyAIntQZTSKap4BD37emqQNFzep0R%20dhIrriYskJ7Fw9zbWMxyzDC9tXXMR2vGtB7Fz3bw7/U7+G3lzi2z7BffBXFG0O2p9ii9b39e+bMb%20znKS2d451s4kV7F0dH+Hme/t/hlX8gyNw8PLnN+cre9cedv22tPirh+Rt/JdOWvpQaqNvCtduQ48%20nkeM3Bkq57ewlR9fKL2tkVHJ+U32cumSPe4NApSq106+Ll32tQMeXPLmveQB0V1B1zHCWjXEhAwJ%207CWk7uiBg7iY3PmPsRk2gdI74YtJqqiKhSHRWUMvIogzEbhvRU1a3VmDZCTuFVCsqm0c5za+1X+E%20Jott+pKytNa8Os3XOeiiHRr2/wAqjuuNS28uneqois4oYW+8Yxp8y4vWmdm3xq5Lasku8vaQtbXe%204Ar2N7jVx6TOzrPJclZcd4syN7mienuHr0XiTW77vY2uNGD9Pby6zebEpqGB+g7F0d+vGMum5rrF%203cBtreW3RzGEfkWOlzGvZnLz7kpWDPyRSirqnUrs6/hz73CRYD7fyT0edEtoxlbC3sRj4oZR9cgF%20cu/l19UdBsb+2gxfmRU3U1oue63LqjmnOr/4iQEmoJ1XV06Ycm++ap+J3/8A4h8OPcCffr4cvbGx%20ymR+HfHHSrHDUrh11yrTbMJx1r5lwJm+6460WmU9Vxsj5/F3NxmWiCr4NutOlVtps6eXl2f8N7XN%20k5GxwoWCxFP/ANwunqvynf5drWqGR5/fXdo2xdbxGQO80SEfV9yinbbCN2ascpdFpkZbeYB7zu5Y%207bs2T5JzeW0vnCyb8ReO8JtB1Fe1cu+5IOL4r5rn5jLO898n2jYH/wBmeq5OzZNWZ5bFDavZBKI3%20s0bTsXHvsSmxk82dyMkd3H8O2hPxx+ssLsSNb4GGDISNdP5jd2ju9GFSn87C2wh+IhdvLR0CcPKx%204hbY3KxOlv4W0DS7xLbSjKIzKYKbIPxdhbsic92wzN+r2VXd1dh5dC41j24ICGSXzajd8SeyvYuz%20Xvh5QbmSO5yk811ceVDEd7JD0NFV9qG57zbJ23Js9ay204/wZ27x7FH7EpsPzCK3lyTovvLZdAe9%202pzXIc4y8ofN8PLc7y00DytIFXf2cNtERu82R2rZO0LSbBZ8cus/LE23sce65kHWQdyvmG3w+IN8%201wyFv5Nwzox3UlHIBfXuPxVbS5sGiZ3uvPVAZHK8mvY3vELi+HsiHQIioo7IXF+6WWGMtA1komol%2072CTy9tD3oAjayt+0DdwKAP4xjdDoQgFx3ZcfDJtQEyHKZC31juHICR/FGZe3/vDhRVCMDlWZjfU%20zuITIu55FdXse2SUkoNVtMjZK+aSD2ICQZxtog0Z3vVQYzNpSqAXHk2s+zI+dVEltli3b/nSaw7J%20d28g90bkM9iZLy4mYITIWMb0STql22RksbZ8TDu3pV3dRsnzbfzJNENdkKUQgDaa96Ti3+QZ8K3q%20AmUG6SyPVgKFQTX44HWFpQqETX7GSAW7NrO0BBmWZDzJS14pRBFxZB24sYKg6ITVhvvJLTyYyW7i%20OicRXpz079JMBNxCwyUjGuvHgOkJGqpGXU8XYWeOtPLgjA2imiZZOx3DyN5FAnCyXu3a96pNESqT%20RVTIVUqAqkYVQAqgBVAHVAKBQC4WjzNyVTPlx/1/Fba0/wCsC4vYvh7HrOdcncRxl3/Vf8i8TT/d%2060+HPuLXYEOx3SpXsfhzbpV7JGyRxcPe6JRzVAsZSzJxFo1rotdWWyVyjKPjaa+8tXNuykTzduLp%20DTbqFFSsbK7f+pcPCe1BrbAYwXmZiY3xAPH8qZ4eq8/Hb4z0/bG1wLn2+o+ZBYeQsid13Kezef5U%20IsXfCJIYbyRzqahUhqZbpniLShIW2SLNKp4UekvmvFaowaHLkANCUYBu2vYxPu3IwCchkInEeKqM%20Ay3IxxsRgAzLxONCae1PBxPt8mOjHKcLykG5leNVNisiErB7xokaFeSh+rX7gOxBVg+TR+bc1ENa%20dqcTa6Z6Oczx3wt3jr5wibHEQ2vyKsItc+5CyzuM5M6CUSRmQ/yrLd6Xq7PS34SGRMteSsj7Pga/%207wjq/J/9C54/+/8A09BrZ5qr5R/wK5/0P3jVfX8o7P8AVgV0uYAAUAYSBaAMNc4+HVOQ8qrkPJbL%20EW5e+QNeB0Kx7d8N+nry4Zyj1OvMnkHwwOrHGa1HsUde1XvpIpL/ANT5o2iNr6uAoV07d9xhy69O%20LlTXfqdkZG0aeiy51tdJVTc+oGXlG3Wiq+xU/VEB/Lcu/wCs76VM7tjvVrUSXL5Kc1c930ovZarX%20rkM1u5Pekd9KWbRMQXwchOr3JYwq2H22GmrinxynmfjtGtKc1PKRHbCvRXpojbdJZbtrWi6JrIxt%20qSyGtNFtMMtrTwt2O6qtv4LWgbVvQalXrpMZK7eSXWZ2HRY/XlpdsI8Nm7cajRYdmuGumwSQgO0V%20aaeC22IMPar4Jm5Jjb0Kz7JhpKaljjbG4k6LmsU6n+Hq5YM5K1p+qq1idno+595vyKkmq9yAS2ba%20+jtAkDjnd3RBC0pqmAABSAONRQJ5M0+RrGnd1CnJVTXOTPm7SaBcfbviujrngxPeB7aA1XP2dmYq%20zCtv8qyC2c151IIoVzzZeHIOQ4V892+8tqlwNdFvps7/AF+38Gp+JC+xvmyAmcCpB71U3xXR36Z1%20Ye5xL7UubK3aQdF1TfMebwwasZZbW4bNHrtNaI+WczrVzlsqMpZtjkADgo18Vvt2yxnTDtqAt+Tl%202I2Ob0Ukk2zqdUiGSSSB0KAn4Vo8549iDWetSwK9UVElO1xBVlEZ+qFGGGkoSQ0lzLF92xtJ94UK%20mqUbGCIeH3K9USlhIZctDevRKhsfSO2F1n55KVEQ3D5lz+xfAx5TvVPNG7zkcZOjW7foU+pr+V93%20wa9P8RaPycV1OaNjcHCq6u65jHqnlqufYHimdvKXF5sAp4QdNFh6+vHy6+zbxg/wvjnGcQ9rsdMJ%20CP5Vh7e2Y09bT8qPK5+YZ+8h+q51Fn1641y37Npa5PzCIs5TuGlRVdvTf6uHunlYYhhmv7anQHVT%20vfDOa+W9uGCcMtj0BFFx58u/SeGjtcTFb4xzHOO4ioCm7eWmPDl+dBnu54eu0kBdOjj2mKrcPF8H%20fA/Xqn3fDLeZjVZqRrmRbjQlq5erXyjpmFpgJZmWrmgVDm0aUuzXFVjFyusXcstbZzbgD4gk0B60%20Q6tJL5dQ9AoqXHIpaU8z4M/R5/8AOuj1vyjf5deXUhj/AFDyDLVljG7+380AfJs/nXP33GE7OW5r%20kAwtvJA66Mck2rW/KuTbZnWbwvIcJaXhyNxtubs1qHdVhtsmmMx6gXubnNvi4ixjTSXZ2Bc29Sj2%20uIBnbO+5JHV0ftXNtEp11yFlltglb8Pbk0EqzmttI7norGxx7L37y1lbuaF6PX6+Ypzi95Hk7vdF%20DcOmZWnVLb14FviL3ltvbt8uN/luFCfYp+k2iwViGyF73eXfymsbe0uVTTBt/aWeZssf8ZfTvkuB%200s3doU7XBq/IZU5K3fEWeQ4A7mhc2+9GWCNyy0kksWQCN05I+JHVvtT9fe8jlYXkOJNtk3E3JuZT%20/aHrqvoNMYURjeAXt9vur5ht7cDc2U9yVCVa4TExNd5O3IMYaPcR0UXYNRjohHYtfZW4syNfMZ1P%20sS5A0xmV5I922E2EVjrPeN+sB2laTYMtyG8sLrJNscXP98XHu+Z2gjsWsoUFuy8nyxxs+P8AKliN%20ZD20VZioteXMtbS3gHH4w/aP8bs7D21RmKYWe5+Kfst21lPYO9AbXi/G8hJaOddxGhb4K96MjLP3%20PE+QxXMrpLEiLcdp9iYMPx9xFo6HaUA2IpK66BICnic1hcHUA6qoRu1mgkO1xqVRJrLWPUtFUGh3%20JcyUN20CAZMvjogzzv1dUGhGU70BI+HbIyrfeVRJne+M7XdEmsLZNG01qhGx65lDomlhoUk6ktbd%20Po4AkBJ29dS/OkfF5J0KGu1iK1ha8gmqTi3vkUu1qaYKKQV9yqFw8+XaP1AKFQwJWk73s2AdiDOt%20t7eUb2aE9yEmWQ+S8gCrj0Qmutek3pdmc1cxZKeJxx4I3EjROIr1Zh7AYvGR2sbPsmCjQrZnSZWx%20vJZoU4DduDNDtGhTI4Glg2nsVEBKaSapgEqQJGCACAFUAYKAOqAV5m1tVNTPlx711fvtLT/PC4vY%20+Hses5/yZteNP/6v/kXidc/u9WXw5NirjyG7uzcvYc+7U31mJrGGYdoqU45qqonxR3bJT0Z1WurP%20aKzPZCK7u3NB0Wscuyo2PdNG2DpXxUUFI0JihLGwMp57hp3pKw2/pzgZoMgyacdSKVTU7JziO/i4%2004TE+WY/BXuognlq/fSWTv3FNFTMMZGHeDSqbOrY5F7XhhPVOITGyOLd1VeFGTkHB22qMBEyF86N%20hdVGAqY8lcOO9pNEYA238z5BUnqjAS57stj1KeAiMvmk6uRgZWNlfP3DaaosPLS2dxM9gqFnYuUd%20w9v1jRRg8mJXxBm1vvOQVZnMxSQbppNW+1XIjZO9GfhJuTTfEQNljkNNp6alXEbVvPWXhFjbTW1z%20ibVts1zd0gYOpWHbHb69b/8AB8yVjOWNk6j7vp/vKnq/LX3L41/9ejVs4VXyj/gVz/ofvGq+v/ZH%20Z/q5/Udq6XMP5ECD16oMpp3Gg6pyFVdyHkdngrJ81w7aQNFHZthfXpl5u9SOb39/M8xvJhcTtp3L%20lzmuyzjGR4kTLdzOkNdzT1WusYbXKqzFi1l8eupKLPJyo4tgOiYLEFVHEYLbbnuTgLFuR2JzyD8E%20BOlFprrWduEl9iWgOoltDlG22cQDTRWnB5toTQ0T+AmW1l5hoBqOqeu8K6rK147d3EobG2oV3dNi%206g4fcsc0SM6ou3guOTtzxYQAktRr2leu5V0eHPnVpotL7M44KdFyivx906ZzWt0qjp7fBdnVcplp%20hHuFJGrHbszW068QcnHWUPh1W2nbEXS0mLjsZ95qnfsv4PXrKHFI5H0Y1c++9rWaw1Pwt8gLA3qs%20ru04RtPSjCW+AyzppvDv0CNewttPDu8kjZgx7NW0XQ5tSQgyJI2v17VILZ7tE6Ed85Dtqz5FSzK5%20rKqsj8IgyHhea6tWW9wcRJb/AHsJJ1WH2rmqlu543VIPiXL29mWmksQortwcanosMtrMqzJPNzMQ%20T4Uhqr3QRwuDGjR3VXKqXFyRayMZcPZJ7h0Cdjv+3lGb5jx7ziZoW+D2LXr3Z7TLBXtlJbdBp9Zd%20MrPfTMJs7UvBk+rRVa5OFlR5GsDzTsTFIlEe2reqZUxHU9EyOsq1jiUiTMFJW6eqkOVZXQmZOHRj%20SiecJsRZQ9xqevandiwR5Mjm1polyGKh6NmoVUHFZuEksLAfcap2Ibmwut9kfVLUKiR7wHjuTwWX%20WvQa3Z8RfSyfsiari9q+FaeazHN3tm5M4t1jBNfpWnrf6n3/ACvOGulu4Z47XV7BQLq3kwx685Yv%20PXGdHKn2Uleo0WM/1dO3m4dW4liZLCKN01Q943arzu7bNd/VriKflAsYL6SZp+2JqV1azOjltvJy%20zkF0+4zwkd3ABadMxqjtv9mzw2LFratuXijiNzVh2br01X8DwWwzH3i4VWNdEazc+5mjjb7pbqsY%202w59zHEux995rRQPdVy7erbLl7tGZgJkygefc0V9k8OZoctC6W4tmj3doqufr8UYw0WIhl2MaweG%20LUo7vKrMlchubdkHxtaFuiz6hLjw6p+GvIm+gz0hNQ34QD/tl2dUxlWztS2Qwfqphhfw2Nw+cwR2%20bLl+4drj5e0f/hXN7H4Ts4PY238Sx3V3fSFvwTixldagLg2rGsnKPj81914yPzLgHUDuWVia6XY4%20jE4PHMMjWsvnt8bKalyjBHuP20kt+28yls21xrD45eynenOuKkc+9W+U8emyT7LDytuGNPhp3rSd%20M+VYU1ni8/kLWKW7LzZRAF1ejWrbOIViHO+M5JkGKYJLb68w0oVz7bePnyToTs0YMBFbujDHsH63%20tKy12po3FYL/ACeQbfBxDLV1a/IqtDd5fJX1/QRSEgADeCuTs2oN2GJdO2rnkObq9yxlyFDmbLE3%20WXgtoZwJCaOI7109ckCJl7DE4u88jym3l1TRrguvX2BikTYC6mtxcZS7djrGlWxj3SO5dGnZk8Vm%20Mjybg+PDrOzuGBh0kkA7e9dGuuTivtORWMTjJZXnxcR6RHor4Kh7G8vuN09nbA1u6sdGOhrpRZ7X%20CsxbYj03kx8LsrNCLOSu8OHXVc+3fgZi1seO46zldl2PF7c3A2va4dKrL9i0r5+EvC8P49E+Z08j%20d92amIjTXsVa9tTxrHcgtLDHcoZhLXDxeXJ4viwNQurTbx8lxqLyfk1pY2zLGCTy54zQ7VrrsfGs%20vPn+RyyMNuHXEfaCVrKc1pu4uJ55KXcfkP7kZXNarnzyxSFvkh8Z0D1OVcaZuPLLgGmrXe8FpqVi%20DLFGyXwgN+RWlMt3HQb0GRfxgEO3VQaGHs6kaoAPm8NEBBmfrp1QSVCXeUDuoU0YpqQ1OuqFzImS%20tHVtULwe81kgDT4e5B4S7droWEGQmvRB8rBMkpNuJqhN3ojZvBdK55odQEmfk1H5j2ubtr3FQ0hy%20H9k4bSPrIWcuZTAGho8zd1KDC1t7nI3LbG1h8yeTo0IKt3DjrHg2OjvMjbNvLu6+z+EeK7S7tQi1%200r0n9Eop5fvzNw0hvSJbaB4q0B2tAhFrvENhbYiAWtlA22twP1bNAqiLS23TnChNR3LQjnmFzaHo%20gjXu+54fkQA3ntNSqyA3IyMC3J5GBO3VBHQdUWkV5jZCC3SnVGQbkdIXbWhMHHFwa2rad6eAKqQK%20CVBYAUZA4y3zKOFQn+Fazy4568D7K2I0aJBouDven0sPnJ7eXi8jARu8un5Fx66TOXbyuHIYbEi1%20JrU7l2a3LPLU4hz3WZjkO4BtGgp1WsVEtu5kzmuHvHRKbJ31hh2Pi8wuMYJ71vrXFvr5Lx8EDPOP%20lio6FK1prp4RYpqXgdTxA6FCdtXRvRi5ubvl74p3mWFurWHoE4w2dg9Zrh0WDbG120bCAPmVRjbX%20ky9EkjpB0q46q5E5rR8ax0Yg3yS7tOhVSHELJZMwXrYmQh4rTcng8LW0mdIAX+EdyrAyXc3NixtN%20C7vRhFqslbHOdXeHuRgpUV4hiOxtKIwuGiYutaFGDonPjdo5+iMMtqXafBCQ7iCFUTLSXyf4lohd%20tbXsRVtRaz+TbVMpJoouBmkuvZZh4W7vaosjTUrzS1viHi7EsNJFNnJXutnF2re5OFYR6dOljzkZ%20hOyrxWnyqox2ej/US3P8IfFPbudHDXcfkUbTLt9cn8Htz8RByqQihLrEf+8rPSL9u/D0Yrcar5R/%20wK5/0P3jVfX/ALI7P9XPntJNQulzFDogDr4aJmVbtIeCe1FK1yD11ubkudC0ny6A0XP2Ovpvhw2/%20kE8bGfmihWMi9tsn+OsbFcuA7RRaSs7DfIbel60gdQtbEZQWW/sS11pcj8dr7FfAXdJZY1GgRwLm%20dixUj66dFevVjyn7SLeNrLwQubqtdZEbVZyQtloxrTXouff5a6fCVFgpjGAAo5eVYPnj1z5R29Ve%2028wiSkYvBX8Nw50h8Kx8t5htcQYrYAu94KbyVjVIu8sHyDYei0k2wV4xEvL8yNDXOqU5rUWzKOGs%20AqCKonX5O7kEQR1cSKnqrvhnk0/JW7TRrhVKQXcwc5asd43AhPMTES95Zjox4SjkrFVU3PIIwfKd%20QqbVSVWTeoF4CSyQrP5V5TuGch5Fms9HFHIfLa8E/JVK64Vr5etcaxzMfC2TV+wV+hbdW2WPdpxo%20XBLRUfOq2rImGdjm+1TKDUl15cwDj4UuYRLuSp3sOi599/IiPFkqv2OKJ2hXumeJ3CvhcVh29y5q%20VubuI7Fx7b1vqiugYZK9ixuy1RkQYn+DoVpqbPZW8mtxvB0JotJAdx/mXe15TsVfhJydgRG10fvD%20qlKrr2wTDLC+0MVwKn2pfl0sXlsVGZ3sLah58K6NNlSszkIH40uafcOgW+tyy7ev8qVhJcS7oTVb%20YcVImGunRBU207Skk/CPMO3vTVJloMNhnMPmU6rO9mHXp6vhpn423ZiXTyN8Q7VnztrDu041SWlk%20y48xwGgWfd3WL69MwV3YObbksGtFlp3W1reuYZm0xt7dZEMHSq9OXw46ustazWVs1ldaUKlnhExN%20pcXLdrPeKeSS7/il9DbulI6iq100u3wz23kbf0hbcsdcQsO17mEFcXs9VyrTsk8rK44WXZB7rhu4%20uqarfTTEZ79mVVwmVmNzGQj6BryAFHsbXDo6JkcGIF7zafI3Df8AD7atr3hc+2+NMOrTT+2Wk+92%20zhxh6Q1aPmXJtq6o5Znshdz5uRhcS0O1XZp/q5NvOxVrirW7zDQ5oNBVVNsalwzWlZM2aaO2Z+rj%208JC59p+WsJfcFt+LZnutIoFM+F6xqn3rrCJsxOoCjGVTZlOacitLy2H54C26tcJ7b4ZbipbeZFsR%2011XRvfDhvy6Pm8GYZ7VrR4nNBC5pW3FKtLm2smeU/wDWO0Kz2pbeGf5QWyQut2HwHWieswnsjqH4%20TnOEXJ4T/ZusqfP8R/MuvquSz4egFqHN/WbG5PJ22LsbOR0THumdcPaaeFvl0/lK5PavwnZzS8da%204CH7psIxczXI8bu3cuDZlVliMLg8JYDNXcTIci7rprqoqKzuUycmTnfLLGI2NNYXDtRIIzGRzGfy%20F43CMe9jJtAAdKLSRS1tfSG08ppudLkaueRr9K0hl8lyNtxnFutNJN7doae1TtSc+4zHe5LIbxB8%20Pal1XOauXtkn5JsuQm1gsGQSu2tb7j+0lZa00PAz30NrNJI82sIFW7T7wV2hdcVtsnlb9skc7xY1%208T66Lk7A13KuQR2GPZYYpomuj4JXjrqs9QzmDwbYIZXX8u24uDuZKfeZXuXXrMq1OX2UxWHti2Xb%20eTj/AGh+rlU623FgeQeoHxBMIeZmHQQmtAujSWFZGfkw5yVq+ZuPY3tqAtJ7WEU1xv0/yt9kPLo6%203g6kt7le3uTCLXR7LFcY4zt2SC7vj2PGocufb2Mpuy+MeVzNkZ55HQxN0EIOhC59tsouxM1hkrXG%20tLYQIeySuqWkVruora4vHiaBoLpX6Mk7Wn2Lq1a/apMlaR2DHMyd64XZ1bO41cB3Lo1H2sPd8isL%20a6eBA29I/tXjUrp1H2ID+ZzPlHlWzYWDsatlfYaveTul0EIfIe0pnO1Js8RlZoxd3LTHbnxdexTS%20+5BykkdzcMGPG5rNH001Wmp3bKvuIbtr6uBCsF2r3B4DjRAWF1HG6OodU0QpX+VRBkOjBQeCDa7k%20HxGLeQaDog+BQtXHqg+JQgYOqARLbtkps0IQWT7S0loLunVBpmLitrjI+S52lEDiRkBW4fCx3hYa%20IHA0yAxxENNXFSWBvDTbhvSbt70YUFuJ9zYGxebJLoz5SjAdV4jwocdwL+T3g/8AFYNYbN31gUYK%20t/6ZemE3JMp/GHI2GSyuPFHYSaxsPYQChFdzgfaNtvhLYAMiG2Jo+qPYjCKhbZm1ZM4vr2lVqktj%20GDtWhYOHaBojAwZe+iMDBO5AwG4IGA3BGRgoFxhk26mmiMlhAxkd1udu70SlhYRTeTMd40VwYLln%20MvujRPJ4NgoGCwVNGCgVAwFdfan+Fa/Ljvrzu+AhI6hy4O56XTHFLy9u3Y98dTQii5p8uzHhnbaK%20bZtcaCq6dYxtWlk90bg3foVWytacyds4yska7QDVZqpgRF3Ry31rm218noLaVsb6M6jqla0nwq32%20s7Zt3l9qbPZ0r0BglPLpXGMdFUc+0dB9erxwtI2U26EUVRjY8xXsx3OaBSpVxGF5g45BAHF5AI6K%20lSHLiCGSUMLRud0d2hVC2JkxN1EPBI5wVZYXZDkkdbGszd3yoyIOK6deHZBGATpojK5qYuYRBMY5%203FsnaEZXIDY4SNCT8yMngmSJg7CfmRlN1Nxxte4jaRT2KbsJobdKGTtaGnr1os7uvi0MELXwVfIR%207FN2Odabb2LnMHkuJolyXNDV5HcggBvTqnKKqs5Fcfdjjt1VxltUPhF3Ja5a3LhSrx/KqjHavW2c%20x5y3ByxxoHQj+RFjo6d8K/8ACnixjJ+XWoNdpsD9PxKykadu2cPQCbFVcp/4Fdf6H7xqvr/2R2f6%20sCCulzAgAUGVE47ggrGE9YMB8Zh5Lpujh2rHeNuqvMlxWOd8fa00URtg/h5Cy9JcdClb5RU7OvY+%206jI6UXRPhGDDGMIGi1jOxKaGBoAZUrbWM6sLDHTzdGEA+xR2WReulq9sONTFxLjQFY7d/hX0XKQe%20KQ284uZKOos9d6u6Q820sWuDgwVVXXIlSC+2DdKBLgORttzCx/ieKKuBckW6y1rC4ncKJeB5V1zy%2021jGlCnmFiqq55nAGlzRqFPJclFYZqXIh7mEjYKqp5RvthWXfLLqKUxeKoWO21a6SWKufk2TkJDd%206M0rEb7xzEhqN+vyo8jEJ/8AGZDrv/KnNaPEG3G5WY0LHmvsKc1HKJtvwLN3XibE+h9hVXUuaxsv%20TDKzSBrgW99Qq160/Y65wTh1rgmRySMBm7XKuzWcT6t/7Ow4u6MlsCTWmgXN0un29fGQvJtuh6Fa%207+HBECO5DJj4tO5c17DqNf37XdOqyvYciD95nbsJWG3YMIbrhzZt1VnOxU1SobqN2hHiPRZ73LWQ%205PVsYcOqmHhAfO8Sh/1B1S4qhmUsmJJVSKyqruwjkd4xub3LSVUpyR0NtEGxtoadiVoz5C2c6bR2%20oRFGcvjXCEuiNCrbde6s+CbPavDv1rR4T7UXw2wwnJ9jI/h5RWRp94ro6rkuzfxhlHscNexdOXFv%20qQQXfMhkblYQmCrSSkzUtvhXXfLoGI8VvGuXZ7Ou39V1mGf+AuY3Qk9Udfy8r2rnZmTO3G2tXGpk%20HYq26uVPr2xDdlyW0eBFI2pOiL0TUcqLI5azxs7Xxw1LhWoC203RJlGd8Rny0xAgDUq9tpGFnlqe%20P4mKza1rwC9Ryyz2uGsu8fFPahpboQu31+2a/Lm7NbsqOOj7uy0jYvD2aJd+NvMLFkbZ9z5jan36%20dVz5GHNg9tvygMppNJR/0rPvsmrr9a+U71O5PZYi0it7Ruy5c4Bzm9aFcXTLu9Hs2ki44fbxy8ak%20nkZ9pIA6p9oWPft/Zt1eYx3I+OvtJXXpFRKahdOm/hjtr5Z+OWS2Jug/XotcZjK3C84o8ysnuH6m%20tarHuPrq0htQ66dc066gqJ8N+S0ilbcxnzdYxpqpkRHN+YQPhnkc39WSaLo0Z9lS/TG3EuTEncn3%20XEc8ua6zlXebdQEnVgoAuTrrr4shlbW5mvZC11Nhqtrr4c3d4ZjK5SWG4EchJPSqNZmI+zL0N+GV%20sPlZ+SMU3tsS75f8QtOj8qjt66DYT1SuroDGWNqPtrwzDcOrWt8sE/8A4lxe3+EbufZWyxHA7CS8%20vJhfXsg8xgk8RaT2BcNRXPI+TZjk9/8AEyQmPHuNGtFafQlhOFxnbC4sce1rfenbSLXWpVSEX6e8%20Nz8rzFfW9HSuqy6d7zR7CtIE71N5q3A48YPFf4vLxH7QnrT5VcDmzsvNkI2vzUYYaVNdaLHsC7wF%20owEXdhSSxb77umq4dwLN3VxcOeBbtfEPdqjUG+J4g5hsxuJnRsiNPL7FpQ1zgy1xRxtkfKJ/tGaF%20cu8CPaWMuMt5J737QSNOyR2pqo1gZWODLXt1JFDO98UjjRxPuj2Ls08HKnQcRxbbjyslkJN/a06r%20S7xp9ibLgbHElksWPiuoXHwyPArRYb70c1vBDZX8QbDbxwmlNjaUXJtaWTlxY3ePtwbGESXBNHN9%20izzsWCL3AyTW7JvhGOuXCr/YVetpcEFmN5BHGWxNO/6sVdFtruX1qG6t+XtuyLpz2w1/VbqgLo02%20lHDB3LsvbWKJ1mzdcEVpWlSujU/DAci49zLJXXxdzCWvHSKuhC6dNp8HiK+3wU0Tg29gDHnTv1Ws%20qsRoYOLYO2s33WV+w2jcwNbWoW0owrX2GVvITNhcPHcY+tBdOG0/lVJMXuEyDII3z3DoyNX24PhH%20sQVwhy3FtEA5kLI2M99w7VpqvVU3+Us53FsWpVrwp3F3m16CqCTSKtBDiaIBl73IXDXmOqhcOxyj%20tQuQfmTF3hbVvekeS/NLW1eKAdUZTaR5jJRVhqEM7sYe5zXeCpPajKOSXbwRvYS51HIyqUl0LrZ3%20nQOJl7kZaSiaXuJc4/aP6oXkprI7YF00pqdQE0kyu2tFy0ktdoAgOi+mOInFvc5bJWzdls3zYN/1%20qapG23CMfmvULkkOala63w9o7y5LZtfLdt7wmT0dYWUOOgEFprbgUbF0aEIqDdi4gEj4W+I60Qis%2087K5AS1nq32VTiUiPNAEbnHVXkYW1tculAoevRIYSHgN0foUZBh00YPXRLIKjcJASw1AS5DA3nY3%20c7ojkMI11lYrSIuroQp5Bn4uXuF6GxCrCdSibDDUR3sN3CCCPMPUK5sMFmR8dAG6FXkYLqjIwMPa%20laMFB7e9TkYOQ7TIi3wevy4368St+FjaNfEuDtep0RxHISOZamg7Fhr8uyzwoIZZp/swKe1dmkcm%209KLXRvaDIa1RsjXZbyM3457zIdwGiybzyh4uwupgC0krXVO2q2ZicptIANEVldsKfJsktXFkzy15%207E2W2zbehF2IuTTPdKQNvVVKx22XfrbmXySMbG8yDXqrjG1xCdz3PO4U1VRHJqMPaufbM2FUOae6%200YyRok0J7UWldsposqM3McXgrP7C10yu8R6RZbkoDmxlsR13DuR9jp06Wlsfw04uCjrjKSwSdwR9%20jedCyb6DcQid/iMk+R46ucKlH2C9SfB6Q+ncA+0v3af5KPsTwPO9PvS2IUdeV/0EfYc6zLuE+lIN%20PjNvt2Kdtxt14Sm+mPpJcbTHfkvP+Qs+Ra6prvQ3ht3ATb3rtvZQBGW+vWxXJ/SO4xbXHEvdOG6m%20umieTvWwVz/h3mG5ZtlboajtVyubeYV+VjdLjnBjAVrq5dmFhvXQZi1Y0Uc2VtR86vLPjl68ubmU%20enpnL9rmwAgNPsVjW4Vn4R76S8yHNnyOLiDjuv8A+rWN+W0uXoxIKrlP/Abr+7/eNV9f+yOz/Vz8%20BdLmKCAM9UAtlKhBWsx6m3bIuOysJ17ll2N+qPKV+K30ru9yzjamoq+cKGmqVgiwmtpZpWAVJou3%201+vm5+7bj5WdjhLl1KsJXrdPpPN7fci8ssGIHiWcUA7Cl7mk69T9TsvZstJ+X4mxi8sRM3NFOxfO%207b3avaxNYp7j1DhJ8DQPkVxF2QpeebzQnTuV8sIxlBm51tOjapcxwV9xzaaUnaCEuYxhXzchvZj4%20XOCM00d82Rm+u4oOYLhxt7KfE4okFWEPHpXijq6quKeToXGPT2UWHxDa+NuoVa+Ge8ya/wDLeOWY%20yOIrVXwlTN8Lay9NrFrS5+35wnwieaWOFY2Poxp+YJXQ+aZBxPFkfq2/QFU1Tdq0mJ4fiWta50LD%208wTRdq6vxTjfHziqG0jLgDrQLn7riunr8xg+SQY+3vJWRQtZRxpQLp0+GG3iswJHGcjoAs+xt1fL%20ZcfuB8Gari13416nbrnryZ5Bl47W2dIT7oqjs7cvLmrmUfqODlzEfdJopvX4yLGxfKZvKlB0eK/S%20uDemj3Ltrq9EtfK5qSycP16okVjCTZNBfvJ0b2JbRpEie7D3Fo6BKQGpS10BZShPammxHjhIYRVB%20SIu0iQtPTvTi5EO5p5g3HROQ5qkY8gOcezsRWmoXF3vfsPRODaYqsuoHwvEjT4TqQnXT1bZjnnOZ%20/OfRraEHUro6Iy7risw0hzKHqunCNfJOzxUHVDHaYpErHB1CKFCSJIvLe1wRS+K3nHS6S1iFFzbv%20T6t/DTZoMi469xOqjr28uPv87OVz3VxdTeU2rxWgC7Si5xnp9lJ2i82ODTrShWfZtMOjTrysJsfC%20aW1yAJBoC7quaXLn3141NwM9rjZJI2tDy7QJ9ltjKXNSH3UsF2LhwIj7uxV13xgu3q8ZauyzNncQ%20CsgBA6VXRfhhNUB0LIr/AOJDvA86FE3/AALPDRfG27GAl46KpWNjN3eLjjuXZOVwa1h3tJ7Vzd23%20Lw7fW0x5YPN2U3Jc8J2uLoWuB7xolp//AJ6r2zvs6ra5GC0495UQFI2hrqd4XDvM16WviInI5Ir3%20jjJANWMJWvXMI2+HFBfvuL10B0YCV3yeHBtfLaYbdBj5QB1HVcnZ5rXT4aCB7I8RHIT4nJK2+Df2%20jsNKGaSE6d6esxT0Y7lsoNlHH70tKHvqtdZhn2rT0mspWXHmSNLQATqs++sejX+2XRJnNu8zAWOo%201mjgFhp8O7fyz/Ibplvk5GM1qaUC2v8Aq4+++Gay2KNxN5u2gpVHVXL1eXa/wpXDpGcojP8AYmxA%20+f4j+ZdGmuLW2rvy0WwXqzmTi7O0ljibJcPbO2Iu6t0jrT8i4/b/AAjdwPA4PkHILua+yT3zWzHk%207JDUUr3FcWEt2+94jxnF/EyBodSgh26V+RGA53bw8l5FnPjp2mLGMfvt6HTbXuQl0+/5IxmGNnC8%20RPDdvnNNHBPKa5PyK6xZbQSGa/J8czx4j86eUsvn2uidbQMO74qgce6qWymigxT8Nx98UVw90j/E%20I/lXJ2XNGDeNxt+6Ftzl5HW9o79W4HUlLWG02OucfDEYg/yi7SMs6u+VaWEXbRXMV6JGVkHYD0XN%202QLCywPKMtcyDJxCDG/2Twez5FOupkO4TbY++ZNYXT5Q01e09KrpmqaGXv4o5KSwN8wfWoouiFJl%20IMpkImBshZAPzT0HyLOxUScHiMTG8NdkZmz/AJutKrKtZF7I+DGv851w+Ro/OUNNdUWX1Bs5XeVj%20j5szdHNdpqqulazVV5nlPKI4HTW9swyj3RuVadct8/DTgyg5fzTeZzZMmmd1jcagLr6+rWX58HOn%20KPd5Tl+QuYnyWzYZGnwsadFvZPw0npxZ/C8vu5mtvmNghpq9r9VcaT0oksw80Lw2QMlY40L3EEj2%20rXWtJ6Maa0GI4/bfZRx5aWUVMVxQhp7hVba1X6EZ/lHI+W5fHuxuPxFtjoHdDAQ3+RaRN9COYX3E%208/asklvrl9aHTdVXKi+hGRDZt72OlcRWlCVprWG/RxANljNGRg+1UxupWxvvTHbXuQzsS47eJ0Jk%20Y8kDsQlGkNUHKYPVDSUpqGmTjiQwUKmotPW8zHRPa4An2pEOC3n2b2MG1MuBz4twBY2FpcOqQ+tC%20nuA53iOw9wTHA5btmcPD4h7UjwddCwHdI4tcOgCDyOWcyREvjHlt03dqMqXPFosTBJ8ZkXf4OlWA%20ior8ieVRueIW+R9QszHDb7rHGY94oIvCJWA9HBLIeoMNBiMPZR2lnAyAbQHhgpU95Rkqlvmlk/V6%20BGU0iS2mdGdzvyoyzrPzWzGXodI6re2qcqUuM2DjRrQaexVyPB9ksTtWnbt7kuQweY9jxuc+qXIY%20N/E2YLg5wqp5DCjyF3PHcBkDiGu7ilyGFlb3zBa7JneOnalyGGQzt/JPMWMcdgKm7HgxaxW4bu3e%20NKbjCdZ5l1rONzjtWk2GGwtc5Y3FvuL/ABAKpsMEx5a0cffVchhKbeWZFd6LsMCdf2bfrqcjBoZ6%200ifQOqqz4E+XIPWrKwXEMdPzlx9r1fXnhyLJEPtTTuWOs8u3aeGeEckce9vVdukeb3Uht1vBDh4g%20jdhrt5XGArPC5sx0r0WDt6/KyikktLgiFlWDUK9a2218JE3PcsxvlXNjHFCzQSDqQnl5/Z8s5lZ4%2081OLmJwoOoTY1qfS42seXkhDi2UN1ICcZ2C9TnSWs7fNduDydvarjKxzuRzJNaq4zrV4EvEDAw1+%20dVKip96y78xjnNHljqVO6tPLX+muCiy+fjjkcTb9oPRctrv6ut6Kgt7bG2wtrBo3NFDTRLL0erqZ%20zNGckumkdGO8FLLe9SugyMUcWwESj893VPLn7NcCkyFs73mM/IllzWo0lxjT70cf5EZPWmH3GFZR%20z446fIExvVha5Djx27Qxp+QJ4T1xo7S8tjal0L9PYnh3aaMxleZ2lpcmKaQUrQgpw99HPfVa+x99%20Javx0DG1FZHNFKq487ujBXUjm2pjJFflW0cOznWToL+rDSQO0I71pEx1Di/MfUK0wklmLRt3YvbR%20z5Xe6KdlVWRxdn/CX5jrrmM0kTYnSfd3hb00+K/nWNXI9DoNVcp/4Ddf3f7xqvr/ANkdn+rn9dCu%20lzAxx7UArdrRALboUDDBerHmHESHsWW7o63m28jLrh1O9Y2tTEbHCcadqLfBVuuM45lzKxzhoO1d%20/ob42cfvT+jolniLSMNIA0X1nX8PjuztucKDkbPPu3WsY2inULwv+vs+j/4euXK+VYK9trkEl1Ha%20rw9b4e/7HXjyohayNGpKcjDkP4WYnw1KeCydhxl1I6gYSqmpcljBx6StXtojgLVhBx6IEVT4pysY%20sTBHTQK8IylNt42dGhGDykxEb2t29U4muw8LnjbijHI0AbKCqnPkG245r97ma6laM1VPJI2R0fSm%20iMlYaLHU0JKqFE2wtn0qSapmvbaUsABNAE5A6NwiZskJYHV0Oiw74vqnljeXWbG5V1T1cVrpfCN5%205ZS5jDLhwHYp3+GnWvcPKfgXDtqvM7ph7XV/brZXnd7KzHy0PRpWHVeVeZtMWuR4uzZeTsndJR2/%20/lXbv2cZh0dHq/Y7fi/HYxAn3WgVXm7+WG+nC4Jv4y8NaFOpz4RomeVNtJ0TBbpjG7a3o5CjsTi1%201epRhMOyOL5A3sKMNUa5vvJOzt6IwjImS+YBv0r2oXKTd4psrd7DWiqVcNwRmJm3u6p0p8kG28we%20YFGWtLktg+Ah+lBojKJvhzPkMEb8jJC/RvYV2dfwN7yZPIWFxaybmNJi7XLab/hlrtgVpR00ftOq%20W1w1sydzHlx3FemiXVcsKjN2zgHtHRaDDoHDoQ+FrHaEDRc3bHZ1eImc6L7fBvZ0JKw6/wDZljlV%20BwfDwTvbO+hcKGhXb2b8Y19fWZ8u94KS2fihbCFu4DuXnbdl3dG28m3hyn1BwLW5D4iM7XCvhC6O%20iY+WHt6WzMYfHXMsOUaJtI9wqT3Lp2nhwaa4bHkORxEtkIoZml9B0XLJZcuvTaXxWRa64jduje4j%205Vrr2Nb68safFZF9/btt3mjotapbdmKy/TyZvMhcG8bbMcSl9onok+ovIbj7rs7GIUe9u11OqjTX%20Nyns/rMFYCKLCcVjvZz9tKdvi66pdl5bYHT/AFmWgwFp8Rxi9me41edzVG/+0b9dzEA5Q/dU9r1D%20GEK7EbbOWMjaJ3SN67j/ACrp1vhhdW/wrxcY1wA90arn3nka7n3yf4eOHd7p6J4XfK3xgdLcMicK%20MI1UbfCtL5U+c4q0X3mykiMuqK9FppvmJ7tWm41Z2kMP2RFaU0XN27Do1VlxkpcXmWtf7jyTuK06%20NcxpnCnvLxl5my5rt29wV9kxHJ3TLSZixbb4wEijiAo6Jil1deHQ/wALlq2CTlNPr/AuP+8rs1uV%20bR3lUTmXrRjpb12Ea00Yx1w5/wD2VAuT2vwjdln3EEFu2O3AZIBTYNA4+1ciWUucNLfZMzXI3Dr5%20J9xI8JF/k3Wdm6ztIx5jhta1vYfmU0qz2L4nky191mp5YWklwa0k6Kcs6zXNYRMwWuLAc9jtZDo4%20hGtmfKFcW1vMZb3FTNVo79VpVx0nI2+PxMkM9wTLdBoLYKbmFcu8M3moYs1i2mQ/Dg/q42aCvyI0%20gVPEvT3lr5pLmVodZRGoc52u32LXAbmPO2Fg0WjIhJOO0j/lXPvAVFlZMk4wySOga3sboFOsB19z%20hrGB/nzPr30quuTByZZy6zV/lHmxxtpHNbn/AGh4o5TdoudYrDiONx8hury/l892ptwasB7ljtMq%20+tbG6ZJCSy2iaxunmAAOWF6rVTRn8vn8VLGbJ7neaO4JfRVyMLeNylu6R0VuGMf7jwKErWdSpUHH%20R8gubgMuJHtgJ1NSujjrD5NNbwX1uCyNvmMpo89U/DTXdHjwuanmJLtsbjq7dQgexOOjXdDzHEbl%20r98GVndJ+YXmn8q112xMN9d1W/j0Nuzzshl7hj+xocSKrWbt9FZe3F0D9hdyuY3o4k9FWtbZRTcX%20L2bzkJ2v7g4rbUWo93eZMxhpmfKztLjVaRnajW8OEkeG3Uro5XdgC0ji7j19xlvl+fZyl7eypVOT%20bVSltwH+VI0EjRDHaJTW3kcJbsaIz1PahjUORBZMnqhUpbeiGkpcjmiMd6ijAreJxje4Ia66Jdm+%20/czy42AhDp06k61wVzudLONu7pRDX6UO6w2QLzsiBb3oZ7dR60xccYrdPMZ7ghz76Fz3NpD4Yh5l%20dKuCVY4ScPiXZTIRwEBsTzr3KcrjSx8bsMjlhxq0JdcREOcAPDT5Uzd045hMbgcfBBYtEd01oEu0%20Uqfalk2hgyb2yt+I0d2IyVXJ5HbxQilKoyiqe85TNISGdEZZ1TXV/cyEuqU8kdsMsYff1qjKkqS/%20kfG4RmhclaFRPk8hbAjcT86m7AxDd3ssm9ziAfaptCy8+U0cNaKLsDUslxI7duICXIIwgDXVea7l%20N2M46GOM1BNEpseE23tLKeOshoVpNgQ+JkJLYXkgq5sMBExzDUuKvkMJIuS0U3FGRgxLc1+sUsjB%20IbuiMm4rSXwmfLnHqdCH28etdVydj1/W+HOr6jIKexRp8u3eeFQZB5NF26R5HfUd8bWDfTr1Ru5d%20b5TsW58o+y0A60XPXodFaSS/bbY9oZGJJ+nSpVau7HgxBxjkOekjit7Ylkpo4kEUqm8/t18tFd/h%20uzFjjzevlewAbi1p0V8mN6y8Bhcng2j4W2bLMfCXu6oiLoyHqnHlbOaB94ATNqGk1orjPbRhnse+%20HcfD8iqMron4++bbMbukfp3Kmd0W7uTWlGtc95HtBS2PTXy3vppydjMrGINAfrdFzXV6PTHpexub%20WDHNvJHhzntqapzV3662ue8/5jjnYi6LJNsrQdtErq6bMRx/Hc0mNtrKa1Paji87v2Lk5jKf7Y/S%20ji83fsRpOWTE/rj9KOI17SY+XGN1ZJS4dxKc1aXfJR5Y+Q7o5CPnV4b9Na7jfLbs2RBkJ+dLD1Oq%20MRyXM3Nzl3DzDo7vRhW8N8ly96yziZE0Odt6qo8rvjES3WYMZkkqD3VWkeftFZG1z7tksvUOBK0h%206xur/mTvusWlr4G7Nri3RK1fF3H8F8rpIeWlzy91cfWvt+KWcpbzD0uqQqeVf8Buv7v941X1/wCy%20Oz/Vz4ldLmGCgFhqQKafEB7U4GG9YpvJwUlFlu263nM0Ly49qxrcxLQSVakbfcJmjMIbXxVXoepi%20bOD2s3WugRtIhBHVfVdW2Y+L9jWzZURstXZkm4NCvn/+t8vq/wDiXxDfNMBa3UDZGAEhvhXh6Xy+%20q9zX+mXNJsFG2Qh4ou3i8GbFR4m3Z0RxPksLe3hiGgFU4nJ1zS49EzyAgPWiBk2W+IhIAajolVHm%20naQ/tCIdjo/B7w30LoK6sb0TmGdaC1kdbzmKTSqNk6q7I28Rlc5vVxTlOwxBBtFXK4jCfbUAqFQS%204YnzP200UbbYPWZrecKj+Dno/RtFj2bZdM14qbnUG68EsWupK0674Ybzywk8jvPO/qVW08HovcMK%20s2d683vex6l8YZXnzD8BdDsa0rl6fFcffpjauFYzK3EeQbDFqA//AJV6G3Xyi+j2b1/D0Bgbl/3U%20x79HbQvO2mKz3vK5p74kyVpqVGEwhrXPO53VPCsEvb4tOoRgEm4czqjCpD0Fzu8Z6hGF0xNBHPOH%20OPQpVE1O3DGNZRnYg8F2t6WxmN3aqw11iGbiTz3t+qpTZ5ONvIobctJ1SVaqcrndm1rD1VazKJMs%20tmMe+8jdctFZBqt9Lg7r/g1x+0GWxFxBcN/xDSQwewK7cXLk3uKyEeMvoMzJBs8EbqBXv2Sxvrt4%20TsjhpJ7jdIKNp1WWvbhnt8mX2VpbObtPyq52U8ugcLghm8ssNTpVZ9m1bTbwl+qFkH4wsiFZNKBZ%209dxWnRVVxLGS4zHG4vRsq2rKqO7tu1xE5vLw2fCORPmyRY4/YuFAVXXrxen1+tbM1M9RsQ2NguAN%20C2qva4rt6+vXbSyvPudyMrbmRjdKHRdOtzHhd/XwtiLx0PvcjsmeaU709/hy63y1j2C2cGH3VzzS%20u7TtmFpxT4d9/MGmriOiz7Outf2pItbLDj+ImGQeGhKnXTwxntW3wznNX2cmdt4o3V8t9HBdOk8O%20Xt2zUPmuXa/HwWMbqBr2mgU9XX5ye+3jDecdug3iroydSwfyLHsn9nR1f6s7jm+ccix35h2razwy%202YeG0mbM+MjXcVf4ZcstPgrmS1ifC766zqdJ5T7v7MRP/OcFUjZoLG5DbmIN7QFkq/I+V5Nsstpb%206UcaOUz+C7bSrMG2uvJhNWgVWO0PqqNlbX72yMQHut0cQuj1/EPsuaqWYN9nmWuAOxjwarXa5ZYX%20fLsuyXbBEakNGi55cVG2+Lh0z8LbpnfxM6QU/wC4gfN8QuvrJ3haBzj1imhjZiWyPLC4z7KdpHlr%20i9u4wjdziSyvXzxzTkNI9wNPUe1cfJJ24tL1+pFGO0q33k8nlaWWDwnCrZ2RyshnuL8Vto3+Kjj0%20SpUuyyeRurWS5vrRgaCfKa0VBb2KcJscy5/wjKyP+/MQ0+dK7xQnRoHyJ6yflFiXg+LW0sMD8z9n%20cAA1bqQVG3YqRprm3isWD4JgvHAaGYVP5VnaeGZfa3lzeukvPsBWrGM0bVEow12HweVvcdNPNO6A%20QD7FjHUDh7VpKeD+Ks4fhXT37G+Y0kbmiqLrkYQsbFNfZaSFsYbBWjXNGpVa9Z4X/IsHjsbhpRP4%20p3tqyoqruvg5HLpMxlLWxMVpAGmtA8ChWHBpN0vD4jnkwFxZQMuGS6zecfdHsqtZpD5n8nFiMS4T%205a6lZct1MMR3Nr8yrjByQLa/+JlN9Z2rZLY+657fEs7RyNyciyl/P5D7OFkcZoDSmijIyi525+Ht%20y6KMCWmgaNESBR2nJstaR+ZfQtED9Iy3U1Wk0bdcytuM8Xv87K+8z106ysQd0flPoS32ha3SOvXV%20F5Bi+NDLtx+Kv7mWIjWV1evypYbaxHyXHuNx2rW3l7JWPXrUpxtrWcub7FSNMVidzGaEuFCrnhc2%20QHxNbGXMbV/ctddhdkR0E0gNAQT2LSbIuyqurLynUk98+7RVzYbYp7EySuuPJmkeIvnVc2O0P5SC%20CDxWxL3HruVTZhtqqnTzvd4yR7B0VSsboZllodU8s7qSx0bupRkYFLKWDwapZGS45A5gP1u0J4Ob%20Fs8wENOjXdaJWOjr2XeKLYnhjfEO8qLXodS9juS0/aDw9ink7ddMlS3Rc4RRtG93uo5Fv1K3M4u4%20itzLJo/uqqlef26Keys5rvc2FtS33iUWuKzyuMSy+kY7EW7f8ROaNkb1HzrG74q5q7b6bcKGGtGS%20Xbd2Qp45nau+lK9mT4thM+EucI67h7xS5jBqKIv8TSXU70uacFvikcKFHNNhsQbUvsTdQ8nc7Xon%20OwuJRgj09irkfEpzzpTSiOQ4mZWNkdVyWRxIMDaUGnyJZHE7AfJaWjxA96Q4hIN7aE0+RLA4khhY%20BTxfKiw5qDnF3UJcRglxeW7QafIqgwOB00Tq03A96cown/EuPVoTyMG3ur2IyMI8jqdiMjBUbPOY%20Wk7R7FN7cHNHOvUxhihYASQCp5Zeh03Dnd4wPty5xoQFeurqu3hVMhjfF11XRrXn92puVzWRljx4%20aUBRa4sYO4F+xrhFqCdarGx19Ozr/pFxqwz2cFvdAOoK7TqjV37dvHXL0PHxixxMIjtrVmmm7aKh%20bzR52/dlHydjJPipYQS4muhSupzbLkzHRx5W4smN3TRAktUZVhxf1HL8pfua4kugcQGo5M9oxLXQ%20xHyrkOb8yubMdku2v4Yj9lGyRrem4LWM00c2gMD7eeyhBOgcGiqeypGv9P7iC4LfLYG1NdwGq57X%20oevpmuqXGYngsfLdK7aBoKqOb2+rp8OVcsybpzIxryd1dE5sjv0ww0k8kILa09i11jwfZ2RHZGYu%20pVacHmbFF9w5u6poldTkMtnc6TYXGo71OGkPtu5Y2uoeiK203w0PGeQPZAY3mhqk9Dp76O8ijkvD%20cNeS5x1CTtlzD99KRC0nxUHaqjk7utmr67kLiaADuVx5XZrhUVL5SelVpEa1JfVkRY3XcOqjZ06z%20L0/+CqHy7blh/O+7/wAnxSnUvY1xI9MqnMqeV/8AALr+7/eNV6fKOz4c9C6nMMFSC2lAGHeMJlWO%209W7QT8ckeVG8baPNjgQ97fzVy7OmI7nt3UKqFWkwN6bSydMDRzTotuneysezXLQ8V5lPd3xgnfVt%20aNXt+p7Vtw8P3vTmMneVXcsGYaYjSpCx/wCvHZ/wtfDcM8mWxt3T6gsFfoXz3X8vrvZn/wDmwHJo%207cXbvI92q9KfD5u/KoDe1IAwku+RATYw0sB7Ujg3aNNEzwjbmNf4u1ICkcyvhTBO5xFEYO1s/TS6%20MOSeCfe0U7IbnNsP3iwt7W1Ws+EqqRk/nVPu1SkFp1o3Op2BVkj8LmbwwJ2jC0tmSxua5oS45K74%20X1vfXLG1b7ynhDvZtT1tjchktzpRUDoi2Q5LUaTgM8lyZHNG2qwvY7vW6p+Tc+NisciyBmh2rm7K%209Hr1k28MjzDHh8M8TxrKCAuXWYrk9nxXFrXgt/b50y7Psq1XbOzw5sZrrds1sNlHF08IBXD2/KsI%208UpZOQOhKNZ4EmEyWcN6JYaYIbcMDhXqUsJwVNE2Ru5C9RWzW7tnelTS32u0VHVI7DzbIG13n3kD%20WK+COMvdu6g6JyrsOPtom1d2lKlYrri2bIC36yUJjuRl1qanqOi30KomDze95ZMfsyKFVvqmbLqH%20McfxjvMiNHHU/Ks+O1Z76Z8oM0+OvZJLq1HjOrisrNpcJnhm8tkpyDHGfEujXrHyzt3NdPjc8HUd%20VvrrId1rpXpC+WYvD9SG6Jdmswd2xG1ymOc+U3d//wBzYNa+xed2b/iL028eHNOTc0iursWFo77C%20I7aDuXT09PjNb9Mmc1fcUn8jypGGgBBKe18voOq50dTyd7YZjCHcQ5zW0/IntrmOXXea15r5xizb%20X8rmDwEmi2654eb7u02qhw88sN1vi0et8SuCxo33c8tDIdVfCMedSuLXr4MuXA0BIqsO+eF6Zrrd%206LUYc5OL9YxtKri0z8NdJxcHvDkrzOzStBJ31avQmskZ73NC5tL5+QYbutNw6qczHg9fNdTYzycK%203y/d2Cv0Lj3+XZrcRmsM+6de3NPcPX5Ft+GfyrciY4MjUaNT1+GGPKTbu827hDejlMPX5a9/Hri7%20gZsbUM8RS5YdHFHme20eDWj26LKsrv5Rsra3E0bLzsZ4gVMuK12mYtuJtlumy3curNhAPyBT2eBp%20qTxR8k0GRm+vFIQwlaa+B16+VdfZh3nPaT9oOqrb4R2eFDc3Mz5fNeVnrHDLmu+/hceXM5ID2fAn%206fiF1dbqvw7utUuUeu87Y/uNjgSXi720FfEPJp/KuD3fx/6jdiuMYq8bj5rrJPPxLdbdlagjsquH%20LPLa8SwzIiczkTVpBAi6ivyJ8jy576gW+cyebjkie11rFJWJhd0Fe5LkWW4xfIMlj8ODLbRSFjQK%20AbkuQUGc5NdZK3pFC2OXtZTaAi7BmYbqZkwdf0DGn6qwuxNHaZXjc4Dg9+g10VQ1Ve3OMyd4bWxc%20fNjNddFrNTXdpHdTW/wly4xxEbSWHWi1mhosj5MRL8HbvElmdS6Q+L8qrAaTgl/hvip5HNPmMFTU%20eH5ksmy3qPzQ3t0WWoBEdW0We24yyNtyy4NuLW4tmAV94N1WM3LK6h5Nyq1tDHFHG20mbtBafFQr%20WbDKutLKzZHJcXBdNK47i2bUV+dO7HldWPI8DBbbCxompQxtAostqeVTOzA5KWR5MkUnVuwUFVGR%20KorsZW3uBBbxNltj1dJq5aa08m7j7tgZuiaZL92jonirB8i6uuZbdeyHFw7ld6TeyT+XZM8T443/%20AFfkW3F1Tcb7y8j/AMJbWwNh0kuXtpID8qi6tJujnj3CZHGa/v5w86uYDUJLnYkW3DOG5AGbFTSu%20hi/WuRhX2Km+yXCMLe/DySSPLeulVtpram9prJZ3g1zah1o94kpUilFeE/Yy8dxi7iUyMJLWn6yv%20ijbc/C+y+IMm2kZGhonNWd3Vt/FR8j6+E+4rkZ7bKYTUJa/3uxXIytJc0H3k6kGiEdqmkMxB/u6p%20Hg00COWh6qociVOXb49NClXT16tFi7ZmwSHqs69HqiztDG6Vwl0aOimu3VEv3lly2aHqzoEi32V+%20QvsnlXCBjfFUVHsTjz+2tBNHBYYuC3sW776cbJBStCU9q4LPLoPpNwk4uI3uXZ/i3HfEDroVy77+%20W8jp907zCJI6B3aB3KeQwkRx2c8Q26PaPGjJYFGIA0hiacEyOYEJsRZJGoLBpsgLqJ4LBZVA25AI%20KMgKIAwEZBVEZAEgDVAiPLLQoUEMgJ1QSwZ5ZjJ7UGjtfqgHeoQDL2oB61bQLKxWsc79UaCJnyqt%20Y6+tzW+dS1dTuW+rdR28xY3cei0jl7YTcXnntLWDonXHYl4KYsBY4AVKixt1x1L0PycWP5uZZ5C2%20Mig10Uz5dlmdXrdk8dxZGUDc1zatK6pfDy9tcVVW00IgkbJQP1oCorfSXLiFoY7b1Jyctx+pe1wa%20OztWVjrmjPt4fjctnppHGjTITT50sM99GC9Y8RjsNdmCBgrt60V6xyb6uZ4ywddP3FxAPtW+rCru%20bDWjIth1c4dUbHrW/wDTvGxWtu11dVy7PT9W+WxzbgbbrSoWT6DpvhyrOtfHd1BqCVWrH2WUv4C6%207Mj3EDuXRq+e9jXyjsjbJKGRauJW0rh4Nrg+FZS7g3ta0hTa0nWj8g4lfYuIzTMAb3hRk7oyYmb5%20m13ahMiXZhovGNYfCVLs6Yv2sO4U1Q9PT4O5B32QHsVRh3M3ditVceR2qutJFox1S2EOc0KNnVo9%20Vfg7Y1ttygD/ANgr/vKmD2b4j0aqcqp5Z/wC6/u/3jVenyjs+HPGldTnBSRbUAptNwTJj/VSK6kw%20MgiNG9yndto83khssrXe8DquTZ06odwA0A0VairK0bJcWTo4upTlxSmnI3gjLY5iMP0JeF2+tvja%20OP2+r+ty2XKH754pva1dX/T25Rl/x5hty5z8FG5vURj+ReDr/s+r7JnrrBXpe6d27rVelPh81tPJ%20psVW9FJFOtSyMmnVBhb7qUKYPSscG1ogZVji90hAaSgZOMtp6g7HU+RGBlImie7aGRkHt0TwV2aT%20iNpcWt5HM8GjiErBq6ZnMbc3MbLiAEUaNUpRZ5UowOWlbo+hRk8LHHcVyDWVkkFVN3kH11Ms8IbS%205D7ghzQUfdFfVa0MeTwrKMdFUhR+wrX0tqVPksWwbw0Bvcove6er1fPkIeZ2ULSyEfQsdu2uu+n/%20AIIn5dcSsLYnEE9FnOxr1+rYzj727bkRdXL9wCjfd6HR6yq5PkWPaJa+0LOea4P+l6+FHipGzS+b%20Jq09FvfEeZpMpWRJ3AR6BY/K+KFHFJG/e/UFVqnZML2yDROnKTCwB1X9nRQKVcXQY3Tp2IKU/hgH%20u8xyVitflNuZS1xp0UWNrDIyY2+Ugr4R3PYyr/nQqfCEMoHzGNCUPIXjraXcTonNTwzedniuY6u1%20JV6Sp2ZQvbES2PRy6MM8hYY65up6ymrPai3Cbsv8ZYm0iuq+6Gmi5u7fzDkzFD933Ez33Q1j10C6%209J/VOlmVDM5+yZtDWvRaVrbl2P0Tw00UMl7OKRFlRVcnf2eMOXaZp/1C5C68jfj7A7QTQ0XN1dfn%20Nd/r9XjyxsHAJYLGS/loXEbiV18/wrs8VXW+f8lgtoz4waaKrpPl1dXsXGI6JwjG5vJ2b42S039A%20VN3jW+tv81j/AFD4rk7SSXz/ABFtalLXs8l3+neGXOcLBJPkfh2aPquzX4y8Wx1LGemGWuYmSFwo%204VFVnt3xM6LTtx6d3uLuIZXPHjcAVjt25b6dNjbZGy+EwYheQY3AVC5+Xlpv14JseP8AGLGGC4uI%20ml0wrVVt2bUadcrnHqZb27Mm2axbth3ilFv0Z/LLskl8N1hobabiD55BUsYAT8y5+y/2dGk8M1Bh%20ZYS+6Z+rl6ALTLNkORx0uKt71pGG3ysLLy2QRyAeNoFEYTpfLrfD2tOCkuZ/rRnbXvouff5d2k8O%20Vzi9usvJECS0vNPkqtpMOLjnZr8tGwYiC2YKPLaOXLvfLss8LHBW8drx9kIH2jjQ/Ost7bU28dUx%20uMgxuAvJI27XSeI/KV0aq6vMy5LAZbnKz1OgK3x4c/alzWUko2MHzrHW+XLpHc/wsW00B5OJTWvw%20FPm+JXV11vXe1olgvVC2jlnxD5Gh7WC4FCK+95X8y8/3vx/6z7HO7+VlrexMiLhGfeDui861lkWT%20z2cihMeIZ5shFNpFWpciyyMWPzVne/F52Qj4k1ayM1pX2Jcjy6Ji8ra4/Fukt6SvpUNl1/lRk8sd%20y7LTG3OQ8sRyPOoYKBK02Ljzj5JA2Y139yxz5Jq7KRseLd5IbvPQHqujQKMfH4a8GSkFBcHaPnXX%20pDbiLl+Ew2P3ZR5deXDd1sxmtSVtNTUlzYDNQHMSPkhcDpGSWinyKdoGmtcp8Ph2QQMaHFtC+mp+%20dc+1Nkn4iR155r/FI41aOoWG1Kra147cXMwrAA/vp4VEiMruw4nYR7prqRxMPi2g1Gi211PLKcvy%209heE/DNNIvDSMdafIngZZ3jnF7q4vzfTEx2x6CQ0/lWdh5aW7ymFx48pu0ydK6JcTyz0uVuJ8qzY%20G+Sep7FrrqeTedvIbRjpYmtfM4U011XX1atetg/4r5rhZZJY6OjlNWMdUinyLqw6Yvf/ADRyF3xm%20SDIWjIrs9CxlFlvJ+FRzu8yrXOLg95ll02jvKWulo5OmemcOVxXDMuXx1knaXRFw11CN9paJWAtc%20Rc3Fy+8ybe0quX4gyhTY2aG5kfbtD4z7oGquUZRJRcRkmSNzG9tBRaRNq0bl8fNixZs0nGtVaFTf%203M07WMj/ALLqqhWGdrZYzMdCzRUniVBbOuR4Qkc1KfgZxrVSqaHba1dCaP6qV8FbeNLbou7KqkWY%20q0cY5PKA60SdfVF9aMLIAahTXoaRLk2eSHVoVFbZV0c2+atQWtOoUsN9lxbTWuNIyT2hzT4dg1Ov%20sRlx9lavhPGmwXrs3kBWC6O+Bp1p8ynasMOmPy0LywkbS0UaGjSi5Nq3kPRC53fFEjyj2VSyeEzz%20mTgfDVaW/rK6KpU2HGv0o0H2qpU4JcXnsKpODTmk9qosCYyj6oqbDpSynBDglkYIKMjAwNE8jAwE%20ZGCqIyMEvZXojJ4Nm23IyAFvt1RkF7i1pCMg3GTVGQktIp1RkA4BGQdhADUl6uW+q85bG2uniVyO%20jWucyPEls7Wui1jXkhMihbbbnkU7lbHdXlr2F7oqAHpVNhdUvDWV9LC+4c5oDT3pVejSYTIW1lcx%203D3ODw4V2qXRy8PXPp9z/GZbBwwAOa+GMAl4pVbSvN3n9lFyPOyxZxjonUg7e5Kuzqc153fssbn7%20yYamZ1CW69VGHZrFJd5yOyu7CSKUVnILgD396MJ3jK+sUz71/nN+0O0e7qVUcPa55x9jHu2PDmOH%20eKLSOLarm6hkp4NR3p7I1vlsuDmUMaxx+Zc2z1PVvloeayvtrGIjSqyr6Hpvhz+5eJXh79URHsKP%20IY8TXBcGP2ntANF0avC755NQYaaN4khjeSNdQVrlzzRpcfy7P42Py4msoO9Ra6tOsjJ8sy+Zj+Hv%20GNEf+T1U5Ls61RDxK5uS54hkA7CWlDl4pkfEru3jNwYn+HtoUnV1akW8pbMWO6jsQ9DX4KvnVaqj%20n7lHcjQq48ftU8ppIrjLU7HIQ9qnZ0a16q/BpK57OWg6bfu78vxSIXdc4elE2Cp5Z/wC6/u/3jVf%20X8o7PhztdLmGEgWEzGNCgM/zx5+45Ghhfoeijb4Xp8vMd2z/AB1x2eI6LmdUpm9iBtWkdUpVWHMH%20kWWTt8g3NHYlvMtvW2mt8iyWUhlyMEsTNtX1otOm3W5Z+/dd/hospcvms4nOBHib1XV39/KOX0un%20jXScC4T4djD+YB+Reb/+z6CeeuqDJ4CY3JcxhLSeoC9LS+HzXZ42qZY8RkuANdp9qVqdYjX2GFvK%20InOGmieu0Kymo8VB5gAe1O4OSr6HjEEsOr21Ki7Q8U/acMsoXeZI9hB+RLnB9dtXMWOwsUWsTHH5%20lnt3YbT1rUGaDGBxLbYGncEv2G8/5+1mWixGDtbuCN7WCPbrRK92U6+ntK2MU1lbYp0EjQ546FRe%201tPTuWWdcVnft8La6LG9tej1/wDPlgSm4kFGTbfnUc61/TkMCyuC7c+6BHcSjk1nqxI8m2Yw7pWk%2099Usr+iRmc/JKGnypqjuBT5I7PX8Zhrj+Wjja43DNxHaUVXR1/5WU3KbRpoyL6FGXZ9asyOafcDw%20tLQpq9Iz/LLmU2sJYaADxI675Yf9Hqzol8Umbc2jWUoR2rftfL6TFXM8TS0ntCyjSoUgBAanGe0R%20jJ5c4jqo2pzVNkjrGCDQkKomxCummOIPd0TE1Fj8iXNJaNoBoiri8ie2SLc7UqLGsQruNoBkGimQ%20VT3F3KASa7QjHkogWd22S4eTpTVXdU/lDzORMjyKKtYe1ZbIvuC0uqQAtdYx2qHZxueQ866rS1K+%20bIDGI4m0ce0LMrFxibV9xaXEB99zaA+1cHdf7Rrrr4XnDeDS/DvjuBuBBpVeprf6sceVHD6WXAzr%20pZBS33kkEaUqsO3sxDy6RlrvH4fjsdpaBscgbtJb26Ll65yqdflzKF7XzufJ4nF1arquru17Fzns%20kIMG+IOrvZQBZSeWXbs5lice/wCK+JeNzSei6Oz4dXoY5eXYOB5gQ3UQZ4WjQhcfxX1O+s308NTz%20jFW13jZZ3AOdK00+hX+XHv50urzLA04bmRMjfswa0XbbnV83NMb4dkHqRBHYRiJhaWt7F5nnk+h1%209PWdfJn7zmNxkZm+IhrTULpvVmPJ13nKxpGXE2RwzgZNR0+ZRrrhrcbasblMtfOikhMxHwwo2pXR%20rrI8zbs43Chmz7b+xjs5Buma6peVeOJaa3d0XD3Ah4RdRF43EaBcvZr/AGby4mEbi+Wjksp4Zju2%20MO2qeHNnyw2djkluHFv5y3hbTytMBj5Lq4gg7HUBS2o108uhciyQxGFtsfB+tJDXAddVz6+a674i%20ts7OG2uY5pWeJw3UPtWtrKa+UrIRsfSQEU6hq4/y33+DuEuRPO22PYeirj5y5+yZmF1zeX4SCK0a%20NJWao1ro01xq4vbNec9NGzTWhXXL/Vyb3y2Djb2dsGOaHSH6Vz4ZyYrsf4cYy0chkIp5nwdB8nn/%20AM66en8q2doW6HK/XDkU+GnwDoQC+f4sUOo8Pk/pLzv+hf8AX/3/AOmfY53e5m9ycO+72MFPq6Fe%20XawtaXBcvwmDwgowSz0pVw3KMpywWZzssl/JdT6+c6sDewHs0Thyn7CbI3NPiwWzn9UG+7T2q5Fx%20Ev8AMXd9PJhJotoiFd9KD6VXFbO4rGiLIPbdaN3UaexZcfKK1lnjLQZiJxlJtqeIg+Fb6QIHqIb0%20xxx+dCbBrh5Qa4b116BEteO2d++0y1w5/m2ADomOPhNPYtpTlaK+yt5mIxLcbIbZg27I/CdPYFnt%20TWvFXw5hzrHWOG2FS92lQPaubc1lcQ4iOTy8eS5zdHl/f7FlxKr5udtI8H8HRouh9b/0rXXRDBHP%20ZS6u5rTHUIPhnL+72LaaDAsZY43DX7HkGaR53Pa7xCqd1ND5hkpspM+3Y34aAe6GjYVjtqbns2Nv%20Y5T94iQRD9S4V1U4Ccy2yLsc+aMgWbfeJ9/5lprFKGe+v43M+BglmO7UuaXCi6NK26l/fY+a/itZ%20vIIlYAXNLdKrS7us67ieUyTAHMhjh6EGgKw23LJY9M+MWT4JnPMl2XDe0Goqo27b8Jy03MbqPD4u%20G1twxgljAANB2KZuMud4nDZ7OX/wjmsbaOqS8aflW+lGVbyO2g41cOZYjzLhhpJv1b8y6NTyjWvK%208XlrZ1rk7cskdoHMbQfSrvg/lXZHh9syD4jHSVr0DnJzYsKe6tJ7aMGSm72K5SwiQSmU7ZNGdoCq%20U4vLARhojs6F/buTyuQu+l+Acxzzuc/3gNVNaSIt3cwSs+IY1wcOyiSrFHcv3HzD1KHLtfKXimF7%20tvf0Q6elp7fHPDA0kpV6GtFk7cCFjXEj5FNLfZA+EtbVvxO525mtKqHLvufwl5De5Rsku7y6jwHp%209Cz28Mc5d5tjZXuJtYoRTywNAs9qqarC1s9rdrh8i5a0WL7VrLZpBPXomKfnimLITCKU60VRKVW6%200q0dO5VKkme8dE0bwNdFWUmpIGkB7jTdqqyRXkRMj3tJLkWkYa9znqclhN8vczojIwYbbVejIwUY%206GiMjAwz2IyMDDEZGBPFEFghAEUAVAdD0QMDEbWmjEA63HB43PNPkQAMUTfC01KAEUO2Xe/oAqhx%20w31rz9vLILWMkPa6hWuky054ZPA4i+ucdIGa7hpVPK5uju4vkbYl85PlquRWmH4a/vg5gc1rGe7Q%200T5Josdj7i1a6KV53E6AHRPJZdI4NxKN72XuVkYywGoJIB/Kg7v4dIn9TeEY+JlnYybXw+EltADR%20aRx3bypsv6lYa6ad0op3g6punr3Us3LeIXUHlXUjnfKapYdk7GbvsdxaaYTWd0861o9/T5E8J37F%20ddzyWdyLiAieNo6P8QTw4+zdkLrkUk2SlM0Qjb/ktoqcmxP8S28YLWVNe9KpkbP02yIu8oxgOp7F%20z7PS9X5av1TmcLKBh0oVlX0PTfDmxuq3EcRPvURE97pmLhYePsibExx/OIqVtq8Xu+TlqYoLS4a+%20JlS0gaBa5RpHOLqNguJHGtNxWdrv69SI54Ip4XM6l46/KplHbp4embKybccZsnst4gfKBLto10VO%20G6qnLMnh45cN+GYRr4g1Jt1x50u7kNz024U1OgRl2a/B66eXxl7R0VRy97K31+fPNVceP2o7pPiC%20AOxXGehx+2K4ieejeqWzZ6u/Btcwzx8sdH2fd27/AHpETvXpJNmqOWf/AE/df3f7xqvr+Udnw52X%20LpcwVqkCgaJgKoMc8UdzYyQvaHVaeqmqleWOV419nyG5BG1rpDT6Vy9nh061T3pIGwdFmvYrGWLb%20iQRE6uWmqdvhbjiDTcxTPdtbEarr9fr5Vy9291ixzT45oY7aAAlpHRX7fXJ8L9Ha7N9xlj2Ytodo%204NFAvL2uK+k6JnSxoW5C3iswDGHSAfOtp3+Hl93/AD7yUL+Q3zJyY7Y7fYFP3r1/51Vt5FkMg8vM%20bmEqdu906f8ALyi23GcibjcS4D51H32t9f8AlyNNa4e5DQDI4UUXsraf87U1lLK6ZHRkrjT2q9N2%20Xb6Enwr8VdzG4+HnkLR3kp73wfr9OPFjVMkxtuwF0rXH2lYZr0PrhZ5bBbt2wuGncU+Q+rVDk5pc%20uPhaXexLlT+vVGn5VfHVtufoTmSlhpubzFxoy3dr3ApyC3WfNPeVmHM3ztfEPbUJ8Wd7tcojorx7%20iPOdT5UrcN5/aHIMa+tZJS4dxU5HBIdZxOFGnank51BHYRsNSa0SrTAXc0OzYGj5VnarTRSZSEXU%20YiHboiXFR7mudKuOPYltnZAV8S3zl8njykSt2B1SlhNQt4Lj7EUREdFvuvMJoAo4i1OilEmhNA1V%20hGTl7bx3MDYwaU7U4eUKK2bG8RN6HtRREmCcteWdgSVknI1e2rT8ymRUV17MPhXN260Sx5EZe4Ms%20DhIyviOq0sRsK4cJI/MdoQjUsqy5njuqQtA7ltIz2PWONcx3lluneo2pRe2OGELxpurqpyviubG2%20baXTHOFA86hcndPMb9czHTcRPCYWtYwD2hdum39WW08kcnvrWK38prQ1zxq8Lm7PNZ2YcG5Tye7O%20QdZR1kax2pXT1dfGJ18ihfKYPNaKv/NTy6tdEWfJXVw10czC3boAUkdkJ4/dskyJtJWhjOxxTvlf%20r7ca1V1N9x3MUVr9s+UbgAstevlXtaf9Hjrho4+TX1/axwTwlgbpqt5r+HL2exfn/LlvqViZI7z4%202GPxEjotJ4mHn8+VydxdhLcYnzZhsLW9q4rp/Z6c9u8MIdvMwTiEd9Krs1uHnXX8teLn7sxLpN9Q%20levNyXX28YxOVyIvC4sNN/Wiq6uTtuaoGv8AhrkDtqlt5b9PbNY2LsjK3HeTuLQ8e6s9tT5ZFx0X%20xmeCxzYz0d3pcWX5SsnGy1cZHCvyolXfhfemsL7yaW8kZtZA6oPZRZ9tX1LRtmcnym5fcHbaRDew%20noaI18RW9yGTyFtcX7ZGOAjiGzTpooyWtzUJ0zvMMhdVnULPDXap3F2umzfnUoyira+E6zyu+bXs%20UtxA11KtbQKNfEXvs5ZAGx8hkIFfMdT8q6Jf6uHb/Za5UOt8swE7mbQaKdE9l8u5/h1vm3TuQNaK%20CJtl+X4j+ZdHXML3+I7MtUOPfiDtJJ38ecwgeWbutfb5H8y8z/pX/X/3/wCmfY5Dk37HMicXVI7O%20i8m1zWoLru7YRADWOvQ9UJyvW22Klihlvt1Y6FtFesOUxnucPgaIMTs88CjC4ArfWNdUaXO3V1iW%20GcxDJn3y2gWvFanubi5fHsuiG7hQEaFRdWdW/G2uktjjdshjkOsxrQf6SqQC5TxzhWItorm+luJ5%209wo1jy4V+RaShAzHLJ3WMbLIBsDG0ZprT2p8jWHCGOyEQnv9z4K6+Wlaa6uRyJ0sseP2W9lFqC7w%20uIHtUU1ZY524fK5jWPY9ho9zwQCfYlIFhcvyVxFvhlbuPtWmpHJ5HY+1jkt5GNnePti4jVawFYuX%20zJRflwe+L6vWvzKbTwiS4zP5/Pvlk2RWLfE1vuu0WG2wws7m/tcwGYu7g2us/BG8NpWneVjzPCvy%20WNsMSzz8jWWxbq6GDV5HyBXrvk1nj76OSwiuMHatgtpDRgumAO/KtpvhrpV3dYq9s7Vt7fmBkJG5%207RQEj2JbdjbmyrsrxrLZEQQtmjj6OfqG1+VYbdiLuLE8fx97mpLfGOeZYjVzpCS0/IsubO9iu9Us%20XFc5Gxx0rnC6eAyNwNG19qvXcvsV7Mi3ilt90XXiuaVErNRT5V19dP7GDfmLLK5WcZBrjCw1BAXZ%20qqdhvIZviJYbKyheZX6B4HQ/KntLjK5uFriBHaiV8tGHsLllN1ckfJYVj4vMadw66Gq112LkyV3F%20LFN9mwmnYBqttaOa1xFpc2YORuWOZE8UAcCFSpsrHXZdevke7cwuq0HVDTXdKuL+Z8dIg0M9qMLu%20/hTXD3vNHdfYiOLbbytME13nsPYCh2dOzZuuWMAPsSd+uytvb4ONKj2VU1n2bIcFvcXl9FACDHIa%20FZbOPbZpncQmtXtEAHYarHaq0rp3HoJ8fZQmUjUBZWunXVpYb2F1Cenas7E2rCS6tX2wa3qjBZHD%20fO20YK7UJyfiyMhaQ8a/IjJIOTdJMG0HanlNqyfA18EI7QBVPKcnBYsEVap5COLYB6DSjHRiYRgX%20B6AcEddSgyvKQQ/KQCXQ7kCwn4b2IykRtijIELUk0RkFPsHtG5nVGQil9yHbHdEZCZDYlw3DqjIL%20FndbyX/qqfOqlFrh3qXxOCfISTCCWRwdXwglVNsJ5MMctyXHEQY+xlA6eKMlXpJfNPmTd5bnV3Bs%20uLN/lH82M1V51VLVcIeXQ+IWcoaengcnLqryTLLydpq6ym3dn2bv5k5hG1Kv8zyufHNtL6OW3sh0%20dtcz8qvMnwx23qiLomEbnyexxJVTywyRcONd0criO4uTaa7EGefYBud+VGGv2+Cgbgt3MkcKdRUp%204Rt2LLF8gubaLy5CXN7a6qmV3Hd39ndVIFHlAnlUSQBpJodeiVaTVt/R2by+WwtefARqsux2er8u%20mesnkOs4TEQTXWi56+g6fhyCdxbKyTtaiJ761GI55cWtsLelWj2LXV43bfJF3zmeTc0D3vYtMl1q%20S4yj5GuNDUrPavS60T4hh2OlDvAdzad4U6q7Z4b+y9cuU21hFYta34eJu1nh1oFo4bqj33rbziaz%20fZxNiFo/3qsqVNXrGSgu47m5fdytPxT/AH+5DpkWNj5b4JhJ29FUcnexmbhay6O3otNXj9nybsdr%20antIVxGvyEjy0OEjTr0KVXa9P/gdGnNCDUH7sp/vaIm16lTJUct/+n7r+7/eNV9fyjs+HOaroc8K%206IisACmkrqgHIXUJHYRRTTji3rXx9ttPHeRt96rnFYdkb9TkBnEja9SsY32TcDK1uQY5xpRVqhps%20vky+MMh1/Oouzq2w5uyZROPuhF+HTO+Yo7trW/rXi6RYZGB7o44iCOmi8zvfRf8APuTnxEIvXiV1%20AOxYPW4yp/3pi4wAS1BXXBMvIrFg+z2lMkd3KzSkbGlMRFfyfJONGRaIGB2uSyFzKGSR+8aKtWfZ%20txjRQent5kGC6jjO49y04uDb3NZTg9KcpIftGvAT+sv3tZCoPTjHW8wjuJiJCaFpU8CvtWzK5/8A%20Lu0t5Glh3ClVfDDH93KbYcbxM8nkuI3g0ojWZRv3bSZWc2NwmGaXSloc0VoaLWyRx/sb9l8MPyjl%20gvHmC3jb5Y03NXNvu9P1PT2vms+y52tHf2rnty9rTr4kuvPajLSQ18YQ7qllXEH35p1RkuCHcXNW%20E1U5aYItpd0je2iOXlHdrnStBHc0jHYF0zGHxvbrjYxcT79B0RlmajYwNJrqppZMso921XqQrgeU%2007TqijiFpPIQAe1K1OFm2CMM3V8SjLWQ2+22AvHUoFhiNpc47+iqBAyPlseGONAVWSyrp7aFzan3%20R0KORVUZVsJgd5bqlGtSzePbJHegkaVW2URvLeCN1sJToaLKw6PHZE/FBrh00CfE5Uq8lvbq9gjh%20ZUB2tFjvrF674dDxUzLO3bFKaTU90pXbEKXNU3N5GRYie6LqSNFWhTpc1HZHGbJgfO+9mH63tK7N%207mYjDS4recFwUWSvBXWOhP0Lmu2HZ125YvnV7HZ519tABSN5aafKtZ5it4kWtjZS2bL0PpOeoCWc%20eBrqvME60myEV5fP2iHQVV63CttY3/F8a/P5YxsjHwocNrwOoWkHZ25mEX1X4dDY3TbaNu5vhJKO%20y+GPT8s9yvG2GO443ynATOjB2jvoufXfNdPZiRyqx3OkD36OqurGWGvZ4aPIyCfCPa40WkZbsOyR%20sctA6tCkL8E3cLZpWSMNXbholPDnsbKDGC6bBJL4WMaKrLfZ0azwvYMnaRsba2+1xZo4jqotXIYy%20FmzIyNt2nxEg0Czzjyc/w0lzcQcYxkVjb08y7YN3fVH+y8cUe7yTm4VrW6TuBDiOqmnfhi5LmaGz%20kbU73OqquqNLhpsZDNeWEIp9XUrG+G3y0mLhfYxs2jxE0KjbZesQufRujyFo8mjXNq5adczGe/yx%20mVtvg7i3u4tfNeKrXWubeeUrMXHmvbKfe2gKdPFY9vy7N+F41dyZ3eLH/wCIXVovPh3dWTjf4iHF%20ruOkGhrd0/7Beb/0dc8f/f8A6Y9tw5Lf+aNl08h8UY8QbqV5N1c1pUeMkuIRlWUFsekZ95TCwi5a%204llhEcB2Do7ctdauaouBwGLF024vw58YNXAHVdGla66m8izjsObc+2hnkjcaMY2pIPyLeVphqW8M%20N7ZtvciP8Mwbo2N0dT2owi6M3l+YZKwY7G4SINtOjg5tX19hS4lxUdzfZW9jjZ8LKZiftHPaS2iX%20EsNC7B2v3YYi5sb5W+MPNDX2JYCfxbMWHHrD7ujcHyk1ArUopyL66vrvIsi+ILWRuI8qnh19qWTw%20eymOlt/Ktb7yyZx9m6Og09qeTwzU9pfWGS+Ga7/C9h+X2pwknMem/Jco21mtpQIHEFxr2KsjLQQc%20Xg44IpJLqNzmtBeNwOqm08qi95ZbMyLnwuFTp4eix21GU7HZrF3ErYnsL5pzQPZ0aT+csuFPKyyd%20vx3BESXbvicmRuiDTuZT2hE0oypb7lltko2Q3e2GNhqxrPBqFfwOeEfkt3d561hi877G3bRgaaVA%2071G2wvYy+RZnYcM+yxxYyQnR7hr9Kz131z/b4Rd2x9Oo8hYWPnX5Ek4bVxZ1Ky33mf6/CbVPy3LD%20L3vxDLaVklsTtc5pHTuVabCMLyLIX94wsMbjP0BI1Xb1bqmtR8NwTPTN864vLaC3kHia9wa6nzrv%2013n4XNatxxbhWIge8yiW56mjgdfYjfOzTWIT7zh8sWy6im6/VqFM0pnLrK8Mx9qCI5XMI6VqVrrr%20Qy9zynjAm86wt3idvu7xULaaEr87y7I5ayFrIGNjHTaKK5DjPRxNHv6nsVKlOl7fLLD0QrkXaY2S%20d1I9QorGy5X+Jx0kDXb2EHs0Sy6erbCVkPNgszO5ri0dwRydU71A+YXrQGVaR3pUtuzLV8L4/PO7%204kzM+zPuk6rPaMbrl1aytrH4VrptZR2Lm3a6arAwNuImiOpDOwLC7OmXwftHRMhc14JI7kcmdWdi%20yEt3EOp7UZSftpWskdt6e1GSKmvR5oHU9wSKxNtHRz6O8JHehOD8Tg55bXQIwWD0s7GN8seJ3eOi%20BIhm7LH+Jjj8gVZVhZWzxcRkgFtO9GRgl8LY2+Y4Vb7EZGBtZvG5ug7kxgkUPYgYLY3cdo6oGCww%20NPi1QQ/B3JgVGdyCDwDUjQIGSmyNkO2IgfKgZIfGzftkFXd4RgZSBCbcAgVB6BGCyf8AM82CgFH+%201PKbTcVvbNqZ4WvJ72goyjAC2sXOqLWL52BPJxJgx9m+XxW8W3/MCa5RPtLKeUxPtogGe6dgVRXI%20JMVaRtq+3gJ7CGBXEbVxD1d9Q+H3Rk4vNjZJLmI1Lrdn8y011vyx2jmuMw+AzUjYHYy7hYzQPewt%20/KtpGN1ROW8Hx1lKIMZBK+RwqHCrgFUNDxvp/npovtJ4YG092UgH8qZot5w66xxc6e6hlHdG4FPK%20LFDMY23Gwjw+xGS4g622nzWnw9yWWmvgU10ZAGtFKaFKtpVzw/JMxuSbcOB3DuWezr6PFabO82t8%20r9g4Oq06VWV1er1+zGduTtcHO9zuRNB2dvI4y7gEVWNPzq5HBvpk07IRAglhPyBUnXXAzkraRwaB%20t9pU2OrXukJdkbZjtoG72jopmqr3ylnJtYBRoNelArZWksyVy+UR7RtPbRITbCTFIN5Gm7tojDT7%20pgxf35he1kdauTkc3b2ZVuRxV+6A3rv1QV6152+mVZA9zZGk+7XVWzmro1jxuyynGbm9jID4W9vX%20olk9o7D+B1jmfxs09hxg/wDe00PUyYU/Lv8A6eu/7v8AetV9fyjs+HOQuhzwpx0RFADomkppU2ng%20etVJ4Yf1otzLhtwHRineeG3U81BwjYe+pWEbbJOJ8x920qtYmrUzuinLT7pOq6dK594VcAsYZ7fq%20n2WYPSrn0+ylxNeFsxOjqarzu59D/wAvZs8nbOfclzO0rmj6CxHfYRAfakgoE1/ySIMcz3npZLjB%20i5xUXR6Ff1D77so/dcE8s7tEeTlD45mOgIrVVrWHdjeYdI4v6l5O2tGB9NoWv2PK3/5ufLd4n1Rt%20JwG3DmglXru4e30doz+ZytjcZV11u+z3VBCdsdGmtmmEyXnGKFGmQaCid7I5tfU3tZ93JrSG8dcQ%20P1rUKOcjvnr77TFUPIeSXmVuHFzvsz3Ln7Oy16Hq/wDOmk8qdpEY8JrXqs8vS1mPBDpklcTLpijK%205qbdKUsqwadMe9B4NSz+A6qTsiRjyXglvYntEYllXVtI2SPYT4gteiW/L5L/AKE1m3g3O9rHho7V%20vdXm5Btde8pTUEMjlZJWmqZZKkaXHxdO1LCpQjLQ7a3qFN1UmRueSK9ETUpsW641DXdEYVk3cXFu%20wbQdUqFdlLYTRb/rAaJyJrMXl7Oxjoj9UIwzuyPhIXXc22T3Sr4jksRgoY7tpcKNqiVMq4uLURwt%20az3E8qqtvfhbeRpiP2iufBNpx2CG0sfjr0UJbujJXndu9t8F8s1JzJ17y3yWu+z6CivjeJ3bDVc5%20sJbnjrnsFW7NVh0742G+XGMxe29pjIIQaS1pRer1zzlEdM9JZp7fEOvJRQaip9q5PZv9vD0OrXw5%20xzS1jfmrq6P13lwWnTbGe98s63M3UbhDEdAVvtpnyemy2H37c2+6IfZabiEpYjt+XffSLNNtba1i%20aR5ooJVvNcs+zbEa71cZZvxByDSPOACnbTMZTfDzLyXlEt6/ynO8MfhouPXps2afZazPx8bDUHVd%202swnf48JLstLNZOjroqLPhmHTFs7t3elk9fhKtHXAnbIR9iSKFGGW7pDHPdhXSx+61upXLvfLfrv%20hSYZ7BcTSV8RRdVStjwoW82ZEtwfCGlLb4EnlM5BjZsvmYriAbre1dRxHcs9NsN9plAuba5ffPYw%20Viai7QTVUXePMt+yNg+zPvfKny8M9tfLaWLYsbj9x0AauXbby31nhOwt/b3wBBqAU7qcqHzJzbu5%20hDvdYKLXqvhnvGOdd217eMsSa+Q4UVYw5t75M8mDbe6awe7QJddynu1ds/C09jhyXb3WFf8AeF2a%20RP4d5Vhwv8T19b2g42Za1f8AGhlO/wDw64Pe/H/rn7/w43j8hI2FzXnwv1AK8nZguMdfXrWUc4G2%20/NCzwqKfK5CK5v4re28b3OoQ3WivWNI1JxF7bQstPhZDczAFkgadoqt9I0i0dxcYHFtyr3xuyEmh%20jNCQT7FvrGkQ7Cfl+50uRmj+BfqGgU8K1iaXdzcOtx8eQDMzqailUJqgzXK82IBNjnQi2fowbQSl%20U1mb8ZW/j+LvSd0YqA3SqVJDxcDDdDJSNe3ZpR3sU042PF+QMy1+61ummaOL9U2PqD7aKLFL/kjM%20myeG5kkBghGjPrUSkOmI737zjb4SIwe0a6LRm20fL4LDCfDOjL9rKANFT0Soc2ZZXHIMg6Z3mRWm%2047w8kKaFNluH3oyvk4uZvlk01NSptDajjbuIYXz3SNuLq7Z0YdxaaJZDH2hvgyTJZFxLmE7Wk60+%20dTyDO5K2zuavTJYxPbDWodQ0oq1s/Ka1vGrK8bD5c8g8xgptPWqy21SsMlLHa2x8+Fxd7AsNtA0H%20GJg+1ZJC0tqOjlnwNH5nkcgQ2GCSGOVwo0EAErTTRcZW1wWZtmnJ5R0b4/zWjVdnXo11YDlUU2Wv%20HMYXwxtd4dS0Lu6pZ8Ligv8ACz2TBOZy5zBoN1VtDpqx5HQ/4obmdw6quIWtrl8Bch0d1ZzUdo11%20NFcgU+VxEMDjLYyN+HOpYTUq4FVWqoCJRQJTQnYrIy209WDb7T0Sptvir9lwG+aA+v5qyoJ5NeEW%20TreAtaD2HqkuM9x3jl9k3Tlng8ppcXHoaJxcqw4S8Mv5InE+ZG/b100KWzXWurwW2wC5mNW/mhcv%20Y1jQYw0ic62IAePFVclWEU0Ns8h+pJqUyq1ivPNiDYwhKVDZgROe80JCcCHaRtbftld4mA6pks2+%20VcXb/L8IATI9Zthf5jDo4aJg41jIdCCT3owR9lywD3K/MlxM424JifQUTwDIuXtg70YA4JXGpOiQ%20PQvZrVGQG9vmeFGQSx7t5qnkUvcnksC3JlgNw7enagsHYba3d9o3RBHmlgcQOqBgTZJnXDNRtBQW%20Eu6a5sgk6Np17FU1TUSXJwDwm4jYfaQnxTky3L2LD476Af6QT4jJ6PN4pxoL+GvseFU1GU19xYva%20wtuGGvaCrmoyZyt5BaQFzwXx0qSFU1GXBslzz09wvNJb6+tHzSnQjQqpqLWutPVXhWbj8q1ZFbtf%20oGuDQ7VbRlXPfUDls+Iu/IwsYBeKiR7dw1VE53f3mdzDN924mV3veXUD8iArTgsgxjn1e0Drvrqg%20KuU7X7Xe93oBLXSV9iAdLWAbndiVPWp+CDJ78NaQ0U7VNjo17B3my1v37yHCvYjDXXsSZLuGd7GM%20FK96MNZ2Nvx70wvsxZtuILiJlexxRg/sTbb0jyPxDohcwuoaP1CMIvak3HpBjoZmsvLuERn3nBwF%20EYY7ditl4fxC2vDaC4je3o1weDqjA07MH8l6O3ULI5ra7hZHPrHuPYUYa/ahO9IOURDzXX1t5A6k%20EJYTe1nc9gZuPt8+SZku7SrDUJ4Re1mnXhM7ZHAvBNaBGEXsXWQzYkwjrdtu9lfrOGiMIu7O2cbZ%20yGu7E8J5tRj8nPZWUljAHNZMKOB7URNrv/4K43R3PN2O/wD6w/T8WrS9PoCn5d/9PXf93+9ar6/l%20G/w5wCuhgMapGOqnKaNoKaoX2KYpQ+odmLrjVy4ipbGafQlu0668nXEZZcvY7sJWDarDDkNvGDsR%20KeE2/b9sT3lb61hvCsW8yXIt3asPYnv8J6p5bPHYu3sLiJ8TdpfqVw9lfQf8+Y2X01yCR3rly+kk%20UWfur0ThsR8NFUY9lqtEWRkAqTqqwy8lsxF8/UpfBYp6PBXLveSVOu1KhwLgQSOieYU6rldW+2OI%20RnsU5dOuvg8x+01YaFPkm9Up597cPbsLtEXes/1tTIhLtXH8qnLSdWsKIjY3VK7K4ww66jboDojL%20XKMchHu26qcF4Jkumd6d8HzhuMy3L/Lh95Gut2Z7d01803dtuLMhs/U9Eba8R19vP4RHXoGpqpy1%20xTM2QYWEBpr8iWRirHi98x7Ljf2DSq6+nSV4X/R9vbq8Q5jck9+ZfED4KaBdO2k1nh87t23e5q4k%20aTJvPYsqKctpGukoegU1eEjcDcD82iIOJi9JY4U6FK0SG42FrfM7SjIpTLp4BBOqWU4N/EnzBu70%208hMiggll3P1CjJiyV7ZNLWM6AUKqbJtZ/LQ2T2Nc0eJ3VXEnsNj4wzdGKFVSsP3kgDw36wUWFJgm%20e9As9p95H5Wb4zg5cjfC6uNbZh8VVPdviYRWlz0zbyD4Gy0ZDoQuXTTzmtJr4cyxlo635t5T+vVd%20dn9WeHbcw8Hi0rXa+DT6F5N8bHa8z3VndX3JhA7WESDaPnXu9e04Ms+XfLq0iwHp+5w8L6A/kXmZ%205bvT67/Vw65v5rueR0pq0nRd808MO2oM1rHE0zjoq02vwxm1yexHJbn4d8LDRlaI20dG1zHSfTPk%20bLe5fLO6gbqV0de2I5e3+0aLnXJcnyC2db41x8kD+RayOeXDgGWfcW13JFKftKkH5VlZ5ayoIe8n%20VFaSrWwG6EhEVtMQrAYF+VyboxQtDqFa69WfLDbtw0fIsRa4qJtuW+IEdFj2f4idbk9a3UrMPJb1%20oHjQLmuvl04xFJB50M1G/WNFr+EcsNNiLuSGby4zSWi5/mr12y13AssIGXsN/qZHHao7ph0dW3k5%20JNC/ITshHUaLLTW/LW7TKqngNnG98lDKTVqv5jO3ybtMk6/cLV5qDpRZXVcTrRj8Xf8AlA0jPZ8q%20rPg8HOVyu+zER8T21V9cRuw2Fs5oczLcTdpqttp4YcfKTye4ju70bOwUWfXMF3u2fhRY5o5Ru/8A%20YKfN8SurW5Z/h39WTz3+LNsRPFDICQ035FPZ8MuD3r8f+sO6fDidk+7ykjBbNIjZoTReZtGOG4w+%20Cup2NtzOxnfu7lHE4uruw4Fw5jLiSB13lLj3HRncA/5FpIuK+X1XzdtdshvA1j3fqGuaAdvYt9Y0%20hNrlZMvkZLjIuIiA3AnRtQtpFsnyHneQyBuLGxeGRW9W19gTTWNgv5X277a7LpXPPVpRalpocXkn%204mI27vLiZqNynKbUzG3891G63mIe5nh3geEfKlkl9AePR442t2BNcn68Z0QcWnBLXBY69nkx9jK2%205nG0SOFW1KMLifyHAZizsbi8yt1HuNXQwHRxHcAnxFrn+O5BkWyEtO1laCMjxJIX1hlsnZuddZFp%20fbO1a2nYpoJynN7a6tnmwZ8NC3STdpqooQuIchs7fJG7ugbqN2gaw1NVnaG6ZG3ISifynxQONWiT%20oAs7Qa5Hj8P8IW+WZdNTH0UXYJPEWww2nlua2K3LSGbwKrTrpM7kOJ5tuUdfWNwx0DX7nNbrpVbU%20sK/KZy9+82MvIXG1AAe/bp9KysJpDlLSHFtltZWRilQCQoweGfxdtByLJC/u52ubaO90GlaLTWLi%20k9RfUS2tb84u0aRCAu3r08ZXGGZnnZMlr6NbHr3VXTrGkV1/kbKYEEEbdKE9Vdhq63xkcswn8lwh%20qnkOtcX47jstgrkSQbTDGS1xFOxXA43ko47O8mtxU+MgGunVVAiqgSSEUCqpCfi7Z13J5cpBjHQD%20qlTa7G426trd8lodoaKmuqzoUF9khJef4s7nDuU4PLXcWu3OtbhsMrGMEZ0NK0oqi9aj8GbjZLy6%20e4VuGyHb7TVLZrK6bcW1w3Gi5c0uH5g6rl7G+qTZyTugjNufLJ98OXJWhy5gBeH11HVNNWmFuNzx%20E0VKErbIm4jY0O8Id3piq+K5MFwGEboz1ITIuPJOjvT5TTR2iZNNHjCGMlAIMgqUwvha4tmGc6Wg%20ueypTkJUs8vZVraqsGIuZ5T6iiWAibj5B8sbvkSARyjaQdHdoUUG2l5JopBUTnCTVLIPCQEmicp4%20HuVZGA3IyMA53hKZIrr+SPwtaaJlhYW07TCHu0cUywNlwWkvLgGhPAw5nz/1fmx187F28gqR1C30%201Yb1yXN8v5NdPdIy52td07FrNGeWSvc7yFziX3Zd/mkq5rBlHh5Fm2u8Nw9rh2kmirhBlbwepPNY%20A1sd5pH07U+MGWt43628svLiPG5GcPilO0miOIy6Xa+l3A8xF965NpmmkFSGu7U5qMsjyP0z4pZy%20l+LjkjuGmsB3GgPZVNNUEmIzMDTNyC8hkiZ7sXR21AUdzyvF20zo7S3dQe67qKoClyHJc1MCLgh0%20TvcDRSgQFUyH4g7/AKyAl2NmXSlrhogG8taOgkYQPB2oJDimcyfzLc7D3lGCyUJnGYvmO89tEYXN%20kh1wyYboQWlvaUYXN3YOM22Zg4ZFfWUm6dxoQ3XRGD5tTg8ZcR4+a5muG/EysJc2uoNEYTdlJc8f%20ivON3suQugJQTtO6mieGd2cUure2ivfJt5iXRuqJN1QaJYLk2UHKsrljZWcs+yK3o3cTQUCMDm6F%20n4//APFSx2d019yQKEOqjA5udcvs2w8Ns3yyB92SPM11RgcmAt7mSCj2e8OlUYGWmmzBuuMuZNt8%2072CiMFlTY2JtGvjNHjUp4CzucuWvYXkOLO5JUejfwV3XxNzzeWmh+66f72iB6fTCn5d/9PXf93+9%20ar0vlO/w5uaLflGOBtcEXaEG5oUXeKkEZ2gKL2HNSDdjol9iuKNnnC4wF3H1q0j8izvYJHlDPQmL%20NzRUpQnRDaCx79t00oWsMiSQCO1aasdk3jMtuy6Hmirle/wXT/s2EkjjNGaHb2Li3+Huepf7RImJ%208BB7Vx5fTz4SRDBIA6RtSqynjke22b0b0T5HwhLpWAeHRTafGGxc60BSyfETrwt7Ui8G3X35rS49%20wVYK7SEnJUHiBafajCZvKR97ta4An3tAnBtVrZ4zI3pDonHaRVaTrtcfZ7U1VGZmu7KYQuBca0Ub%2064b9G3OIQurl8rGBjtXAHRRK0vht73jI+4zcMZ9rtBHet9tfDyNfd/8A9cMpb4LJ3HhAcFjwteve%20/SNTxLiN3a3wnun1ZToVr06WV5H/AEvb121xqvs96c3mcnjfZmjW9aLXu68ub0f+hNJ5LtPRa7gY%20HXD2n2FY69Dbs/7E/DRYj0dsJvE8MNB0W06HLt/1bfhzDl+BZgcrNBE3a0uIoFtrJHn9/bezzWSx%20rnff7gNNFW18OTrvnDXyhzmhoOpHVc8b7QdszyzQ6lPBypzW671NVlHyH2lKdii0QiGroxHXUIhU%20fkCOQFxqEQYLfatkjc5uhHRFGEIXD7eM73VKiwKK7vy4uNda6KtdUbq6e9lcWNroCt9YmNNjboNt%20w5p7EUrsaeXSOea6pYPKfY2LJYTvoTRZ2+TFBeS2VvJaxHa550IRZLckkwTmzY2SQ7nS+8UrMn9j%20GTy7+cea3QEBaX/VHZcOzTRh3Gnvk1aGa/QvK2/2Tr5cbj45cTclhu4GnyvNBNO6q9HXb+p3Vr/V%207PM+DjxMJpWNtQO+iy6Ovzl16b4jh9/NLEWMYDXtou+DeSpNhishkBSpazrQotkY3XKT8Fb2TvI2%20eN3UrOW0bZkSjLNbOh8l20PNHLTW+WOr0D6eDBv4oWzMabstPiPXouubzDHbXy89epOMEWfkfGPA%20Xk6fKo2aaxl3to0LNWUpk3k2xp1VYFtqVxq+uLK4fO1xG41ROyzwnbRcX2ZGTuQ2XxPBBJKm7YLX%20yevn+YI4YdNKLnny2l/B20tmNZSShe3tRtsLplXTX0ltl2vB8OgVzXwrWYdFLoLPEC5LftJGbge1%20cu0zXTJiH7IbcP8AeThRz2mhKL48Jv8Alj7HOS3mWLZnF0YJFCrmmIxm/wDZKbIGXzpITtDDVZ3X%20Lo5HZstJcXgqSToKp/X4K7+VxkZPJt2PuHbjt8KvTXwnbZm7GcSXNy/6oFQnsJWZmyLnZjZ1Crj4%20Ydty9N/he2+RyIgUJ+Cr/wBuq6vyL8R3RapecfxfmYz8NiiNPMORDvk/wq4/bk8ZY9v4YHA4+bFY%200yBwDHDc5ebdWSvyXI5I2l9rUyHTRLiFnxFr5WT32fY52wb7Uu0oRqOquRUNvx7M/eff9/I11vZH%20aIhoaBa6tIh565vWwG4tmlmMfoxlNfpV5UyAh8hsrm+F0/YepqptTat+LcTv3N+8LlpNq0+JlNSp%20uyav8rkBFbeVbyN8of2I94BTyTVDBfFtpcNsInW4eD5xf2/InksomCgurqYW8DyZSa16qpTjr2Py%20N3x/FsdeN2PDfs3kUqVpFRiszm+Tcpysc94XOEJpDGARUfInTrUHg0dhiRyS/IbT/ZTo/wChRUKr%2072ueQsNrBbvhhiHhc4aEKAg2XGI7vKR4m6FG3BoR0UZwHRYfT3inDrUXVy0BoFQXHt+dZ7XIUGe5%20Tks6W2eIhdYwN8ImkHhcO8FZUK/GY/PWGUjs7vIRXEEurg3VRQcy2VndkJMdE0+XH0cOivQ5DvH8%20rk43SQW8gmY7SQN1p8q1tPC4ydiyTGO+I2uiOrox7yi0sMpPicbJBsdcNji+rGXUISJFtLXGYi2m%20fBO3v2B2p+Ra6qjF8jjxWWidLHbPbfV98rq02sXGZZk8TZRut5LdzpwKFw711aS3yuKkmGeU18Mj%20j4HHoFpFNNh76eeFmJiiM87SCXsFdFWA736fWNszAXkN2zbKYiNp0NaK5A8388sTYZ+SNrC1jnk0%20PyqgoZGyaFvQphcQ4+z+EMkjavpVSFNXfLtZoKqaI1HHbSCORriQHu6oU3OQNvZYt2ynjbUqbCrm%20F9FDcVkYKP3dVMqXUuJ4HjNxx9xErYLwREve91KmicVrXO7Bl7j8rPcWcwMUUhqRqOqWzbR2LjvI%20Mjd4htxKfMi6bQFy9jp1T/ipBR7WFod3rkrVOsxHcaueGt7QURNTLZzrK7EsBq2uqpLoePynGMrB%20Fb3kX+IIA3VpqiFUjJ8BZHCZLZzXRkVDRqU8FLlAwXDHuuyZ6NjGoqmGqu58PjrYiZnmuYPCGlMr%20lhMrf3OQmMtnZy+X02gFOAi2blrRomuZBFE7pE/QhaGtrR8F7RrtAepU0I+Qeyym8i2eB7VNCvFz%20teTIKud2hRQOSeaJpI0r0U0F20j5h/ldqnAJlyEET/LYwukOhIRIcPxGVtHyHc09gVGl7oHNq1pr%203KpAENpNcyAM+yHbuTwSRcWUUEoje4PJ7lWCRJLWVzzQ0jHQKsFVfmZfKxVyWA7mtNCqkJ5h5jby%20XF/JemSk4JpUrr645uxn7fISEmO6O8DuWuGQrkwAViYR8qMBVyue5+oqO4J4Bb3+WwbTSvUJ4Bdl%20uF0ySDWUGoaOtU8BtLHnXK7BojcySKEdHuBogJ1r6jXN7LScFr2nR7uiimq+UzyZSQTyXLXuA0DS%20gKKEFjdjm1A7UA1dxzvYS1woOxAQbRt35m2M6oC3tmXMLt8zqBAM5XIxyN2hwJQSloXD3hTuVDBy%20N7ANrWkuKDwk2zZIB9rbvdGdTQIVhrMVzjP2FmLfHyeTajpG4VKAL+MeRh7ni48T/eQViLd8hzF3%20bPtp5qwv95o0QmxSjH2rew/SgrEiN9BtGgHRCMJlvm8jAPKjlPlnsOqDwjZm/uLmENmduHYEHhn3%20g10CDwkeZ/hyyh3IPibtZ3QuNNa6EIPCxtm2T4nF0ZDj3pDD01+CVrWnmgaKN/8ADKf72lCeoUwp%20OauLeM3hHZ5X71iW1xC2+HLDO46LP7GeB+Y5o1KL2UYIdcO71F3qpDYlc40VGWH0cg4YzWVhx2Lm%20fNTaW1oUpDkeZOT3kV7nJ7qIAMeTSi1kWrbdxE4KalvcvHlMJWurHZEs5XjIsLTQVCrf4Lq+XVbi%20SE4+HYAZCwa9q4N8va9TecoOe1kjx0U7gddVz8K+k+7XHiof3qzboeinKptTbsi09qlXkVvObi4b%20CDTeQK/Knr8l2eNctLmOGT47Hi7bJ5hLQ7aPaunbqxMvN6fe5bYZRrMhIDSBx+YrHD0rJ/lqeA4a%20aXJ77yAiKnRw0WnTHlf9D2OGvipvM+IOnvYzZt2s7Q0I7dP8I/5/uzF5IFt6Zzz7Hvm2FpqQVE66%206uz/AKOsb3D2VpirLyHkPf8AnLr0mI+b9r2LttmIF/x7H3MhuHFp7aKbplt0/wDRukwfsOO46Rpk%20ELSWio07kTqg2/6W20N/e/ludGYC6Nhptp3LWaOHnc5PxZOBwqyx2+2iOMgvfvfybuXSzsGwGLVP%20wzu9vy6Z6dNjbj5PMcHPFNSlmBn+X8inGXktYCQxh6hKbQqTx3PXcWaia55MZbq1VmJlYD1ba85h%20kzW7hI+pR4a/hzLfcR59xbCaU60T2kwjSYrVxvlMYq01IWGG9TbWEgbndqacJZaGsJBr7FG0OKiS%205cJHVHaoUMPdt3t6nsRgGxJLJoaj2pyJqyhIbDtLtSEU4zmcmdC8tBqFKcs/dzBrgQa17FprC2NP%20mD2t0oQtJCi7xe/4fzCfChlVg2j2Eg0KRk2t9JHMIgSeyiz31/LTRcTWT3ND3N2uIqsZtkdswE9k%20fhwXO6DRVNsOZkzj5G5wXFNKjVbyzA2uXWppa8KuaHxBn/IvL7p/dWnwqPSe+srx95azxAyRMOxx%207107+NY6dPMc59RG3TeUETNIj1o49KLs9aTinfwzhZj4XeZI9r+2mi3uqPtSX8jtIrb7CMA+xZcF%20c0LFE5W73uG0A9VNvEXbJGXtpo7sM12NOjkptlGrZ8UnvIIw4XB8unu1XRpMndVLy8fFyuLB5h7S%20NVVpYYu9tSIQ0DxjqFOTkR2W1wIS9zDQI5FTkD3MBeW0DexTam1OsIJJ5DctaQ0qbT18JRvhBKK+%20JwSsTLmnvjnE760r2KeLaVHbC++yLGtHQgrSXwMeXSnRtu7e1t92kbQ1wXLbiumNFyKxhtuIQtaQ%202g6LLlnZW/jVxy0k25Ehopr1XZfhxa+avJoH+EtPvdVlHRYlPsIra0bdGQF1ei0/CYbvruW/x75W%20k0iFE9U7qK3yJt4X1bqQp2i9b4RMHjzeZL4two1G18YRNc16e/DT5e3kTWfV+DBp/fq+uYLd25aI%20ec/xdXcFtdcNfKK/8RI+b4Vcvs65wz7HNbXPRZDEPijGobQLiurJk5Z5bOWpBNDWimwlpnuc3M2P%20trYROjaBQmlKompoNjlr4AWsDj8LJrI0dqcq40uTv7m6wcONgYQWkV0TypLPD7U2EU109rJmtq2u%20mqyuxVNxz702LrFt2xjToK9yi7Iqsm49joJzJ8VHNdH32tOv0JWpqFnLO5MHlWw8oOFC4hE2Jp/T%20jj1hirIZK+Z5z2n3gtpTiRyTLT8kuRau8NnA6sQ6UottaqKrIC/sbu3kx10y4njpsZHqQR2K6oeX%20y/LctD5OUD4gO1w2jRZVKsPML+zEdlawOaWHa6Wmh9qmgqLJZRvKbK9kmBjbQukHRvyqLA6oSzm8%20gxly0y2zAHCYe6SPaosCo5mfhvhcXbUtorchhLvrAKbqFfcWOOtYRdGQCVoruJU8Qr7CC9yF259l%209sT7+0V0T11VAvZ48GHnEMMc7v8AvI6kntWnFWEG95hLc4KSJsbmZAnwk/zKeCbFFhcXe5x7o5Wu%20ZNGNz3mtCjgSt5HYtgf5TZhbzt0aXnqVtpp5CkguchaGsr/i5O5g7F0cZ+Fw3lrSzv4fMbaOx9x1%20dJNoHn2LbWLjIT2V2yQufE4BvTTr8i31hrjj2XyGJuG3lq8QSdDuCuQ3X+N89lZaPlkY69mkbVwi%2071Ugcz5/k25PI/ETwm1e3pHJoSqDKtJfTYEgmm7LYCx3cpoVVvV10NnaVIbLEYC9uQHxHUakJrgZ%207K3NuW2s5P5pUVNUUxj8ujDSqlnUqN00dsCZfA4dAVUOULTJWVnjbmJsRL5PrJXy30rp3pPNLc4l%20kLzSKvauXtmHVo213bxuJj8xrQ3ouSt2cyAu7e8YyN+2M9SnEVqsF5c8IZuD301omlOt4AbhxY7Z%20Iw+GvegmixPOsjjryO3vg6aDtI6UTgdEs8xjL6ATBvlMeNCU04qszWLsRG64ZM1zW6kAp4ErJ23L%207qG+FtYRkjpoKogHl/i8qR8TC4uBqdKKsmTZ2szJGbTtY3q3tSyFhnLGwOMNy2Ism/PKQZy2YZQK%20yto3VIJkssEjabgaaJYBzHzWkMg3NrXRLAScvjbW0jZcMG0z6glGArR8Qz+1Dge5PAykRCWL7Z0g%20p+aqkGTrslcT/qn7Az3vaqmpWn7Jr7u4a73yO5aTUsro4XITDaxhaO+iqalyin5bgJ8fxi/uJD4m%20xk/kVcSy8eXuUgu7+QTHxbiFvo591RkYCx2+Dp7FqzwjG7udlHVRkYCB1TWu13eUsgw9rvNJk6d6%20MhYcedAM5bO9yMOFXHoEZDtWftsVe8aa2KSO7lpXyoqF35EZDj2RinjldH5Tomt0AOlEjMW0LPeM%20lT3VQC5rmVvhb070A3WQtIB1cgHbG1u4n7m/yIB69ZeygCQ0agJmJweDlFLmVgee0lANZnAYqCvw%201zGfkKeVKWOFtu/eJWup3ICWc/OW+X1HTojIyehm3x7j1RkZK3hGRkW8IyBVDtEZITGCpRkgDPtA%20jIN5Bg8sIyFVI6numlEZCTjry3ZODdRGVnaAjJ5SLm6xM0pFvAYXd7kDJJaYntD5RID029iQy9Rf%20gs2f/wCx2/8A9bX/AHtES9NphRc5NOLXp/6r98xTt8ByMzFpqVlgsHPN8xqchyGfOY2QMJ1PRPir%20B54AaCEy4jjAd8qD4s96o2Uk3HpSwkUjPRKVcjzYxhYwtcauBOpWhUI3AOqiHlazjdBGVpGOyLbt%20nF01zW1bUaq9vhGvy6fj4a2kcxdUtaNFlNY6tuyz4X93MLzERwRt+0pQAJb6TDX1fa25+VLjeCZ6%204r/hn0JqDRefery+rvvaSfLR2XpPfy03scCeyiudLn3/AOrrGlxPorIxwneXDZ4voWuvVhw9/wD1%20eUwssjFZDbZSyAlo20PsW1mXjzvuu2UVltZ2w+zha+nsCnhG+3/Q2sLfk5AzbHbCP/KAVTWObf2L%20v8nsNkmPkLZmAkntRIym1nwayN/atunsLwz2KvAtt/KukZBMatnr86Rm/hJADtkJ9iaF1g3Txsc0%20sJ8JU05TVs1++R80O0Bx6hRttStNv5Xi7abyZNjdaVNFz3lSyGQy+Hlg3RztB9hSxseGh9P76W9j%20kjtyXNBpUJ42GDXJrJ9levmmbTd2lRing1xiH47JscBoO0KsUpFD6s3mNxk8PxEjQa/WU7XZrrGX%20ws2Fv3ee17CT26KuW2EbTFaBmNxso8Mja9yXOqlVWRZBbv2MfU1pROdlUiNklZJ4hpRaW5VEC4kc%20XkltAphjtHEv1HhKAlzxMDfB1RBYhTPljbU1TqVJkXunDtyesQyLpXsvQHnw17VtjwLU9xa5zSw1%20BUyJlaiyi2YmnbVNFFbeY2oGtUZNY2uNbG9t2/rWtFnvfw008L24yrLqIOY0DyxTRcu2thdm2VU+%209fcEsOgar4+GRLGW8hDSRuGqfniw2rTxTE8Uvm9oFGhcu+ublr1fCo47ajA485knaZGkkfIt7/aY%20dGlKMGB9QcXLcSTNhu2ktDRSui01t0G++XHuWemudx92RbMklhro7WlF16duWFZ+C2vrS4+HumFg%206VctLV6xroYWYvFPlZq92oXN2ea1wvLC0tM5hnvBHxUbCQ0dSVH+qc4U2BuL6CU2NwwxvqdD1otu%20eCuzeY7iNo3DXV3M+shG5oK69ZmZRa45k7t8OclZtrGDos94c2W0V5BcQ+U5oaD2rHirKDPBHJJ5%20UeoOhIVSpsXVrG22sPh427nAfOstvljvszl41kczpXuo4H3SqyrrhPmyy7SG+E9CtNWy1xt63HXA%20lcATTtU2NMtRhMnHNdtfv1cahqx7NWmm2Wl51kH/AMPQNB7VzdUzsfb/AKuWxy7LgP7V21xdV8tC%20y6rb7j1I0WTtz4VuQubmSANNQK9Fpqzq0xr2xWZtn9JR1KV+R+FXeWf2vlgfZk03JbnodF1DjIvI%20jIJOtUtJk9rh3P8ACTcy3H8WOkFBusNvz/Erowwr0KmTzn+L2xZdz8ODm7gw5HT5fhf5lh334Ru4%20/BLY4q02xsqSNaLjrGqWe6kyNxSFpDutFnaWSsxcRXNvFbyRGKSLSp7SplPK14jZNDg6Zu0dgPak%20uVbZi+t7OVzoJWh/YztRhSuscnmMo54uXlzGfq1ltEVLkpDau3v2T9jys6m1FtLRof8AEMBMzusv%20YVNtRauS29e1rJ5N7XdD3IlLK4lmuI+POx9pJukOtWrfWqlROMWt7m5xjrN+y5h/70etR2rp1VGk%205NBxzi1gW2Vv5mVc2ou2moY/vK0sWw+JyfK87MYr6489hr4wNKLGlgxPHc2VxKyaQSNboGjsUWlg%20TMhavxszCyleztSyGw45yG6sOOx/dsnlyjq3qaICr5Lm8jmXwCW3eJmH3yOpRg8JWMsiJmOzZ3Wn%201oXaEhLiMNRJyXjPGrY3WDhBfKNpiaakVV6xUjmPKstkJrn4qzBi847pPZVXhdR8W6V7fipj5pHV%20w6JYTV/jOS2ON86VzmlzmkBo6hORLmOWvb3kWeEUTHXLnPoxzPq1K6NNPAaVnGjx1zLq+vGedUf4%20N3v6rTWKjt2K49wjkPGraTJWQnlLAYnDTa7vW0kVHF/VP0+y9hdfFWEwltY9WxMHQdyrMW5UZJ57%20jy52ljgdWHQqsh3j0Ux2KcyQSRbHUHicnkM762cSyF1m4zjLCS7qP1kIqB9CYc2srC5tLh1rdxOi%20uWe9E4UcEDBi7h817ms7Oqing9hse1t6wu1CQw7BxzHNs7R124gMczRPK45jyuWO+v5S3qxxopqN%20lK21lMVCaO7ilhnYS+O8Aawklo6J4ES4ba5lLbdtq93mabwNEq30dr9O8T8BiWNk8J7iuTsrr0aq%206t7SQB3lkOGu5ctbszyGOaSMiMUI6FERUrizrrG2zbl9ZXHQtHVNK7iuJrmXzWNMZJqQUwmTRXNy%20yvnAEdiZLduYlZi47Pftcz6yATByB8LDBK4zMk0JHYnkYP2uZxOLPmxw1l67kZLBy05bK27fdTfa%20Qv6RDqkeFxa8qw9+drLB1s7tkd0+VGRhZvymFktvhLvbLGeprojIwaLuEQxUiga5xFDQp5LFVM54%20+1/2cG0H2pHhElZZOf8AZAADUKsjCwbcW+ShbbXJAEWjCUk0zJiorXWok7gE8EiOjjkfqKN/NVQH%207WzZdvENnET2PI1VSlhvMBx6yxtuJLgASddVpLEW38FZDmllaF0MUW4joQrm0Tw/y5v6i8lyN7xf%20JChYwxupX5E8qeLXuY2SWR43v3nUfKtdax2F8c942g7flVZQOOOR9d0gSyDMsUgkoBp3oApZXyNb%20GR0QC7OF/wAUyInaHIoaV4zeDhF7ZTFjTpu6hKUIdxnJb0brkbpHe87vVSFkxHHanUChTwBSQk9J%20BRLBhHFtcKuqUBIdPds/VGo9iBhGvMhd+XSStSgYVYY57vtHbCelUAUkWzQu3FBZNU1QWSw408IQ%20E61lIiAPVBZOeeD0NSOqMHkPOr0KMU8iFxQ9dUYGRtuSKk6BGKMiF4N9a6IxSyRfXJdGKdO9GBlB%20bsYQXjdVAysWwsdZmeOPZT6yRK+VlPEXBxPWiZnbeEOjc8aUQcepPwPFx/jSuo/8Mof/AN2iB6lT%20Cj5uAeL3ten2X75inf4Vr8uTSwsdQBZyrupbYWsFE04wg5G1Iuo5GagdUwmhjXQNNfEoVCYmv3dF%20RIvMds3G7truoYVMnlUry3dxubeSMpoCVvGdppkErvcFSjJLJ/nNhjY8UroiUWNPBjIIeOtuz+sq%20t9fLO3Cw4xkXXdtK09GGgWe+q+WWt46B95W7Xat3jT51mMvRzDj8fhGXIYzcGjsHcpwe21qjZyfS%20SXY0BurdFWERocBnWZO0cKDdtNQEKjkXMrKJmerG47ySaIFRYWZatI49wU7HqbvbrOQuLPJ8KrWC%20weAe99634jwknonYIVmbPDHIyGeYtKU8FUNrcWzS3l3O7FUGR1zB/wC6x7+5PCa0XFbfk8sz/iLb%20awNNClcCGr+Lkz53Qm2pESdUlM/kuBwXBM128sf1pVOYKq1uI43Zu8u8uixo61KrwGiw/qXwziEL%20hZXjXl2pqVnYIqOVetGKztv9nM0luuiz4+V58MZa+uj8PuFg8PlFaBaXVErGZ/mGc59nLWG+BbE5%209KjuKeuiueHQsRxmzxE7bRkhOg6nvRvrBLlsfug2cbZWk6ioWFw0kZwW1/cZR73NPltNQVG2hfld%20SNhkaK6EBRFKXIkFrms6hMZRLW4Ozy36FqRyHbe8MlyI26qtT2P3z202yaEKqiVncjIxoO3qiQMl%20mY3+8warTVnS8c8BkYcfH3Kibey3Gx8ejVFGD+JDJrnZ2VSq9Yurm2mLjEG+AdqkUVtZRwxmMHV2%20qnsZ7xXuZ5b5tvXtWdvhllU2ckr8gQOxaT/VGsa7FzzT4u4ip7CFz7fLXX+qF6k3/wAFwi2hYaPe%20C0ge1a9M8rlcIwvJ8vgHOlti4+OtOxdW/XyqPl03GetfxNm2PJNY2goSQpvTj4GFmLbhXI7QXXnt%20E3vUHsSzYrVjeUXNnFG6C2fu2+EfMl1y2+XTbMIPFr7JY29hma0mGRw82vQBV24cu1dFzuNtL1rM%201j6OkoA4N/KuWbXOETK8xElvfYOZm77RjaOHtovWmOJ/lyLOYVv3vLUaArnu51n8zI61dsh1cnKJ%20UzBBxjMsvvdVltaq7Hpcw6CZ+zV9OiVjGzyyt7fzXd549BXVdGunhtqvcbcNeI4vzVG0XE/L2Re0%20PjUSrvwVgBNDkrcPqG11S7Pg+v5bLmN8JsfFBGa7SFh0zy07r4YmSP8AxDR2rojk0nlZTGQRx7Na%20dVPF02+Bsc+VwEoowdqeERIvwXxB9vqWDsV4NHhu5JYTHKKSgaD2rPY9fCkuba9M1HtIkJ0HsWmu%20Im5y9P8A4W7IWtnntKOkFkXfN56qbZLeO6poedvxcuuGzcQ8l20n7wB/3Vc3sfhOzjtth3yW1Zn7%20nOHRcWzn2TrDH2WPYZ3xhrqe8VjWbOXU1pfZI7yKMdVqczDjQ3JEeNdPCftWDw0Vxpqz8Nib2k80%20n2xOoPVW0XlvDNbhhH2bG9fastkVAzWRjuZwxrNzO0hY7M6lYvL21w1thDSOSPqe9Z3WsrWsxtlc%20S3UET4i6FxAe7solCV3qW1+JrHhrkRXJApG3U6rp6cS+WmqFxHI5vjFu3KeW991fDbNIB3rqmM+G%202qLyrKZC7vYoWzV+K1c32laX4aRfYWzu8bjxHHJtm/KufaEoc3aXfneZ5u6SQ+Jc+xVIscM9tsTJ%20EXk6qYWWg44I5Z22cEB85pq4exa6hu84eOMx0TInMF8xuvSrXLVUcqz9xmPNJnmM8Y6OHQBKrjPs%20ffyyjyCRQ6nqplU0Udvd3tp5MURkJFJHgdEyRRhPgLR0X3kxsh1+G+smiqmTGwXJdGwUl+u7vVRF%20VTnT8defu1hZcPNRcDXae9bTbPyFS6XLZ/LhuSuTNd9fiT0oFt/+Fui8L9UbbCXAw967zA0iMOro%20OxaRcdSuH4e9sqidk3nN3Bo1pVKqcO9SOGNws5zxA+Gkdtaz2lEDoXoz6fciv44sjJcG3spQHRsc%20NHDuCqG6v6iZDFcQ4jcXTI2x38TDsrSpNOoqrDxpPyGfL8gnzF0PHLWqZxWuu2ieXy9C8pU1jYY6%20+fbGZj6OB0SptQzO5uHFstpWvMYFK9izpMxeEskMpjO4mquJqMJ3yO8wtIC0iTrr6NrRubvPYEqc%20ScPnb12Yt7dp2RvcBRZbTMa6vQGJtoWWDHveC6gXFu6NVk+4tzG1m32ArCtop8va0GjxqgBjGbYg%20C8J5CyipE1zi8aoyED4u5E+6Ml0QOpHRLIwv7UW1zADIPEnkYR3RxscQxlQjIwgXc7XSeQGEOPaj%20IkWFlbUjbXqE8qWEs22PaO5LINxNEkVClkHNkEArs170sgps8MooRRGQIljTo+gSyC2yMDm/aCqv%20Wst1tHclxbC0+ZI73aLRnhMtcDeCXz52nYerSllUi6OWw2ItXCygAuXDxOHejI41nRyPL3cpbPKd%20pOg9ieT4mZo5TIX1qVUpWKHnEtz/AAnkG7Sfsz/ItNb5TY8gtc0Ola8UduOhXXJlz7GZGNJqFWGZ%20Ie5vRPiRTriXbr0RginwgNbIJQSddqMGdtn77yMv8IH1ilgN7nRFJxKMRSiV+nhHVHE8sQyIhoB0%20PaFpKzobaJWmBeApyo0+d4kbtFR2pZVlYNdK8B0btje5Tky5PIuY9lQZGakoyDVtkMS2znivLbzL%20kaQydyaaqorS5maZGNLgnlODXlneWvO0jrVB4G0mN2niCMjBUkhpuYdv+SnkcTkc0cQBdHUu6o5H%20gJblpb4Iy32p8jwa3UbuJqT2I5FYW8XDWgytIa73SU+RcTRZ4qA6HtRyGBPc73a1ARkYPWtqJzRz%20wwd5StGFiXSRQGxhPxLTrtaop4VZiPmmMt8t9abD1r3JmsI8Pm4YTO+zk+FGryRoQgrHpn8EMzJH%20c18tuxg+7KN7v+9pk9SICg544N4pfE9B5X75iW08HPlyNtyK6HosrGkpcl0KalGopIna8be0qkj+%200jAJ91GDh63uGF9CkKXmbFtziLiMDxPaaKpBK8z53FyW2buIHtPhqrQTgmWwuNk/WqztaSHOUXFl%20AGGM+6q1TstMVk7fIcb8lpq4VK6Oq+WG5rg9w2OaeFx6vol23yekdBxt7aQZK3BNDvH8qw3rfXrt%20dwzV2X8WbI0+CjURG0wozNZfdJoftC1PJYaf04sZ227p3e49pASybFeo9jNDnWOtx4zqFWoqqtYO%20XuaDABqnSiUMNzGV1bgNoiYFTsXiW2dy2bIloDTU6qbThOYk4G+5fLcvFD11SyVUlxyr0psHVEni%20HtVZJWXnrPwizFLOUVHREycZ/IfiKuWVGOlHsVcQoLv1y5pc1dA8FLiWUF/qDz++buld4eqfBN2Z%20vNXnKsg8ucSWnrRVNYMq21wUk7v8aT7dU7g8rOLH4Owq0k0dp1UYEqTb4PiccRu5K1UcvLvnTrwy%20SL3GWU7Liy6sNWlac44b1bDbz7JSZqOSR/hLg1G3kta758dJPh4J3Go8sE/QuPs8OmTwq4slGA4N%206nqp5piNJcBoJr1U/LSQjG27LqYk6tr4lpGe0Qs/bQ2z3GHQqavW+EHjrSboSP7E4mXJ7MsuJbxo%20i90u1RE7TBN3iI2w73jUrSQkKPjrJoHySN0HRNDDXsU8OXMUI8LXKpRHT8PbsnwwY/8AWlRarB63%20xxs7qJ4HhrVymjy1EklrJC0t989UqvWK25dFFko4z9YLPes+2I1zZBr5XgeF6zclqosYIo8i4+xa%20b3wqXy13E4raUSxt+s7Vc9q97lQ+p9nHNattndIjoFrpthtprmONzR4mK48ifQr0NNsxGMHhhOO3%20bC3tPTVVdqeV3i8fjMXZhsJI+dZXydVl87Fh5e86qLn8I8oV/nI47N0dueygS06rb5PDSekHKy+6%20+78m7/CuBoD3lHd1yQpK12d87AySSWmltcEu07kdXZceS2c+zWVle99wD76fzUS+WVbK67uav1K0%204tcG7LKTsv8AyCfsw6h+Raa6xNi8uMeySR07Bo4KKjaqF2MkbK7TUnRVrWusWmMsy2Ru33ydVO1X%20GjlgkDQx3RZLPuhgbJC5nUdU78F+SbyYmQ7/AHQo1mF9l8KkuZJeCRvuDqqtZaphvIj9m33joFUa%20JcdnMYCXjSlQiU5FTjLm8bl227v1Lnaqr8Il8r21sYvvSR8g+yYarLC/yTlLrGvzDZo/1LW0Pyom%20Ra7z+GS8FyeS7fcYLHb8/wAQr65hPZfh3JaM3nf8W7XGXiO00ocgf/dVz+x+E7OF/eV6zI28LXkx%20mlVx7RjtFnyC4uH2xibUCnVZWIwyWNsLl92XOJAB6qtvgSNmLuxtcc74hwqB0KJGkZ7CZezmzT9x%20DYPq9y044U1kl/aS20pkcGMjHhr2hY2IrF3d6+6a77uiLjup4dVPHz5RY6da8Kw1vxCzyjXsZlZK%20GZn1lnv/AIZ2F3HJZLSy8qNu2UNo1/tUSDDGm9e6++88gw3Th2FbaxciJLmc3krotimLLRpqyDuC%206NWuqf5TnTRXMjaSxdK9q2WZzPJ7+E+axx3dNqz2iak49810yK4mdUu1IK5t4TZMuXDGuMMRfIBo%20As8Ezljd57F5F+TbE9jngjatdQqpXZ6/u57syOhNS6h+srXEP75yLJgy7qWDQxntU2qjSYCzMcpy%20Mzdtq4VEZS1Wey3qDjwDa4q3+73e7K/872q8EwV5Fk73LieIumcf7QKomxcOiyPlsiihdHcHRz+9%20OFhJv+KZoWLhOHDzW1EpHurXUYZyXEHG4xwinEl5U/bBbnIyPwbxcPmuH7pSah3tWsql9wrN55/K%20rGxfePEMjw0tJ02os8G9X33EcJlsJHY5WFt1A2j9elQoho2U5jacbgscbYtAt4SGNDejAFcNz71w%20z7c3YER3gnLme6D006Kg87R29xEwxkEUqmaK1pbct3d6QdK4VDb3N1HbyPDY3DWqlRnnQvbe5fb2%20k1YWHSikqx0eSmrtuPHTvVRNTW5mwbF5ZtqlXEg6W0mZVlvsPelscHhbVs2etZAdjWOFVjtt4a6v%20QNl8ILNtJQ40Gi5N3RqWxr5Xgs91pqsK2hV5JHM9rPLqRoUlGdzIDTy0A7c3LPI0Z1CAg2t3KIXR%20MYaE9UBe42GYQ7iezogYMHIyRT7XMJBKAmwwQTzifbQoByaTa8tZ2IMUMm91HFLIKmuWwu2goAG6%20dIyhCQRHSPa/TQJZCZC1krPE8VSyD1paOEhDWGYu92nYtdKjaNTi7B2Ni+PvICXR6tBWlqMIN3yz%20K3t48Qh0dueg7FKpEEl28vkmq49QjKsEC8YZwAaJjCaJZaVaaqpUWKDmd9P/AAxkAWH3D/IribHk%20KdrpLmQnTxH+Vd/W5OwHM2t1K1ZG4jufSiMhYTWZ+F3bUsjCFDBFUl7wCOgRkYEXukO33W9NyeQv%20YpJbTGtk8zzYz2ICEZg/x9N3Ys7U4NudVLJ4NuBSAMa8GtKjtQeTz3Pc2jHbR3JHlF3SNkDYXVkc%20aGicC0l41khb/FOt3PjA3OdRTlUivbfTRt2xO2DpsQvilR8Zz1w+KWSzkEVw4BsxGmvandoJo6RZ%20fh6vLmwbctyzGyObuENNfkUfbD+pFwHoJnMnyA4u4lNtCP8Aa3Dwqb3K+tq8j+FG8t2kw5+K5c36%20jRqj74X1KaL8OGakl8ua+EI6eIKZ3w71kzfh0y9u9/l3HxQYKgNHci9+T+tQYf0t5BnL6eym3Wwt%20nbWlwTnaX1tAfw15kD/iDelabVf3RP1MFyvgGT4/O6J4M2w0LgFWvZkXRnorfdG77TaR1aq5FxW3%20ELuytck111RrR1c5UnC8tORcWZyAmXEi7DngNkB7e9VgnofHW3Hr3jD3z2DWwGPVp7BRTYcSvwsW%202Lt+Q88ZjWCO2/8ADKNb0H/fEROz0KmlnfUIE8QvwP8Aof37EtvhWvy40Kt+VZ5acQcHkaoyLDIM%20oeC09EZThOF0JIww+8OqLSg7SjboF3uqcqxlY5S9Y5sbYNBTxJ8hwZLO8Qx97bz3gjHxG0kuRyE0%20efLyK7gzb2NNGtcQtNJlG1wh52V8rdrjUjqtJCtWPDJtjDD2UK01jGnbSS4s8oS00a5xKfZq16r5%20WTczcszFs97/AAeYP5Vw7yvX9fjJ5euuMZHE5HhTWTPZXaNCR3LXT4eb7Fl28MHks1j8ffESPabd%20p1aD2KrqylT3fiB4rirMWsDaFvclxFrGZz8QHFrqQySxudMPdKuQmVvfXR7nUsHOYOxF1p5Vc3qv%20zW8JFvdOaOxLgMqK/wCb8/uSWOvDTodUcETOVY675dcmktySD11VcTuTNxib153zv3d+qeIU8oj7%20KxYaSMJKYvg5EcPCaGI170rTydjv7VkwDGEMKVvhO0q7u7uZ1i02rqaarDXtuUZRMVnDBG6O71dr%20qurMsVKorjI35nle1/gJO0exSpZ8GxV3yDOfDSnc2o6/KgrcOkc99MrvEW8cgA+HLQXNCy7MYadX%20btnF+EeDimMuMDujiAmazU+1eZrtvyfRb/V9X8uV5SzdZZJrHdWvFPpXr6fD5v8A/Z3fit3eXGGj%20jldVuwAD2UXJ2/Lp1+E2TGSRnzK+ErFWEO5cAa10SyCY8iy1YfLNC5VyFUmTvLmZ+4uqCnIztPYn%20zWGtaBO0axa29zE+U7urSpjSxDyV5LJdBjT9kD0W2UYXUd5avtmwxjxEUKnmXFmrnBwyX/mBmu6p%20Kmbjiu3tdaQjZoBRKbeVSJEF+yfax3vK9qeE9tvM0BwPh7FnyRL5MT28st2yY/V0U7DsmYm3MEgs%203vOtG6LLk4dphSY21dJvnd3Hqnvv4TPlZ8EuaZJ8ROpeaKPw21mULmsomy89sXCoNKIma6Jthw/n%20FobLMgEdRVej6/mM91Iy7u4nBzXUBW6YsW5LISsHj0RiHkxczSvbRxqUSQsmGAylsYBJ6FFuBlpc%20RiLi32yw+GQGtVnv5aauucYuLXNYp+PyFH3RG2Ilce9wy38uY85wF7i76WAg+U0+HuXR01OsYyB7%20opqdtV0Vpld/dEUEHxEgG+UVapya7xLBNj/Kp9qO1TjyxvmqmWCS1mcLjUk+FVWyXYW745DO73Ha%20tWVrTWLC8vAYdw+ROTyB2kc0u2SvhCm05BudHLNLGerQjA2VVraTSSuazQVTtPXRaQ2cNqfMmFSN%20Qpyq+FlHkIbiHYwUKfGjJiKOzg3TPA8wHQpW0pqkWrxMyZzfrNNE8+Aqvg447dzpaE1KmXyOLvP4%20Ui0x8nLelbH/AOIW2qN3flSHnP8AGA8xt4nLuoGnID6fhlh3/gq81zZC5Fwx8ZOn1h2LlsZ2JMd7%20lLi4rcTFtv8Annopuswni0OMa26a42n2ohFZXN7go4jCnzdyy8lpD4mN0ewd6c8HhY2VpiocW2SS%202EMv55VWqV8P3hc3zGxMdNZB32pHQN9qnDOugYnjmJt7mPJW0jRYsH2sY6VWe3kka85Fb3OTmgik%20DYGe4B0WeE4Qrad13etE52wtdQk9KIwMF5+e0tZ9tuwT29NadKq9YqRizlbmG8kfbNOv1B2LbVbT%204CZ95jp7q8f5ckXusd1K0lMWExEV/lPjLiUPg/8Ay5S2C3kurKG5MEEQcAaBo7FzbJbfi2Lmhi++%20LweXjoNZQ73aKCY/N5/43lktzbS1wp0Y0e7VXDwZvsxbu8FtR7joKLRUV8WJnmnE9ywup2FRYuJ1%20zBkL2L4OKY20LencjWKUE2C+GkLrgecB1cVrgIUmXlguxFZNMbfzgjAw1+JzUDbbfO0SzgVqetVU%20gwx/KOaZ69L4YLxzYm1Gwdy11gwy9rk7+StrNUV180reQYVbxdPu5GF5cGnQrSQLniFplWcks75t%20s6WKF4LndlAi/AevuMc2462yEuTeyMbKeS49DRTIbhXqPczZXkrfuu/8q2fLoxvShKqGZ5nxaSzx%20YkF39oWA/KaKg5BJLeCUxl5dT6yVM9awRzTsjrumcaNb2kqacdEwHAeWTuY6zt5GTEVY0DUqcmo+%20Swcjw9/LDnLWSBo0EsnaVUhVlmhpe6WbwA6sB+smmn7OFt3OGtZs9qeUn721ntWnY7f7AptOFYKa%20QPLyaPB0Cy3bauycIcLqBpupPLZT3nLm2b6rm68yKYiC42sroR2rGxtDZu5reRr5WnaOpU4PJu6y%20zJ9Y/wAiWBk6+R5gaZDsFNKowMha3cLIyHOAb+07kYGVhaC9NJGTE256P7EYGVibYTgG1b8U4e+W%209iMDJD7iWzH2jC0BGBkj7ztmjzC4Hd2JHkTLxjqvYfmRgZNSSSSybiKBIZKDbt1BGSR207EDISu2%20Ubv3vPYkMiZdugIc9tPYlgZaLEZyKCkvl026rTUqsr7npuY9bcyxtFCzvVpwqLfOOuJzstDAw/VU%202rh2d8Ye15ZUfWSyY5xZzN86GjXj6gTlCTjZJHna4UVypqi9QpvJ43fCtCWH+Raa3ymvI1C6R7i+%20niK7s4cO5x9pdFm9zCI+x/YUXdEiTgse26uWsDu2hKnffCpGrzvHr+PFhlpA6V2niaFOvZMnxZ+/%2047dW1lFLLAWyEVcCj7PIuqpIrA4bdtFpy8osafyYJuJRRWjPOvK6tb1T5FhWW2DvTFuuGmCg6OSy%20qaoFw4QzeX7w/OVQrqJ8wY3cBuVyJwITueRsNG/WTwRq4ldu+ydVvbRK6nDcTiJWFrqPJGqnCnqP%200l4w6TilwzK2/wAYJmVjc4dAQst2usc15r6W5B2VIxdg5kZdWrQsJ24bzV2Kx4QZeKYmC5kFvLbh%20pe1w1NOxZ3ZU1a+CLFwQx0hDTG0Au76KLseAkq4/EW7qA6bQoux8TLWSMlEkNzWQmrmBTdj4pV29%2009DI/ZIBoD2qOR4RraS7im2tk2g6E+xObDisDY4yCk8bGsmdrI7vKrmXE1Lk4AegFO1VzHFTZjB8%20cvreWa6jZLI9poD3q5uXByS19D7fMXN3K14sWBxLAR1C317Gd1ZTnnos7jmGkyovhMxn9mAujTZl%20vq5nYP8AKvLaWtGiRpJ9gOq1lYva/Ajx/N8UYIZGSNZEBLGO00RaMtF6OcJtePZbkmQtSGw5b4Ok%20I+p5Hn/y+ahNrp6CUHPf/pO+/uv3zFO/wrT5ccdHV1VhlsekgAhDwjJ4MmIAVSyWBQMG4miLRxOx%206PopyqannMFKlGTLjYX287ewsOiDeeeWWrLbOP06uJXV11z9sZPIxFzyexaMkrjhEdz8yuVNS83O%20xkge0UIV7XwWvhSwyXNzc7gSNpqCsprlv9taIcs5PbW/w1vevjZ3AlGsTsgeZyPIyfaX5NetSqvh%20OszUoYmSAf4l4ee1xRqW+uKbdbYxh3PY19EVOVphPuS5Eo8hrfLCQyg3vILC2ujDFFSnaEwrpcsJ%20ZKMFC5GcLkz4B77yIsJeR5ho1TrvKrt6NtJmtJh+DZ3KTMaHu2v1r2Lp06LXD2e1NI3TfQq9jsHT%20ySBzttadq3/Xcf78V+X9JZLTjrb5zfFXXTXRTv04jTq9nlswlwyxbi7hnlhs7DQHtXl6y8n1O80+%20n+VBZZKS3dSR25nctNtI8aTK2EEOWb9hSN1FlMwsKS8guLV5jLC6hpULbW5XG89OAMfK3IEbHDxE%20duidK6t/yH1Gt83ELZ7SQ0bdfYl9ZSYVDeQ20Fq6BoA3Cin6Y1nftjDm2ctPPy7Zi7wlwT+In5dw%204nZxfc8Za8VDR/IuPe+XXpPBy/lkAMddB0U2HVE+zuX1fu8KWSV9xZ3EQc95NB0TkKwzCXydWEtH%20ald8JyRPfmNh2AiiU8pzgzbXU1HyVOuquKmxyC+L3ULSXHRVU8mlwmLmiIklNQ7UArC7+Tyt5reJ%20zgGjxHtUbblk1JahtwIJNaiqvW+Gkng6zC+U7cO3ojmnKZGCPsieim1Enkbodje9Vnw1nlMhDJIf%20LdrUUWOzi75iqPNgWMBEeg9imeWX4V3DLknLMeBTxaqprl0dcYbnebvbXnUzju8rzBp7Krs69JxV%20dlLzyeDJX0dwxtKMAI+Za9XhO7FyBwftI0C6SifZgubQIM/FZPka4nRELC4wdpaW7nPmAeexRsci%20/wAUz46+2x+CMCvs0WfZtiNZEe/5BJiM3BPbuoyB32gb2rHXTI4Om39pY814vFc27ALrbuee3on1%20zjWG3iuMZjAfdVy58wrtJ8K67crkVM+QnvJY9lRHEfd9izqNq3fGhAYxK4Bop0KrUa6IvIrVl/lo%20fIFGAUdRRts311Q8u4QNitmmjgaFTr5O+E1+ODcOCTV9apZ8ng5Y3DGWbmU8VKIOIVrjLh906bdR%20ruxLaial3b22k4Y0antCchXYp0omaKmquQqO2ZtmowUCu7QtYYyscr3iNrttVlapa2b222MLSNzw%203UqbMq+GTup7q5Jax5Ar0WkkidtnpH8J0D4YOSteakiwP/vCcRXoBUl50/F82ORvFYn/AFhkSPlH%20w386x7vwHCeMx4eLEXTMjtFySfJ3dVz2Fhn8rkmti+GYPBXRyU1yWFzxhtxjLSWS1kMwuW0kaOwF%20La5LBMEFvDbTOJDC4kmTuKjBEXmfjvrGPFCHY1h/77+cqskFaHDhmPZDbtdWG4AbLL3A9qzqK3pO%20OtMC/H4iJuTmlFaM61KmwsOX4/DZGfP3DMjCcYxlSA7+RVtpMDC2hf58/wB3wNqXnYJR/Ks8Hg0c%20ccPmBZZCfzI3Cp3KpFYZ26bbz5iZtkRtB7FpJgLyylDY/gZGUdNp5ncnk4scbbT2lz8HCwyHr5oU%207VWF7h8DE+9313yk+Mdy59qWGi5lf3djxybGiQi3mb4x2KYWHJLCRgtRatd9mDWq21EiZ954+22t%20haJJR1p1qtZFyJNvcZa/umM3OgiKV1VNQymSjsibeC8+Ium+9GOoRNTqst8xeXJdbytLvM03H6qp%20Im20NndCCUb2u1Nweyqa5EnLNba2glgd4H/WHaqkPDHS31ux5owF7itJBhAusi1rqbdrltrCsKub%20etu2aF3jdqaLWRNM43O5ezu2Mbcuhjr4m9hSsJpG80lbcmO5BkgppITpVSautswJMiZ3z+Uxrqxh%20Ua8zfL5Ly08p8nmGlAUwe9NON4nkWTmt55Wtkawu2lTTNxP43xzK35uomTzWzz8OD1qD2KTdr9J+%20bXXIcQ66trYwXMZLWU60Cm+Azfq9yfjkUZiymzIZAmj7d3Vh71eoriV820lPnRgPYdWR/mjuVJqN%20aSSMuBPH1H9iEkn7ySaZ7A2ofKaFvdVRTjaYv0muW4eTPT3xjjgbvMJHvdqi7RrquONZKC4tQ5jw%202MaU+Rc2zo1WP3paslIdcBxHRvcs61N5DONkb5JfUu6IwnK1wONnELZ3xl0XY7sSwMp+RuY5Y9hj%202hiMDKsjvLFrSwgPP7LvRgcmjxc19cwMhtbQub2RBGBlscbjrvG4a7lntDZyOaS0ntRgcnPmcgbc%20Ofa3bqvLj4ijB5NTPsgdrZAaKcHksTOZQRCte5GCysrcXjrbd5RKWDyNjruhDnG39velgZNxSRRk%20iV3iPSQowMnYr22ik3SAXLe4pYGTrshb+VI4tDAR4W9ycLKNhb9rmPr3pnKcGTcL1zGOpRTarKZa%203fmF3my6DsKWVJ9gbQzCQyAMHVOULHHf4nIPZC/wDuVypqJz7A3F7g7mG3YZHlhFB8iuXCLXnrDe%20k+fdfHzbJ727v1ZHZVb3ttcu8ditfRjAy4mL4y5bDNTxW5Go9izuxTU3bemnFcWx7mMj80e6KdVn%20t2WtJqsbKxtY46S2QEXQOKz5q4qDJ8O+OdO98dIKExjsVTcXVz6b00nu7l0duw7SaGgWuu9Z7aur%20cK9KsHhcWy7v9rpSKeW4K5vUcVDzLgONvBLJ8a2yjNSz2rTXsazVxLO8fs8VcODLwXgB6radmU3R%20SSSh/us2haTZnYIUqNg8P11fJng1c7A77L3fZ3pZPDvX4fPT3C3NwclyXHNuLPbvhMo0r7Fnd2kj%20uV1nLDeLfE2jbOzh8LgzoQFj2btNYrpL7/E74meYzvXHdnRDkmZtntJuyGNj1oVOTUNzz7jstyIB%20OxrQaFLJpFrybFyXAhiuWthP1+xTQucw6xtLaGeykEzn6vc1TVKs8nxbaebO19yPdYeqWAscdk8b%20enWcMl7Y+1GAjZ3Jm3LWxneExlDZnLV0JErQ13tU5MLK4sbyR484BsY3EfInNjwXY84wNw+S1gDQ%206E7XkdpC113RtGW9ZLy3vOCXEFqwPlPSnVdXV2eWG8eYxZ3jYQH25FK0JC6ecz8ufHh170L5o/EF%20+MuHEPuHUjaUbdkiMPWfpy6R7b973e8ISGfm++q69spsbNaEz/P/AP6Sv/7r98xRv8L6/lyAEFvV%20YN6Q662t2HUBCco7btzn0poq4p5JDZAEuK+RyF7XOSwc2LMg3UJ0SweUiF7dsja9W0RgZcJ9SrLy%20M4DXQ1K6Otj2MbNEHRvd3BXWUQcU/ZeVrotNaixb5mDdG1410VUKpt423jFG69qU8Em4u3uMrJtY%20w69oWPZ2TR1+t697aft8Nfw5iC1O5oldSqOvum5+x696a6DyP00uosC26Ejt1Kla/Dku/Jx/bPFN%20JC55NHEaphJtn3Ue4QVcT71FIMysd5tZRSTuPVOCFwljLhjtNEr5PW8dpWiuWw3TLLbQbXglT1df%20HZ2+17U368PTXp/FiGcfZO/YJGgCulV7HW+K9q7csLmbMY8VDpm7B2VW/hx8drVDzHlOIfg32sbm%20GgNACFz9uMPU9TW5eZr6xffXszWHa1zzoF5uHuza4PW3AmPbV8tPlSkPKXZ8WZZS72z9OxO6wZXk%20VjipC1spZXtJostpgqLIQ4+2jIgmaP8AJBWX3XIm7K3uVktXHy2bteoW325PKxssdkb+zddBjgAK%200XPv7U1uHo9Xpctcs7fuufNEbwWuaVtrvmZcnZpx2w3/ABjkFzb2Qa4mgAXNvFzZrLTLQXzWte4N%20PeVhtcNNdspFzLFCBE0hwOtVnyVxTGY37zhbGW7G0oXovbhO1NZCDHYu0FqwtkkGhPaomdqmaqRm%20EjuYnEkNqarokwfE1JhXRUja2rToSpyMSHYMTaWj/Nc8Ej6pRdss7E4Z6J1AKNDNFF18Kvg/bZi2%20jcZHPBJ6BRrpaeslG7J28zxcmQCmi1mrWY+Fu7MWzLZpLh00KfE+MiFHkIZH72vBJ7FNiLhLFyen%20WqVGMJFg9zpHA6dyly+xqpOYTbIy3qVGHPPhWcNu6ZSIbe1azxHTrfCBzuxsrjOSOftY7d1KNd6w%202+WR5Lxx7IPjbd3mtaKUC36u/NxV7XMY+5q9oAjo4dV260RY4Wy8PmOGtPdV2mK8ybIiYg2h70oD%20eOE7pS4k7X9EU5WstbkY6yLx+sIp7Vy7zNa63yzUDDd3r2TmgldUE9i2sxGsrc8G5bNx3IusntMl%20q/wNcemqjOY5u3XymeouDivp23tu7dC5tXU6VKjXfCddssDc463xjBJuDi7UhVnKrqabmpTHSIED%202LQ8rzjM75XefOKbT1Kndeqp5BJ5+Re5h0Y6oVa64hWrHG5EyWwjkNG9NVGFclha2Ti/zD+r6+xI%204iX+Z8i5MLG+EdoRwF3Q5bxtzKAeqqEZaXMkOugTCxjyccEfmUBPcosyJVZJlJb+9aGMpTuVXXEH%20LNXOPuNvnw3A2+GgqlLkXwp7OEDJ+T1YddydTJ5elPwxwtjfyYNNQRYf/EJ6U+yO6K2bzv8Ai6ZG%20f4ULzQtGQLf92WPb+A82Nks71xidJsn6Mb3rHB4E3AxibbkZPIhGvmFIYT5cnbCNsFq4QxRaGVv1%20wppUu2fHkWG3iFY3aOcoswkxd2kcBbZRsqWn3lNKxY3sbbGK3AufMDwNzfzUYZ1ZYnK3VpcsdYzF%20mnvNRg1fk87l73JyNDXTyA+N3sSwaXjsjjmyNcLgRXDOo7QUsHhZXVqzLv3xv+LvaeFvambLx4TN%2047JTPubIwMP11d+CTLFrZMhFLNNthYfG49iVp6xtLvO2DbcR4mNtzP081vVY7VtgdvkziIvinHdc%20TDxMP1SsamxT53I5TM2kj2vc4D6iNYWFVjMTOLOs0ew966dBhDsrHHWt3JJPOC6tQ0reRUi7bl5Y%20oTc29v5kLNCQnY0kZm8v4Z7t14LcRSv94hSW0ORXjZXNfE3aWe8B2pYRI2OJZiMnY7Zy1t12Rnqn%20hcjPcjtZmkW0ZJjYfd7grkUobuys2SRnaN31lprAp8xj2SyeYwbWrbVNNY6GQskbvJDBotIzqqje%204zP3t30PvdyWxHpo3yR1OkfephnLZke0eYwEN90ntVGlx3sDztdCG00qkG79C2YsczuXXFyIg+Mt%20YPaUqabyf0b5Fc5DJXkFs+4EznOtT316UU5N030P41lOOcPuI81busL7e7y2v96h6Kdr5EY71C9F%20b26vLjkdrcuyD56vfbU91aaixxW4nFpdSW0jPLLDteO5NNJLpK+ZEKQ9swU0m+9O8DByS/ihtGCe%20aJwdKe0BZ7HHf+Wen3ncZ8qzuSzbFSS3b2mnRZVrq5hg+E3mOtjvt6MBOizrfVXRYe1ffT7SHPB1%20b+aoas9n4PhroCKUuf2BNja69h7HOXPp5C60tHPnGpcOtEYGXOr/AJFf2U7ob6Exlpo+qMDKz4n5%20Gcy8LI4w2zcR5l2PqowMu7zZDiuBwsVvjZI7nIMoHSD3kFlzv1B9RnwWnk3N0WmVtGNPYg8uT23K%20bBm4yPD5Sahx6osPK7g5Jh3RB8j2tcVJ5MX2a81tbO4pTuSwMncXyDItZslvnNHyowMrW1blMrO1%20thdOunNPjaOwJYGWzdiJIbGssXmThujD1JSsGWefnLGBxtr6Ntm4dpSwMlWs4e/wD4iJ/un2JU8p%20T3y21yyGO1pv10U5OFwWl38Y6V9vQFJcSAQx58Gp+r3pHlNgvAR8O61EZd2pwZaHHusLGEPMoZK8%20U+dXE0l1vlWSGTznOhfr7KKoipEl4yK2oB5Tv246rWRltBXvkw48XUrvMqK+Ye1TtD1jCXvMbcF4%20jhE2003dyx2bSIv8Xn4XzZjth/NPRQvCCefTieOJ7aW7zRp7KKomx0bj9raubHfxtDrcAOkPYtNY%20z2izztgb+28+3fSDsaOi1wywwHKMJeZRsULSY2RaOI7Vhtvh0axm8n6c2k9g+CGISXLuj6a1Va9q%20dozEfoRkmtdNJM5pINI6LpnfmMLqzjvSDmPxMjI7R/k10f3haffGfE7b+kHJo7tomtn+QNXOKW3e%20c1dNx/LeT4PGw4u2wxmigoDJ3gLC9jWRax87uryAtbZfDS08UY7Sstt2kium5LypzjBa2TwT0IWe%20VEMk5JLubdxPBfptKMgLXFXONa64mwoufraoPKquuI8hzd+2+h34q0c4fZN6BXKHbIME3Fcds2Pf%208W57AJHns0U4PLO3UHHbK4EzY2XN0NWxdqMHkUds67m+JZb/AATndgRgrWghxsD42+aRI72qaUqq%20yWHZNeiGOPaD3LOtIi2OFtLG9kE8+wPFC0+1RWkT7TjuAspT5VuwyXBru7SSnKikZrC2TISy6iAg%20PUHottdmOzLZfgnG760BtnMY72BbTZjtDXEPT/C2MxuJA2WaM1ZIRqFO3Ymau8+mbonR3+yTe4eT%20u9nv0XX6e2cs+2Yw2y7WTPeoBpxG/P8A1X75inf4Vp8uKyT0OhWOG1ph0u7TtTlTg5FRjT3oMTZC%20XEJjB1hc12iVBxxceuiQyWySmgKLE2uV+rDY/iw8HxgdFp1lv8OcseXQub3ha7I0V9uzyrivtRKW%208Xd9cu+FDWipIWqGfo/cfNG0diVKxteDZGGzeC8Db3lcfs9V2ej6Ps/XVxlM5anMWtwwNpG6pIR6%203TwHv+z9rfZb1Bxd1xsW4kaZC2hb8y7LcvM0mHA8la1vZJI9dziQpWm4MT2r3PMe7d3owB5DGy3d%20955ZtBHQJg7Fx2BxBc6idh8snZI7C1LQ6ahYahJOGgx/PM1FafC2TS+PsIW89rjMMf8A+f8AZckv%205DzK6JaIH0Pbqs9vaa9f/M8/B63wfMb+tYJCKdNVjt7Frt0/581VN3Z5XDXH+LgMZ66hVruw7evF%20NSchmd0FAquzLiiHM3Dpa60S5DBmW6ke6u8hGTmqnvJMqZ62+6TXoovXKfFOtn5eUtbJbns6hRdR%20xdh4lkYIcV5FxG1pc2hquDs9e25en0+5x1wwXNobeK+dLBQivYuzqmJhx9u/K5NY3JxG1LHkNd2B%20LfVldl7YWl/P5boWktroQubfaQTdt7LGM+HDr53lkd65dq213R8xzKWwhNtYtEgpTcFWvXlO2zK2%20kmWyF95z2uO46hdExrEztw3VpasbABMdmmqy23yd7cqPO8pZY1gtwH9lUay1ndqxN/yK4kkqSQSe%20i6Jpgcjn3nKLYyHQgJXXNFuVRJnZ3OPiIAXTOuYObYG3kV9I3yIqkdUrpIqbVYScnvX24idUFgop%204C9tKxPJbmKX7QmntS36y51qIeabXNc4gALGdWW+u8sari2cbk5iGkfMs+zTDn9jbwh8/kbaVe80%20HtUdczXLp5U3CMjbvyMbnOA10WvdriOn4Zz1Iu7l+el8uvl7tCFp0YwnZIwuXjGLNi6j5Xa0PVTt%200/2zGuszGOuZbaK7uPNIaamgXRJcMcYq64+yxnjfJvFdp0WmtoyyWYAF67bqAStTTsbkIQGtJAcx%20KwLKS4fcuqfcU66eWkvgxJCDK1/uhvanVckybKWxgETXDzWdD21WO3X5LOY0XEszNe2D8beabiS1%20x60WXZMMMYZHk1lcNvnwyAtiDqMPeFr1Xw212yewGKjleIeoGqW2zTXVLzt2zHM8mHtGtFOlzT2m%20GYt750twd2ocdSumsZfK7kYzyGshNTUE0WTSRf3eTMGPighG5zm0d3pSLqpvbSP4Jk5P2zjq1HJN%201VlH24812jh0CpORRXb5naigPVAyK7eI9A6oTgq249bRNlbcN8RGtFl2VfVMU7lnm9uXth0ezUgI%206/EPfzVZPcy2kO7b9qPpV1nPFehfwi3st1Hyl0nVvwH5fiU9YN69Dq0PPv4srI3I4tU7Ym/HiST8%203d8NT+RZ9itXnkXfHsDbSC3YzI3btWyOGrSs8NcMxd5WfLSkTOMZ/Y9iLrhnT9lZXM58mJm8dFnW%20Vq7t8Xk8eRG2Is3a7gstjh19xBG4tuHbZvzj1UtJqbx1u4ulMpM7H+4Xdi0jO6jlvBa1toved0eO%20oTwmxNxQtoHGcT753D7RvsRxJFyDsfcvcbNjfMHvkdapXUE467v8a8XUMjvNb0AUWKaTH87Zfb4L%20tgmlIod3YVF1qpFfLBb2/mMJqZzUN+VKL11FxDHXDeSgOeY7bu7FpiNcNfy3H21nEJp5NrHatPeo%20ukThk7bK2hBYyfZ7B2pcYnATZC+cfJhq9venDwRJZ2jWf4mglk6V71cq5CDY3kNi+Fsjgx2oanlU%20iiLb6Bxa+33x9jiri5qjeZPHeRNaKCQ6hVgXSNLibkQZ+KCTwVFdyciLCOV5MNupGW53v7wqkRWY%20Y2/cTJcNLR1FVUSOC2mkuA9zi6P83sVw4sMnZWkFmHQvDJHjUBVlWGbh45kZmvliaS2tSjLPbVDu%20Ir62+zlYdo7ChOCY7nfRp0RTSWtMf2oG+n1VORhpfTDJ4yx5QbzIuEETtGg9KouxyPW3DrqTJwC9%20tHGe1gG49wCztMORZqPK3gEAADfCWjvCWTwTbSiGExHUPG1zPYVc2VI5n6i+nHFZn7g1kEtxq54G%20tSldxdXNL/gdnibJ8UVx8TGTWpCi7lwS/SXFZbE8iNxbF0cUxDSR3VU7duYqavRmdtpYG2s7bt2w%20tDpWdh+VZXdc1Y3LXIurkiG4LW/sx0U8msitZi7WIvkcwMcdXP7SpuyqTaYvj88vxEsLH7DqSFny%20Y10fDX1nFi2x2sgjhpQRt6J8hhj+b8VscltmZbNJ6yOp1T5HhU4rGWdhYvZZtEUn7JvajkfFHj49%20d3dw6aa5dbdpoldqridjxuCyDjBdxtvHRaB7xqou9HFB5BwrBixd8JZs876tBqlzp8WW/wDLSZ0I%20lfVm7o3uTmybECT08ycD6Ryv2O7ltLlFMP4NlDJ5bbh9etVrIi11v0ct7iL4q1+AHmRMo64pqfan%20ZClV/KLTlM2Y32T5DA1x30Og1WWy4i/wtFeyb7+TdP1LXLHarkWWJsIzMIIBRkRoSOxRlpI0V67E%202rWtdIJJ6aOPUIp4Ow5DHutgGuD5vzVOQctX7WvM1g2jvceUZGUWWeAu8kRjzj0d2hEpZIy2Qjtr%20KNskALwffPVXKRzE3d7dzQxMkc9r6AMVyk3f3BZwW4ffU3Ur5RXVp8IuGd5Hcw3Fv8LbQgxt0ACz%207FRiH8Umma90dsGtPvUXFvauUzLwzzrTyXNpr0US0+RvIemcs1vC61BkfHrsC6NIV2bDhHD+SyMA%20nY+GzZo9nYQurWMtto0WfvLXG23wUVKt7Aqvwhk5pnsILxQS9Fwdny31gqzQStayKrDqZe5RlXFZ%20eZeOhH2e5nY9PlT+sccbmuD3zllP7PvT50fUVf4197H5zJjGB/ZjtRzpfWrobJ1xutnx+WGDWbtK%20XKlxQWWGGspi0BspJ8TyOim7DCdaxW8lwPKaBH+1CnlVYiZJFZbg00c6vvLTWliLGOy+x2PG+Jw1%20cewLWEsMZg7RzfE+tuNR3Kk5Zzl95dXsUlnjJD9gCPCptLLJcT4tkZLg3V/I7e12m5Z3Ystu+6hA%20+FawFzfrJTajKFP8VMx0du8g9C4dieVQxYXoxAImlN3eVq1j+qFSpMUlvmZSZIxFONSxLC5TOUmF%20uA6R3luh9z20RgWk2z/vSxM9zMTH0oU0UqLEWzo3GN9GNFahPkiwWLv7CISQxtEprQnuUbUSOg+l%20TCJsw8aNf8PtHyeau/8A5/8A+3/n/wBsPY/DoC9JzM56h1/g7IU/6H9+xTv8K0+XFjbFwr2rHLfi%20ZdDtdU9UFYX5bqiqZYLbEK17UqrB1tO1TkYTnWvmQbmjoEuR2IETaSlp6p8kzVzj1Vw92ZPiWtrE%200alX1XyW88OYQEUcO1dHZ8MOv5G+yPlCcjSqzlw121yucdj45rY3Ev6uMala5YyKzJwWVw4NtjU1%201RKWxcUXwsW06K9SkovMhFTK4gHoUttofGo813YMFRKfkqlCO4+6tpzurWiqBMguyZy0e60oyeEi%208v3jwsCVowq5crdBrgOqWU8V/wAH4xYZ++AyhLWVFErsvXXLvWG9MOHWNs10TgdB1XLvc16vrbTX%20VfTYXh9pbtLHN3ga9ESK++ZNScn43i7BzonM82hAGic1Y93sOH84zwzc0kjw0NaSG07ltI5d98xz%20yYsY7aDoFbGEie3adSgYM3F1bDo5IHbHO2dsSXEV9qrJJB5g10gEVClgsnn8qyD2hrPmolg0zCMk%20y955V31Ky7dsQ55a209O4vMbI5pDFw32V76zDaYawjsoyxgFIxpVYXbky10qDmLue7kLXaRdNEFt%20yiuixlr1BqT3pa71F3yt7GKO1buAFT0VbbZKa38qfkeQyoBEDdOyi00x+WuuGKntMpM4vc0l5XRN%20tYEOHE3sl1S4aQBqtNuySBIusffzzx2ts2odoVn1bz5omtOzcEyrQysR1Oqq+xMtZ1tBiODx2kXm%203LaOp2rPs7st+npyyGUx91b5F9W0iLvCfYtdd8xl2dflGktbqR9YWkgdVrNphldbhOixl3cMDWg9%20xWf2SDr1uXTuBYg463859Q6lTVcvdvlPdrg7zmwky+PL2iuvYs+rbFL1+vNc28u+wt7FtBAXbtjb%20Vv26L2XGzZdjJtu5ztXLkl4+HPrrcqu/wNxj74XEDTUClFp197Sf1Yrk+Mu5ZxIGnc41NF36dkoq%20Niby5sXmOSo0ortTYTM8zXYHXcrz4LCw+67a1a2WU0L+ix5+TwdffeSKNP2XerUYOahcC0O+VKwj%20v3U+aNl3b1ca1clyONFiblsbG3FaSs0osd9TuuY02cxEWXxLLmAbpo21dTvXPOzjWWn9awsN7c4w%20nSk50IWv+zom8TRjX5OyknnHj7FeswW3ZlSvxLYHbWDxFacmeq6xVgImbp9FOWuRXcwY8uB0b0St%20HJGiunXMpDvdbqESDlk1fyxyHxHpoqSqnSyRyNa33XFMJksAdEA7qgRNtb+PHwGpoSosyvPgMPel%20t1cXTvdkHhTuqZUeQz3t3vcPs0QZejPwlw+V/FQ7/u//AOJValtXoVUl5t/GT8UY+JNgkLGk5AyN%20H1gPhqVWXbV6vOEsFpeR72kRzMFNo7SsctEaOyaXbYmh1z3IyjZqcFjH2UL5Zzse4VaPaotZVKs4%207++eRvc51aNWdOE/dUcd65l40VHepy1kOXcz7Fn2NsHxnt7gqlK6qm3zVm+/a2SBpJ7Sribq2/CO%20OY+/vbyc0LfLJDOwaJxN1c+miDbvJ/DGnkvdoPYVWCwPDX0Yx7rm4dV4JGwpbanIZwBEmZknjZVr%20j07kr5i5HQ57bDStjdNKGEDU9yzwqQ224ZYzebjmi7I7SllopuRZKfI7Q+UveD4oD0allNN2kErb%20F7WWTXV/tu0KSRYZLWN224uTCR2hOBKkfFdlnkO85sfV6uRcFNnp7SVrY4RcU+qVci4lHMQTQ+Ze%2027bdp7lcikS3ssLdyGVtx42GrQqwVqBkLC5+8BPC4uc3oU8IpEmUdY1kmtGzSHqXJoqsmzE+Qk0h%20EbB2BMj1nDd+eNrfsu9Vk4nTcXv7lzZC47SfCKoyod3Z5HF7YnAta4dieSwrbi3guaiR3iPsStLi%20gnikr3boQSErsfA9/DmTERY2Elx6LO7Diu/TzAX9hnH3F5jW3sYbURSdPlRt2TBzR3v045