Blog del IICA - Sembrando hoy la agricultura del futuro https://blog.iica.int/ es Tecnología Digital para el comercio en la Agricultura familiar https://blog.iica.int/blog/tecnologia-digital-para-comercio-en-agricultura-familiar <span class="field field--name-title field--type-string field--label-hidden">Tecnología Digital para el comercio en la Agricultura familiar</span> <div class="field field--name-field-autores field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Colaboradores</div> <div class="field__items"> <div class="field__item"><a href="/taxonomy/term/126" hreflang="zxx">Rigoberto Carrión</a></div> <div class="field__item"><a href="/taxonomy/term/127" hreflang="zxx">Guillermo Toro</a></div> </div> </div> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/user/37" typeof="schema:Person" property="schema:name" datatype="">vpalmieri</span></span> <span class="field field--name-created field--type-created field--label-hidden">Jue, 17/12/2020 - 11:48</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><p style="border:none"><span style="font-size:12pt"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><a name="_Hlk39219192" id="_Hlk39219192"></a></span></span></span></p> <table class="TableGrid1" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0cm 7px 0cm 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="border:none; text-align:center"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><i><span style="border:none; font-size:15.0pt"><span style="color:#3070b6">“Los emprendimientos que desarrolla la agricultura familiar son de gran importancia para el sector y en muchos países corresponde a más de un tercio de la producción agrícola”</span></span></i></span></span></p> </td> </tr> </tbody> </table> <p style="border:none">La agricultura familiar es un sector clave para la erradicación del hambre, siendo el primer eslabón de la seguridad alimentaria y nutricional. En nuestra región, el 80% de las explotaciones pertenecen a la agricultura familiar, incluyendo a más de 60 millones de personas<sup>1</sup>, representando la principal fuente de empleo agrícola. </p> <p>La gran variedad de agricultura familiar<sup>2</sup> (campesina, comunitaria) produce alimentos tanto vegetales como animales, utilizando tierras agrícolas, bosques y montañas entre otras (incluyendo la pesca artesanal); sus productos son sanos y variados, creando ocupación de espacios agrícola y generando una fuente de crecimiento para las economías rurales, conservando y/o recuperando la biodiversidad y los ecosistemas, usando el territorio como espacio geopolítico. Además, la agricultura familiar utiliza métodos de producción que ayudan a reducir o evitar los riesgos del cambio climático<sup>3</sup>. </p> <p>La agricultura familiar no ha tenido la misma prioridad que otros sectores industriales en los países, incluyendo la agroindustria y exportaciones. Obviamente existen excepciones, pero en general se tiene la impresión de que este sector no es tan rentable como otras actividades. Desde un punto de vista estadístico, los emprendimientos que desarrolla la agricultura familiar son de gran importancia para el sector, y este tipo de producción en muchos países corresponde a más de un tercio de la producción agrícola.</p> <p>Los llamados “circuitos cortos”<sup>4</sup> son una forma de comercio basada en la venta más cercana a los consumidores de alimentos, reduciendo al mínimo la intermediación. La forma tradicional de venta de productos agrícolas, dada la concentración poblacional en centros urbanos y la intensificación y el escalamiento de la producción, ha alejado al mundo campesino de los consumidores, permitiendo la aparición de intermediarios, distribuidores y minoristas, desarrollando cadenas de comercialización cada vez más largas y complejas. Como resultado ha creado brechas entre los procesos de producción y consumo, tendiendo a homogeneizar productos y productores enfocados en reducir costos, más que en desarrollar sus atributos de valor<sup>5</sup>. </p> <table align="center" class="TableGrid1" style="width:94.84%; border-collapse:collapse; border:none" width="94%"> <tbody> <tr> <td style="border-bottom:2px solid #fdfdfd; width:17%; padding:0cm 7px 0cm 7px; border-top:2px solid #fdfdfd; border-right:none; border-left:none" valign="top"> <p align="right" style="text-align:right"><span style="font-size:12pt"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span lang="ES" style="font-family:&quot;Calibri&quot;,sans-serif" xml:lang="ES"><img alt="A picture containing person&#10;&#10;Description automatically generated" 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style="width:41px; height:63px" /></span></span></span></span></p> </td> <td style="border-bottom:2px solid #fdfdfd; width:82%; padding:0cm 7px 0cm 7px; border-top:2px solid #fdfdfd; border-right:none; border-left:none" valign="top"> <p style="margin-bottom:12px"><span style="font-size:12pt"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span lang="ES" style="font-family:&quot;Calibri&quot;,sans-serif" xml:lang="ES">VER TAMBIÉN</span><br /> <span style="font-family:&quot;Calibri&quot;,sans-serif"><a href="https://blog.iica.int/blog/circuitos-cortos-mercados-itinerantes-como-alternativas-sostenibles-comercializacion" style="color:blue; text-decoration:underline">Circuitos cortos y mercados itinerantes como alternativas sostenibles de comercialización</a></span></span></span></span></p> </td> </tr> </tbody> </table> <table class="TableGrid1" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0cm 7px 0cm 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="border:none; text-align:center"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><i><span style="border:none; font-size:15.0pt"><span style="color:#3070b6">“El comercio electrónico es, sin lugar a dudas, un mecanismo de comercialización que se instala rápidamente en el mundo, especialmente en este tiempo con la aparición de la pandemia del Covid-19 y podría constituir una excelente plataforma para la agricultura familiar.”</span></span></i></span></span></p> </td> </tr> </tbody> </table> <p style="border:none">En este contexto, el comercio electrónico se presenta como un mecanismo para acercar a los agricultores con los consumidores finales, generando una demanda creciente de productos locales, con identidad geográfica, saludables en cada temporada. Por otro lado, apoya a productores recibiendo mayores ingresos por su producción, ahorrando en otros segmentos de la cadena, creando valor a partir de otros atributos (marca, anclaje territorial, autenticidad, lazo social, historia). </p> <p>El comercio electrónico es, sin lugar a dudas, un mecanismo de comercialización que se instala rápidamente en el mundo, especialmente en este tiempo con la aparición de la pandemia del Covid-19 y podría constituir una excelente plataforma para la agricultura familiar. A nivel rural el uso de internet va en aumento y existe buena percepción sobre las oportunidades que genera el internet en materia de marketing y captación de nuevos clientes.  Por otro lado, hoy el uso del e-commerce por parte de los consumidores aumenta, generando expectativas para este modelo de negocios, que puede ser adaptado por la agricultura familiar, agregando valor a sus productos y servicios<sup>6</sup>. </p> <p>Así, el comercio electrónico permite acercar de forma virtual a los productos de la agricultura familiar de las distintas regiones y diferentes productos con los consumidores en los centros urbanos, mejorando el acceso a productos y servicios de la agricultura familiar de manera rápida y segura, fortaleciendo y mejorando los canales de comercialización, uniendo fuerza entre los productores para obtener un mejor precio. </p> <p>Las exigencias de los consumidores en relación con la calidad de los alimentos se han ido aumentando y diversificando, en virtud de la mayor información disponible y la oferta de productos. La decisión de comprar alimentos pasa por otros factores además del precio, como la calidad percibida por el consumidor: sabor y otras características sensoriales, salud, conveniencia y atributos de proceso (producción orgánica o natural, bienestar animal, productos no modificados genéticamente, etc.), inocuidad, conveniencia, funcionalidad, el factor étnico-cultural, aspectos sociales y medioambientales ligados a la producción<sup>7</sup>. </p> <table class="TableGrid1" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0cm 7px 0cm 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="border:none; text-align:center"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><i><span style="border:none; font-size:15.0pt"><span style="color:#3070b6">“Un sistema de comercio electrónico puede ser una alternativa viable que le permita llegar de forma adecuada a su consumidor final, el cual busca productos con algún sello de origen y calidad provenientes de la agricultura familiar”</span></span></i></span></span></p> </td> </tr> </tbody> </table> <p style="border:none">La etapa de comercialización de productos en la agricultura familiar es una de sus principales brechas, y a pesar de las innumerables estrategias y programas de apoyo que tanto los estados como otros organismos han implementado, se mantiene como un problema a superar. La agricultura familiar es capaz y está en condiciones de cubrir las exigencias del consumidor actual en relación a la calidad y otros atributos de sus productos. Un sistema de comercio electrónico puede ser una alternativa viable que le permita llegar de forma adecuada a su consumidor final, el cual busca productos con algún sello de origen y calidad provenientes de la agricultura familiar.</p> <p style="border:none">--------------</p> <ol> <li style="border: none;">  SCHEJTMAN, ALEXANDER. “Alcances sobre la agricultura familiar”. Diálogo Rural Iberoamericano, San Salvador, Septiembre 2008. Documento de Trabajo N°21. Programa Dinámicas Territoriales Rurales. Rimisp, Santiago, Chile. </li> <li style="border: none;">  Grisa, C. y Sabourin, E. 2019. Agricultura Familiar: de los conceptos a las políticas públicas en América Latina y el Caribe. 2030 - Alimentación, agricultura y desarrollo rural en América Latina y el Caribe, No. 15. Santiago de Chile. FAO. 19 p. Licencia: CC BY-NC-SA 3.0 IGO.</li> <li style="border: none;">  FAO, La agricultura familiar es un aliado fundamental para lograr el desarrollo sostenible. Noticias ONU, 19 de mayo 2019.</li> <li style="border: none;">  CEPAL-FAO-IICA. 2014. Fomento de circuitos cortos como alternativa para la promoción de la agricultura familiar. Boletines (<u><a href="https://repositorio.cepal.org/bitstream/handle/11362/37152/S1420696_es.pdf?sequence=1&amp;isAllowed=y" target="_blank">https://repositorio.cepal.org/bitstream/handle/11362/37152/S1420696_es.pdf?sequence=1&amp;isAllowed=y</a></u>)</li> <li style="border: none;">  INDAP. 2015. Diseño y evaluación ex-ante de modelos de negocios en circuitos cortos en Chile. Serie Estudios y Documentos de Trabajo N4. Septiembre 2015. 201pp.</li> <li style="border: none;">  INDAP. 2016.   Desarrollo de un modelo de comercio electrónico para la AFC - Serie Estudios y Documentos de Trabajo N° 8. 62pp.</li> <li style="border: none;">  ECOMMERCE FOUNDATION. 2014. Latin America B2C E-commerce Report 2014. Facts, Figures, Infographics &amp; Trends of 2013 and the 2014, 2015 Forecasts of the Latin American B2C E-commerce Market of Goods and Services.<br />  </li> </ol> <p class="pv-aboutsummary-text"><span style="font-size:12pt"><span style="vertical-align:baseline"><span style="font-family:&quot;Times New Roman&quot;,serif"><img align="left" hspace="12" 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" style="width:151px; height:151px" /><b><i><span lang="ES-TRAD" style="font-size:15.0pt" xml:lang="ES-TRAD">Rigoberto Carrión</span></i></b><i><span lang="ES-TRAD" style="font-size:15.0pt" xml:lang="ES-TRAD"> es Médico Veterinario y docente universitario en el área de clínica y reproducción animal en distintas universidades. Fue consultor de la FAO por mas de 10 años y coordinador de proyectos en Fraunhofer Chile Research. Su labor ha estado enfocada al desarrollo e implementación de estrategias dirigidas a fortalecer y sensibilizar a los países de la región en la necesidad de perfeccionar y modernizar sus programas nacionales de sanidad animal, para responder a los requerimientos y tendencias internacionales de inocuidad y calidad de alimentos de origen pecuario</span><span style="border:none windowtext 1.0pt; font-size:15.0pt; padding:0cm">.</span></i><i> </i></span></span></span></p> <p class="pv-aboutsummary-text"><span style="font-size:11pt"><span style="font-family:&quot;Helvetica Neue&quot;,serif"><span style="color:black"><img align="left" hspace="12" 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A5IdPah0OQwGl2M0eZjg/4obwwlBuK4JAaT2fHU/0xcqS7Cg/ZGvOrrxCNZMy5VlaIlKgRZAl9b6CPV2Rq5Xs7IdLVDsq0J4qnTMaZaiGZFmWjSI2kg0kwXsVbGSONrsn1cUBjijYIwXxSJAlHCqmFPm5Li0Zmbif7SfIzSc45XFmK8OAtj+akYkMRCnhwBOXmpNycF09WluCitxb2uZjwbaMXLIaGa8bSvCY8HpLjD7Q15LU63VmG4pRYtHU2o6+9A+UgTSkaKUNgVgoJWG+RVqiG3WBVp2aqIS6d2J9J3xFNfIlRhF3AAZna7oGuwFXtV1mDl9iWYtX0Ovtk1C3N1fobZhp9guPpbGKz+Dkbrf6bmL4Ip58uYa224ZzP0dm6E/u6NMFHaDEf2wVuXPtNMg7qhzVkxQKStIUQO5hA5WiPBwx3p/gHIi4hCYVQ0CqOj+DgM+eFBKOZslEcEoCLMH6WBXijy80AOdTDTzR6p1MpUG3NEk2cDDI7BS18FfkaHEWaujkhLbYSaqMFTRwXW+4mBratgv301/A5uQ7yOMpK0lZBjeBCFnP96JyO0elqhX+SF4cQgTOfEU/uTcIGaeqOhDI/kUrwe6MSzzlbcaqxGZ2Ik8txtEWmsgURrQ6TZmyLJ2gCxRvxcPVWEa/NYtQ5ApHuIpYoYvi7eXI/4tUSupx1KgtxRFuaFSpE/qkUBaIwOhTQ+Ch1pSejKSad/47wXsfd5qRiht+9JCYc01o8eIBS9+Sk4K63G1Q4p7nW34hE5/1FnDe63V+JWM3NKSymutpXjNn++2l6NU+216OioQw1flz9YgZxBCXK6vJDdZoysmsPIqTwESclRJBUcQ0QWZ1NCP5p4DC7RqrD02AcDs53Yq7oOK3YsxXebfsafN3yHz5W/gse+lXDZtZhZajFcldbA6/A26oEqQk01Ecq5DuTW1+Ao/PQPkydVEWagilhTNYjZlzRHzoKLObK8HZHj546SkECUh4egNiYKTQkxkCZEoT46DDXsew3XpyrUF+VB5CvOTp6nI2fPFllONpDQF2baEQPWJkigFsbb6iOF7y1xMYXE2ZQ8YUC86cJVdQ9MmAn1VvwEi00L4aO8HhGqW6j/+5FreAjVtrrkABN0BTujL8oL4+kRmMiOxUx5Fq7UFuKBrB6v+mV4PdiJlwNynCrLgTTKH4nmWogxOspeKyOcmTdUdTtCDm5B8P6NCCIXhXAbqrwZkUf3IFZTGSmm6shi3ihyNkOJuyUqvGxZdqj1c0Z9gAek4f5ojgpCa3wYOhJF6BZHoCcxFPL4ADRHe6EtKRT9Bck4Sy96ta0Od2V1eNBWjftNxbhdl49r9AGXqzJxtSYLd2pzcKuhEJebSqgDZWiQVyK7NwcZ/bHI6HJARps2MhpUkN1wEFn1apDUaiOpUh9x5UYIydGFX6oGbMkB+ja7sPvIOqzcvRw/bJiDT6ivv1/zKVItjiDJTBWJxipIND2CZCtNJNvpQ+xgiDhWtD1n3FofUZZ65GkNhHIuwsgBIuIg0VobqexTnrc959kN5cG+KGVVhvqjltpWG+aHSq5HoYc9ct1skO5gwfc2RTw1N9ZUj2tODqG/iqMfjDPUQrwRi1ybYK6JJOIr2UoLSdSXWPJNjLk2PI7sgdGmJTg073OoMhMYr/qBHnAREhUasB8VfH2doyHa6QPlQU7oi/PDIGdtKp8ZsFSC282VeNrdjLej3fgwNYirLdXoz+A6Em8inYPwppfxYb/996xF4O7VCNy+Av7MQH6bl8CX2yA+H35gCxI0lZDCWcgkDrLNNJFLLsy10kGRvREqnC1Q62WPGi9H1AS4oj7EA82RvmiL8oWcvlQeH4ieVBH6sxIxUZyJM2X0fNW5uFNXgAf1Bbhfy8fVmbhdJcHNinTcLEnBldI06lUOxpqL0NxRirweCSS9UcjotIekTQeZ0kPIlrL/0mPIbOJc1hkiudoUkXn0NmnMKQHK0LbZjp1H12D13uWYvWk+vlj6I/6y4m+o9rdRVIWPJcq9LVDuY4UiTwvkuJpwvg2Q7GTA+dPnXOoh1pi8yOOO0DlAfjyAeOPDSCFHZxMveQ4myHexRDaPP4eV72aJAs5Hrr0x0s11kGCsCZG+GiJY4XrMmHrqiKHviuPPCeT8eFaCgRqSDNWQbHwMKUbHkGh4mL9XIU6OIJF4CNM7BJcDm6C98u84vOCv0Fz4OazX/AjRgfVIUt+NUisN1HB/m32t0OpPDES4ozvGD2MZ0ZjKFeNaXTEedtTj3Xgf/nF2As/GenCV2toS7Ycse0ME0WMEKG1AwC6h9ysRsGkxfNfOgxf9kBf9p/+WJQjZvRLRhzYrfEeSxj6kEgsZ1KF0rkeWyREUEq9l5KsyWyOUOJqixNkcZZ7WimpgNpURB0Op0RiRJDKXpOMCvcmtqlw8ID89ri9iFeBRfQ6esR7XSHCvNBmXCuNxvliM4eokNEiTIZFFQCzzgLiNfW5hfmg9gMz2/ciWHUGeXBs5LdSEBnPE5NNrp6jDwncP1Kw2YMeRFdigtAzLtizGT0tn4+sl36DSx1pR5d7mKPUyRamnGftoSE7WgdhCjbOqhmj2WcS1j9RlLzj38dTmePJtov5BJOoeQJKeCpKoD0nsWyJnQsx5TbLQIDY0kUr9EBsKvT7K/h9DpIEG4qjzYvrrDHqpLK5Tpg01lf1NMVFn39l/A3ISeSaO7xutq8z+87052/F8z3DiwYW8b7F5IczXzILDxjkIU14HsfoulNhootaVHiDQFm3BjuiM8kSP0P+0KHqBBFyrKcLD9nrOfy9+OTWGl+SAxyOdnMMMNIm8kUTMxWruV8x46N71CNq2An4bFsGHWdOPehO8awXCqJFR1JyYY+y/1l6kkXckBgchMeIMmh5DgaUWSumJKjgP5UL/WYWOJsi1M0AptaIh2BUDKVGYyEzCRXrEO/XleNpSg2fN1XgqrcATaSmeNBfjVVsxXjbn40k9tatcjLNFcegqjUB5TTjELcyczZaIauL+SvcjpW0fMbEPOfLD9ITayG81pBaYIDJHB96Jh2HiuR1HzNdix+Gl2LRvGVZvXYz5K+fi7yu+R2OgI5qECrJj2aAhgHxAHihzM+FMGyDbQR9p1uRjM/aWx6goAxWI2ftk8kCytlAHkUR/JiY2xMKsmvC1JkeRQhxkWJCf6KkybAyQyTURuKGIelDu7YQqX2dU+jqg0NWM+q9HrKgjw0QDElYGsZBKn5HE9xGwlE5tzxD2ha+LNxW0ej+C2YeggxsQrbYNyXpKKHbQQY23KdrDndEZ7YG+eD/0xwVgNFmECfL8pTJyKzPgq8EuvJscwoczx/GP89N40NuGU6U51G5Xvocp0ojVVJ1DEB/di1jlbYjYvQ4R5P4IJYH/1yNSdTOijmxFgsYu+s+9SDdUgYTamW2ugTweb76lAQroJwuJg3wbQxQ7mXI9LdAS7oHe5HCcKSXn15TgcWsTXnd34H1/J973dOCtvBmv5I14La/Bh+5qvJeX4k1bEW7XZ+BiRSK6y4JRUeODhCZrhDfSFzfuQ4R0OxLatiNVvhPZ3QdR3KeBwnZdZNfpIiLjMNxFu6HvuBaHjVZiz+EV2Km8Cpt2rMSKdYsxZ9VstIe6oiPUBfIwZ8i5bsK2LcQZLcGCl3FEbYADyrwsUeRuAok1fZ/RQcQQ9/FaSkilJ86kV84110UOvWIOe5xtR+yR87OohXlOZihyE/jFEdUBTqgPdUdTuBdaIv2oh36QRnijLtgNBa4WxJgu+UMdEjMt5NFv5PF9cuk/cohBCT2IhNt09j6NOEglF6SSZ1PItwIHJRseQIbpIXKtHqp9zdER5YbeBPJscjAGmQNGkiIwnhKDc4XZuFFThue9Mrwd68evp47jn+dOMHt14UpdBbpiQlHv44xC9qzExoiZQguZOoeRqLobsdSGSGpPxMGNEJH/o1S3Il59JxK4FqmcCQl1MMdKl15Anzjg/jInZBH3OXyvavojWaQPpgvEOF+Tq/B7T7rb8La/B++H+/HLCPdlqA+/9snxvq+NWGhk/2vwvqMcb9tL8VCah5sNEozUR6GhKQApLVaIbKEeNishvHkrYts2I6lzO7J6lVHUTw5q10R2rToiUpTgFryZ3m8ljhqshNLRtdijsh5biOfVG1dg7sp56Ap1Rk+YC3rD3dAX6Unf7I3+GH/006v0xwWhPz4Y3XzcGeuDBvJqmasxMs3VkEGuTCOfZxhyNo21kEaeT6dHy6BPz+Yx59kZo9jFCmXuNqjxcyTPEFMhroqSBjmTZ+xR6W2DEjcr5NiZIIP+Movev9jeBLXMVvX8m/pAJ3ooR5TxdUUe5shzFvAgeA19FDLrlTAfFDsboZT7VE58CvvXGumKviR/DKUEYyQlFIMJQRgShyv6P1OYhatVxXjc2YKX5IBfT4zhXzMn8H5yBM/6OnCWOX2Afr05wA1tge5oIRYa3exQZmWAPOpSKrVBrLEXCep7kHhsNxLVdvPxboip/2nULAnXQWKojUwTcp0ZMeRmizq+13B6LM5VZONRdxNejnbiw/QI/vvkJP59chr/PDmFf0yN4x8To/htmBhgNvmlV4r3XTV4y/6/kVXiSVsJ7rfk44Q0Bm1Sb0iajRHdSi8uU0JI2xaI2tYjtnMjUnt3ILd/P/LaVZBTewAxqTvhF7IBFnaroW+yHke0tkL56DZs2bsRqzavxtwVC9ERYIfOQAd0hjihK8IDXZHe6I1m72MCMRQXgpHEcIxyfkbIW73k0o4IL9R4WLNPxvTA9G1ahxBxjDhU2weRhhKiNakH9HKZZtoooLbnkwMFX1zKnFDKGS6ml8yjL8jk7KYZHkEqvYGEWSCH81LmYI5a5vHWAHfIwjzRzs+ShnmghvpURY9a4mGMAid9ain9tq0Oih3pt93M0Ohvh+Zg7n8MsZscyPUOZf9D2Msg9MUSC+JQHCf/n2feE3j3EXn2+QB5d2oIv52ZxPvpUbwa6cEV+oPjkgTIwn3Iid6QBXqig9VEvaoiLvOM1ZDNfU6nL0lnVkxV24uko7uYP/bQf1CHteiHNY8h20gfRVbm5FBf5o8YXKxhrmuvw4uhLryZGCTvTOJfZ07hf06fxr9On8JvJybwC/v/fqgX7/o78K6LHqWjEi85+y+Y/x+2luBecy5ONkaivd4VkkZ99l8dIfIDCJZtR0T7BkR1roW4exMye7cjt20Pcuv2QSzZhbDILXBy3QhLm23QNNiJA+rbsYneZtnGlZizfAFa6fvbubayIGKAfrmT/e+PDcJwfAgmkqJwIjUOpzPFOJ2VjJP0LFMZCRhKCEcX83ydF7VB8PzMBunsaTIzdDLXJ4PrlEfPX0RNyBf4nFpeQG3Poz9UrB99ZLI2PbPBUfZdH5Uu9mj0duGa+6CT2bknOpi8E4qeuGByuR+aqVFNwQ6o87dCrY8FquhRK1hVXlao87WhXlHDqK1D4mD6qiicLIjHdJ5w7Y8+Oy2C/l/wf2JcoP5frizCXWkdHnU24zV94LupEbw/MYpfTozgSWcTc3c+hpMjiZtg9PAYB2OIo8ggdAV7oYnH2+Bhi2p6mCr6hDJL8pUpcW6ixePUoWbwOTtLSH080R0RilPUm+vSGjwd7sYL6s2b4/ysaXqOUyfY/4+9/ycf/zo5hvdjQ3hDH/CmuxWvZbV42VqO563FeMbtw2bOf1MBzjZEo7vOHXkN9EBt6gjuOgD/jp0IbF+LoI5liOxcBnHPSmR2bEFBy27klOxHeoYSQoP3wN19D3RNtlEDyP07l2LR+kWc/wVo9rZEW4At2oPt0SlyRXeUFwbJ+6OJzM2psTiZnojTkmSckqTgJLfTkiRMpsfzd1zf5CiFt+ohX7SFejLz2qDc1RwlDkacZc67tR6KzbVQxP6XsP9FxEgB83K+4JGolVWu1pD6e/Dvw9nvSAyIo6jbEeiJD0NvYgS62IN2kQ+k9CJN9CFNgfbUD0e00qM0h7vQSzuhzk+45msLqZ8DecuPcx6Jc2UpOM/sPFOehpNFYkznJ+JUXgrOFWUzb1FLa6vwoK2RGtCNV+ODeEP+/40YeNHXjluNZZiQxHF/QthDPwxGcxZiwjAQFYzOMD9ilFk+yItr5kF9cCEmnNDk7czPd6V38kN3ZAjGMzgv/KwbrfW4T6/xlL1/OtqPFyODeD0+gg+T4/hNwMHUcfzG3v8yOoh3nP03Pe30fs142VaLF4r+l+B5cykeNzG3NhbiXEMi+uv9UCQ1hpgaHyJXhp9sB3zbVsNHthAhnfMR07MEGV2bUSTfi6KaQygoOoLYaGV4++yGluF67FRZjOVb5mDhurnMAJx/P2t0cLbkYU7sPf0p9X84IRjjSeE4wT6fkjB7ZKXhbHYGzuVn4XxRDq6U5eN6RQHu1BbjTkMJrlcXKHLsVFY8RtMiqROB6I72hzzEg/rC2fSjH+dWHuRBnmGF+RJr1JekGExkpeBMcR49MfWtOAfHmYmHM+IxTHz1xoZyrn3Q5GdPrrFWzHpLKHNdjBe6E/zQSX8vi/RCa6gbWpmtO6kXA/FBmMqO4fpzv8tSFf0/KZxrK0zHpdJcVoGi//eb6/GitxOvRwbwYWqMcziBd+SDx+SAsyUZ5A1ikRo4TK6bSI3HRFoixlmjKdw3cSyGE6O5jcFwUiwxJ+axp2CG+3+xohC3mmtxnx7j6XAvnhFfz48P4xnn+8XwIHWGeGO95ee+ped7x3rf3423vR14I3CSjB6htY59r8QzaQmeNbH/DcV4VF+CCw1pGGkMRXmrOVLkmgjq3Acvzrp723K4tM2Gd8ffEdI1B8m961HYvwflsiOoltIrpx+Crx8zoOYirNvxHeat/Apzlv2AecvnoiPIHt30gN3k/r4oH/RzhkYSiGFxBPvP+Sffn81Jw0y+BJfZo6vkz5vUUKFu1ZXgdkMZrteV4mptIS5UZnPmMsl7qTjBeZuibkySP6YzEhXacYprdCIzGVMS4XdpfA1fW5yLs+VFmKEvO11eiBMluZjITqEOizEQG4ZOakI9eaWCXq/UzZj+3hKtEex1rCcGkoNYoehL5Kxyv2XhnsSWBx/T+ycF8z0iyf0ixTWgmaI0XKsuov8vxd2mOjxo4fz3duHD2DD++wT1mJr8drQPj3tacK4yB2OZ8XzfMGoBszr3ZZL7PsF9H08XK+4rGWHvx4iFCfLhafrKGfLK5epSXK+vxJ3WRtzraMFD4VrTUA+e0t8/H/3Y+9fClj7v1UAPXvHz3/Qxi/bK8Zaz/7ZTijcdUmb/ejyXVuFJYymeko8eNZbgYUMpLjSmYbQpFBVC/zs1ENBNXu/cBNf2pXBs/Qke7d8jUP4zxL1rkTe0CyXdqqiWaSI1UwUePptxQHU2Vmz4Aj8t+hyz5n+LOYtm0/e7YFDkiX6RNznOn3wXiDF6vkke95nMRM59Mi4VZeJKeS77Xca1q+Ds1OCetJo6yuLjO8LPwvnr9hrcp3bda61VPCdcY7nRUM1tDW5zze9Qd2831uFWfS3fqxbX6qpxmbN4vrYS5+sqMcNsdpZreIYYOFOQheNc5wHqr9TfCdUezBIeZuy/Ff2AI2QiF3I0vV1qOEYyBJ0n73D25cK5VmKgI8KTHEP/FuauyDFT5PQrFXkK3N5r/tj/F1z/X8ZG2Hv68NPTeHt8EM/ov4V7xM7SK07mEqu55JDCTGaDXM43eaogG6fzJDiVm6Hg+HPkwsu15bhSX4WbzQ1ch2b6SxlLjsfd3XjS14Png+z30ADeDA+Qb/rxWuD6AYHvO/GW+f9NVyvedknZ/ya8lRMDska8aqnFU+7Hk8ZKPGgsx/3GKvafa0IPWCm1QGLbMbjLNsO2fRlsWn6GpfQrYuBL8sH3iKAGJA1sQFrnTmS1KkOUvgM27iuxS/kHLFn9OX6c/zn+Po88sGQeBjj3w0LvmcUHRB/7f1wsou+jX85JxcWCDFwvz8Mtzs7dpnL2vAL3Wthv7t9d8twd+ps7TdVc0yo85PMPqV0P2uoUa3yrqRY32fsbDaxG9lxRxEADsdBQixt1Vbgi9L+6AjPV5ThTVYKzQpUX4JygB/z80dQYyOkBmoNcmRkdIGVOaQkTzk84cNZdqQX02Cn0eJJYVgyGiINu6o+ceVu4F6jRxw6yYHdFljnHY7lSnq/Y3/stDXhO/n/P+f8HZ/8fZ6bwlnng2XAPbpN/r5LThHsGzpbkYIbbi+SmKxXF1I9CXCwpwMUyge+KcZH7e6mmAhdrK3CNx3anpRmPOzrwpEO4zthDjunD64H+j0UcvBY4X5H5mQP484ceOd5Q8990NrL/LDkx0MGSUZ9aqokBri0xcL+pBhebcjHZEIOKegvENRyBQ9MamDXNYX0F06ZPYdf6V7h1fIOgrnkQ9SxHZPM6RNVsglfCGpg4L8bOg7OwdP03+HnxN5i1aBYWrVqEAXLmsMiX5Ydhep2RmGBM0oedTIvHhdx0XCG33aKm3ebc3G2qZP+pnS31Cv/0oK0Jd/n4fksd+07Oona94LG8kLfiWUcrHrW34D7n4U5LE6uRryUvtjYxzzThETnyvrSefFCPq+SDy/XVijW8UFNO/i3Gea73qQIJuTtZ4ccH6Al7YoIU3qIz2psz7krdd0U79b+X+W6YHv94dgKO5yYSA1H0kMH0iu6o97VHs78LusJ9MUE+OZmVqujd1eoyPOD+vejvof4fxy+np/DuxBhejw3iSVc7HrZLuW/VCj6/Vl+h4LD75LD7xO497q+AX4HTbgvHIG3EjeZG3GTv77QJf9uJx+1deCrrxnN5D15391Lf2XdiQOj9B2rAb/SB/xAw0NeN952tzPvNeN/D6m7hzyzywKv2ejzlHN3jfjxoqsflhkKcrBGjqsQKEbnKMMleAK3cb6Bd8hn0Kv4E85o/w7r+M9jXfg3Hmh9glz8H1inzoO+zAEcsFmK7yiKs3jofy9bOx9K1C7F+6wr0co2GInwxQg8/zhkZjwtV9P9ESixmqHmX8jNwrVTwe0W4xf7caaB3Js89bJOyv80KDDxsb8QT7u8L8thrrt3rLhleytvxVMCArFWBgfutUm6bFPdgPBJeT/w8EvDQ3IRbXL/bfM/r5Icr1IFz7M8Z8u00fccUfcN4Why1lppLTRpOikB/AvMYc72csy+P80d3YrACA4Ps+1hmHEYz4sgJkeSGQLSFe6M9zEeRV4cThLwSj5PZEswUUs/Yyydy5u3xMXwgB3w4eZyP6dOox09kLdQ4obfssdAD4vURj/lJK+e7mcfCftxrauBzwrzL8ICcf5dzf0fWgbttch6rnMdJ/W+Xcx66qO99+GVokF5/QNH/X8g7v9IP/kod+JXe71fmhF/6WNx+6GojBprZ/wY8FeaLs/+Qn3e1rhCnq5JRlWeN0KS90I/5GUcTvoa65G/QyfsMJkV/hknxH2GU/xcY53wO/cTvoR06C4ft50PJYBm2H1yNjTtWYf3mldiwZRl27l6l8OUDYd6K/k8kMPPR704z958k/5/l2p9nDy4W0NcW5eFaZRnu1NfgcVsL+Y397eygX27DY/b8WU8H/Ywcr7o78apLTgzI8bKrAy+65XydjGvUigeyj/1/yN4/4WNhjR+1txFDQrVQTxoVGnGpsoScm4eTxN6pvAyczE2j3qYr/OR4WiwGmE0Fre+MZQaI9UVHjA/amVs6yQ0DKSKMSuIxQr0fSI1Gj1jIkaHoiiZGovh3UfQLicyvaSm4WlZGDuI6Dw7h3cQ4fpmawK/HmcWHyNX0Bk8726njbXjI+XzKY3zOesHjftLaggfE7MMWKZ7z2F6TQ1700zv29uJBdw/uc+YfdfYSW714KOskD3BN+Pz7wY+e/w15/y0fvx8gFgaIi376UHrF98TB+x4ZdYB+oOPj/L8grz6ml3rK/t+oYgYsT0d9mgPCmOl13H7CEe8foBHxE/Ti/w4T8bcwTPwS2lFfQSviG6j58vcu86BqvgIqBhuhor4dBw9th4ryJqjsXwv1Q+sg93fGALP7cKQfJjj/UwlhOJkcjdPpccx9SZjJTsP5XPrbvGzqH70zNe4psf68U45n3V14Qv0S6hm19AX9zDP2/Rnn4CXn6lVXp2IdXwivIU7u/59eKPijCY/JDY84Ow/b28kP7L/AA+TUa+SZS/QbM/RgM9TfM/Sfp6kFE1mJGEkht3OuO6PYd8Hfiej1Ij3QGu6GDuaXHmaBoXT6APqBAeaXPuH1CRHojmHvmc17I0MxEh+D6ZQkXC2lF2xswqv+AWa/UfxynLl8bJxzOYx37NEL9uQxcf2I3vwZ5/J5NzFPzD4gThUZgjr2jBj52P9ePO3vp98bwNO+Qf48Qu0fJob6uF5d/FvB7/fieU8316MLr8gH73r78b6vF+/4OW/Y91dco1fUzlcyqWL2X7XXspgF6ateSOmdKuk7SjPQlOIMUcB+GDrOg4bLXOgFLoZR+EKYiRbAVDQfhsELoe+/EHoey6HnsgZ6tpuha7kDOga7oKm5A5pHNkFDZR0Mj3zsfz81YDDMC+MCB8QF42RSJE6nxeBMlpgZIIX5T4KzxMAVzv89Hvtz9vk5e/+Mx/KEj59w5p92cV7oeR/J6H3bhXXi7Hd2sf8fc84zaoKgGXfJqfekjQpv8FzO9+liPpJ3c/5lzAzUXGrCDXqeaw3lxEA+LpTnMCcyd3GmBU2X0atKA5zQ6G/PXGCH1kB7tNMTtgYzE4S7Q87sJ1xj60+PxlBWAoaJmWF6maEk5vVYEYZjRJgQx+FUajKuF7P/dQ3kKOrzwBB+HT+Of05M419T0/jvqUm8pxa8HBYyYRuPq0mRe+7Sh9+h179NvyJkiMfUwOfkuOe97Cvn+dXgMGd8nBw/hQ/Dk3jTP8r3JwboBZ90cp1YL7hWr8kP77qE6iZXcl6Io5eyZryk73jdxt4zQ71qreTjSrxs4VbIWpz/K2VZaEn2RqzPMZhbrYaBLT2gxzZY+W2DXSArYBtsfXfA1mc3HLz3w8X3EFx9jsDZQxUODvthZ70XdqbbYae/GS56G8n/zFEhHugP9cAIPfN4TACmyZknU8gBkkScZuY9y5x+jnp5rYY+VOA89vvZ//b9saABnOEnnPlHsnYFlz9kPaYPesb+viBOXvK1L8iTTwQfwN4/YJ+fEievu8iF3QPEQD95sgu3WltxgzN1jZniOrPPZfb/fKmEmTuafB+MpkBn1PrYoMLNlCVcJzKHlHmwPYhZgP3vYJaRUwe6BX1gDhD6P5qThONZyTielojJJPK+OJ7YTsa5zAzcKC1l/8mx7M2b/iH8dnwK/z5xBv9z+iz+feYsfp0+jrf0g8L1glv0gFeZS65XFuEO+ekuMSBosuCFHsvayIXkePb/zeAI3g8fx6+j0/htZAq/8PGr3sGP/e8Q1kM419NL308fKPSfeHhNTXnFekNuect6R31801rDDFjBKuXsl7L/lbhXU8wZzEVLagDi/LRhZb0ZxrZbYOW+D/a+SnAJYr8D98GF3OARpArfUA0ER+ghOEwXvgHqcHM/CDfnffCw3wlPy23wNt0EeYAzPaAbeoNdMMgsMML8PBFPHyBkwPR4xfmfM3npzE5ZuEr+vyXgnnP8kFh9TG18Kugh5/2xoOH0v0Jv73N7v0Xw/+w5OeE5MfJMoZv8fRN1UyrFM+LjFf3xaxnXpbWL2i/DlcZGXKInO1dVpMjfx8njwvWbBm8blDuboNBOH8WOhih1NUEp+1/tZYFGP1u0BTmhPdgJslAXtFMH5PybnuQwjGaz5wWpiu9/TGdzm5GC0xmp9DSZuJiXg+vU/9vV1DP6tJc9A9T+afz71Axw/hJw+Sr+59xZ/PepKfauBdeYgU4RQ0IuOscMcYUzcbukELfoVe9UVyr8+XNB9zjPb9jvd4Oj+MB6PzCK13zv5x3d/BxqIvv9jhh4Tz14x/l4w7V7zZl6wzV7R4/8C9f2AzX/XXM1XkrL8KKxGM8ai/CiqQx3a4s4E3lolYRBHGoBBxcVWLocgoOfFlxDdOEn0oO/SBvBUTqIiDNEXKI5xGJrxMdZIlJkiOBgDYSFHEMksRHjr4Jo972QkUu72Pue/+s/s+Bx+oCJxHDF+f/pDM4Lc/hZ+rCLxXm4XFakwICQ75/Q0wlz/Zxa/5Q+TvBDD6QCTwrV/JEHyA2CX3jcIfyezwv9Z5+f8vfPm4mfpjbOYAtu1DXhQnU1zldVYrogE8fJPTLyUrWzGbINjyJdT1Vxf0WJszFq/OxQzb7XBQrnA1zQxhzYGuyMNmKgjT8L5wT6kkIxnpOI6cI0nCwUcmQKJjOEa1hpOJebjQvs/1XO/81KeutWwcswi49P4Z+cf5y/DFy5Dly6gP85f4bY6ODriumNmD9EQRijhzidEINrfK/r1MZbxfm4Q2182EguoI8ReE/Q+5ec85d835f0gy/Iby/Z/5cyYdbJfZyLN8KWvve1tAFvmSXec/tLSwM+tNYp+i/0/HlDKZ40lCjOBd6szcfFqhy0ZUcgJdIOzj7qsPbVgEOYIdyjTRHAfockmkCUZIzYVBMkprL/SVaK/kdHmkIUbsCtLhKitJAs0kRy0GG0BlA/qaEd3PYEfdSC4Uh/jMTyOKkD40kiTKcL1wATMSOcB6YPP08uuCBc36gqxX36QeGYhUz0SNB1gd9Z97gWd9nre1KBC5iliI17PL77fP5BXR0e1lFLKytxs4w6X1CCC4XFmJZkYiw5mXzuizo3W8X11gztA0jTVkaGgSpKXUzRQA2QUws6EoIhp9frTAyDLNqfOHBDPXHR4GfDvOequO9vnB5wOj8Vp+gfJ5khJrI/nnM+XyT4qCJcq6rC9Zo63GmV4X4n9Zu6/W6M2n/iHP557hL+dY7bmdPUBvpc5sCLxM9kVBj6/TzQ5+WGYX9vTIQGYIa4uJAqxjV65JvFBdRpcnVdLXmuCY+aW/GslbmBn/GS+vaMs/GEHugJdeNZcz2eMdu9oJa8rq3CW67Ju8YavKHWv2qqxNOGMva+HA+4fci6VlOACxXZkOdGIyfJE/7RFnCNNYdHsi380p0QnumK6CxnJGTbI4UZMS3LCimplhDHWyIhxhKJcVZITbZCVoYV8iWWyCdOWvxtWTZo87VGh68DuugH+piXB6ICFNeAh+NCFdeBTxIDM5whoc4I5/BTyQtcz8ulxdRC6mADc4pUmGsBB024x+du1TI/19HTN9DXNdD7C73n7D+oZe+rK3CjuBCXC/Iwk5XN983GeFwCeSgEFdZmyNI9imT1vYp7K0tsdVDtYYZ2kRe62PtB5vsh4nGIeXBIkkA8hKKRHrbSywpVgicgL3TwtSPMf1M5yThVmIWpPAmmcjOpBdk4XybwaDluNDJT0f/fFrwnPfrDvmE87ycGRk/gw9QZfDgxjbeTY4rvDLzrppYxl16nHx4N8kabow2abMzR6WJPDPjjZEwYMZCIKxlpuJlHPijmbFTX4BGP+2kzOaGFHoFr85g68bChSlGPGirwSLj/r448T2/1qoacX1fNma/EM/7uMXv/uLEC9/n4IZ+7Qf2/RD/cnReDojQ/hCc5wC/FFgGZjgjJdkdUjjficj0hznVGWr4d0rOtkJZqgeR4CyTGWiApwRoZafbIy3ZAUR5LYoVmH2tIvS3R7GmFVk9btHtz7fxc0Rnkjp5QL/SEeGGIWJjgnJ3hus9wvU+lxmE0Jhxj8dHU1HQFj96uLMfDeh4v+eA+cXyzgn6ppIy/q8D1imrcrKqhb6KHranCTc7elQJmO0GP0+jP4qIwGhmGFicHlOjrQLx/F2L2bUYS+59Hzm+mNnXFB9LLiRXfpZgszcEpZqHT9GKnKgowkp2MLnKVcG9lja8tan1tFPc1dkUHYpDYnRLmnjx9ujAPZ0rIoTUVuMI+3CIX3yFX3ydX32MGeNgzhKc9o/TwE3hN//6GeeDN2Cje/u89WgIG3siluEI9GYwMRo2tOSpN9NBkbgi5oyXGAzxxIsQf52KicCmJfEBM3yykPxBys5CdKrmtKmHRQ1YKz+fhTnku7lfk43FFEZ7ydY/JqQ9rWMTEQ2LjAX3n3dpyej+uJz3I+ZIs9LD/ZZIgRKe7IUDiCL8cJwTkuCE82wOR2W6IzXJEUo4dUjn/qWkWSEli78XEAnufzdcVlXihvNwb5UXuaObMCL1vZu9bPe3R5uWIdi/6KW8ndPg4kxOcyQdeGGPmPs15Osf+n01PpBZGYzIxjn4oFZcKC3CzvJj7+HE/b1Ww78VFuJRfgMuFRbiuwEcl7lSV0y9x9vKy6L/px1LicSo5HqMRQej1d0eZkSZSD+xE5I51iFfZhlxzTZS7WqA9Koh+Lhqj+RkYJZdPVebjNGfhnHCOvr4MJ8pycZw838XsKg11RzUxIOCgmZmmkxgQrttOZ6Vjpli4rlCIS8ThFWrTbebTB0JeHxTu/xpi3h+hhx/HW/r2t+PTeM8s+NvkNH3BOF4N9eP5UBc5YQjP+tvIH0WK+4NKjXVQqHYQdYYa6He1xRjX7GR4AM4wZ55PEeOiJA1XcjNwNVeCG4X0jMTuXfb7tnBNhY9vFmfhbnE2HpbmEgOFeEhcP+B7P6wrYZVzlipwm5i4xfW9WJKDs0UZ6CL/l2UEQJTiDO80B7hk2sFNYkcNsEdgmg0i0qwQm24FMXk+Oc0SydSApFTqgcQB2fnuKCr3Q3kFq9QbjcxSUnfOv4fQfwdF/9s8HdHqTix42EHmRV/AuRqO8MEJcTjOpMZgJi0Bp5OYoZOYD5mjz3G2Lgv3upTm4xrn6zKz4kVq4YXsLFzMycaV/FzcKCFGinJxNT8TZ9PEfK9YDLHv/SF+qLMxRZ62KiK2rYL/6vkI3boSKer7UMneC//LoYPc2psUixF6j9F8enn2/yzX53JzFa621eIqvdIV8uR0QTr6U0RoDHVDbYAj6uhtpeSxvhjh/k/ilvN/gXp1hdp0hZx8i/nrAXPf86Exxfma18zqbwaPk/+n6AMm8Qvz4D8nTuKX8Qk8G+jD42F69rPH8dv5SXw4Pa64n6iF65WusgsS5e0o11SB1FgDfS5WGPZ2xnioH47TL07HhuFEbDhmkmNwmZp1U7imViBgIh1XyE3Xs9Nxixi5wzW8VZSlwMUdYuQuPeftCmoOMXuN63eW+DlZlI623EjkpnrBL9YKtrGmMIszhlW8CVzjTeHOx37chogtEJNqg4QMOyST75NznZBW6I5s9r6oJhilNSEorQhEnYsRMWDO/luz9w6KuZcRwwIHyHwc0enn9PHcgMjv47nBpEhiIA5nObsz5O6zGYInyKCf/ogBoS5RYy9yxi/ksP+5ObgknDvkc1f5GmEWZjiPJxJj0RvoS5w5IVNdFeHb1sNt6Rx4rJiHSHK/RFcVNa5WqBf2KdyXXB6CobQ4jEjEmC7JxlnOiPD9nRvt9bgpFD3z2co8hefviAlAc7gHvaIrmgLd0UmcDcbTw1D/z5fw7xoa+LfMHB1duN3Vh0fMa096Ps7/a8X8T+A968PoBH4bm8KHkVE87+vh65hzBpnfJ4fw70unmRlaMM6cnKt1CEl7tiB971aUHt0PmZURepys0O/jisEAL4yGBWA8PAgnYyNxnr7pGrPo1dxUXM5KwyVJqsIzXJNk4AZz6TXu4zX665vF5Ab2/AYz5hVur5YWULsycaI0A9JcEdKS3eAiMoJJqDYMWeYR+nCKNoZLlDE8Y0wQEG8OUaod4ukNUvJdkVLogbQyH2TXBKKwPhTFdWEoqgxEtZM+6l2M0UQMfNR/e8j9BN5njvJ3QTfXsD/UU3GNaDwmGMdjQzm7kThNLJ9NTcAZzvLp9CTm6iTFucIZHtO5nAxmbAnOExdCCVx/TpKEmfQEnMtgJo8TYTAsCFVWZpBoHIH3mmWwmfsjzH/+Fg5L50K0fzs9vyoq7IxR6UB+Igd1BLphkJ8/HMdcSgwI1waF/+dwlXN/o4V+o6UW56kJ08US9KVEMhMEcvY9IKWuyIL90SOij02nd6XfvEqveqOtlfzfjbtdPXhADDzs7MeTrn5m/QG86B5kZh/Gu/5hfBgYwdt+ZrjuTjxi3hWuYz7rlzMfnsP/nD6O242VqLIzU+DXY/4sRK9bhrJjB1CrdwxSK0O02lug080JPZ6uGAn0w2REMM4kRGImKZp8EI9zyQk4n0ydSEnBxbQ0XKCeXpDwcRYrJ50zxHkhZ14gd54qoYdl/+uyQxETZw+zAHVoeqtA2+8ITIK14RRlCpdoc3jFWyFAbIfIDGfE0xemFnsjvcIfktpg5DSGIp/9L6gLQX65v6L/dc5GqHc1/cgB3rb0f04fex/gquh/LzPhQLgPRoT/qRIdjMn4cEwnRJALoqkB9ABJCTjBYxHOj5xhRpohn50T+k4szPBYzgj3EKbx9ykx1ItYRYbu8HVHlrYaRDu3wH7+T7Ca/T2sF8yC4/IFCOUsJR5VQqGpJkrMhe90WkLm68i/86dPDMKkOJqZVPhODDWG/u8yteASvcBpauoEvVlPSjTaua/SYC+0BHqhMzQQvRGh1IAknCIfXamvw216v4e9/ZzpATzq7ldcr3koIxZau/C4rRvPZMK5SXo+/v4NZ1/Rf1kLbjOzPepqw7/OTuEfJ8bwsKMZjZ4uCNq6AZbffA7/hT8jd/9OlBzbj1pDTTRZGELmYMOc4IB+b3eMkA8mIwJxgpp2mjg4K47BuaR4XOC+XRC0lJ5hhnN1TpgV4vxMhlhx35SAgRPFGfS+6ajNDEFklA2MfY5CzVMZOgGHYRquBec4C3gk2sI/xRGh6a6IpR9MZB5ILfJFZlUQchvCkNcYjry6YORXByKP+l/loIcaRwPUOhqiifm6xdOC/bdj/53Yf4EDnNEd5MYs4KG4P2Q4klwWE6Lggom4MMUsT9K/H4+LxBQ1/QR1VsDAWfb9rMAL5LsTwn3E4ijFeaVRejmpmx2KTHQRvmsrPDn79kvmwXXtMrhtWgXHdcvhvnkNAndvQuKRPUhV349SUw00OJBTiYE+PxeMhPlhjHogXM8/wTU6QS4VrhWPMZcOcr3kiZFoixKu/1NfAn0gDwpAV0gQhmNjiQGucVkpbjQxi/X04hkx8JQ+4GFHJ+41y3CvqQ33G9uY3YXzle142taGp+3NeCJc625pYI6txv3WBrwR7uFiJng22IvOqAiE7NsFnU//AKuvP0PEqkVI3LoauYf2oFj9EKoNtVFvpo9WO3N0OFmil55h0N8N42G+mIwKxEly2in66VPC+iXGKM4zTSWIME2eneSMTdJvncpKZX5Noc9NQnWyHyJCTGDofgDqnkrQDzsGyzgDeKY7MA+4IyzTG5GZPojL8kQCf04iB6STA7IqBRz4IKPMA5JSzl+hM6rsdVFtr48aVpOTMVrczOj7bagB1AH6Jzm5QDgn0B3sjoEIP/YvUKEBHzEgbMOZ2+mviIMJYd/Z/9PpAm6pB8zDJ8kPJxKpvcTAGGeyP5S5w9IQKUcPwH/zOvhsWg3fHRsQemA3/Dk3jvzZds1SuG1ejTClLYg+uA05egdRYamJdjdikxzVTy0QuGA8UYTjzAXjxIFwXb+fn9+VIHB/KNqZz9qYy1sCfNDu7wt5YAAGIiMxFB+H0/l5uFJdq+j5854e6ng3Z7+D/W/HA9YjRbUqzmXeU1znF+79qFVch7/bWK24/+Wp4rpgB54M9KCPfYs+ehB6X/4FJp//CV5zf0D4qoVI27cF2cRAkZYqyvXVUG+hh2YbI8jpD7vptwfJr6PM2BOciUl6xMl4rmF8pGKWxskPx4mL45ybKaH/nKdJYn08Mx5VCV4QBejBxG0ftLyUYBSlBZtkc/gw+4Xk+EKU5YeoDB9EpzELMiPEpzEPMhOmFHBbKJQ9UoockJFvj0obbcX35muE7847GEAq/B8qD3oBL0u0+djSE9rTBzILkgd6yKcD4cK9QgHMA+SCCGEbiOGoEIxEhREDUZhIiCFu2XNymuDxp4nrcfZjhJwv5ItKWxOIjyojfPcWBO7cBJHKXqSY6CDHwRKJnBHvg3tgvnoJLFcugtPaJfDeuhwxBzcjRW0XioyPoMJCA80uxKivPXrDPBXnqnros7uYu9uD/NAc5I0mcqywlfp70T+6od7DlRxNH+DvB3lwIEaIgal0+tWyCtysrcWdxjrcqK3BVeF8YFU1rjOrXmOGFc51XxLu7ysX7n1gfmFuv1VdglvCPZ7kghusO/I2Zo54pJvowWrejzD86lOYf/MZnOZ8h9ANyxC9fR1SDu5AhupuFGoRxwZH0Wilj2Y7I3S4EQf0W/30KQPktIHIEAxyHQciWYJnjfzod8aSYjAp5GTq3mBiBKqi3BDvbwBHb1WYBR2FVSJ9Hz1+SJE3oosCEZftixj2PjLeEpH0hJFReoiO1kJ0vBZEYm1EpuohJt2Q+dAEFVaaqLHRRa2tHhqoA01ORpDSCzSRB6Qe/3dOyBHtvuSCADfygCdn2Ecxx4Ohvix/DNHbDtNfjUVzHulxp+KpzwIOEoRtlAIj3QGeKKMvTtc5ggj6u1B65WhVJSTrqSPf2QblAR7I5DZU6whsNqyEGX2A1fK5cNmwBCF71/FvNiBVYw9y9Q+gxk6PGmKu4KcuzlAn/1bu74FWX/o9H/bb24XlijovF1S5O6LKxRHVro5o8nTjazzRExZKL8n9S8/AWfqBC/TYF4oLMVPAXJmXi9PMLadzs3AmLxMz9BPCve2Xhe9sCjggHq7VlOEOfcAN8sA1YqCbGp5rbQq31UthOutrGH37GSxmfQUvckAIeSxeaSvEytuQeXQvinVVUGuug0YbA7Q6WUDmZoMuX1fOli96w4PRQ5/SGxGCPuH/AnFmBsmxQ+SEMa7lIHm2jxpaFemGlGBzeAfpwC5cB/acfc8cR4ST4+NKApCQ44nYVHuIog0QEa5OrTiE8KADCA87gGCRCkLjjiIiXhNxCbooNj2Kcs5UJXFQbauj4IEahR4YoN6JGHC1RouHPZo97Zh1HdDKTNjhJ/gCwRu6sziDwcRuGHmA+z3CGhWwQByPiEL4nDD3TqiwMUPiMX620nYEcfajOPdZJsJ3uKxQR51uop6X0KuncB096AvMli6AHvOA+eKf4bx+EVw3LkbQ3jXEzGZkEgP5JkfIXQJvGaLewZzYtUQtOaTK1hwl1iYoZOURbzmWLHNj5JoboZh5o8LWgn7SiT7HHV3BQejjrI0wi47Th49Rq4a4zgPUsiHidjw5ljxBHsukv82Iw3RGguL7LyeYY2fKCuk1s9BHb1tGnEmE/xe1eyuc1yyB6dzvoU8cmM3/EY4rFiBwyxqEbl9DHGxGBj1NkR7X3EQLNdy/emaHZld7tNIbtjMfyOhV5MECT3mjM+Tj96E66Xm7WR3k3fZIP1TEeCArxhmRifYISKHfy6bfY7aPLfGGuNgH4mxyPjERJVKHKGg/RL47EOG9FSL/HQgP2Q1RpDKiolWRGK+GXKNDKORalpgfQxk1ttxKCxXWulxbPa4neYBa1exmiyZ3GzRRswQctPk4KDRB4AO5gAHua2+YvwIDA8y6Q0KRE/p5HMLcVztYIIceSOh5yN7tiFDehUQ1FRRZG6PKzQEN7H8D9aSEc5DlwOyyfy8sly6C1vdfwpBrabNqLhzXL4Tf7tX0CRuQqL4LaZr7kK9/mJqgTvzqo8qGWZHvV8Y+5BnrIMtYC6mGGkjR10CqnhbSWDlGejxWA2LGCk3OwnluYY390BfFGWPPh1n99DN90eRfgXcF/5USy4rBKPOO8NwQOXiYejyWnYYO+poKco+YOI7VPIJgpR3wo5exW7kQBnN+gO5P38Js0Wx4rl8B/00rEb17I8QHdiJHUxWF+uqoMOe+EO+NzlxfDxe0+AvfOfz/hH0FeFznmbUbcsh2YiaZbYFtyQJLspiZmWFEI9aIRwwjacTMjGZmDmOTpm3SpGm3m91NkzZNE7Ms0/nPd+X+2+7/P882z9s7I8nSnXve98CduffLZ9bNw1n+3jM8tmfJs2eYvc9UUNsq83C8Og8TDfRyLdlQ09tV9mWicigTqlEFGkay0cSc39QlR31TNGorvKEqtEd1rhlUuaaoLbJAbZkV1Cp7NNQ5o6XZHR3BjugOdeaxccVApCcGo7wwGuuPcRl9IfP3oZRoHGH+OpQWi0PcHsl4eq6YvuBMQRq9VRrOKbNwgTxwmZp7uTgPV4rYD3ws5v4AZ7Iz2Be1Hk4odbRGpbMdWgK80Ef/P50Wj4OKVBwsyMJ++uFRRTKGeSyqPFyRoq8LX+Lvs2Yp/DevQJjWOsj0tyBx7zak7dNEpqkm8s12QmmxB+V2+6DicVXTa9U6s7/pJcv4vNjJCiX0E+WunAE3J9R7uaHFxx0DIQHMFGE4KI/DYf6945zf09SPc8U5PObZOEUeOsnePlOkYH/kcyZzcTQnAzPc10OF2TjE5wc4m73piahlxlO6insG8Th7OKKWPjCPPBC9SxPe61fBV2MVYjU3I5XPS0wNUEXua3K1Rzu5sD/YjzkomLMWzRwWjwMZnIXMVBxlHeHjQ1lyHKT27mcWm6EPnyxKwUR5KoaastDVk4PWCSU6Dpai9zDrYDG6mefahzLQ0p2A1vYYdLaEo6s+AH0N/hhuC8JUfzQOjMbj6Ewajh3OwqlTeWgLckRniDO6Ql3QG+5OXDwxEhuAifhg5oJI4heFQ6kxOMg6lB77FP8k8lWyhP9Zca6oIIN+LBMXC+d74Cp74DJ74CiPzyi9fj0zUIWLPcpYdb7u6KXPG0mg9yD+U/yZiUw5JrJTMMTHg3IZVJ6uyDAxhD+Pncfq1+C6ZjG8Ni9HgOZqBGqRW3VYWisRzseRmmsRp7MFcs5cptEuZDFDKswMkMVSWBkjx8YMhY42KHGyhYo9oPZwRqe/FwbIBxPUBfFe4wH2wBFFCo7npknX8h1mHx7ISMQM/chB8tNMuhzDSTL08mcHU7mPGUno4ffq+TrK/d1RTOwriXsde6uBv7uIfyvRUA9+m9bBY+0KhHCboLUdSmNDVFiaQu1kgwY3B3T4eaI/1A/jsaEYf3rt6HRiPDUsAdNJ9EQp8ZhIT+BciOvf4zGUH4+B4jj0NCQR4zS0TuWh71gZxk9VY+J4BQanctExKLx+LDp6ojHUH4+xgXgcGk/FqUPZuHK+Am9fo4a9341PPxnEbz6fRGOA8GBO5ElndIS6sjgfUexLWTAmE8Olmhbn4VgHkqMlHjhGz3KcWnAym7qlEO8TpLDYB/Rel9gD5/PZW5yV0bgIcq8PKtydOB9OUPl5o1VcG02MJ1P4GlMTMEF+GGEuHuV2MCEGA9TtenrAInJF9K7t8N20GnYrX4Hd2kWwW/cq7NYvgu26V2Cz9kVYrloIy2ULYf36S7Bd+jKc2Svu9F0+29bCb7sGQvnvI/R3IsHUECnm7AVrcxTYUQupQ7XuDmgjZ/cG+VITQsh54dSjcAzHhaInKhCdnOvmQG808/uNnFN1kB/qw8W9J6LQnhSLJr42VXgAqoJ8UOPvjQb+XEuIP1pDg1BFnsm2tUSYzg7ivwqeK5chRGM90nbtRB77oszKBJXcj3oel44Ad2qwH/pFBooIxgA1ajAsBIMRYZJn6aV/6SQGHYmh6BT34FBGo68tDb0T+Ri/UI/j7/bh6scTuP7BGC5d78HpCy04cb4B5y+34J13BvDxR+P43W+P4d/+cB5//vZt/O2HX+LWzd/hzp0/YnbuP1EfaMv9Jv6c//YQN+qkG3rDfDBEjzoeH0YvFYaJhDBMsmaSyAfUg8PUgcP0BUcz6Ak4sycz5/E/L/AvUOB0dho5IwG95LYmHsNqb3eofHmMQoKZkyIwTP2dkBN/9sAk9X5MeDZiPyiLRD/5ojHIG5XUC7mxHkJ1NsNp7WuwWbMIVmtehs36V2GrsQjWGq/AfPVL2Lf8JZi89iKMF78A09cWwnzZi/zZxeyTpXDftg4+2psRrr8LMUb6SDEzRoalCQqYP4qoD3WePP6+1DxywSCx7A73l+5p0eDvCrWPC6r5/XI3R5STq6s4qw1RIeiUx6KX899J7mohbzdzn1sjw9AuKiyYxzEQ1V7uKHSyg2zPbvL/OrgvfQ1+K5cjfttmZFAHishN4hynWvQg+aOHvSb+dleoP3qolb3stz7xmBrZGcWek4WilfPYkRGJ7iIZhrtzMXFEhRPvD+PqF0fx8dcX8dnXl/CbL8/jN1+cxRdfXcDv/3gV//Vf7+OHv/4KN3/+GndufYPZu99j7v6PePjgBh4+vI1Hj+6i0tuc/ct5IA+o/R1R7+uA1gDqQYgHPTb7INIXI9HUjxh/jMUFY5x9KJ2XZy/sp3c9II+h/47HEfLhUfLkcXrZaeI5EBXM4+gJlbcbqnw8URfoj5YI9nG08OXRnLUYTNCLT3CWxjn/44lR9OwRGKKP64wJQXNEAApd7ZBMP+XHDOCyaSVs1i0m9q/DhmW54TWYrF0Mw9WLobv8VeiwB7SXvICdLP1lL8No1SJYaCyH9cbVcN6+CR7a2xGwRwchhjsRa66HBEsD5NuZo9rRFs0uTuRjR1S729ErWEu9oWSP5NHPZVI/8vi9Ss5/F7l/JE+BqdJC6V53I8ybI9kZGExOQn8CfU4UcQoLRI2vB0o9XZC8zxghO7bBffkyuL2+BAFrViB6swYyuA957IFKZyvUezujLdALrawWHq82cl87q4vPO0LpXzmLTVH+UId7c/55zNTU1pND+ODTM/jqu0/xzc+/x19v/Qf+fudb3Ca+s7N/xcNHP+Pxk9sA5vC//a/YxQTlnpYo97ZkL1hzVunNfWzQ6mcvnXcbJCcMRXBGIr0wGOuHIVkAOSFE4obpxAj2QKT0/scUMZ9MiKVecI6pi5Ln83KlLrqggvNQ4+eD5tBgtNN39ZFrB2LDJLxH+W/HUmKkGiG3jDIT9yVFoZPZqIw+WeFgiXA9LfhqboTzhhVw2sg+IK6WLBNyvSFzlrhHvza5X3vVEuxe9RqM1i7j95bDYsMqmLOsN6+D7bZN0v3lPfZsR5CJDiLNdCUuUFqZo8rGEmXMJUX2Zih2NIfSyQJ59JTZ7I90fr2APVwbRW3Iy8X+8jIcrVXhSG0VZphzppghRlKT0Z8o42sLRgt5pFpkAfqBZHMThO/Shsca9iA5wHPVMgRvXAc5+zCTmVDkhRpyQBN/vlkU+6bVT+DviQ7yZkfIPP7N4v6HoW7oyZbhRLcKX3x4GX/+7ivcmv0Jdx7cxP0HtzD34A5xn8Wjx/fx5MkD1iOi++RfsH7y/3wFUNjqIdvBgKWPfGcjFLkZ03+Zod7TAp2+1uj1t6NGOkkZoYv+sJu90B9FzRT6IPiAJbzCYHQw/WMweSwQzQGexJ6a72KHUnrvMvr5Km9Pag01lTmwi1rXzfw7EMM8lhCOMXrLcWrKRGY8JrMSMZwRj740GeqowyXkxxSbfYgz1UfITs6w9la4blkPO861KfPV3o1roEd/tZPPd9Jv67H2aqzGPuYvi81rYc6tObdmW9bBUlMDNjob4K6/Df5G2pCZUBP2GSGLlUZvnmKmjzQLQ868KbJYefQJ+cSxNpa8q8jE4ZpanGluwcX2dlzsaMNpcY/TqjJMMxuMUO86yFviXGZ1gAeK+e9S6Tfi6Pn8t22Fy+qVcFrxOjzXrkQEX0OcgQ6yrU2YT6ykY1XPPNzIPmumh2ylh2wL9JHya0uYF/H3RhX9Wb8yFW8cHMaN778hco/+19n+5/89ZD0QxQZ4zHry5DH/7xEyrHci3WYX0rhV2Osi38WI+mXO/WHG9rVDJ3N2VyAzQhD9Ibmgg33YFyHu5cEMJQtkVqB28vFAdBB66I+EhjVwbqs9HKTsVUzPX+pBDqAHqPP3kXxSexi1jp5nICaIHBCGceI/RcynMpMwqUjCEB/3kAfq+P2yYG9k8fek2u5DrNFuRNLPee/YBIeNq2C6dimMibe+xlrsJua7eGx11yyH0boVMGU/WG1dDxv6QJsdGrCkF7Davg42Whpw09sKP0MtRHEGE8wMkWy2F4n7DBHP5zITPcjZA+nEv1jwF7NiVwa9bIkSJ5oacaG9DVc6O3CluwPnW+pxuq4SB5kXx7nv3dTpNuq1iv0v8E+3seDvNaGHIQfQBzivWAq31eSA7RsRpauFdKu9KHA2h8rLjn7DCU3MSU3EX+hAK31za4QvmsM90RTjgyrhy8V1WidmcOvH74jk4/8F8UcSvvN98oj/PSb+8yX+e/L064lm2+mPtyLeZAtSLbXIA8zTHmao8bLkvthKn8Fr8WVG8HN8eq8/J6kPerlfA5FeUl7sifAm9uSqIC9mPReUsacLyJ95dsxe4pwP+7qC/qk20Bf19DbtwmtR34di6bvpuSdTZFLWmhY5kMdxkL6yhz3QRG2p4c+U8PcW+7kijzk7h/k+wdwIoYba0lohzjt3wEZ7B8w1t8F480bs3bCOvLAGZhvXkvM3wEF7E5zoIR20+Jjz76i1Ee67t8JHXwshzIrh+wwQwd8XTj2O2KePCPZAMnk/l/6zkd6um9jPVFXgaGMDLnR14UpvN66z3ujrxtXOFlxuVeNkVSEOKoUPiEYX/Wst/WuptysUzJ0Z9taI3WsA/x2CA5bDeeUSeLM3g5hZE8z1kWm/V1rDptrbDg2+ztReV+JPLQgR9z70ke6B2hTjC1WUD8bE9XlXzuL+3Zv/gvTjJ08kRP/vf8R9XgNY0tQ/lDrgH/89Zs3j/wRxJpshM9rI2oRUc03mFl1mNVNUeTCfeDOnetlwn+yk+1s1sQca/RzQQj5oY2bsYl4UmtDFXugkTzX40ie72SLPei8yzfYgk/2dT7zKqWlV5DN1aAAaqQ/S/b7EOQDqv/B9Uylx81mQWXeMeWKA+PdmJqKVHFCfGInqyABUkgvLAz1QRm7N83BEKjU6Qtyb3MIYHjy+Tvp6sNLShPnWrTDfuAEWmzTm8dfcBGfi77JzM9x2bZbWFfLavQ2+9BSBRnoIJO8HE/9AYh/OuY+2MoZC+H7ua3dmKkaUBTiiVuNUWxsu9fbial8v8e/BdeJ/rasV1zqbcE5NT1Cei1H2bG8C8yt1u8LXHbnUPgX5L578ErRTE67rqAH0KJ4aK6hjGxFHD5JiY4gCV3POnI3EAQL/ZmpeczDnnlrbIO61yfmvk/ljqrkSn755gR7+9r+o+pMnZHepHksluP3xP+ppZ8w/eoq94IXHjyUKiTbciBgDjf/G33oXSpyMqN2m9MOWUHlYoU7wk8RR9pxvW2YEG26t0Uhv0BIs7gPqSs53QTnnPt/GGOmmukg13QWFHf2Vpx2qQ32kez03EvfWGOZrZtoB5meR+yaZAaaYAaeYIcaZqUbJA+L8Sn+WnLybiLbUODSzR5oSWOyXJvJFLXW2MioABSE+yGb+TvB0QyQ9vK+FBTz3mpATdnPONeG4g/ygsxXuutvhpa8JPwP6yD074KfHx3ra8GcW9zUxQAAxD7I2hszJCsn0Y6WRIWhkNh0uLcJ0TTWOt7bhTFcPLvX14zLrGvvgen8P3uztwFu97IvmapyoVmKUPdsdH4k6et8Kcng+c2OelzPk1K4wej5PelHXNZz/DcsQpK2BuH27kGyljxwnMxS5W0v3zmsMcCP3e0r30GuK8JLuf9xC7Fvk4TjW04jfffwWobv/r67uydzTevgU/yeSxkv1L0zxZF43RJ88/Wa0wUbEGm5AAnkgw0ILOVa7UORgiGKnvahwM2cOt6IW2EpVx1KTD9T0BnXMDA3shaZAZwl7FfVeaWsGhTm1c98eZDFfKd2sUB7ggjrOr5q+qIm4tcfR/3NGBhPp+0X+E/jL46RzXeNi/on9EHVggPh3E//O1HhpfYD2ZBlamBOb+G/r+Dtq4kJRzl4qiQlHNnNFcoAfIlxcEGJvD5+9xuT43XBm5nOl5/ci7n70e4F7daQ1Rvz3aBN/HQl/P3rAEPrLSEdLpNCDZVG7K2XstfRkDJWVYLKGXr+1FSc7u3Gupw8XevuoAb14Y6Afb5MD3unrwKUm9khlIYbS49HOXKMSaz6R8wqoAXn8nXJqYTj/pjezi+faJfDftBxhO9dTe+m7rAyQRy4r4vyreKwag+fviShpP322mn6rNS4IHcxGpwfa8YdP35+f93/BVHD9HGF9yBL4/w8r8OT/U0//JzPeTu3fxqyyA1lWO5FDL1hoT+wcDend95GXLOhPiL+3wJ6z/48e8LSW+qHW2x7lbjb8N+bE3ggZ1NNszlKhE3OVP71zmCcaozn70QL/IM5/4NN7fYZhiLMywhI8MJocK90vdITcP0IPMJzBHkhPQh8zd3cKi9sOzqTohUb2Tn1CNNTMXOrkRFTLE1GSEI+siHCkBQcjxtmZumABH+LrY6QLH+Pd7Imd7IGdxFz0ALcGuxBorE/eN0CUgxUSPR2RR84vYoavZZ5vUVDPy0sxUVuDgy0tONLegRMdXTjV3okLnZ241tOLN7s78VZXC86qSrC/IFPCvpY6J7xfIXNvHre5zPcpjmaINtJB8I41CN66ElE66xGnvwUpFruRbm2IHGbOAncrVHKWGsW1btJ9VAN5rAJQF0I/GB+KXvriK1PD+M8vP/sfsD6RtFz0xJPHjyT85xvgafGx1BOsx+yPh+SO2Sd3cefJTdYNehAdJFloI8VSh5lnN3LsdFHgSPyFBriaoYL41wrs6QEayf+NXixiLvyAmttqT1v+rDlyiHkmZ19BTS7kLJV52KE22B1q+oKmaH80E/emaD800is2h3szK/ujj95uUCbukxyFYXqnYWbAYea+EXHOO128F5SMwZQk9BDfbuLcKVUC9YC+QKzDI4tBvTwBdfy56tQUKOPikBMVjSQvb0Tb2xHbvfAzNaQm6MJNX4e+XxOegvsNxOzvQhCxD6L/jyH+cmJVQG9SHE0M+TebszLQz/kf5/wfaG7GQXLAUerA8ZZWnOPjq+yB6x2teKO1ASdLCzDOfm0I8UO5wN3JFrnU/Rx3R+R4OyHV2Qwy050I36mBaFaC/lbIjTV5zHczI9IDOpgg28WMnGGPhjAP5oggaX2JdrHGSrArfSizdbYc1w6O49s/fv5PDp/IE+JHjwXG/zfYPcX+keT7hCY8fkzXTy849+SehPtPj/+Kvzz8D/zlwb8jzWYP90GXfahLvdZDDv1/vrMhlC7GKHN/ir+XteQFm9gDzcS90Zc65eeMKmp7IXs3zVJkZz2kMj9nWBohn18rIvdX0itW+ztJr0H0cW2IK2oCHJkD+e8D3ZgDvdFBnusU/R4XiJ6kcPTJIzGcKsMo/eAIcRgkvt2JcehMEGvEsDjzTXExUEeFoy46iv4wDg3pqWjIzIAqLQ0VcjkKIiOhCApAkrszYpzsEWS1D17UeQ9i7mNE3OlNQ7mfUfZmLHPIPZwlH1EZH4UaalErZ78rLwfDnP8pMf/MfYeamnCooR6H69Q4zq+dq1fjXE0VzlQWU7cSpdwv3gcU54zSrM2QZmuOVM5BmosVUohvImddrFeXYqKJLPPdUBD3LHvypb0xsoh9LjNARYADGiI8eCz8WX5oifWVjllbShQmqpT4+NJp/O27b/454Un4i5GXhF7i9cdE/S7uP/4Ztx5+jxsPvsWPxPmHh/+Obx99jT89+gK/f/hL/Hb2Lfxu9m1k2OpTg3Yj00aX+74HOfZ7kOdsxNdiwhk2m+d/an0dt41SD3D+yetqfxcU0+tn2fK17dNDEkvO4yrOoWRaGbGXjJj99qHYw1JaU6WCvVPF/lax6gX+/sw59PNN5IgmkXEjyQlSD1AXUmOkHhikL+xPkqEjPpoaGIWG2AioYyJQR82viwrj40io42OpAXKo01JRS/xrUlJQnhCHktgoZAcHIM3XC9HOdtR4M/iRnwJZ4fSo0Q5miHezQ5ybPTICvFAYGYz6tETOfSp6CnMxUKzkMa/A/rpaHCH+R1kiBxyqqcHhygqcrK7C8bIiHC7MpuePgMrfDVnU+TQbEyRbm0BuY4pEPk7g30qkxxP4p5jp0BvpIMeSx9hOZCPyprPImlYo4vGpEespRIo1NQRnuqOB29pwN/TlJJJ7avHFu2/ixg9/+W/+//+d0CP+93ADNx79Gd/d/xLfzH6GP8x+iK/uv4/fzr2Nz+bexCf3L+PDe6fw6b0LyHNk3rHeAwV5IJe6n+8osDdFsbs58Wcu4baKVcOq82IfUAuqyQFl3g7kLXNmG32E6WsjkroaQ32N3bsLCcY69JNafL07kWFFTrE14O/XR75YT4c9UeVJr+NhT0/pKP2uKnJCJUtN7hNrRvQkhPGYhnMbgS76g1ZmhWZWPfVVYK+ODZd6oVH0BPFvTEpEU2oyWjIy0ELebs5KQ3NGCmo5y5WyaORT1zPpx+VeTkj2ckA6c3ZWoDvywv1YASjn3KuZO/oKOfNlhZiuLsd+VQUO11bjmLoWx+vrcIJ1VFWNw+yJmeIC7Ffm0+8nk6+ioWIP57laIMFSH/Gi2P8yVhx5UWahDznxFnOWR19dYEdv7WhKbSU/ejuinJmvkvlJLe6dHC3O9TLzEfuaCPJmrAdq2ANjFbmS9n/75Ze4f/vOP0H9WOL3J5gl6vfJ7zdwi9z+7cMv8Yf7H+HTu+fxwZ1jeOfOfrxxdxrX7k3jKuv6vRnWBN6/dxRFzvuQS3yyiX+e8H3MfWWc2TJ3UewBNzPib0YOsJDOCVV5WnHurZhZrSGn5keb6CJAdwcCd+9AKLU10kAbsr1azJPb2QeaSDbVRip7Xs5+SDffJfVCsYs5vaU1tUXcN9wBFX6OKPMlNwTR/4Z70f8E0f+EoDM+THofoI2ev5UeoSUpWsoAopqTxFpCMrTK6bmJfWd6GrqzFejOyyZ3Z6ErJx2tzBLN9I4q9klZdAgKw3xRwCyqJO7F9KTl7LHKpCg0Mm905WdiomJ+DbfjTbU42VyH0411ONOoxpkGbon/qVoVTtZV4XC5kvjnoV/4UVkoSsln2XxN8eT0GIs9LG6JfYKVIWefecjWiB5P9L4pSlkVbuI40lMzN9VSBxvDfSTP1yULRBuzvjraA1XEXyXzRLXMB6MqJa4fmsZf/u0bPLz3T+/pSHnvLt3/j7j/5Af89PAbfPfgS3w5+w5+SezfIu7X7ozi8t0BXLjH7DI7yBrGldkJCf8PZo+hlBmvkHOZb0fsHYTnM5fWuRL7V0WPX0nur/Ky4JyK94csUEodyCNnZTOzJDA3R5jsgc+uHfDU3gpv7c3sg63MulsQsWczYuhx4wy2Id5wO7dbEc+eSNqnTa9hgEw7E+QybxcwOyjdbbllXzEDi3vJ14n3XwPIf8SqkVg1xgSjiT6xhfm/VfQCq5nVRG5oIbat8TGsWLQlMSumJUnr83VSk7vS4tHF/NhJHRH5sTWZvSNn76TEojkzDi3ZSWjLTkZ3Thr68zKkNenGinIxUZSDiUIFxnPZEzmZGMtKxyirP02OHrFuYWwoZ96Pnp3+jvqeRn1PdiDPs+L5OMFxHx9TC1gZnPVCcX7Hy4qayfwUQP0LdGKJ9VI482LNC/q7AfZiv+A75tpG6mBdjDca5UH0tyGYYb78+MIZ3PrbD3jyiB4ec5z2m7jx8E/48eEX+PPDj/Gfc+8T92uc+TN4m7hfuTM2j/ld5pV7HTg3247zsz24cH8A1+bG8eb9SXw8d4w+bR89HLXanrzEPiinF1ERBxW9XQ21XkXtrva1onZbkfPNqedmyGev5zpbIYmaGkmP7a2rDXetrXDfvoE9sBFBuzYhdPcm4i+w1+Tsa0NuqkXstZDAbaK5LrmD3sfBgsfPWuISkYELWaUulqhmP4jzCbV+bqgL8qInCkCDOH8QHUx+nC/RE/XcNlC31RFBqAsNRE1YEGqiQlAvi0AL+6ODfNGZEIUe5gUxq0PsiwFmy15FMnryU9FdQM7IS0UXv9ZF/m8T3EItqOfvrAn1Qw2zXF0QM3iQP9T0EhU+nih0c6S+m1LrdBGmq4lwfU3EmO5GHHN8Mo9LKnN8Bns43cMWmeT4HOpCKTmzxm/+cxYtYfQ94pxu2Px6Sa3k/K74IPTF0/sy03az2hNFT5P/UqPIbdE41laPz69dxtzNn6TzPLfxN/z1yR/I8e8Q88v4/N5p/PrOCXx45xBnfhJX7g7h4uwALs324fK9Xj5nsReuzA7h6twY3nowg7fnpvHJA84/Z7vI2RhFTntR6mSCSvZqLWdfTY/fwB4V6zupg+xRG2BDL2+N6gBbia9LqaHZPBZyBxuEme5FgIEuvHZuY22Gj44G/LTXI5hZJ2K34IHtkJEDogy3USPIEXpbEaivhbC9uxEt3oPZx+IxTDLehWTjnUgz2YVUY2YScyP6SzPkkCeyHck7rHw+zmfv5ThbQMF+yabHVthb0r+aI539mG5nhixnS/ppWxRTW0o8hed0pc/0kT5XIPRErPPYlhaLppRoNCTRu0X403t7QunhyJm2l/6ewkG8978PWdacZWMDhOvuhOvmjbBZuxpmSxdj32svw3716/DYuhaR3N8E8lkOM5GSeVesKVwS7IkSPi/zpa8JckYrfVxvnA9n3I/eJgDdnPHOOOpcQjC65SL3RKGfHNXP3NOfmsjnsRjKTMBAdgLODjThjx9dxYMH31Hpv8M3jz/GZw/OU9MncPXOIK7d7sXV2z3k+R5cvNeFi/e7celBD649GOCcD+Od2VG8OzvGmsC7c1N4n/i/92CC+B9Ala8NtdiEPWCEEhfiT92v83UgT4k1ntzQLK31xFxC3BvYB03s3wZqdE2oN4p83ZHt4YIEWytEWZgikPnKb4/QgnXkghXw2LYcvuKch7YGQnU2IlhnA/y0NOCpqQE3zQ3kjI3w1tmCwF1bECw4Y9cG/pwGgrXWI2CHBoK0tyBMj97SgNlZbzsidbexlzQRzQrTE70kPt+ljRgD9tGe3Yjao4PIPVqINNKiL9FBHP1GguRBhfekr2FfV7CvK+j9yomPMsAN+cwyWW7WUl5LI9aZzIS5nNt8DztynDXzkCUi9HbCQWMdtF95BVtfXAjt55+B/svPw0ljJfx0NtHj70U6+62Ix6QymjwUHYRqeg0V/06NOI6c9c5YH2bZQAwnB2FIHooBgTm9Rw9x72He6U+PxWBGHAYF5un0otSpIWrUQF4czoyq8YdfXcC9h3/ET/gCn89dwLv3D0j8fo78fpH8fnG2E5eI+5W5Hlx/0I/rj/rx5qNhvP1gFO/PTeAj8r2oD1kf8Pn7cyP4+MEk6sV6rp7mKHE1RombCbXeGg1iPTexTkeUFzojPdEV4YZO4t7D5/3xgdy3+c+kNZB/q8P8Ucg+yPFxRRLnJtZWrB+tCf89G+G2fRmcNrwG61WvwnLFYlisXAKLNUthvm4pTNe8znoN5mtfh+261+GwbglcNrwO100r4Lp1DZy3roPTlnXcrofL5tVw3rAU7puWw2/HOgTs3Ahf9pQnH7ttY21eD4/NGvDeriF9Vsh/lwZ8dDXgu0cDAXrrydPrEb5rPbVoG1LN9ZBLjSkkvgX033nMHxn0HnLmtBTmtWxqUXmIJzNGECrCfJDPn/HQ2YYdr76ElxcswGusnQufg/Wa5YgQWcd6L3LJM0XBHlDF0qfQs3bEsaKC0Uke6Ar3RW9sAAYTgzGWPr9O0ZQiFtOKBExkJWOE3nMoi0UvMsKcN56XjLEc6lRyNIYU7IEy4n+4Bl98dRx/ffwh/vT4Kt6/w7m/24fz99px7l4reb4Dlx904frDfrz9aAjvPRrDO1KN472HxP7BFD4RfC/1AHmAnPD23AA5YBiNnPEqehOBfynxr/axIfauaI/0Qk8s912saxXtjT5iPxjnjxH27nBaNAbYs+30Yw3s9Qr2fSkrm3yXyuMqY7aNs9GD3641sF37MnYtXIAdz/8CmpyZ3a+/DMNVS6C/YhEMVy6G6arFsFy5CBbLX4E9e8GNuPvs1oSPvg48mCtcyBFOW1bChdj7aK5FyJ5t1IxdiN23G8EGO+CuvQH2m9bAadNaeGluRKAu/afxDgSZbEeg8VYE791MniCfkI/CyUuJzCZK4TM5m2pmAAnncG/kM3/netmiJMgdjYkR6FEkoTE5ilnBEy56O7CB+L9I7FexLFcsQQD3MdPVhv/GAcXMb2WhXtLvahdrX9HLDYpzm1Gc96ggjMjE551DMZEagemsaBzIE2tZJHObhil6z7HsVIxkC9yTMV2Qjml6k6GUGHJ/FAar4nHqpAqf/uEQef8NfPXoLN67M0Lu72Oe65TqjdlevDXXj3cfjuD9R/T1j6bwrlSTeP8hZ55c//Ecsefcv3d/lJpAzSD+b80NEWtyua8dc74417OPPsUGrZx3sZ7ZIGdd1HB8kFRiXZfJ9GhMU5Om2aMjYu2uFHqVhCA0sqqi/VDKY1kQ4EpudaI/NIC/7ibsef0lbHzhGSz/xQKs5Xbz4oXYtuRF7F7xKoxWkxfWLIb5yldhv2453LdtIH/oIoLZMtzGEP7MkJ67Negr1iOU2MXbGUPBmS2gN0kjjqHMWm7UAU/d7QilhxD+O509nEK/leTNufZiLrOlV9PfRI3YhFRLXVQFU9eIR19OCvoLM5kXU9CQFoVavr5mcnBvYQbGqwrRqIhHOrnQjF5m7asvYM0Lz8Hw9VcRbbwbefQVdcRbfEZFrE2rjg2kdwxGV0IIhlijccGYJO4znJH9ch4zeo2ZLBkO5ifimFhfrywTx0sUOFyURbwzMMFeEHVQmYkDhWnEPwIDBVGY7EjD5Xdb8On3B/DVk3P4zaNjzPSj+ODuMD66N4wPWR9R3z+mp//lg2nWfs77fuI+w36Y5IyP4b05/vzc/FZgfvV+Ly5SJy7PdUt5u8bfXsp4lV5mxN8aLdJ6dt7s4yAMsoYSn74m7pO4H8/+XHF/HbGGYyJzUSy6k0OZz0Og5nGoifJFJWehknyQ5+WIVHoxZ63N2Ll0EV5/yp8r2AMaPJ67ifveTUths3UF7DYuI8+vguc2+kbqdwwzczx9aZQ151zMsuFWRFrqIZlcXch9Lov1R36oB5LcbBFmuReh5vqIY9bK9LODknxVSK7K58/k8XEmX1OS/R6kWOsilxxXE+2LFs5Xn1KBfnEdR1k+2vm4k8d+sDwXY6oCzDSUoyZDhgjmoV1rF2HdSwugQ+5y2qZBf2mFCmpEcyKzWryoED4OQ3sS/WVCIHpl/hiUiWsoQqTPTB9Mj8OBTLF2VZK0ZtGJSgVOV+XgZHk2jpZmStd3TBWIEvinY3+BnP6Ax7woGkeG8/Deb/vxxY2j+Brn8PmTE/jlvWl8yvr17Aw+nSW3sz69z6/d30+e348P52bo8Tj/D8fx7oMRer5hCft3WW8+IP70hhceduDCXBuao3xQH+JMf29Hn2zJrTU9nzM6ozwl/IfEPTeZQ0Y555OZMuzn7B8tTMExsT4k64AyWVqbr5fc1sb+b2WJ9yvqyX8qZrHqmFCkeDrCf58+9NatxOYli7D8hWexcuGz2Epe2L12Cay2r4QTfaL7jtXk+WXw270eMVa7ke5phlR35mnXvYh20Ifcxxr5zEsN3IeOolQ05yWigv49lzqbHeaNEtGDOfHoqMxBR00h2lSs6lw05sejht5LFcMsmRSATvZtT0kWhtQVGGupw1BzHbprK9FQlI06ckEx/U1+XAgi3WzgQF4xWbcMlhtWUVf0oHB3YD6PQAf7p5uerTOVxdnuZp7oSQ2X1s3tllEzZb4Y5/7s5/eOUdtP5KfgZEkGTlVm47QqF6e5Xyf5+Gh5Jg4Wp2GmKE3qgelccS0MZ0pOra2JxfnTlfj8h/34+tEJfIkT+BzH8Ov7h/Db+0foA4/i13OH8au5A1J9wh746P7EvL4z578pvOB9+oJZoRE9eGOul96wm16hFece1uPknAptnJHmCLHOsiPzrrWU85r4uCPSjZ4lECPJYZjgHEyyfw/wuB2mbh0vSZf462hFJg6VpmOMetafHsW8HcJsFYYmzkK9LJTHOxTV3BYwX2UFecPP3Bhm2zZj3YvPY6nggWcWYPOrz8F0Pf3f9tVw11wF+w2vMj+sRJS5NrLoSxS+1sjwt4Xc1xI50fRYCnqPmnxMNpVhTF2MzpJM1GUnopbHuLUsBwMNFZjsbcJ4fwvGBpoxNcjHbWUYqswk18sxUpqByboSTDRXYbq3BUfHBjDd14nexhoU0nfLI33hbm0Isz3bYbBlDYw1VsNTawei9zIfeXlJ7zv1pMulz6f0ZyWil/+mJ1WGvnRWWiT9fDDznR/64wT+QTjAuRHXzZ4pFOvbKXCWvSnNPjngWHkWjrAOCg7g65ik7k9kJmKYGtuR7IuRJhkuXavDV3eO4Osnx/HFk8P47ZMj+O0DUUel+vXDo/js4SH86uFB+vl5X/8W+f2N+53k+RZcutck1RX6xKuzbbjOmb/8oAFnH6hw7H6p9F5Tm7S2rwvqgu2YVe2IvxPaI1zp9dmD5PZpRZzE+UeVqThWnI5TFQrpPtyij49zO1VM/5Ibz+MSxZmIRit9UxPzQR31r4YaWUtP1JQah5LoUCR7usBeRxO7V62AxgvPY/OLz2LXkoUwog80Xv0qdF97BiZrXoGLzjpE2Ogj1tkEseSBcDdjJHLfCpL80VKUjJ6KLLRzbqoy6NHE2t3UpcbKfAy01WFqpAtjw50YGWzF1HArxjsqMVClQEduArrprzuVGWjh8W6uKkB3swrqikLkZcTDndnPgHluLb3J8peewe6Vy+GmpQOlmw9aw8SayHythQWYLM7HmDIbw/RuQ9kpzGyJ6Od89Iv1zsmDg8nB1E1/Cf8ZauZJ9uZ5egpxP8VL0noU2cQ+g7in44DAvjiL858l+b+BxFh0pYShNdsPIxNJuPh5A3795CA+xQx9HTMbOf0TcrvIbh8IvB8Kj0df91Cc1+mlryOvz9YzF6hw6k4Fjt8qxfHbZTh5pxxn7lbg/N0qnJ0tx4n7xThwPx8d5Km2GE80hjlL53kagh3RwszfFjF/vmIoKQhT1Pj94j0octQxzr7gMLG+jlib8VRVPmb4GsaoA70KGXrEWr7Ev5Uc0EhPVEc/UBvtjwZyZm1CDKriY5Dg6QpPEyPsWb0c2vSCm59bgE3PL8D6Z+f99ZZXnoM+86CTwSZ4mGnCy0oLTiZbuN2JKPZCdqQ7lDLmDeaUWHdzhLqaIcbfAUr+/ZbaQgz3NqKvU41OznhvSxXayhWoYW8WkeeUYW7IZR7PYqXSB2SQ66PoWT1czKG9aSVeY1ZZwn3YvPhVeOsbItXRjcdHztyeg5n8EmJWipnyQowX5WIoJ52VisGsJPSRI3upkwP0kSPUgSFiP0b9nGJvHsuKl66Xvky/d6U8R1rb9Bh5fz/xn6YmTLIfpwuz6KXk6JFFoS2ZfqIoACPHk3H6T2q8iwm8hWFi28Pc1k8tH5L8/rU5gXfffD0Qfq4N5+cacepeFY7fKcWRW4U4cCMf+2/m4+DtfBy9XYCTt5XshUIcuafENPFvj/Hg/LuhMVSck6a2BYv1W13RxuPUHeMlccAkj91+hbinZgaOk/fPULsu1hTgUo2SPVCIwxU5mCrLwGA+j0N2PLUwGj3s+05pTXdv+gsP1IV40xdQNzNTUJ+eDGVMOCLsLOBloIO9a5bRWy2mv34ey599DsuffwZr2ANbVr2EHesXQUtjEbaufAk6a17F3s3LYcss4Mh8b6m5Gnrrl0Bn/WvQ3bYa9pZ7EORlj7gIP0TTf4b5uSGCFeRkAR9TPTjrbITDjnWw4c9ablsF690b4LhvJ2xMuQ87NaBNDtr48kLsW7sO4SZmaIpOwlCqWPe4CifKanFcVYdjdbU4UFOGqQqlxAFj9I0j+WnopwaJHhhkjZIDh4n7CPVwjPx5MDMWJ6jrF6T7KM3jL3Rf8OaYUnAns5+Cs58iQ3N4EOozAtHeFonJX+bi6I0anEY7lb8Zx8VczzbiIuvsrJrPa3D83tOarcbR2TIcmi3GzJ18TN3KwcRNcsqNDIzcTMfIrTSM30zF5I00TPP55J1sjMxmo53Yt0W6oJGaXy8+fxDoiGZmnlb2QLc43yPzY26NZHaJxzF60xOlWThXnY9Ltcr5daFrxDreORKPjQjfmic+u0se5Bz00Qt2R/mhiZm6xt8ZqlBf8kAUGtPE+/VJKKQ/TPPzgL/ZXjjv2QVdjVXYumwJli/8BV4nHywiL7zK7ZIXFuB1Pl7Dr29kX+x47QXsWLoQW5Y8j3WvMFe+/Cxef/k5rGLG2EyPqbVlA3ZsXoftG9Zgh8YaaK5eBk3213Ziu4W+cwt/z+YXF0CXOmNB3F1MdGCntw0u4n2s3TuR4eiMpkgZvU45jhVU0bfV4KyqHqcbGnC0oR4zdfQONaWYrijAdHkeuYBekt59gD0wyOMk9HuQWXKY3mkkNYx5ORZH6P3PcNYviPnnvByl7k8S/1F6kuFs8XknHrdE8dlRb9Rk+aN7OBEH/1iGw8T4MOpwCLXS45P3anGG2xOzVcS6DAfvluLAXXL53ULM3KU+3c3G+B3ifpt8couY3MrA8C1y1K1kDN6UY+gG/97NZAzf4bzeyyTPi3PTzvT8jmgMcpTwbxLnq5kJuiOIf4yvtJbrDPVN4C/W1LrwP/A/QfwP0leNFiZhsCCBHBBDTYzBEGdgkDm4nVmpzs8RFT7ifX53ZgPyAD1UZ3YmWjPTUB4bhZxgP0TYW8B3nwHMd2zCno2rseG1V7Hy5ReJ/bNYzlr73C+gwX7YwH5YTwzXvPgLrKZOL1v4DJawPxaSt59nPfd0+9LTEny+krXhF/z33G4lv+yg77DUWAofve3MqNbIdKf/jQhDbzI5t7QS12sa8K66FW9W0ztVN+BaYzMutnIGmxsxU1+DA/U8/vSRh2qLMFOZhwnO9Qh7YFiRiCHy32BKJEboB0cyIjGVy+zH2ThO/MXahOK+tId4HMeZo4bzxGcco8mVzJHUylJmr+qKAAydz8KJ27U4iCqMP1Fi/DH5erYIh+4qyd0FxJ0+5G4Oxu8qMEosR2+nYvg2Mb7FGeS2n88H7qRJ1c/nPbeS0HmT2ehmHDpvkaPv8O/eSSHPC/xd0BImesBJer+nidVGD9gb4Sndf/mf8T9VqiD+BU/xF2uxFeJYRTZmytIwWEjs8+LQwzzYnxWDAepgvzyUWUJcQ+2CKm97lLFUIT5oIeY9aankinS0JCeiJiYKBQG+yPHxQJyTLUJtLWCvvwsmO7ZAm/qguYI6sPQl7Fr+MnRXLsKulUugRb7WXPUqtq18BdtXLWK/LMRKzvUy+oiV7JF1fLyO2y3kBq1FC6G/dDEMl70Gy3UrYLdpFUL1tZBiaYwa/t3maOKUn089q8W7ze14R92EN1VqvKVqwFvqZrzTTP9M/E81NeGAmhqgrib+pTjMY3CQ8zBNXzdKjy/wHyaew8R/TFqzNFpa5/6wMkXSTnF/4iPkSuH5Jwrmub9LHoWGUH+Uk3MLwu1R3Ujtf1uBkw8E/hUYeZiLkQfU2HucM873IWK+/45CmnOB/cidf2CfhP5b1CFue/m8l1/vkyoZ3beT0H47Hm2346Rt511mF/ZAM2devMcjzvk0h7tI+v/f+LtjgHlb4L8/U/B/Bk7Sq56tzJXWZDyvysdZ+sCj9OL7y9MwouT8M5P304cN0DMOsP8H6Id7xOeXo3xQ508O8LJGmZcdqn090BIZhu5E/myqHH1J3J/ERAwkkxcSE9Agi0G+vy9SXJwQts8QgYY7EaC/HSFGWggx4eO9OvDiYy/D7fDdq4kgM10EmO6Gh+BxnQ3w2L0ZvsxwvszvwUa7EUVeSRXvE7rYo8TfC9UhfuiNj8V4aiouVKjwbls3fje+H/82cxRfDUzgQ3ULrpaI+3Cp8FY9e6CxEVeahAaocUStYlXimJreur4ERzkLh+iDpooUGMuWYzRFXNNK/U5nT1ELZuiJDjI3Hyyi32dNFTLnsQbYKyI71kcHQenthPwIzkeeB7pOxmP/nwpxnLM/jSIM3E9H/yyP770UTNxNIscnEnvyOGd8kDM8QBz7bwvsiTvx77nFnHM7Uaoefq/nTgI6iXvr7Ri03GY+Y3Xwce8tZibh+cR7fPR7TeyBBvJ+E0vg38MM0B/tLeF/gBnnhDITJ+hhTpHDRIY5wxxwirnqaGUWPWAmpvnaxplhh7MSpM/yDvEYDDEL9MeHoCfGX+IA8fm/Ek9rFHnYoopa0BQZRNzZA4nxzJpiPXnOELddsjjUBgWTL3yR5+SEHHtb5DpaoNDNGrnulkhz3od4OyMk2AhcTaEQ5+I9HJBFLs9wskSWizVyxHu5bvYo8nFDdbAv2pk9ethrE3l5OKRU4nIN55uz/sX4QXx78jL+fuEd/HDqOr4emMHHNW24UlCKy8XluFhdjYu1Kpyrr8Ypcv9xcv+J+nKcVBfjZEMJPWExjqiKmeHpuXJSMJoqrmcOp28Kx5Q4558powdIxHR+ioT9KLfD9IOdaTFojg9DRbgnst2toUxg9moJwYHPcnDyZjmOoAyTyEMfce+5R04n9kP3ZBi5G8uZT8DQ7RSJ6/sEl9/lDN3lYzH37IFucn3XLRl7QFQMOT8abbci0HKT2ZLVeTMCvTeioPK2Ri17oI5zL84D1gcJ/XdEK6uLPSHe95mQE/90zj997tHCNCkHHifW4jzQiTJumWWPkdcOFYtzmfSWnIEJ5ukxzsF4Cn1AUgT6E0LQyt9VH+pGTG1QyMymdLUgH5B/QvzRFRmKEfbAVGoypoj/sIwaFRqB9sAwNHv7o8nTGy3eHuiQrov3Yo96oInbNnr9wXj+HeJ6QMG/n5XBrMI5y07HodwsqU4VKXGxskri9Q86+vGboWl8Rcz/6/BZ/Pn0Ffz96geYe/c3uHvxI3y//zw+a+jF+yVqXMkrxkVlCfu8HKermZlrBeaV7IEKnGksw7mmUpxpKuNzfr2uDEfKC5gRM+avZaZnnqAHnGC+HBdaQE0YpYaOivf2mKXEucN6WRAqQryQF+iENPJicZ4P+g6l4dQP7LHHKs5+MZNfPoYfZmLwYQYGHpDj5+IwNEt/dSeO2Mslru/5x5zfTZK23bcT0EWd77oZi27i3n07kviHo/1mKNp+ph/7ORTdP4Wj9+dIVHiYcyZtUBNoJ+X/en9bNInrupinO0M90Cf4n/jPsKePcN+P5CXjCHv4sDgHrEzDSfbByeIMHC1OJ7+lEv8U6h05KktczxXLeY6VtLCPPqA1lv6fnqLK1wGlnOEiJ3Pp+ucaL1f2HF87feEouWBSnojRuDj0hdMnBoSg0d0LdeQAtaMDmt2c0O3vjV7q5QR/9iDz5LmSIlyuqpLu6Xe9phrXqivwBustVRXeqVHh48ZWfNbWjy/7Z/DV0GH8+/QZfHvkEn489w6x/xA/Xf0Ity9/iO9nzuDL9lG8XaTC9bwyXC7g7y0uo9+pwtmaSmJcgROskwL/pgqcb63AudZK6fEZ9sDxikK+/ixMZCZgiq99ktw3zt4fTgqnF46Q3jcV9/EZYB9085iomY1K/d2QG+CCzEBXlFdGovdUHo79vR5Hn9RJ2n8U5axiZgBmDWSSD5IxOseMcZe/R2j9Tc664PtbxJuz3nEnFu13xHb+efftWG4j0XErDB03QtDxUyg6f4pEz8/k/59joXQyJhZm5OR9qBD3AvGyQAM5QVzb1Rrsxrn0xjBnd5x9vJ859gD3/yA1/gBznjgXfIx8f5wzL3rioFJoXLL0/sVMTiKm+Dqns+Kk9w/6mYXa4vzps3zYZ66o83VElYuVdD/AcgcrqNwd0BLkja7wQPTTF/SGh3L2A9Hs64c6F3pHB1tU21ii1sYKHS6u6PfxxqG4BJxR5OCd2np83NKB3/QM4Dd9A/htdy9+09GF37aQ2/n1r9r68HXHKP7QNYOvu/bjj/2H8c3ocfwH++Cbg+fw9cQx/L5/Gr+sbsEbuaU4n6LAxaxc6n8JrlVV4oq6Bheo+afVgv8rcbqxEudaqAltKlxgnW/m46Yq6TqgI8XMYFly8lgcsY+W7nM1kBgufd5jgJwwkBEr+b2m2CCUB7ohn5qV4eeClGAvZCplUA7lofLtShR9rETxl9mo/s88tP9UQI4nD8zR7z9gvptjdnjAbDebzgyXQq9H73RThp4b8zzfRa3vpR+QtEB4fz7vEl+/EcG5p+/+ibP1cwL6f0pAgaMxlM4myHcyQpHLXlS6maGOXKQW134zB7aFeaBfFojhxFBMZtDLinOBuTIcEJkmPwmHqGWHqQmHyQWHOf+HS+b7YD9zzTQ5YD97YJxzMJgUhvZYP+kzzo2h1H3xmWd3+kAHS1TSl1W72ErXvrYFeKGdvq+Z+Ko9PVDn4YkaNxd+3wEqe2uoiH+jjS1a7O0w5B+A/TEycnQZ3q5pwmc9w/h8cAJfDI7j191D+LSpA5/Wt+DT2mb8qrYNv1J14JPKdnxS3c7nnfhE3YWP1D14t7oVb5epcS2nGBdSsol/Fi4r8nC9vJycosLVJjUuNtbibL0KZxurcY54X2hR4SLrPPvgQlM1LjezR6gPJ0ryqPdJ5P5YjBL7oQS+duI9RP4fSI+RzhGJzyaqwv1QSM8nPqeW5uuEhEBPRPLnIpgLAjpz4NQlh8NYJDxOxCDxo2Qov8pEx4/5GLtfQi4ok3jhAJTkAwWG5qgpxLj/Z1H0UjeSMHyDPuqmgjqRRZ/PHiFH9PH7vT/Ho/cn+mxRf09Cls0eZNrMXwOisNsj9UKlBzHxskKtHzVBrL9FDugR93qgpxHrr00qojHFjD+dG49Jcr3wNfsLxHobKdJ7gmLtDYG/OGck1nCYIv6j7P+eOHFdmx/axeeKIqjd/swb4joAJ84/q9bVFg2ch3oPZ6jcmBVcWe7iOiM+93KW7pekdrZDo50NGq0s0e7AjOIh7qNIXUrLxUWBIXF+U93BuW3C1WJqgbIC13NLpLqWVYQraYW4lJKHyyn8eYF1cg7OyBU4nZSBs0lpOJeUjouZObiSX4hrFRW4WkdsG4ltI/1fA+e9mbi31uByS+18tdbiCrdvtNXjKn3h6fJCCf/RROItrnMW+FM7B+kJxHnRVmJcERGAAl93pLnYIZ2+NcrNDp6OtjB1doehbwR2hMdheUgoXon0wOIkF+wo88S+5gAEH4pF4tUUFP0uF7XfFdPDF6P3fh79ADPgvVSM3RLn91Iw+TMzxs/kiJ+zMXJLgf6baej7SY7ev1MnRHHu+7jt/zEBKRY7kULsk612ItNODwXOe6XP/ZfTF1T52NAbUHPDmUno38X5nGF62jFm2nFxL6Icajx5fiJPLvWB4H2x5orogwPEf/9T/MVnH8aThQcMZA/48Xd5oYe5ojPEDW3sfbWLjXT/xhpxPyRyQj3noo5V5eUk+cNKPlaJeyP4uqLV2xVdHi7ocqYPcHJFj7MntSAMQ6H0GgkZmCGuh9ILcTg1FydTc3A2LQ+X+PxyBnFPLcCFZOZW4n0+KRMX5Rm4lJzFIt8nZ+JymgJXif21fCWuKotxqbyU3r8M59UVOMs611DJWVc9xVwt3ff5ens93mC93dGIqw3VOFOhlO5jMUzce2PCmH0ipc9KDdAHtSVT8+NCoSTXK8R14cRfXG8e5GwPM1NjbN1rDk17H2zzi8EKnwi84OmJ55hhFvlZYkWoFTYrnKFZ7Qnz6Qj4XpYj//d5aPq7EuOPCnGI/uDo4xwcm1Pg4O1MzNxkFvuZmfHnVPT/XY6ev9ET/iBD+99i0PF3+sK/y9D7YxxijXcg1lQLMjNtyK31kGFvxLxlKl0XVMCMpRT3AAhwZg94oTcuGH3UAXFua4iaPpwhPqMoY96Lwwi3E9nEOjcRM/QHMzkJkvaLz7xM0zdMs1/G0tg/8iDqiQ+LnML+7qYWNPs4kuetUc08UONmJV1TXEuPWC3OGfrao5Jbcf64JcgDnUHEO8AbA77cHw/2pasn2l280ebugzafAHT4cR8D6beCwjATHosjMXKcSsrGaXkeziTns3KleT8rTyfXp+NKaiY5QUHs2QeZ2biSzX4pZF4oKsKZ0iKcLC3EyaoinKopwXmxljg5/2q7mrg34e2uFrzb08ZqwXusq01i3YkSTOelMffKmGGZsRLZByni/ZAo6TNCymAPYm6HJM58lKMNgm0tYbHXCBu27sCiLTuxysAKm5yDoOEViUVOAXjG1AkLdPZigaYeFhjoYoEZt0FmeD3ZmZwQDL+ZSGS+l4CqL1PR9X0WRm7kYPI2Pag4J3QjDoM/RqP3L5Fo/z4CTayGv0Sg8YdItPwtGh3shUgjTUSwIo21EWehh2RbcU2iCdJtDJFluxc5jvtQJq715X53xYrrUsVnVyMwwHmW/Ax1bZA5VpzzHM2MIS/Q97IPJhWyp0Xsc2LZEzJMKeiHU9k/Ml/0kQO6I9zRw+zbFuSCBl876X4TVW7UHk9xHzL6PXJPJXOIihpUGyDuM+Eu4d9Hj9Dvx623J3q8vdHtTU7x9UdPQCCxD8JIcCjGWQciYnA0Ngmnkok/Z/9sehHOZShxISOfHJ87j3dGNi4R//NpmTjDOp3BvJiTi9MFBThZomTWpR9nrjtZQ29Arb9E7r/WUY83u5rxbl8HPhjswvsDHXivrw1XyQtnG8ql93PFNew9CfTYSTHoSSb+8kjURPpy7u2fXntoi3Ana7ib6mPn9m1YvnYjXtqkg9d1TbHB0Qvb/SOwjrz2oo0nFuwyw4IdhligRey1d2PB3j14zsoEy4OtsTHJEkaNznCfCYTikxQ0fp+H8fu5mGReHKL3H/gpBJ1/YX7+PhC134dB9V04t1Hsgxg0/zUWIXs0Ebh7OwL1tiPUcCei9+2BzNwAMlNdJIhrOi0Npc/LlnFGmyM4Y9His+sh6I4PRk9iCPs7jL0QSY0jH6Sz0iIxSp84xj4Yz5FhjNhP5sdhvzIB+/NFHohizidOsT7ojiKGMb7ojPJGa5gbOd4W5e4W9KH7UOxqhjJxX7qnGlQr3XuGPOTrghZqQKuXi6QF4n55nYE+6ApiTwX5YYA1EhSA0cAAjIeGYTKCnjWOeSSB+TRJgcOc/ePk/RPJaTienMLHqTgiZ25Joo9hTSXTt2SIcwfZzLQFOFQkzm8qcaqWebCtVsL+rV7O/WAH3h/uluqdwXa83d+GS211OM0sOFWWLb0v3CUnB9AHtiVGoJmzU0wOkzuZIcjSAOEO++BuZoA9W9fj9cWLsXDxcryosQMvc85XWNpjm08QtgZEYblrMJ4zcsIzuyywYDPxX6ONBSu3YsGKLViwYRMWbFpNTthEjdgDw2oPeOyPRMqnclT+Rxo6/pqAnh+Y+wX+PxD/v4WjhrNf99cYNFALGv8Wi0DdHfDV3gIfnS3w153vgUgTXfLBLuqCHuLN9ZHlaAalhx3qQj3QxB7okJFn4wLRnRBM/EMwmDyfbcX8ix4Q+I9L+IvzHfT/+fGYUSbO46+IwUhyCL0A5zVWfE6K/RTjh7ZIL6j87VFC75HnQA1y2Asl+6CEXrSaGiCuRVJ7k4e8HFDn7kivaE/NcCRvsBcCPcghnugO9EYvqz/AFwP+oheoNfRRfRFRGIikTkXFYzSK+xNJ7xIRiYlIcb9w6pIsFsOx3Pd4GUbkCZjMTGfGYa8Q/yPk/+PVpThTxxzYpsYbXY14d6Ad74904z3W28T+em8TqwXnif/x+nKMFdFzMwOK64k6xLVm8Tzu4b7I9bSV8A+xMkCgtQGsOHObVr2G519YiGdfWowX127BS1t3YomxLdY6B2CjVxTWukZgyT53vKBnRax3YcHq7fjFMg0sWLYWC1atwoLlS/n1VXhWewOWehlhfYYd9kyEIvq9FLR/m4Vh+r6Bm1HouxuNzlkZOmbjnp4fiEfrrRgJfy+tzfDU2iiV987N8NPbhgBWmJEWe0EHydQChbMZysnFNeLaADGvnFvRA53xgeS4EEkPhtNEzpmf//Fscn9eAsZZE/n0AoXEv4AckBePiSzmYnqB/sQg9InrX/h7uljiOnCVvyMKnU2RbWuALGtxPbrIpWYoFecKXa1R5mKNEkdrFDIzFtIzlvBrlR7UCk/2J71UnRuLuaHOxREqV3H/Vif6WRf+jBtqmSXVrCbmylYPd7R5ifttinssBqE1PAgdseHopm8fzkjm/pMvivM5+8U4zQxwoYEev4Oc39+Oj0Z78MvJPnwwJvBvw7Vu4t/TjHOtdThCnhgqzEK3IgVNcs5ZUhTKmfVyvR2RaC+uDTRHoIUBHHl8t69+DYsWPosFC57BL154GS+t2oCFGzSxkHz/sokzltoGSvivcQzEYnMXPKdlgOf4/edXrcNzK1bi2aVL8YtFS7CAvbPg2VfZCyuwYPuG/1PUV/7HdWXLGgTNzAxqQYuZmZksyWJZZo5RtmzLlpkhZiaZE4djO3Y4cdCZCdzQzGTuzL0P/ot6tY/y3vuwfqe71WrZXWvVqtpnA2b05CNushPDbyzFxufLMfHDQuz4ZR62/30Qu/5NHfK/RnCY2u8oNWBPeizakvxoCfvRmOBGQ4ILTWEXWhLd6ErzS3PpFwuPWJOLbWINv1i7T5zE3mTHWbsnFtDTLewmF7Cmxf3epf3kgWF6A9b62CJMEXMRtwX+jLsMcU7vDb7n4pJenOXvSuvfFvcxB3pwlD1yoqkMa8ozsTgvAUvz6UtYKxsq8zBOfzBeW4oxesV1VWLdVz7WVeRhjLGpsgDj5ewdpYXYVFyAsRLmEHvkypIcRi5eKinApjLmTkU5vUY1fWQNvWYj+aMZB+e243AfOWhej7Q/0dnlC3B59VJpje8rE5up/XfjvSP78enp43h+8TS+uX4OL6bO49sbZ/DllZMS93/K/v/42H68uncHrmxeh/MbX8KR5fOxe2E/1s9pwJLaQgwR99HKQnTmZ6Igxg2bIhKyWTMxc9YszJapEG3xItIZh9lx2YhIKYKssBGGhj7YmgdgrGqHMq0AslAiouxOzCb+s/QCf2IvJ/azFZihZC4wJ2ZQz6m7ihE/2YPK86PofTAPfQ/nYuhRO5Z93oWtvwzhwL8XUv8txdwM8n9KAC1JPtTHO1Eda0VVjAk1IRNaEqzoTHVhuCAOS8pTMEZu3ibGhsSeJNK+hO04SA4/KNaqkr9PiLX7Yq3AykFcE7qPtX5rAz0Aef/2poW4t3kJOXUp7m9aIs0lvUa+ENzxMn/n7GJxr5g8tXgQh8R6kuYy4kY9WpiEJYXJWF6SidXleYx8rBL7LPC6rCwHy4sysYJ9dGUBdauIvEwsz0nDUvawhblJGGUsyBP7U2RgTXE+Noq9XqsrMFlLfmhsoM6sx272j329LezRXThGbXNupehbK6R13m/s3i5h/yFr//n5U/jqyjl8d/MivhdnkE6dw19unMVXl05J50E85vse7t2JK9QM58fWYB/rf2N/G+bXl2CoIgc9RVnoKytEdXoqwlYLlP93rkLUbEQrtJCbvIi2x2AmfcCMEHVeZjFUtR1w0A86m/thLa6HIaMQKuaA3BuLKJsHkQYLIpUaREbKGewjMyMxQ6/HjAC1QUURNAMdSHhpAOE1nUjZWIPcyWrUn2lE9812LHynDz1psWhl/Texf4g52FUhKyoDRlQFDGhgDoi5uH3ZPswvjse6+hxsaS7Evp5aaZ8Sgfsearjd/Q3YM7dO4u+X53XQH/bjCnXATeEF2O9vrx9lDiygllpGTbWcmno5HowtxY1V83COnHF8tAsnRskhYg3sYrGH4lxpH6Rx9v411dlYXJyCRfQmCwvTsKggHYuJ+eLibCwpyWZ+ZGIZ8V9ekCnFCulK/OmTFovg7yzn+1aV5WOsshTjxH4He8NkvegJ9dJ+PZMd9dhFb3FwaA6OEv9La6gFN6+h59uBRwep948fxkcnqfnOn2S9C8wv4cdbl/HTFHPg5nl8RQ/wGbnh3UNib5hduLJ1I86NrcaOBX1Y2VGHfvLUUE0h+shZXRX0e0lJiGH9Kv4f/hFQEH+1yQO53Y9ZgRBmxMRjZnoBtJUtcLcNwtc6CHdFOxwF9TCnFEKfkA2VNx5ysxsyhQ6KCBmUERGQzZyFWSrVtDZIy4S8rgmOvgG4envg6KqBrasQrpFc+JfmIm17Oeamx6M9OUiciX8MsQ+aUe7TocKrQ7VPi9qADu1JNikHllemYmNdNnZ1VmBvbz32MAcmif0OMWdF3D/sa8RRaoNzC8S6kR5cW0Z9RS4Q859EDoi6f1XMgxDzSDevYB8Qc51HqCF6cXykW9o/9+wC+kpywDn6iiODrdjZXc28y8PKKpEHGRL+S+hPlpZkYSV54KWKAvaBAukq9l9Zy8dr2StWkxvEPr5rpT1IK7ClqQaT7WIf+mbs7aTWbG/h/6MFO+kl9/W148AgtcySYdb+Avq3tXh951Y8O3qAPZ+4nzuJ5xdOs++