w+4tsl%20ai2bYNjBaImdD7Fldz4Fw5q0iZJJORE7cdQp5nxQ7Xmp+O2CMPhJoJCnzVNVlyq0sMhYtufNoWtq%20fYi7jDD2dlBkGGzaN7Cf1lFHIYXvGsDHBfCGN1SwivsUWjDbcmjdb2jGh/mHb0Ki1cjnLIHXORLd%205id3BTyaSEu4jNd3jTPk5IY2OrtHQ+xLkqxtYsbg7ex+Ga4F5FN1NShldTLfItYhFG/QdiqDAp89%20FLCbVlDI4bR8qcPCptsRFBdA3VwY53GrYu9FPDSwS4+2ZWYNfUUoVNPCskZGJHPt7JjWuNS4KKeE%20qC5tDAYZIm+YfrdqkYIbgLm6cS1xEQ1CuIsMusWNkFpTdK/Rq21rOxqMXwuwtbQXF+A13XULaVnY%20muyWPjgdBj7Vlu4ChmZoX/KnaMMRkZX2dybi6eYmA1LOxyz2q5FNlJ/iW/H22kTtAQufZpIRi/vu%20COSVtr4HjSRSpNxOLlvGuubke6ehRRlHu7VltdGZjyAPqhSWT8PK2TUbK/Y2Hs76JFlJZn8RcvFz%20vEbm6aJwZOPntr/uewagq4WWp4ZHYfDzXG0CSDVg+RXCyPIZqW+uayPLQNKLo128M7VRkYfLifJH%20JrQ0Ub0uTO4XK5J7poS4mrqDVc9mV8lzdY/KY+xGUuN3kE09mqevWOTX8QxEjYWZG4kJgmG4A9KL%20fXVN2aLK8mx8Vk+1tXhj3ClQtc4ZX5cv5C0BhuTMZH1qQVG2xyqnDc3hlkNu60bN5Whc4dFxb116%20bLt95FkSGW4oT2BS05H48dfFnkyyGJjNQQeqD5oYlvbu6bsi+ytzR7q9QEDmeyDpJ7lr4pTFCBRz%20WnRCbuW6/tmQeW19X01d2lCL2IdrdWkLZN0LZmu9557Eqn7EW5zOL/VNl8kd7QoHNJZmbSKFlWhz%20P2p6/KtdRyJk5RjmSNt4LsyGTq3uWsoy0hyT24MNj0cfrBUWVHiZfg5J53t8wv1NVNp4Ox3ZvSXw%20/ZNB1DVnRgh1tFC8yzTFoP1lIwPES4pxnmhvDJJHr5Z7T3JmYmv3X8hk+CZHI3QOHVCosGW0ENqJ%20rZ1bw/rGdyFxU3rX3rHCm8N/WE9iCqBb0t2GKCQvb+z7EJpF1yeIAWxPkubo6nahNMOzWOhe0xkN%20J1cR2owztdg9ILqG5s7+SN26vk7v+0XoehP9v/P/ALYdtzh0JeixZ71AIHEb8np9j++Yo7P9VaXF%20caN3CBQdQuXk6ORhrvNkqOiOSj757fRv1kuZC8yNrantRzBMU0ZfVx8KVpeFtDfW/lFrSKdqzzWk%20whSvt9+5hG5XkYZ/nYE3H5y7WgWnVfKeyeHAoBW5mb3LtszHHr8rWNgfaNiPStVz73y6tJmLpr7V%20mFmgZ1cNVrrWV1YqEOhuHbVpIxs8rvCwi+v2Rz6sPVc/sb3WeHZ6fXNt/K85zxuztsSJbVtHBldF%20yev2bW+Xo+706TXw5C2G6l0oar1I8JeYOxuYvfFAUsjC9jhLXEjqVOTFI1wd4ijIMyRMAqUwucZn%20oMdC10TqSDqpsyecLB3q3lo4jG2Y0HtS4Nft8Km89UszLX7Y0+VVxZTdSXfN8rPo+QkfKnNRdsoE%20vJLtzS3doeqeCygvyM7jWqeEZNm4ndqSg8kll1MQI6lGYMpH8P35h857Tt6rP7JkItuxjJdOo0W/%204C2ZPt2lZwVruDXkbssN3Vc/sTw16napLpptWCPrtXlXR0/XKhvuXsjoPedoU8YVttprFe6KaUbG%209TqjDl2vP4OsgY2Jzafa9nyoxIfX6+Lmptkxnkhs/vdii1XdrPwNuPbJOPNFWFLnXLNLKeu8HZNa%2010bRXtU8tnRwVF1gmyykxN8Sudlo+oi1wL8fMLmYe7qE7tfhU0q8ZfQXAGmo9iNZY111orn7cbD0%20Ty2n9VTd8fs7lzfMbWi017MHOvJNjgcRa3LvOZ9m7Rqj7blN65KZvcTBa5mKO3AEL9Srm1rLjOTX%20ttBBYg00IRa5fb1RbOJ1xWBvuDXVKQ/VipzWHxklywTtq5uirXex07a00IGWLCIRRjtGLO1y7Syq%20m8tbypfOKsK0xLPC7JtD2HwGMvXk3LK06LH7dtESYQeRemcFxI6SyjA7l19XteBhkZfT7I203mOZ%207vRdE9iUsK3KcZzk9BQ+XHqFWvdqOFQfuW9MXlSA1Wn2xnyV54tf7jsadVU7YVuWk4tb30DpLa5B%202baNCm7xtot8dg5jeiKn2bjVY9ndD2uHSMTh32lttdTy3jUexcu1yyutrCcu4212SdJC3wVWvVth%20l5zhCntshFbCO300W82jpnV4Ub7a/jl3z9hV5ieOCrvJS+VRvYnxPJmCR10wsPUpYFPQ2/w4NetE%204esUeQuq3GxquQtk2CwllbHIRo3VBLG6gENp8S/3Og+VZtFJjra5yUrnO1haafMq+ExbAW9vSAjQ%20aJZVIsD8LFYksFHJbFh3b8JM4mHKj2g2A/8AeVcLZ6FTS83/AIw2Pc7iBaaADI1/3VYd34Vq82Fz%20XHygNgPV46hYytS4bOJj/s53F37TtTqalGW9iI82VxYPdqeqmsqs8Zyq7sZGvFs0sb1cs6rWL6ab%20FZ2ETG48m5OuxqixtIj3L7yxtnQXEIfG8UjkOpoiKwykOLkffgMbUuNVcqbGqw82RwzpnwOc50jS%201za6AFaRFjCZKK8t7u4fE4u+JcTIPlWvynCA1krG+XvO4n9X2IwcjW4Bj7aDzLaMSykeNp7EuKoO%20W9dOXh7y384DsUbaqkaDjjmvi8mB29/tWFVgw7AXpvZH3rfIjJ8Dx2qU07cWEttCXsmd5I6hBKOf%20j0uRBmsSZpj/AGZ0CqDCNhxmsZcSRT2+pNA1a4n4VC7/ACExv2W80Igkf0oqi4k3j3wWn2rRIynb%20qqh1U4s211M/ypix4PuDRWlo7HHSidrp5CAgsJWZsLaO3DgBIX6CqWSwzH8MXAcZHuMUbtajuRkY%20S4cNOyP7KVzovz0uQwDosywgslf5bNeqOR4XVryyWGycJrJl2Gihkk1IRyXIiW2XtMjNVtmxle4J%20XZXFq8Tj4rhhEEYLh1FFN2HEqTG3kV00RQb5fqsPQrO7HxWE1pmzABLai075GHUrO7HxT8I24xUU%20jGQh/wAQKPlPUV7VF2PiOOXHWlxSeUy11LHDRLkOJeTyNzdMZHiMfG/aavcNKDvVw8Lm0usbLj3W%20z5a3Dm0fH2A9yrBYFho22b/hRbt2OP64ddU8FhsLHjNpgmHLulMpuhox3ZVK6lhn83NNcXIG80cf%20CFF1VIzk2JuIcj5sBL5v2fYs7q0jRywX8ltCZbYRke84dVOFLLGYy0u5GNDqzdA1NNity2Ey9nk5%20HTxbbSmj6pwYZizDPvCSVrq+W6tEywvZszipmCecgTRig0Rk8M83KWN/knRRXTi6ujOxTTaUY/JC%20AMuyYGOH2bmnqFFBiWyvILYxRgyV1809UoE3C3t81joXuI2jrVXCsWPGbUS3xvLnXyXVFdVpKysX%20+fzRvZfJA2W9KVC0lZ2KKcPcwNiNNnQjtTtGGYzZunztlnbvMfSI6hyztXIqI81evuhFDZsp+w+q%20FnWsi9y2VEFpBFXy5JRtcwdBVQWyTj4HWmLkEchklk1DT7UqzLbaOksw+SMGY9WlIKa/xllvaJAI%20nHsHakSNfcPgktDOZjBCOpamRnE+dbSRwY8m7FQHF3crlDoGUuGY63tmQgMdO0eaG96uUlDLlLP4%20r4fzaSlVNiwquRx3ccQcJ3NY7uKVp8VRjTBZ1mddO3DWiIWHTuL3F/mse2G7i3YnqJXd4W2sGF9k%208tLBZiygja23iFGuB7FqXFibieN0pcZT11We1LiaN/bglpAmHaCufbZPFFiv8TE9/wAJaxuld+s0%20osqeaQ7NQxNML2C23f2reoSVypUWVDBVl26Zp6FxRgZqtzGSlbNFA2d1uZ9PB21QVtIv7efGWZkl%20unlnUklCLaFxMLjFRyW0lXOGrq6oZ21V2xvbRj5PNdJD1kqeiVhS1YR57FSWHigYW11lI1U4bSpQ%20vbfJ2zYLJocWjxdiuHlD+5zazCR7B5Q1fJ2hXKuVsbfKwvw7YLWk1PrHqqyqIMWRcd8bWAu6OHcl%20VQ1jLS/lyLI4vDbuPjcD0UqwvbzDRiQxmXeB2EqSwh3VnjGRF1W2zoxrs+t8qQUzMjjX1eLlzJGm%20gYO1CoucTaxXB8yed0UZ6PHahUS5rXGiscM52u0e7vQKg3v3Da2roLWXzL49BRCaobays5ZnmVgd%20KfeBHRCahZHjmNdO2s5YT9UBXGO7qfoRafCuzsLZC+MfCbK/3y9H0vz/AOOfd1hdyGb9RjThuQP/%20AFP79iz7v9aHCnMdVzq6LjkbTwVHextZsAo5Fhy01EHm4D3Hw9yUFlN3ckolJDvB2BXiJttQLu6n%20a2rX0CqasttrFTJy821Yy7xd6vgWvbVczmU7bvc552E9E/raTsq6y3Jra8wUkPV7gs+OK2+zw45F%20uGQuO6ui79f9XLL5qezJwwjy39Vz7a5a9e+FlBWewllafCE9Ye2zOSmkpPetoxq4w1yyFwkrRw7V%20lvrya9e/Fb3vJ7eaEwXB3AilFOvVI1277t8qUSYaEeZ5YotY56hX3IMcTSBm2iCyrpM836qMBEmz%20MrjXcnxLJh+Wmd9ZVIWTD7+Y9pT4kaM8jjShJTAy2YCpjdQ+xHigASdNpSzADo3sOrDQ9qWTwdYW%20CnhqgsHJJGbKBuqMHYvuE5HGW1wRfxbwTpULn7dNrPBazy6hd/cV3ipHW8QbVh2j5lw68pt5ds0m%20HF3YycXkm1p27zT6V6s28OTDSY3h95exhzdFhv24a6deWw4lwu6tLzzHipouft7eUaa68W5itrkO%20AJoB2LjxWfZ234idHZknx9vROQtOnbbzT8tl8NF55HsRXTrpNTMVm6SRsgFAdSpwx7Oy3xEm4tms%20o5Li06tf8ny+J8Ph98dqXFvNJUb4gtIa41VSL4SA3Wbc00CVheDslvJNcRte6sZ6hLJeDd9YxRfq%20QB8iMquFbJcuY/yxq5XIWFja273bZHHwjUhKwuZrLwMuG0h0czWvyJYRvbWayeX8qIlwPns0a5aa%20xndmzw88l3hY3v18NVO0w4+7flcIImkjeRCdru9PR6HTrNdTbIHGXfcHcTqnV2JM9ky4j8NAGahK%20RN0lgY+G3naYJ27j3qM4rh1vGg22t7S5o2gbXojfXlHTwlhy5yHlzEt9wrHWYZ3XBD5baRlZG1qt%20ZkaaZLZYY6ZmkYoeuiflrZhQZvj1mXl0MYHyLabXCb0y+UW1wlsCC6Pp1U87C+qJF7iLCOMPjio8%209qPsomhuzx9G+cBQjonnJ7dZbL+9dL5dTtaaJwa9ZmfDX1xdec4/ZHoFXJM6POUt2ADY6ltTRObN%20ZMKa8wDS87m6Fb67I30yz+X42yFpkAGzuV67s/rZ6scLjsbQhaxHEpkpmBHaU8BXnBSuvRI73etF%20pL4LCwN0yFzIA3XosrTO3MT7hgtyfB1op1oOfdj7eIG2G1tPFRVaMI89g94Y8jxE6lISm79r2QeU%2006qtYMvQH4RLOW3Zyov6SDHkfN8SnE16JTJ51/F1OyJ/Eg4VLvvGgP8A+lWHd+FavOz5XjV0DQzt%20Kyw1iRFDjb6LyYZNtz3DRPBWK+XEZO0kLxWZrewmqVjMl+UneNs0IjA0NFN1XrE3FvivpW28TzG4%20GpLdFF1bSNXkLjF2FtFbuuHXMsgod+u0+xThWFU63fan4lusXXd2q5E0q1zeQc99LdroXCjXnqtJ%20EVl8xaXJkklJLSSSAFpIhTRXQafLePte89U8Ba2t7dR7RGSN2jkGsX3TYZYwGhxf71VGxypNrkp4%20L7fC3a780dFhdWi4k5LcSsIYPNe33w7sU4KnsVmbS5jdFeO2RE0ce5ThKVewYqOAOxd07f7NEGO3%20JlMUpjDzFrI49tFUqosn4njHL72OyfL8JdOG0PYKEfOrmy5COTemf8J2PmWs78jXQtl1AC0m2Srn%20LG2cVw4R+C4kPuDShVZThpMXLe48C4vGh8Q/ONUsqkTn2c+QlFzB4mSHwR9im1XEvM2edtGxw3lq%201nmD7PbrUKOR8UrEPyUEAtn2TCw/WPVTdy4pT8PGd75j5YePdCXMuKtg4pjTIXyXDmw18Tewp816%20xssRicGLMR2cEcjvzyAClyXhMxWOvbGaWS0t2yk9WnolyGEufIyx2z7u8tmQ3EfutaptPCFjcja3%200pnvZnMiP1exTTws4Lm3vZ2x4ZrbprDSYv0oop4Q+VwSQna21Zvp1GqMDDPuvs1dW7LQW/wjWdJo%209HO9hWmtJOsp+QY9vky49jmS9Jz73yrSVNbfjDsfZRi9nd510P7B4q1XE1OyWfuck7aYw2JpqGDo%20FRKbPZrGWdhJI40uGDwinaopysjgfUt7bkf4Vsr60BcFlYuVuostmprf4ma1Y2GQVYKrOqyr4L6/%20kvWmNoiNerTRQadmrqOW08m5u3+b2itUyZ2zxePq8xzOJd10TBUlrj4bZzffJ7SEEmY7j1lb2wv/%20ACmNL/rClVNGUqzhZG50jbp9y4atjf0HsCilkze5q5md8L5YZMegCSopJZLgz+TcSOgqaBzepVRV%20jacdghxOPlbLMZJ5xWEO7VpGditymVuLSEyStAlroyuirLOw/Z43z7Vt7cXDomyCoa0p5GDVxc2k%20Ubmwf4h46F6m1UjkGd5Xe2XJnB0YiAPRqixrI3WJyRzdvE5kbXvjAJLlKdokZDKT2bgXgANHQJMs%20Ky45SLlvlskcw94qpAQR28kjJZ7l5prqlksLabK2uwRMkMkNKEFOFg/gbmCwuZLmeMMt3jwEK4WD%20wy7p3yiIee1x8Jf1b8iuDBm54rFLbHI3MroQD7zeqGmsO3OMsJ8fC1tw+Rre1ym1ViufY2BuomUr%20D0eaImyK1R5JJaY0YuwY34UdJBoVtrulQXV5lHvHjcWk6iq15gzew5OSKlvHWo1Kz2owi4i2mt7o%20vyJLGfSufY8JGTawXEUlk0EVqadvypDgquTm+mc18cPjA90dChU64hYcXV+TagFlwwVc0diFTrOW%207hbXLoLwmScmkW7Wh9iB9Su5bc8ptoHRttvOiOorqnrJnym9KowsXIp2NfcB0EXUNB0RcZ8JvS0T%20GXcsRNvWQM99h6H5UkXpwVbWE199lLEIP8hvRLDPicZis9ZSEWEQLR21og8JnxebFlJBcRDe/vKe%20VSHsbS2sgZZTHN2sHRPK5EiCzuL8uMLy0jUkGlU1osmNzUF22UTvZG3rQowpqLbhV7kbNt9FfymR%203vM3dAlgqgXeEsccfsb+S7lH6+OToClhI4osFPaOfUMuR0YAjCoJuctMTGHTOq06BtKhGFwdvyPG%203QcZHeUHdKBGCoT3ccMRmt4WzN/akeJGE0xZGKeQzPJjcdaAIwmomZvruO6jmitw+KP3iQriLHSP%20QfKSZC55DI6MRtb8GGge3z6rv9P8ubtmMOtruZM76h0/g/IV6fY/v2LLu/1rTqmdnDnRt3E7tO5c%20crbhimJGQteXbgqvlXhAnyscLq10CUhb7RQXvLWiZzWt3dyua1hdmdyvKZ9xGxzfYtdWW1yphcvv%20CXnwkLTJa4JLjXZ2jtSVSxdSNbtLvCnIFFC8uyEgDdCeq1ynCuzwey7IYaJyCL3jWUAxFxBIavd0%20qjClVdbw8opRHdcTBtGuIRBagXEtw54O86ILJT7yV0WwkowSKGOOqZZONtZ3AmNhfTrRCom4/j17%20fkBkbtfYVN3kC2f6cZaJ7AY3kP16FRe6LmrUYv0gnngY57qOd2ELPb2cNJ1NFjfQ8wStlmcC0dhC%20w29k/qwu7r0rsrmHZGxrSwUrTqo/Zwixnbr0gkifUMq2vWiJ7J6yH770p87DybGUlA0NNVWvseS2%20ivwHojdSwyyTuLQxtRuC129ka65RovSoi9ILqtGlEr7Xhd0TJvSOV0jJYjtDetAont+C4LnHen+Q%202GPeQwBY3t85dGungpnp9FE41Ac6vcrnflE6vLQ4njDLdm6lAOxZ7b5Ps8LvGvtIZyCwHSiz1o10%20tNZdlLhskTaM7aJ4aTSRXXGVlYWBsLjtOpolhVq0hyDb2AMezYPanHPvtk75kcbaM1p3J5X09ePN%20MXFvNNHuFR7EOjaZVjnS25Nan2KdoUmEcCeeUEVAqlKaeYXhoG6hRlltDoMjG7txJCnB6xHdeTEv%203tNKaFVxwatt7nbd75GEj2qvmDmsZ7s7PC7aHdEpqD2MY+QncainVVgfKHluPwXLSGkVJSlY76NF%20E2PF4BjKVOygUbXLhl/sztleGWrnNI1OqqPQ1Oee/wA0DUhFXzykyNmcwbCRXqnqLBQSGKby6eI/%20WRtrlzd/Xk1PY3MhfJvOmoRovqlSrHa6HZK2rh9YrPfXy6ZoYlZuk2t6KtYvEiXb3TY43MI1A0Kd%20KyUdvB5tXvGntVif4IdEx24tbTajinbU25sT2gHUjsT4lrg5b4ya5dRkZaz5EsKsTDx+GItJAB7U%20AL57Le3EbI9xHaAgYR7C5L2nfEfkIQOKJfRtnkLA3b7U+WC2VN9xaWaInzKg9iudrPizsnBZJpSB%20/ItJ3JvWTb8CmZcOB0DfYq+4vqM3GFfDk2R7SW07lX2eEbdeBv4TLJI64DTQajRGvaj61BkcTeNv%20PAHAA9ETc7q01nZb8eWSNo+nao5eTsVl8GwR7XM6dqe27HaqqC0+Jm3k6dyubtNJl6O/DVHGyHPt%20ZSo+Dr/26rq2zkdsxh2xbMXmf8aD3MHDnM1cDkaf7qse38K1eeG5C7dFtlYA2nVRI2h2xt8c6TzD%20O6OQ92irBVZW0D7F5ldK6aN+o3GqMITm4uDMDdEGsPSmgU2L1RJuPZLGSOfbsBp1NVNjeIMWTfdT%20ESsBmiOgPSqjiKfi5RIzIstrtjQD9UahVNUU9eXD8fOb5msM2gZ2CquRnTV5KHtbNZDzg7WQO7FU%20RVRcWr5pPNETQ7uCCyXd2DBbscHFr/rAJUZSsbjsXNT4i4e2nU9ymq1q4jhs4HbLE+eOx7+qmxsk%20w2GQuC74iFkEf1XMIqflUWCmpMDYgF0srmOHY3oVnYlbcXwsuRuxZ2w3NHRztFFPDSZ/jeb43biR%20sMb2yDWpBRlUUmPEt1A65jjEF40+Es0RlcXljyaS/jbh8gdzm6OedStNaLFNzngvEcVLbTW94911%20c67R2ErXJSIuI9P76/umfEzPFiepqotaSNtacKxeMYS26e5gGnsUWrkVsuWt7O5DLWuQdX+2Fdvy%20KLsrikGykvpPjZB5Mn7JugWd2LiVNjohHvu5NgbqwV6qeSbGbyl/lrh/lWNq000bUUqnNhhcYDH5%20mKES5Jvw47mKsm0mLmyDhKIAXMA949UZNVX2RzUMhay3E+vR+oTMm7Zk5bATOtmRPP1GINBx7Mhc%20FwO6yez3PK03fKjAjRYy5zFrCXXULZ6dHP1RgyLrl13A+slhE2LscAs7thFTLHORZJzYbYCR79CH%20dh9iqborR3ljLZYcsuYwyuvmDqtZsmqayyDGja01aPrHqq5JyO9/hadp+NlIPaAKqbseUWzwnCJX%2074JiHDUeGix22OU7JdQXMgsxO9kEJo0iuoWd2VKkyYqzAEkFw8uAQ0Ud/jJhN53mueSfdJVQLZs9%209YQxeTbRyGQa7qJkTNc38lw1t/bRw2Z9+RlCQhNpFy22gG/H3L54z0jcdAppZJsbuQO8rbR8mgUU%20rVi3CuMw8w0nIqCiL0qqbHkRkZYYoGzOZ2vVRvhLgfknyf4xuyNp1cD0HsVM7Ge5RJYxXHm/EvfF%207e9PLKxbYu7u3WEb2kvgp4AUZGCo5MjczDy4WiIHxO6JLkZ3I+nmFv8ANuu7y5exx6tHRGfDWRfN%2045hrG2DI7p8TAKBzOp+hRU7REisONtJfc3ssgB6HVJlhaWDuFyHy4Tuf7WqaWEyXCxTNIgiaYj1d%20TUBIYM43iltDcB8TvNb2td0ThGn2cUWUk8/9X2R/VCuFgd7iopr62fbO2OBFGM6O+VXBhoLu5voY%20hbugY+WmkR1aUzyrsjlbSK3Y2SJscv12NGgWWybsq331lStsN8p6NI0qseSLsgbLq5uag7J/2QNG%20q9d0cjltkb23mdHPG000Hat9dxyWd1nr21xcsscDHECoqnaqbK6x5pZXFj/4lE2Nx7QKqKrkhWXJ%20sPa3Mji4vjedKjoPYhne5e2vM8E9nwzYhI1/WRzdQhU74kQS2sMpuLWBo36bqUKGk7ogZu1tTPFP%20MxrZSasp3oXO2LC1eHwA3ELJGD87VB/bEXIWls9gOxsUZ6bUD7IPFQ4yF3lW5D5pOjT0JQm75QM7%20lcTirwtuz5V7TSNgq1JnhAssqbpz5bl5ht+sbmnUpDCryOQbd3Ahge/4fo+QA1CFYWMDha2Yjja6%20eIf2jwdyZ4M3GdLw0QB8Xl+/tBCZpDOU2ktuaucXDShCpSfh+a3uNcJBrbyeGlegKZVZ5/ANmEGR%20w0rpzP47pjtA2uqMJUt5PGJRaxtDbojRoRhUQ8jl7XHwNbkIw59ehFdUYXFRkcuJ3RzxQiOFmpoK%20aIwVXvH+T3FWymBj7EaOLv5kYTWus8hiYGSXszGhsjasYBXVGE1WWmdtsmJoZoWxxEkBwGtEK1jf%20eitjjLS4zwsZXSb/AIXzQegp51KfSV3el+f/ABze1MYdQXc5VXyfFHK4O5x4cWGbZ4h2bZGv/qqd%209czCtNsXLmrvSC4fIT8U8A+1ZTpXt25R5/RW4ef++P8ApT+pF2Q7n0HlmbT4t4T+tNqJbfhz2T+Y%2067c7WuqviR3JfhxhupQ8XJbpSiU1Pbyr3fhmDT4bxwSuiJqS78M2tfjHKpqs0/8ADCXNP+NejAKg%20/C7HGC74txcVRIN5+FBtxKZDevTyME234TvJeCL59O0IyZ+f8KzZP9scjIRj+ExpP/fXoyWDbvwj%20Md/trkZLBH/2hM//ADr0ZPBf/wBose2nxrkZGFxx38LVtZCYS3RfvFBVKnGkwv4f7TGyA+buANVj%20t15PXw1MvpfZysYCQCwUGgWX67Sb4QB6WFlzubM4NB0ARfXV9qZf+n0s0QY2dzfkU7erkXtyah9N%205WMA+Id7VH6bLKe7ggNoIjISR2ovplk1BwEg0Mh29yc9Q8lX3AzLCIopCzsNNE/1RNsKAekD/ifM%20+Jcj9Q+a3i9M9jNpmJR+m1nacHp5sYWiU6ilUfqH96uh9Kn+fvdcOp3InqYE7z03pi9wLG3DgCnf%20VK92UMekUjH7hdOKf6o+9Y/+WO6DY6ck96r9cp3CZ6WxtYAZSSl+ur70W79KXPH2c7m/Il+sym/k%20xY+kssLyXXTnV70/1m33rNvpq7Uee6iV9YfsIE3pKZZKm4dRH6x/sFwek/lH9eUv1C/YM3XpLI9+%204XLglPUP9glnpNMHCtw4hV+sn70qf0oEkLWicgjqnfWL70CT0bLxT4hwPejX1sF9xif0VlkAHxTx%20RV9B3uWFv6TyW9mIhcOLu9F9ca92EdnpDOASbp5qa9VH6p3vymXXpZNcW8cJuXAM0S/UcuPOTDvR%203ZBsbcOr3pz1nRr3YJt/SFzK1uHFH6x/afj9KpA4g3DqJz1lfsEyekj9+4XDqo/XF7z7PS5+zaZ3%20InrF9xEvpM4so25cEr62VT2cI7PSORpr8S4pz1sFfYOP9JHv2n4lwp1SvrH+wkf+WEjW7BcOSnqj%209ghvpZIxjh8Q47lf66L3oVv6QzNvDKbl+09iL6417sNRb8I+Ht/LDzXvU/rr/YQLr06muXV+Ic1H%206xfsDtvTIN0fOXfKiesq+yWfTJgNWzFV+uj9hX3npQ6Rxc24cCpvrH95m39KZh4XXL6Jfqn+wkQ+%20lhjkB85xVfrD9gq59MC81bMQSqnQP2FbL6NiaUPM5B70fQnbvyt4PS5kdv5Xmk1FKo+hM7VRceiM%20Mk3mecUTowL2m7r0SD5GFtw5oA1AVTqTezKty/oALyNrRcuFO5H1IlQrf8OJiFBduTvUqb4dA9Kv%20Tp3DXZUmd03x/wAPSvZ5Pm/6xXpphO22W/VpebvxjMa5nE69n3iR/uqy7F6vLNxezSVB026Cig+R%20Vu+adghGlDXcOqoTZqIsj5FqyCUB2lKlPCpFVkLe4ZKJ7S4kZ27WmgTwfwOLlWU2Ntrg+EfXrqUu%20J/Ynz39vLbhrGta9w1cOqm6K5KoW7mgt98k/rD1CMFamXk80VjG13jA7HJIp2zmlmi8sDaXCgojJ%20YOtsr+yO9rQ9/wCa7ojJ8VmLTDeVFLNK74mU0lj7G17lNquB/JYXD2MbXWMjpd4q7d2FLJ8MKqO8%20x0LqzSOY7uCoZRhkXyzO+HnkczsBqs6bS4e8DbNzrhu8jvFVlsqRMgyWbi+2sYhHH2PGhWdXNTjb%20nP5SQfHzSeA+BpJIKlc0XMNhkpWhnliNve3qhc0W1vx7EeW0GRwvD79OqqUXRfW/pXhrp0V1d3Mj%203M8TA/UBXyLi0DuNRG3+EtHjpoagFK1WENvG32+6O7d4SKdaqLVRTScexmKkdPB9rKTuDXDSqmms%20IsZ8dZfFgBl30EQ92iiwKPI8Hbn7iFr7l8Mlu4OcxhoDTsKNbguKyzQxONmtraVjWSMaGhzB1p3p%20YHETb3zCGsYHw95TPivMLJi3O8uY+Xu0NAjI4rm9wuEitiy1cJHPFdzqVTyWGXGDltrl01d7D0Y7%20ojkMImVN0C1sUDGg9SOqfIGY4sh5Xk0Dmu6klHIZGbLzGeTIxpI71N1ymoP3BLZZi0uYTsDXAlo0%20BTmpWNpnb+5vohG8NHh6Aq4niw9uL+W/fbhoEbT1CeRxaODC4Y7TdyUf3JUcU+bg+JktfirKU+Z+%20aOii6jio8vLd2DGQwwMLzoXHqp4KmqNbXOahe0eW07taEp8VyGcjb5KSUzSjYO4dEYPCslvZrk+X%20PK9jY+hbVCcFie4+HMdvI6aM9S86oTYbxL8wLpzWxhzKaAqanDRYxmef5jjbx1b7pSwWC33nKo5d%203lRkjtJSkOXBcly6OMz5Nwge4eExnUlXhX2KO55LlYo5GQRCR5/U11r8qDyh4e1vMtcD75iEMh+o%200aJHhovh7jHjyoG7ojo0FLJ8TbvvCKN0TW08ztCWTwKLBzyx1c52/vSyeSbXD3kT3saTIHaHeeiW%20S+T1nxa++KaDGx1s7V7j2ILBq6xsVpknMewRwD3XtGtUsFhPs83d2f2TWB1vJoXO60RgrC7rOWlp%2047d5c/qR7Uywi2mTiydwW3HgB+sE5Rhbux8WMLDaSecZdavPT5E8lgm8lkgYbqVxdKBoOqfJnWTd%20mcmLuV77dr4ne7UVUbeSmuUjHzGSN8j4w35lF1P6kV7vMuvC8sH53QpTVF6mmwnFoMhE98kp3MFQ%20a9VUrPgi3fFZpreVhlIA0Aqq5KmqgveKX0Vo1kbGuoepKOTSaHnYe9jtGGO2ie9o1rRVGe3REWzz%20F7Zy1nsoWuadBQJovThpbO7fes86MMbI/wDs6gAJZTxwiZDF5KJ1Zy1zX9DurRLJZVkksdtKIpJ3%20a9lUuSpVzdxsvMbFHFJr2muqXJpIqpOO/DyskZcPD+o1VS5Xg+zD4u6ugMpJuP7Q6n6VrNRyWeP4%20Txp7pHx3b3NYKhldEcTlScZPirVzomWzJGtNNzmqeK4v3XVp8KHstYdvcQEYBM7rOaANFlA0kakN%20CQyy+S4jbyvMzWNZ/ktoAjJZUUmGEExEh8A6DsVShaY3P3di029u0SRyaGvYE8ngl9ky4vmvPhed%20dw6oUReYK0MhdJ9q5utHaoypDfJHcERTQMjjj08I6hGTwrDZXX3sG27aY/tp0qjI4rm1hNm98khM%20jCPCx2oRkcCbGe7vrwRsiZGCaDbonheurq3o23yr/kFu4ASRC0LiP8rzv5l3enPlxe5Ph05driBA%20Cg7kAKDuQAoO5ACgQAoEAKBACg7kAKDuQAoEAKDuQAoO5ACg7kAKDuQAoO5ACg7kAKDuQAoEAEAE%20AKBACgQAoEAKBACgQAoEAKBABACgQAoEAKBACgQAQAQAoEAKBABACgQAoEAKBACg7kAKIAUCAFAg%20BQIAUCAFAgBRACgQAoEAKBACgQAogBQIAUCAFAgBQIAUCAFEAKBABABACgQAoEAKBACgQAoEAEAE%20AKBACgQAoEAEAEBivUn0l456gjHjNXN5b/dvnCD4N8TK/EeXv3+ZHLWnlClKKbrk5cOfH8HHpiST%20955rX/p7T/5VLhCO234QfTS3k3syWZJ7nT2tPyWwT4Q5Ttx+Er05nILslmBt6bZ7Uf8AwyfFXOlj%208J/p0G7fvHLke2a2/wDlkYHOoc34O/TOV252TzQPsntP/lUYTkcX4PfTWIgjKZs0757X/wCVS4q5%201MH4UfToCn3hl/8A/tbf/LI4Qc6K4/Cd6dTxhj8jlwB0pNbf/LJcIXOlW/4UfTuB7XMyOXJb0rNb%20f/LI4Qc6lT/hi4FM/e7IZUHpQTW9P/d0vrh/ZUM/hO9OzL5hyWYr1p59rT/3ZH1Q/tqWfww8CIAO%20QypA/wCmtv8A5dH1Q/tqHcfhM9OJ3735DLg9wmtafltk/riedSLX8LPp3bCjL3KH2ultv+S3Cm9U%20P7Ksbb8O3BrdhY26yDgfzpID/wCoCm9Gp/dT7fQLhjRQXV+B3eZBT9yl+tr/ACr9jY5J6E8Pft/x%20N83b02yQj6fsUv1df5P9nb+EmL0Y4vG8ObdXxp2GSKn7pH6uv8n+1t/BuD0R4rDkHXrbu/dI76jp%20ISz6PKr+VP8AW1/kftbfwurn0+w08IiM9yxoFAWPjB/Kwo/W1/kftbfwqY/Rvj8d2LpuSyW8fU86%20Lb9HlI/W1/kftbfwnP8ATHCPNXXd6flkj/1aX6uv8j9rb+Ddz6U8duC0vuLsbelHxf8ALGl+pr/I%20/b2/g7a+mWBtj9ncXZ7KF8f/ACRhH6mv8n+3t/CHa+j/AB22vJrtl7fmSf3mmSLaPkAiCP09f5H7%20e38GZ/RTi08nmS3d+93UEyQmn/ZJfp6/5o/b2/hLg9JuNwx7Gz3ZHeXxV/do/T1/kfubfwS70i42%20XFwur1pPc+L/AFSP09f5H7e38Dj9JsCyQPF9fkjsMsVP3SP09f5H7e38Jk3pxhJYhG64ugB2h8df%203aP09P8ANL9vb+EWT0o488AOubzT/Li/1aP09P5H7W38Di9KePR9Lm8Pyvi/1aP09P5H7W38GHej%203G3Ted8ZfBx7BJFT90q/U1/kv2dv4PT+k/HpywuubwFnSj4v9Wj9XX+R+zt/BJ9JePF+43l9Xu8y%20Kn7pH6uv8j9nb+EeL0X4xFcPnbeX+9/UGSGn7pH6uv8AI/Z2/g3deiPGLl4e6/yLSOxssIH5YSj9%20XX+R+zt/C4xXpzhsbCIorq7kaP2r4yfyRtR+rr/I/Z2/hCvvSPjl5OZpbq9Dq1o2SID8sRR+rr/I%20/Z2/gG+kfHGytk+KvSWdAZIqfukv1Nf5V+3t/CXP6aYCaPy3y3IHeHR1/do/T1/zR+3t/CsPopxM%207v8AEXvi6+OH/VJfp6/yX7W38Dt/RbisEZjZc3pB7S+Gv7pH6ev+aP2tv4Ow+j3GYXbmXN5X2vi/%201SP09P8ANL9nb+EpvphgmghtzeCv+XH/AKtH6en+aX7GyJcej3HZzV19kG/5ssQ/9Uj9PT/NH7Gy%20Ldeh3FrljWS3+RIYaj7WH/lhKf6ev8l99WNn6T8ZtQ0NkuX7Ohe6In8kYS/T0/zVfs7fwcm9L+Oy%20y+b5lwx3+S6MD92j9LT/ADT/AGtv4Kf6Z4B4aDNc+Hp4o/8AVpfpaf5p/t7fwOX00wEj2vM1yC3o%20A6On7tH6On+aP29v4Os9PMIx1RLcfIXR/oJfoaf5pftbfwYn9MsDMSTcXTCfzHxj/wBWUfoaf5o/%20a2/gcPpnhImFjbu8IPaZI6/u0fo6f5o/a2/gxc+k/HbgUkubzvqHxV/LGj9HT/NH7W38Ey+knG5Y%202sNxeAN0BD4q/u0fo6f5o/a2/hF/8lOK7txur4+wyQ/6pH6On+aX7O38HW+jfF2kFtzegjufF/qk%20fo6f5o/Z2/g7N6Scfl27ry+G3pSSL/VI/R0/zR+zt/B2P0t4+xu03F28f5b4z/6tH6On+an76R/5%20T8a3l3m3WvZuip+7R+jp/mnPY2Nv9IeMukD/AIi8bT6rXxAH5fskfo6f5p/s7fwi5D0Q4pfe/d38%20X/VSQt/lhKP0NP8AN/8An/hX2NkvF+kmAxsZjgvr9wIoS+SIn8kQS/Q0/wA3/wCf+J+2hJ6S4B5J%20N9fivWksX+qR/wDz9P8AN/8An/gndTL/AEZ448UN/kaf9bF/qkf/AM/T/N/+f+K/Y2Faei/GrZzi%202+yD93Y+WEj8kQVfpaf5o/Y2R7/0K4lev3yXmQYf8iSEfywlH6Wn+am91qNH+HziUbtzMplm+wTQ%20U/cI/R0/zU3epbPQ/jTaVyWTfTpumhP/AKlL9HT/ADU5Rrz8P3D7qXzZL/Jtd/kywAflgKX6Gn+b%20/wDP/Dmx+09C+K21AzIZJwHY6WE/yQhH/wDP0/zf/n/ivtqXJ6O8akbR15ffKJIq/uk56Gk/NP7q%20hT+hHFJhR1/kh7RLDX9yr/U1/kvtqRifRTjOMc50N/kZN4oRLLCR+SFqP1Nf5P7qs4PTLj0LHMbJ%20cHd1LnR1/do/U1/k/v2Q7j0h49M/cb2/YPzWyRAfuil+np/mn+xseb6V4EMDBd3tB0PmRV/dpfpa%20f5o+/Yl3pPgHHW9vvk8yL/VI/R0/zS++o116L8YuG7X3l+Pa2SGv5Yij9LT/ADR99HZejHFrQ1Zc%203rz/AJb4T/JEE/09f80/2Nj7/STjjpxN8TeBw6APip+6R+np/J/sbFs9KeOte5/xF24u0IL4qfu0%20fp6f5o/Z2/hDf6LcWe5zjdXwLtTSSH/VI/T0/wA0/wBrb+EqH0l41DB5LZrsj84vi3fu0fp6f5p/%20t7fwTP6RcamjDHXF4AO0Pir+6R+nr/mj9vb+DMHoxxeA1ju74Hv8yH/VJ/qa/wAn+5t/C/4vwzGc%20ckvJLKaeZ975fnG4cx36rdtptYz9oeq16+qafDHt7rv8r5asgQAQAQAQAQAQAQAQAQAQAQAQAQAQ%20AQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQ%20AQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQ%20AQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQ%20AQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQAQH//Z" height="486" width="1307" overflow="visible"> </image>
          </svg>
        </div>
      </div>
      <div class="fig"><span class="labelfig">FIGURA 2.&nbsp; </span><span class="textfig">Tecnología de cosecha CASE 7000 + camión Kamaz y remolque.</span></div>
      <div class="table" id="t1"><span class="labelfig">TABLA 1.&nbsp; </span><span class="textfig">Pesos y presiones específicas ejercidas al suelo por las tecnologías de cosecha evaluadas</span></div>
      <div class="contenedor">
        <div class="outer-centrado">
          <div style="max-width: 1160px;" class="inner-centrado">
            <table>
              <colgroup>
              <col>
              <col span="3">
              <col>
              </colgroup>
              <thead>
                <tr>
                  <th rowspan="2" align="left">Elementos</th>
                  <th colspan="3" align="center">KTP-2M + camión Kamaz y remolque </th>
                  <th align="center">CASE 7000 + camión Kamaz y remolque </th>