fx3cC+6kr+PnWFfwHH/9wnfhfYA84dRxvHdiH+7t34PSGlThAz7emqx6j5P0e/lsGqVu6qspQnZeLBH8QTqMVymgFombPIv5RUMo00OodUFvdiA4EMDMYwuzUbBiKaxBo6EGoZQCBul7mwBxY8xtgoT4wJ+fD6E+G3uCAQa6FNjISSvaTCJmMvUCDWe44KDMrYK6dC2f9IEwlLZidXogZYXqIRHqI4gTq/TDmpIXQlugj/haU+w0o8WhQ4dGixqdBjV+DVnJAT4YHS0uTsZ7afEeruHdfg9295E/mgaj/vQMNODzUgmPE/+xIJy6KM2TY32+sIv6i/teP4B77wCtji4n9MjzctIyvLaZPmC9x/imxZpL4n2acG+2lP+gll3Ti4GATJsSanuZSrKUPWSX2lxT7i5aL/SOKMFZfhvHGCmzidYzf8WaxFx01wvryQqwrF16ihB6COpDY7+0hzr0dOMjYS7+4p6dD2pfy6Px+nBTnUJDzb4y9hIeT43ibtf/B0YP4mPh/eekMez5r/c41/HjnOn6+fU3C/8dr5/EDteCX51/Gp2dO4A1qxNu7JnB41UJsIe8urivCSGUO+ipyiX8JWqlNClJS4XWw95vs0Kj1kEVP87Y8Sg211gatxQ2lP0QOiKUGyISpgF6wrgvxTYMI1PfBXtkJfWE9TIUNcGRVwJmYAxt9g0ltgoYcIGf9R0QR/2gVZrGXaNKK4anrRkL7CAK13dDkVmFGLH1kiDmQEsZAThj92fHUgSE0xjlR6TehyKVCiUuNMpcS5R4V6mIMaA3bMC83DitK0vh9l1ALVmKyu471WcvvUKylFP2zXcL/FLXh2aG26TWD7AWiB9xaM4w76+ZJ940ebFyMV6V7yCtwb2w5bkhzpsT5Kn04I/aRHp6Dc9SCZ9kXxP0CsU/Cob4meoM6bBfrLRvKsaWxHNupqXd11hPXJmmt9W7qrD1dzdLcIqH5t1L7b28We461Yn9vJ46O9LLPMM/IMcfFWXTU+qeI+9X1K3F7y3q8vmcCb+2dxJPD+yTsn595GV9eOIO/3LyMH+/exG+v3sHvjN/u3ZTw/+tV9oIrZ8gNQgOexCv7d+E8td/mgU4sYc8fLErDvIps9FOfdhRlIz8xjJDbC6PBCqPZCb3JAaVSh+gIBWTUbyqVCXryudYfj6hAAqIS06HLLIKntAlxxC5Q3wNDVSuiimuhLGuEtagBHuLpoS8w24JQyHXkkyhERERTD8oQYXLDkJCJYFULUjqHENfaD7MYTwrnEv80zKDXHMlJwEgePX92ouT9qgI2FNiVyLfJUWiToZg5UOXXS1pgIDOIJUXJ2Cz2B6In38mev6OL3E8e2E8dIOE/3IaTQ+04xThPfyDWDt5YOYyp1WINgfD/o9K9gVc3i/kja/Hq1jW4PbaMPLAQF6gFzs0X+Iu9AZkD5JHT/JyXxd5gzCuxVvVAN7HuaMDOdnIPr3tF36Z2k4I8fojfvajxXcR8sqNZuh6Y20lt0kV+6aW26KfWnCedM3ZBjNPTp90ZX4eHO8fx+NAuPDmyl1rvMD5jPX8rzly+wT5/9wZ+uX8Lf3vlLv7x8B7+9uAW8b+Kv7AfvCAHPBdjQJfP4sH+nTixdjlWd9RKuA8UUrdU5WGQWrUuIxkJbjccZht0BhsMFhfxdxF/A2QRSiiIv0ZphIH46/wJkAfCiI5PhTIpB9a8KsRUtpH/50BbRfyI/6yyBmhK2NuLmuBJLYLJl4RorQVRUXJERURhJvMg0miHPkS+KalHqHkuXE090JY3YUZq7vR4cpD1nxGDkVwx7peKnqwkaW/kMq8JecyBTFMUsq1y8gG5gP2gPdGJgawYrKrOwsamImybw1pkHkz8mQMHhsS+Za04Psw8GBTjeh3k8y5qgT5cEXvYvTSK66vZCyT8xVzYDXhr5xgebl9Lb0DupV68KtbPUDtcYB6cZx6c5eecYQ6IcaIz1IhiDPrYoNhHmkHPdljslTrYIY1LnphHL8H6PkGMj4z0SXF8dEDaU+Xc4hFcXkZft3whrq9ZgamNa/BgYhNe2zGOR6x5MXb/6cnD5PFj1PNn8N31S/j53hR+eXAbvzF+vXuLdT/FHOD1/k38RPxfXLuIb29ewseXz+AZ6//Kto3YMa8Xo1XUe/SsQyUZmE/t10o/ku5lLSrUULEvq3QWaFn7Wr1dwl8eqZLwVyv10Bmd0HgToKAHiCZGkfHp0KYVwlNUA191CwyMWeWNmEH8ZUWNMBW1wpFZTT2Yi0ibDxHq6fGkWbMjEKU1QeuJhSW7DNbKdujqOqGoaMLsrELMTMrArFAS5iT7p8d5iH8/tXRPXgpqqQUL3HqkGKKQZoxGjk3BHNCgkd6wM9mDheSAVeL+kJjHJdbMd1Zhe3cN9SD7wGCztKZU7Gt0fKCdddsh7Wd5jv38ykoxLjyKOxvpA8n/b06sxTu7NklriMQ62NvrF2KK/CB04+XF1ADkAFH/Is7N76KunCuNPQuteHSom/qQvXuwk/h3/n/8+f2fnD/AHBgk7iM4t3Tay19nnU+tWynFnTFxhttGvLV7Ao+p1z88cgCfnjiEL+nhviKOfyWu/8E+//srd6T49d4t/Meta5Lu++n2Vfx05yp+oP5/cYP4T13GB+T/t08cxsm1K7GhuxWD1CejlbkYrc6j78tDRXIc9b4J8tnR7PcqKDUmqPUW9nszFEqhAdTkALnkAVTUckpPHGQxSYgMpyMiIQOa1Hw48yvgq2yGraYdyqo2RJU2Qp5XB2MuX0uvhS6xEBHuEGbqTJhJ/TdT4E99oaE2MKYXwVjRAg35Q1HRjKiMYkQkZiOC3NCc6EWnmFdLnzxUmoUR+tRO8kFVvAsZNhVSjTKkmZgD5IMKasO6WDPmZgQxT+yrUpMn7Xu2ua0cmzsrsb23DruoBfcPCC6mHhDnV7A2T8wTe/52S/eLrhL/u2NiDtkyvDWxBo+I/6M9W/D2rg14uHWVNE/6trh/JMaSl4r7p904S+zF/JFLSwdxfukAzi5hLBbB59TsFxjien7pCC4snYdLYu/QlUswRTxuizrfJtaobMGbxPsNMZZLjf5EnPd47CC+OHkc3547gxfn2ecvncf3Vy6Q269JHP/P1+8zHuAf5H3R83+6Tc3H+OH2Zfr/y/iWveHbqat4fOoYpiYnsH24j32/QlqPvoj9f4T6tIGcGrKZoJOxJmdEsDfLIVdqiTs9m7jKNZAzJ6Lp32UCf3KCyh2L6JhEYpSOyETin5ILU2YxnMV1cFd3SGPDptIWaLNqoBfYJ1dAlVhE38CcsXnIARpEREYhinyjJM9oqBFVxQ1Q1HRBXdUBTV41lNSF0fGZ5HsfOjJC6M6Jx0DxtF7po9duTo9Bgc+AdIsCycZIZFIPlPl1qI01oSvdhwGxv2M5dTi5TnDAZsEB9AKT/dRb/c3UW+SB/mlePkV/J8YHL64YwrU18+kDl+Ph+Eq8s2M9Hu/ejMf7tjI2kwfWUQ+IsXfywNoFuLpySJpzcIEa4vLSfok/hF+8vGqUV/YKcV7MmiX0kctwc+0y6sjlUojzWO5sWINXtjCntm2W6vxd4v3ekX1479BevM96/4Se/ivquxcXzhJzavsr9HLiDGDGz7eu42/3p894/q+3X8N/v/Ma/v3WK/j7a7fJB8yDu1fxPXngmxtX8OL2dbxLj3BpfCNrvx0LqkswUJKDpY2V0vq2wvgAvVk0osU438xI4iKDTK5iqIk9uUDGiFay/hWQU7/p6AH14j6QhH8aopkDAn99WoGkAzzUAeL+sKesHWbir0mthCyxGPJwAZQxqVC7Y5hDJsjYAyLpL+V6K1TEWZZfB1l1N7T0Akb2Dl1OGX8nE22pfrSnB8gBAfRS34+UpGC4lFqA9V0ddiHPY0CKORrp1mjkuxUoDWjIGXZ0pfmwoDCZnjAT6xqLsYEcsLWnFhN99dgptPrcZhwg/keGqLvm08uRu88Sw0tiPvz6af3/9sQ6PJrciPdY/0/3b2Uf3oTXd6zFgy1ib4GVf84jWSLtNzK1bqG038TU+iWs6eWMFbg//hJe27Yeb4qzUbezxic243XGm5Nb2Ve249G+STymJn96eC+eHT+Aj08fm+7v50/hxcWzxPoSPfxV/HrrBmNKil+mbuL3u1P4B3v+v954gP9+6yH+57uv438/egP/9c4r+Ocbd/Ef92/QC97AV9eu4Oub1/H6wX04tmIxljdWYVFtCeZVFWMheaAhOwMhi4l1PwMzxFgPsY+iN5P9GQqGkq+pqNnkxF8l18NED2h2xkAtPEB8MrFNhSolG8rkXGgzymCn5vdXtCNE/N25rP30MkRRz8vjc6APpsLqS4DFzJqXK4g/vSU1QDS1fkR2NaKrumFo7oe9vgOWEpE7OWhP8aEtxYs29vWezACGChIwVJyMXuJfT21QHLCQA+RINUeRAyKR55axB4g9GpwYzQ9jkdjHuIFeu7UUW4j/9r5G9oAW7OwVe4S1sReIOZ9d1GJz8DJ13RkxJ5qeX3iAN6n9351Yj/d2jeOZ4IC9Arv1Ug68uXsDeZo9ms+n90lhTY+toHZYwf7xEnNkLTHnz3duxju7Rf9g7N7GxxPEfSeeHthDTbdvGvuj+/E+8f+E+H9Or/7iyjl8f5U8f/Mqfrt9E3+/d5txl3EPf79/B/8k3/+LOv/fb9zHv167L531/T/eepUccB9/vH5nGn/6wS+vXsFX16/h1T27cHDBMJbWlmKFmNvB2h+uLkVxOB4unRYzBf705VHEI5pYK+j3ldToKoa4ihxQRFL/Cfw1Fno5H7TeEGTxSZATfwXxlyXnkbPL2O9r4C5uQpD87yuogzm7gh4hF+q4LJh9yXB5EuCw0kMo1ZgtV1IPmDE7lIJZxF9e3QNz2yDcTV2wl9cxd/Ko6T1oY523JjgwJ8VNLRhEf34C5hJbcVaaODdH7M+QYVcg1TKbPDAbxR4F6kNGzBV9ICeEhWWpWEpPsI56cJxeYAe5fzvx3zGXHowh9orbOyD2tu2Q7hldXCLmEQ7jlfVL8cYmsSZyA57sEmsJN0tryt8lDzw5uAXPDk0Qx23Mi63EdxyvscYfUmO/upVXave3Jscl7J/s3YYn+7bzvTvx7MD0fM2PjhzEJ9RkUpw6yjiCz8++LI3V/vXaBfxIff+r4Pk7N/EHMf/j/l3888F9/Oer9/Fvgf1rfE6tL37+++0b+IN88MfD2/jbq1P46d51Cf/PL13EB2dO49qm9dhJP7KU/X5NWw0WNVWjrSAXYZcbJuIQOTMCkfTkYrxPSfzVkZHQRERAzZBHzIaMvVrBHNDItXy/ASYjvYGYDxKMowegDwhnUAfkQpZUAnV6BWw51fCTBwKFtXDklkOfzNqPTYfZTezJHXaLEzqVFpHUF7PI/xHEPzK7Eiryv6llEM4mekHqSFtBFbH3oD2B+Mfb6QXc6KXH78uLR3deApozYlGbJDjAilyPDmm2KKQS/zxnNCqpBdoTHfQDLgzmxGK0OAmr6gvYByow0dNE/Jsl/Lf3iLVWLRL+R6njjw+LvTF6cHlRH+6JNYXrl+HdbevwmH3gyZ5xaU3pewfoxUXs3yLFk33T+L67dzvzYBv5YRyvTgi+H2MO8P17JvD+/kl8yN7+gRT78eFhMSfvMJ6fpqa/cJpxCt9cPINv6e1E7f8k8J+iziOP/8H6/+Mu6/7+PfzrAeMVgT054e51/EqO+IXxt7s38PdXpvD7qzcl/H9kj/jkwnm8c/Qwzqxehu38P66oK5L2gJzfUIX67CwErQ4YiIGM2MsjZMRdYE+cIyKhJfYiB2QR5IVIXskJGpkaJmpAo/AGFgeiPH5EiHHA2FTMZn3LwkVQp5bDmlMFX2Ed/PnVcGaXwkAtr4tNg4G6wWz3MX9s0PBzZPQW0XobvUQK5OQJVXUX9I39sDX0wdPYSy3RipawW8K/TdQ/8e9O96M7O4TO7FjiH0JDagzK490oDlmR6aEfsEdJHJDnkKPcp0W1X4OWePpCcsdIYSIWVVAPUA+OddZgS3cjNs+px0RXA3b3NuHIQCs9oZj3Rz9HX3idOXB7xTy8zn7+Jvn90eQGPN0zhmf7N7Omx6a5YPcmqf7f278DTw/uluIRc+EN1v7rxP9t4v9sz3Z8zD7/GXH/lPGJqH9ePzsxrfG+vXQWL4j7C+bBi3On8Jdzp/E9dd9Pl8/j56sX8dv1K/jtGjG+cR1/UAv8wXr/++1r+J1+7zdqvF9vXsHv9Pu/0ff9LLTfrSvUfzfw7NTLmNq+BXvoOcf5f1zeUIwljWVoLcxFdnwC7AYr9BojtMwBLTWejtjriLMuKlIKTRTrP3IWtb/Igyg+V8DAHNBrjdCYbIgmB0R6YpgD1PXBdCji8qnlS2DNqIAnpwa+7Cq4MkpgCmcR/1Ro+F6N3QWNwQQlfYVCYaQWpBYg/mrmiYraUV4lxpC64WwYREx9L5qJfbvYrzXRRf73YE4a/SB1QHtWDJoyY1CXFkQ5f15Cfsj2qZHqiKIenElNEIE8uxgflKE2qEUDfUF3BvsBe8ey2jysaSljDtRiQ3sVtjIXdnbX43BfM/FvwSnmwOn+1ukzhhf24cFLC/GQOu/dbS/hyeQ65oDQhOQD4v9Y4E+OfyzmXx3ciQ9EPxdzsckF7+yiZti9FR/u24FP2e+fE/fnxP1z6vvPyf+fnziCL04fx1fnTuBrEXz89cvH8A3j25Mn8JczJ/H92ZP4id7vp3Pn8MulC/iNPuBv1y8zFxis+39IPeIG/kb8f5kS9/wuS2OCAv8n/JzLm9dja18HxnsasbypFIOVeShOSUCsGOelvzew/5p0RhjpxXTU5PpoEZFSaKIj2A9mk/sjoZgdRW5QQBfN9xF/HTWc2hWA3EcvGEhmpEMVmwtdQiGsqWXwZFXDl0U/kFEKazgbhrg0aHwh/o4LapOJ3oLeUmGC2uCElvyvyS6CvLwRs8paEF3aDmtNH2JqiT9xb0/2ooMasCOVQfzbiGNrph8N5ILaVB/KE90oS3SiIGRAllcp9YBk82ykmmYhk48L3NHUBErUxJnQmOygd0jASGUGljUWURMXYT1zYbytEnvEfsK9DTguzrihRzg70I6L9IdTYn0h9cDr1IRvUfM/3r4GT+kFn+0cw9Nd1ALs/Y8Yj/dN4NnBXcyBPcwF6nri/pTc/yFz4dP9u4n9PnwpQuSB4H/h844dIA8cwHP2gi/JB18ePYSvjhzG10eP4MXxo/jLiaP468njjJfx09nT+IW88Ds54W/XLuGPqev4191b+Ce5/ndywA/i3v+Vs9K9wOfkk1f27qDuX4RVrbVY0VKNvsp81NDvx3lcsJmt0Ar8DTZYTVZYdAYYlQrmgRx6RRSDPCAXnC9wj4ZqdrSEv5r4a6nZ9eR/LfFXeuOgIP7KQBq0MaLOc2Cm17enVbD2K+GmJ7Aliv6fApUnCJXTCbXZJI0lyf/EXx9Kgi6L/rCkFjOK6jAzvwH60g4EKrvQksrap5drJ/btxLqdmq6V+Dcz6lM9qKEvqCD25Yni/FQzCgJaZDqimQMRSCL+KVbmgDMKucIbxhhQEW9BMzVEV1Ei5tXkYn5dPlY2lbAnlE7PH+uulfaWFTxwdlicAdo1faY0fcGDl0bJAwvx7tZVeG/7OrxP/N8n/u/t3MTesAnvkPMfU98/FXPx2O/fF/iTAz7ga59S839BbhDYf3FwLz7Ztxsf7N1FXbALH/P158cP4hti/fWxI/jm6FG8OHYM3798HD8Q+x/PnMCPp0/iZ/LAb5fO4x/sB39QG/zrzhT++94d/OftKfaHK/hOzP2hfvzo9FE8O3kY16lFDywexpIGMae3CPW5achLjIXf5aQHE+P8VuJvh8Vohc1ogpVewKhmjRN7vZQHCmjl1AX0geoI4QOVkgbUkjME/6scHijI6Up/ElT+VOKfAW1sFgz0+mZygI1a0EH8zYlZ0ATDkNs9UFlt0LL+VUodlEoTNGI8IRCGMaMA2tJazCpiDuTVQlPcDF9lO5rT3Ggj5i3Evi1d8H4QbdlBtGYF0Mi8qCcvVCe5UcWooEYoj7WgwKdDtluJFFs0ku1iH8dopDvlyPJokENNIHpFFT+vozAJPaXT+zIurc3HWEvJ9BlHcxtwrF+sAaEOGO7EpflduLKgG7eWDeD+6nl4a+NSPNq8Cs/oC96fHCO+43ifPeA9ar/HjCfE+33W/Pv0e+9tp1agF3g2uQUfMy8+Yx/4fP8efLSHvWL3DubATmoCcsKxg/iOfP2CmP/l5ZeJ/cv4kTX/A3v4j6IHnD2FXy6y9q9cwN+J/z9uXmNQD0zdkLD/8eJ5fH32BL44dxyPjuzGK/w3HVk+D5vpc+aW5KI2IxlpMUGEvD44HG5Y7dT+1OECf6PBApvFSl1uhFlPflcRe6WS+CuJv5K40/uLcQBqBKHbtBqjNIYjJweI+SBKTyLU3hRoyQHqmHRo4qn3kgphSi2FJa0UJuKvDSRCaSX+5B2N3iD1f3FvQaPn3w+KdQVFMBfXQVFQi2jqRx29g7eiCY1JTmLvRXOqn5wfg3bqvvbcOLRT07dkBOkBA6hLZh9gVFErVMSK85SNyPfTE7pVSHMokGyTMRfk1Ib0iA4lcvnz4ngHGrP4OXlJGC7LwqLKHGwgD2xvr5T2FT9OPXiGnkDEhZHpHLi1lPivGsFbQgtI+2WtJ/6b2Nsn8fwIcT2yDx+R99/fK3DdgWf0/I+3bsDbm9bg7fG1eEJf8NGeSXx+YB/zYC8+Jw8ITfDVsUOs+0PEn1x/6gS+Z63/cIpx8qTE++L5T9SEv1An/kqO/+3KRebBZfx6+RJ+Zvx48Rz+Sm74mjzx5fkTePfwTtzZsR57Rrvp9yrRkpOEgvgYxLg8cLFmrdRtNqcPVpsbRqMdBmJpsTAHrGZygRYGDTmAvUBD7NWyafzFGICSV41MBY1KDxU1gJy/K7P4IXeEoXYnQ0MOUAXI8yHyQDgfxpQSWFIZ4VxYmBcGej8VdYNMq0OUmE8qYy4x/8yxybBTJ1oL6qHLrYWWXtDMPPBXNKIuzoYGaoBGgT/x6shJQFc+65bRnRdGJ5+LszOb00KoD/tQE+9BWYwDJTF24mxmzeuJuUraSynJIkeSVU4uUCPbY5B8Q31yULq3MFyQhpeq8rGZObC3sxoHqQ2PdbMPzG2ani/AHLhGLXh72RAe0he+vmoB3l6/HO9uWo0P2Ps/P0R+P7YPnx7eTb03OY3/zi14up29Ycs66gbmAHPhyY4t+Ii8/+mB3fiCdf8VNcDXx9nzjwn+P4zvTh1jHMe35IKv2Qe+PHII3xyjDiAP/HT+NH5kfE+P8D21wHd87ZuTYs+Ao/iKfeKz44fxMfvI3YkNOL1qFKvoc3qLU1EQ50Gi2wmnxQWL1QuLIwCHK0gv7pU4QG+0wGi2wGwxw2oWHKAlB4ixXwUU0QxiJfy/UvT/SMEBOqgFBxidUJpZ/9Z4qB2J1PfJ5AH2gkAq1HHZ0CcyB8gDZuLvICeIsT8tc06m0SKC/UQm5hSZ2YsS0mHPLIUtvw4W+gYrvaC9oBr+snrUxlqJqxMNKez72XGYk5OI3oJUDBROx9yCFHRkhdGSFofGcAANCQFUhTwoDbqIvw1ZzIFUjxYpLg2SbIILFEhjLmTY1SjyWaQzl+dkJGAgJxkrynOk867E/i8726pxQJx909OEE+IMuKFOXBidi2uLBnBv2TDuLxvBw5XzmQvMg7GV5PkN+HD/BD6iD/xIwn+7pPs+4eOP/8yFRzuYC8yHJ+wFz9gnPt47yTzYRe7Yh+dHD+DL40fw9UliyTz4jP7g4/37JJ0gPMO3/NlfyQPCE7ygZ/zu9AlifxRfiPdSQz6nl/iQXPKUOvPyuuXYN9qD4Yps1KfFIMVjQ8hhh9vmgc3ml+bjuIi/y+WDhX1AbyEHUAOamAdWsxlmowE6tZrYy+n7ZdK9PzlDGcGcIP5qhR4ajYXYeaCxBqCxxUJrT4DOlQitlzxAL6gOZbIP5ECblMccyKEGzIItmACT3cvcMSCaOSXmBWrMbuKfAVsW8S8k9nnVsOVQN+RXwVdah+oYC2rJ1XVJHuq+EOZkEau8ZAwXpkhnGQ2JHODz7uywdG5um7QnewAVIS/yg07khBzICJqR7jMijTkghV2FVIsCuQ4dSn1WaW55Z3IMRphbCwrTsJoeSZzfsa21Ejs7aqX9AQ/ObZby4Cz9wDWxd7bYO3lBD6ZG5+DOoj7cXzmCN5gH77InvMcaf7KDvn8XdR/13ecHhN7bSZ04jndEPxhfh0e8PqU2eErN+Iw6QXDGJ4f2Evf95JB9+IA4Pt1NDbmbOcTP+OIQeYKa8Ct6gues88+ZL+L9Hx3cg/eZQx/wb7w+MY6pdauxo6cdS2qKUJEU4P/bBj953Wd3wOv0k/9Z+yL42E78TfSBeidzgLxsMgj8hR+w0Bfq6NGUiI6WIUrM25r9f/FXQc2+rdVSO1q8MNgCMNhDjFjyexgG4q8l/kqGPJQGGbFVJaTRF6bA5A/BzPo3aIX/V5MHjFDbfDCGM2HKKoapsBKm/AqYc8phya+Ei36gOsZKTneiNtHDGg+iMyMW/TlhDOUlkrOTMJSfiEHGUEEyesUZquQBcZZ2ZdiLIvJ7fryLOWBDdsCMTK8e6R4dUp0apFiUyLbr6AstaAiJsxrc6E4Joj8zHkuK07GSXLC5kXqA/XNvTx32ddfjKDXByYFWXKYuvDbSgal5Hbg50orb1AZ3mQMPVy/GmxtW4e0tG/CWhDH9wQT5fscEPtixTdKB72xaJ+mBJ1s34ukEteG2MTxmPN2+hXyxA58d3I3PiOsn1IkfMQdEfMY+8QX7wFf0hF8ePcz82E+uYX5QQ75P/fiU8T554t7YWpxbPIqVNaXoyAwjzWtm3evhtpvhcTjhoV9zOYKwO/ySBjBSDxi8xN/tgd7qlPC3U9fbBRfoye8qDWTiPg05IHpWNBQR1AHR7P9q8gM9gNHsgon4mRyxMDviYHCFoacO1ATTIGdEBVMwS4ztxiRCEUPud/sl3yjGD5RKfjZ1h5p5aEjMhD6rCDpir8urgJ71byD+Nta/mO9bGbKiipq9UTo3wyvd3+/PisFQThyGxdrgoiQsLBPnmpELqAeamScNaX7mvxelYQ8KQk4UxNiQGzCxHxiZA3rqQi2y+d0Uukyo4vdU5TGhgZqhlRqyLzOEeblhrCjLwNrqbGqCQoyLcyapDQ911+FsfyMuMq70N+Bybx2u9jYyWnBzuBe3F41QIy6lV1yG19auwptrV+PRxvV4Mr6JWnAz3tm8gTmwlo/H8GicXEDM3ly/Gm9vmM6JD9gbPhF9gTpRXD8UsW8X82Av/cMefEAeeSLmCGzbjDf4mW9v24qHvN7fsB6HBnuxvr6SfTAGOW4LfCYNXFY9nE47uZ7a70/8LXYf9KxDtUPM5WHte5gHDhfMZjuxt0s5IMYEdEKnq9TSPcHoCHEPQA4V9Z9Wwt9E7UjOoJ4wE3+LMw5GN/GnDlT7kiH3E3f6wpn+RMz2xCLaHcNad1PvUf+T/xXEP9pghsoTYI9gr8ik/88uhSKrDEoR5ADhByoD1GlB+vYQ8Umwoy3ZhbnpfvTRCw4T/3mFYSwoS8Gi8jTML0klDySxR8SiLSNAX+hFGXmgINaJolgH8tlLsoMmZIh5A24D8TcgnzlQ6tSjnNcavwn1Yg5Rike6z7AgPwGLCsPSGbSrKzKkPYH2z6nG6b5GnOurx/nuGpylXzzDPnG6pZrPW3FlQOypPx/3ly/Gay+twOtrVuGdMeJP7N/bsRWPtrEHbNkoxVtja/D6ulV4bQ3ft3YleWEd30c/ObkVHwt9IOZ4sz+8J+kFMZawHe9SR7zBHvMa3/uQefXm+DjurFuLC0sWYV19Nf/dychxmBE26+AzG4i/BU6Xi9h7eRXcH5RqVmt1Q2VzQMOf6T30gi72YZuT/O8g9sSfmsBoMrNXa6R7wfLI6ftDAn8xD0yrMU3P66YGMJH/Lc549pJE6F3Uf7wqmAMy4h9J/KOJv8IVA43FLY05qNV6RCtUiCTHyNw+KJMyoEjPhyyjGFHpxYhmyDPoG6kHyvz06z4VSv0a9gIjGsVYfpILXcR2gHpgmBgtKEvFwtJp/EeLktHP2u1hDjSnBFDL3l4a60KZyAFyQAH7SS45JddvQZ7bhALiXiTO+GCIOYTl9I318Ra0iDkEqewJqR4MZAptEIc11FPbmkpxuKuO3qAWxzuqcbS5HAdrS7C/uhiHGipxvE1wQw9ujAzg7pIF1IrMg3UvEe8x4rgNjxlvT4yxdtfhFeq0+6uW4N7yRbi7YhEerF6GV5kLbzAn3t6wEm+sXY5XVi/B3dVLcW+tmDOyGlMbV+D62sW4vnoRrixbgKvLl+DAQB/WNdSiIRzHnsa6Vyvh1WnhsdrgIqYOcr1D8nyC94MwsmdrWLcqcrHKaofe4YCF+NvpB2zUiBZqcqvoB/QEOp0easkH0vsJ/0/+11K36dUmGAxOCX+jLYY5EMs+EA+9PY68wnAnkFvCUPnC0LjjqDGoESzsMzriT/8YLVchSm+Gwsv6T8mCJr0Q8vQiRKTkIyI5H/LUQphyK1Hs06DQo0CRV4WKgA51IbN0L1jcE5qbGsBAdjzmF6cwiL+Yz0wdMEAd15edgM7UEHEMopr9vZJasDRok3xhEfVAER8XkfeLyf9Fdi0KbCoU0ReWeLVSntXH8e8kTvNNT7roN7FYXpqJjTWF2CvOl+5uYA7U4zAf760vxc6qIuyqYR4wB07OacEFsf/X6CBuLpyHB+SAtzaz31MPPqWee3fHON7csh731yyTcJ9aMh9T5IxbvN4hpneXzWfMw81Fw7gq9mjh51xYOILzyxfgwktiL/dRXFwxjJPze3FsZC7WNtSgJycdmU4bYvUaONUqOLXkfXK5g1jarX/iSt63OGKo1YKS7lIQfwU1v9ZiZV644XYH4KQ2tBInk5j/bTRDrxdegD6NOkBLza6LUsGo+HMegMkNs9VP/INSDhisMdBZg/QCIXqBWPJKPHQe4QvimBvUfvxcI3Wj4A+ZjPqPXKD1x8Gclk/9V8IewPpPzSP+OVCk5MGSXY48jwa5biVyXUoUudUop4aro5ZrCFrRRm3XmeT7cx0wPXx+CgbzktCfLfBPQg99nVg/3BzvQz1zoCrGwXCinJ6gnHlQFrBJ+r/YZUSBU4t84l/oms6BMp9OWmdYG29Da7KXuST6Df1BXgrWVuZL6zh2ttVgF2NncyUmxLlctcXYWVeKA41VONJcg1OdLTjb00m/MII7rNOH7POvbXwJr25cjQfrVuDWioW4sXgeLo8O4NJIHy4M9uDCUA/OiHO5elpwuKMR+1vrsau1SZorPinOfBzuwe6RLukcG3H217LqInrjBGR5HXDTtztY9zaDETZiZzUJPievW3zESfA0tZozhrovFjpnUOrHKmo+vRj/s7rgdQfhc8fCxfywCK7W82fUaAbmko58rRP3/6KUsLD+bdTwduaIzeZlP/FKPKAzsr8zJ3RWH3PML/0tk5O8wNq3Me/EZ+rVZgl/4SGM/D1XXBr89H7u7DJpHqiM2EcmZ0Gdmgs79UAO9XqWW4Msp4p+jTlA7V7lMaLWJ87vs6MpZGe/Dkj7rg7ms/YF/syF3hzin5mI7vQEtKeIcx8D9IVucoETFfy9CuZCedDOvmJDseABL3uBW+SACnn8O3m8Fnt1KA+IMxbs0nrjbv6dHnqEUebXsuIMbKovkdZ47Omsl/b/2d1ahT1N9At15dgj+kFtBY43Uyf0zMHlgV5cXzCEawuHcWPJKG6xlm+xzm+wxi+N9BL7bpyZ245TYu/hzgYcbK7CZF0ZttZVYGNdDXUdo6UeGzqasL6zERs7GrCwohDtGUnIcNsRazHBQd9uN5lgs9j4XduJuYs93csISD3f6GDQ9xuJscETIif7oCNHmFiHNvZ9jzOAIGvWT7528P0GcX+YHK3TsN8riT97gCFaTvzVcDAnXGYrHOwTZjGOLOaLG+zQGGzQmFzQEWsj883MPLOIOR/8bNFXNCqjhL9Ba4HbG4u4lBzE55bDl1kGQ1I+ohOzEEX8tel5cOSW0qtrke7UIcOhYW8jLuTpEr4mzuSrZB5UeAyopbZrSfajS6wTojcU43ndxGgO8e/KCqMjIx7tabFoTPTyvcSf3F9B7MsYJUGx174NZeSEYr8Z+cyBHLsKWXY1cplrhS6NNK9YrD1rYN+oD1Ib8L2dCR6MMsdWlOVgvLEcW5srsIOxs7ECk9UlmCgrwI6SfOwup2asqcTBhmocaqnDQcaRzmacFPv7DnThNGv6eFcTjnTUY18zc4m4b6ee2FKeh3XFWVhdmotlZYVYwlhUXoRFlSUYLitCf1EBapLC1LFOOKWaN8Bqo26jzxdcbhF6XlzZ8y3EwMzv30z/ZWaNW6jHrP54WD2sSfYFq8khhdPuJf5xCPkS4KVeE3jp9VZpHZhGqZU4QC+Tk/+VsLEnOMgzDpMFFnoFsWZI8IWW79fRF+jpDc12oTkCxN4PB3NN+AulSgsVP8vCvIsNJSI1owBJxD+QVgx9fDbkCZnkAOKflgdrdjGSzGqk06dn0a/lOogJ8S+wqiS9VuKgf3fpJTxrWdut6SF0ZiWgO0d4gDA6xdrBrETin4BW4t9AL1An1pCxd5QHprVACbEsjXOhPM6NUqENfCZpPlmOCKf4m9O6oMxrQDX7TjW9Q61PnAVmRke8B/383GWFGcQpB5uqCrGN2G+vZi+oLGUOFGGiuEDKhUniJvYQnKxl36BG2Mf+cKC1ltcq7Kwvw/a6EoyTy8drirCxYhr7FflpWCrWFPPzFzLmF+dgYWUR+oh9S1o6sr0+hMS4rU4Hg9EIA/E32Z3s8x5+9/z+nez5Lmo+1rzVMx02bwwcXta3PwFO1p8YC7BZRJ+gTiRX+N0hBH3kAPKD6AkGgb8Y7xGaj55NL3KAYSQfmDU6WAwmmKkh9DqzdF9YR31nZN8x0V9YibnwHC7i76S2NJOXlGq15Ckt5A6BfwpxTmTvDwi9R/xVCVlQJGVDzT5gSC9ASCNjDqiQQbxzxHlsFhWyTUopci3MB3JBoccszQGrptdvID+3pcehTawZTY1FuzQmGEJzUgD11IwNxL8mKNaQW1ESsDAHqAHIH+V8vYK5UCZygN4gn5FDj5hFDhA5UOCiDyHXlLEflbl19Iw6VLqZB9QPHXFe9CT4MZqeiKV56VjLut9YXoL1xH91YTZWFKRjdXE21pblYg3zZE1JDtYWi8jCmqJMrCpMl9aELxF4i/XDfLw4PxWLcpOxOC+MRQxxTuxQXjL6qD9qEuOYn2746Z8coj8zBzRWMzR2G3Ssf7PdLeFvI/42lw926joHfbZD6DvWv5sYe3xx8BB/8ZrIF4vFBTu5wM18kHQAucFJz2AhL4ierVeJeULkAYVm+h4g69ioFdjbpNwRcwJFWKg37Ha/NL7oZO6JMScP+45L/JuoM5Vqsb6EuWO1IhgKI4HaPzatAN7kPJgTsqFjqBNzGTnQ0Av4lBFIMMiQahFnMaqRaRbrvpgPRhUfUxdYWaMu+nj27/JYO2qYA8L3NScH0BpmLoSnz30X68ebiHELa72RGNcJDmCtF3uNKKSWKOXzCmoJCX9yg8A/mz/L9ggu0EpckM9cKGAUiVwgP5TRP1Z4LKjxivNfLWgLedCbFMKCHIFhDpYU5mJBQQbmEcv5rOOFxHkRY6HYuyo7GQvITQvJVQvYq+ZlJmCIPDXE63B2mFpT7AuRjGUFYawsCmNVeTL1TTyakj1Is+lYF+Rg8rBVZ6DutkFF36d0kH8d7P0O0QNYz0438WUNegQWvDoFDj64ycke4usiF1jZE4ziXjBr3cYccLJu3cTdQ1/mEr9HDrfo7TBQ76vFOn6ZBirqf53WTD53SV7BTq1gtzO3qBvd7PUedwxzjI+Jv0/gz7/potY0sVeoVGIdsYZ9xwZ/bBixyZkIUvO7k3Ml/PUJOdAl5kGfXABdWhEc0bPhU0UgpItGokGOZEaaQYlUvRIpzIFUkQtWNfsDe7VPj9KA2BvEhjr2+aYYN5qCLl4daORrTYxm5khTjBWNQTOq6CVK2d+L2PNL2ePLY8zEn5xAbigkv+f52QsCZuk+olhnkOfSMQf0fL8RpcS7lLiLc/eKXGb2CCO9iRW1MS60J4n9yhKkff3nUIt0iqB36CLOYoy6n32pLz2evSMOgxkJUvSnxaOXXNXD6GMODOakYFTsb8a6X5QXwiijnjo00yrndzID1qgZ0/N12IN15HyVww4V/Z/eaSfvOsjr1AXs/4J3Rdj5/dut0/i6WOMe9gIn8Td7g5IONP7JAWL8R7zPIcaLmANuvs9BXjBR26no2+UCf6VRGvtzUCM4qe/d7nj4fEkIBpIRE0xCwC+eMw+Iv3TPgX3FzlyR5o2SN8T9f4uTfiOB703JhJca0JaUQ+zZ98XcAda/jrWvTi2AJWI27MwBj2I2YtWRCGujkSLOZdTKkaTjVSfm/ivYHxTER4VCesQK9uoa1nSD34566nvhFeuFfqOfawyJM1yNDIO0d0SVV8PerkG5n7weNEpRGjShxE9eIP75zIV8MVbAXiF8QolbhMDezucOegYbCol7Mf9WOb1FZawLtQleak1yEPFtyoxHIzVJI3tSa6o4dzoBvelhDDCGMhIxTP0uzg8fYO/o42u9GWHpXuS8wkwsKM6U9hbpS/Mxd63I0CsQI5vJ72QGLPIImOj39GKMzuaS5uJoXfTXrHkbcbdT/4l5Hk7Wtp0/t1imdbqNeeAk53uJj8sndGDctBdgThiJu5H4C98g5oeI+0Nub4zEGyZqN7XaAKXgfrWJPO9ibsQyjxLgJ/ahmHTExTHiUxGMCcPvD0n173IKbqDGNAstYZG0n1pnpA71wJOYAn9aFtypOTARf1V8lrROQE0eEBpA+EBjRBRMs2fDMnsmPNGzEFSKs1KikKD6M/g4rI9CsikSaZYoZDIKbUqUUS8Kn1jJvlBJTigX48gB4ee0qGBUMaqDOmoBXqXXmAcBkQNivJm1HGAeEPMieoRi4lpOPqlmbVf7Hcwv6gRGkcDfQw4I8jVxDnSiHzVinxJGPbWmmFtQlxpCHTVivdjHLIX4kxf60pMwkJmM4ayUPyMVQ9lp5Pw0DOXySg0xWpiF/uwU5kuI/GJEoioa9hkzYBMhk8FOzW8h7+usrEvWtFaso3QJrxUg/vzOyeF25oSDeAt9ZyKuRqHJRB8g5u5gPJzBMGwxSTAHwjAxB8QejybbdC8wit+xifeL+4TUkMTQaJweuxdh4mOBrZdeMuBLJP6pCIUYsUnwB+LgY964xL/D7pXyTvgIMWasUumgFfcYA+SHlAx407JhJ8466n5FbDqUDDkjIj4NM+JT/g/haJeylIubSgAAShJta0JU+s7K/gB/v9gAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHic7L33c5uHlffrvdvebM8m2eymOIljx022mtUbJYoUi9h77703sfciihJ7770BBAiAAAiCBNgpiWqWbFm245LuJJtstmXfu3fvez/3UPkXNMMZjn4484Bo0pzvOd8CPADIHPMhedSVZMVlshZcyNt0p/iOFyXbvhSs+XDF7EnWnDPZGnsKtOcp0Z6l2nSBa6t2dDz0YOyzEMy/SuHuvxXwyb9W8cVvr/PFz6/x088r+OjjXB5/mMW7H6Ry91E8m3cisG4GsbASgHExAIM5lDlzJLrlOPRbyejupKC6l8zo7Vg6VkJpXPCjweRF65IvnZZguq0RLwDP69kVRePB5I16kzflTuGcG8WLrhRZXMk3uwrurqTOOJMy7UD6lB15SluKZi5QMXeR6kV7WrbdGP7QH9PPYtj+bSYf/6aYn/66mp/+uIoff1rKDz/M4cPHmbz/MJV37ydw63Y0qxvhLC2HsbAULhWLeTmZhc1MzPfyMDzKZ/ZRDuN3k+hcDaPJ7CP4ewj+PnRYguhcCt/tfu214sZ0NPXTsmuqIOq1vtTp3ClTOZM75UjasCMJfZdIlEobcCBvzImiCSfKVU4yA040rLgycN+T+U9D2f4imY9+VcCPflnJj35UyY8/KePzx3l89iCHj29n8ngrhXsbSdxcTWB9NZnV1TTWNnPZvFvK5ns1rP2wnoVP6tB8VM74/TQ6VoOpN7lRZ5R/Z8Gd5gVfWk1Bu92vvVZ0auMZMMQxshBHvymcDr0fNQo3CkdFD/pcSO28THqnCzldwgsDbpQOu1Mx5Uq50pl6owv9G+6YPgjl3s/S+fTXFfzsN/X87Of1/PzzOn76fhk/uVPEZ+v5fGjN5KE1g7vLmWxv5bN9p5S779Xy8JMWHvykm9u/HGLp511oPq1j5H4GzVZ/rs45UK45T7XOgWvCTfU6793u114rek1RTK0lor2dhvpmEhNrMbQZg6lVB1A67k/BoC9F/b6U9vtRPepP7WQgN+S26xov2he8Gd3wY/GDOB7+vJCf/K6RX/1HD7/8TTe//Fk7P//gOj+9Xc1ny6U8mc/joekK9yy53Nsu4/77V3nwWTOPvujl/q8H2frNKPM/62D6oyq6b8VzbcGV0tlz5CmOi+aco1J1iWtq193u114res1BaG7HY3k/A+v72ZgeZjEmPN1hjuWqOpzSiSBKxwKoGA+iThVOkz5WdDieLksEQ6LlynuRLH8i/C66//Pfd/Pr/x7ml/82wK9+3c8XH7Xzs1s3+NRcwQfaIh4aCrm/VMCDe2U8+Pga93/Wyt3f9LD+627MX3Sj+GEtvXczuS5+r0Qr2KuOkDG1n5zpo5QqznF1xmG3+7XXik6jB5rtCNY+TOPWZ4Xc/FEphscFjN/JosUaz1VDGFf1IVyfjxRNTmFwO5epR4Uo37+C5sMMDJ9lsP6LQt7/3TV+/F+d/PS/e/jRv3fyE8H1x5908Nl2PU8E/4faYu4Yiri5lMvWdh6bT0pZ/fwqiz+7gfZHtUx/UkX/u9k0r4VRbXSgcPY4ubOHyJh5m5yZI1SobLgx67jb/dprRZvOEe2dULY+yeDhF5W8/9sbbH1Ri/6zUoYfZdC5HUf3djzDosmzH1Ww8NMGVn7Vwuo/32DlnytZ/W0Jt/+1nPf/o5ZPft/ED//vBp78+w0+/E0zH37azJN79aL71dzRl7FmLGLJnC1+X+bmQTbaD/JRfFzC6JMi+h/n0nk/kZYN0ZZFB8r0J8mfO0KW9hB5uhNc1drRqnvO/88a/9bZS6hvBbPxUTqPflXFh//WyL3fXWfpV+UofyRa8HESik8z0P+khI3ftHD/Pwd4+L+HeCB7fuu/6tn4jyo2/lVm4LfFwuWlbP+LcMivpX5exq2Pq9h+t4abmzIni6UYTXmoTelMW5MYX09g5HYyg/czGXiYLfhn0vc4kYFHEfTc9qVh1YFK8wUKTecoW7CnyeQp/vS5/3/m+GsuMbMVwOqTFN7/VSWf/HsD7/3HNdb+pQTNLwWrLxLR/SaH5X+v4eH/DPAJSqkZPmSSu/9vByv/WYvxV3nof5yO4dMkdJ/Gof00kblP0pn/oIDFh6WYb5cxt1rM5GIuA/NpdJsS6DLH0LMmmeN2qvBMFuOfZjMpzzHzkyTxgNGSKwNo2vCkxurKNasXXdYwxlfid7tfe60k77kwveaH+d1Y7v44T2agjLu/LmLxi3QUP4th5BcRKH+bivn3Fdz/P718xLRgP8UjRlkTvtfI/Yc+TKH3QSR9d0PEvwXS/yCMkYcxTL2biup+NqpbV5hcy6F/MYN2fRKtc/F0GGLpF38xupUifiIDlXCN5otM9L/OQPPjZCYeR9F9O5iGFT8al4Pok1mZvpmx2/3aa0Wv0ZNJ2S/dzWAs78Wx/sMUzJ8nMPNZCP2fedPxYw+Gfh3F3H8Vsk0HHzDBe4L9bZkF7W+r6PthJte2wilf8ha+dqdqyZ26NR+abwYIfmEM3I5hYD2OrqUYmg0RNKgjaVZH062JYdgUy7g1lsntGJQfxjH74wTmfpksx0QmH0fTezPk6esAzZZg+tfjmd7O2u1+7bVi2OzH+JIXimVvyf8BaO+HoHg/iMH33Wn7wJH6J/Z0/MiP6X9JZeX/qeWuzMDW/zRj+vdqBj5L5frdcIoXfcnVeVAw50mx0Ysqiw91q960rPvQJX6u2xpEu9GfllkfWpSBdEuOHJkVfpiLZsIQwrDFj+Gbvow9DGTyo1DGnoQycDeAjhVvGkzuNC740LsaycTtlN3u114rRpeDGRK8hhZlz0Vrx9Y9GL7jQe99Z9res6PxvQt0/NCFiV9FYvp9Hqv/Xcn8vxYw8ZNEbtz1ochymRydKzmz3oJ/kOAfTIXMVI3FjXqrE20rl+le8qDbIKWW51X6M6QKZUIVxZQ6jFGVL70aZzrmL9G+4kjXLRfhDTfa111oXHSm1uDIdaMr3SshjN96rv/PGv+J9XCGVoIY2JkBqwfja17Cx75MPPBi5H03+t93YuCJq3izYLS/jBd9TmX6c+Hvh97UrF6ixGRH6bzw/nwo15bipGKoWwrkhsWdVqszPasujMoeTyz6MWkIYFoXyrRWPMVsFAqZgzGFD30KmTW1HU3Gi8L3djIzl2ix2tMgvr/WYCf4OwmHBDC+Gb3b/dprhXpDeHg1nDGrcO+KP6qNIPT3wjG9F4FReFjzgT/T73sx/diXqcd+jL3nS88dV/FldtQs2FJrdhR/5kfbagztqwmCXzRNSwG0WiSvrXoysenD7FYwc+thzC3Jc5pjMczHYxAPqFVHoFD4MzrtTo/SiQ6tA+3yfJ3LTnQtO9KxeIlGk72UM90Wf8ZWI3e7X3utMGzECzZRaFcj0G9GYt6OZe1RMreepLH5YTKWD2LRPAgS7+XDyIYbPcLRrVbBxSw7anGlbyOQ8bsxTN5LYvRmPH2rYYKVHwMyE9NboejuRLNwL4HF7STMG0lYVtOwWNOxLKSyoJc5mI1Aow5GofFnwugreiS14cv4hhdjy+70Lwn3L3oyuBQiPvX5/j9r/Be34qViWNyMZvlWAhv3UrjzKIdHkt3vvZ/H+sNMtLeimFgWDzbvSIvellbR6rZFF4YEe/WDRBaeZLH4UTb6dxNRCubjguHUSgC6W/K899NYeZjN6sMclu9ksXJTak1qKYNlUwrLukQsmjgWdNHoTTILMj+zmzI3whm61UCUlgAmzTIf5kjUi3G73a+9VizdjsMiGW1Zav12IrfupnJHMvuDd/O5eS8Xy3YmyrVohsy+dBmdaTHY0ynY94m/V9yV3X6Sw+anpWx/Xsq6zIFZ9l0jfmJWfKVhMwHL3SxW3y0Q/AtYvncF660srOsZrCyns27JYMuUwU1jBhvzaViXEjGLjpiEj0xrESxYI9GbI9CZojCYEzAtpe52v/ZaYb2bwIrU2p1EtrZT2L6bzl3Z07vbOaxtZmBcS2HcEkGPyZs28WGNBls6lpzoX/MUXUgQ7Ct48osWfvSrdj7+/Cr3381meS0OsyXmKdev3ixg/V45aw/KWblXgPW23L6Zzprcdms1iwerBby7Wsy9lUI2V4QXlkUjxEMsLkaytCD8MS/zaUpidSmLjZX83e7XXius2wmy+zIDtxJZ25IZuCXafzOJzY0E2cVoZmUHhy1B9Fi8BXdnmhfP02a5+NSfzdyJZP2jEj78aTs/+0U/n3/SwuP75WzJbi8vJLMsHL+yUiDPW8bqdhkrt4UDbgsf3BRvsZHGnc0cHt4u4dGdCh7cLufmRj7r1jTRhVjMc5I3dcIDogtLRvm/Wa+wtV6y2/3aa8XyVizLG7FYZWetKzGsrUSzthyO1RKMfskfpWS5keUABtclp2+4SEa3oXXplPj004yvemG+l8q7j2v54ZM2PrzfwKP1Sm4uXGHVILovvL68kMuKtZiVdamtfJmBTNa2ZffvZnD/QT4P3y/n4eMqHr5Xzb3tUu6sXGHDkIRJGcHsdAiqackO2mjMi/Jcq8/3/1njv2AJYX4xWHJZiFQwCwsBUt4YTB6ozR4oLL5MbIgH2w5i9I4nvZt2tAv+LfNHRRNsmbL4iFYnCTZXWFnMZdmQy6IuA7MmGbNOSp8hPH4Fi0XmYEN84C3R/buC/yPRmMfiMT8s4d6TMh49ruaDe1V8uFrGA734hKl4VGPBTI77oVSHoNnJjJb03e7XXiumta5Mzl5mWuOKUu+Gas4Fpc6RCe0lRoyOwv3ujN0KQPFuGIpHwYze86Rr9SLNCydp1J2kVWtDnzzH8KxktplQFMoYVDMJzKoS0M1KaRIx6lMwm4XXxfet7eB/L52t9zK5+cEVyZj5bH8gGvL4Kr+4W8+/rDTxc10tjyZljsZiUU8Eo54NFfxjhI+Sdrtfe63oUpyna+oc/aoLDM8J5rpLDGnt6NVcpMfoQK9k8JE7kv8fRaF8L5LJd0Pp2XSnccmWq7rjVKqOUK04ybWpszRNOtA+6UX/VAgjiigmVTEoZ2PR6eOYN0vOEy+5ejNVvGYqqw+kHspMPMrgzoNCfnSvjt9vdfD/LQ7yv7XdfDF9jYfTkhmV8SzMSSZYSmBpNW23+7XXioaJEzRMnqBNdZquuQt06y7QoT0ve32edtMlutc8GLkXIvjHoHgYw+SDaLq3fLmxZE+J7h2yFW+QOfE62WNvUjR2jIrRi1wf96J1MoS+mQhGZ6NQGaLQL4inX45lZfMPXnPpThxL23Esy+WH6/n881qjmNFRmNeCVsnvlb38eKaK+5pMNhZSJIsIX9wt3O1+7bWiQXmShtnTtOht6DBJtp+3o8MoGi+Xu5Zd6L/px/iDcKYfxjFxL4rR7XDaJfvVLlygQHuQdOUrpEx+n5SJV8geP0je6BnKRy9zbcyXNkUIg7MRKIxR6BbEyy9FSiaMxiJ+03QzEvNmlOTAOJ4s5fK7BcF/fgL0RsFfy3+pR/lCc4MP5vK5Y82WXFrIg/drdrtfe61o0J+gceEcLRY7Oldd6F7Zea/Nje51D/q3/Rh7V7B/L46Z95MZvxfNwM0QmixOVBpPkDP7GklT3yBu7OvEjn6DpNHXSB95h/yRi5SPuHBj0oduVTDjhghUgv/cYgQmawQLqxEYNsMwbUSyJrnjyeIV/sVQL7iPgVrw1xj4P5ppfqdv5fMF8YZrgr3kyvce1+12v/Za0Ww5RfOK8P26I103veiTfR+6HcTg3RBGH0Yw/TiemSdJqD5IY+xuND0b/lw3XaBUd5Bs5Uskj3+VuKGvEDP4VeIHv0vKwFvkDp6mdPAidWMudCj8GZkT7zgfjcYcjd4SiWElnLmtcIy3orHeiuPBahY/MVXyn5p2UE6CSsn/zI7KTDTxubmC91aKuHe7hPv3q3a7X3utaFo/TeP6ORo37Wnblnx3N4iRh9GMvhfPxAdJzPwwHfXH6cx8kM7g7SjarN5Ua89QOLOPjMlvkTjyZaL7/pqQri8R0v63RLT+I8ntr5PbeZTqAckJE570a4QD9OIfTTFolqLRyf7rbkegvxOFQcq6lsA9Uwafa0r53VQL/zHdy3+qevi1vpHPTVW8v1jM9loBN7cKdrtfe60E97PUr53m+poNjTdd6Lzjz9C70TIDiTIDKUx/mIFCdn/83WTRhDAaTZ5UqAX/6bfJmvgeqaP/RFzfVwT7LxHUKDNQ/3ckNL1ETttBqvttaRqXmZL8PqqLYXo+jtmleHQbkuWES+buRzF7NwzdejhL5kju6JL4eLqQn0xe5eeKG3yqvcqTuXLuGwvYWMpmeSVzt/u114qm7XNc3zhN3brMwZYjbbdFA+6FM3gvTiqJkfspDN6Jl8wXTdPOeT1aZ0oVpyiePiwz8CZ546+Q1v8i0e1fIazxy0TUf52UllfJk/2vGbpE44QvPaoIyZUJKExJaKxJ6DbjMNyNRX8/mtl7oag3A9At+WLRB3JbGc27k2k8nMpleyaPW7N5bM5lYTGlYTI/f//nWePfevc89TdtBPvzNG040rLhRudGgOAdTq9g3rseQ/tyOI3mQGp1blSo7ClTnKFKdYqrqpPUTB+hZOQAOX2vk9H1Olnd+ykalNtHL1E/7U3bTBh9s/HiAVNRLaahW0lBLxlwfltKMqDhjujAVhDzy/4sGf1ZUwexrojAMhnL/HQSJnUKZn0q8wtpGMzPX/971vh33Lel7a5o/23Z/TVXWqzutC5602EJpMsaSueScL4hkBq1B+VTlyidvECV8gL1sxdp0zrSMeskGDvQNG1PvdzeOONCq9aPDn0I3cZo+g2iI4Y0puYzUS9lMLcqWG6lsLidytLtVCwyB0uSBZfWQlk0B2GUx84qfRif8GNkOpRxVQwqfRLaxXThiOf8/6zx77prR+99V/rE+3Wv+NK+4EOLwUfyfwCdi8FSkvf0/lQrXCgbs6Vi4gI3VJdo11ymX+fJ6Jy/eLtAJgxBjBtDmFiMZGI5gYnVFMZX05iwZqJYykRpzmDWkir4p2DaTGHpVhrWm+msyHFlM5FVyYFLi+IHtIGMCv5dU950KQPp1UTJ8yajsmSgea7/zx5/2fvh+5Lzt0MYsIbQORdIs9qXFm0AbYJpm+x+g8abqilHysdtqZ6wpVV1mUGtDzOGMOZMwtNm4emlFOZXUjFtZQm354m3z0N7KxfNZi7atRw0yxlol5OZWxHeF7+/sJbI4loyy+tpLK+lPn3ff94UxcSsP10KD9EOT5pmA2mfi2JwPokJi3DI8nP9f9b4t25cZmhb8tmtSIaWIuiZCxV8A2mdDaZtLkQqkCatF9dUTlxV2FGnuEin4D+q8UVriGBhPp7FBdHoBcFeMFpYz8Z8Ow/T3XyMcjTczGNuM1tmIE1mQPy/NQqNRfKfJZw5a6Tofrw8TubHJLfpQhmW3e8Q7Btn/GiZC6drPpbBhQSGFqWWnp//9azxr7d60b8Zyeh6PMOLsQwZxPNpw+nR/mEWenWiA1oP4QQHGlSS51QX6Z11YVx0WqePxGxMwDKfgsWYitmcjnk5h8WbBVjulWG9XybHEkw3Bf/1JJSC+865fFMLQSgWA1AtBckcRDG3EI9GJ7ox40/vpAetCtl90YHWhUi6LDH0LEXRtRgu2hSy2/3aa0XNgrf4+wj6lmMZXopjdCGW0fkoxoxRjBrDGTMEMzTnRbfGQTjhPC2zNnRqLtEvMzA568usJgS9NhK9Joa5uQR082nC8XmYtysE/2qW75eL38tCvRLHmODeb/Cl3+jL0IIX42YfFAshTOvDBftgBie96RwX/znjRatoT4dF8F+NonM5jDaZleaFgN3u114riubcqDNJr5eiGbUmMGmJZUo8nFK8mEpKY9553S5I5sCNLp0NTepj1CuP0DB1lPbJc/RNODA64c3ERBDTMzEotMnMLuWycGsH+zrWHlwVT3BFdj+aPr03rRpn2W1nmuecRdtd6FS70z7lQduwBy1D7jSOuNGg9BQPGkCHVfh/LZLOlQi5HEb7Yuhu92uvFTlqWyrn3GkxhzBijRGfFcn0Uihq0Wet/G2QmdDIPEwt+An+F0T/D1I2+jLFg9+lcuA1rvYdorFfPOGAK93jwfTPxDI+L15/vQTDrQoWbleIb89gbF52WO1CndKWGoUtVeIjqicvUTl0kco+udztxLV+D66NeMp9vCRz+snOBz/FvnMlmh7hj77l5/r/rPGPH36bPOU5rulc6DMHMmYRbbYGiU8Tby/4m3Y8+1IsCtHtDo3kv/G3yOz+OomtXyK55S9Ja/oauS1vktdykuJuZ6qG/WiYiZTsn8SgOZnRxRTZ+whaZKerRy9SNHiKvP6TZHefIrPtNMk3jpFSd4LsejtKuyVnjAU+/e6pepM/zUv+tCwH07ISRcdaPD3rCbvdr71WxPS9RO7UEWrUF+gyuDOy6IvCEiD7H4pW9t5g2dn/aCZMIbSo7CkZOUhy+zeIaPgzIm78MVE3/hfxjd8ktv5VYpuOktxpS87wZUqF06uV7lyTqplwpGzoArk7mLcfJa3lKEk3jhB/9SiRZYeJrjhJWp0jxT2B1ExHUid+oGExiMYlXxqsftQvh9AsOtC2/vzzP88a/yTh8WLFIeo05+g1XGZ8wZMZsy8a8Wq6+XCM5hhm5yMY14fQNH2ZwoHTxLW8QvD1L+N/7c/wr/sTAuv/Cu+6v8W97h9wv/EiPi2vEtr1FnG9+0nu3k9S+xskNb9OfMNrxNa9RtTVN4gofZOwwv0E5R0ivOyszIO7cEMotbPxNCxE07y8g78H9RY3rktGaVj1p2k9eLf7tdeKwpm3uT53ho558XELHkzPezEr/nzOEIjeEIbBGIFKcuCoNpgm2emSQQeSOo4S0fQDghu+TkDj3+DX+Bd4CBc41/0xdtf+FPu6v8a1SW5r+Rahjd8i7Po/EVn3DaLqvk3k1e8RXvUKYSWvE1F0gPCSE8TVOZDZ4SfaEkGDPoH2pRjx/MG0Cv4ti5elXGlb9qJ91X+3+7XXitZle/qX3cT7SxYzSyY3BqCVzK/XBEmuE/yfflY7jFG1cPC0LxWjXqT32RHbcZyQlpcF+6/iWf+nOF9/QbB/gXNXpWpewFbqcvUf417+p/iUfYnAyr8jpPofpV4kqOplgsr3EVZ5jMja86S0u1IwFEydKoo2k+i8ZJE+a6j4ET8GFtwlK7qLj/Bl3PI8/z9r/Mfv+jN5MwTFajgzovdqyfwabSg6wVynjnj6Ge0pVThDKuF/pR/VMgO5Y5dJGTxPpHB8UPM38Lr+JZyv/RGXpOzrXsBB5sCp6gXB/o8E+z8luOLviKiR/b/2svDAa4TXvU34jePENF0UbXAmf8Cb2ulwOuYS6F9MZFj2f0z+L5OmMJTzAaI/Mo8L4cybn/v/Z42/7nEM6juxzKzHoTTL0RCNWiu5f1aOqmimFREMTgfTNR1Ao8qfa5pgymf9yFd7kDp2lqiuN/G98TXB/8+wr33habnU/hFulX+CX+VfEl79NRLrXiaz4QDZzSfIajlNRpsN6d2O5A4Jn4yH0joTx4gxC5U1D93qFfTWFAyLcczPR7NkiGDVEMWGMZGt+efv/z5r/DUPI1DcimJqNYapRcl58zIH+jhmtPFPz98fmJT8NeZF/bg7dTPeXJsTjz4fRKUpkHyVE8lDJwlu+h6udX/FJcH9kvC/R+1f4Ff7FaLrv09G8wFKOs5Q0+1Aba+rlBvVkvOrRny5PhVJlyqZaX0u85YqVtZr2dqsZms1n42lVNbm49nUx3BLPMEtfSpb+uff//Ws8Vfc8Wd8PYTxFdl12TuVNZOZpXSmjan0zYRTP+xGWd95isT3lynsuTrvTcNKOM3r8TIHweROXiaqfT8+N74uM/AXXK79Er71/0R482tkdZ+metCJ9lEfBidDGZqMlGMkfVMR9CqiGZ1NFW95BaupkvsrrXy42cNntzr54fo13rcWcnc+g+25ZLa1gr1K5mHm+ft/zxr/4Q0Xhld8GVuJQrmWgWYrH9VaDhPmNFqVAZQPXCSr6zCp3W+RM3GCcr2T5DHJAquCv+SDvClXojsPEdDwbZmBr0kO+AcCW18ltvsYRSOONE0K9opgplWRUtFMKqMYU0ZKRaNUp4jXzGZlvpxH1jY+Xxvgi60BfrLezIfWKsE/ly1dOuuqFJYmEzCNPf/+p2eNf9/yJQas3oytRaO4mc3snUKmNrMYEB9Wq/Aiq++M7PebhLS9RNTgm6QpT5O/8zshogPZcnvC8EWC2t/Gu+E7+MgMeDW+RGjnEfGH9lRN+wi/hzGhjmRGE4VCHc6EMpix6UCpYGZEX3Sy2yvGYt6zNPHjlV7+WWbgFyttfGq5xn1jkWCfwdJ4EvqBGDR9Mbvdr71WkrOcn35Xz+hGLBO30pnazmJoLYGOhUgqFB6kD9gQ0XWAwI5XCe55g4jhI8SO2RAzcpFQmQ2/rkN4tL6CW+OLeIkP8Gl5nciek2SMOEhW8KZdFcSgOogRdQADCk+6xp3pGHOia9KFEVUgyrlYzAtXuGOt4clyAz9abuGTpRt8YK5kW5+HdToZw1AMs71RqPtid7tfe63oX/J8et7P8HosQxsJ9MmxZVGyuN6PYoUbmaP2xA2eJKrvMOE9BwjtPiSzcBCvljcF8+/jKrh7tH4Hr7bvEtj5BmG975A8ckF0wYkalRutOi+65tzp0jjRrLShduzY02pUnGPA6IlSdGdhK4vN26Xc3RQdWKninrmEm/NXWNQmoxmPRNEfxlSf6NPQ89f/nzX+gxZ/Bq3hDIr/712Oos0SzDWjN5Uaz6f45086kz0hHkB2PnXoFIl9J4joOIB/8yv4NH4T3+Z/Irjru4L7K8QMHSB57CQ5CluK1Jeo0TnQMO9A8/xFGvVnqZ09QsnkPkqn9lOnPUn/sjszd2MwPcpm9b1C1u7msb6Ri2UxHYMx7g+vO40HMDwYxNiI+NPJ5N3u114rwT6AweUIBtZi6FqOpHkpiKtGL0pn3SlSulGkcKFE4STe35HSSTsKx2zJGjpBct8+Enq/R0L/i6SNvULm1D7yVMco1tqIR7Sjat6e2oXz1FnOcm3pGDULhyjVv0nOzMtcUb1BhfEYnZuuTL4XhfbjNOY/yUL/MEn8Z8zTc4QGhDe6hT/ax13pGvNhQLLimOr55/+fNf79q16CfRgDov/dwv1tK5HUmQMpl/4XzrhSqHCmTOlEtWT9a2pnrmlcuKpxpGr2POUq2WfVfkpm91OqPUSl4STVpvNUmy9ydcmOWus5apflOsthys37KZ7fxxXtG+TqDlI+f4aWdQ+G3o1k6kkisx+lMPNuNOObwfSZPGnTONOscqZp6jJt0570KEMZnH2u/88a/+41F/q2ZN9uxdG9mUjbahy15iCKdB5cmXEgV2FHmdqBq1oXmiT7t1kC6VgJpHPVh7Zlwcdiy/WlM9QtnaLOKhy/eoHqtYtUbVykYv0sJStHKFh6m7yFN8g37SfPcJhC4zkqzM7Ur/nReSeS/gdRjMgcDN4OoFM0odHoJPrgzHWtGzfUbjSq3WlV+9Oufn7+z7PGv23Nie5bQfQK/p0biTQvx1Bl8idf60qO2l64+iKlOieuGjwF60DahSs6N8Ppkplp3/ChedWFG8v2XFs+T82qjWB+gdLNi5Rs2VG8YUO+5Si58wcE97cpEs4vN9hQM+9C3aI/jSth8hzRdG/IDGwE07PiQ6vZnQajOzcMfnIMomHOn4ZZLxpVvjTNBO52v/ZaUb9iT8tNf9q2ImkU/1djCpFs70Ge7F+h4TJlJneuW4NoXY+m62Y8Pbdj6bwVLhVM65ZguOZD3Yo7NStOVKzZU7J5iaItRwo3HShcsSXPdJIC7VFKNce5prtIi2SBTuPO50qihUti6bAm0LUYQ/dCCB2mnd949KPJFCoVS5Mxnkad/L9mAwX/nfcfnr//96zxr7Ncon7dl/rVYK6K7pfMeQlelynUXxbd9qVhI4Lu7RQG72czcCdd8I8R3ZbrV9y4ZnWhetGNikUPyhZdKbE6UbQmc7Muj19xpNhsR4nunHgHGxpn7Oib9WRME8zEXDSjCwlPX2PqX0xlwJRCnzGGHmMYPWaZs8Vk2hcyaNGlCvfLHMyEC/9HiCd4fv7Ps8a/dtFBcPSkZtGTcqP4Pa0DxXonqswewgtRDD26wvSTMlQfVjEmM9CzGcZ1s6Pw+FkK584KT9hSoHOmwCCPNbmI1u+UI/kLohtzttTMXKBj+jJTCn/m1XFYNeks6rIxGXPQGrNQynFKn8PYXBoj+mRGFrMYshTQbS6gVZdJw0wCTUrhitk4uvTP89+zxv+GxVk4QPjb7EKFSXKe0V6wd+H6si9d24lMPC5m5sNKVI/LGb4leymcUC07nT9zmCzlYTIVx8hRXSBP40TB3GXy5+U4b0e+4RzlGhvqxT+OTvmwoIjhljqbe9oibs4Vs6EvxDqXh0mfj24uH5U+F4VRZm2xkPGlYnoX8mT/07g+EyvPEUnrDv6G57//8azxb9pwpWFd8Bb9rl125OqyA3VrHjSLv+u5m8zYI8Hj3ULBPlu8WSi1WuF4wTxzYh+pUilT+8lQniRbfUGynT25egfyJf/n7/C+2pauaVf0k7Hcmyrkh8prfKa9wWNDDQ+NFdzVl7E1V8qKHBeN5RgWKpizVDKzWEaf4QoN6kSqpyO5qogQDxhDuz5xt/u114r2ux603nGl+ZYLDVuu3NiUzLXpQ8utUDpuxUs2SH36uw4N8+FUqtwonr5A7tRRsgT3TMV+0mcOkqE+Tqb2DDlzMgPzl0QHnCTjSSYQDzkw48/idBoPJ6r4ZKqJz2Yb+cBYw6N5wd9Qzm19OZv6ClbmK1kwV2JYEq4xFdGryaBuOoayyTAqFGFcE/1v0kXtdr/2WjH4OIjuh1503Jed35aMd9uHpluBtN2KEs8fQ4MlkgqdN1cmLpE2dJKU4Z3f5H2HrOmd7386SKboQIb6BFm6M8L9dhSK/pdbvalc9qZlIZBJfQyr6lzen6rh44kGPp65waO5Ku4L9tv6Um5qi1nXlGDVlTEv1+nmy8QP5NIxI7s/FkbBqD8FU/6UKv2oUT8///NZ4z/+JJK+h37CA5403PSifsuXxs1g2jZ2zsGOotYUTIHKmZSR08QPHiJh5CDpiiNkz7zz9Hd5s5RHyVSfFu4/T/GCM+Wr3tRKlr++FU7X03OKkp76vW1lIfcnS0UHhPNVov+zhazO5mFV5rAwnYN+Ohf1TD7TmnyGNJm0KuKpGQ2haMSPgglfiqa9KZt5/vvvzxr/6Y8S6L0fQPNND66tuVNr9eK6JYgmSzQNC5HUGALJnbn09H2duFHBf1L2XXWcLNUxwV64YPoImcpT5MzaUGKSzLgWQMPtWNrvpzGwncnEejpqYzIG2ef58USMIynMjaVjGJcaS0E3lIiqP4GpviTGhiRnjqfSPZlI20QsDaMRXJsIo1oZRqU6mMrZ57//+qzxn/ggjo7bvtStXqZyacf/X6bK4EOdZPEb85HUGkIkw7s/fS0wQ3VWuP4MWbOnyRT80xWHSZsU/Z+SWZg5SaH+EpVWX/ERsXTczaBnO4P+9WQGDBEMKYMZHQ1mbDCc8cFYFP3xzPTFoOiKYqw9ksEO4aGeKLoGoukYiaVrTLzHZALdqhQ6dKk06RO5oX9+/u+zxn/goXjrVXfKF2wly58TTbch/+l7Pr5c1YRRq4+gcj6IUqMfhQY38fZOXNFdIHv2BBni/dKn3yRzeh8ZireEA05SbHSixhLCjbV4rq/GU2uWx8/6Uj7pQc2wB9cH/GjtD6GvO4zhjhCGWoPpbgmirdmf5jY/6jvk2BdG31giU6ps1PPFKBdLGV7Kp2she7f7tdeKju1ArlrErxvOCJ7HSJmQbDd+gfwJVyqUQdToRAPmI6gSLSidD5T7eQr+F8nRnpAZeEv2/hXh/5dIU3yPdOWbkgNPka91ES7wJX/OT/72En5wI2PMnfxhL8pH/LkxFEznzgx0BdPbIV6jI5D6Vm/q2mRG2sWH9AUzMJGEWpePabEKvbWKKUsx/QtXdrtfe62oX/OibN5WsDxG4uQBYnfO4Rg8SebQRYomPCXzBVGtD6faFEvpQjj5Rh+ydefJ0h6Q+g5Z6q8K7n9LwsRfEjXyVaKGv0f08EGpk0SMnCFk6CzBQxcIHXIkftSd7ClfKqYCqB8Nork/kMaeQGp7fCnrcKGk3ZGSDmfqBwIYUSRjNBSzulTLosyAwpRP39zz739/1vjXWT2E221F03fwP0isYJc0dIL0IdGBcdGBaU/K1f6U6cME+0CyDO6k6U6SqvkB6bNfEe//JVIUf07M2B8T3P8X+Pd8Bf/u7+HX9Sq+Pfvw6TmE/8ApQkYuEi+ckqXyoVTlx7XpQOpGBfvBAMr7vcjrciK3056ibgfqh/0YEb84N1fAkrECva6Q0dkU2lXPf//xWeNfbXKjaM5OcvwpEifeIWb4HeKHT5A8fIacccFj8jIlM54U6fzJEe5PMziQpDtIwuy3SVL/FamqPyF5B/+JPydw4K/w7PwbXFv+HqeGv+dy8z/h3vUygSPvEKE4J/d3EM64TMGsK+VKHyon/UQPfCgcciGj15b0nnNc6bOhdsSNPkUE06o0VDPZjE8l0zkZzo1Jv93u114rKo1uFOocJc+fF+2XjDdyXHLeaRLHbMicvET+tGi5yp0CnRdZemdS9RdI0O0nVvCPV32Z5Jm/IUX5VZIU3yBy/NsE9n8Tj/avcbnhy7i1/AO+fS8TJRkxWXeOTN3Oa8QXyZ+xp2TajfIJb8pHvSgeciKr34a0vtNyPE3FiAMtE/70TUUzIBmgYzyK+okgrk757na/9lpRNudKoVSexkG8vGA7fpaY0XPEiQdMUTgKX7tLLvAkT+9Jpt6RNP15EucOE6t9jbjZ75Oiflk0YJ94wmNkSCZIEA0J6XsJn9Z/xK/9G4QNvErSzHGy5s7Kfc6SK/kxd/IcBWOXKB5zEfzdKBl2IHvwDCmDR5/WlVEbKiZdqFME0KAMl2MYNTOS/1XPz/941viX6pwplly3895dpuxl4oQN0SPniB63JVHpTNqsJzlzPlwxeJFpcCZdf5GUudPCAUdJ1B4hTXOEXM0ZeY5LFO1kQ/V5kkYPEdn7GpE9MiNDB0lTniVLc54ctQ25CpmBccFf/EDxqBMVgn/52GVyR2T/hXuSRo6SPrHz/qIzlaI5141R3DDGUmuMoUr/XP+fNf4lWgdKBP8i8XWZamfx8baED50hWPQ/bOICkdOXhOfl+lkn0f1LJM/t4H+BJK0NSZoLgr+t4H+JUr0bFQbxknK/PNnvzJGdz4Cc4sqUrei9EwVaR/LVduQpJVvuXDch/67kwmqlPzXqAEpmJRuo7UmZkedUX5J586DCEkbjZgptm1k0r2Vyw/r8/d9njr9k+WLZ6wLBL13l9JT3QwZO4Nd/FL+h4wQMnyJ03Iaw6fNEqS8QL3u8g32i+hyJMzai/+dEI86TNyt5UfArEg3JF++QN3qegikHyjTuVBp8KDd6yr91mUKNo9xPOEftIbcFcFUfyTXJlpXmcAoW/MkyepBj9KZoMYRrG0l03c1j4F4JvbcKaV/L2e1+7bWiwHCSAqPgZbAjTWUr+J8maOAdvHsO4NV7AJ/+wzIDxwkUbxiiOEW48hSRipNETh4jauwYcWMnSBk/RZocs0ZF5wdFD4ZOUTphz1WtDw2LYTQsR3J9WTTcHEjFvHj++QAqTCFULcZSt5xG/Vo2dRvZVG6kULgWIxVN2WYC9Xeu0PeonLH3ahm5U0PfZvlu92uvFXmmw+QuHCdv/vTT1/YTJo4RMngQv+79kt8PESh4hgq+4dPCA9MyA1PHCRrfmYm3CB7YR+TAIRIGjpLQf4jE/rdJ6H6D9L5DFE2cp07vQ8tqBK2bcTRvxXF9NYoaS7jgHkH1UjRXV5KoW8/i+kYu1zfzubqVTdlWCiU3Eym/lcKN21foulfK0P0aBm9epXe1erf7tdeKfMG/yHKckqXT5M6dEa92kqjhIwR3HyawR7AfOkn0tA3xs7bEqEQHpk7hN3BAcv0reLa9REDHm0TJnET37Ceq+zXC275HbNdrT7mgWjxFy3okHXdS6LifQdPtVNnzJK6uJVIjVbueytWNTKkcrm7mUbOVQ8XNNEo2kyheT6BiVe6/lkPrejHdq1X0Wp///tuzxr9o/gSV1vNUr9hRbLpI1qwNceLdwnqOEtJzgoihsyRILkjXu5A6J/5gxpbAgSO4t78u+f4V/Dr2EdH3DjEDh4nq20dI+0uEdb1M/NABCnUOXF8Jof1OKp0PrtB8R3Zd8K3eSKRqNYGq5QTKrYmUWZMpW02RSqJkJY7CpSiumELJNoaTr4+h0phGo6mAdnPpbvdrrxVFxjNcXXaUPXOjzOwkHvw80UNHCGzfT2CHYDpw+qkvLDD5iD/zJXvOnZiJiwT3nSSg+yihfaee5sXY0TNEDB7Gv1NmovP7BPeLDsyeF4yD6LiXyeDjMnoeldB8P59q8fQlljjy5yPJmAsmTSrTGEquSTygVO5cIAkKN0JHHAnqd5DZ8uTKeATlyufn/z1r/AuMZ6leduHaihfF85L3FacJkT32bPr+Hz7L33uUbKUTJfO+lC0GUWQKIGPWk+RpVxLHnUmacCFpypn4SXsiJO/59ezDV3QgcOAtUkQzKpdD6JbdH/+4hqEn1XS8W0LlWqpgHUXqbABRCg/xkx4kqHzI0AaSNxciHORL5NglPDpP4th4BI8mma0OZ1L6n7/+96zxLxTOr171pmY1QDKA8PuEeP+OF3G88RU8mr9NZN/+p+d/VS0EULscIVwRRcViJGUL0ZQYYyQ7xpKrCxXv6EvcpCMh4hdCh44RKTli5/2CG7eSGfqoCtXPWhn7rJH296ooXE4WPxFI4Jgzrv3n8Bg4T8iYk2RJH65og0md8SZQrre98QbvlH2T42Xfwa5mHx4NJ3a7X3utKDI7yj76Skn21tsTPr5ftP0fcbjx1+LvviFa8LbouDPViwFcWw0XnYiWOYiROUik2ppC1ZL4tfk4wS2EFOHsmDFb4YKLgqEz5ZZI2t8tYOxH9ah+2c3QZ000PKwkazGeMKUn7oMXsOs6hnOPZM5Rhz/grwuRozcB/TaC/2scLv0HDkmdqvwudtf27Xa/9lpRaHanbC1QfJc/aTob2cM3hHe/jkvL3xG48/n+ySPiEdyptgRRK/jXru3ktli5nEzNShqVlnS5PY4sjeyt0p3EKUfS1W7k6v2o2Uim44NyBn/SxOgXPbR/VE/F7WLi58LwHLbDvvMdzrW+jWPXcQJG7Imf9pS58Sd6zBWfrrNcrHudI6X/yIHiv386BycrXtztfu21kvznQZE1QDy3N2maM4QL/r5935bs/y2iRt8SPM5SOL/zWmyg5IQQ2elwis3hlCxGixeIIdcQJT4viESFO3GCfdyUHWmzl4X7vShdi+X6wzyaP7pK+6dNXHtYTcFqDtGqADz7bXDsOIR9+wHcev+w/9GTbsSNuxMqns+n7SyO1w9ytuoVTlS8yInyFzlT8b3d7tdeKzI1gtWcJ9lyTJ46QdTIG4QOf1/0+xWSVe+QNXeOPPGFhQue4td9yDH6CU/4kqr1I3HGi+gJZ0KGbYWvTxM4eJKQ0Z3XByVDqC8Sp3cldSmQnLUECm/mkL+WRaYpgViFDyGDFwnoPSl+8fhTrQ8VPggfciS01x7/Nht8ms7iUX8ax7rjXLx6kPNV+7hQ+fpu92uvlWj2RdIVwtkTdiSNHiN2+E3h31eIV/5ActkByeDHBPPzss+OZM4JnloP4lRuRCtdCBsTrAR3z67DuEle9Og6gM/AIXxHj+I1dljqOP7T54jUuJEs+S7LFE2m8EWKyp9k2fXEEQdid75HeMCG8P4LhPXaEdR5Hv/WM/g32eDXdFE830Wcr5/DsfYEjjXv7Ha/9lqRJJkteegcyX1nSRo8RvLoAdHx18nU/4DshVelXifDcIAU7XES1eclp0keVzoSPmlHwPBpvHoP4979tsyAYN/7Dr6DR/AcOoxz/z4u9byOg+RBz6EThExeksdLxpN8lyMev1AVRP6kD1kjTiQO2hApHjCk8zQB7ScIaj9FWKcdkd1uhHf7yN+eMguiCTdsdrtfe61IGT5OysBpwf+MXD5Buvi9LM2bXJn/Pjnm75C18F3S9K+SpNkv+MmsqO2kROcV9oRNnBPdPvm0wsfOETVhS8T4BQJHT+M9+A7u/QdxGziM38gZQqcc5PHesv8h5OlDKZ4NFfx9yRp2JmHgLBE9xwiRLBDcfVR44AzRg47ED3sRPxRITK8vYe2XCWq+uNv92mtFmmCeMXhGyoacCRsKZ20oXjhKsXUf+daXyFr6FumG74kWvEG67iRZuktkap3FF14Sv36BOKXt03MD0ua8RB/8SNX4inaIPkw5ETV1iUilA/FqV5K0XvJ48QKGMHKFA/LUQWRNepAyZE9sv+x77yFC+w4R1n+YGPn/JIw5kSL8kDYWROqAH/E9O98ze2m3+7XXivTRM+SMXiB37CKFSjvK5uyoWDonmfCoePV95FhkBkw/ED7YL/7PhgLjZcnobmSqnEQn7ElVO5OhF19oCiXPHEHOfAQZulDSheMz54KfXp+/GEHBUjT5CzHkGSOFXwJJk/wfP36JqAHJHL1HCek7SOjQwaevIceKj0wYtSdpwo2UES9S+lxJ6HYitstut/u110r2/wxZYxdk920pUNlSahT8rRcE/9MUrRwh3yK4mw9RsnRCsp89ZWZXCgwe5GhcyFJflvzgJf5wB/toChbjuGKKI9sQJ9fFy99J8jzpVG5kPK0Sa5LkzWjJh37ETDsRJN7Dt+cAvl1v4tf7KkFDr0su2CczcIgYuS1+9Lx4g4sk9orv6Jbqea7/zxr/ZOHelOGzpIpmZypOkas7RaFZsLeepNBynMKl4xSZz1BmOU+59RKli87kG13J1gr2s26S/UXTdcGCebhwe6RwfCSpUmn6KPEOcRRYUyheTaNEqsAST+6C+H+tz9PzynzFb3p0vo5Hx/fx6voufv3fx3/gBwQNvEn44EFiho4R13+C2N4TxHWflDq12/3aayW6Knw7cIAY6Xvs2Iui3S+Sqn9ZsNtH3uIJ2Vlbwd7xaRUv2pM3f1GygR1pWnvSNa5kiN5n60K4IryePS/Y68OJ14YQKzMRbwgmeT6MVNGENFOEHENJMwaToPUkTPKDV99hLrd+H+emb3K5+eu4d3wLz56X8O17jRCZgcjBtyQbvk1E337JAoeJ6jy62/3aa0VM91tE9b5MeM/XpOd/TvDYnxOl/luSDN8hZ/EIJSuC//IO9peE021I052WLCD+THxiisZZvODOucFhohExcv9oUk3hgn0gEVpvwjXuhIn3C1NJjlO7EzUrmi/3j1O7ETFhj1/PkafnEFxu+BZODV/HteXbeHa+jH/fPsKG9hMxLDX0lnjCtwjtPkhYx5Hd7tdeK8H/DcK6voF/+//Co/0FLne+gNfwC4Qq/55U41vC32ckC9iSazpLivoosYp3iFacIEZ1jlTtzuu8ARSI9hdZE8i1xpApXi9eckDErAuBU7Z4DZ3Co+8EXv2S7Yd38qEj0eMOgqstgZ1H8Gx6Dbcb38Wl/kU8W39AYO8BIoePETtxQu53mNCRNwkQb+DfLseWg7vdr71WxPfKfnV+E9+2v8Sl5QUuNb+Aa/f/RcDY35Oge40rwgH5i8fJMrxDgvKAZPxDRE2eIlZ5QbjATfxeiOh6HIXLieRZosg2h5My50useMOQMRu8Jc+7tx3Gq+0Igd1nhMsvEt1/kciecwS3H8Wn6U28Gn6AV/NrBHaJ5o+cJnlKnnvGlvipk4QNv4Vf1yv4NL+Kb+Pbu92vvVakiP5Hdr4o+/XXuLa+gH2jcEDbC/gPfplE1WtkGw9JHRSuf+PpewJBg68SPPSO8PfO+f8epIueZy6I9pujyDTunMsTIHMiWX38IsG9JwW3g3jd2I/fDcn3TSeJbj1HTJsNUW2nCWs5SmDzAYJaDwgHHSV+yIZspTMFGjcK59zJmLEjeuQwfu2v4HnjZbzqXtvtfu21IkP2M677ZdHXL+PT/Ue4igZ4db8ge/cPpKneFm0/Spb+IInq1wgd/Z549O+KR39bLp8ldsadeI2f+Dl/kkTzd17fjVO4EzliT0j/WYI6juPfdJjAhiOENgifN58jvuUC8a02cvkk4c1HCGk5THin6IroQ8a4PYXiE0rnvCjXe5OrciJh5DhB7a/jLfh7X3tlt/u114qs7mMk971O7PA3iBr/W8JG/1KOov3KV8jTHaNg/qT4/cPEq34g3lCwH3xJ6iDBks3DplwJnXInaPwygaPOcr0dvr02+HSexLf9GIFtxwluOU5E8xni2nZ+69GB5A4HuXyBiKbjwgeHCRNdiJdZydz5rPGMK5U6H6rmfKgUDSlUupA6fJqI9n3417+CX91z/J89/u+QOvgGSRPfI1n1LZLU3yJNI9jLzpeYTlMs2T/LcET8/muS2V4RTd9H6Lhw9+Qlwd5FsHeRHH8Jjx5bXDtPi3Ycx63tKF6i7YEyB2GdZ4juFOx7Bct+d5L73cRz2hHacoKgpkOEtx8heej809+LKZXdr9J5U6HxlMse5E06kTZ4ipjOtwlpfJXA+uf8/6zxvzJ4hOyJA+SoJe8b94mXf4vipXcot5ykdPG07P8x0mbfJnrqFcIn3iBGeZxErRMpeuH6WW+ZAzd8+gX7jjOS5U9IHcO7Y+fc4NNE9V8gYciB9BFPcqeCBeMQ2XN/4gacJMudJlQ4Iq7vjNzmLJh7Uy25oVLyYdGMm9z3Mtlj9qQPSd7slezfJj61+a3d7tdeKwrGTpA38w4F2kMUz8vOLx2k1HqYMusJCk3Hn37PS+LUq4QPv0T46D4Sdr7/a8GDfEsI2fMh8rcXwcP2wvvn8eu2IaDHhvABW6IHL5I84kTmhDv5ikBKZyMpUUdxReYgadiVqJ7zxPSeJW3EjmKV59PvmbtqCKJc60vutAtZkhEzxmxldiQPyIxGdx4gvPXAbvdrrxVlU+dl985L/224tnSW6+s21K6fo3LFRjTgBCnT+4kRzx/S/X3J5W+TtvM9jys+VGyEC0+Eki1anTTtRPyYaPuYM+njrlyZ9iRv2kv025eS2f+/vfN6ajPN0vhebG3VzsX0xVxMeWpcu932dnLAbmhwIBhjkskiByOhhAIWIopoEKGJNsbY2AQBAoFAJJFzst094+me9vRsmJreSTXzh/z2iP0XXEUV5YtTnwSfbs5zznOeR3q/982lybeH1LqB1jUDDV4NNk8Wpa4kykU31M4paF3NoWu7gM7NfLk3g4qZWIrFX1gmb3Df5U+R8wr64cuoX7zH/13j3yxzvMMbx6ONWHoPo+n75i4Pv47lq6NoqlfCsLiD0I34oRz8VLy5H9alMOoPUmg8yhJt4NvjSyGzIwGbeL66uVQa5zN9+zTQvCC4L+YJnkrRchpa1vSCf6G81mFflNqZy6Z+Nh27+AffecLdOyq6t/PlvjSq5qMp8QRzf9of8+RnmMY+Fn/wGZqh9/z/rvHvFgz6hccdL/MZ/S6fsd8X8OLtPXreZGPfTsbm+21/KoKiiZsUT1+nXPCv3RKtvhMj8yKWB6tx2JcTaV1KpVM84KNlFT1LGnqWdXStaIVXtDRJNK5rsW/oaNky0LFtlF4vpGPd9+y3io6dfB7uqXi4n0fnrnDLhtTe2nVKvRcxuc+iGzuDduTfJD456XydtuCJN5/hfT2u3xQx9d8Wpv7XguMPRvp/0NH5Kl9qIIua5ZRjL25biKByMQyb79wH3/kPa+GCf6R4tji+WlLQuZTNI69SQvBfEvylBlpXtTSsaeReNbUbGhp3DLTtm+naM9Hle/7bx/s79+T9PboPcnl4mEHHfixNuzewrV3ANHMG9ejPKHBIDYydO+l8nbagf13PxOtSFn6oY+lPdpb/Ycf91yocfyyh5zs9X71WYt/Jkv5V0LgST/1i5PEaobrlUOzrohM2RC9Iv3asJtK1lEnPgpLeBS193kLhAD0dwveNK2qpGdEKq751AmoaDwtpeykccCj/31XRvpMjHJBN1758/iid7sNYWncE/6WPKXR9QN7wv5Dj+ClK5y9POl+nLejb1DL+uozFtw9Y/bGV9b+34vlbLY4fS+j6rZrmr7PEBybTsB4vs1x82mKceLQ46esY2rYiad+9LRjKdcN3NmAaj+bv0TvvO69Fz2PhgG7hgGbRf1XeXEqEH0pk1lftKmk4VNOyXyA459KykSEaIF3mQhrduwrat6JpXL5Gqfu8eMifkDXwT2QM/4TssTMnna/TFjzZKsBxeB/Pr2tY+a9WNv/SyeLf7Dj/XEn37wpo+kbBg22Z8yvRgnsSbeLPHgqGfXu59L/M5NnXCh6/TBIeT6bdK707nyf4q3k2r6NvQc2jOd/5DdlUuFMomk7A6E3EsqGgfCeN6s1U0Y+JMltixSPKzJ+OomryNiVj1zD2X0TVc5aM7n9F8fifSRv4KZmj7/v/XePfK1j2b2kYP7Qy99t6Vv/YxuJf7Ez8qYqet9L/r5OoW78jnH9Hel8wXsmhd0fL4OtCRt7ocHxbwLPXPv2eJbWRRafg3zOn4tmshj6Pku4p4Y+JJMrGYjD5zpKejcYkPGJZixc+iMU6e0c8nviM0RDMA9fR9QZwr/MC6fYPSWk4Q6L9A1K6PiCj/ww5I+/n/7vGv306lTZ3Go/n8xnZK2bmuzpm/1CP68cq+t6Kb3uVQPVqGBWz4vvmk/lqRUnfgYWRbytxvi1n+Ptiel/paBfv1ryUQ6t4v47ZHLrdvv1dU2keiad6KBKrbw3f6C10kxIz4eg9tzC6QzCM3zxe36V7GoSy05+M+kskVnzC3eKPSCj/kOSafyez7Tz5/RdQj7z3/+8a/4ahROoH42kZS6NPtNqYaMHJH2xM/E8lfd9raX6VSOVqqPRpCLa5BNEA+TwW/Ad+Y2Pge7nnWyvth+LtNvNpkPneOJ9F80w6LZMp2EfjqBPsKwZvYx2+jdkZgd4VjtblqwPBXjyl0SnXoVD0T0Mo6LhGVp0/qRV+KEovk1ntR26Dn9TFVfTPA6V+rp10vk5bUNwRhbXrDhV9MbRMpdO7qebF12YGvi2iW7R/3XYc9xduUjh9DcvMHaoWFOLhNXS9ttD5poSWXxVTd6DHtlmATfx/lTeT6rkUmeVx2JxRlI+EUzIcjmVE8B+LQCccoBkRvJ2hwvvhlE5FUz4RR+lwLOaeCDRNIeTXBKOsDkFvv4W5LQLL40jKhiOpHH+//vtd429oieB+h+T3STQNrmQ6V3J5vC/+/aX0vniy8uUYCmeuo5kMwDQVIjwQRc1KBg17KhpfFVL/2kSV+Djf+o8y+WzZciYV3hQq5xOomI6hzHUHq1NmvG8d92gEWkcY2pEw0QIRlHuEHxZ93xlm8MCdim0gjuLuSEytcm+TfE5qs7znLpX9cdSM3qXOFXvS+Tptgb5d+r83gcpB0XlT4vPmU6lfSqV2JY2yxXgMM7dQjfujHLuMdsKfwqnrWBZiKRO/ZjsQXyc+vuLIQNleIcUyA8xrmZiXEjD79vKcjaDYLdw/KfhLDZh8/T8cRuGo/E344YHUSvuOioe7vj1elbTOZPLAIdzxLImqx4nUyfXBgIKGsVTskwrs0yknna/TFhQ9jcc2KnmfyqFxLos6wb98Lv54zyeTaHOt+zoqpx+q0c/ROK/I3A6iaDGa0s0M6XstNa+k/49MVB4YsQqWxvUMdN5YtLO3pHaE4yfDsLqEw8dvY3KK7huV3h+/Q9lsIo3ruXQdaOk50tGzp6bDmyO6QbjFoaDuebLokhSpB8FfdKR9WkGjR3HS+TptgfF5HNWi1Zu8ahqX86heVGD23BaNHozK/SX5rksUOD9HK/gbpP+N7huCfwzFa+ni4dVU7gv2+2Yqj4qw7qspFE+vWog43ieywBWIwek7MzCMIsHdMBqKbiT4+Lmekvk4Gjaz6DhS8vCVkkcv79GxlX38/UKLJw27K5WGcakDZxK1EwnCTcIHM0knna/TFqhFW1W40mnwKmlYzaV2VYFl8Tb6ecFv5jLKyU/RjH8mPXuZEsG+1BOOVeZC8WoG1g0VJdtGynZMVByasR6oMGwpBP9b3HMHCm8EoB8JxCSYG4dFzw0Hoxavp3XepEi4pXo9ieb9NNoO/j+aNxU0r4hvmE+hQfq9XjxE1Vgc5aNRVDhjsLnunnS+TluQ0RxEuTNB8p53fG5X64Ho9+0o6e/rGBYuoZ/+FIv7ErWea9KbUXSsxNOwkkSZNxmjeIFCbx5F6xqsu3qse/kUbaWhW4qkwHMT9USg6P0ADI5ACocC0Q59iWrgC1SOqzJHArF4g7Gth1C7IbEZRvWq7xxp8RjzUVR74qmeFA0p2FuHZIaIbigdDT/pfJ22ILn2MpWj0XSsZ/NIeLjn13k0vZTc79yiZDmA4tnLgoW/zOYw+jcTGNxW0L2RTPWC+ILpKDSzyRhW87i/qcK6lYdFdIFpVXSjzIBCt+/MyC8xjH2BXjDXOq4I/pdQDl2UmXIJg+/8YO9l8Rh+El9QuhB0vP+s1R1K+WSU+L1YKkYiKRkKFfyDsTqCTzpfpy3IqLtE3UQUvbtZvPhOzcDvC3j4JpWmw2hqVm9SsxBA2+I1htYicO8mMLufzPP1GB7M3EA/FoDSKXzuicLkTaJYPINF5oJ5WbjBG4NRsDS6/WTefyw8cA614zwFA/9BwaCE4xxa10eYPB+KTzhPkedTjFPCN+NXRCf4Y3H4zoIJp2LoFmVDN+X1DcpG3z//+a7xV7d/SeNMHE+Pchl8q2HwP9U8epOO/SCGupVg6hcC6VoMYmQ1DM9WJLMyG54vh4pf9xdevyRcfhGd8LxRNOP9Rd/vOwrRDokSURjmgjDK/DC4zop+PEPB8FnB/kM0w+dFB54TbvgI88w5LJ5PME9fwDDuJzxxBePgFSwvgigbCKZiIIRywb9yLISqidCTztdpC6zPQ2lfkZ7+1T3Bv4AXPyjp/kY8114kVUtBVM1eomXmAs/m/Bhb+ALnwlV6pj+nxvkRuoGz5L/4JcoX58gduED2YCDp0q9ZI3fEN4jXcwdgnjyP2flz0X8/o3DwF3I9h8m33tz5CSbXOcH/Y+n9i4K/H0bnVQxDVzH2X+X+kwDKngRR+fQ6toGb1IqHqJ+6fdL5Om3xf6nXvogSA9ctAAAqF21rQlT6zsr+AH/U8AAAAAEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAeJztfSu47CjW9pJILBKJxCKRSCQWGYnEIiORWCQSGYmNjIyMjSyZf1H7nO6enun51P/UiFpz6T5Ve9cJsC7vuy5U5ud9Np4A2rORLcbXRmCHo8MCcF3FBWsA34V+w/NiHeCBChABtgob0J4kwXfdk9mxhMHxzXxz/PFDbwCVm91BK9VxM7a+bE8VFOB4nUDhKOkw8GG5rys/9wkSoNxULKRfjQOvN4G4c1yd297PmF5CbDEp/EMR85XSDw8r1GvbKO5GeU4iOPWWZFBDzF85FsjSPk8GMCZsqzS4j0ltK/7u626Qd+7bRxePcsWw+I2Z4AE8UaqDcQkP0RQJK6+XsoVIk30M+qGuwWWhtx1/cY+5rn5+glspLqM1Y4OJNizW+rjFwMGCbQ6eHQR1T6D476g5cFz40/08LxsPLz+8/Le4TsQ6Ep6TTcKbBXApthUgFfbEnC0c1R4ycMAnD4d1S3FgAr60zV+34NrmwB/VL7iZ+zb8NB08fgCFC7QeNzdT6huBx+FO3dVCUdfh1u3z66eolHVN4Pd7j477NcglLkKmTsmKCxhrOhgJa5tOwLxtgTnYD/znAiqndYFVxXwyqIbZJTvR7xGBm6sduF1G4WHXkinPC6pSRSVIV2MwTWcDxj67+CkvdGlok2aY9dUJ0bhYhj7KyhyoEstFy8Xy4ykVltQ8DyzpNvZzNMXhwH/WNZt64GLwP6SiSh/w4PZcGzwZTxxNJU8jKDfkNuA6pxY9CZ2q6v3TiwdZQaP3woNIDbarCJBMoHM2m84DTYNY6sj5QmNYnSbHmEq9E3QEZbsuyvYS/KjPCTMuGGplKJTPP9Q8P50tMekkcJ1PAT0A/X94FBoSjAv/2v0JH108SnTCobdWZ5uaYHxJLDzkuJV94EbzDlFqXdBvJVtQYdH9AYg2/RhYElm/zTzhF6o/EKhZb2gAgEaeF/wwNjfhga0fNkpG8ZdHW/CFBXd2KZrPNz8sHORAd44KjQZuTeDHpt0TbcwFyms+P/XoyUzaau8PsxU9gN0P2iV3g1qIaXpGVHgGgRD0hCQRga9rUPY4m0W3kG3y+AlqQU+Z8dTX+t6Aq54cPn7+kobl3ODYhpG6BulCOfq14gmGC9akAjhVratLHA5Dw3a0amLrD0wL6OXnQ7wC74B5rwWhC+cejTukbRdqC1Au1AUgl/jj70Rr8RXC6nf+oVX/RcLCgDP03KjBlJGVkjh461XAhUrK/LlzEo+jEomeXISzCA7oyZ+OKzsGfQcEc60YRhDjHVEoHktJre73pljdm4TGqAq5MQvL+v4rS4/6qOhkWIwfXTtKxKOO72MIiHgknadE0de33g8QnqITWGBp1x4g7Kjr0RBAbMyP+3JusG0kgajGXtc5zoTvekJHz56gUT0Vxm5mEORrhETq9qxlOwo8qP34FmHT/D4steKinptqxu9rhzBCn1twKPXiJL8dALqHx6CR2/bMcP00DG7LGctxYJRYxpP5Cfp2z7X26BjZLnj1SG6M+41vcp9KvoDPNazxweD/SOAcdamJ8errh5ePC2bgpxYM7dfXYewYlYaJW1oXGTo+PMdNQEqjOfMC/QKs4iTTcV0VAaEAfT1IhRYMawTQ/jPGyhi646/56bK6dL9Rkz1/ggEsCTfGxwa137v97Orncw3EPpDjojP4tu/e3DZbptFnlaiXDFJMjdiNqqj5Ea0/F7coDI0md90uN0MjfkJ7CIJdr9MK1+KXVdRXArIMN5nSMX9qa36CZZRjR7u/chbLx/kf0ONE2C4bEj30y0u03O7rCMVA3Vfdx7FNEgP7MOWAkAPj++3o5LwwzlwG2vJ4f5DzrnbPcd9OWqILPiMExg2DhIzgQkWXCZmlKZWCuiZ52EF9dOU/QvvqC1nsbSjCV0lw4YHJsfKA8Qu4fL0ylyvo/eBcMrf2IO3eKZBs3Di31nRsGAUcwUBaLkK9gKPvGASVZfGFi42DUlPf9IHGg20+ZJhJgen+bP708idODWGGZMSiRzO5JY2GvCOrKT/ovM8kBQFzHxzfCQNfNT0Tsu1ZHMdCUiMtayJxR1At0GUS/iLnZq3BCMLhJdapLc+TMx436tDkzMg41E05mRmBz4oZiiwbrOjkXypuO0iCwfrGRRZCxrGGHdZjbL9++M7usecNy51bg44vc2GfZ7hJFRdFCDLlLHoD0jHaF3SBGzqSa0zG0+fOwQahze0cyJkID+Wji0cp5hzUexI3ym/wy8VuZKj4pOi38OGVe0By9VCYPhDGa8J3jGvXvb6hCyO4D2tYF2Z5kRLWRcf3mshBqc1CwjnCdU0QsNveNFA9uV8E02ySkMZnV4+u2IfdTpUU1SOWX26Zh0fvpHADcAssWoUeEv9VdZs2yJP3w1amm9OwuOUwRUuRNyp8t/0YXa97nfw3NUZc6dS2u/p6UdgVoHoh4YLHBwl1FUiAPu7/86Z1cJqy2vb1VNmju28zUCmI+LRb4F7VNuPW2vPjYCAtmmQmEuEqPbYlxMDKZlmSPL9ekoPYt2BfNp2o38h8aB24zOsFM9ihPoCEMiAZULoQ+nH/1zcHFc+Oswv91Q78LE5zvmq7Rpk9QrWK/GALqO2Bs5VDp/L2BGmOVZIpAVLpkI9ATMXfBtKuhIv/iR0Ct8enbWI8MhNGSJNScbCyHMO5Rr0e5eP491gcummN5I6y9U9trEdB/d0Qt/TSfTq2Khq+yxN1DMRmBdg6HUDKq1JImS4D8tnvirA2wvG8scM2jmqQ5QGnY+ZHT3BPLQ0Q+q02HUgX0v363Mp/S53JSubbVcDO7BY6ukrHg76div3Jdjxneo7jjOgE8SDx/wgxRipxbZktO5MNSfKNFAA3DT8D3h7iT+woWXIN2WRlxwrPyUYGyhcN5ZkJ0vrRpf+WcsXYSJYQH8vBYezHx9uh6KU+GMYQACyhlbivM/+LG0TsWgiLuUXxysauAdJxcfDs2DdwG4E/uIPIjN5LrAaQ98UlDsinJIE7D+K8Px79UaxyGI02s3BQAzdgvGGZhrjpXj2EB4T9yVLntl8XhvWZsylto4THPsBEMyMewqMMvF8nDedJ/sIdya11D82LQ8HKLVKNbhBl46+Es7LP8x9zc5XA7kzPzDzIrS8TteAbUil8THRfMbvp8sE8dfV9RQpEyHpswvEkFEjTEQ4r704IHV8VMuy/cwdjAduvLfJySJFWLqAZs6WI9Br/ztTWjyeAke+MmYUofQvgbwmy7Tpd6Kyn2zanRmhsd7GGvECM0nrGeza6UF+ZPwwBtg1F6xvS3RjQaLOi9t+5o4PDdqLmS6sML/tC6SJN0v6yaDvA1/Hx+hfnBNCxoW+/6ylnUgJtIMMkrDW/LCCURYN4/Cg/qjoTtmfAVeu1hRdGvDSemerAIAno4BYI87XfucNFNIyBBiGWs3E/EGzkmAeQ9UGu9Q6InxZZdrTuczptUh6qKEcH/7Ba33naR3GEK3cwESlOevv25+F1iFn0LcUmlaeP6MAiolkQCT0nSYb9zh2DOPC36Bh7u5ltiBtML36EuY8Zg8Ih/o/H+/8u40LvruDY0cxBPaie+Oe8sVmZywx8egT08DpmiRsjwqx/b2i5MlhqgfjHvEl8MdbYaTMTQSh8+ad2EGYxxQMTpdYNTkuAiJpMwM2rGtoun+vT6z/Sctldw3FCU6BeI28W8v4ubIAlBHoC4uKBiw2vxPdZ0uN+aYjklINQrgCIcRAe63UmNyiEBRz5VTtCAqGSbCB6Rut4144Gs4Gii02b98vyCyx8UGYMVvXWoPZrgpEnm0669GLMlC+hJEVOlbmqCkgDQddp3vtRCz2CdS0fL1TmUUFEOZOjqNJn1exX7fDgJVla765cgJ/aYdSlpOM1kE+tanKoD8vR8an4dSI549ZC2Hpwg8ys1nZspa1sPQuDEI8eFcm4Wezox3mfFdy+NXQD/YWm0hEL121Fg4F6niv8qh3vTRuxvos+qEy/a8c9i3JyDDSNA/ns6qf8FC9n/Q+aRcByEv7AflCGGKZuQt9boK5cZ1sVe6Grh5JnGqPjWdsDdlKfVycbhocKe0ZlsG0x794BjHsLAt13vgcDTP/VO5AdN6gmJJHn/nj6Y9r4w9AwnwuBjp5u3faJ8+0mEfradcVANXND6BRD1bFtnPEfOEgYg+NlZvHvucZ0DJLOPFBKWv/0jrBAg4/vkPnI3P/oHaG7FjSdS3yujyNgDhd9F2GfaxFSTuL/oCeXfklVIcJr8lcBgIFMjJta1/VEmAROS5XBpQX3zKFV4wYMo5zPxPf93Tu0mmfMEu9MfmEoXeWv3iFCanboKNFm8sf1H6O/ufRct/NC5QV9kkF1SPdSoaSgEQbOAgDVZ+v3mO4aTR/uC6g8N4cMT4u3Osjtylv3bTZ17Xb2jt3HOzOO5rU9yPzudx3pp3eMbh7o+6//+PqPlwSkpDNwS/7OTaKktqWDqKt78y4AdAuuIqED8250mho/E+DrjWRp8bBizEM2s/M9sMpFCbMZoB6tHtUOhSyApRvRrk/ICrKc9TC5aP52h8tHF4+SOx49uu/1TVYlpRP295vKqohy/KcAwOTCNJ1IGA0dOHLk2dQGS+yNgMl4uu1BHPQ6yjIN2hFlwC6prAHX3Z8wTjxnnevkg/iZJ4imyu7NNqPphyXBw0fMMdbWt2197qFeaq5u7dK901P9MAxDegGLx+1MWIYz/ZzIVYP2hE07XgXi/l4VflhjsL2OgAFhARrodgNHSAV1IuHnDTGK82tO10v9VII/LIjZ53KDPe7cjoZYfTZDQhBXNtu7AJBG3xeoXO4zlm17NCFdOf/hu63X3Eo0bukU2BM1StNzhHeC3F4MqkSf92ioD4KN9Ix69oK7tqPf/Tj/leAcUOuUXZd6nRfw87oxtht4peJ+FwD8tUo4I2O+JYHPvhOut2NGe2Tzlxvd3wMdur1vHfeIQHfFMIlRc1Cv47kSml8VzIHOID8IM3lCMsSQe3y+/wU1s6e4h33LPnh7cShhv7Lb0YJhoT8FgI7Q/lGTJfKnzGzBrPY09IKkz4J4bVdJ14aAR+2vpkPoGtL07DES6hKSCNsSa9dR1v2MM2lKaBvcLMf/gPrj+okaS7qaUoj3xcTwohXEwsj2yE8BYPrI54XKsruGjzwh841bEJ64TnfZ9LZhxNz4tqJagI7AeIlcUnR2mgHSXlpK7d1hXCgByh7IWplQRZaP6//uIDGKmt6jBaFojuD3nex5BjD3UwCQTCHIeQ7NUQNQD8yeEO0jUkDTsSY0r2GfORACJzLJAZ7Ei+C2SRWsRcc4WMn4SXLVxAo0qBOWKnme/WIfz3+Ly7zTGi8jiQ14sN3R3DvGMlJ+FwCqiwH14hnW4U83z+2iaO+T1ZhVjvNeCKdrBPQNu5ql46co5L6gLKWInzIYh/zXKc9DB/c6KNmQO5ccUTM+vf404Sn6JYj51GI27hdCOAH9XKAUH7MAcLX1msnsq2U86rrtU+m5EJCC2OzaK9Nqc/DEcIyEuAjfJTwmGXR7Mz+MowisfE4GKXA3EWKZ1AJ/7uPpP9RhpGnkRBO1V2wIf5IWAaG98IhYl58CwFraPjt1+J0ppGtvAykjV+HIzVOabq5jUr149JR7W8BzWHYxpKw5NYkRX6warDBL6Rj1wRiKEbbVmTfaPp4AVHChNYeLuNm0pGwaM6VT/CLYnepM7r2IWJDqheedq1vhNW32ofgODLq/UQA9InV99pHGcM+YKniNYvbVibru45fjI2lNK7P5QLtaIZAJ/rfPrn5q4NJZlN2sFRiRobTSJB4/NYqVoG0GdOp1iF0ghyWOQI733YU6DjRoONuDuJihu3R17BczwDv6Cs6RT6QxQS9yi78EvpkFChvGEc9SKjXAx/v/y+xp3CZqIwRZHjI6uiRaCChhrWTmQN8+J3oKnhQGhNdMEKyvs6zbAhfrh7apvTZakNHAOHxgG8Y23SIC5YxYATHfX4APegUnEA3uRi2p97vRj/s/sPpYXgLyC0E6PzEIogc72MxoL0sYnlZCJ/UHDPx2T24SHxnPBEZT8oK8yQz1Bsak6rDvzN5Rez1raDeZwBdN5a/Ad1hR+XD8XHbvzZPOTy//ti7F9trxuQr0jU4zt81IS1LwyWyKS5Yim3EdD/KUHoleV9wEs2iBvDF3dPke46ALaEAHAqes0TPwZRIfNv5OfJaSF7bBqYtJO3nuj/M/HwM4dFsGg1vpIZEL+qW1JCwfzq5MrbdlliKPBXqm5SVJ3oZB6mvczBcRUuRsITN1+jjg2oF5E9/rPxNfnlfF6b0pg0FiQ9L16fVP+SFyer+EYaKkNVOxzW7Wl6OziBEjwhQ8/TQzeY/cNiKqFaDSUv3q0fTfg0OBglEE5b8mPrhbj7wjCkIASM3Hvd97dqFl4AXXa0/D11TJbHEoj1VIA/DNtWiPDwy73ZQ4ELosQHSwtfbIw9WCTNt7cAi0GZX8H4kv2CrLTCKNFGRfeQwf73+fayw07gtHzJb90WJEPizBzy5vaxIi/UQ7hnw3llsuFRy1RNZD7RdBnJ8R5COJacfm6Wz//K+Jz5+hSdas0BbyCOLz3h9Ev3G9XSveGGVFCZXyll+rLS2gmYOmC9qwY6kcm7Po54Be+L+lTPQSmHGxMX4R6xBDkN9Dk/+U+J5DkzmhjghnTo0R5PP9//sak/VIyAQ4QhZraOrnq0rBjiNapC1g+laBb6eZTcthIDlyGBEXJAAT7tW6FANaLbxo82to8h8KHz9DkyS3CftelvF0xI/3vzlkKJE4FlDdhV3atpqj13dbEqIBd2wY6c87tYxkldRul9eG9G/OS6vojWT5DEgapt6EKET6r4Wvn6FJbvxJzCBN7+P8XygA+YG8DhnwGpySGO7wNSk2Ekgv9vXMWc0xh7ggsVFS5oxrHyxuy9b7WEi9rQbKifAOkYPKyz8UPv8YmmRmkwQB5yY2s3/8/L1eRX8VSpZtixIUqul03sh7pUOXtZu9zEOsAmNgve7ZMMqFdh41HcPCeDzkg/NcOVkCt93/Y+H719DkfTHaMDYi17Qh1o/zn+s56mRsOieWDPsxSCLBPEhOtgImXQvENc/2jza2OcchFkntMTsikMke+O5ZeEHP10stl3n1f218aH8fmgxkHA2iIl3wz9f/2+u5CFW5LmFrq2diYncyNKyNpv2Yg8BqLbkgUQ6qzMIAT2SWLdYE1sE6TooUCWRHp5fLpU3Z/qXx5fj3oUkJVvhHPbNX+H8hAXI26Zt30Ugz87EYuxb70nAi8R3X24sXDAG5oYKjI2c2KnilOR/wroTva3tIkK48V5Co9gjt3EIWUd+NT+e/D01WBBH5hXtLaPWfXjzMRn8ViVcNHTzktUzAhsf9OnckfLBvWYCcLVFdPBPKq83aIeEh5Z65+/BGzx5xQBB9M2ahUvglHbuYjW8VxL8PTY6j0AZyr0T18vH+DyvLTnzsWc1Z/JmONv1qG5dyAzHRMRVrNPj6aSdYyRn8ZoNcOtxlrt689yDcfrlQOZrl0jHt342Pswr2H4YmN444UaFhcGX1x/Hvhuj2iDUgOW9zpk3aeZcJ9UsELdHbdYqkdRY55twHQmR4N0iHVpm+1tgmpl8PqK+dIUPyo2wBGGdMDiD/MDSJsX+3eVP3AqV9fP5x2bPea9Dw7AHZ+sxirnM6AWa6Jy/Q/ILADh3jvLNAIf5dJbmD3Hoj1z3ESqRzx2Azl39XIGV6PI1QSUfyD0OTgq77MKhA6DTtx/u/CwPV3h77NbgCNWe1lXj/Y47tVL9H9Nz7VRn0I69S1BtDQ8Y/dGR4xxz0hvhMYIzGgTin9evpZGdzVOI/D002fSwMAl+dmpMgH5ZcgmvZrATe+J5sdM6EbK9zoIs6bSIy1+M1t2IBZVxdCFzyDMub3OR7eGHfTG+5i1HTf2xQd0s3jezpPw9N7qWJAF5hLNUfX/5sYijUwDGHP/G/64MG7fMOzzOTHYTdjF43otv2OvAQhcveg8PDXrp1c6zPmnFCuTgqwY3oaIBHeIwfsFn+D0OTbTUCg01+7XtTH2fAOW7okVJYlh1DfVv5q4sXn2gHT850Q5uXMSNXM+gHKpr7Oju9Jl8Yh0cU29uCtCacSHyJ3dDgweg1gkyRif88NMmD7/JcYgWm+8f7v4YRl0Q/XWZNe1Y2KoJT5DyHm9nbZZmNMCygIavYDUG0y9i+vOf2heSh9oxLuAifbaScbZ3Bxt+Nw3KLnb1P929Dk62kmvy8MokKCB/3f9bhI4PDcCcktEaQy79AIdJ7MJ4XVoQRpllXqdjCb2WtLKmKJ6qLSCe6v/dg53L9Mc7i2ugVgyOazb8PTVJTlhrdEBNZuo/ff5JaQh3QaMR8lniyt0jzQA0221l6aVcfbIR3URPBDBEc4X2CeXEPF3PgreyzIWCrsx9+eSOiLU8Y3QvVkar2t6FJoliV95Bt1ssRFH+8/gfxqMx5z/GB0fWffO/8KjBvQKKBG13bk4leKGBQDxHKce2rwoN2tq1lZrcB6c927ieaT0E9QoD7HoyD3YJw5O9Dk0ojCryoEAzWnp6Pp/9xleY1sQ1S0cPuF7qA64F3VibthSkM1KmD2W5AcG/vjeeyXd3MezOsdrY6C/oOGMf6tYbew1mR6M1mKmFX79JfhyYnCkprMG6liaKvRLh46I/7fwuUXC9Ik9zMyUQM4XUDznEPWpZc2oxHK+WVtVgLf+xapVQ+eicRN/lRh4FxEZuEuY6+ucmM7QIjS+JSLvIvQ5O7B1bW3GfHUdfIrKjl6ePzH1wL4hDsYLi3P2Tc2xcxebOU5XVN2zbGtThaWF04w/hecIWqd1HrFkW+5w0mCO+Mh60xFmZyE1KaA8FLafvx59AkEEekFs4T0/DU3Zydj9vHAdCVGB6Mr/BoMyeBwK7C+JS3kwbHe7wcFAGxmh4eOzvWfkag9kvuMzfQa5oUlsx1PAhw9rVkyo7l6IgrQ6h/GZqkCJkMjVLhD5H3TXq5xo/nvzcbKW4A0oAIqeYE9tQgbEUDDkcdG3nNbL2HOhLMkf9Jjd7tkm8fsULsPEFcjoyaXDaPZPDo/Uam4HEf4M+hyYVRiVvitTE8a6ju3U7DPt7/l1MlfOuCztCV73MBVHXGbGXB9ZJimkF9Qbjr5u0Wns20/jHj/RswwEF7H8lL+ZPKmBsU07q8dGrRB/LH0GQWTEk9cp4JEQ+iUFJn8/vH819MYrhSs6PpDcWe6xBsP6vikJSeKSGw1luriUbC5ghv1ucLd2kmAmtelENWKHRAcPxXMtP3sg7ze2jSeIFIl0dSbrIEzYmMZREEQ2L6eAXUibCBquk2R8GzqfcdkayNUYXWZDI3XMzYq2ScU5EbyT1cu0YCp2YqvDDpkR0D26MA3A5PUAOQ+sc1KHKEWt+ZE3hRkRBaFj4IpX5HoEFlHk4t9eP5/2pZ9Nw3l9K+bjv6bj/TuSJQt6940n0Wh7eVGhYQHS/gTuT2GADeVzrdiia0l9e+htk6eCIM6q2l0YMQO4bEUucU7Y6UuRcMga5j5JuF0Zn1sfHcFf38/RdFbG1HwqdhPY8LF2gI8hbCqEJHX+Z1hbPXWW5a7KutRllzIPRV6bUiFXpNGybLOsvdR264Ac917S71RFiJGoPJNVhuFByawaH2Aps73n221KslWE8/vX4yJvnd2BzuuAdGcmpqohEYoh2FOIibC3lBysbkFyqxVxAJEaGzE4mAqdIQSZDSEZj3BJM5L7mndYJiKfWBWrNsGDrrDHPhvA65IDiyCDXAwEr1mj5+/2m0gZyBkNDzmEk8kGud7Q7Ctg2I2aTjXqJT13iaW4voB7LWcw6ArUdEF7jhFsDjKIYAK4mXIkWjubNIbtaGQV+b4VxGsAta+b3ZGSXSzBuLksTSP97/NGC1BKysd53XHl972TehHBwSuRAi9N0wq1ntBvGuQJNmfZiltsn/58VQRWqvbcjadjrvUcgeHYi/BO/S3nJOvq9bd8z0nXrgKvaxijUcCItjP6JqH5//5RiUrJRmnTe1tZc/S1/RGlCd0ScsIHNaKG9UDXyR6sOTXC0l6uiUkvtohJLseYPB+MXzylwJY0svFwnLp1lH1LvakP6GjRLReiZjIgwqxygs39F/3P+3ee1Fn3EomnkHmFv1vLIccWDlYaA3WMS83eB+EP/B/qS+Uq6l0C/myXtokmiF8cwipmf4wxoRPXcImI733aD71ZeIioQ/+tPp/8y2kXUSTh1oe9xnFw/z+j90caqeiG3tLOWidaJb91nC89pvdP8GoSv0gBQhq2hm2ucuMl3s3bk/hyaVnHdB4VKItL5Gw8S+67a+EVVlrYKrByX9nWTPy2wCG7Np+IGL2v5x/pdNcybnNplYm3cWLSbOHhZZ7b6FMyilrZlHOZGse2PXgczWrMe/D03m3Tujoq3pHHbe8PqAboEil84IAe1itR25KQS9PIPXvs3c8YdlX/AxthUd/Jxw6Oj35333qzEx9N1GI5HfWViDgXAVpHEUGl2X3HOOfx+aLFvCJSomHKEGsUCDHUS8ZvPD0rlBh9mZZnOUDL3LLKiD3j6//jNZzxzUlRcIO+c6I2hFTKzXnVsBUk9ki8oRXkfpmkGNy6lm335ZIf3L0ORF5eoY8QhuF7cO9Pwwr37F4C+rQQ7d8oEKlkvlbfeCAbEQPl7/3VdZonGGIrUBEhOl4jwYCNGGRoqyzusqYwe5vToaeNt3hHykzZ53rZcl/WVoUmew5dj6Aebc5mS/Oee0/MyVqsvDdp4zwHYNRGeZjWjnPj4///Iz6Ylon1lEa5BnQ+MoA8q5EMKDqtSVjfTXU8kBt4as1Jx86A0RMlHB/Dk0qSjxvT9PRxSVUTM0hQ1m62Njs7ZQb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" style="width:151px; height:151px" /><b><i><span lang="ES-TRAD" style="border:none windowtext 1.0pt; font-size:15.0pt; padding:0cm" xml:lang="ES-TRAD"><span style="font-family:&quot;Times New Roman&quot;,serif">Guillermo Toro</span></span></i></b><i><span lang="ES-TRAD" style="border:none windowtext 1.0pt; font-size:15.0pt; padding:0cm" xml:lang="ES-TRAD"><span style="font-family:&quot;Times New Roman&quot;,serif"> es </span></span></i></span></span></span><i><span lang="EN-US" style="border:none windowtext 1.0pt; font-size:15.0pt; padding:0cm" xml:lang="EN-US"><span style="font-family:&quot;Times New Roman&quot;,serif">Economista Agrícola de la Universidad Católica de Chile; profesor del Instituto de Economía de esa Universidad (1972-73); funcionario internacional del Instituto Interamericano de Cooperación para la Agricultura de la OEA por 33 años; Asesor del Director General del Instituto entre 2002-2010; consultor de FAO 2011-2016; habiendo sido también Jefe del Departamento de Administración y Finanza del Servicio Agrícola y Ganadero (1998-2000) y profesional de Políticas en ODEPA 2000-2002. En los años 2006 al 2010 en el IICA fue Director de Cooperación Sur-sur y también entre 2002 y 2006 Director Regional para el Sur de esa organización y asesor de la Oficina de FAO en Chile entre 2011-2016; Actualmente trabaja como consultor libre</span></span></i><span style="font-size:11pt"><span style="font-family:&quot;Helvetica Neue&quot;,serif"><span style="color:black"><i><span style="border:none windowtext 1.0pt; font-size:15.0pt; padding:0cm"><span style="font-family:&quot;Times New Roman&quot;,serif">.</span></span></i></span></span></span></p> <p class="pv-aboutsummary-text"> </p> <p style="text-align:justify"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><em><b><span style="font-family:&quot;Arial&quot;,sans-serif">Nota</span></b></em><strong><span style="font-family:&quot;Arial&quot;,sans-serif">: Las opiniones expresadas en este blog son responsabilidad de los autores y no reflejan necesariamente la opinión del IICA.</span></strong></span></span></p> <p class="CuerpoA" style="border:none"> </p> <table class="TableGrid2" style="border-collapse:collapse; border:none"> <tbody> <tr> <td style="border-bottom:2px solid black; width:589px; padding:0cm 7px 0cm 7px; border-top:2px solid black; border-right:2px solid black; border-left:2px solid black" valign="top"> <p style="border:none; text-align:justify"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><i><span style="border:none; font-family:&quot;Calibri&quot;,sans-serif">Si tiene preguntas o sugerencias de mejora del BlogIICA favor contactar a los editores: </span></i><span style="border:none; font-family:&quot;Calibri&quot;,sans-serif"><a href="mailto:joaquin.arias@iica.int"><i><span style="color:blue">Joaquín Arias</span></i></a><i> y </i><a href="mailto:viviana.palmieri@iica.int"><i><span style="color:blue">Viviana Palmieri.</span></i></a></span></span></span></p> </td> </tr> </tbody> </table> <p class="CuerpoA" style="border:none"> </p> </div> <div class="field field--name-field-blog-tags field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Blog tags</div> <div class="field__items"> <div class="field__item"><a href="/tags/perspectivas-covid-19" hreflang="es">PERSPECTIVAS-COVID-19</a></div> <div class="field__item"><a href="/tags/comercializacion-covid-19" hreflang="es">COMERCIALIZACIÓN-COVID-19</a></div> <div class="field__item"><a href="/tags/seguridad-alimentaria-covid19" hreflang="es">SEGURIDAD ALIMENTARIA-COVID19</a></div> </div> </div> <section class="field field--name-field-blog-comments field--type-comment field--label-above comment-wrapper"> <h2 class="title comment-form__title">Añadir nuevo comentario</h2> <drupal-render-placeholder callback="comment.lazy_builders:renderForm" arguments="0=node&amp;1=110&amp;2=field_blog_comments&amp;3=comment" token="5V67XIPpCKS3T27aeEawqTncIgTbQgyPkApT3-_yDvs"></drupal-render-placeholder> </section> Thu, 17 Dec 2020 17:48:57 +0000 vpalmieri 110 at https://blog.iica.int Back to the 1960s? Education May Be Latin America’s Most Lasting Scar from COVID-19 https://blog.iica.int/en/blog/back-1960s-education-may-be-latin-americas-most-lasting-scar-covid-19 <span class="field field--name-title field--type-string field--label-hidden">¿De vuelta a los años sesenta? La educación podría mostrar la cicatriz más duradera en América Latina como resultado de la COVID-19</span> <div class="field field--name-field-autores field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Colaboradores</div> <div class="field__items"> <div class="field__item"><a href="/taxonomy/term/121" hreflang="zxx">Nora Lustig</a></div> <div class="field__item"><a href="/taxonomy/term/122" hreflang="zxx">Guido Neidhöfer</a></div> <div class="field__item"><a href="/taxonomy/term/123" hreflang="zxx">Mariano Tommasi</a></div> </div> </div> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/user/37" typeof="schema:Person" property="schema:name" datatype="">vpalmieri</span></span> <span class="field field--name-created field--type-created field--label-hidden">Vie, 11/12/2020 - 14:46</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><table class="TableGrid2" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0cm 7px 0cm 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span lang="EN-US" style="font-size:15.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">“La creciente brecha educativa provocará un daño devastador que impulsará la desigualdad y afectará el crecimiento económico en los años venideros, a menos que consideremos seriamente las señales de advertencia.”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <figure role="group" class="caption caption-img"> <img alt="Studying a copy of a textbook in Pernambuco, Brazil" data-entity-type="file" data-entity-uuid="b2c414c1-92e0-4c9a-9cef-d74ef6744eea" src="/sites/default/files/inline-images/2020.12.03%20GettyImages-1227825684-e1606959456461.jpg" /> <figcaption><em>Estudiando con una copia de un libro de texto en Pernambuco, Brasil.<br /> LEO MALAFAIA/AFP mediante Getty Images</em>​​​​</figcaption> </figure> <p><br /> Como resultado de la pandemia de COVID-19, hoy <strong>América Latina</strong> enfrenta el grave riesgo de que <strong>se desbaraten los avances</strong> logrados en las últimas décadas en materia de educación. Según la UNICEF, actualmente el 95 % de los niños no asisten a la escuela en una región donde <strong>la movilidad social producto de la educación ya es baja</strong> y donde la igualdad de oportunidades es rara. Pero la generación actual de niños en edad escolar, especialmente en los hogares de bajos ingresos y menos educación, puede tener que enfrentarse al futuro con los escasos niveles educativos vistos por última vez en la década de 1960. Retroceder en el ámbito de la educación no solo es malo para los niños directamente afectados: como resultado de ello, en el futuro América Latina podría experimentar pérdidas en el crecimiento económico y una mayor polarización política.</p> <table class="TableGrid1" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0cm 7px 0cm 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span lang="EN-US" style="font-size:15.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">“Retroceder en el ámbito de la educación no solo es malo para los niños directamente afectados: como resultado de ello, en el futuro América Latina podría experimentar pérdidas en el crecimiento económico y una mayor polarización política.”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p>Si bien las escuelas han cerrado sus puertas a niños de todos los estratos socioeconómicos, la c<strong>apacidad de ellos para seguir aprendiendo</strong> depende de <strong>los ingresos y el nivel educativo de sus padres</strong>. Al igual que en otras regiones del mundo, los <strong>padres con un alto nivel educativo</strong> cuentan con un<strong> mejor acceso a Internet </strong>y a computadoras portátiles, tabletas, etc., así como con los <strong>conocimientos </strong>y las habilidades no cognitivas para apoyar a sus hijos en sus procesos de <strong>educación en el hogar</strong>. También tienen los recursos económicos para contratar tutores y aprovechar las mejores opciones en línea para la compra de los materiales de cursos. Por el contrario, a los niños de<strong> hogares en que los padres tienen un bajo nivel de educación</strong> les puede resultar difícil, si no <strong>imposible</strong>, continuar su <strong>educación </strong>en el hogar debido a la <strong>falta </strong>de <strong>equipo </strong>adecuado, <strong>conectividad </strong>y, sobre todo, de <strong><em>coaching </em>individual</strong>. Como ejemplo de esas desigualdades, la cobertura de internet en hogares cuyo jefe tiene un nivel educativo inferior al de secundaria en Bolivia, El Salvador, Honduras y Nicaragua ronda el <strong>30 %</strong>, mientras que esa cobertura es superior al 90 % en familias dentro de esos países encabezadas por adultos con un nivel educativo superior al de secundaria.</p> <p>Los niños de hogares <strong>desfavorecidos </strong>terminarán con niveles <strong>más bajos</strong> de <strong>aprendizaje </strong>y muchos podrían abandonar la escuela por completo. Esto conducirá a una <strong>menor movilidad social</strong> y a una mayor <strong>desigualdad </strong>de oportunidades en el futuro. <strong>Los gobiernos</strong> de la región han implementado una serie de <strong>medidas</strong>, cuya escala varía significativamente entre países, tales como programas de televisión y radio, documentos impresos, mecanismos de aprendizaje en línea y programas de apoyo a la generación de ingresos.</p> <p>Pero estas <strong>políticas de mitigación</strong> simplemente <strong>no son suficientes</strong>. De acuerdo con nuestras proyecciones, basadas en ejercicios de simulación que explicamos en un artículo que publicaremos próximamente sobre los efectos intergeneracionales de la COVID-19 en América Latina, la <strong>probabilidad </strong>de que los estudiantes de hoy en día <strong>completen la educación secundaria</strong> en América Latina pronto podría caer de un promedio regional de <strong>61 </strong>% a <strong>46 </strong>% (el documento de trabajo será publicado próximamente por el <u><a href="https://commitmentoequity.org/publications-hub" target="_blank">Instituto de Compromiso con la Equidad</a></u>).</p> <p>Este <strong>promedio</strong>, sin embargo, <strong>esconde </strong>notables <strong>diferencias </strong>entre países y grupos socioeconómicos. Si bien el impacto en las personas de <strong>familias altamente educadas</strong> <strong>apenas se ve afectado</strong>, la probabilidad de que las personas con<strong> padres de poca educación</strong> completen la escuela secundaria es considerablemente <strong>menor </strong>en la <strong>etapa pospandémica</strong>, disminuyendo en casi <strong>20 </strong>puntos porcentuales, del <strong>52</strong> % al <strong>32 </strong>%. Este bajo nivel educativo de los niños de familias con poca educación había sido reportado en América Latina para los nacidos en la década de 1960. Se estima que el <strong>descenso más pronunciado</strong> tendrá lugar en <strong>Brasil</strong>: 32 puntos porcentuales, mientras que el menos dramático será en Uruguay: 9 puntos porcentuales. En <strong>Guatemala </strong>y <strong>Honduras</strong>, la probabilidad de que los individuos de familias con menor nivel educativo terminen la escuela secundaria podría incluso caer por debajo del 10 %.  La <strong>brecha </strong>en la probabilidad de terminar la escuela secundaria entre los niños de familias con un bajo nivel educativo y los niños de familias con un alto nivel educativo, que ya era alta antes de la pandemia, podría <strong>aumentar significativamente</strong>.</p> <p>¿Se puede hacer algo para evitar que esta <strong>fuerza desigualadora</strong> ejerza sus efectos? Para suavizar el impacto negativo del cierre de escuelas en los niños, los gobiernos están experimentando con formas de reabrirlas que son prudentes desde el punto de vista epidemiológico. La <strong>reapertura de las escuelas</strong>, sin embargo, <strong>no es suficiente</strong> en la actualidad ni lo será en el período posterior a la pandemia. Será necesario <strong>compensar las pérdidas aumentando tanto la cantidad como la calidad del tiempo de aprendizaje</strong>, una vez que se logre controlar la pandemia. Los sistemas escolares deberán contemplar la ampliación de horarios, la implementación de programas de verano y fuera del horario escolar regular y una instrucción más personalizada. También deben orientarse esfuerzos a <strong>desarrollar recursos en línea</strong> <strong>y fuera de línea</strong> disponibles <strong>gratuitamente </strong>y a <strong>ampliar la conectividad</strong> a las escuelas y otros lugares para que los recursos se puedan descargar sin costo alguno. La atención debe enfocarse en los niños <strong>más vulnerables</strong>; es decir, los niños de hogares con un bajo nivel educativo, ya que probablemente serán los que hayan perdido más tiempo de lecciones. </p> <script> <!--//--><![CDATA[// ><!-- <!--//--><![CDATA[// ><!-- <!--//--><![CDATA[// ><!-- !function(e,i,n,s){var t="InfogramEmbeds",d=e.getElementsByTagName("script")[0];if(window[t]&&window[t].initialized)window[t].process&&window[t].process();else if(!e.getElementById(n)){var o=e.createElement("script");o.async=1,o.id=n,o.src="https://e.infogram.com/js/dist/embed-loader-min.js",d.parentNode.insertBefore(o,d)}}(document,0,"infogram-async"); //--><!]]]]]]><![CDATA[><![CDATA[> //--><!]]]]><![CDATA[> //--><!]]> </script> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0cm 7px 0cm 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span lang="EN-US" style="font-size:15.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">“Una recomendación clave es que los gobiernos no recorten el gasto en educación cuando se enfrenten a la inevitable necesidad de controlar los déficits fiscales. De hecho, es posible que se tengan que aumentar los recursos fiscales destinados a la educación.”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p style="margin-bottom:12px">Las <strong>acciones remediales</strong> y las operaciones de rescate requerirán recursos, especialmente <strong>recursos financieros</strong>. Una recomendación clave es que los gobiernos no recorten el gasto en educación cuando se enfrenten a la inevitable necesidad de controlar los déficits fiscales (déficits que no solo fueron considerados aceptables, sino también alentados durante la pandemia). De hecho, es posible que se tengan que aumentar los recursos fiscales destinados a la educación. El <strong>desafío </strong>es tan abrumador que también se necesitará ayuda de<strong> actores externos al sector estatal</strong>. La comunidad filantrópica privada, el sector con fines de lucro y las organizaciones comunitarias, junto con los gobiernos, deberían lanzar una <strong>cruzada </strong>para <strong>evitar </strong>que la próxima generación de <strong>niños vulnerables</strong> se quede atrás.</p> <p style="margin-bottom:12px">-----</p> <p style="margin-bottom:12px"><em>Este texto, publicado originalmente en <u><a href="https://www.americasquarterly.org/article/back-to-the-1960s-education-may-be-latin-americas-most-lasting-scar-from-covid-19/" target="_blank">https://www.americasquarterly.org/article/back-to-the-1960s-education-may-be-latin-americas-most-lasting-scar-from-covid-19/</a></u>, se reproduce aquí con el permiso de los autores.</em><br />  </p> <p style="margin-bottom:12px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><b><i><span lang="EN-US" style="font-size:15.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif">Nora Lustig</span></span></span></i></b><i><span lang="EN-US" style="font-size:15.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"> (@noralustig) es profesora Samuel Z. Stone de Economía Latinoamericana y directora fundadora del Instituto de Compromiso con la Equidad de la Universidad de Tulane; investigadora senior no residente de la Brookings Institution, en el Centro para el Desarrollo Global y el Diálogo Interamericano; y miembro fundador y presidente emérita de la Asociación Económica de América Latina y el Caribe (LACEA).</span></span></span></i></span></span></span></p> <p style="margin-bottom:12px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><b><i><span lang="EN-US" style="font-size:15.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif">Guido Neidhöfer</span></span></span></i></b><i><span lang="EN-US" style="font-size:15.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"> (@GNeidhofer) es un investigador avanzado en el Centro Leibniz de Investigación Económica Europea (ZEW), ubicado en Mannheim, Alemania.</span></span></span></i></span></span></span></p> <p style="margin-bottom:12px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><b><i><span lang="EN-US" style="font-size:15.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif">Mariano Tommasi</span></span></span></i></b><i><span lang="EN-US" style="font-size:15.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"> es profesor de economía y director del Centro de Estudios para el Desarrollo Humano de la Universidad de San Andrés en Argentina y miembro de la Sociedad Econométrica.</span></span></span></i></span></span></span></p> <p> </p> <p><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><b><i><span lang="EN-US" style="font-size:12.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="font-family:&quot;Arial&quot;,sans-serif">Nota</span></span></i><span lang="EN-US" style="font-size:12.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="font-family:&quot;Arial&quot;,sans-serif">: Las opiniones expresadas en este artículo son responsabilidad de los autores y no reflejan necesariamente la opinión del IICA.</span></span></b></span></span></span></p> <p style="margin-bottom:12px"> </p> <table class="TableGrid3" style="border-collapse:collapse; border:none"> <tbody> <tr> <td style="border-bottom:2px solid black; width:589px; padding:0cm 7px 0cm 7px; border-top:2px solid black; border-right:2px solid black; border-left:2px solid black" valign="top"> <p style="text-align:justify; margin-bottom:12px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span lang="EN-US" style="font-size:12.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="font-family:&quot;Times New Roman&quot;,serif">Si tiene preguntas o sugerencias de mejora del BlogIICA favor contactar a los editores:<b> </b></span></span></i><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><a href="mailto:joaquin.arias@iica.int"><i><span lang="EN-US" style="color:blue" xml:lang="EN-US" xml:lang="EN-US">Joaquín Arias</span></i></a></span></span><b><i> </i></b><i><span lang="EN-US" style="font-size:12.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="font-family:&quot;Times New Roman&quot;,serif">y </span></span></i><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><a href="mailto:viviana.palmieri@iica.int"><i><span lang="EN-US" style="color:blue" xml:lang="EN-US" xml:lang="EN-US">Viviana Palmieri.</span></i></a></span></span></span></span></span></p> </td> </tr> </tbody> </table> <p style="margin-bottom:12px"> </p> </div> <div class="field field--name-field-blog-tags field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Blog tags</div> <div class="field__items"> <div class="field__item"><a href="/tags/covid19" hreflang="es">COVID19</a></div> <div class="field__item"><a href="/tags/perspectivas-covid-19" hreflang="es">PERSPECTIVAS-COVID-19</a></div> </div> </div> <section class="field field--name-field-blog-comments field--type-comment field--label-above comment-wrapper"> <h2 class="title comment-form__title">Añadir nuevo comentario</h2> <drupal-render-placeholder callback="comment.lazy_builders:renderForm" arguments="0=node&amp;1=106&amp;2=field_blog_comments&amp;3=comment" token="O5tZS3ZRlVzNjUkgIiOCcMBEyaqnzO-HnKOUfKpeVJk"></drupal-render-placeholder> </section> Thu, 03 Dec 2020 17:30:13 +0000 vpalmieri 106 at https://blog.iica.int https://blog.iica.int/blog/vuelta-los-anos-sesenta-educacion-podria-mostrar-cicatriz-mas-duradera-en-america-latina-como#comments La conectividad: un imperativo en la agenda educativa regional https://blog.iica.int/blog/conectividad-un-imperativo-en-agenda-educativa-regional <span class="field field--name-title field--type-string field--label-hidden">La conectividad: un imperativo en la agenda educativa regional</span> <div class="field field--name-field-autores field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Colaboradores</div> <div class="field__items"> <div class="field__item"><a href="/taxonomy/term/125" hreflang="zxx">Sandra Ziegler</a></div> </div> </div> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/user/36" typeof="schema:Person" property="schema:name" datatype="">jarias</span></span> <span class="field field--name-created field--type-created field--label-hidden">Mar, 08/12/2020 - 08:22</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><figure role="group" class="caption caption-img"> <img alt="Conectividad" data-entity-type="file" data-entity-uuid="b0378653-b659-491e-a04a-7303bb43da1c" src="/sites/default/files/inline-images/imagen%20conectividad%20nuevo%20formato.png" /> <figcaption><em>FLACSO, Argentina</em></figcaption> </figure> <p> </p> <p>La situación educativa ante el COVID 19 colocó en el centro de atención nuevos problemas y ha redimensionado otros preexistentes. Entre estos últimos la cuestión de la conectividad, el acceso y el uso intensivo de <strong>las tecnologías de la información y comunicación </strong>resulta uno de los tópicos medulares que cobró visibilidad en el transcurso de este año. </p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><i><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="color:#3070b6">“Educar sin conectividad en el tiempo presente acrecienta las desigualdades en tanto demarca quienes quedan por fuera de un conjunto de intercambios fundamentales para comprender el tiempo presente y futuro”</span></span></i></span></span></p> </td> </tr> </tbody> </table> <p>Han sido múltiples voces las que se alzaron señalando que <strong>la suspensión de la presencialidad escolar </strong>junto con las limitaciones presentes en el continente más desigual del planeta, como es América Latina, arroja un panorama en donde las brechas se acrecientan. </p> <p>Recientemente, la CEPAL (2020) ha planteado que las soluciones de <strong>educación en línea </strong>ante la situación del COVID- 19 y la suspensión escolar resultan <strong>inviables para un 46% de los niños y niñas entre 5 y 12 años de la región</strong> que vive en hogares sin conectividad a Internet. Esto representa que más de 32 millones de niños y niñas en 13 países de América Latina y el Caribe permanecen excluidos de las chances de recibir educación en línea.  </p> <p>Pese a que los sistemas educativos emprendieron una amplia variedad de políticas en la materia, <strong>las brechas digitales </strong>aún representan un obstáculo al momento de considerar la incorporación de las nuevas tecnologías en la educación en la región. Hay un conjunto de datos que demuestran las limitaciones existentes en el acceso y la incorporación efectiva a los beneficios de la digitalización y el uso de las TIC. </p> <p><strong>En primer lugar</strong>, el contexto socioeconómico constituye un factor importante en el acceso de los estudiantes latinoamericanos a la tecnología. Un estudio reciente de la OCDE (2020) destaca que alrededor del <strong>18% de los jóvenes</strong> latinoamericanos de 15 años que provienen <strong>de contextos socio económicamente desfavorecidos carece de conexión a internet </strong>en el hogar y en la escuela, frente a menos del 2% de la media en los países de la OCDE. </p> <p>En la región, aproximadamente el <strong>24% de los jóvenes que provienen de ámbitos socio económicamente desfavorecidos no accede a computadoras</strong> (de mesa, portátiles o tablets) en el hogar o en la escuela. En el otro extremo, el acceso a los dispositivos entre los estudiantes de entornos socio económicos favorecidos en los países latinoamericanos se aproxima a sus pares de los países de la OCDE. Así, tanto en los países latinoamericanos como en los de la OCDE, menos del 1% de los estudiantes de los hogares con mayores ingresos económicos no accede a una computadora. En síntesis, <strong>el entorno socioeconómico demarca una brecha importante</strong> y demanda una intervención de políticas que atiendan una inclusión efectiva que iguale en materia de acceso a los dispositivos a los jóvenes entre los países de la región. </p> <p>El análisis efectuado por el BID (2020 a.) a partir de la información de los exámenes PISA 2018, señala para América Latina que <strong>el acceso a internet en el hogar en los grupos más vulnerables asciende al 45%</strong>, mientras que en hogares favorecidos es del 98%. Una tendencia semejante se registra a partir de los datos del estudio TERCE que se centra en la educación primaria, y constata también que el acceso a internet en los hogares se encuentra influenciado por el contexto socioeconómico y el área geográfica. </p> <p><strong>En segundo lugar</strong>, las brechas en el acceso a los dispositivos según condición socio económica, tampoco se está revirtiendo en función de <strong>la disponibilidad de acceso a las TIC en las escuelas</strong>. En efecto, la OCDE (2020) advierte que aunque las escuelas latinoamericanas proporcionan acceso a las TIC, en el caso de los estudiantes de los grupos más desfavorecidos económicamente, no se ha logrado aún minimizar la brecha digital de acceso con respecto a aquellos que provienen de condiciones más favorables. <strong>La brecha media de acceso</strong> entre estos dos sectores <strong>es más de 30 puntos porcentuales</strong> mayor en los países latinoamericanos con datos disponibles que la media de los países de la OCDE. </p> <p><strong>En tercer lugar</strong>, la <strong>brecha de conectividad</strong> <strong>entre los contextos urbanos y rurales</strong> es generalizada en la región y aún es mayor que las anteriormente mencionadas. Si se analizan las brechas entre los estudiantes según su localización en espacios urbanos y rurales, ésta es <strong>35 puntos porcentuales mayor en los países latinoamericanos </strong>que la media de la OCDE. </p> <p>Cabe señalar que los datos planteados hasta aquí dan cuenta solo de las posibilidades de acceso a los dispositivos y a la conexión a internet de los estudiantes de los países de América Latina y el Caribe y de los entornos urbanos y rurales. Queda por fuera del alcance de esta información disponible el tratamiento acerca de la adecuación de las políticas de digitalización desarrolladas, las características de los dispositivos disponibles, las cuestiones de las habilidades digitales y los programas pedagógicos empleados para la incorporación de las TIC que se destinan tanto a estudiantes como a los docentes.  </p> <p>Según estimaciones producidas por el BID en octubre de este año se calculaba que un <strong>95% de los estudiantes matriculados en la escuela, no están asistiendo presencialmente a clases</strong> en ninguno de los niveles educativos dadas las medidas de suspensión de la asistencia escolar por los riesgos sanitarios que acarrea el virus. Esta situación y los datos de conectividad presentados exigen plantear la gravedad de un problema de vieja data en la región. </p> <figure role="group" class="caption caption-img"> <a href="https://blog.iica.int/sites/default/files/2020-12/BVE20108887e%20conectividad%20rural%20en%20ALC%20Sandra%20Joaquin%20Matias.pdf" target="_blank" title="Conectividad rural en ALC"><img alt="Libro conectividad" data-entity-type="file" data-entity-uuid="53ecd2c1-5fe9-4190-8ea7-f0f85a51d9d9" src="/sites/default/files/inline-images/libro%20conectividad%20rural%20en%20alc%20iica%20microsoft%20bid.png" /></a> <figcaption><em>El estudio concentró su trabajo en 24 países de todas las regiones latinoamericanas y el Caribe. El promedio de conectividad en la ruralidad equivale a la mitad de la disponible en las áreas urbanas. Limitaciones en la información disponible sobre la situación de conectividad rural y marcos regulatorios obsoletos dificultan la implementación de políticas para acelerar la inclusión digital en la ruralidad.</em></figcaption> </figure> <p> </p> <p>Ante la situación del COVID-19 la atención al problema de la conectividad deriva en una <strong>agenda convergente</strong> que está siendo visibilizada como tal desde múltiples temáticas sectores que se han visto afectados por el imperativo de la digitalización (agricultura, salud, comercio, trabajo, educación, transporte, brechas de género, entre otros). No es casual que en los últimos meses ha sido prolífica la generación de estudios de estos diferentes sectores que alertan sobre la necesidad de la conectividad en el contexto de la pandemia y post pandemia y demarcan las brechas y problemas existentes en nuestras sociedades en todas las áreas en cuestión (IICA, BID, Microsoft, 2020; BID, 2020 (a) (b); Oxford University, IICA, BID, FIDA, 2020; CAF, 2020; CEPAL, 2020; entre otros). En este sentido l<strong>a conectividad deviene en un foco de atención intersectorial </strong>que constituye un problema y desafío de gran magnitud. </p> <p>Educar sin conectividad en el tiempo presente acrecienta las desigualdades en tanto demarca quienes quedan por fuera de un conjunto de intercambios fundamentales para comprender el tiempo presente y futuro. Sabemos que hoy la información circula en Internet y que una condición indispensable de partida para formar en los requerimientos de las sociedades contemporáneas es abrir la posibilidad de tal acceso. Un capítulo aparte merece la cuestión de la formación y la utilización de dichos recursos en el ámbito escolar y extraescolar para <strong>transformar la información disponible en recursos de conocimiento</strong>.  </p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><i><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="color:#3070b6">“Acceder a la conectividad es una pieza fundamental que ojalá se transforme en un recurso irrenunciable en nuestras escuelas dado que hoy ya es evidente que el reparto del abecedario se vehiculiza con lápiz, papel, teclados y bytes.”</span></span></i></span></span></p> </td> </tr> </tbody> </table> <p>La pandemia nos ha hecho redimensionar la magnitud de un sinnúmero de problemas educativos desde los más básicos hasta los más complejos. Acceder a la conectividad es una pieza fundamental que ojalá se transforme en un recurso irrenunciable en nuestras escuelas dado que hoy ya es evidente que el reparto del abecedario se vehiculiza con lápiz, papel, teclados y bytes.</p> <p><img alt="Sandra Ziegler" data-entity-type="file" data-entity-uuid="4343db2f-6621-4a4c-9f3c-41ffea735580" src="/sites/default/files/inline-images/Ziegler-Sandra.jpg" class="align-left" /></p> <p> </p> <p>Por <strong>Sandra Ziegler</strong>, investigadora Programa ECyS - Flacso Argentina y consultora del IICA. Coodinadora Académica de la Maestría en Ciencias Sociales con orientación en Educación. </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p><strong>Nota</strong>: Este artículo primero apareció en la <u><a href="https://www.ecys.flacso.org.ar/post/la-conectividad-un-imperativo-en-la-agenda-educativa-regional" target="_blank" title="Flacso argentina">FACSO Argentina</a></u>. Una parte de los datos presentados en este artículo han sido desarrollados más ampliamente por la autora en <u><a href="https://www.iica.int/es/prensa/noticias/al-menos-77-millones-de-personas-sin-acceso-internet-de-calidad-en-areas-rurales-de" target="_blank" title="Conectividad rural en ALC">IICA, BID, Microsoft (2020). Conectividad rural en América Latina y el Caribe. Un puente al desarrollo sostenible en tiempos de pandemia. Octubre 2020.</a></u></p> <p><strong>Las opiniones expresadas en este blog son responsabilidad del autor y no reflejan necesariamente la opinión del IICA.</strong></p> <table class="MsoTableGrid" style="border-collapse:collapse; border:none"> <tbody> <tr> <td style="border-bottom:1px solid black; width:589px; padding:0in 7px 0in 7px; border-top:1px solid black; border-right:1px solid black; border-left:1px solid black" valign="top"> <p style="text-align:justify"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><i><span lang="es-419" style="font-weight:normal" xml:lang="es-419" xml:lang="es-419">Si tiene preguntas o sugerencias de mejora del BlogIICA favor contactar a los editores: </span></i></strong><a href="mailto:joaquin.arias@iica.int" style="color:blue; text-decoration:underline"><i>Joaquín Arias</i></a><strong><i><span style="font-weight:normal"> y </span></i></strong><a href="mailto:viviana.palmieri@iica.int" style="color:blue; text-decoration:underline"><i>Viviana Palmieri.</i></a></span></span></p> </td> </tr> </tbody> </table> <p><strong>Bibliografía consultada </strong></p> <p><u><a href="https://publications.iadb.org/publications/spanish/document/La-educacion-en-tiempos-del-coronavirus-Los-sistemas-educativos-de-America-Latina-y-el-Caribe-ante-COVID-19.pdf" target="_blank" title="BID 2020a">Banco Interamericano de Desarrollo (2020a.) La educación en tiempos del coronavirus. Los sistemas educativos de América latina y el caribe ante COVID- 19. Documento para discusión N IDB- DP- 00768  </a></u></p> <p><u><a href="https://publications.iadb.org/publications/spanish/document/Nota-CIMA--20-COVID-19-Estamos-preparados-para-el-aprendizaje-en-linea.pdf" target="_blank" title="BID 2020b">Banco Interamericano de Desarrollo, CIMA (2020 b.) COVID-19: ¿Estamos preparados para el aprendizaje en línea? Nota 20, octubre 2020 </a> </u></p> <p><u><a href="https://scioteca.caf.com/handle/123456789/1540" target="_blank" title="CAF 2020">CAF. (2020). El estado de la digitalización de América Latina frente a la pandemia del COVID- 19. Caracas. Abril 2020.</a> </u></p> <p><u><a href="https://www.cepal.org/es/publicaciones/45938-universalizar-acceso-tecnologias-digitales-enfrentar-efectos-covid-19" target="_blank" title="CEPAL 2020">CEPAL (Comisión Económica para América Latina y el Caribe) (2020) Universalizar el acceso a las tecnologías digitales para enfrentar los efectos del COVID- 19.</a>  </u></p> <p><u><a href="https://www.iica.int/es/prensa/noticias/al-menos-77-millones-de-personas-sin-acceso-internet-de-calidad-en-areas-rurales-de" target="_blank" title="IICA 2020">IICA, BID, Microsoft (2020). Conectividad rural en Amércia Latina y el Caribe. Un puente al desarrollo sostenible en tiempos de pandemia. Octubre 2020.</a> </u></p> <p><u><a href="https://www.oecd-ilibrary.org/education/making-the-most-of-technology-for-learning-and-training-in-latin-america_ce2b1a62-en" target="_blank" title="OCDE 2020">OCDE (2020), Making the Most of Technology for Learning and Training in Latin America © 2020 OCDE, París</a></u></p> <p><u><a href="https://www.iica.int/es/prensa/noticias/la-exclusion-digital-una-barrera-que-golpea-el-trabajo-de-las-mujeres-rurales" target="_blank">Oxford University;  IICA, BID, FIDA (2020). Desigualdad digital de género en América Latina y el Caribe. Octubre 2020</a></u></p> </div> <div class="field field--name-field-blog-tags field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Blog tags</div> <div class="field__items"> <div class="field__item"><a href="/tags/perspectivas-covid-19" hreflang="es">PERSPECTIVAS-COVID-19</a></div> </div> </div> <section class="field field--name-field-blog-comments field--type-comment field--label-above comment-wrapper"> <h2 class="title comment-form__title">Añadir nuevo comentario</h2> <drupal-render-placeholder callback="comment.lazy_builders:renderForm" arguments="0=node&amp;1=109&amp;2=field_blog_comments&amp;3=comment" token="9b9NvBAnBOTvpfZJRk_I011bgbXiUBtZ4iPdhUzBYpI"></drupal-render-placeholder> </section> Tue, 08 Dec 2020 14:22:57 +0000 jarias 109 at https://blog.iica.int https://blog.iica.int/blog/conectividad-un-imperativo-en-agenda-educativa-regional#comments Proteger y recuperar el suelo, un recurso crucial bajo amenaza https://blog.iica.int/blog/proteger-recuperar-suelo-un-recurso-crucial-bajo-amenaza <span class="field field--name-title field--type-string field--label-hidden">Proteger y recuperar el suelo, un recurso crucial bajo amenaza</span> <div class="field field--name-field-autores field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Colaboradores</div> <div class="field__items"> <div class="field__item"><a href="/taxonomy/term/12" hreflang="zxx">Manuel Otero, Director General del IICA</a></div> </div> </div> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/user/36" typeof="schema:Person" property="schema:name" datatype="">jarias</span></span> <span class="field field--name-created field--type-created field--label-hidden">Lun, 07/12/2020 - 10:42</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><figure role="group" class="caption caption-img"> <img alt="Rattan Lal" data-entity-type="file" data-entity-uuid="4aaba2f4-c884-42f6-a068-268682ac5b20" src="/sites/default/files/inline-images/Rattan%20Lal%202%20foto.jpg" /> <figcaption><em>Profesor de la Universidad Estatal de Ohio y Premio Mundial de la Alimentación 2020, Rattan Lal se une al Instituto Interamericano de Cooperación para la Agricultura (IICA) en una iniciativa que servirá como puente entre la ciencia, los gobiernos y el trabajo de campo para restaurar la salud del suelo. Fecha del acuerdo fue escogida en homanaje al Día Mundial del Suelo, que se celebra el 5 de diciembre.</em></figcaption> </figure> <p> </p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><i><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="color:#3070b6">“Es hora de articular esfuerzos y capacidades para ofrecer soluciones concretas y efectivas para revertir el grave problema de la degradación de los suelos en América Latina y el Caribe.”</span></span></i></span></span></p> </td> </tr> </tbody> </table> <p>La degradación de los suelos avanza a gran velocidad y amenaza la capacidad de América Latina y el Caribe para satisfacer de manera sostenible la demanda alimentaria actual y proyectada al futuro, comprometiendo nuestro principal capital productivo, generador de divisas y empleos, que sostiene a las economías de la región y la seguridad alimentaria global.</p> <p>Además, la <strong>pérdida estimada de un billón de dólares por año </strong>derivada de la capacidad reducida de los suelos para proporcionar <strong>servicios ecosistémicos</strong>, que regulan los ciclos globales del carbono, el agua y los nutrientes, también condiciona la cantidad y calidad de los recursos naturales disponibles para apoyar las actividades socioeconómicas y los medios de vida de las poblaciones.</p> <p><strong>La principal causa de la degradación del suelo</strong> en las regiones áridas, semiáridas, subhúmedas y secas de América Latina y el Caribe es la desertificación, que afecta al 35% de la superficie de la región.</p> <p>El profesor Rattan Lal, considerado la mayor autoridad mundial en ciencias del suelo, Premio Mundial de la Alimentación 2020 y co-ganador del Nobel de Paz en el 2007, ha concluido que <strong>otra consecuencia importante de la degradación de los suelos </strong>es l<strong>a </strong>pérdida de biodiversidad.</p> <p><strong>Los suelos agrícolas han perdido hasta 75% de sus reservas naturales de carbono y su biodiversidad,</strong> principalmente a causa de prácticas de manejo agrícola no sostenibles.</p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><i><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="color:#3070b6">“la salud del suelo es también la salud de todo lo que hay sobre él”</span></span></i></span></span></p> </td> </tr> </tbody> </table> <p>En las regiones húmedas de América Latina y el Caribe <strong>la deforestación </strong>es una de las principales causas de degradación del suelo y de emisiones de dióxido de carbono a la atmósfera.</p> <p>Como resultado de todas estas limitantes, se estima que el <strong>49%</strong> del territorio de América Latina y el Caribe está expuesto a la <strong>erosión hídrica</strong>, y aproximadamente el <strong>56%</strong> de la tierra se ve afectada por la <strong>degradación química</strong> (salinidad o acidez) del suelo.</p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><i><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="color:#3070b6">“América Latina y el Caribe es una de las regiones más ricas del mundo en recursos naturales y biodiversidad, que tiene el <strong>23%</strong> del total de las <strong>tierras</strong> <strong>potencialmente cultivables</strong> y que cuenta con <strong>31%</strong> del <strong>agua dulce</strong> del planeta”</span></span></i></span></span></p> </td> </tr> </tbody> </table> <p>Considerando que los suelos son un recurso natural fundamental para el desarrollo del ser humano, que <strong>América Latina y el Caribe</strong> es una de las regiones más ricas del mundo en recursos naturales y biodiversidad, que tiene el <strong>23%</strong> del total de las <strong>tierras potencialmente cultivables</strong> y que cuenta con <strong>31% del agua dulce</strong> del planeta, está claro que mantener la salud de las tierras cultivadas en la región con adecuada cubierta vegetal y sujetas a buenas prácticas agrícolas constituye el reto más importante que tiene la agricultura en nuestro continente.</p> <p>Ante este grave panorama y a efectos de honrar el mandato de velar por el desarrollo agropecuario y el bienestar de las poblaciones rurales de las Américas, nos propusimos apoyar el diseño e implementación de una <strong>estrategia hemisférica </strong>que incluya la creación de políticas, la implementación de prácticas de manejo de tierras y la implementación de incentivos para <strong>transformar los sistemas agrícolas en ecosistemas que recuperen su fertilidad y acumulen más carbono en los suelos.</strong></p> <p>Esa voluntad se transformó en acción con el lanzamiento de <strong>“Suelos Vivos de las Américas”</strong>, una iniciativa conjunta del Instituto Interamericano de Cooperación para la Agricultura (<strong>IICA</strong>) y el Centro de Manejo y Secuestro de Carbono (<strong>C-MASC</strong>) de la <strong>Universidad Estatal de Ohio</strong>, que dirige el profesor Lal, y que trabajará junto a gobiernos, organismos de financiamiento y socios del sector privado.</p> <p>Al igual que con el cambio climático, el principal factor para la degradación del suelo es la actividad humana, ya que se relaciona con la gestión inadecuada de la tierra y sus interacciones con otros factores, naturales, sociales y económicos.</p> <p>Es hora de articular esfuerzos y capacidades para ofrecer soluciones concretas y efectivas para revertir el grave problema de la degradación de los suelos en América Latina y el Caribe.</p> <p>Al final de cuentas, la salud del suelo es también la salud de todo lo que hay sobre él.</p> <p><img alt="Manuel Otero, Director General" data-entity-type="file" data-entity-uuid="edb87c47-c918-4d23-812d-d7aca30bcb88" height="126" src="/sites/default/files/inline-images/manuel_otero_0.jpg" width="113" class="align-left" /></p> <p>Dr. Manuel Otero<br /> Director General<br /> Instituto Interamericano de Cooperación para la Agricultura (IICA)</p> </div> <div class="field field--name-field-blog-tags field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Blog tags</div> <div class="field__items"> <div class="field__item"><a href="/tags/perspectivas-covid-19" hreflang="es">PERSPECTIVAS-COVID-19</a></div> <div class="field__item"><a href="/tags/cambio-climatico-covid-19" hreflang="es">CAMBIO-CLIMÁTICO-COVID-19</a></div> </div> </div> <section class="field field--name-field-blog-comments field--type-comment field--label-above comment-wrapper"> <h2 class="title comment-form__title">Añadir nuevo comentario</h2> <drupal-render-placeholder callback="comment.lazy_builders:renderForm" arguments="0=node&amp;1=107&amp;2=field_blog_comments&amp;3=comment" token="gWnQIv0TBGAkoqHESsQUXXBCjQlqY6DE42Z9VkN6wd0"></drupal-render-placeholder> </section> Mon, 07 Dec 2020 16:42:20 +0000 jarias 107 at https://blog.iica.int https://blog.iica.int/blog/proteger-recuperar-suelo-un-recurso-crucial-bajo-amenaza#comments Importaciones agrícolas de China desde América Latina y el Caribe aumentaron 24.8 por ciento https://blog.iica.int/blog/importaciones-agricolas-china-desde-america-latina-caribe-aumentaron-248-por-ciento <span class="field field--name-title field--type-string field--label-hidden">Importaciones agrícolas de China desde América Latina y el Caribe aumentaron 24.8 por ciento </span> <div class="field field--name-field-autores field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Colaboradores</div> <div class="field__items"> <div class="field__item"><a href="/taxonomy/term/10" hreflang="zxx">Joaquín Arias</a></div> </div> </div> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/user/36" typeof="schema:Person" property="schema:name" datatype="">jarias</span></span> <span class="field field--name-created field--type-created field--label-hidden">Mié, 11/11/2020 - 12:10</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><p><img alt="imp china" data-entity-type="file" data-entity-uuid="a943367e-ab70-4dc8-aaca-45e44d61ccbd" src="/sites/default/files/inline-images/2020.11.11.gr%C3%A1fica%20de%20la%20semana%20china.JPG" /></p> <p>Las importaciones agrícolas totales de China aumentaron 14.9 por ciento o 15.6 mil millones de dólares durante enero-setiembre de 2020 con respecto al mismo periodo de 2019.  47 por ciento de dicho aumento en las importaciones agrícolas de China (24.8 por ciento o 7.4 mil millones de dólares) se originó en América Latina y el Caribe (ALC).  </p> <p>China importó durante los primeros 9 meses de este año 120.6 mil millones de dólares en productos agrícolas de los cuales 31 por ciento o 37.6 mil millones se originó en ALC. </p> <p>Las importaciones agrícolas de China desde ALC crecieron 24.8 por ciento durante este año con respecto 2019, solo superado por la Unión Europea desde donde crecieron 36.1 por ciento. <br />  </p> <p><strong>Cinco productos (soja, las carnes bovinas, porcinas y de aves, y el azúcar) experimentan los mayores aumentos en las importaciones de China desde América Latina y el Caribe</strong></p> <p><img alt="Imp China Productos" data-entity-type="file" data-entity-uuid="f4975437-483a-4c8a-8e5c-5dd28058b8e6" src="/sites/default/files/inline-images/2020.11.11.gr%C3%A1fica%20de%20la%20semana%20china%20-%20PRODUCTOS.JPG" /></p> <p> </p> <p>Las importaciones agrícolas de China desde América Latina y el Caribe (ALC) aumentaron 7.2 mil millones de dólares o 24.8 por ciento durante enero – setiembre de 2020, con respecto al mismo periodo de 2019.  Del total agrícola importado por China desde ALC durante dicho periodo, 69.7 por ciento corresponde a la soja, 10.7 por ciento a la carne bovina, 3.6 por ciento a la carne de aves, 1.3 por ciento a la carne porcina, y 1.9 por ciento al azúcar.  De estos cinco productos, el mayor aumento en términos porcentuales, de 217 por ciento, se dio en las importaciones de carne porcina, seguido de un aumento de 72.3 por ciento en las importaciones de carne bovina, 41.6 por ciento del azúcar, 35.9 por ciento de carne de aves y 18 por ciento de aumento en las importaciones de soja. Por su mayor cuota de mercado respecto al total agrícola, el aumento en las importaciones de soja fue el más alto en términos del valor en dólares (3.6 mil millones de dólares). </p> <p>El aumento tan significativo en las importaciones de carne porcina se explica por los efectos de la peste porcina africana, detectada en China desde finales de julio, acabando con decenas de millones de cerdos en el país, lo que no solo aumentó las importaciones de carne de cerdo sino también hizo que se dispararan los precios de la carne de ese animal, una de las más consumidas por los ciudadanos chinos.</p> <p><strong>Brasil es el principal proveedor de soja del mercado chino con una cuota de mercado 74.8 por ciento y un crecimiento interanual de 20.3 por ciento durante el COVID-19</strong><br />  </p> <p><img alt="SOJA" data-entity-type="file" data-entity-uuid="0a7d19b6-ffa9-4b40-9981-ba0e222650b7" src="/sites/default/files/inline-images/2020.11.11.gr%C3%A1fica%20de%20la%20semana%20china%20-SOJA.JPG" /></p> <p>Las importaciones de soja de China ascendieron durante el COVID-19 a 28.8 mil millones de dólares lo que representó un aumento de 11.8 por ciento o el equivalente de 3 mil millones de dólares durante enero – setiembre de 2020 con respecto al mismo periodo de 2019.</p> <p>Desde Brasil, China aumentó sus importaciones de soja en 20.3 por ciento, o 3.7 mil millones de dólares, lo que elevó la cuota de mercado brasileña en el mercado chino a 74.8 por ciento. </p> <p>Desde Estados Unidos las importaciones aumentaron 5.2 por ciento para una cuota de mercado de 14.7 por ciento, y desde Argentina aumentaron 9.7 por ciento para una cuota de mercado durante el 2020 de 8.2 por ciento.  </p> <p>Por su parte, las importaciones chinas de soja desde Canadá cayeron 30.7% llevando la cuota de mercado de 3.9 por ciento en 2019 a 0.2 por ciento en 2020.  </p> <p>Finalmente, desde Uruguay, las importaciones de soja de China cayeron 4.4 por ciento para una cuota de mercado de 1.3 por ciento. <br />  </p> <p><strong>Las importaciones de carne bovina de China desde Brasil aumentaron 165.9 por ciento durante el COVID-19 lo que duplicó su cuota de mercado</strong></p> <p><img alt="Bovina" data-entity-type="file" data-entity-uuid="21681b89-29cc-4dc0-94c8-cf18832a83c7" src="/sites/default/files/inline-images/2020.11.11.gr%C3%A1fica%20de%20la%20semana%20china%20-%20BOVINA.JPG" /></p> <p> </p> <p>Durante el COVID-19, China importó carne bovina por un valor de 7.5 mil millones de dólares, 42.9 por ciento más que durante enero-setiembre de 2019.  El mayo aumento se dio desde Brasil, con un aumento de 165.9 por ciento o de 1.9 mil millones de dólares, lo que significó para Brasil casi duplicar su cuota en el mercado chino de 22.2 por ciento en 2019 a 41.3 por ciento en 2020.  Del aumento total en las importaciones de carne bovina, 85 por ciento fue de origen brasileño. </p> <p>Desde Argentina, China aumentó las importaciones de carne bovina por un valor de 442.7 millones de dólares o el equivalente a 38.3 por ciento de aumento.  Durante el periodo enero-setiembre 2020, Argentina exportó 1.6 mil millones de dólares de carne bovina, con una cuota en el mercado chino de carne bovina de 22.1 por ciento. </p> <p>Desde Chile, China aumentó 74.1 por ciento sus importaciones de carne bovina de 38.4 millones en enero-setiembre 2019 a 66.9 millones durante los mismos meses de 2020. </p> <p>Bolivia, que no realizó exportaciones de carne bovina a China en 2018 ni en 2019, logró exportar 29.8 millones de dólares durante estos nueves mese del año. <br />  </p> <p><em><strong><img alt="Joaquin Arias" data-entity-type="file" data-entity-uuid="50e41fb6-ed1c-4162-89de-eafbb0634ae4" height="101" src="/sites/default/files/inline-images/foto%20perfil%20joaqui%20arias_4.PNG" width="128" class="align-left" /></strong></em></p> <p><em><strong>Joaquin Arias</strong> es PhD en economía agrícola, técnico especialista internacional del Centro de Análisis Estratégico (CAESPA) del IICA, con sede en Panamá.</em><br />  </p> <p><strong><em>Nota: Las opiniones expresadas en este blog son responsabilidad del autor y no reflejan necesariamente la opinión del IICA.</em></strong></p> <table class="MsoTableGrid" style="border-collapse:collapse; border:none"> <tbody> <tr> <td style="border-bottom:1px solid black; width:589px; padding:0in 7px 0in 7px; border-top:1px solid black; border-right:1px solid black; border-left:1px solid black" valign="top"> <p style="text-align:justify"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong>Si tiene preguntas o sugerencias de mejora del BlogIICA favor contactar a los editores: </strong><a href="mailto:joaquin.arias@iica.int" style="color:blue; text-decoration:underline">Joaquín Arias</a><strong> y </strong><a href="mailto:viviana.palmieri@iica.int" style="color:blue; text-decoration:underline">Viviana Palmieri.</a></span></span></p> </td> </tr> </tbody> </table> </div> <div class="field field--name-field-blog-tags field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Blog tags</div> <div class="field__items"> <div class="field__item"><a href="/tags/impacto-covid19" hreflang="es">IMPACTO-COVID19</a></div> <div class="field__item"><a href="/tags/comercio-covid19" hreflang="es">COMERCIO-COVID19</a></div> <div class="field__item"><a href="/tags/covid19" hreflang="es">COVID19</a></div> </div> </div> <section class="field field--name-field-blog-comments field--type-comment field--label-above comment-wrapper"> <h2 class="title comment-form__title">Añadir nuevo comentario</h2> <drupal-render-placeholder callback="comment.lazy_builders:renderForm" arguments="0=node&amp;1=104&amp;2=field_blog_comments&amp;3=comment" token="kQZEDjuatOTlz0TL0sPjWxLVPk6y5A2SF01GhM4F9ss"></drupal-render-placeholder> </section> Wed, 11 Nov 2020 18:10:44 +0000 jarias 104 at https://blog.iica.int Haciendo un balance a seis meses de COVID: ¿Cómo puede el comercio ayudar a reconstruir mejor? https://blog.iica.int/blog/haciendo-un-balance-seis-meses-covid-como-puede-comercio-ayudar-reconstruir-mejor <span class="field field--name-title field--type-string field--label-hidden">Haciendo un balance a seis meses de COVID: ¿Cómo puede el comercio ayudar a reconstruir mejor?</span> <div class="field field--name-field-autores field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Colaboradores</div> <div class="field__items"> <div class="field__item"><a href="/taxonomy/term/120" hreflang="zxx">Adriana García Vargas</a></div> </div> </div> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/user/37" typeof="schema:Person" property="schema:name" datatype="">vpalmieri</span></span> <span class="field field--name-created field--type-created field--label-hidden">Mié, 04/11/2020 - 12:10</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><p>Han pasado más de <strong>seis meses</strong> desde que la OMS declaró la <strong>pandemia </strong>a nivel mundial por COVID-19. Además del enorme <strong>costo </strong>en <strong>vidas humanas</strong>, la economía mundial está siendo empujada a la peor <strong>recesión </strong>en décadas. El tiempo transcurrido nos permite evaluar mejor el <strong>impacto económico y comercial</strong> en diferentes regiones y sectores, y reflexionar sobre cómo <strong>reconstruir de forma resiliente y sostenible</strong>.</p> <p><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><a name="_Hlk39219192" id="_Hlk39219192"></a></span></span></span></p> <table class="TableGrid1" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0cm 7px 0cm 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><i><span style="font-size:15.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">“La crisis causada por el COVID-19 ha detenido −e incluso revertido− muchos de los avances logrados hacia la consecución de los Objetivos de Desarrollo Sostenible.”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p>Las proyecciones más recientes del <u><a href="https://www.imf.org/es/Publications/WEO/Issues/2020/09/30/world-economic-outlook-october-2020" target="_blank">FMI</a></u><a href="https://www.imf.org/es/Publications/WEO/Issues/2020/09/30/world-economic-outlook-october-2020" target="_blank"> </a>apuntan a que la <strong>economía mundial se contraerá</strong> en un 4,4% en 2020. Entre las regiones en desarrollo, <strong>América Latina y el Caribe</strong> será la <strong>más afectada</strong>, con una <strong>caída </strong>de la producción del <strong>8,1%</strong>. Si bien los países desarrollados también experimentarán una dramática recesión (en promedio -5,8%), se espera que el <strong>mayor daño económico y social</strong> se produzca en el <strong>mundo en desarrollo</strong>, donde entre <u><a href="https://unctad.org/news/covid-19-unctad-warns-lost-decade-if-countries-adopt-austerity" target="_blank">90 y 120 millones de personas</a></u> se verían empujadas a la <strong>pobreza extrema</strong>. </p> <p>La <strong>crisis </strong>causada por el COVID-19 ha detenido −e incluso <strong>revertido</strong>− muchos de los <strong>avances </strong>logrados hacia la <strong>consecución de los Objetivos de Desarrollo Sostenible</strong>. De hecho, el <a href="https://www.undp.org/content/undp/es/home/news-centre/news/2020/COVID19_Human_development_on_course_to_decline_for_the_first_time_since_1990.html" target="_blank"><u>PNUD</u> </a>estima que este año el desarrollo humano mundial podría disminuir por primera vez desde 1990, cuando se introdujo y midió por primera vez este concepto.</p> <p>Si bien el <u><a href="https://www.wto.org/spanish/news_s/pres20_s/pr858_s.htm" target="_blank">comercio mundial también tuvo una fuerte disminución</a></u> en el primer semestre de 2020, parece que el peor escenario previsto a principios de este año no se materializará. El <strong><u><a href="https://www.wto.org/spanish/news_s/news20_s/agri_27aug20_s.htm" target="_blank">comercio agrícola</a></u></strong>, en particular, ha <strong>demostrado ser </strong>sorprendentemente <strong>resiliente</strong>: si bien algunos sectores sufrieron como consecuencia de las <strong>dificultades enfrentadas </strong>(tales como los “cuellos de botella” en la cadena logística), las <strong>exportaciones agrícolas</strong> mundiales incluso <strong>aumentaron </strong>en los primeros meses del año. Además, si bien varios países respondieron <strong>inicialmente prohibiendo</strong> o restringiendo sus <strong>exportaciones </strong>de <strong>productos alimenticios</strong>, la mayoría de esas <strong>medidas </strong>fue <strong>levantada </strong>poco tiempo <strong>después</strong>. La FAO también prevé que la producción mundial de alimentos básicos aumente y que las existencias se mantengan en niveles elevados. </p> <p>Parece que el <strong>mundo logró evitar</strong> la tan temida amenaza de una <strong>crisis alimentaria mundial</strong>, como ocurrió en 2007-2008. Sin embargo, si bien COVID-19 no ha tenido un impacto tan fuerte como se esperaba sobre la <strong>disponibilidad</strong>, la <strong>recesión </strong>económica resultante <strong>amenaza </strong>con <strong>limitar </strong>el <strong>acceso </strong>a los alimentos para muchas personas. De hecho, el director del Programa Mundial de Alimentos advirtió a finales de julio acerca del aumento del <u><a href="https://es.wfp.org/noticias/hambre-aumenta-a-medida-casos-covid-19-se-disparan-America-Latina-Caribe" target="_blank">hambre y la inseguridad alimentaria en América Latina y el Caribe</a></u>, y el <strong>IICA </strong>determinó que varios países de la región presentan una <strong>elevada </strong><u><a href="https://blog.iica.int/en/blog/vulnerabilidad-alimentaria-ante-covid-19" target="_blank"><strong>vulnerabilidad alimentaria</strong></a></u>.  </p> <table class="TableGrid3" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0cm 7px 0cm 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><i><span style="font-size:15.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">“Si bien COVID-19 no ha tenido un impacto tan fuerte como se esperaba sobre la disponibilidad de alimentos, la recesión económica resultante amenaza con limitar el acceso a los alimentos para muchas personas.”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p>A medida que los <strong>gobiernos </strong>intensifican los <strong>esfuerzos </strong>para ayudar a sus poblaciones y <strong>reconstruir </strong>sus economías, aumentan también los llamados a que estos esfuerzos promuevan una <strong>recuperación sostenible</strong>. Y el comercio puede desempeñar un papel importante para ayudar a lograr este objetivo. La experiencia de estos seis meses ha demostrado que <strong>mantener los mercados abiertos es crucial </strong>para que los países tengan acceso a los alimentos y a importantes suministros médicos. La política comercial también puede ser una herramienta importante para promover el <strong>desarrollo sostenible</strong>. Para ello, necesita reglas <strong>multilaterales </strong>favorables. </p> <p>Hay <strong>dos acciones</strong> que la <strong>comunidad comercial mundial</strong> podría tomar en los próximos meses para apoyar una <strong>recuperación sostenible</strong>: </p> <p>1. Concluir lo antes posible las <strong>negociaciones para disciplinar los subsidios</strong> a la pesca: el freno a estas subvenciones perjudiciales permitiría alcanzar la meta <u><a href="https://www.un.org/sustainabledevelopment/es/oceans/" target="_blank">14.6 de los Objetivos de Desarrollo Sostenible</a></u> y contribuiría a asegurar la sostenibilidad de los <strong>recursos marinos</strong> mundiales. El hecho de que los miembros de la OMC hayan iniciado <u><a href="https://www.wto.org/spanish/news_s/news20_s/fish_21sep20_s.htm" target="_blank">negociaciones basadas en textos</a></u> en esta esfera es muy positivo.</p> <p>2. Acordar en la próxima Conferencia Ministerial de la OMC <strong>medidas concretas para reformar el comercio agrícola</strong>: tras una pausa de varios meses, el 25 de septiembre los miembros de la OMC también <u><a href="https://www.wto.org/spanish/news_s/news20_s/agng_25sep20_s.htm" target="_blank">reanudaron las negociaciones sobre la agricultura</a></u>. Un resultado en esta área contribuiría al logro del <u><a href="https://www.un.org/sustainabledevelopment/es/hunger/" target="_blank">ODS 2</a></u> y sus metas específicas, entre ellas la de asegurar la <strong>sostenibilidad de los sistemas de producción de alimentos</strong>.</p> <table class="TableGrid4" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0cm 7px 0cm 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><i><span style="font-size:15.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">“La política comercial también puede ser una herramienta importante para promover el desarrollo sostenible. Para ello, necesita reglas multilaterales favorables.”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p>Muchos gobiernos han respondido a la crisis de COVID-19 con importantes <strong>paquetes </strong>de <strong><u><a href="https://www.wto.org/spanish/news_s/news20_s/agri_18jun20_s.htm" target="_blank">apoyo al sector agrícola</a></u></strong>. Si bien es de vital importancia <strong>proteger </strong>los medios de subsistencia de los <strong>agricultores</strong> y asegurar que sigan produciendo alimentos, también es importante <strong>evitar </strong>un aumento de las <strong>políticas que distorsionan</strong> los <strong>mercados </strong>mundiales o <strong>dañan el medio ambiente</strong>. Según la <u><a href="https://read.oecd-ilibrary.org/view/?ref=134_134299-gywwih2rh3&amp;title=COVID-19-and-Global-Food-Systems" target="_blank">OCDE</a></u>, gran parte de las políticas de apoyo que los países aplican actualmente son del tipo que más distorsiona el comercio, y también exacerban el impacto ambiental de la agricultura. Un <strong>acuerdo para reducir las ayudas causantes de distorsión </strong>del comercio permitiría <strong>liberar recursos para inversiones</strong> más eficientes que pueden contribuir a que el <strong>sistema alimentario</strong> mundial sea más resiilente, sostenible y productivo. </p> <table class="TableGrid4" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0cm 7px 0cm 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><i><span style="font-size:15.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">“La experiencia nos ha demostrado que las prohibiciones y restricciones a las exportaciones pueden amenazar la seguridad alimentaria mundial. El establecimiento en la OMC de reglas más claras y estrictas sobre las restricciones a la exportación podría ayudar a evitar que esto suceda.”