                </tr>
                <tr>
                  <th align="center">Peso* (t)</th>
                  <th align="center">Pe (kPa)</th>
                  <th align="center">Peso* (t)</th>
                  <th align="center">Pe (kPa)</th>
                </tr>
              </thead>
              <tbody>
                <tr>
                  <td align="justify">Cosechadora</td>
                  <td align="center">13</td>
                  <td align="center">219,0</td>
                  <td align="center">15</td>
                  <td align="center">209,0</td>
                </tr>
                <tr>
                  <td align="justify">Camión</td>
                  <td align="center">13</td>
                  <td align="center">235,0</td>
                  <td align="center">13</td>
                  <td align="center">235,0</td>
                </tr>
                <tr>
                  <td align="justify">Tractor</td>
                  <td align="center">10</td>
                  <td align="center">159,7</td>
                  <td align="center">10</td>
                  <td align="center">159,7</td>
                </tr>
                <tr>
                  <td align="justify">Remolque</td>
                  <td align="center">29</td>
                  <td align="center">370,0</td>
                  <td align="center">29</td>
                  <td align="center">370,0</td>
                </tr>
              </tbody>
            </table>
          </div>
        </div>
      </div>
      <div class="clear"></div>
      <div class="table">
        <p class="textfig"> * Se refiere a camión y remolque llenos (tara + capacidad de carga)<br>
        </p>
      </div>
      <p> Se evaluó la compactación ocasionada por el tráfico de los complejos 
        tecnológicos a través de la resistencia del suelo a la penetración (RP),
        inmediatamente antes y después de la cosecha, según la metodología de <span class="tooltip"><a href="#B6">García et al. (2011)</a><span class="tooltip-content">García,
        I., Sánchez, M., Betancourt, Y., &amp; Vidal, M. L. (2011). Normativas 
        para el uso del penetrómetro de impacto para el diagnóstico de la 
        compactación de los suelos en caña de azúcar. <i>Cuba &amp; Caña</i>, <i>2</i>, 54-60, ISSN: 1028-6527.</span></span>,
        que establece determinaciones al centro del camellón, a las 
        profundidades de 0-20 y 20-30 cm, con el penetrómetro de impacto Modelo 
        IAA/Planalsucar-Stolf (<span class="tooltip"><a href="#f3">Figura 3</a></span>), diseñado por <span class="tooltip"><a href="#B20">Stolf et al. (1983)</a><span class="tooltip-content">Stolf, R., Fernandes, I., &amp; Furlani, N. V. (1983). <i>Recomendacao para uso do penetrometro de impacto, modelo IAA/Planalsucar-Stolf</i>. [Instituto do Acucar e do Alcool, Programa Nacional de Melhoramento da Cana-de-Acucar, Brasil].</span></span>, en 9 puntos distribuidos en toda la superficie del campo (<span class="tooltip"><a href="#f4">Figura 4</a></span>), los que se georeferenciaron con Sistema de Posicionamiento Global (GPS) al inicio de la investigación.</p>
      <div id="f3" class="fig">
        <div class="zoom">
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            <image transform="matrix(1.1261 0 0 1.1261 0 0)" 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31t0GTyIeqFn0OpXJvpv99Nvm7G6uEzw+GxWGx0GNxVWOlQrDthrwiwgLeL9G9Lv1%20d36u/igzEBAQEBAQEBAQEBAQEBAQEBAQEBAQRjuH2741z3j0uFzsG8C1KraBm8+vL6JIidn0f1t4%20O3R0FW9p8f3b7ecyHgeZgnz3BpGJ8TnwjORq7bdQAyZy8oOm1wPoL9RfRBWfdLFZLId+8+NF23x5%20njpPvmjiBnatqxu0hDudtH009fyoPYqA/g6Dzz8O+SxVrlUVWjYtOWMwdunZhs7NXmHMyzSG7gzM%20X93Ha7et2QehkBAQEFD/ABO4K1avcOytG5HDfqXJYYacM5UsjYaUG3NVsxtLI23TQmGN/naoMTu0%20NkPhuqtZjmhne7UeSGzasXphd7uu07FoIpTdvlHRvAdR0dB6DQEBB597v8X5Ta7uDexOOiOjZw1e%20OfIXMMebrefHalbyhEY5niPYYkTs3ggkPO65v377UmIM5BXy7zELbWYRqi3g/g24vD5UFwoCAgIC%20AgICAgIK+vfp8w/82ch+HVUFgoCCv+yn/wBt5j+cWb/lCVBIuVcyxXHY4Y5hkuZS47hjcPUFpLdk%2028Wjj1bQR+kZOwC3i7INPjuHZXOXoc3zko55YDabGcchJzoUibqJyO7N71ZH/CG20X/uYt85wmyA%20gICAgICAgICAgICAgICAgICAgICAgICDxp3yqVIu/OROVzFp72BlLazG+rgwPpq4aeyPyoPZaAg8%207dhostT7m2sfkMEfHjixN8vdiaYPeWLKAYWnGZyLqxuPi7dOmngg9EoCAgIKw7z8Efk13jeRht1h%20sYCaewdC1ckxzSwTCIGbW4BOeJwIR+a2j69fQgjHxClkIfh/J70UNeaK1R2BUtS3o2jGcfLIbE4R%20nI7jo+pD/RQXjUk82rDJq774xLUvHqzP10ZkHagIPPnMeTfEpXDJZCWGDAYzBV7NorNeOlPWunFZ%20fygIrE/mxwvX0Ij0EuhezroyCZ3jq5bu32+yMwQTm+DyluCSImljGU/dBc4ZG6E22QmYm8WdBaCA%20gICAgICAgICCvr36fMP/ADZyH4dVQWCgIKf7fZLlMXHr+N43jxnvXuQ55zydp9KVKMMhIzySsLtJ%20Kb7vvcQabuupCzaoJ/xbhWPwUk1+WaTKcguizZHOW9HsTadWAdGYYoRf5kUbMLfK+ruEhQEBAQEB%20AQEBAQEBAQEBAQEBAQEBAQEBAQEHkbvVjWu99MgT3q1F60+BlF7RkDG7MXsx7RPU/k0QeuUBBRPZ%20+GpDz/Ex1Mk+XrtxjJOGQeOWJzd+QG5Dsm1NvLJ3Dr46at0QXsgICAgoHuhD2Lh57mZuYZum2cnh%20qSw1LtOxa90nghcYHJ4vZkrGxiZ1y6EXV36szBru4WFwWM+FPIV8RfLJVQmhsBcnrSU2KWS9GR+7%2015GjeKNtztGOjsw+Gvig9DYx3LG1HfxeGN3/AO6yDJQEFO0+G/EjaKUcnzzHVoCmMHiixdefdX3a%20MTbwHqQfRLXT0u6DKzPI8FW+IHiHHnkdshFhchG0YxuIM87wyRabW29QqS/I2nyoLYQEBAQEHVbu%20VKdaS1cnjrVom3SzzEMcYt6yInZmb7KDUfj5wfbu/GLGbW8X98r6fr0HA+4PAgFzPkuKERbUie7X%20ZmZv7dBxl7jdvohIpeTYoGAdxu92u2g66av7frQYkndrtfHLBEXK8S8lkmCERuQlq5Po3zSfTr60%20EX5ryClxrvDhs3lIbb4x8Bdqe8Vali2zTSW68ggTVwldtRjJ+qDOm+IHtpBNDBNYyMU1l3GvEeKy%20QlI4tq7AL19Sdm69EHyt8QPbS08rVrGRneCR4Z2jxWSPZIPzgPbXfaTa9Wfqg7ex5HJxG/aeGaGO%205m8tarjYiOCR4Z7skkZPHIwmO4SZ+rILCQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBB5M7yVaM%20/evNe+2ypwxycfMTGIpnKTdoIbWIG0fXxd+nqQes0BB5U7EcnwFXvHBjcdSvQPkoMvQkitTjOMM8%20Vr3snjLbHpE8cLNt26sbv4+KD1WgICAg09rh3FrWdbP2cVWmzLQPV99ONikeF312Pr4t9lBXXxV4%202ha7KZiexAMk1CSrPSN/GKR7EcLkOnp8uUh+w6C1MX/8Mqf4mP8AWMgyUBAQUv3AxtGH4kO2WQih%20ELtyDKxWZ213GEFV3iF/R7PmFp9lBdCAgICAg67NatagOvZiCeCRtJIZBYwJvUQlqzoPOV/HYl/i%208xuIKjT+rBxJsFJ6sLx6vXllfQWDTdubXc/o6IL6/E7iP/0PH/7rD+xQZNfAYKtG8VbHVYIy6kEc%20MYC7v06sIsg72oUW8K0Tf2g/1kHegrHuc7t3O7W6P/8AMch+Akg+djnf3ruK3o/HLJ9P7SFBZ6Ag%20ICAgICAgICAgICAgICAgICAgINNyLOZXF+R7hgbeb83d5vuklSPytumm/wB6mr67tem3Xw6oIdxj%20vPY5RBcsYHh2WuwULUlC1IM2MERsQszmAuVttzNub2h1Z/Q6CQWOTczaByrcOsnM4k4BLdog27a7%20ixOMsnRy0Z3bXT5UESscp+Iwn/c3B8RE2v8AfMo0nTRvuWj9KDp/Gb4mfyMwn+/v+yQdWZ7od2OG%208ev8m5vxjGhiKcIuMOOuEVh7EtiOGMCcxIWHSRyd218EHYHd7uyYCY9pMhtJmdtcjXZ9H+R40FS8%20vwffXkfOsnyKj2/93iy8FStJQyMlS1CL1HExkfzHjHdqHQtG01dvSgtsu4PxBbn2drYWDX2WLNVH%20fT5dGQfPzg/EJ/yug/jmqgqXB8M+JfHc9pcxs8YHI2qM12WCrYyFXyhG8DgUY7ZtRYd2ret/FBaG%20X538R2JxN3K3eHYUKdCCW1ZJrzkTRwg8huzMXV9ooJF275vne5va2PN4+UON5m0ZwtYGMbkcRwSs%20xEMcrgxMYtpoT9NfTog5/iX3g/5kB/EdT9tQPxL7wf8AMgP4jqftqDsr8N7rtJrY7ieZH6Rjw1OM%20tf1RFI39JBhcr7S8n5ZgLWAzvN7VjFXdnvEIUKMRP5cgyjoYAxN7YN4INrFwzuBFEEQc9sMEYsIt%209W0PBm0b6CDiHA+bvO0k3cPKvG+rnFHUxYNq+vzXeqejeHTqgyPxF5N+Xma/yWK/eSDifBOSkBC/%20Pc2zOzs7tHimdvsP7l0QRzJdkIbWaxuYv885AeXxTStjLRzUROFpxaOXYzVWb2x6PqyDfYnhbUr9%20WaTnObyEkMgk9axbqPHK7FrsMI4Ad2LwdmdBOEBAQEBBWVnGUrXxHU7c0bFPQ4sc1U/Dacl0oSf5%20fYJ2QWagICAgrHuf+k7tb/COQ/ASQcex3+ldxv55ZP8AWQoLQQEBAQEBAQEBAQEBAQEBAQEBAQEB%20BhZtnLC3xZnd3rTMzN1d38t0FHfBeMsfbPJxyRSRk2YmdnMHFn+8Qi+138dCF2f1IL+QEBBV3xMU%20oLnZfkEMtyCltGGaM7BbBkOCYJmhD1ySeXtBvWg6OCY7uZybg2DzZc8kqnkqMM5Rw4yiWx5AZ3Fi%20MT1cPDX1+hBtfxA7m/8AM2//ABZi/wBpQPxA7m/8zb/8WYv9pQfG7bc7lJvfO5WXMGfV2r1cdXfw%2008RgL06IOz81/JP+YnIv6OP/AHogjPczg2Vw/b3keRv9wc7LVgx1nfBP7k8UrnG4BEeyqJbZCJgf%20R28fFB0/Dxx+C/2AoYyjm56stw5pJ72NOMbNWUp95RCRNKIltZtdR10L0IJbH2nuBYOVud8oeM2Z%20niK5XJmJtW3NrXfTo/gyDV5D4fMLkpRlyHLOU2pBbaJSZR30b1MzRszIMX/pn4l+UXJf4zL9rQP+%20mfiX5Rcl/jMv2tB3wfDfwqNiabLZ+0JNtcZcpPp6df7ns8UHR/0tdqP8Fkf9/sfskG7w3YLtViqh%20VxwgXdxubzXjOzL1Zm2scju7D08GQZ79me1bto/GKLs/izx/+tBVGR7UcBf4k8ZiDw8BYY+PSXvq%20zb+5/PGc4d5BroXs+v06P6EFw0O1nbbH5MMpR4xja+QjNpYrMdWJjCRn1Ywfb7JM/g7IJSgICAgI%20K8//ANCP/NJv5SdBYaAgICCse5/6Tu1v8I5D8BJBx7Hf6V3G/nlk/wBZCgtBAQEBAQEBAQEBAQEB%20AQEBAQEBAQEBBAOybu/E8hq//wA9zX8pToJ+gICCpPiY4/LmuD4mFnjatDn8aVtpG3fe5pXq+y30%20vasDq3q1QdXwyWHqcOy3EZpxmucSzF3GGe598kYybgm8ovajAnImFv7FBcCCGct7tcP4pkwo5o7M%20Me+GOzkBryFTrHZ3PCM8+m0XNgJ+mujeOnRBE818TPAgwOZt8fmHI5PGvGFapZf3OOw007VhsRyy%20szFAMhe2TeDerxQSbtV3Du8xrZiO/Vq172EuvQsyY+y1upKTA0m6GXQejMWj/Kgi/wATM2RvcYwf%20EMbIUVzlWWgodXYIjiZnI45T6kLE+1+jehBv+ymOxuLwvIMXjYfd6VDkGSrQQN1EAjkEQFurv0DT%20x6oLCQEBAQEBAQEFO8k4fmw+JHi3JKmWOOncxtuKxUk9r73U274QZmbQJHsgfV39pnf1MguJAQEB%20AQEEDKsQ994rPTbLxeSNvHXWPIAT6/5RBPEBAQEFX90jCPuX2uOQmAAyGQIjJ9GZmoE7u7ugdjXZ%207PcV2fVn5jk3Z29LOEKC0EBAQEBAQEBAQEBAQEBAQEBAQEBAQaPF854XlsmeKxeex97JxsTyUq1q%20GWYWjfQ9YwJy9l/HogjnZN9eKZF9GbXPZro3h/8AEZkE/QEBBBO9ke/gR9HfZksSXR2bwydf1/8A%20Z1QQ3H3C4r8T2Wp2H8rH85xsE8E0wOzSXaI+W0MBj7PSPcRMXp+1qF0WLdWswPYmCFpTGKN5CYd0%20hvoIDq7akXoZBTPd/tNzvuRbfFXrGHgwNaw0+JyrPba7XjNmaaMqwn5ExvtZmMibprozO/QMPtz2%20CzeJ5DQv8tuYq/jMVhJMDBQrRSGNmCSaSVystOzCz/fi12s+v9ULW4VY4EWLOtwqTGljK8hDJFiX%20heEJS9omJofZYn11QQC9XDk3xJ1IJYzenwrEe9Ext5sBW7hM0PR/ZjkYDchL5z7UG97O/O5z/O3J%20/rYUFhoCAgICAgICCCcrMx7tcCYZNjHXzbGP3beTXfb/AEWZ/tIJ2gICAgICCvfxjwU/dUpK0GTs%2036EBYGz5NMipgc5w2952OjNsDbu+R0FhICAgIKc778bxfJuW9u8BlRMsfkbuRhsNEbxnteiT+yTe%20GjsgyPh2xdPEU+cYmkxDTx/Kr1WsJk5k0cMMABuItXd9B8XQW2gICAgICAgICAgICAgICAgICAgI%20CDy98PuYcecy8bcrFGzDZvWPd6w4p6zRjKRPFJJ5Ut+XXd855un2EF2dqpYzxvIBDxi5HmgNtNNH%209+kL+oTIJqgICCEd6JPK7dX5dN3l2ccWmrDrpka7+JdG+2gr74sMRkKuCwfOcRJPUyXGrojLka5i%20xwVbX3syGMiFjJ5fLFvs9emqDlB8K/Hcreq5Tk3KM1yOPb5rwXZ+hOYu7PvF3MdHLd7JIJti+wfa%20LHVPdouNVZ200KW1usSl4+JyuRfS/wDTRBkWOyHaeepPVfi9GMLAPGckUTBILOOzUJB0ICZvBxfx%206+KCvq/widvcSb36eez1GSuxSNYr2oYzBmF9XEggYvm+pB8+EzjZw4PkPK5rFu2WdyJxU7tuRzez%20Tpu4xT+0zHvIzkYnL1eDIJv2d+dzn+duT/WwoLDQEBAQEBAQEGBcwOIuZfH5ezWaXI4ppxx9h3Jn%20iayLBNozPtfeIs3VkGegICAgICDzDn6+Iw3xB5zOXOPw5mMcnhQ+s5ZbgPjZ7UUTRkwwwnCTmTM4%207n9Ta9UHp5AQEBBWPc/9J3a3+Ech+Akg49jv9K7jfzyyf6yFBaCAgICAgICAgICAgICAgICAgICA%20gIKH7BYHP47LWgzGKy2JOCe8NatJSqR40YJJfMDZZISumbuRaO8jtp08EE27N6+7cx110/GzM6a+%20rz28EFhICAggnfF9vbLKPs83Sag/l66bv+IV/Z19GqCQc4wYZ3hubw57W9/o2IAMw8xgM4iYD2el%20wLQmQQr4bORSZvtDhfNjGKfGiWOkjEnIv3K/liRs/USIW1dnQWggIIH315TY4v2p5BlqpyRWxgav%20WmhESKOWyYwgb7ujMxH1dBse1XFK3FO3mCwcBBJ7tVApponJwkmlbzJZB3O76GZu7INN2c18znXX%20/wDluT6er2YUFiICAgICAgICAgICAgICD4Tuwu7Nq7Nrp60Hl5u6/D8l3Eq5qTglOzyie1HCULZI%20jvsUQ+SEoxnEOPNw2swffvHTR9UHqGMiKMSIXAiZncH0d2d/Q+ju3RB9QEBBWPc/9J3a3+Ech+Ak%20g49jv9K7jfzyyf6yFBaCAgICAgICAgICAgINFyznPFOJVq9jkOQCiFuXyaobZJZJZNNXYIohkkLR%20vF2HRvSgj3Z7uPa57jM7kJQrNWx+ZtY7HzVd+yarCIFFK+9y9o2k16aN8iCfICAgICAg0HPr/JKH%20DMvc4zW98z8Ncix1bbv3S9Gb2NW3aa66IKU7acj74DzGpPLJlOR8JuyBVnt5ejDjZImdyaWcYxkc%20w8mQNrsWu5teng6CyOzbu9fmOr66cszOn+XZBYSAgIK8+IH9Eed+zT/DoEFhoKS7b+XxXv3zniLB%20LFTzwQ8gxjHtNjM2/dZ729pmeaR2EX8Nv9ELtQEFMd9Dnz/NOAcDp2mje9kXymUEHIyGtQZjj86E%20X0eOQ92jn03CgudBAO1FOWrf54DmxxHye3LG+mjt5tevITP9hz0ZBP0BAQEBAQEBAQEBAQEBAQVh%20yfj/ABPH91+EFBx7GNby0uRKxe91jGw0lSq00UgyCzPuEh06oLPQEBAQU136zGQw3Ku3uVx2MlzN%206ncyMsGLrvpLOTUS9kX0L7PRnf1M7oMr4drtm9S5xetVJKFm1yq9PPQmdnkgOSGAiiN26bgd9HQW%202gICAgICDXcg5FhePY08ll7Q1aokwC7s5Gch9AjijFiOSQ36CAM5P6GQRSLG8z5ifvmTtXeJ4NtX%20o4mnIEWSl1+bNdnZpGi6eEEfh9Mnf2WDv/NeH5V8k/jIv2CB+a8Pyr5J/GRfsED814flXyT+Mi/Y%20IH5rw/Kvkn8ZF+wQaPuRxjk8POeGc0wuOk5BDxwLla7jBlijsuNuJoxniecgjIhf53tM/h9oPvYH%20i/J8BhuSjyLGNibeSz9zIw1BkjlBobAROOw4ncXFnZx9Hh4ILQQEBAQEBBFe6OT5hjeCZa5w+mV7%20kMcX7jhBhMx1JmOQIyZ2kIB1Jg09p+iCqq2B57m+dcRx3Pp6/J8NYC3daueJaq9aGOuxQWbJv1gs%20HYNoyhbw2+PV0E97Nf6PzL+dmZ/z7ILCQEBBXvf8de0mdbr/AOyP0bXwuwugsJBSfeuVuI9xuC9x%20RAApR2ZMJnDB3CWSG4D+S8j/ADHihdjP2n8dPtBdYkJCxC7EJNqzt1Z2dANzYdQHc+rNprp0d+r/%20AGmQUvxWMOU/EhybkMZNLQ4lQiwleWMtmlk3Ipo5Adtx7TeVt3Rm0bxQXSggXbGQiz/cGN/CPkRa%20P+qoVHQT1AQEBAQEBAQEBAQEBAQEED59DDJzvt0UhkDhk7jg4+Dv9W2H2v8AZ0QTxAQEBBWPc/8A%20Sd2t/hHIfgJIOPY7/Su4388sn+shQWggICAgIIzyfm8OMuBhcTVLM8psB5lfEQkwtHG/Tz7cr6jX%20gZ/pF1LwBifog6OP8HmDJjyLlFocxyVmfyCYXGnQEvnRUYSd9nqKUvvh+l2b2WCWoCAgICAgICAg%20ICAgINNzPBWM/wASzGDr2PdJ8nTnqxWer+WUsbgxey7P0d/Q6Cpofhzv18/xTJ0My2MoY25Blc5g%20K5THQe9CIbzoBI+6MZSDaTGXzX19G1BOO1UMcJcyiB3dm5PkTfXTVnlaKR26aek0E6QEBBCO9kbS%20drOQi7M+kAl11+jKBej7CCboIL3x4ofKe1fIcTDDJYuPWexShi0cynrk00Yjr90QbX+R0GR2f5cP%20Le2+CzbyRSWZqwx3GhFxALEXsSBtLV20If8A0ZBJM7lAxOEyGVON5QoVprRRC7MRNDG8jizv0Z32%20oKz+GSlMfbf8Y7hRzZPk921krdoWZ5T3TFGwyno24hcC+RtUFtIK/wC2H/3J3E/nE/8AJ9RBYCAg%20ICAgICAgICAgICAgIIB3H1/HPtx/DU/8mWkE/QEBAQVj3P8A0ndrf4RyH4CSDj2O/wBK7jfzyyf6%20yFBaCAgIBEws5E+jN1d38GZBBLHKs3y2eXHcHkGvjIy2XuXyA0kDbX0OLHRl7NmVvB5H+9B/Zv7K%20CR8Z4phuN0pK2NjLzLBvNduzm8tmzMXzprEx6nIb+t/DwbRuiDcICAgICAgICAgICAgICAgIK97T%20O/1r3C+TlNjT/cqiCwkBAQQTvtr+Z/lunj9XS6f0kE2qf6LD+oH+oyDnJGMkZRl802cS+w7aIKU+%20HWQsHmud9vXEo63HcqU2Lgd2PZStuRRM8rdSdxFi9rr1Qbn4kszcq9tp8NjY47GW5LPDiadNy0lk%2094JhLyR1FyJunyNr1QWHxvDQ4Tj2Nw8L6xY+rDWEtrA5eUDBucR6M5aaug2KCAdsgIeS9xGJnF35%20DuZn6dHx1R2f7aCfoCAgICAgICAgICAgICAgpvuZFbHv72rmYnerL9Zh5fV23x1ndy0+brtPx8UF%20yICAgIKx7nM/5zu1v8I5D8BJB87HM/vXcV/R+OWT/WQoLPQEGt5ByPC8exh5LMWhq1AdgYnZyI5D%206BHGAs5yGT9BAWd3QRMcLyHnL+dyWKXD8Ud9YONMW21cH0Fk5Af2Af8A1YH/AMYRfNYJ3XrwVoI6%209eMYa8ItHDDGLCAALaCIi2jMzN0ZmQc0BAQEBAQEBAQEBAQEBAQEBBT/AGN5hRy/Mu5uLqwyM1XP%20FcewejMXnRtVcNni206RPrr1Z0FwICAggnfbp2e5a/p+rpf+xBNqn+iw/qB/qMg7UFFckB+H/E1x%20/LQxiNDm1OTH2IYJCByt13Z3sTg7bD0EwEeuvj9sMrnEI8r+Inh/H2k/c3FakufuwSPtAj3iEDxO%20GpOYybXdi0bRvSgutAQQjgvvH48dw2LZ7t9aU3i0+dvfFVd+75Pm6IJugICAgICAgICAgICAgIDt%20qztrpr01bxQVfc+HbhN22Fy5kc5YtxyFLHPJlLJGEhs7EYu7+y7s7s+iDl/0+cO/+q5/+NrX7JBy%20D4fuGi+r5PPG2rPoWXuej0dDbxQbzjHbHBcWnu2cRYyEktuB4XhuXrFqNtX3aiMxHtJy9KDzp2+4%207wabFHhs9wblOY5hhSevyIqNg2AJiM3j9n36HoUbNo7Do6CTHwHtkZgZ9qeaEcbu8ZPObuLv0fR/%20rHogR8B7ZR7vL7U80DeTme2c23E/iT6ZHq6DQ8i4/wAMbMYTAcY4ZyXC8xv3a09H6xsG8b1YJhKy%20ZD75YZhaNn9ohQejeTc3gxl2PC4qsWZ5PYHdBiYCYfLB/Ce3Lo414f7IupeACT9EHRx/hEw5IORc%20ptDmOTMLtCTC40qIl86OjCTvs9RSlrIfpdm9lglqAgICAgICAgICAgICAgICAgIPhGItqTsLet30%20ZBRfZSrg8b3o7sVsXOBUisY+YCaUZGeSYZpZ2Ymf6M0hNp9HwdBd8l2nFGUkk8YRgzkZkYsLCzau%207u79GZBFfzx9p/yww/8AvsH7NBwm7z9pooXmPl2KeNvSNqI3f7DC7u/2kEa5f3Z7G8o4zkuPXeYV%20YamTgOvNLCTtIIn6R3ATa/ZZBsi+ILsvVrjryqtIAMw/egmlLRm01cY4yfT5dEHL/qB7Tai31xNq%20XzW+r8jq+nq/c/VBBe73M+M89xOJq8LtlkOVYfKVsti8dLQvRNaKruIoPOkiiENRfd1Jtdunp1QS%20Lsjw/mMWd5Nz3mdGHF5zlBVmDGwvu8iGvHt1d3KQhc301Hd00+0wW4gIK/4CTP3I7lj6WyGNd+nr%20xcHpQWAgICAgICAgICAgICAgICAgICCnfiV453IzmAwsPBRtvdhukdt6dhqztE8bszm7nHubd6EF%20U4e1wzivcfmUffQ4rvIbZUZKOQiq2fKmj8omkOFq4BoHQBf2erj8iCUfnB+EP/B/+65L9igfnB+E%20P/B/+65L9ig1GBLhfKu9OIPtFYLGQV8VbHLZWOnMbwOb7Wfba2tuIX2g76szv4P4IPR/GeJ4XjdO%20SvjYyeWwfnXrs5PLZtTO3tTWJi9qQ3+Xo3g2jdEG4QEBAQEBAQEBAQEBAQEBAQEBAQYGb4/g87Ta%20lmqEGSpsbSNXtRjLHvFnZi2mztq250EfHs/2qHXbxHEM7u7u/uUGvX+1Qcx7SdrhJibieJ1Z9W/c%20cHi39qgzvzf8D/JvF/7lX/YIM4uO8fKpBTLGVCp1SaStWeCN44jHXaUYbdou2r6OyDW9wcjaw/BO%20Q5bHuMV6hjrVmrK4CbDLFCRgTiTOz6O3g6Dd1NktWGVxZ3kjEnfTTXVmfwQd6AgICAgrzgH6Te5v%20+34z+S4UFhoCAgICAgICAgICAgICAgICAgIKz729rj5djKuaw2+Dl/Hy94xU8EnkSzAz6yVfOb5n%20mNrsL6JfI7oNVwrgvHuXcdrZvHcu5WATahYqy5WQZq9iN9steYdmonGXR2+2gx+fcLxHEcE94uT8%20rvZKzINTDYqPLG0ty5L0ihD2OjO/Ui+iLO6CU9me10PA+NmNo/e+S5Y/fOQZEn3lLYN3LYxP1cI9%20z6et9S9KCwEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEET7uFt7WcvL7nDX3/AKFY3Qb/AAdn3rCY%20+y/Tz60Mmj+PtxsXo+ygzUBAQEBBBeGQeV3J7hPqz+dPi5Ojaf8AsAh19fzEE6QEBAQEBAQEBAQE%20BAQEBAQEBAQEHn/uhwWhB3q4oONu5fGQc0K62cr4SydXdNUhBwtOwOzN8/WZ/U2vjrqGd2Z4LQDu%20Ly/J38hkMza4zffF4Q8pZO29eKSEJJDFz/vh79urfR+ygs/NcBwGZvnfuyZAZzYRJq2Sv1Y9BbRt%20Iq88cbfaFBg/mn4n/hsv/HWV/fKB+afif+Gy/wDHWV/fKCNZPt9g4O4OAxMVvLjQu4/J2LMP1xlH%203SVpKgxFq9jc21pj8H9KC04YghhCINdkYsA7nci0FtG1Ind3f5XQc0BAQEBAQEBAQEBAQEBAQEBA%20QEBAQRLu9+inmP8AAuQ/BjQaup3V4Hg8Jx6hby0M9+0NTHjSpk1qcJzhbRpYoXMwZtvV3bogl+Q5%20JhMdlsZiLlsIslmTljxtV9XOZ4I3ll0ZmfRhAdXd+no8XZBjU+b8Mu5dsNSzuPtZZ/Mb3CC1DLOz%20xNrIzxgTk2306sg1V/u727ochLA3M1DDejLypjLVoIp3fQYJZ9PKCYtHdgItXZkEoPI48AIztRCA%20dSJzFmb7Lu6DGtcl47TsHWt5WnXsR6eZDLYiAx1bVtRImdkET4Zbhl7n8+ijPzG24ecTbRxcJahi%20O128W+9u6CeoCAgICAgICAgICAgICAgICAgICCi+/wDnamB7m9rstbpz34a1nIO9WqJnO7kEAiUY%20RuxGQu+rD4P4Og3fYzJRZTOdwsjFDNBHbzUcwQWY3hmBjpxOwyRl1Am9LOgtlAQEEOzX6V+LfwVm%20f87QQTFAQEBAQEBAQEBAQEBAQEBAQEBAQEBBoO4MYScC5IBjvAsXdYhfR9W93Pp11ZB457V9p+b5%20nn+HmxPsYbDW4blrk9cPIPSwA2XB3kIJJSbTyn27hF9fFn1cPXHLeL2sly/hmarRCf1HdtSW5H2M%20417FGaHVnf2n++lH7I/Z9CCtMLxDuDT7lPya3wylRw+Dr5I8LUxM9SM7FmcDffYJ2eWQ7HzRZ9GB%20319eoRzO9l+5Oe7lyclDE1KdXI36GT+/zxnRhCKu7SxW8fo5WLAmWnmMW133P9LoGNivhEtSYrHw%205T3SPIy18m2RtBJLIMU8rxvjiEG2NK8X3zd4N4eKCdWPhuw0luWW1agtxy5fIZXdcgaWYvfaLV4Y%20Tlcmcmgst5zN4P4aelBx+H7hljhXJ+Y8YsXvrGXHVsML29rgxMYWpGFhcjdmFi0bqguxAQEBAQEB%20AQEBAQEBAQEBAQEBAQU33ftVaveLtRNamhrwtYybPLYDzA1KKFhbT6JE/QT+i/VBtOz8kcvLe5ck%20ZMcZ54XAxdnZ2epFo7OyC0EBAQQ7NfpX4t/BWZ/ztBBMUBAQEBAQEBAQEBAQEBAQEBAQEBAQEGi5%207p+IvI9W1b6ru6t/+nNBT3G+0vc7knAMQ1rufdr4zI46nNHSrUYYiijKEJAiacJAkfZ7La6tqzdf%20FBsuE9nO8GLwEdLIdzLdeeOSVxhrwRXAYHN3F/Otj5ruXi7eDeDIN6/a/ua+n/8AaeS6dW/cFFv/%20AMKDHm7Qdw55hkn7qZnRnbcMMFeHVvTps0Fn+XRB8yXYvNZCnLUs9yOTHDMLgYefCIkztpoWyMXd%20vk1QQvGfBxjTow/XvLspZyEZObnWcQhZ2L2HAZWlJnZtOu7xQTTtL2wtcM55y6WbIZLKw3oMfJDk%208hIZvPIfntMxv0jlOLyw0LTURLT0oLYQEBAQEBAQEBAQEBAQEBAQEBAQEFJd8uP4vkPdTtdiMrTO%20/j7E2TexVBmLcIRwHqbO7fex01P07fBBtuyGNoYvkHcTHY+Aa1GpmwhrV420AIwpxMIi3qZkFroC%20Agh2a/Svxb+Csz/naCCYoCAgICAgICAgICAgICAgICAgICAgIPhCJC4kzOLto7P1Z2dAABAWAGYR%20FmYRZtGZm8GZkH1AQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQUV8QGKymV7mdrqOKybYfISWcgUG%20Sdoz8pwGAncQl9gydm0EH+c/RBvOxlW7UzncKrfuPkbsOajjsXyAYimkGnExSPGHsjufro3RBbKA%20gIIdmv0r8W/grM/52ggmKAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgI%20CAgICAgICAgor4gMplcV3M7XXsVjGzGQjs5AYMa7xh5rmMAuwnL7AFo+om/zX6oN52MtXrec7hWr%209N8ddmzUZ2KBGMrwyFTico3kD2S2v01bogtlAQEEOzX6V+LfwVmf87QQTFAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQUl3y5Bi+Pd1O12Xytw6GPrzZNrFq%20N2HaJxwBobuz/e310P07fBBtuyGSoZTkHcTI4+cbNG5mwmrWI31E4zpxOJD8jsgtdAQEEOzX6V+L%20fwVmf87QQTFAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBA%20QU33fq1bPePtRDahhsQvYybvFYk8sNRihcX1+kQv1EPpP0QbTs/HHFy3uXHGLBGGeFgAWZmZmqRa%20MzMgtBAQEEOzOv51+LfwVmf87QQTFAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEGNkslj8ZQnyGRsR1%20KNUHksWZiYIwAfEiJ+jIKQv/ABf8JpWgCfA5gacxa17hRRA0kO7a0wRnIJ7XZ9W1ZBLMf8Rnamwf%20l3clNhpvNaFospVnre0/rIgcBb17ibT0oJ1g+S8dz9UrWDydXKVgPyzmpzRzgxszPtco3JtdCZ9E%20GyQEBAQEBAQEBAQEBAQEBAQEBAQEBAQUX3+wVTPdze12Jt3J6EFmzkGe1VIwnZxCAhGM42cgInbR%20i8G8XQbvsZjYsXnO4WOilmnjp5qOEJrMjzTGwU4mYpJC6mT+l3QWygICDzj3b5bj6fdHJ43k3cPK%20cUx8NSpJh6uFaQmdpBLz2s+SJkMm8dw6t8x26oLa7P3sTe4NUsYrkN3lFIpZmDMZFjaxI7SOxCXm%20CBaA/st0QTRAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQVz8RUAT9l+TxmzO3kRO2ra6ENiNxf7ToID2%2057UcP5BzbnActq1uR3cNYo46vady8sIoqQD5bAOxt0exgJ3bXp4oJhe+G7t395kwT3uO2oZvPGaj%20ZkkAyHXYMkFp7EJAOvQdvh08EEPy/wAN3IYYwsULeFzd8Z5bJzWaJYWyxmPslHaxRg+8ZG3DvDTX%20r8iCN4fF/EDw66Fe7NyMabxSTFNQatyOJn66s4WXiNi9noLFr9zrrog3Qd++4uCpUQzg4w5irS2D%20HNV7+BtzlC77oY/NiOo8mjjpsPb1QTHAfEXjsj7uNvi2ZgeeoN3zqMIZSDY7uOrHSKU9uol7RAPh%201ZkEmxXeztZk5qtaDkdOO3bj8yOrYPyJB9licZGkYdhsz/NLqgmsUsU0QSxGMkUgsccgOxCQk2rO%20zt0dnZByQEBAQEBAQEBAQEBAQEBAQEFG9+vxr/Od2v8AxT8r698/Je7+8eZ5Gzy4PN87yvb8ry9d%20+noQbnsb9a/XvcL638j60+uo/ffdN/u/ne5xb/K8z29mvhu6oLZQEBBSfLMN3Aq90OQZHiOY4xU9%20+oVLWRoZVppbLQ1AeJrUggBbB8QbQtujN016oLE7aXszf4dRvZe9jMlas75BuYXc1I43N9mzezFq%20zdC+VBKEBAQEBAQEBAQEBAQEBAQEBAQEBAQddmzWqwHYsyhBBG2skshMAC3rci0ZkFXX+/8Ah7xW%20KfAMPe5rk4CEC9xiKOmDyM+wpLcg7GHd01b5fQyCId2A733u1mZyHKrGFw+Jiihns4ehHPYsyR+c%20DvBNYkPywcfZ1eJn16oMLtb+OWf5n3JzXAuS0IMfYygHDBaqvagneRnIZt4HEcfsat4Pr6W