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p>La experiencia también nos ha demostrado que las <u><a href="https://blog.iica.int/blog/restricciones-las-exportaciones-alimentos-ante-covid-19" target="_blank">prohibiciones y restricciones a las exportaciones</a></u> pueden amenazar la seguridad alimentaria mundial. Si bien las <strong>medidas aplicadas</strong> como respuesta al COVID-19 <strong>no alcanzaron las proporciones</strong> de 2007-2008 <strong>ni provocaron una crisis alimentaria</strong> mundial, ello no significa que esto no pueda ocurrir en el futuro en el contexto de otra crisis. El establecimiento en la OMC de <strong>reglas más claras y estrictas</strong> sobre las restricciones a la exportación podría ayudar a evitar que esto suceda.</p> <p><br /> Una versión anterior de este artículo salió publicado en <u><a href="https://login.mailingwork.de/-viewonline2/1593/8221/1977/SZcQvNla/jOMcXBYaco/1" target="_blank">https://login.mailingwork.de/-viewonline2/1593/8221/1977/SZcQvNla/jOMcXBYaco/1</a></u></p> <p> </p> <p><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><i><span style="font-size:15.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><img alt="Adriana García" data-entity-type="file" data-entity-uuid="1bdbe2a2-06d9-45e2-8252-944ca70eea8b" height="154" src="/sites/default/files/inline-images/Adriana%20Garc%C3%ADa%20Vargas.png" width="154" class="align-left" />Adriana García Vargas</span></span></i></b><i><span style="font-size:15.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"> es economista, consultora e investigadora independiente especializada en comercio internacional. Actualmente trabaja en Frankfurt, Alemania desde donde apoya la Agencia Alemana para Cooperación Internacional (GIZ) y se desempeña como tutora del curso de Gestión del Riesgo Financiero en la Escuela de Frankfurt para las Finanzas y la Administración.</span></span></i></span></span></span></p> <p> </p> <p style="text-align:justify"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><i><span style="font-size:12.0pt">Nota</span></i></b><b><span style="font-size:12.0pt">: Las opiniones expresadas en este blog son responsabilidad de la autora y no reflejan necesariamente la opinión del IICA.</span></b></span></span></span></p> <p style="text-align:justify"> </p> <table class="TableGrid2" style="border-collapse:collapse; border:none"> <tbody> <tr> <td style="border-bottom:2px solid black; width:589px; padding:0cm 7px 0cm 7px; border-top:2px solid black; border-right:2px solid black; border-left:2px solid black" valign="top"> <p style="text-align:justify"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><i><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Si tiene preguntas o sugerencias de mejora del BlogIICA favor contactar a los editores: </span></span></i><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><a href="mailto:joaquin.arias@iica.int"><i><span style="color:blue">Joaquín Arias</span></i></a><i> y </i><a href="mailto:viviana.palmieri@iica.int"><i><span style="color:blue">Viviana Palmieri.</span></i></a></span></span></span></span></span></p> </td> </tr> </tbody> </table> </div> <div class="field field--name-field-blog-tags field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Blog tags</div> <div class="field__items"> <div class="field__item"><a href="/tags/covid19" hreflang="es">COVID19</a></div> <div class="field__item"><a href="/tags/comercio-covid19" hreflang="es">COMERCIO-COVID19</a></div> <div class="field__item"><a href="/tags/seguridad-alimentaria-covid19" hreflang="es">SEGURIDAD ALIMENTARIA-COVID19</a></div> </div> </div> <section class="field field--name-field-blog-comments field--type-comment field--label-above comment-wrapper"> <h2 class="title comment-form__title">Añadir nuevo comentario</h2> <drupal-render-placeholder callback="comment.lazy_builders:renderForm" arguments="0=node&amp;1=103&amp;2=field_blog_comments&amp;3=comment" token="gH_MCf1w9mXMBGjYwGP9UAErg3TM9We2h3d30KZyBYU"></drupal-render-placeholder> </section> Wed, 04 Nov 2020 18:10:23 +0000 vpalmieri 103 at https://blog.iica.int YOUth Matters in Agriculture https://blog.iica.int/en/blog/youth-matters-agriculture <span class="field field--name-title field--type-string field--label-hidden">La juventud importa en la agricultura</span> <div class="field field--name-field-autores field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Colaboradores</div> <div class="field__items"> <div class="field__item"><a href="/taxonomy/term/118" hreflang="zxx">Roxanne Waithe</a></div> </div> </div> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/user/37" typeof="schema:Person" property="schema:name" datatype="">vpalmieri</span></span> <span class="field field--name-created field--type-created field--label-hidden">Mié, 28/10/2020 - 08:42</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><p><img alt="Future Farmers Project" data-entity-type="file" data-entity-uuid="0c41a99d-1e01-4e71-a68d-2d8941469584" src="/sites/default/files/inline-images/Future_Farmers.png" />En Barbados existe un impulso para involucrar a los <strong>jóvenes en la agricultura</strong> debido a la creciente preocupación de que el sector esté liderado por una población de agricultores que envejece. El principal <strong>desafío </strong>es <strong>estimular </strong>la <strong>producción </strong>nacional de <strong>alimentos </strong>para satisfacer las <strong>necesidades nutricionales</strong> de la población de Barbados y, al mismo tiempo, <strong>reducir </strong>significativamente el nivel de <strong>alimentos importados</strong>.</p> <p>Entonces, ¿cómo trabajamos junto con el Ministerio de Agricultura y otros socios para <strong>encender el amor por la agricultura</strong> entre nuestros <strong>jóvenes</strong>, cuando la tendencia es trabajar en otros sectores como los servicios de tecnología de la información y las comunicaciones, las finanzas o el turismo?</p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0cm 7px 0cm 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span style="font-size:15.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">"El propósito principal de ‘Youth Farm’ es mostrar a los jóvenes que hay dinero en la agricultura".”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p> </p> <p><strong>¡Mostrarles el dinero!  </strong><br /> <br /> La Representación del IICA en Barbados reconoció que muchos estudiantes de las escuelas del país <strong>no tenían acceso</strong> a <strong>capacitación técnica </strong>y educación sobre agricultura y no se les animaba a <strong>percibir a la agricultura</strong> como una futura <strong>carrera viable </strong>y rentable. </p> <p>En 2012, el IICA inició el <strong>Programa de Verano</strong> ‘<strong>Youth Farm</strong>’ (granja juvenil), un plan de <strong>capacitación intensivo</strong> de ocho semanas en <strong>agricultura </strong>y <strong>ganadería </strong>con enfoque en hortalizas diversificadas y carne para los mercados locales. El <strong>propósito </strong>principal de ‘Youth Farm’ es mostrar a los jóvenes que hay dinero en la agricultura.</p> <p> <br /> El Programa ‘Youth Farm’ tiene tres componentes::</p> <ol> <li><strong>Capacitación técnica</strong> que conduce a la certificación en una Calificación Vocacional del Caribe en Producción de Cultivos Nivel 1, Cría de Ganado Nivel 1 u Operaciones de Acuicultura Nivel 1.</li> <li>Un programa en el que los candidatos <strong>trabajan con socios</strong> de la industria en la cría de pequeños rumiantes, aves de corral y cerdos; trabajan en fincas de cultivos comerciales; o trabajan con técnicos del Ministerio de Agricultura en cultivos o pesca.</li> <li>Una semana de <strong>capacitación </strong>rigurosa en <strong>habilidades para los agronegocios</strong>, donde el foco está en el desarrollo de habilidades blandas, etiqueta profesional y preparación para comenzar y administrar su propia empresa comercial.</li> </ol> <p>Hasta la fecha, el programa ha capacitado y certificado a <strong>más de 200 jóvenes</strong>, muchos de los cuales han continuado con estudios superiores en agricultura, han iniciado su propia empresa comercial o han obtenido un empleo con nuestros socios de la industria.</p> <p><img alt="Future farmer stories" data-entity-type="file" data-entity-uuid="721ce087-2fe7-453d-8968-2071c27ee475" src="/sites/default/files/inline-images/Future%20farmer%20stories.png" /></p> <p><strong>¡Dar a los jóvenes agricultores una voz!</strong></p> <table class="TableGrid1" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #5b9bd5; width:100%; padding:0cm 7px 0cm 7px; border-top:4px solid #5b9bd5; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span lang="EN-US" style="font-size:15.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">“Es vital que a los jóvenes agroempresarios se les ofrezca una voz y que tomemos nota de lo que tienen que decir”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p>Para los <strong>jóvenes agricultores </strong>progresistas que se han graduado del Programa ‘Youth Farm’ y están trabajando duro para <strong>construir </strong>sus <strong>agronegocios </strong>en Barbados, es vital que se les ofrezca una <strong>voz </strong>y que tomemos nota de lo que tienen que decir.</p> <p>En julio de 2020, la Representación del IICA en Barbados, con el apoyo financiero del Fideicomiso de Conservación Ambiental de Barbados, creó una <strong>plataforma para compartir</strong> información y productos de conocimiento que apoyan el desarrollo empresarial para los jóvenes en la agricultura. El proyecto Agricultores del Futuro (<a href="https://sites.google.com/view/futurefarmersbb/" target="_blank">Future Farmers Project</a>) busca brindar un espacio para <strong>fomentar </strong>la <strong>innovación continua</strong> en la agricultura y para que los jóvenes <strong>tengan voz</strong> en la <strong>formulación de políticas</strong> a nivel nacional.</p> <p>Hasta ahora, la <strong>respuesta </strong>ha sido <strong>tremenda </strong>y el IICA Barbados ha elaborado su primer <u><a href="https://blog.iica.int/sites/default/files/2020-10/Analysis%20Of%20Local%20Agribusiness%20Trends%20Barbados%202020.pdf" target="_blank"><strong>Informe</strong> del <strong>Proyecto</strong> Agricultores del Futuro</a></u> que presenta las opiniones y experiencias de nuestros jóvenes agroempresarios.</p> <p> <a href="https://blog.iica.int/sites/default/files/2020-10/Analysis%20Of%20Local%20Agribusiness%20Trends%20Barbados%202020.pdf" id="" rel="" target="_blank" title=""><img alt="Youth Farmers Project Report" data-entity-type="file" data-entity-uuid="51f4d18b-7f4c-4fd6-a439-1492459700ef" src="/sites/default/files/inline-images/Portada.png" /></a></p> <p><br />  </p> <p style="margin-bottom:12px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><b><i><span lang="EN-US" style="font-size:15.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><img alt="Roxanne Waithe" data-entity-type="file" data-entity-uuid="278c0aa9-3753-42fe-b666-54647f78e805" height="186" src="/sites/default/files/inline-images/Roxanne%20Waithe.png" width="186" class="align-left" />Roxanne Waithe</span></span></span></i></b><i><span lang="EN-US" style="font-size:15.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"> ies Especialista Técnica de la Delegación del IICA en Barbados. Tiene un doctorado en educación de la Universidad de West Indies con un enfoque en educación y formación técnica y profesional. Aporta experiencia en el campo de la formación y certificación para personas de todos los niveles involucrados en el sector agroalimentario, y tiene experiencia demostrada en el desarrollo y gestión de proyectos nacionales y regionales.. </span></span></span></i></span></span></span></p> <p style="text-align:justify; margin-bottom:12px"> </p> <p style="text-align:justify; margin-bottom:12px"> </p> <p><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><b><span lang="EN-US" style="font-size:12.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="font-family:&quot;Arial&quot;,sans-serif"><em>Nota</em>: Las opiniones expresadas en este blog son responsabilidad de la autora y no reflejan necesariamente la opinión del IICA</span></span></b></span></span></span></p> <p> </p> <p style="text-align:justify; margin-bottom:12px"> </p> <table class="MsoTableGrid" style="border-collapse:collapse; border:none"> <tbody> <tr> <td style="border-bottom:2px solid black; width:589px; padding:0cm 7px 0cm 7px; border-top:2px solid black; border-right:2px solid black; border-left:2px solid black" valign="top"> <p style="text-align:justify"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><i><span lang="EN-US" style="font-weight:normal" xml:lang="EN-US" xml:lang="EN-US">Si tiene preguntas o sugerencias de mejora del BlogIICA favor contactar a los editores: </span></i></strong><a href="mailto:joaquin.arias@iica.int" style="color:#0563c1; text-decoration:underline"><i>Joaquín Arias</i></a><strong><i><span lang="EN-US" style="font-weight:normal" xml:lang="EN-US" xml:lang="EN-US"> y </span></i></strong><a href="mailto:viviana.palmieri@iica.int" style="color:#0563c1; text-decoration:underline"><i>Viviana Palmieri.</i></a></span></span></p> </td> </tr> </tbody> </table> <p style="text-align:justify; margin-bottom:12px"> </p> </div> <div class="field field--name-field-blog-tags field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Blog tags</div> <div class="field__items"> <div class="field__item"><a href="/tags/perspectivas-covid-19" hreflang="es">PERSPECTIVAS-COVID-19</a></div> <div class="field__item"><a href="/tags/food-security-covid19" hreflang="es">FOOD SECURITY-COVID19</a></div> <div class="field__item"><a href="/tags/youth" hreflang="es">Youth</a></div> </div> </div> <section class="field field--name-field-blog-comments field--type-comment field--label-above comment-wrapper"> <h2 class="title">Comentarios del blog</h2> <article role="article" data-comment-user-id="0" id="comment-392" about="/comment/392" typeof="schema:Comment" class="comment js-comment by-anonymous clearfix"> <span class="hidden new-indicator" data-comment-timestamp="1603986454"></span> <div class="comment__content-container"> <h3 property="schema:name" datatype="" class="title"><a href="/comment/392#comment-392" class="permalink" rel="bookmark" hreflang="und">Quede fascinada con este…</a></h3> <nav class="comment__links"><drupal-render-placeholder callback="comment.lazy_builders:renderLinks" arguments="0=392&amp;1=default&amp;2=und&amp;3=" token="oFb4poQKchE7kRZf0_eIJajQ0gd0d89rYbQyZBvyqns"></drupal-render-placeholder></nav> <div class="comment__meta"> <div> <div class="field field--name-field-nombre field--type-string field--label-hidden field__item">Lupe Patricia Llumiguano Fierro</div> </div> <strong>Jue, 29/10/2020 - 08:21 <span property="schema:dateCreated" content="2020-10-29T14:21:06+00:00" class="rdf-meta hidden"></span> </strong> </div> <div class="comment__content"> <div property="schema:text" class="clearfix text-formatted field field--name-comment-body field--type-text-long field--label-hidden field__item"><p>Quede fascinada con este programa de la Representación de Barbados, mis felicitaciones y como me encantaría que esta experiencia se replique en mas piases como mi lindo Ecuador, me parece que en esta época de crisis mundial, a todos incluidos jóvenes y adultos nos interesa generar recursos y el proyecto muestra que en la agricultura y ganadería si se puede generar dinero. Adelante Barbados!!!!</p> </div> </div> </div> </article> <h2 class="title comment-form__title">Añadir nuevo comentario</h2> <drupal-render-placeholder callback="comment.lazy_builders:renderForm" arguments="0=node&amp;1=102&amp;2=field_blog_comments&amp;3=comment" token="RgqgJXWdJbUWF8bGjqcIfommGu390_QDAnwfcgzWjOo"></drupal-render-placeholder> </section> Mon, 26 Oct 2020 21:06:14 +0000 vpalmieri 102 at https://blog.iica.int https://blog.iica.int/blog/juventud-importa-en-agricultura#comments Crece el abastecimiento de alimentos de la Alianza del Pacífico desde América Latina y el Caribe durante la pandemia del COVID-19 https://blog.iica.int/blog/crece-abastecimiento-alimentos-alianza-del-pacifico-desde-america-latina-caribe-durante <span class="field field--name-title field--type-string field--label-hidden">Crece el abastecimiento de alimentos de la Alianza del Pacífico desde América Latina y el Caribe durante la pandemia del COVID-19</span> <div class="field field--name-field-autores field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Colaboradores</div> <div class="field__items"> <div class="field__item"><a href="/taxonomy/term/10" hreflang="zxx">Joaquín Arias</a></div> </div> </div> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/user/36" typeof="schema:Person" property="schema:name" datatype="">jarias</span></span> <span class="field field--name-created field--type-created field--label-hidden">Mié, 21/10/2020 - 13:35</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><p><img alt="comercio ap" data-entity-type="file" data-entity-uuid="18d6c2b2-6bcc-4f17-b396-26d8aeb4b433" src="/sites/default/files/inline-images/2020.10.22.comercio%20AP.jpg" /></p> <p>El comercio agrícola (exportaciones más importaciones) de la Alianza del Pacífico (AP) - iniciativa de integración regional conformada por <strong>Chile, Perú, Colombia, y México</strong>- cae <strong>1.9 </strong>por ciento a 70 millardos de dólares durante los primeros seis meses del año debido a los efectos del COVID-19.  Dicha caída se compara con el colapso del comercio no agrícola de <strong>20.9</strong> por ciento a 507 millardos de dólares (ver gráfico, “Mundo”).</p> <p>En general, el comercio <strong>intra- Alianza del Pacífico </strong>(intra-AP) cae proporcionalmente más que lo que cayó el comercio agrícola y no agrícola al mundo (6.6 por ciento comparado con 1.9 por ciento y 27.9 por ciento comparado con 20.7 por ciento, respectivamente). Por diferencias en las valoraciones FOB o CIF, las <strong>exportaciones intra-AP </strong>cayeron 8.1 por ciento a 1.5 millardos de dólares mientras que las importaciones intra-AP cayeron 5.2 por ciento a 1.7 millardos de dólares.  <strong>Los productos que más cayeron</strong> fueron las cervezas de malta (-61 por ciento a 40.5 millones de dólares), las preparaciones alimenticias (-34 por ciento), los artículos de confitería (-40 por ciento), manzanas y peras (-12.8 por ciento), y vinos (-21.9 por ciento), entre otros.</p> <p><strong>Las importaciones agrícolas de la Alianza del Pacífico caen desde todos los orígenes menos desde América Latina y el Caribe y desde el sudeste asiático</strong></p> <p>Las importaciones agrícolas <strong>extra-Alianza del Pacífico (AP) </strong>cayeron desde todos los destinos (-3.2 por ciento a 25.2 millardos de dólares) con excepción de las importaciones desde América Latina y el Caribe (que excluye a los países miembros de la AP), que aumentaron 4.5 por ciento a 5.1 millardos de dólares.   </p> <p>La suba equivalente a los 221.9 millones de dólares se explica en buena parte por aumentos significativos en las importaciones de la AP de <strong>arroz</strong> (137 millones de dólares)  mayormente desde <strong>Brasil, Paraguay, Uruguay y Ecuador</strong>. Le sigue en orden de importancia, el aumento en las importaciones de <strong>soja</strong> (91.3 millones de dólares) principalmente por <strong>México y Chile</strong> desde <strong>Brasil</strong>. En tercer orden de importancia se ubicaron las importaciones de <strong>azúcar de caña</strong> (que aumentaron 58.6 millones de dólares) por todos los países miembros de la AP y principalmente desde <strong>Brasil, Guatemala, Colombia y Nicaragua</strong>. También aumentaron las importaciones de la AP desde América Latina de <strong>alcohol etílico</strong> (106 por ciento), <strong>leche y nata </strong>(193 por ciento), <strong>hortalizas</strong> (279 por ciento) y <strong>maíz</strong> (seis por ciento) entre otros más.  Las <strong>importaciones agrícolas extra-AP desde América Latina y el Caribe</strong> representaron durante enero – julio de 2020 un 20.7 por ciento del total de importaciones agrícolas, mayor al 19.1 por ciento de 2019, y al 18.6 por ciento de 2018, comparando los mismos periodos.</p> <p><strong>Aumentan las importaciones agrícolas de la Alianza del Pacífico desde el sudeste asiático</strong></p> <p>Aunque en menor medida, también aumentaron <strong>las importaciones de la Alianza del Pacífico desde el sudeste asiático</strong> (ASEAN; 0.46 por ciento a 489.8 millones de dólares). Los aumentos se dieron principalmente desde <strong>Indonesia</strong>, con un aumento de 43 por ciento o 30.4 millones de dólares, y desde <strong>Malasia</strong>, que aumentaron 31 por ciento o 23.2 millones de dólares. El aumento en las importaciones desde <strong>Indonesia</strong> se explica principalmente porque aumentaron las compras de <strong>aceite de Palma</strong> (416 por ciento a 42.7 millones de dólares), y de <strong>aceite de coco</strong> (739 por ciento o 4.9 millones de dólares), entre otros. Por otra parte, las importaciones desde <strong>Malasia</strong> aumentaron principalmente de <strong>aceite de palma </strong>(79 por ciento o 8.8 millones de dólares), de <strong>extracto de malta</strong> (286 por ciento o 6.2 millones de dólares), y de <strong>manteca de cacao</strong> (56.6 por ciento o 4.2 millones de dólares), entre otros.</p> <p><strong>¿Qué explica la caída en las importaciones agrícolas de la Alianza del Pacífico?</strong></p> <p>La caída en las <strong>importaciones agrícolas de la Alianza del Pacífico</strong> se explica fundamentalmente porque bajaron 4.5 por ciento a 15. 3 millardos de dólares las importaciones desde el Tratado entre México, Canadá y Estados Unidos (<strong>T-MEC</strong>); cayeron las importaciones desde la Unión Europea (<strong>UE-27 Brexit</strong>; 3.8 por ciento), y desde <strong>China-Hong Kong</strong> (5.8 por ciento). También cayeron las importaciones desde los mismos países miembros de la AP como <strong>Chile</strong> (-11 por ciento), y <strong>México</strong> (14.1 por ciento), aunque <strong>aumentaron las importaciones agrícolas </strong>desde <strong>Colombia</strong> (12.3 por ciento), y <strong>Perú</strong> (1 por ciento) (ver gráfico de comercio por origen y destino). </p> <p>La caída en las importaciones de la Alianza del Pacífico <strong>desde T-MEC</strong> se debieron principalmente (en términos de valor en dólares) a caídas en las compras de <strong>soja </strong>(152 millones), <strong>carne bovina</strong> (135 millones), <strong>algodón</strong> (126 millones), carne porcina (115 millones), entre otros productos.  </p> <p><strong>Desde UE-27 Brexit</strong> disminuyeron las importaciones de la AP de <strong>papas</strong> (36 millones de dólares), <strong>alcohol etílico</strong> (35.7 millones), <strong>leche y nata</strong> (35.2 millones), malta (28.5 millones), entre otros productos. </p> <p><strong>Desde China-Hong Kong</strong>, cayeron las importaciones de la Alianza del Pacífico de <strong>pimienta</strong> (19.5 millones de dólares), <strong>filetes de pescado</strong> (15.6 millones), y <strong>crustáceos</strong> (7.4 millones), entre otros productos.  </p> <p><strong>Las exportaciones agrícolas de la Alianza del Pacífico caen a todos los destinos con resultados mixtos entre sus países miembros</strong></p> <p>Las exportaciones agrícolas de la Alianza del Pacífico caen 1.9 por ciento a 44.6 millardos de dólares durante enero a julio, durante la crisis del COVID-19.  Sin embargo, los <strong>resultados según países miembros son mixtos</strong>. Mientras aumentaron las exportaciones agrícolas de <strong>México</strong> (3.7 por ciento a 23.6 millones de dólares) y de <strong>Colombia</strong> (3 por ciento a 4.5 millones de dólares), cayeron las de <strong>Perú</strong> (19.2 por ciento a 4.8 millones de dólares; una caída de más de un millardo de dólares), y de <strong>Chile</strong> (3.4 por ciento a 10.9 millardos de dólares). </p> <p><strong>México </strong>aumentó sus exportaciones principalmente a los <strong>Estados Unidos</strong> (6.1 por ciento a 20.1 millardos; un aumento de 1.2 millardos de dólares), <strong>El Salvador</strong> (120.4 por ciento a 168.2 millones de dólares), a <strong>Argelia</strong> (170 por ciento a 83.3 millones de dólares), y a <strong>China</strong> (15.4 por ciento a 282.3 millones de dólares), entre otros destinos.  El aumento en las exportaciones agrícolas de México se explica mayormente por las exportaciones de <strong>aguacate</strong>, que aumentaron 23.5 por ciento, o 393 millones de dólares, a 2.1 millardos de dólares (mayormente a los<strong> Estados Unidos</strong>). Le siguen las exportaciones de <strong>tomates</strong> que aumentaron 14 por ciento a 1.5 millardos de dólares, de <strong>carne bovina</strong> (24 por ciento a 879 millones de dólares), de <strong>frutas tales como las frambuesas, frutillas, arándanos y caquis</strong> (10 por ciento a 1.8 millardos de dólares),  <strong>hortalizas</strong>  (9.1 por ciento a 1.9 millardos de dólares), y <strong>carne porcina</strong> (39 por ciento a 501 millones de dólares), entre otros. </p> <p><strong>Colombia</strong> por su parte aumentó sus exportaciones agrícolas a todos los destinos con excepción del sudeste asiático (ASEAN) que tan solo representó 0.55 por ciento del total. Los mayores aumentos se dieron en las exportaciones de <strong>ganado bovino</strong> (641 por ciento o 62.7 millones de dólares a 72.5 millones) a <strong>Irak, Egipto, Jordán y el Líbano</strong>.  Le siguió en importancia las exportaciones (en términos del aumento en dólares) de <strong>café</strong> (aumento de 3.1 por ciento a 1.4 millardos de dólares), principalmente a <strong>Bélgica</strong> (49 por ciento a 102.1 millones de dólares), <strong>Corea del Sur</strong> (19.8 por ciento a 59.3 millones de dólares), a <strong>Alemania</strong> (8 por ciento a 115.7 millones de dólares), y a <strong>Taiwán</strong> (90 por ciento a 12.2 millones de dólares), entre otros destinos. También aumentaron las exportaciones de <strong>aceite de palma</strong> (11.4 por ciento a 280.8 millones de dólares), <strong>azúcar de caña</strong> (132 por ciento a 184.9 millones), <strong>aguacate</strong> (35.9 por ciento a 79.5 millones), <strong>extractos y esencias de café </strong>(14.5 por ciento a 157.8 millones de dólares), <strong>carne bovina</strong> (175.6 por ciento a 24.7 millones), entre muchos más. </p> <p>En el extremo negativo de la balanza, <strong>cayeron 19.2% las exportaciones de Perú</strong> al mundo. Casi un 70 por ciento de la caída se explica por las exportaciones a <strong>China-Hong Kong </strong>(-45.5 por ciento) y a la <strong>Unión Europea</strong> (-12.4 por ciento), que entre ambos sumaron un 46.4 por ciento de la cuota de exportaciones agrícolas de Perú durante enero-julio de este año. Solo dos productos, la <strong>harina de pescado</strong> (-44.87 por ciento a 609.2 millones de dólares), y los <strong>moluscos</strong> (-59.97 por ciento a 158 millones de dólares) explicaron cerca del 65 por ciento de la caída en las exportaciones agrícolas de Perú. </p> <p>Finalmente, <strong>las exportaciones agrícolas de Chile cayeron</strong> durante los primeros siete meses de este año 3.5 por ciento con respecto al mismo periodo de 2019, principalmente a países de América Latina y el Caribe (mayormente <strong>pescado fresco a Brasil</strong>), a la <strong>Unión Europea</strong> (mayormente <strong>filetes de pescado, castañas, semillas para siembra, y vinos</strong> etc.)  y al <strong>sudeste asiático</strong> (ASEAN; principalmente de uvas, y vinos). Sin embargo, las <strong>exportaciones de chile aumentaron</strong> 14.6 por ciento a 2.04 millardos de dólares a <strong>China-Hong Kong</strong> (mayormente de <strong>carne porcina y cerezas)</strong>. <br />  <br /> <strong>El comercio agrícola de la Alianza del Pacífico previo al Covid-19</strong></p> <p><strong>El comercio agrícola</strong> de la AP en 2019 ascendió a 121.2 millardos de dólares estadounidenses en 2019 (10 por ciento del total de bienes) y creció 5.7 por ciento durante los últimos tres años. Por su parte, <strong>el comercio no agrícola </strong>sumó en 2019 1,103.8 millardos de dólares y creció proporcionalmente menos que el comercio agrícola (4.5%) durante el periodo 2017-2019.  La agricultura representa, en el total del comercio de bienes, un 19 por ciento para <strong>Chile</strong>, 18 por ciento para <strong>Colombia</strong>, 15 por ciento para <strong>Perú</strong>, y 7.3 por ciento para México, que arroja <strong>un promedio ponderado de 10 % de participación de la agricultura en el comercio total de la Alianza del Pacífico</strong>.</p> <p><img alt="comercio ap agricola" data-entity-type="file" data-entity-uuid="0451396b-3a5e-435f-a83f-a727a56c54e3" src="/sites/default/files/inline-images/2020.10.21.comercio%20agricola.JPG" /> <br /> <img alt="comercio no agricola ap" data-entity-type="file" data-entity-uuid="8d54cf53-f857-4c05-a3f4-7214b03ca9ab" src="/sites/default/files/inline-images/2020.10.21.comercio%20no%20%20agricola.JPG" /></p> <p><strong><strong><strong><strong><img alt="Joaquin Arias" data-entity-type="file" data-entity-uuid="980ed6d8-c71f-462d-92a6-04b8add3bdf4" height="129" src="/sites/default/files/inline-images/foto%20perfil%20joaqui%20arias_1.PNG" width="165" class="align-left" /></strong></strong></strong></strong></p> <p> </p> <p><em><strong>Joaquin Arias</strong> es PhD en economía agrícola, técnico especialista internacional del Centro de Análisis Estratégico (CAESPA) del IICA, con sede en Panamá.</em><br />  </p> <p> </p> <p><strong><em>Nota: Las opiniones expresadas en este blog son responsabilidad del autor y no reflejan necesariamente la opinión del IICA.</em></strong></p> <table class="MsoTableGrid" style="border-collapse:collapse; border:none"> <tbody> <tr> <td style="border-bottom:1px solid black; width:589px; padding:0in 7px 0in 7px; border-top:1px solid black; border-right:1px solid black; border-left:1px solid black" valign="top"> <p style="text-align:justify"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong>Si tiene preguntas o sugerencias de mejora del BlogIICA favor contactar a los editores: </strong><a href="mailto:joaquin.arias@iica.int" style="color:blue; text-decoration:underline">Joaquín Arias</a><strong> y </strong><a href="mailto:viviana.palmieri@iica.int" style="color:blue; text-decoration:underline">Viviana Palmieri.</a></span></span></p> </td> </tr> </tbody> </table> </div> <div class="field field--name-field-blog-tags field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Blog tags</div> <div class="field__items"> <div class="field__item"><a href="/tags/comercio-covid19" hreflang="es">COMERCIO-COVID19</a></div> <div class="field__item"><a href="/tags/impacto-covid19" hreflang="es">IMPACTO-COVID19</a></div> </div> </div> <section class="field field--name-field-blog-comments field--type-comment field--label-above comment-wrapper"> <h2 class="title comment-form__title">Añadir nuevo comentario</h2> <drupal-render-placeholder callback="comment.lazy_builders:renderForm" arguments="0=node&amp;1=101&amp;2=field_blog_comments&amp;3=comment" token="e5ojBLYNlTb9zkS-BVo5yUxDkkmtVl5m54tHvcecIcs"></drupal-render-placeholder> </section> Wed, 21 Oct 2020 19:35:03 +0000 jarias 101 at https://blog.iica.int La nueva normalidad rural https://blog.iica.int/blog/nueva-normalidad-rural <span class="field field--name-title field--type-string field--label-hidden">La nueva normalidad rural</span> <div class="field field--name-field-autores field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Colaboradores</div> <div class="field__items"> <div class="field__item"><a href="/taxonomy/term/113" hreflang="zxx">María Caridad Araujo</a></div> </div> </div> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/user/37" typeof="schema:Person" property="schema:name" datatype="">vpalmieri</span></span> <span class="field field--name-created field--type-created field--label-hidden">Dom, 18/10/2020 - 16:20</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0cm 7px 0cm 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span style="font-size:15.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">“Para 2019, 1 de cada 2 personas que viven en el ámbito rural son pobres, mientras que en el ámbito urbano menos de cada 1 en 5 lo son. Las mujeres, los indígenas y los afrodescendientes están sobrerrepresentados entre los pobres y excluidos en el ámbito rural.”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p>125 millones de personas en América Latina y el Caribe viven en zonas rurales. Países con un alto porcentaje de población rural son Haití (50%), Guatemala (49%), Honduras (42%), Nicaragua (41%) y Paraguay (38%). Si analizamos la data con más detalle, el 51% de la población indígena habita en zonas rurales, aunque en Honduras, Ecuador y Colombia el porcentaje es mayor: 85%, 79% y 78%, respectivamente.</p> <p>Para 2019, 1 de cada 2 personas que viven en el ámbito rural son pobres, mientras que en el ámbito urbano menos de cada 1 en 5 lo son. Las mujeres, los indígenas y los afrodescendientes están sobrerrepresentados entre los pobres y excluidos en el ámbito rural. Por ejemplo, en Colombia, 110 mujeres de entre 20 y 59 años viven en familias rurales pobres por cada 100 hombres. Mientras que en Chile son 114 mujeres por cada 100 hombres y en Haití 115.</p> <p>A este contexto añadimos la <u><a href="https://blogs.iadb.org/igualdad/mujeres-enfrentan-mayores-riesgos-ante-coronavirus/" target="_blank">crisis generada por el coronavirus</a></u>, lo cual nos obliga a pensar en ¿Qué políticas públicas para la atención a estas emergencias pueden, además, conducir a la construcción de comunidades más prósperas, equitativas y productivas en los territorios rurales, que <u><a href="https://blogs.iadb.org/igualdad/es/10-formas-de-incorporar-el-conocimiento-tradicional-indigena-en-la-conservacion-ambiental/" target="_blank">conserven los ecosistemas y la biodiversidad y que respeten la identidad de los pueblos que habitan esos territorios</a></u>?</p> <p><strong>¿Cómo encontró el COVID-19 a América Latina rural?</strong></p> <p>Enfocándonos en algunos ámbitos que nos permiten medir el nivel de desarrollo vemos el panorama con el que se encuentra esta pandemia:</p> <ul> <li><strong>Acceso a infraestructura</strong>: En el ámbito rural más del 60% de la población <u><a href="https://blogs.iadb.org/sostenibilidad/es/a-lavarse-las-manos-y-si-no-tenemos-agua/" target="_blank">no tiene acceso al agua</a></u> y más del 50% de la población sin saneamiento. Todavía hay muy mala conectividad y poco acceso efectivo a red celular en muchas zonas rurales de la región.</li> <li><strong>Salud</strong>: La población rural enfrenta brechas de cobertura y calidad. Por ejemplo, la diferencia en la asistencia calificada al parto entre las mujeres de las áreas rurales y urbanas es de 41 puntos porcentuales en Guatemala y 35 puntos porcentuales en Haití. En Bolivia, la tasa de mortalidad neonatal es 17 puntos porcentuales más alta en las zonas rurales que en las urbanas. En Perú, los niños que viven en las zonas rurales tienen tres veces más probabilidades de sufrir retraso en el crecimiento que sus pares urbanos.</li> <li><strong>Desarrollo infantil</strong>: Las brechas en la formación del capital humano entre los niños del sector urbano y el rural aparecen temprano y crecen con la edad. Se observan brechas en las prácticas de crianza y la cantidad y calidad de estimulación e interacciones promotoras del aprendizaje que los niños reciben en sus hogares.</li> <li><strong>Educación</strong>: En el ámbito urbano, el 95% de los estudiantes finaliza la educación primaria y 68% la secundaria y en el rural lo hacen 90% y 47%, respectivamente. También las brechas de desempeño en PISA entre el ámbito rural y urbano se han mantenido estables durante los últimos 10 años. Las brechas de desempeño están asociadas a la dificultad de contar con buenos docentes en las zonas rurales.</li> <li><strong>Empleo</strong>: El empleo rural incluye a una de cada cinco personas empleadas en la región. La agricultura emplea al 13% de todos los trabajadores. El empleo rural se caracteriza por la amplia frecuencia del subempleo, bajos salarios, escasa cobertura de protección social, trabajo infantil, baja participación laboral femenina y menor penetración digital. La subsistencia económica y la seguridad alimentaria se ven crecientemente afectadas por la destrucción ambiental y el cambio climático. Esta interacción es particularmente sensible en zonas con ecosistemas frágiles.</li> <li><strong>Migración</strong>. La migración es una fuente de movilidad social y económica en zonas rurales. Las remesas juegan un rol fundamental en las economías. Con frecuencia la migración ocurre secuencialmente: primero de una zona rural a una ciudad cercana y luego, en una segunda fase, hay migración a una ciudad más grande o incluso a otro país. Además, el empleo agrícola requiere migración estacional – a veces incluso transfronteriza como entre Costa Rica y Nicaragua.</li> </ul> <p><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><a name="_Hlk39219192" id="_Hlk39219192"></a></span></span></span></p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0cm 7px 0cm 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span style="font-size:15.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">“Las mujeres rurales representan una cuarta parte de la población mundial. En el sector rural también existen una variedad de brechas que impiden que alcancemos la igualdad de género.”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p><strong>El rol de la mujer rural</strong></p> <p>Las mujeres rurales representan una cuarta parte de la población mundial. En el sector rural también existen una variedad de brechas que impiden que alcancemos la igualdad de género. Por ejemplo, menos del 20% de los propietarios de tierras en todo el mundo son mujeres. En las zonas rurales, la brecha salarial de género llega al 40%. Además, existen las <u><a href="https://blogs.iadb.org/igualdad/es/brechas-digitales-de-genero-covid-19/" target="_blank">brechas digitales</a></u> que generan más obstáculos para alcanzar la igualdad de género al dejarlas rezagadas de información que puede mejorar su toma de decisión respecto a su producción, comercialización y participación en servicios financieros, organizaciones sociales y políticas.</p> <p>A propósito del 15 de octubre, que conmemoramos el Día de la Mujer Rural, desde el sector social hemos reflexionado para identificar algunas áreas de oportunidad -siempre con un enfoque particular en los aspectos de género, en el desarrollo con identidad de los pueblos indígenas, y en la inclusión de la población afrodescendiente, las personas con discapacidad y las personas LGBTQ+</p> <p><strong>Empleo</strong></p> <ul> <li>Formación de capital humano (habilidades digitales, manejo empresarial)</li> <li>Fortalecimiento empresarial</li> <li>Inversión en infraestructura (agua, saneamiento, electricidad, tecnológica, digital, vías y transporte)</li> <li>Acceso a servicios de cuidado para hijos de los/las trabajadores</li> <li>Erradicación de empleo precario / trata de personas / empleo infantil</li> </ul> <p><strong>Salud</strong></p> <ul> <li>Acceso y calidad de la red de atención primaria con énfasis en salud materno-infantil, desnutrición</li> <li>Inversión en infraestructura (agua, saneamiento, electricidad, tecnológica, digital, vías y transporte)</li> <li>Prevención del embarazo adolescente y atención a víctimas de violencia de género (mujeres, niños y niñas)</li> <li>Servicios con pertinencia cultural</li> <li>Telemedicina</li> <li>Atraer profesionales al sector rural</li> </ul> <p><strong>Protección social</strong></p> <ul> <li>Eliminar la exclusión de los pobres extremos de la cobertura de las transferencias monetarias</li> <li>Esquemas de pago por servicios ambientales, programas de desarrollo productivo y programas de acceso al crédito, esquemas de aseguramiento de riesgos agrícolas, climáticos.</li> <li>Pensiones no contributivas</li> </ul> <p><strong>Desarrollo infantil</strong></p> <ul> <li>Ampliación de cobertura de los programas de trabajo con familias, servicios de cuidado infantil y prescolar</li> <li>Atención diferenciada para niños indígenas</li> <li>Prevención de castigo físico y prevención/ atención de la violencia de género (contra mujeres, niños y niñas)</li> <li>Inversión en infraestructura (agua, saneamiento, electricidad, tecnológica, digital, vías y transporte)</li> </ul> <p><strong>Educación</strong></p> <ul> <li>Acceso y calidad en todos los niveles, incluyendo a través de modelos híbridos</li> <li>Reducción del abandono escolar y erradicación del empleo infantil</li> <li>Pertinencia y relevancia del currículo para generar empleo y opciones productivas en el ámbito rural</li> <li>Atraer maestros a escuelas rurales</li> <li>Educación intercultural bilingüe viable, costo efectiva y con calidad</li> <li>Inversión en infraestructura (agua, saneamiento, electricidad, tecnológica, digital, vías y transporte)</li> </ul> <p><strong>Pensiones</strong></p> <ul> <li>Ampliación de cobertura de la seguridad social contributiva</li> </ul> <p><strong>Migración</strong></p> <ul> <li>Respuestas a la migración de retorno (urbano-rural) que ocurrió durante la pandemia</li> <li>Programas de inclusión financiera y apoyo a la inversión para el uso productivo de las remesas</li> <li>Redes de trata de personas asociadas a la migración (empleo agrícola, explotación sexual, y otros).</li> </ul> <p> </p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0cm 7px 0cm 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span style="font-size:15.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">“Parte de las áreas de oportunidad tienen un denominador común, la falta de infraestructura y acceso a las tecnologías de la información y comunicación. La digitalización en la región es un paso importante para cerrar estas brechas y alcanzar el desarrollo en América Latina y el Caribe.”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p>Parte de estas áreas de oportunidad tienen un denominador común, la <u><a href="https://blogs.iadb.org/igualdad/es/acelerar-la-igualdad-de-genero-a-medida-que-la-tecnologia-evoluciona/" target="_blank">falta de infraestructura y acceso a las tecnologías de la información y comunicación</a></u>. La digitalización en la región es un paso importante para cerrar estas brechas y alcanzar el desarrollo en América Latina y el Caribe. Para adentrarnos en este tema los invito a la presentación del estudio “La Brecha Digital de género en América Latina y el Caribe – Una perspectiva sobre la ruralidad”, realizado por un equipo de investigadores de la Universidad de Oxford, con apoyo del Banco Interamericano de Desarrollo, el Instituto Interamericano de Cooperación para la Agricultura y el Fondo Internacional de Desarrollo Agrícola en la <u><a href="https://www.facebook.com/IICAnoticias/videos/1071581629951022/" target="_blank">Conmemoración del Día Internacional de la Mujer Rural</a></u>.</p> <p><br /> Esta nota fue publicada originalmente en <u><a href="https://blogs.iadb.org/igualdad/es/mujer-rural-americalatina/" target="_blank">https://blogs.iadb.org/igualdad/es/mujer-rural-americalatina/</a></u> </p> <p> </p> <p style="margin-bottom:12px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><b><i><span style="font-size:15.0pt"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><img alt="María Caridad Araujo" data-entity-type="file" data-entity-uuid="00f7150e-893a-48a5-9ece-8355edbf01b0" height="144" src="/sites/default/files/inline-images/Caridad-1.jpg" width="144" class="align-left" />María Caridad Araujo</span></span></span></i></b><i><span style="font-size:15.0pt"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"> es Jefa de la División de Género y Diversidad del BID. Como economista jefe de la División de Salud y Protección Social del BID, trabajó en programas de desarrollo infantil y reducción de la pobreza. Fue profesora en la Universidad de Georgetown y trabajó en el Banco Mundial. Tiene un doctorado en Economía Agrícola y de Recursos Naturales de la Universidad de California, Berkeley.</span></span></span></i></span></span></span></p> <p style="margin-bottom:12px"> </p> <p style="text-align:justify; margin-bottom:12px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><b><i><span style="font-size:12.0pt"><span style="font-family:&quot;Arial&quot;,sans-serif">Nota</span></span></i></b><b><span style="font-size:12.0pt"><span style="font-family:&quot;Arial&quot;,sans-serif">: Las opiniones expresadas en este blog son responsabilidad del autor y no reflejan necesariamente la opinión del IICA.</span></span></b></span></span></span></p> <p style="text-align:justify; margin-bottom:12px"> </p> <table class="MsoTableGrid" style="border-collapse:collapse; border:none"> <tbody> <tr> <td style="border-bottom:2px solid black; width:589px; padding:0cm 7px 0cm 7px; border-top:2px solid black; border-right:2px solid black; border-left:2px solid black" valign="top"> <p style="text-align:justify"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Si tiene preguntas o sugerencias de mejora del BlogIICA favor contactar a los editores: </span></span></i><i><span lang="EN-US" style="font-size:12.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="font-family:&quot;Times New Roman&quot;,serif"><a href="mailto:joaquin.arias@iica.int">Joaquín Arias</a></span></span></i><i><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"> y </span></span></i><i><span lang="EN-US" style="font-size:12.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="font-family:&quot;Times New Roman&quot;,serif"><a href="mailto:viviana.palmieri@iica.int">Viviana Palmieri</a></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p style="text-align:justify; margin-bottom:12px"> </p> </div> <div class="field field--name-field-blog-tags field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Blog tags</div> <div class="field__items"> <div class="field__item"><a href="/tags/perspectivas-covid-19" hreflang="es">PERSPECTIVAS-COVID-19</a></div> <div class="field__item"><a href="/tags/genero" hreflang="es">Género</a></div> </div> </div> <section class="field field--name-field-blog-comments field--type-comment field--label-above comment-wrapper"> <h2 class="title comment-form__title">Añadir nuevo comentario</h2> <drupal-render-placeholder callback="comment.lazy_builders:renderForm" arguments="0=node&amp;1=99&amp;2=field_blog_comments&amp;3=comment" token="yjlecPgpdQL4axoGLjQjowX3apPpArkH98IITFkp4Hs"></drupal-render-placeholder> </section> Sun, 18 Oct 2020 22:20:43 +0000 vpalmieri 99 at https://blog.iica.int ¿Es viable o sostenible el consumo de alimentos producidos localmente? https://blog.iica.int/blog/es-viable-o-sostenible-consumo-alimentos-producidos-localmente <span class="field field--name-title field--type-string field--label-hidden">¿Es viable o sostenible el consumo de alimentos producidos localmente? </span> <div class="field field--name-field-autores field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Colaboradores</div> <div class="field__items"> <div class="field__item"><a href="/taxonomy/term/10" hreflang="zxx">Joaquín Arias</a></div> <div class="field__item"><a href="/taxonomy/term/50" hreflang="zxx">Kelly Witkowski </a></div> <div class="field__item"><a href="/taxonomy/term/11" hreflang="zxx">Hugo Chavarría</a></div> </div> </div> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/user/36" typeof="schema:Person" property="schema:name" datatype="">jarias</span></span> <span class="field field--name-created field--type-created field--label-hidden">Mié, 14/10/2020 - 10:42</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><figure role="group" class="caption caption-img"> <img alt="Circuitos cortos Daniel" data-entity-type="file" data-entity-uuid="3a064579-6546-463d-936a-a9fbadaf3ab8" src="/sites/default/files/inline-images/foto%20circutios%20cortos%20Daniel%20Rodriguez%20-%20Ferias%20vecinales%20en%20Montevideo%20Uruguay_0.jpeg" /> <figcaption><strong>Fuente</strong>: Ferias vecinales en Montevideo Uruguay, por Daniel Rodriguez (IICA)</figcaption> </figure> <p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><wrapblock><shape filled="f" id="Text_x0020_Box_x0020_2" 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stroked="f" style="position:absolute; margin-top:29px; width:336.8pt; height:142pt; z-index:251659264; v-text-anchor:top" type="#_x0000_t202"> <textbox> </textbox></shape></wrapblock></span></span></span></p> <table width="100%"> <tbody> <tr> <td> <div> <div style="border-bottom:solid #4472c4 3.0pt; border-top:solid #4472c4 3.0pt; border-left:none; border-right:none; padding:8.0pt 0in 8.0pt 0in"> <p style="border:none; padding:0in"><i><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#4472c4">“Con los balances adecuados de sus efectos económicos, sociales y ambientales es posible que la alimentación sea más rica, nutritiva, abundante y asequible si se combinan estrategias de consumo y producción local, el comercio internacional y el fomento de cadenas regionales”</span></span></span></span></i></p> </div> </div> </td> </tr> </tbody> </table> <p>Con la pandemia del COVID19 surge, o se ha reforzado, una tendencia hacia la menor interdependencia productiva, tecnológica y comercial, y un comercio mundial menos abierto,  caracterizado por tensiones comerciales y el debilitamiento de la institucionalidad del multilateralismo. No está del todo claro si esta tendencia necesariamente implica una reversión de la globalización, o una ralentización de esta, o en su lugar estamos ante el nacimiento de una nueva globalización con una gobernanza diferente, más inclinada hacia la diversificación de estrategias de producción, consumo y distribución de alimentos, la regionalización, el consumo de lo local, la inclusión y hacia la sostenibilidad.  </p> <p>En el proceso de configuración de esa nueva globalización conviven y a veces se contraponen filosofías de autosuficiencia alimentaria, la promoción del consumo de productos producidos localmente e iniciativas de regionalización del comercio y cadenas de valor más cortas y cercanas al consumidor. </p> <p><strong>¿Es factible abastecerse localmente de alimentos?</strong></p> <p>Empecemos por discutir ¿qué tan factible y sostenible es abastecerse de alimentos producidos localmente?  Lo primero que hay que reconocer es que América Latina y el Caribe es una región de múltiples contrastes.  <strong>Países importadores netos</strong>, como Antigua y Barbuda, San Kitts y Nevis, y Haití, que importan más de 30 dólares de alimentos por cada dólar que exportan, conviven con grandes <strong>exportadores netos </strong>como Argentina, Brasil y Chile, donde los superávits ascienden hasta los 10 dólares de exportaciones por cada dólar de importación de productos agrícolas y alimentarios. </p> <p>Por lo tanto, las cadenas de valor agrícolas y alimentarias cumplen diferentes roles dependiendo de si el país es importador o exportador neto, y en función de esta caracterización, para algunos países abastecerse localmente, total, e incluso parcialmente, es inviable.   <strong>En países importadores netos de alimentos</strong>, las cadenas de suministro o de valor cumplen el rol fundamental de asegurar la disponibilidad de alimentos desde fuentes mayormente externas, y <strong>en países exportadores netos</strong>, las cadenas de valor funcionan, no solo para viabilizar el abastecimiento interno de alimentos, sino también y fundamentalmente, para fortalecer el posicionamiento del país en mercados internacionales y regionales de exportación. </p> <p>En lo que se refiere al posicionamiento internacional, <strong>varios países de América Latina son líderes en cadenas de valor globales</strong>. Por ejemplo, <strong>México </strong>lidera el comercio mundial de productos como aguacate (43 por ciento de las exportaciones mundiales) y de tomate (24 por ciento); <strong>Costa Rica</strong> lidera las exportaciones de piña (50 por ciento), <strong>Ecuador</strong> las exportaciones de banano (26 por ciento); <strong>Chile</strong> lidera la exportaciones mundiales de uvas (15 por ciento), y de arándanos (20 por ciento; <strong>Brasil</strong> lidera en el mercado mundial de soja (44 por ciento), de carne de pollo (25  por ciento), de café (15 por ciento), de azúcar de caña (38 por ciento), y de jugo de naranja (44 por ciento). Es evidente que una mayoría de países que consumen esos productos nunca podrían por restricciones ecológicas producirlos localmente y si tuviesen las condiciones ambientales para producirlos no lo podrían hacer de forma eficiente y sostenible.</p> <p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><wrapblock><shape filled="f" id="Text_x0020_Box_x0020_2" 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stroked="f" style="position:absolute; margin-top:29px; width:336.8pt; height:104.4pt; z-index:251659264; v-text-anchor:top" type="#_x0000_t202"> <textbox> </textbox></shape></wrapblock></span></span></span></p> <table width="100%"> <tbody> <tr> <td> <div> <div style="border-bottom:solid #4472c4 3.0pt; border-top:solid #4472c4 3.0pt; border-left:none; border-right:none; padding:8.0pt 0in 8.0pt 0in"> <p style="border:none; padding:0in"><i><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#4472c4">“la producción local sola no puede satisfacer la demanda de alimentos, principalmente bajo los métodos de producción y preferencias alimentarias actuales”</span></span></span></span></i></p> </div> </div> </td> </tr> </tbody> </table> <p>Lo primero que hay que reconocer, por lo tanto, es que la producción local sola no puede satisfacer la demanda de alimentos, principalmente bajo los métodos de producción y preferencias alimentarias actuales. Un estudio reciente publicado por <u><a href="https://www.nature.com/articles/s43016-020-0060-7" target="_blank">Nature Food</a></u> concluye que abastecerse localmente -especialmente en países en desarrollo- no es viable para la mayoría. Ellos estimaron que <strong>menos de una tercera parte de la población mundial</strong> podría actualmente satisfacer su demanda de alimentos producidos localmente (en un radio de 100 km). Solo <strong>27 por ciento de la población mundial </strong>puede obtener cereales de grano de climas templados, como el trigo, la cebada y el centeno, dentro de un radio menor a los 100 kilómetros, y 28 por ciento para el arroz. Estos porcentajes disminuyen aún más si se tratase de cereales, raíces, frijoles y maíz de origen tropical (productos de gran importancia en la dieta de los países latinoamericanos y caribeños). </p> <p><strong>¿Acaso el consumo de alimentos producidos localmente es necesariamente más sostenible?</strong></p> <p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><wrapblock><shape filled="f" id="Text_x0020_Box_x0020_2" 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stroked="f" style="position:absolute; margin-top:29px; width:336.8pt; height:104.4pt; z-index:251659264; v-text-anchor:top" type="#_x0000_t202"> <textbox> </textbox></shape></wrapblock></span></span></span></p> <table width="100%"> <tbody> <tr> <td> <div> <div style="border-bottom:solid #4472c4 3.0pt; border-top:solid #4472c4 3.0pt; border-left:none; border-right:none; padding:8.0pt 0in 8.0pt 0in"> <p style="border:none; padding:0in"><i><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#4472c4">“La evidencia apunta a que lo local no es necesariamente equivalente a sostenibilidad una vez que se toman en cuenta los múltiples factores que deben contemplarse en el análisis”</span></span></span></span></i></p> </div> </div> </td> </tr> </tbody> </table> <p>Reconociendo las diferencias entre países, está claro que el abastecimiento local de productos agrícolas y de alimentos tiene muchos beneficios, entre ellos, asegurar que los productores tengan un mercado donde vender sus productos aunque no es seguro que sea a un mejor precio, además de alimentar un sentido de comunidad.  Sin embargo, no hay que olvidar que la sostenibilidad de producir y vender localmente debe ser no solo vista desde lo económico, sino también desde lo social y ambiental. </p> <p>La evidencia apunta a que lo local no es necesariamente equivalente a sostenibilidad una vez que se toman en cuenta los múltiples factores que deben contemplarse en el análisis. No podemos, por ejemplo, mirar únicamente el ahorro en transporte y decir que por ello el consumo de lo local es más sostenible. Esto porque la sostenibilidad va a depender de <strong>cómo el alimento es transportado:</strong> ¿es por avión, bote, o camión? El transporte marítimo genera de 25 a 250 veces menos emisiones que los camiones, y el transporte aéreo genera emisiones en promedio cinco veces mayores que el transporte por tierra (<u><a href="https://www.chathamhouse.org/2020/04/privileging-local-food-flawed-solution-reduce-emissions" target="_blank">Bellmann, 2020</a></u>) Se estima que un consumidor británico que viaja 10 kilómetros para comprar un kilogramo de producto fresco va a generar proporcionalmente más gases de efecto invernadero que el transporte aéreo del mismo kilogramo producido en Kenya.</p> <p>Tomando como ejemplo el caso de los Estados Unidos, los alimentos viajan en promedio 8 mil kilómetros hasta llegar al consumidor, y sin embargo, las emisiones por transporte representan tan solo 11 por ciento de las emisiones totales generadas desde la producción hasta el consumo final (<u><a href="https://www.chathamhouse.org/2020/04/privileging-local-food-flawed-solution-reduce-emissions" target="_blank">Bellmann, 2020</a></u>). Esto hace que las emisiones de gases de efecto invernadero (GEI) de las prácticas de producción sean mucho más importantes que la huella generada por el transporte de alimentos a la hora de determinar sustentabilidad relativa de lo producido local o internacionalmente.  </p> <p>Por lo tanto, el énfasis para concluir si el consumo de productos es o no sostenible no debe basarse solo en el transporte, sino más bien en cómo son producidos (sea local o internacionalmente) esos productos. Es decir, dónde se producen los alimentos adquiere una relevancia menor.</p> <p>El consumo de carne de bovino en el Reino Unido sirve para ilustrar este punto. Un estudio muestra que consumir carne producida en pasturas de Nueva Zelanda es “más verde” que consumir carne producida localmente, donde las dietas de los animales se basan en piensos o suplementos. </p> <p>Otro estudio (<u><a href="https://www.chathamhouse.org/2020/04/privileging-local-food-flawed-solution-reduce-emissions" target="_blank">Bellmann, 2020</a></u>)  encontró que lo local no es siempre mejor en términos de emisiones de GEI.  Por ejemplo, las manzanas británicas almacenadas en frío por diez meses generan casi dos veces más emisiones que el transporte de las manzanas por mar desde Suramérica hasta el Reino Unido. </p> <p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><wrapblock><shape filled="f" id="Text_x0020_Box_x0020_2" 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