6ILAH%20m3e3EzBHm+CQ5aq03kyX8JeDcQM/92GrO2/RxZ3YXNvQz6IO6D4hu3A5yPBZia3x3Kybmevmax02%20Da7sznKWsTCW19pbtH9aCx4LNecd0EoSj90BMTdfsIOF7H0L9c616tFbrSC4SQzgMgEJNo7EJM7O%20zoITnexnbLLMUkWHjw15xYAyGH/cE4Cxbn2vBtD2vB9wv0+0g0Gd+HyHIBJ5fJbNiU/Lbzc5SoZo%209ofOF5rULWNr6NozSswvrp4oIhmOxfNqWXuXcNRow07DwwCXGshdwdwYA03mMEhTU2J9PmuTsgxK%20PO+d4vlIcds8qyWBytjbWxmN5bj6linIQgGjlk6RRbjNtdr7er9C1d9UFzdsub5DlOMyEeWx743O%204O7Ji8vAOrwlYhESeWu5e08UjGxBu9Hr8UEwQEBAQEBAQEBAQEBAQEBBRff7O1MD3N7XZa3TnyEN%20azkHerVEznciCARKMI3YjIXfVh8H8HQbvsZkospnO4WRihmgjt5qOYILMbwzAx04nYZIy6gTelnQ%20WygICCpuVcM7m4znOY5PwiHC5KLkdevXyVXMjKJwvWj8pmiOP50Rj1IH9PoQSztZw23w/hlXC3Zo%20ZrjS2LNn3UHjrRyWpimKKuD6bYgc9o/9iCWoCAgICAgICAgICAgICAgICAgINdn+SYDj2OPJZzIQ%20Y2jH0KxZMYx1fwFtfnE/oZuqCvn7qcx5RLPB244yVmrEMZhyHO+dQoytJ1Z68Tg08wuOj6+z/U1D%20tbsv9fWGu9xs3Z5RI46NiQd6eKifRtXCtEW431Fn3Gb+vRBYOJw+Jw2Pix2Jpw0KEDO0VWtGMUY6%20vq+ggzN1fq6DtvUaV+pLTuwR2ak4uE1eYWOMxfxYhLVnZBr+N8Q4vxmtLW4/i62LgmLzJgqxjGxk%20zaM5aN10b1oNugw8lhsRlIDr5KjXvQSjskisxBKBDrrtcTZ2dkEFyXYPt/NcG9hhucWu+Y00k+Bs%20lS8wm+bvjZii0H0aA3p9aDEucX754KqDcb5VT5BFXDbHUz9XbNI7m/z7Vcgd3ENNHcevpQZ4dwOe%20Yel5vLOEWzLzAiGXjsgZQS3A5FIUL+TPGLELt80vR1Qd3Ee+PbPlLjFQzEda84mR4+9+5bAsBbX1%20GTQfSztoT9PtoJ1HLFI2sZibesXZ/wCogqr4oqVefsvm7BxAVmidWxTmLocMjWYwc4y8RLYZD09a%20DWdmMpkpu53M6k9mSWs+N4/bcDfd9/lxkQnI7v1ciEGZ/sILqQEBAQEBAQEBAQEBAQEBBTfd+1Vq%2094u1E1qeGvC1jJs8tiPzA1KKFhbT6JE/QT+i/VBtOz8kcvLe5ckZscZ54SAxdnF2epFo7OyC0EBB%20h5rJx4rD38pJGUsdCvLZOIPnEMIObiPyvt6IKRxPcnvnyLF1+R4mXhlHD24/eIaFy5OdkYvnbJpA%20dgE9vQvDR/Fm8EFm9rOdFzjhVLkMlUac8xzQ2IYzaWLza8pRGUUjfOAnDUXQS1AQEBAQEBAQEBAQ%20EBAQEBAQaDlXPeHcUrlNyDLV6G0RNoDLdOQmfli4QBulPUunsi/9JBDw5h3S5fM/4n4aLAcflijK%20HkWeA/PPdtcigoATE/sHqDyOwvo+qDY4fs3xyO/VzPJbFnlfI6zC4ZLKyPIEUmguT1qraQQDvDcz%20COrfdOgnoiIiwizMLNozN0ZmZB9QEBAQEBAQEBBr8tx7BZitNWyuPr3YJweKUJ4xPcBM7OOrtr6U%20EKr9h+DYyxPa4zJkeL2rMkcs0mHuzQgTxa7RKCR5a5D1f2SjduroK776cS7s4ztlnBk5lHmuONE0%20mQju1AivbWnBwjilrswOPRt25m9PofoGo4Vy3Jca7ycjtQYC9naJ8fwj3RxcQT2oXGhWaNxjI43M%20Scn3MPX0+DOgv3g3cHinN8WeS45c96hhkeGxEYlFNFI3XbJGbMQ9PB/B/QgkaAgICAgICAgICAgI%20CAgpLvjx/F8g7qdrsTlaZ38fYmyb2KoMxbhCOA9TYnb72Omp+nb4INt2QxtDF8g7iY7HwDWo1M2E%20NavG2gBGFOJhEW9TMgtdAQa3k+SkxfGstk4oxlko0rFkIpNdhFDERsJaeh9vVB5t41a+HzK08dmO%204HCoeK5LLg1qradrDYq0xO774TgPyQ6s+6ORmcflQejeKTcVkwFVuKyU5MFELxU/q8oyrCwPo4g8%20Wo9H8flQbdAQEBAQEBAQEBAQEBAQEEM5H3a4jh731RVmPOcjJjeHA4oferZPHrvYmD2Itu19fMIU%20GjeDvBzYHeWZuAcfkJ9scbBYzcsTj03HqUFXcx+hiMSFBJMF2u4Ph54rkeMjvZaInkbM5BvfL7mR%20b3N7M2+TXd1bR209CCVoCAgINflOQ4DEuDZXJ1Me8jaxtanjh3M33PmEOqDhjeT8aykzw4zLUr0w%20i5PHWsRTEwtozvoBE+nVBs0BAQEBAQEBBHe4nEfxw4Tl+NNZ9zLJweUNnb5jATExs7jqOraj16oK%20/wCG4Wt2W43l8vzPkDZW9l7EDRvDCTTTHDC0NetXj1I5DcR0FujN8jaug0fYPMch5D3a7g5/MYYs%20JNYhoRnQJnYodok0QS66P5rxCxEzs32GQX8gICAgICAgICAgICAgIKK+IDFZTK9zO11HFZNsPkJL%20OQKDJO0Z+U4DATuIS+wZOzaCD/Ofog3nYyrdqZzuFVv3HyN2HNRx2L5AMRTSDTiYpHjD2R3P10bo%20gtlAQY2Tx9XJY23jrYuVW7DJXsCzuLvHKLgbM7dW9kvFBFBpca44PGe3sOKG1hr8NqGCOyTTBGFO%20NpdDGVj8zdv06v0QSbDYLDYSgOPw9GDH0QIjCrWjGKNiN9xOwCzM2rvqgzkBAQEBAQEBAQEFa9ze%205WTxXIcbwnjnu8HI8rAd+TKZDpSpUa7kU08jdHkLZEeg6tp4u6CquN90uSHlfdsJ3fw/I8jaOMQo%20ZzF2MZXLaW3ZDOAiLHI5MOnp8fQgtKv3mfBPXp9y8PNxO7MXlx5Bn97xUpMwtqNqLd5Wrn82Vm0+%206QZFnvlxK1fDFcRjscwy8sRyhBiBGSCN26RtatE4xQCZdNxa6erw1DEucL7n81j15Rnn4riyIXHB%208fkd5yDUmIbN8mEncgPa4xjt16oJVwzttwvhtdo8BjIq9gg2T3yZjtza7dzyzl7Zb3BidtdNfQgk%20yAgICDov3a1CjYvWi2VqsRzzmzOWgRi5E+jau+jN6EHmOx3i5n3azl3C8SxWV/FmIwEWx0sePmmB%20t3mPcyMrSBABs/sxRi5E3p6aOEu4d2d5rUnO7fxHEqN2EGr1p5K+QzExRelzks2o2Z/lYevXw1QZ%20Oa7OcutZaO7Ni+GZquQHHaryY2bGzMGjsAxWIiuEz6vrufq39QILZ7kci7OyQVZ6GTpUXsRe88ey%208r5GsUGwQL6nyo7dvltprFKz+Hiz6sg9O4zJUcnjquSoTDYo3Ignqzh804pBYgJtfQ7OgyUBAQEB%20AQQPuH3bxPFbtXj9Cueb5nlG0xWArO28iLXac5v7MMXTVyf0M7+DO7BRVKDm3Oe4zVsTlGyvIqAk%20Oe5GbeZi8C85Pvgw8b9HnHa4NM+ru4+y7aOSD0lwrhGB4fh2xuJjLUyeW7dmffZtTl8+exJ4nIT9%20XdBv0BAQEBAQEBAQEBAQEBBRXxAZTK4ruZ2uvYnGNmMhHZyAwY1yjDzXMYBdhOX2ALR9RN/mv1Qb%20zsZavW853CtX6b467Nmozs0SMZXhkKnE5RvIHsltfpq3RBbKAgIIVyr9JnBf1OW/BgQTVAQEBAQE%20BAQEBAQUn3X4/Tu9xMhlZHkCxi+D5U4tHby5PM82HaWur+yMxP008WQRDtxyTjOb7ZYHBce4HDy/%20ktSqMd4rNSKClXlbeG+e5ODMReD6Bq7s/jqglnFOzHczjGBkDGcrry2J5Sll43fhO5hmjIm+8Ccr%20vaFhjER1Z/66DQz47jHHeRVsvnqdvtTychCAMrifLm47aIWYWKQRAoR8zU2aOZhdmbc769UE4x/P%20e4OApe856hDzPAMIkHJOMsBTMJbes1B5CIvn67oSf2W12oJlxPuLwnllSCzgcxWt+ezONdpGGdn2%2073EoS0kZ2bx6IJGgICAgxMxQ+sMTdoO7N73Xlg1Lq330HDrp6OqCpe0PIMHwDF1+3HKK8HGc3R9q%20KxJIzU8p5pP+6YLB7WI38CAvaHwbo3QLhr2K9mEJ68oTQyNrHLGTEJN62JtWdBwv5Chj6kly/Zip%201ItHlszmMUYM7sLbjN2FtXfTqgoju/y2p3QYe2XCKUefluSgeR5C24qGN8iTUi84G0KRmb0PpoWn%20tO+iC7eNYOtgOPYzB1SM62Lqw1ITkdnMggBgFydmZtXYfUg2KAgICAgq3nPeN4cnd4nwuFshyaq3%20/EsjOLji8VEzbpp7k+rD95D2nBvT08fZQULl+NcpzXEc9muOnLBx6nXs5XKc5vx+Xkc9ZboYV3bS%20WGprHoEbaDp1LV30QXd8KmBHFdmsXMUMkNjKS2Ls7Sto5MUjxxELOzPsKKMCH166+lBbyAgICAgI%20CAgICAgICAgIKR75cgxXHu6na7L5W4dDH15sm1i1G7DtE44A9t3Z/vb66Hp12+CDb9kMnQynIO4m%20Rx842aNzNhNWsR9ROM6cTiQ/I7ILXQEBBCuVfpM4L+py34MCCaoCAgICAgICAgxMrlsZiMfPkcna%20jp0awPJPYmJgARFtXd3dBXgd0uRcxpM/bHClahkbT8Ys0ElLHR67m1jB28+yQkG0mAWZndtSQQW9%20xrk/HuZcwbkHIZeSWszwzLWwnOMq8dRo5AF4IYfMlEYy36to7eCCffDfs/MnxdxBg1gl3bWZtXax%20I2r7Wbq+iCykHVaqVbcB17cMdivI22SGUWMCZ/Q4kzs6Cucx2K4+2Riy/DLs/CMsBN50uIZgrTgL%20dBmp9IC6+pm19OqCI8uwWdCjGHdTitbkuMr+zX5PxYJYshTbURF5a7eXLs1lMvvJELadQQdnDeYc%20ikGM+A8rqc2xIOYBxnOytTzYtGJu4hZIGkPR3F9Zo31FvnIJjQ73cWjysuF5TDPxLMxStF5GUZhr%20m5MLg8dwN1Yt7F09vXo6CwopYpYwliMZIpGYgkF2ISF21Z2dujs6DkgIMHM4LCZuk9HM4+vkqTkx%20vWtxBPFuHwLZIxDqyCusj8NPae3M0kFCzjR0fWCjbnhid3dyd9m4hbx+jog5434bO0tOTfPjrGS6%20s7R37dieNtOvWNzaMv7YXQWXVp1KkLQ1IY68I+EcQsAtozN4CzehkHagICAg+EQiLkTsIi2pE/Rm%20ZvS6Cj+cd4L+dxt8uJ3I8RwqlJ7rmueSkOu7a7yV8XB0KaYmcRCRum5+n3SDW8F7UZ3ks1ds3Rl4%2052yqC0uM4l5ulnIyE7H7zl3jfWQzcWMhkd9H9nRm11C/xrVhrjWGIBrCLRjCwswMDNowsPhozehB%20zABAWAGYRFmYRZtGZm8GZkH1AQEBAQEBAQEBAQEBAQEFN9361Wz3j7UQ2oYbEL2Mm7xWD8sNRihc%20X1+kQv1EPpP0QbTs/HHFy3uXHGLBGGeFgAWZmZmqRaMzMgtBAQEEK5V+kzgv6nLfgwIJqgICAgIC%20AgICClvibylnF43iWRkoRZTC1MyM+Sx08gwwzPHBIUISmbEG3cz9CZ2ctrIJ72/7m8M5vReTj9wS%20ngAXt4yRvKs1nd3HbLE/UdCF26dEGh7m9p85zDNRZDF8kfARnjZ8PkRCsNiSarZmCWUAMjDy93lM%202rNr9pBMeHcTxXEuM0OOYrzPcMdG8cLzFvkfcTmTkWjdXInfwQblAQEBBD+Xdp+FcnsDftUvcs5E%20TSVs7Qf3a/FIOm0xnBtXdtPpaoIzlsX3XwWIuU7dWn3K475flDRtbKmUeLboXmk4nXsaCztptEyd%200EK4jlOHDlhr8M5Le7cZSOXW3w3kERHTkJ3Jz8utYlDY7+H3mUfDwQT213N5vxX75zrizthxJ2l5%20Bg5XuV4oxIR8+xXJgmijfdu6OTs3o6IJlxnnHEOUVQtcfy9XIxH0ZoZGc2fTc4lG+hiWnXQmZ0G8%20QEBAQEBAQYuVyuNxOOsZLJWY6lCqDy2LMpMIAAtq7u7oPPnO+ZZvmGOC/k5reL4FlJQrYHitKPTN%208ifV213a768Bvo/yh4+LIJX2/wC1PIMjLjs53IjrxyYWT/8AbPEaLRtjccAdAMhDcMszdNruRbdG%2066+AXEgICAgICAgICAgICAgICAgICCi+/wBgqme7m9rsTbuT0ILNnIM9qqRhOziEBCMZxs5ARO2j%20F4N4ug3fYzGxYvOdwsdFLNPFUzUcITWZHmmNgpxMxSSF1Mn9LugtlAQEEK5V+kzgv6nLfgwIJqgI%20CAgICAgICDBzmDxWdxNrEZasFzHXI3isV5G1Ehf+o7P1Z26s/VkHnTkPaLl/FrtmeSK1yLCxMx4T%20kOKAH5JjZYWYoPMFmj98h+9CJi+538W29WcJRxDvdyiOt5uaqQcmxFc/It5jBBIF+sYGMZPfw8rN%20Zi2vuIyjF28NB6oLc43yvjnJscORwGRhyNMv75CWri+rtoYvoQPqz9CZnQbVAQEBAQEGi5bwbifL%208f7hyPGQ5Cu3UPMZ2MH0dtQkFxMX9p/B0EEi7X894dAQ9vuTnPjIgfyeNZ4feoGZiKTyq9kdkkQv%20qwNuYtPF3QQo+L8Q5JzCPH5XBWe2fdU/OuYfJ4+ViguSR+Y5yRSR6RS9Xc5BcRNx+logtLttzHkO%20Qv5fifKqwx8m421f3q/AJDVvQ2BJ4rULEIbd3lkxizaMTdH9DBO0BAQEBBF+cdxuN8OrwfWRy2Mj%20cdxxuHpRvYu2jZnfbDCHtO3TqT9G9aCis5yrkHLc/BicpB9dcwGyFvDcErtuxOJZ+gT52cW1mkg6%20Eceugu+mntaMFt9uO1c3H7s/JOT5IuRc1uMUcuUl18qvA5uTV6cT9IY+vVm+1o3RBYSAgICAgICA%20gICAgICAgICAgICCje/X41/nO7X/AIp+V9e+fkvd/ePM8jZ5cHm+d5Xt+V5eu/T0INz2N+tfr3uF%209b+R9afXUfvvum/3fzvc4t/leZ7ezXw3dUFsoCAghXKv0mcF/U5b8GBBNUBAQEBAQEBAQEBB5U+J%203AZuj3a4nleJwTY3L5lgr/W1QiYprQzCIi4A7k7xhtcvZ0JtPHRBss9hr2C5ZHY5RB+KHIHJ/q/u%20dgo3bH2Qih27clScpIot7k29zFm1bo+1tUE+473ezmHy9Tj3cerBB76MLYrmGO3lhrnmhqO6Y2EY%20jN2+w7v6G0dwtmKWOWMJYjaSKRmIDF2cSF21Z2dvFnQckBAQEBAQU18TcrVMLw/JxMAXKnJqLQ2X%209kgAxk8wPMb2hA9jb2Z+uiCUY+eVu+mbg1+9FxzGm46N84btxm6+P0nQT1AQEBBAO4PdmtxzJV+N%204OiXIeaXgI6uFgkGPy4wHe8tmR9WiBh6tr1L0etBVfHm5FmeV5Ktgb4ZPuRbEYuUc1Ed+NwtJyYh%20p40SFhlk26M3Tq+ru/joF1cD7acT4PTmhwlZxs23Y8hfmM5rFiVm9qSQ5HJ/af2nZtG19CCUoCAg%20ICAgICAgICAgICAgICAgICCi+/8AnamB7m9rstapT5CGtZyDvVqiZzuRBAIlGEbsRkLvqw+D+DoN%2032MyUWUzncLIxQzV47eajmCCzG8MwMdOJ9skZdQJvSzoLZQEBBCuVfpM4L+py34MCCaoCAgICAgI%20CAgICDFt4nFXLNW1bpwWLNEnkpTyxiZwmTaEUREzuDu3i4oO+eCGeGSCeMZYZRcJYjZiEhJtHEhf%20o7O3oQVdyfs/cqV5i4FNUp053nmyPE8lC9vD3ZTDQdIiL9zPqzNrFoPh7PTqEJ4w2Y4vlKtTEPPw%20jK2JyOPt/mrDWcRkGaPQxx18RN4zItNG3dH09jagsTFd56FfIx4bnWMl4XmZ93uo3pAkpWGAmH9z%203Q2xGWr/ADX0f+iyCxkBAQEBBSfxXO7cL447Po7cjouzt4s/lzIJXQ/T3mf5s4/8OtoLBQEBBVHN%20u7l08pawHC3rn9XhN+M3KrO48fhtgnp5jN0lmZ4y9jXRn0Z9dX0CBcG4tf5o+RxXH7diPiduUS5P%203FJzbI8hJh0lqwtKIlBCJEcfTcwsOnXV9Qvrh/DeO8PwUGD4/TGnQg67W6nIb6bpJDfqZlp1d/se%20GiDdICAgICAgICAgICAgICAgICAgICAgpvvBaq1e8Xaia1PDXhGxk2eWxH5galFCwto/zSJ+gn9F%20+qDadn5I5eW9y5IzaSM88JAYuzi7PUi0dnZBaCAgIIVyr9JnBf1OW/BgQTVAQEBAQEBAQEBAQEBA%20QazkPGOPcioPQzmPgyNV9doWIxPY7tpujd21AvUQ6OgrXKdtuY8Xx9mLhxU+T4MjKw/GOS77JhtE%20W8qlbN3cd23oM2rM7N18UGj47NdrW7tbt9nblLkNKYDv9u+VSboo4yJyOKpI7OYDp0jkjkkDTx8W%20dBNeN95cZYyrce5fQk4dyd2F4sdfkA4bAkzvurWg+9SNqLt6H1QWGJCQsQuzi7as7dWdnQfUBBTn%20xTQBJwLEmT6FDnseYNprq7uYfa6Eg3mIv0rXf7kUFd3eahx/H17murM0hWJ5xZtW/wAHKL6t6/kQ%20WOgxsnk8fi8fYyORsR1KNUHls2ZSYQABbVyJ3QUZy3uTBzmtPMGam4l2qpSiF7lDeZXuZWZn6V8c%20215GjEh9stru/hppqgcG7dR85x1MbuPkw3azHu74fjkjHFbyx7dPrDJmOwn3P98Bm8X6/ZC9Mdja%20GMoQY/H146lGqDRV60IsEYAPRhEW6MyDIQEBAQEBAQEBAQEBAQEBAQEBAQEBAQUl3x4/i+Qd1O12%20JytM7+PsTZN7FUGYtwhHAepsTt97HTU/Tt8EG27IY2hi+QdxMdj4BrUambCGtXjbQAjCnEwiLepm%20QWugICCFcq/SZwX9TlvwYEE1QEBAQEBAQEBAQEBAQQ3Kc/ktXp8Lw2m2ezEJPFas7njxtI+mvvVp%20mdnMdf7jFuP1sPigzuL8UyOOu2cvmcxYy2avRjHY6vDRhAX3NHVqM5DGLa/OJyN/SSCSII9zPgPF%20OZ0IqfIKTWRrm8tScDOKaGRxcd8csbiQv7Xhrp4at0QQPJ8E5nhMJPQuFF3I4jDET/UmUiFssLMD%20AzVrTfe5SZnJ23iJ+gS1Qabh1+7Qjjx3bbPSWp8bv+se3vK5XDIRDBGwjDVkIfNgH5rNuYourOzi%202uoTjj/eLAWbTYnlEEnD+RPKUQYrLEMbTaOLMdaz0gnEnNmbYWuuvTTqgnoGBgJgTEBMziTPqzs/%20g7Ogrzvvw7kXK+CtR4/DHZydW9VvR1ZZGiaVq56kDGXss/X0ug1na7h3PPx/5L3A5fVgw9rNxRU6%202CrzNZ8uGuwNHJJMBPGRbQ06N639nwQTzmHM+PcQwx5fO2Wr1hJo4gFnOWaYvmQwxt7RyF6Gb7Ph%201QeeOb81ynIMZVzXcWjJUxVuYx4f21g8wbmVnd9sE99xdpGjAiHQdG1LwbwYgn/F+1Ob5Zep8p7q%20w1Zpa8f/AAfiEAO1LHs5AYkbMe2SV9uhiTEOnT5GC42ZmbRvBAQEBAQEBAQEBAQEBAQEBAQEBAQE%20BAQEFId9cTdyvdLtbSpXp8ZaOxkjhv1YgnliKOOA9zBL7GnT2nJn0bro6DcdkKtqpyDuJWtWzvWY%20c2ATXZRADmMacTPIQxsIM5eOgszILH5Dn8Vx7CXM3lp/d8bQieazNo5aC3qEWd3d36MzIOri/JaH%20JMLBmKEVmGpZ1eIbkElaVx9BeXKwltJuol4OyDaoIVyr9JnBf1OW/BgQTVAQEBAQEGJl8rQxGKuZ%20XIStDRoQyWbUr+AxxC5k/wDQZBA+H97MZyHN4zF2MRcw7Z+CS3xyzaOuY3IYR3nqMMkhQnsdiYDb%20wQWOgICDScn5ngONxRfWM5FctPsoY2uLz3LMn3EEAamb/Lpo3pdkEe+oeYcxbfyeQ8Bx4/DjdKVv%20e5w9V+7E/siTeMNd/syF4IJnjMXjcVRhx+NqxUqNcdsFaABjjAfUIizMyDJQEBAQRXnHbPiHMqZx%20ZakI3hZ3p5aBvLuVpdG2yxTDoTELgPR30fTR+iCD53D8849gY8dyTGxd1OLC/mX5JYQjykLNIL6j%20XfzQtbG1IWHafo16MgxeOXJ8bgrl3tLlj5HUxxPDLwTLG4TVfKldpIq5StHYrFHu2iErEOjaN6EG%202wvxHcFKvLDyxrHEs5TJor+MyME3sSaM7vHKAEJhr8130d/HTqyDvynf7iE2OL8TRscrzExeTRpU%20K1h4ynfRhGacgGOMW3MT6l4IKyy/434zkkNzKOPM+8lrQsNx+ETkxWAgse080jdAYx6ixEfqfV29%20pwtPgnZ+DG58+bcqtHnec3Yx8+zNtetTd+rxUo2b2BHXaxO7vo3TTV9QslAQEBAQEBAQEBAQEBAQ%20EBAQEBAQEBAQEBBQfcriGL/PNj8lzWzdfjebaKvxzI17s9UMVk442EovYJmD3tgYhNnb2m0+VBk9%20mOO1Je42f5Hxa1e/EuAZMcU1y5Pb+tckxj51wfMJ2cIhDyhPru9D+hgkvxKY+pc7MchOwxO9SILE%20G0zDSQZBBt21x3Nob+yWrIJT23xNHGcBwVKl5g13owyt5kskx7pgaQ33yEZfON9G10bwbogwPzXU%20/wAo+R/xva/ZIMebs7hJ7da5Nm+QSW6e/wB1nLK2nOLzWYZNj7um5m0dBMsXjxx2PgpBPPZGAdrT%202pCmmLrrqch+0T/K6DKQEBAQEGt5LgafIePZLBXXJqmTrS1JiB9CYZgcHcflbXVBV/bPsfkOKZrH%20WbsfHpa+IhKKvepYwoslYNx2DLNOchsBsLvrsb2tX19aC4kHXZs1qteSzZlCCvCLnNNITAAALauR%20EWjMzN6XQQh+X8k5WTwcHgGtiS6Sctvxl5Ds/i9CsWw7Lt6JC2xerf4IN1xjg2FwEst0HlyGbtMw%203s5eLzrszN4C8jszBG30Y42EG9DIJCgICAgICAgIIjy7tdxjklyLJl7xis/XEgr5zFylUuCJddpG%20HSQd3tbZGJtfsugrjuNZ7w8PxN7L5z6n59wqsfmW8daqNXtjGTuIO4gEkDjE+0yNx18ejMg6+CN3%20W7h4Icvib2P7fcMyMZDUo4uvFatyOB+VJI8hBEMW/aTMQ+021unpQWtwrgPHuH1LEOLGaazdk87I%20ZK5KVi5ZkboxTzF7RbW6M3gyCRoCAgICAgICAgICAgICAgICAgICAgICAgICCJd2cXVyfbbkdaxR%20hyLDQnmgqWX2xFNDG8kO4mKNx0kFn1Y209aDN7e04aXBOPVoasVEQx1V3qQdYozKESMRfcerbnfr%20ufXx1fxQbu1Uq2651rcMdivK2kkMosYE3joQkzs6DnHHHHGMcYsEYMwgAszMzM2jMzN4MyDkgICA%20gIPkkkcYOchMAN4kT6M323QRvJ9ze3eMdxvckxsUjNr5PvURSeGvSMSI3+Tog1/52+NzjriKOYzT%20dNDoYu4Ub6vp0mljii9Dvrv0QfH5lz222uM4LZjAvmyZW9TqN4fSCArkjdf7FB92d5bhaFLx/DRE%20/iAXMlILa/2RUA10+RB8bhHNLbP9bc7v6P18vF1aVEWfR/AjitS+n7v1IPsXaLiJ2ILGVPIZ6WuW%208By9+1ch3dNHKtIfu76aNprH8vigmrMwswi2jN0Zm8GZAQEBAQEBAQEBAQaHn2Bucg4RnsFSOMLe%20UoWalc5Xdo2kmiIBc3Fidm1froyDF7YcMDhfA8NxvVimo1xa2YGcgFYP25yBz0LYUpE4to2jehBK%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQQ3uV3V4328q46znIrUseTnetXapGEjsbNu9recejfYQT%20JAQaHn9SW5wbkFSKmGRlsY61GFCSR4QnI4SZoikYo3Bj103bm09bIO/h9c63EsJWkqjSOChVjOkB%20+aMLhCLPEMjke9g02sW59fWg26D5IbABG/gLO76epuqCH9se6nHO42Jt5TAxWoq9Ox7rKNwAjNz2%20CfssByNpobelBMCd2F3ZtXZujetBChz/AHXutpV4nRxn/wCZk8oxO3X/AAdOGxr4fd+r5UD6p7vX%20Q/dPIcTidfEKGOlsm3T0S2bDC/V/8F6EH1+3ORtOxZbmWeuPrqccE8GPjfr4aUoYJG6Np89Byj7O%20duPMaS3iGykrN1kyk9jIO79dXdrckzddXfw8UEjxnHsBihccXjKlAX8WqwRwt6/oCPqQbBAQEBAQ%20EBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEHl34gcjNyTKfVXKshDxPGYTKE2D%20sz43J2HvN5IPvaaEChdtSdto9eiCwPzm9wPua3/l3kv7WgfnN7gfc1v/AC7yX9rQYOc5/wApyGFv%20UcwFMsTaryQ5AZcByWKN4DBxk3ybB2ttd9X1bRB2YnuFy+liqdPGBTHG1oI4aQx8f5KYNBGDDGwn%205Zbh2M2j69UGV+c3uB9zW/8ALvJf2tBxl7l8+KMxJqrC7OxP+LvJfB2/xaCDfDjkJOO2q2A4rkIu%20V4DLZGQ8xkocdkq/uRDUdx3TTAMGjvGDaP19pB6dQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBA%20QEBAQEBAQEBAQEBAQEBAQEBAQEBBXveHtDB3JpYmrLlDxjYqy9oTCFpt7uO3bo5hogsJAQR3uPTC%2072+5LTMLEgWMZbiKOnH59kmOAhdoYncPMkfX2R1bV0GRwmsFXhmBqgMwBBjqkQhZBop2YIAFmljZ%20y2H09odej9EG6QcZQ3xmGum5nHX1atoggHZntHB2ywV7Ew5M8oN209t5ThaFxd4xj27WOTX5muqC%20wUBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBA%20QEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBA%20QEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEH/2Q==" height="472" width="444" overflow="visible"> </image>
          </svg>
        </div>
      </div>
      <div class="fig"><span class="labelfig">FIGURA 3.&nbsp; </span><span class="textfig">Penetrómetro de impacto Modelo Planalsucar Stolf</span></div>
      <div id="f4" class="fig">
        <div class="zoom">
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height="331" width="518" overflow="visible"> </image>
          </svg>
        </div>
      </div>
      <div class="fig"><span class="labelfig">FIGURA 4.&nbsp; </span><span class="textfig">Disposición de los puntos de muestreo en el campo para la evaluación de la resistencia del suelo a la penetración.</span></div>
      <p>La RP se calculó aplicando la siguiente fórmula (Govaerts (2013), citado por <span class="tooltip"><a href="#B21">Toledo &amp; Millán (2016)</a><span class="tooltip-content">Toledo,
        B. V., &amp; Millán, B. Z. (2016). Construcción y calibración de un 
        penetrómetro de impacto para medir los efectos del senderismo. <i>Ciencia, docencia y tecnología</i>, <i>52</i>, 481-506, ISSN: 1851-1716.</span></span>:</p>
      <div id="e1" class="disp-formula">
        <math>
          <mi>R</mi>
          <mo>=</mo>
          <mfrac>
            <mrow>
              <mi>N</mi>
              <mo>∙</mo>
              <mi>M</mi>
              <mo>∙</mo>
              <mi>g</mi>
              <mo>∙</mo>
              <mi>S</mi>
              <mi>D</mi>
            </mrow>
            <mrow>
              <mi>A</mi>
              <mo>∙</mo>
              <mi>P</mi>
              <mi>D</mi>
            </mrow>
          </mfrac>
        </math>
        <span class="labelfig"> &nbsp;</span></div>
      <div style="clear:both"></div>
      <p>dónde:</p>
      <div class="list"><a id="id0xb91dc00"><!-- named anchor --></a>
        <ul style="list-style-type: none">
          <li>
            <p> R = Resistencia a la penetración (Pa);</p>
          </li>
          <li>
            <p> N = Número de impactos;</p>
          </li>
          <li>
            <p> M = Masa de la pesa (4 kg);</p>
          </li>
          <li>
            <p> g = Constante de la gravedad (9,81 m/s²);</p>
          </li>
          <li>
            <p> SD = Distancia que se desliza la pesa (m);</p>
          </li>
          <li>
            <p> A = Área de la superficie del cono (m²);</p>
          </li>
          <li>
            <p> PD = Distancia de penetración (m).</p>
          </li>
        </ul>
      </div>
      <p>El área de la superficie del cono se calculó empleando la siguiente expresión:</p>
      <div id="e2" class="disp-formula">
        <math>
          <mi>A</mi>
          <mo>=</mo>
          <mi>τ</mi>
          <mo>∙</mo>
          <mi>r</mi>
          <mo>∙</mo>
          <mi>s</mi>
        </math>
        <span class="labelfig"> &nbsp;</span></div>
      <div style="clear:both"></div>
      <p>dónde:</p>
      <div class="list"><a id="id0xbd6df80"><!-- named anchor --></a>
        <ul style="list-style-type: none">
          <li>
            <p> A = Área de la superficie del cono (m²);</p>
          </li>
          <li>
            <p> r = Radio del cono (m);</p>
          </li>
          <li>
            <p> s = Largo del cono (m).</p>
          </li>
        </ul>
      </div>
      <p>Para expresar la RP en Megapascales (MPa) se dividió el resultado obtenido entre 1 000 000.</p>
      <p>La
        determinación de la humedad del suelo se realizó antes de la cosecha, 
        en base a suelo seco (% hbss), por el método gravimétrico según <span class="tooltip"><a href="#B12">Lopez et al. (2021)</a><span class="tooltip-content">Lopez,
        B. C. E., Gonzalez, C. O., Hernandez, P. M., &amp; Herrera, S. M. 
        (2021). Effects on soil and stump of mechanized activities in sugar cane
        cultivation/Efectos en el suelo y la cepa de la actividad mecanizada en
        el cultivo de la caña de azúcar. <i>Revista Ciencias Técnicas Agropecuarias</i>, <i>30</i>(3), 19-28, ISSN: 1010-2760, e-ISSN: 2071-0054.</span></span> en los mismos puntos y profundidades usados para la RP. Los valores de 
        humedad se clasificaron en las categorías Baja (7-13%), Media (13-27%) y
        Alta (27-47%) según (<span class="tooltip"><a href="#B7">García et al. (2018)</a><span class="tooltip-content">García,
        I., Sánchez, M., &amp; Otero, Y. (2018). Determinación de la 
        compactación por impactos críticos del penetrómetro en caña de azúcar. <i>Cuba &amp; Caña</i>, <i>51</i>(1), 45-55, ISSN: 1028-6527.</span></span>.</p>
      <p>Los
        resultados de las evaluaciones realizadas se analizaron 
        estadísticamente mediante análisis de varianza y de comparación de 
        medias, mediante la prueba de rango múltiple según Duncan, ambas con un 
        nivel de significación de 5% de probabilidad de error, previa 
        comprobación de la normalidad de los datos y homogeneidad de varianza.</p>
    </article>
    <article class="section"><a id="id0xbd6f280"><!-- named anchor --></a>
      <h3>RESULTADOS Y DISCUSIÓN</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p>Los
        porcentajes de humedad reflejaron diferentes estados hídricos del suelo
        en el momento de la cosecha para ambas tecnologías de corte (<span class="tooltip"><a href="#f5">Figura 5</a></span>).
        El complejo KTP-2M + camión Kamaz y remolque cosechó en humedades de 
        9,4 y 23,6% bss y CASE 7000 + camión Kamaz y remolque en humedades de 
        12,3 y 25,1% bss, valores incluidos en las categorías Baja y Media según
        (<span class="tooltip"><a href="#B7">García et al. (2018)</a><span class="tooltip-content">García,
        I., Sánchez, M., &amp; Otero, Y. (2018). Determinación de la 
        compactación por impactos críticos del penetrómetro en caña de azúcar. <i>Cuba &amp; Caña</i>, <i>51</i>(1), 45-55, ISSN: 1028-6527.</span></span>.</p>
      <div id="f5" class="fig">
        <div class="zoom">
          <svg xml:space="preserve" enable-background="new 0 0 500 174.312" viewBox="0 0 500 174.312" height="174.312px" width="500px" y="0px" x="0px"  version="1.1">
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2Ub6Yp%207tSmlyH3d02lKFKIjLYraA6bxvmRo/aC7prkVFXvy7JWL7WfI00SEmpuMleGbq8JsyQWUueszVsN%20ZmAnbQ1hmu6qVPTC52oxVyE0h6HUoRKYYlZmESVNFHdcfWhaGnMdjisxJUfN5AFHvu4HLV8XFrus%20OmxGuGnRYVSbSWx85L0iMySyIj2pdbaMj8mHwYgPRoAAAACLo/3hXPXUfYowCUAAAAAAAB5V8c/7%20k/8Ain/uYC2eIqVqC/YDrdx0+BTbNVJi+336TLdqM/ck+k2yaRJj05osXiRtNRgJNiVWHNMLRRos%20uGVrsOl7VkzniivIjsrJbyFqNC8inV7zfOJLMkzxSR44kFUubUisWpr7alHtuozJdq3MiEUqJUJM%20mW04qbNdiqfjLlrdcQgiSk0ZDJB4bCymRgLD4vavW6JYNIq1Eqs6lT01VEU3YEt+LnZejPOLS4ll%20aEr5zCDSaiM07cMMTxCxOy9Tp2hFtP2Y80/dU6lUxUifPdxWlLsVCn5BKdJaXHcx48/4TPaeBGGX%2061al3BYc+z69bdSkuOz+spuGGubKn0x9+KUbeNRzkmpBJQp1aTWyhH/WIyIPUYDzjd1wOV7xe2rb%20TjpuU6gNLcKKouYmWqC7M3nJtVl3WB+TD+UB6MNts3EumkjcSRpSvAsxJUZGoiP4Dylj/IAz+5k8%20Q6r23QcueDbTLlxVE8MSKS4SolPTifl5z7n/AES5PKGhAK1L1N02hynocy7KNGlxnFMyI71Qiocb%20cQZpWhaFOEpKkqLAyPkAWCJLizIrMyG83JiSW0vR5DKiW242siUhaFpM0qSpJ4kZcoDL/FH/ALib%20m/7j/tCOAeFz/cTbP/fv9oSAFk1Rs+57ott+BbtySLemm24gjZS2pp/ORFkeUad8jYRklTS04ZsT%20JWBEAybwq6jXHLlVbTm4IjbMq221GwtlpDWQmXtw8w7uSJo1JWosqi2ngfLygP1X9ELso9/XzXbc%20hJqtNvmj1CnJaQ8005EmVM0Kdde6w42SmScQpWLZqVzsCRsATFoWnVtMdPaZp7RpLbl93Q++87MZ%20I3GYZqQlMicaV/4OMyhtCcSIluZSwLMYDqmX4Vq3xb+jNkRY6Kg7GcfkVWoEuQ22omnZSjcabcYc%20eef3alrWbqdq8edtAT+h+scLU63ZM3qpU+q050mahBS4ThFnI1NOoPAlZHCJRFmLlSotuGIDOfDb%20cDkLVLUmxt6fUI1RmTabEIuY0TE1cd40bMCJRLa2Y+TZ5QHo0AAAAAAAEXR/vCueuo+xRgEoAAAA%20A8y6y6fO3BpDIuSnEoqxaleuOYhaDNKziKrks5GB5k4G3kS6R8pZTIuUBpGn2oqNQtL6S82sva1U%20UVJqyEGZG062gzmLxSalN5o6VLbMz5VI8pgMmQhCPHSlCEklCSIkpIsCIit7AiIiAXHUjVmYvW2j%206cMyZcSgttqeuByktyXqg8tUVyQ2w2UNDklCcpINSmSzYKM8SIsQE3ZN8VunXJesaoxaudi0iGip%200Cq1eHPYWTTEdBzGFSJzaHXMrmJp3uK8CUeJkAjdAriuXUqiVy8avVJLE9FSehUmGw6tEOK0hll5%20JHGQaGn9ruBqdSpWHIZYgKD4JIrcuJfsVxTiG5DdOaWtlxbLpJWmYkzQ62aHEK27FJURke0jxASX%20hHu++q7Tr6VNqsquVGIzBOlNVWW+80l5aZeCcyzdU2hakIzmkuQvLgA7b5rGoFF0gqtZuKrPxdSq%20Q80+lVKnvnGajSZrTaClRWjTCI8jim0IWlZmRZiM+dgGs6J3hVLx0uoVxVUk+0ZjbyJKkFglS48h%20yPnw8mfdZjL4wFa8U12Srd0hn9TfVHl1d9mmNOoLnZXczjySPA8MzLS04/Hs2gLVozDZh6TWe0yk%20kIVSITxkksCzPsJdWf8AKalmZgMH19/80+nH/gv+13gHqoB5s8SdE1HtmVB1FpdwOVSlUmWTnsmc%20xGW1CXIWaUrQkkIS4jnJZI1JN1OPyzxMyDbNMbxXedhUW5nGOrPVFjM+zgZJS62tTTmXNtyGtBmn%204sAHbW73sugykQ65X6bSpbjZPIjzZbEdxTZmaSWSHVpUaTUkyx+IwHVRLhoFeirmUOpxKrEbcNlc%20iE+3IbS4REo0GtpSkkokqI8PjIBIAMXOymr41/Re+GNv2hFbp0V8sDRLqTTjy3CbP9JMZT+Vai/w%20icuPNVgGzE22TinSSROKIkqXgWY0pMzSRn8BZjw/lAZ/CTxDrNNnGnNAsqAVPjLMtntGpkl+UZGf%200cZDCdn88+XyBXdZ9IavcF82jftAbTKqNtyYyp9OUsm3JMWLJKUhLCnFIaJwlGssFmkjzbVFgAiL%20FsiRpxWL51XuxrdTa2/IVS6KwtL0om5so30xT3alNLkPu7ptKUKURGWxW0B03jfMjR+0F3TXIqKv%20fl2SsX2s+RpokJNTcZK8M3V4TZkgspc9ZmrYazMBO2hrDNd1UqemFztRirkJpD0OpQiUwxKzMIkq%20aKO64+tC0NOY7HFZiSo+byAKPfdwOWr4uLXdYdNiNcNOiwqk2ktj5yXpEZklkRHtS620ZH5MPgxA%20ejQAAAAEXR/vCueuo+xRgEoAAMv/AI2AWixP3i/bcz9QBaAAAAAAAAAAAAAAAAAAAARdH+8K566j%207FGASgAAAAAAAPN/ibsHUrUebRGLdtWUbFDXOQ5Lkyqa0h8n1MkhbKetKcymTBn84lKtpYpIBbtX%20IOpOodmSLQpNpvUdNRNlU2o1eXAJpCWHkPEhtMJ+a4pSlILaaSLDHygKLevhvvinaQ0qzrOmJnuH%20UFz7kjm51cpTzqW0NrSbi0o3bBNFzFcuxRc4toS+oOk2plzasWHeqKfBZbpXUSqkRqVi1GKDLXKP%205xaG1uEvPlLI1sP4ucA+3jV/3WUr9uR/scsBIXJal6XT4Y7bo1ovE3UX6NSTkRzXulSYxQ0byOlw%201ISk1nlxzHlMiNJ8oCmamaH6q3Zp7YFLap0KPUbYYOnSIjcpKi3a22G+srcWlpBYdXxWhGc9uw1c%20gD1A2bhtpN1JJcMizpSZqSSsNpEoyTiXx4EA8+6g26u3PE9Zd8uoQ1Rq1jTX5WwsJ6oz0VtLmz9N%20tbZIMz/RP4AHoQBULDt+pRahclfrMbq1WrtRWom1LbcUiBELq8JGds1FgptBu5cdinD8uIC3gK1L%200y02mSnpky06NJlyXFPSJD1PircccWZqWta1NmpSlKPEzPlAWCJEiw4rMOGy3GiRm0sx47KSQ222%20giShCEJIkpSlJYERcgDM/EHSruuawanaNuW9KqcqppjLTPS/BZit7mWh5SF9YkNPGvKz+i2aecXO%205SAPD5SrutqwaZaNx29JpkmmJkrVPU/BfjOb6Ut5KE9XkOvEvK95W8vNPnchAK/aJeJi1a1UKZU6%20bFvSkSn3H4dXdqDcMmN4taspktLr+TkwbJtRI5Eqy8gWzSTSpVoSK7X6q83Juq6JTk2rLj5urM7x%201bu4YzESjSlTh4qMiM/g2ANDcUpDalpQbikkZk2nDMoyLkLMaU4n8ZgKnYtvVVp6dc9xtpbuatZS%20djpNKyhQ2jPq8FC0GolbvManFEZkpxSjLZgAod36UV6DrlTNVrfh+1WkNLbq1JbdbakqeOG5DbdZ%20OS4ywacikZiNacMuJZjMB3eHXR+dppbFQ9tPMLrNVeS9MNgzNtplhJk02biiTmNOdajPDDnYeTEw%20rHhotp2beN+akKbSdPrtRls0SRhznWVS3Hn1p2fINRNkXwmk/gAegwAAAAAAARdH+8K566j7FGAS%20gAAAOSqzZMKA7JiwH6m+3lyQYqmEPOYqJJ5VSXY7RZSPMeZZbC2YngQCn6ancSadNpFftiXSUPzK%20rO6w+/AfYW3UKi9KQz/ZpLzufdycDxby80+dyYhVdGdHZem1TvKdu3psR2QorcgtONmpcQmyd5hO%20uJQl1ajSzmdUnE28TMkniApvA+qP/Ej+Z/Bs32Fm/wAk65Sut5fZnUccvXN3jn52G85AE5qXpVfj%20upFF1YsaCyqtMMtqqdBmutMvKWlrdZDcQpTClGys2lnvcCyllNRANSpUa57hpE1m8adGpcWfHXDX%20RY8gpuLbyMrq3nzaaLMZGaSQkjSRcpqx5oZbo/YOr+mUiqWrEptPqltz5ipcOvOSza6tiSWjU7GJ%20CnHVqaQg92nKWKTLeYGRkH48N+k+oOmbNxyK5CjSG6pHZdZiRJKVy9/D3poZJK0tx/nSfMsynyIj%20IvIZmkIzw26W6o2VDvKDV6WdGmVqGz7Iqa34klluTHS+lO8RHfW78qSlZc3DBJ7SPDEOK3NGNXfy%20ZvOyatCioqFZne0mKg7MJ9+S826ws0qwI0kThxcxOOOY87akBsGhFp1+0tK6Jb9eZbj1OGUhTzTb%20hO5SfkuPklSkllzJ3uU8pqLZsMBw+Iux5t4aVVSBTmCkVSGpuoQWjLFSlxz+cSjYfPUypxKcOUzw%208oCU0Pq0WqaRWlIjOE4hqmRoizT5HIjZR3En8ZKbMgGP6oWRqndOs1r3xTbMmN0ygez99HkzKUh9%20zqc1cpeUkTHEFiTmUsVANY1Kp+pFz2AgrNeeta5CktSDjzHGUvG0w4rFlTsVySyneGSV7FKJSeYr%20DMeAU+pUPW3UmyCs68KFBtpiU5HTWawU1uS863HcQ8ao8SOlxCFLW2XynsC27OQBsFvUGnW/QoFE%20piDbgU5hEaMlR5lZG05SNSvKZ8pmA5a3ZFl16UiZXKBTarLbbJlEibEYkOJbIzUSCW6hSiSSlGeH%20xmA6qJb1AoMVcO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TCpuWnTXfB9Auh52UurUlxTtJWUh1DUZS60phRtsoUlo1GlajzqSaiM9h4YEAkrijP3J4T4t%2081qfNmXDASyiC+qU8ltomKomCSt0lRIccU2jMpxwlLzHiSiLAiDQLX1QrdM8KrF7zHusVmJBejsy%20HSU6ankTVwIy3MxmazxyGszPbtAUZwnHfCsWo7jijvxL/WEXMWyoEftrq+TrJfObvdmZbvHL8QCy%206h3lIvPwfybjlJyS5rENMrAiSRvR6qzHdWkiM8EqW0ai+IwEHRtQ6jYvg9odSpThM1ac/Jp9PfNO%20bduPT5S1rIuTMlppZpx2ZsOXkASN40KHR/DFGvKAbjF4uU2lTHLlQ64VTWuc/HU8lczNv1IPfKLI%20a8pbNmwBDVEiqfggbnVH+2zWXTkNSpHzrqXlV1TRuJWvFRLNtxaM2OOBmXlAfJ+HEf8AAxHdfZQ6%207EcN6KtaSUppw66to1oM/kqNt1aMS8ijLygOmmagVOyPB5QahSXTj1WfIk06FJIsxtqdny3FrT8C%20iaaXlPyHgAlaXSr2csuxa5Y9o1Bu5ELp1Qr1eck0tB1WIuMo5KXnVTVPvE6pwjbS+gjSX80ywAek%20QAAAAEXR/vCueuo+xRgEoAAMv/jYBaLE/eL9tzP1AFoAAAAAAAAAAAAAAAAAAABF0f7wrnrqPsUY%20BKAAAAAADlqjlVagOrpUdiXPLLuY8p9cVlWKiJWZ5tmSpOCcTLBs8T2bOUgwjT/RzVi0dUrgvw2q%20DOOv9d3lOKoTGSa67KRK2O9QczZDby/I2/EA6NaNCrxui/KZd1ju02h1WElKpFVekSG5D7zZkTSl%20NNRnW/m0py5jUZrSeUywSQDWLNXf/UN1eTFLTNaSgkyqVIfdQ8rbnNTL7DG68mGC144+TDaGP6ga%20OasXdqlb9+E1QYJ0DqW7px1CY8TvUpS5W13qDeXObmX5Gz4wG4xn6+qjG9KhRGq1u3DTCalOORTc%20I1bpJylR23CSrm5lbjm4ngSsNoYd+TmrH56fmruqDmzfc/tCZhl6h1HDrHUOXLz8d3ygN8iKlKis%20qmNtsy1NpOQ0ys3W0OGRZ0ocUhpS0krYSjQnH4C5AH1AZ3rRbeqFz2+dAsqZTqbHmpUiqTZjz6Hz%20bPZuWSaYeJJKL5Ss2PkL4QGU21oJ4hWK9S3LgvsptAjymHKjAKqVN8nozTiVLa3LrSG1Z0py4KPA%20BsV407UadcVFlUaBR102hzjnNLmVCUy/INyA/DUhTbcJ5DWU5ajI868cpcmOBBF6waQN6mUCiMz0%20swqvT5Ud95aHFOISy4aSnMNvG0hayNGJoPIjMpKccu3AP1rNZF4XbZEuyrbjUuPTZjUZJzpkt9lb%20JxpCHSbRHaivpUnKykiVvS5T5uzaH00RtC9rJs+BaVdZprkOmokG1UYMuQ664t+Sp8kKjuxWEpSR%20Oq5xOnyFzduwNGAV+jWVSqRdlx3PGdfXPufqXX2nFINlHUGTYa3KUoSpOZKudmUrbyYALAAoesuk%209P1LtQqO/IOFNjOlJp00k5ybdJJpMloxTmQtJ4Ht+PyAObTe19WqVBg0y7q9T5VOpODUU6e08qXK%20aaTla63IfNKSwL5SUN5jwLFZ7cQr1D0YvSi621y/IVeiOUyttuNvNyWXHZSW3loWbKEpNptO63KE%20trNSuaW1B+UPtoDohV9MJdynLqUedDqzjBQkNJXvSajbw0KdUrIklHvzI0pSZbMc3kAROlmjGoNr%20axV2+asukrgXD1/rEWLKkuPR+uSUy05N5FZS7lW2SDxNOw83kymH90s0Y1AtbWGu3zVl0lcC4evd%20YixZUlx6P1ySmWnJvIrSXcq2yQeJp2Hm8mUw/mlejGoNraw12+asukrg3D17rEWJKkuPR+uSUy05%20N5FaS7lW2SDxNOw83kymH9/JjUD/AIivzRz0n2V1jL1HrUnrHVupdQ3n+S5N5u/nMmbDNzc+HOAW%20p/SydRtUZuo1q9Wen1WGqHVKROdcjMuKUppW+bkNtSlNq+YTindGR/CWIDp0u0mYs2p3DX5ckptw%20XPLdmT3W0mllpLjq3SZaJRmoyJTh4qPafwEApmlmjGoFraw12+asukrgXD17rEWLKkuPR+uSUy05%20N5FaS7lW2SDxNOw83kymH80r0Y1BtbWGu3zVl0lcG4evdYixJUlx6P1ySmWnJvIrSXcq2yQeJp2H%20m8mUw2yqOVVqA6ulR2Jc8su5jyn1xWVYqIlZnm2ZKk4JxMsGzxPZs5SDCNP9HNWLR1SuC/DaoM46%20/wBd3lOKoTGSa67KRK2O9QczZDby/I2/EA6NaNCrxui/KZd1ju02h1WElKpFVekSG5D7zZkTSlNN%20RnW/m0py5jUZrSeUywSQCav3TzVLUHTORbFwSaTTawhyO+1Mpz8h2NMW1mzNyGnYza2EY5VkaFL5%20xcmBYGFYvzw4XpdtkWbRJVegFPtZvqRLQy62x1NSGWzPldW48lMdP8xKvgTygLf4g9MLv1GtKl0C%20ivU9pceYmdNlzHXmSzNMraSlpttqTiS9+ozzLLLgRc7HYEBqNoxqDdejtoWNHXSY8+hdX6/KclST%20ZPqMZcRnc4Rcyt6hzOvMSchllLP8oA1G0Y1BuvR60LGjrpMadQur+0JTkqSbJ9RjKiM7nCLmVvUO%20GteYk5DLKWf5QCYu7SG6bm0JpNhuT41OrdLjw2VrZccehSOoI3SEuOKabdJDhJS4eDeKVlhziLaF%20Xvzw4XpdtkWbRJVegFPtZvqRLQy62x1NSGWzPldW48lMdP8AMSr4E8oC36/ac6hagWzAt63ptPix%20N6T9YcluPs75TZFukIQ21I5mbFZ5lcpJ5QHbb1r6kQKlaNPaYpVEsy3EuIlwYVQly5MoupuR2ErN%20cSGhSUuOE4olcqsFcqSAaBU6rS6VCcnVSYxAhNbXZUlxDLScf5y1mlJf8pgM1f0qoU3XqHfsc0KO%20NTDdltp5FTF/MRXthYKzR95jt2ZEn5QGqAMq8RGmN16j2tTqDQXIMco84p0mRPeebw3bLjSENoaZ%20fzZt+o1GZpwyly47AuuntGq1Dsag0SrFHKoUqCxBeOI4t1lXVkEyhaVuNsq56EEoyNGwzw24YmGX%20U/RC/bN1Dqly6e1unM0uuuKVUKVVWX1obJRmvmblRG4aXFKNHORgR4bfKFo1T0+u66tK5tpw5sWX%20Waq6wudUJq3Y0dBNPIfUbDTaJZpTmZShDeOwjNRqNXygqX5Mag/8Ov5XZ6T7V6xl691qT1fq3Xev%207z/Jc+83nzeTLhl52fHmgH5Mag/8Ov5XZ6T7V6xl691qT1fq3Xev7z/Jc+83nzeTLhl52fHmgLVp%20rpbPpWjhad3emLIbyS4rjsB51xDjEp1b2fFxphSHEqeMsCI/kkrHbgQQB6IXQel5aU9fh8Mk9vPb%20uZ3r256913c9T3e6zZv8J1j/AKACf1J0sn1TRv8ALq0SisN5IkVt2e862ltiK6h414tNPqW4pTJF%20hgRc4zx2YGENQdDKhI0HTpldL0VuXGW8qDUYC3ZCErW+uS08pLrcZWKVuqQpHlSXytuBBSdTrT1S%20tvw81miXJVqVJodHbgxacmAw91p9hudHQx1h11SUIyJ/RQ2Z7C557cQsWkVlxb28KdPteS6cdFSa%20mpRIIjVu3W6m86ys0kacxJcbSZpx28gDgToRq8rR2Zps7W6ImnMrxpm6bkk48Rzkyz60+pKsiSxW%20oktsmebKWfLiAslA0NqMjQctMrpfitSo63lQqjAW7IQlS31SmnlJdbjKxSt1SFI8qS+VtwIO7TSw%20dW7cpUa2a1cNNkWzTjJuK9EYfKpORk7Us741ttskXJiSFqy7CUR4GQasAAAAAAACLo/3hXPXUfYo%20wCUAAAB+XG23W1NOpJbayNK0KIjSpJlgZGR8pGAyK2dF69p7dFRqun9SjqoVULNLtap7xDJOJMzQ%20pmW0Tq28uOBYtK5uw8eaaQv6GLxqUVLNROLRCUZlJKnPuzHVI2llafdYh7oz2Yq3ajLyYHgogiro%20j6oSLlgO0aFRnregLN5bMydLYkyXTayoNW6hvttE0tSsE8/NzVc0ywIJe96TOrNp1GkRoUWeuosL%20ivRpkl2KybbyTQs98yzIcI044lgj/lIBm+gOm2qmnMV6g1uRSajbj7qpDa48qUciM4pGCibbcjJQ%20tC1JTinOnDaraewwn7Lsi/rTmXPLaqMKqxK5VZ9UhUV83o6Ixyn1uIwmEl8yzoNJuIKPgSscDPlM%20PnZ2kjsPUer6k3C8y7clVQllmFDznFiNpZbZMkuOEhbqzS0RZzQny83aApN/6Oar3bqlb1+E1QYJ%200DqW7p3tCY9vepSlytr3UG8uc3MvyNnxgL3c0XWmdBmlQKZbdErM1hMZVZVUJcp5LaDWaMC9msY7%20s3Vm3mM0pNRnhtPEL/BjFFgx4pcjDSGiw+BCST/+ADkuVitSLeqUehrZarD0Z1unuyTUllD60GlC%201mhK1YJM8dhAPza1AiW7bdMoUMsI1MjNRW/LiTSCTmPHyqMsTAVKpabyoGpLuo1spju1iZAOm1Om%20THVxmJCc7RoeKQ01JW2tCWSIyNpRKIi+TygOzTbTSJZzteqTjxS65c1QeqVVlJTkQRuuLcQw0XLk%20b3itpniZmZ7OQgjqdptVLUvK47itAojjd2qYcqUGa45HTGkNG6a5LKmmn97mN41G0ok4qx+cItgC%20V0q00pWnlnMW7BcOUvMp+fMWkkG/IcIiWvKWOVOCSSlOJ4JIsTM9oCqQdGqtb9uXVZ1svRE21djs%20txT8lbiZFOKbGTHcbaYQ2pElOCe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AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA%20AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA%20AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAZf8AxsAlKLWpVClVuPIo%20lUkdYqkmSy9GjG42ptwyJJkozTjjlASnHfd2t9j6YBx33drfY+mAcd93a32PpgHHfd2t9j6YBx33%20drfY+mAcd93a32PpgHHfd2t9j6YBx33drfY+mAcd93a32PpgHHfd2t9j6YBx33drfY+mAcd93a32%20PpgHHfd2t9j6YBx33drfY+mAcd93a32PpgHHfd2t9j6YBx33drfY+mAcd93a32PpgHHfd2t9j6YB%20x33drfY+mAcd93a32PpgHHfd2t9j6YBx33drfY+mAcd93a32PpgHHfd2t9j6YBx33drfY+mAcd93%20a32PpgHHfd2t9j6YBx33drfY+mAcd93a32PpgHHfd2t9j6YBx33drfY+mAcd93a32PpgHHfd2t9j%206YBx33drfY+mAcd93a32PpgHHfd2t9j6YBx33drfY+mAcd93a32PpgHHfd2t9j6YBx33drfY+mAc%20d93a32PpgHHfd2t9j6YBx33drfY+mAcd93a32PpgHHfd2t9j6YBx33drfY+mAcd93a32PpgHHfd2%20t9j6YBx33drfY+mAcd93a32PpgHHfd2t9j6YBx33drfY+mAcd93a32PpgHHfd2t9j6YBx33drfY+%20mAcd93a32PpgHHfd2t9j6YBx33drfY+mAcd93a32PpgHHfd2t9j6YBx33drfY+mAcd93a32PpgHH%20fd2t9j6YBx33drfY+mAcd93a32PpgHHfd2t9j6YBx33drfY+mAcd93a32PpgHHfd2t9j6YBx33dr%20fY+mAcd93a32PpgHHfd2t9j6YBx33drfY+mAcd93a32PpgHHfd2t9j6YBx33drfY+mAcd93a32Pp%20gHHfd2t9j6YBx33drfY+mAcd93a32PpgHHfd2t9j6YBx33drfY+mAcd93a32PpgHHfd2t9j6YBx3%203drfY+mAcd93a32PpgHHfd2t9j6YBx33drfY+mAcd93a32PpgHHfd2t9j6YBx33drfY+mAcd93a3%202PpgHHfd2t9j6YBx33drfY+mAcd93a32PpgHHfd2t9j6YBx33drfY+mAcd93a32PpgHHfd2t9j6Y%20Bx33drfY+mAcd93a32PpgHHfd2t9j6YBx33drfY+mAcd93a32PpgHHfd2t9j6YBx33drfY+mAcd9%203a32PpgHHfd2t9j6YBx33drfY+mAcd93a32PpgHHfd2t9j6YBx33drfY+mAcd93a32PpgHHfd2t9%20j6YBx33drfY+mAcd93a32PpgHHfd2t9j6YBx33drfY+mAcd93a32PpgHHfd2t9j6YBx33drfY+mA%20cd93a32PpgHHfd2t9j6YBx33drfY+mAcd93a32PpgHHfd2t9j6YBx33drfY+mAcd93a32PpgHHfd%202t9j6YBx33drfY+mAcd93a32PpgHHfd2t9j6YBx33drfY+mAcd93a32PpgHHfd2t9j6YBx33drfY%20+mAcd93a32PpgHHfd2t9j6YBx33drfY+mAcd93a32PpgHHfd2t9j6YBx33drfY+mAcd93a32PpgH%20Hfd2t9j6YBx33drfY+mAcd93a32PpgHHfd2t9j6YBx33drfY+mAcd93a32PpgHHfd2t9j6YBx33d%20rfY+mAcd93a32PpgHHfd2t9j6YBx33drfY+mAcd93a32PpgHHfd2t9j6YBx33drfY+mAcd93a32P%20pgHHfd2t9j6YBx33drfY+mAcd93a32PpgKvuKp7L9oey5vvR7S6puFdY6vlzZt3/AM3Lhj5QH//Z" height="456" width="1308" overflow="visible"> </image>
          </svg>
        </div>
      </div>
      <div class="fig"><span class="labelfig">FIGURA 5.&nbsp; </span><span class="textfig">Condición de humedad al momento de la cosecha.</span></div>
      <p>El
        contenido de humedad del suelo al momento de la cosecha es un elemento 
        importante a tener en cuenta por parte del cosechero de caña para la 
        toma de decisiones en cuanto a la futura tecnología de manejo en las 
        plantaciones de retoño, ya que la humedad es el más importante de los 
        factores básicos que afectan el grado de compactación del suelo (Fonseca <i>et al</i>., 1982, citado por <span class="tooltip"><a href="#B14">Martínez et al. (2021)</a><span class="tooltip-content">Martínez,
        R. R., García, R. I., Hernández, R. Y., Santa María, M. M., Pérez, C. 
        E., Hernández, H. O., Concepción, C. E., Rossi, T. I., &amp; Labrada, V.
        R. (2021). Efectos de tecnologías de descompactación del suelo sobre el
        rendimiento agrícola de caña de azúcar. <i>Ingeniería Agrícola</i>, <i>11</i>(3), ISSN: 2306-1545, e-ISSN: 2227-8761.</span></span>.</p>
      <p>El
        examen de los valores de resistencia a la penetración antes de la 
        cosecha (AC), en las condiciones del complejo KTP-2M + camión Kamaz y 
        remolque (<span class="tooltip"><a href="#t2">Tabla 2</a></span>), 
        reflejó un aumento de la compactación con la profundidad del perfil, al 
        encontrarse en el estrato de 20-30 cm valores 2,5 veces superiores, como
        promedio, a los de 0-20 cm, lo cual coincide con lo informado por <span class="tooltip"><a href="#B12">Lopez et al. (2021)</a><span class="tooltip-content">Lopez,
        B. C. E., Gonzalez, C. O., Hernandez, P. M., &amp; Herrera, S. M. 
        (2021). Effects on soil and stump of mechanized activities in sugar cane
        cultivation/Efectos en el suelo y la cepa de la actividad mecanizada en
        el cultivo de la caña de azúcar. <i>Revista Ciencias Técnicas Agropecuarias</i>, <i>30</i>(3), 19-28, ISSN: 1010-2760, e-ISSN: 2071-0054.</span></span> y <span class="tooltip"><a href="#B13">Martínez &amp; Morales (2015)</a><span class="tooltip-content">Martínez,
        R., &amp; Morales, M. (2015). Evaluación de la compactación en un 
        Vertisol y sus efectos sobre el crecimiento, desarrollo y rendimiento de
        la caña de azúcar. <i>Cuba &amp; Caña</i>, <i>2</i>, 54-60, ISSN: 1028-6527.</span></span>.</p>
      <p>En
        ambas condiciones de humedad se apreciaron resistencias superiores a 3 
        MPa, valor por encima del considerado como umbral crítico para el 
        crecimiento de las raíces y del límite crítico de resistencia para las 
        plantas monocotiledóneas entre las que se incluye la caña de azúcar 
        (Letey (1985) y Dexter (1986), citados por (<span class="tooltip"><a href="#B7">García et al. (2018)</a><span class="tooltip-content">García,
        I., Sánchez, M., &amp; Otero, Y. (2018). Determinación de la 
        compactación por impactos críticos del penetrómetro en caña de azúcar. <i>Cuba &amp; Caña</i>, <i>51</i>(1), 45-55, ISSN: 1028-6527.</span></span>.</p>
      <div class="table" id="t2"><span class="labelfig">TABLA 2.&nbsp; </span><span class="textfig">Resistencia a la penetración (MPa) 
        con la tecnología de corte KTP-2M + camión Kamaz y remolque en dos 
        condiciones de humedad antes y después de la cosecha</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="justify">Categoría y rango de humedad (bss)</th>
                  <th align="center">AC (0-20 cm)</th>
                  <th align="center">AC (20-30 cm)</th>
                  <th align="center">DC (0-20 cm)</th>
                  <th align="center">DC (20-30 cm)</th>
                </tr>
              </thead>
              <tbody>
                <tr>
                  <td align="justify">Baja (7-13%)</td>
                  <td align="center">5,2 b</td>
                  <td align="center">10,6 a</td>
                  <td align="center">7,3 ab</td>
                  <td align="center">12,8 a</td>
                </tr>
                <tr>
                  <td align="justify">Media (13-27%)</td>
                  <td align="center">3,5 b</td>
                  <td align="center">10,6 a</td>
                  <td align="center">10,1 a</td>
                  <td align="center">12,9 a</td>
                </tr>
              </tbody>
            </table>
          </div>
        </div>
      </div>
      <div class="clear"></div>
      <p> Posterior al tránsito de este complejo tecnológico (DC), en condiciones
        de baja humedad (12,3% bss), la resistencia del suelo a la penetración 
        promedio en el perfil fue de 10,1 MPa, lo que representa un incremento 
        de 127% respecto al valor encontrado antes de la cosecha. En el estrato 
        de 0-20 cm la resistencia se elevó hasta 7,3 MPa y en 20-30 cm hasta 
        12,8 MPa, valores que representan incrementos de 140 y 121%, por ese 
        orden, respecto a los determinados antes del corte aunque sin 
        diferencias significativas con estos.</p>
      <p> En condiciones de humedad 
        media (23,6% bss) el tráfico de esta misma tecnología también ocasionó 
        cambios en la resistencia del suelo a la penetración. Posterior a la 
        cosecha el valor medio de la compactación en el perfil estudiado fue de 
        11,5 MPa, en la profundidad de 0-20 cm de 10,1 MPa, cifra 
        significativamente superior a la encontrada antes del corte, y a 20-30 
        cm de 12,9 MPa, estadísticamente similar al reportado en la primera 
        evaluación. Los cambios ocurridos significaron incrementos de 163% en el
        perfil, de 288,6% de 0-20 cm y de 121,7% de 20-30 cm, con relación a 
        las cifras determinadas antes del corte.</p>
      <p> Los valores de 
        compactación obtenidos después de la cosecha reflejan un reforzamiento 
        de las condiciones no favorables para el normal crecimiento y desarrollo
        del sistema radical de la caña de azúcar, al situarse muy por encima 
        del señalado como límite crítico de resistencia para la clase en la que 
        se incluye este cultivo (Dexter (1986), citado por (<span class="tooltip"><a href="#B7">García et al. (2018)</a><span class="tooltip-content">García,
        I., Sánchez, M., &amp; Otero, Y. (2018). Determinación de la 
        compactación por impactos críticos del penetrómetro en caña de azúcar. <i>Cuba &amp; Caña</i>, <i>51</i>(1), 45-55, ISSN: 1028-6527.</span></span>.</p>
      <p> En ambas condiciones de humedad la mayor compactación ocurrió 
        fundamentalmente en los primeros 20 cm, profundidad en la que, de 
        acuerdo con lo planteado por <span class="tooltip"><a href="#B9">Gutiérrez &amp; Carrión (1990)</a><span class="tooltip-content">Gutiérrez, R. F., &amp; Carrión, A. (1990). <i>Explotación del parque de máquinas y tractores</i>. Universidad Autónoma de Nuevo León, Facultad de Agronomía, Nuevo León, México.</span></span>,
        la mayor compactación obedece a la existencia de cavidades gaseosas que
        debilitan las uniones estructurales entre los agregados.</p>
      <p> La 
        comparación de los valores de resistencia encontrados en los diferentes 
        estados de humedad del suelo al momento del corte muestra que la mayor 
        compactación ocasionada por el tráfico de este complejo tecnológico se 
        produce en la mayor humedad, condición en la que, según <span class="tooltip"><a href="#B16">Rodríguez et al. (2013)</a><span class="tooltip-content">Rodríguez, I., Pérez, I., Arcia, J., &amp; Benítez, L. (2013). Manejo y conservación de suelos. En <i>Manejo Sostenible de Tierras en la Producción de Caña de Azúcar/ Pérez, H. I., Santana, I. y Rodríguez, I.: Vol. Capítulo 3</i> (Pérez, H. I., Santana, I. y Rodríguez, I., p. 290). Instituto de Investigaciones de la Caña de Azúcar, La Habana, Cuba.</span></span> y (<span class="tooltip"><a href="#B7">García et al. (2018)</a><span class="tooltip-content">García,
        I., Sánchez, M., &amp; Otero, Y. (2018). Determinación de la 
        compactación por impactos críticos del penetrómetro en caña de azúcar. <i>Cuba &amp; Caña</i>, <i>51</i>(1), 45-55, ISSN: 1028-6527.</span></span>, el suelo es más susceptible a la deformación y la compactación.</p>
      <p> La resistencia del suelo a la penetración antes de la cosecha (AC) en 
        las condiciones del complejo tecnológico CASE 7000 + camión Kamaz y 
        remolque (<span class="tooltip"><a href="#t3">Tabla 3</a></span>) 
        también experimentó un aumento con la profundidad del perfil, al superar
        los valores hallados a 20-30 cm de profundidad en 2,6 veces a los de 
        0-20 cm, lo que coincide con lo planteado por <span class="tooltip"><a href="#B13">Martínez &amp; Morales, 2015</a><span class="tooltip-content">Martínez,
        R., &amp; Morales, M. (2015). Evaluación de la compactación en un 
        Vertisol y sus efectos sobre el crecimiento, desarrollo y rendimiento de
        la caña de azúcar. <i>Cuba &amp; Caña</i>, <i>2</i>, 54-60, ISSN: 1028-6527.</span></span>).</p>
      <div class="table" id="t3"><span class="labelfig">TABLA 3.&nbsp; </span><span class="textfig">Resistencia a la penetración (MPa) 
        con la tecnología de corte CASE 7000 + camión Kamaz y remolque en dos 
        condiciones de humedad antes y después de la cosecha</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="justify">Categoría y rango de humedad (bss)</th>
                  <th align="center">AC (0-20 cm)</th>
                  <th align="center">AC (20-30 cm)</th>
                  <th align="center">DC (0-20 cm)</th>
                  <th align="center">DC (20-30 cm)</th>
                </tr>
              </thead>
              <tbody>
                <tr>
                  <td align="justify">Baja (7-13%)</td>
                  <td align="center">4,4 b</td>
                  <td align="center">10,1 a</td>
                  <td align="center">6,7 ab</td>
                  <td align="center">12,1 a</td>
                </tr>
                <tr>
                  <td align="justify">Media (13-27%)</td>
                  <td align="center">3,7 b</td>
                  <td align="center">10,9 a</td>
                  <td align="center">7,8 ab</td>
                  <td align="center">12,9 a</td>
                </tr>
              </tbody>
            </table>
          </div>
        </div>
      </div>
      <div class="clear"></div>
      <p> En ambas condiciones de humedad del suelo los valores observados antes 
        de la cosecha se manifestaron por encima de los umbrales considerados 
        como críticos para este cultivo (Letey (1985) y Dexter (1986), citados 
        por (<span class="tooltip"><a href="#B7">García et al. (2018)</a><span class="tooltip-content">García,
        I., Sánchez, M., &amp; Otero, Y. (2018). Determinación de la 
        compactación por impactos críticos del penetrómetro en caña de azúcar. <i>Cuba &amp; Caña</i>, <i>51</i>(1), 45-55, ISSN: 1028-6527.</span></span>).
        Este resultado coincide con el encontrado con la tecnología KTP-2M + 
        camión Kamaz y remolque en ambas humedades y corrobora la existencia en 
        estos suelos de una condición natural de compactación adversa para el 
        crecimiento y desarrollo del cultivo, la que ha sido identificada como 
        uno de sus factores limitantes de acuerdo con lo señalado por <span class="tooltip"><a href="#B1">Arcia et al. (2014)</a><span class="tooltip-content">Arcia,
        J., León, E. M., Santana, I., Sulroca, F., Santana, I., González, M., 
        Guillen, S., &amp; Crespo, R. (2014). Los suelos. Factores limitantes y 
        aptitud de las tierras. En <i>Instructivo Técnico para el Manejo de la Caña de Azúcar</i> (Santana, I., M. González, S. Guillen y R. Crespo, pp. 302-302). 
        Instituto de Investigaciones de la Caña de Azúcar, La Habana, Cuba.</span></span>.</p>
      <p> Posterior a la cosecha (DC), en baja humedad (9,4% bss), esta 
        tecnología de corte ocasionó incrementos de la resistencia del suelo a 
        la penetración de 129% en el perfil (9,4 MPa), de 152% (6,7 MPa) en 0-20
        cm de profundidad y de 120% (12,1 MPa) en 20-30 cm; mientras que en 
        humedad media (25,1%bss) los incrementos fueron de 141% en el perfil 
        (7,8 MPa), 211% (7,8 MPa) en la profundidad de 0-20 cm y 118% (12,9 MPa)
        en la de 20-30, siempre con relación a las cifras encontrados antes del
        corte con las que no mostraron diferencias significativas en ninguna de
        las condiciones de humedad del suelo.</p>
      <p> En ambas condiciones de 
        humedad la mayor compactación se produjo en los primeros 20 cm de 
        profundidad, con el mayor incremento en la mayor humedad, lo que 
        corrobora el hecho de que los suelos con valores altos de humedad son 
        más susceptibles a la compactación que los suelos secos en presencia de 
        cargas externas ocasionadas por el tráfico de los medios de labranza, 
        cosecha y transporte (<span class="tooltip"><a href="#B7">García et al., 2018</a><span class="tooltip-content">García,
        I., Sánchez, M., &amp; Otero, Y. (2018). Determinación de la 
        compactación por impactos críticos del penetrómetro en caña de azúcar. <i>Cuba &amp; Caña</i>, <i>51</i>(1), 45-55, ISSN: 1028-6527.</span></span>; <span class="tooltip"><a href="#B8">González et al., 2013</a><span class="tooltip-content">González,
        C. O., Herrera, S. M., Iglesias, C. C. E., &amp; López, B. E. (2013). 
        Análisis de los modelos constitutivos empleados para simular la 
        compactación del suelo mediante el método de elementos finitos. <i>Revista Ciencias Técnicas Agropecuarias I</i>, <i>22</i>(3), 75-80, SSN: 1010-2760, e-ISSN: 2071-0054.</span></span>).</p>
      <p> Finalmente, la comparación de las observaciones expuestas en las <span class="tooltip"><a href="#t2">Tablas 2</a></span> y <span class="tooltip"><a href="#t3">3</a></span> demuestra que la tecnología KTP-2M + camión Kamaz y remolque ocasionó 
        una compactación de mayor magnitud en el perfil que CASE 7000 + camión 
        Kamaz y remolque, ascendente a 107% en el rango de humedad de 7-13% y a 
        111% en el de 13-27%, lo que se explica por el menor peso de la 
        cosechadora CASE 7000 con relación a la KTP-2M la que, según <span class="tooltip"><a href="#B17">Rodríguez (1999)</a><span class="tooltip-content">Rodríguez, O. M. (1999). <i>Fundamentación
        del uso de rodaje por semiesteras en las cosechadoras cubanas de caña 
        de azúcar para trabajar en suelos de mal drenaje con condiciones de alta
        humedad</i> [Tesis de doctorado]. Facultad de Ciencias Agropecuarias, 
        Departamento de Mecanización Agrícola, Universidad Central de Las 
        Villas, Santa Clara, Cuba.</span></span>, ejerce una elevada presión 
        específica sobre el suelo, superior a los 200 kPa, lo cual limita su 
        capacidad de paso en condiciones de humedad del suelo.</p>
    </article>
    <article class="section"><a id="id0xc25c380"><!-- named anchor --></a>
      <h3>CONCLUSIONES</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <div class="list"><a id="id0xc25c600"><!-- named anchor --></a>
        <ul>
          <li>
            <p> El tráfico de los equipos de cosecha y transporte ocasiona un aumento 
              de la compactación en los suelos Ferralíticos rojos, fundamentalmente a 
              los 0-20 cm de profundidad, cuya magnitud es mayor en condiciones de 
              humedad media (13-27% bss).</p>
          </li>
          <li>
            <p> El complejo tecnológico 
              cosecha transporte KTP-2M + camión Kamaz y remolque produce una 
              compactación 1,4 veces superior respecto a CASE 7000 + camión Kamaz y 
              remolque cuando la humedad del suelo es de 13-27% bss.</p>
          </li>
        </ul>
      </div>
    </article>
  </section>
</div>
<div class="box2" id="article-back">
  <section>
    <article><a id="ack"></a>
      <h3>AGRADECIMIENTOS</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p> Agradecemos la colaboración de los ingenieros agrónomos Oddonell 
        Hernández Hernández y Yeniset Hernández Hernández por su participación 
        en el montaje de las investigaciones y ejecución de las evaluaciones en 
        las provincias de Ciego de Ávila y Matanzas, respectivamente.</p>
    </article>
    <article><a id="ref"></a>
      <h3>REFERENCIAS BIBLIOGRÁFICAS</h3>
      &nbsp;<a href="#content" class="boton_1">⌅</a>
      <p id="B1">Arcia,
        J., León, E. M., Santana, I., Sulroca, F., Santana, I., González, M., 
        Guillen, S., &amp; Crespo, R. (2014). Los suelos. Factores limitantes y 
        aptitud de las tierras. En <i>Instructivo Técnico para el Manejo de la Caña de Azúcar</i> (Santana, I., M. González, S. Guillen y R. Crespo, pp. 302-302). 
        Instituto de Investigaciones de la Caña de Azúcar, La Habana, Cuba.</p>
      <p id="B2">Betancourt,
        R. Y., Rodríguez, O. M., Guillén, S. S., Vidal, D. L., Martínez, R., 
        Pérez, H. E., Marín, M. R., Villegas, D. R., &amp; de Araújo, A. G. 
        (2016). Fundamentos técnicos para la implementación del complejo 
        tecnológico cosecha-transporte en condiciones de alta humedad de los 
        suelos cañeros de Cuba. <i>Convención Internacional de Ingeniería Agrícola, IAgric, Varadero, Matanzas, Cuba, ISBN: 978-959-285-035-4</i>.</p>
      <p id="B3">Colombi,
        T., &amp; Keller, T. (2019). Developing strategies to recover crop 
        productivity after soil compaction-A plant eco-physiological 
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      <p id="B4">Echalar, F. M. W. (2017). Penetrómetro en miniatura para la medición de contenido de agua en suelo cohesivo. <i>Ciencia Sur</i>, <i>3</i>(4), 20-26.</p>
      <p id="B5">Fernández, A. R., Dávila, I. A., &amp; Del Toro, M. F. (1983). <i>Botánica y fisiología de la caña de azúcar.</i> Editorial Pueblo y Educación, La Habana, Cuba.</p>
      <p id="B6">García,
        I., Sánchez, M., Betancourt, Y., &amp; Vidal, M. L. (2011). Normativas 
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        compactación por impactos críticos del penetrómetro en caña de azúcar. <i>Cuba &amp; Caña</i>, <i>51</i>(1), 45-55, ISSN: 1028-6527.</p>
      <p id="B8">González,
        C. O., Herrera, S. M., Iglesias, C. C. E., &amp; López, B. E. (2013). 
        Análisis de los modelos constitutivos empleados para simular la 
        compactación del suelo mediante el método de elementos finitos. <i>Revista Ciencias Técnicas Agropecuarias I</i>, <i>22</i>(3), 75-80, SSN: 1010-2760, e-ISSN: 2071-0054.</p>
      <p id="B9">Gutiérrez, R. F., &amp; Carrión, A. (1990). <i>Explotación del parque de máquinas y tractores</i>. Universidad Autónoma de Nuevo León, Facultad de Agronomía, Nuevo León, México.</p>
      <p id="B10">Hernández, J. A., Pérez, J. J. M., Mesa, N. A., Bosch, I. D., Rivero, L., &amp; Camacho, E. (2015). <i>Nueva versión de la clasificación genética de los suelos de Cuba.: Vol. I</i> (Barcaz L L). AGRINFOR, La Habana, Cuba, ISBN: 959-246-022-1</p>
      <p id="B11">Jimenez,
        K. J., Rolim, M. M., Gomes, I. F., de Lima, R. P., Berrío, A. L. L., 
        &amp; Ortiz, P. F. S. (2021). Numerical analysis applied to the study of
        soil stress and compaction due to mechanised sugarcane harvest. <i>Soil and Tillage Research</i>, <i>206</i>, ISSN: 0167-1987.</p>
      <p id="B12">Lopez,
        B. C. E., Gonzalez, C. O., Hernandez, P. M., &amp; Herrera, S. M. 
        (2021). Effects on soil and stump of mechanized activities in sugar cane
        cultivation/Efectos en el suelo y la cepa de la actividad mecanizada en
        el cultivo de la caña de azúcar. <i>Revista Ciencias Técnicas Agropecuarias</i>, <i>30</i>(3), 19-28, ISSN: 1010-2760, e-ISSN: 2071-0054.</p>
      <p id="B13">Martínez,
        R., &amp; Morales, M. (2015). Evaluación de la compactación en un 
        Vertisol y sus efectos sobre el crecimiento, desarrollo y rendimiento de
        la caña de azúcar. <i>Cuba &amp; Caña</i>, <i>2</i>, 54-60, ISSN: 1028-6527.</p>
      <p id="B14">Martínez,
        R. R., García, R. I., Hernández, R. Y., Santa María, M. M., Pérez, C. 
        E., Hernández, H. O., Concepción, C. E., Rossi, T. I., &amp; Labrada, V.
        R. (2021). Efectos de tecnologías de descompactación del suelo sobre el
        rendimiento agrícola de caña de azúcar. <i>Ingeniería Agrícola</i>, <i>11</i>(3), ISSN: 2306-1545, e-ISSN: 2227-8761.</p>
      <p id="B15">Monroy,
        R. F. L., Álvarez, H. J. G., &amp; Alvarado, S. O. H. (2017). 
        Distribución espacial de algunas propiedades físicas del suelo en un 
        transecto de la granja Tunguavita, Paipa. <i>Revista UDCA Actualidad &amp; Divulgación Científica</i>, <i>20</i>(1), 91-100, ISSN: 0123-4226:</p>
      <p id="B16">Rodríguez, I., Pérez, I., Arcia, J., &amp; Benítez, L. (2013). Manejo y conservación de suelos. En <i>Manejo Sostenible de Tierras en la Producción de Caña de Azúcar/ Pérez, H. I., Santana, I. y Rodríguez, I.: Vol. Capítulo 3</i> (Pérez, H. I., Santana, I. y Rodríguez, I., p. 290). Instituto de Investigaciones de la Caña de Azúcar, La Habana, Cuba.</p>
      <p id="B17">Rodríguez, O. M. (1999). <i>Fundamentación
        del uso de rodaje por semiesteras en las cosechadoras cubanas de caña 
        de azúcar para trabajar en suelos de mal drenaje con condiciones de alta
        humedad</i> [Tesis de doctorado]. Facultad de Ciencias Agropecuarias, 
        Departamento de Mecanización Agrícola, Universidad Central de Las 
        Villas, Santa Clara, Cuba.</p>
      <p id="B18">Shah, A. N., Tanveer, M., 
        Shahzad, B., Yang, G., Fahad, S., Ali, S., Bukhari, M. A., Tung, S. A., 
        Hafeez, A., &amp; Souliyanonh, B. (2017). Soil compaction effects on 
        soil health and cropproductivity: An overview. <i>Environmental Science and Pollution Research</i>, <i>24</i>(11), 10056-10067, ISSN: 1614-7499.</p>
      <p id="B19">Shen,
        Q., Gao, G., Hu, W., &amp; Fu, B. (2016). Spatial-temporal variability 
        of soil water content in a cropland-shelterbelt-desert site in an arid 
        inland river basin of Northwest China. <i>Journal of Hydrology</i>, <i>540</i>, 873-885, ISSN: 0022-1694.</p>
      <p id="B20">Stolf, R., Fernandes, I., &amp; Furlani, N. V. (1983). <i>Recomendacao para uso do penetrometro de impacto, modelo IAA/Planalsucar-Stolf</i>. [Instituto do Acucar e do Alcool, Programa Nacional de Melhoramento da Cana-de-Acucar, Brasil].</p>
      <p id="B21">Toledo,
        B. V., &amp; Millán, B. Z. (2016). Construcción y calibración de un 
        penetrómetro de impacto para medir los efectos del senderismo. <i>Ciencia, docencia y tecnología</i>, <i>52</i>, 481-506, ISSN: 1851-1716.</p>
    </article>
  </section>
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