COVID19 https://blog.iica.int/index.php/ es Back to the 1960s? Education May Be Latin America’s Most Lasting Scar from COVID-19 https://blog.iica.int/index.php/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="/index.php/taxonomy/term/121" hreflang="zxx">Nora Lustig</a></div> <div class="field__item"><a href="/index.php/taxonomy/term/122" hreflang="zxx">Guido Neidhöfer</a></div> <div class="field__item"><a href="/index.php/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="/index.php/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="/index.php/tags/covid19" hreflang="es">COVID19</a></div> <div class="field__item"><a href="/index.php/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 Importaciones agrícolas de China desde América Latina y el Caribe aumentaron 24.8 por ciento https://blog.iica.int/index.php/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="/index.php/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="/index.php/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="/index.php/tags/impacto-covid19" hreflang="es">IMPACTO-COVID19</a></div> <div class="field__item"><a href="/index.php/tags/comercio-covid19" hreflang="es">COMERCIO-COVID19</a></div> <div class="field__item"><a href="/index.php/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/index.php/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="/index.php/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="/index.php/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="/index.php/tags/covid19" hreflang="es">COVID19</a></div> <div class="field__item"><a href="/index.php/tags/comercio-covid19" hreflang="es">COMERCIO-COVID19</a></div> <div class="field__item"><a href="/index.php/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 Agricultura, cambio climático y COVID-19 https://blog.iica.int/index.php/blog/agricultura-cambio-climatico-covid-19 <span class="field field--name-title field--type-string field--label-hidden">Agricultura, cambio climático y 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="/index.php/taxonomy/term/59" hreflang="zxx">Diana Francis</a></div> </div> </div> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/index.php/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, 05/10/2020 - 11:09</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:5px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:5px 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="ES-TRAD" style="font-size:15.0pt" xml:lang="ES-TRAD" xml:lang="ES-TRAD"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">“Hacer más con menos ha sido la experiencia de la agricultura en el Caribe durante décadas. Este puede seguir siendo el caso en esta nueva realidad de presiones económicas globales que surgen de un doble golpe de los impactos lentos del cambio climático y los efectos persistentes del COVID 19 en rápida evolución”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p>En el transcurso de dos días, <strong>tres titulares en la prensa </strong>– uno internacional y dos locales – esencialmente cuentan la historia de dos desafíos para el desarrollo humano en curso de colisión: cambio climático y covid19COVID-19, ambos con implicaciones socioeconómicas sin precedentes. Estos artículos son “<a href="https://thehill.com/opinion/international/516607-another-famine-coming-china-struggles-to-meet-basic-food-demands" target="_blank">¿Se acerca otra hambruna? China lucha por satisfacer sus demandas alimentarias básicas</a>” (thehill.com, 17 de septiembre)”, “<a href="https://newsday.co.tt/2020/09/17/ft-farfan-outlet-rebranded-to-agri-world/" target="_blank">La tienda FT Farfan cambia de nombre a Agri World</a>” (Newsday.co.tt, 17 de septiembre), y “<a href="https://newsday.co.tt/2020/09/18/high-charges-rumours-of-sale-cause-anxiety-among-trincity-mall-tenants/" target="_blank">Cargos elevados, los rumores de venta causan ansiedad entre los residentes de Trincity Mall</a>” (Newsday.co.tt, 18 de septiembre).</p> <p><strong>¿Qué une estas historias? Agricultura y alimentación. ¿Cómo?</strong> Por ejemplo en el primer artículo, al escribir para The Hill, Jianli Yang concluyó que una "escasez de alimentos" podría poner de rodillas a China, una superpotencia económica y militar en ascenso.</p> <p>En el artículo de <strong>FT Farfan</strong> en Newsday, Ken Chee Hing informó que la compañía ha cambiado el nombre de su tienda Arima a Agri World para centrarse exclusivamente en el sector de la agricultura, el césped y el jardín, en respuesta al aumento del interés local en la jardinería doméstica.</p> <p>El reportero Andrew Gioannetti, en el otro artículo de Newsday, describe que las <strong>empresas en Trincity Mall</strong> se vieron obligadas a <strong>cerrar permanentemente</strong>, debido en parte al cierre por COVID-19 de las empresas no esenciales.</p> <p>En el artículo de FT Farfan, Sandy Samnarine, de la División ALG de FT Farfan Ltd, enmarca el <strong>cambio de marca de la tienda Arima</strong> como "un movimiento que se aleja de la jardinería de supervivencia a un negocio agrícola rentable, respetando nuestros recursos, nuestra gente y nuestro medio ambiente".</p> <p><strong>La necesidad por la transformación de la agricultura y los sistemas alimentarios</strong></p> <p>Esta declaración captura los desafíos pasados y actuales en la región del Caribe desde el <strong>Programa de Transformación Regional (RTP) en Agricultura de 1996</strong>, y las otras políticas, estrategias y planes regionales que siguieron.</p> <p>Todo esto, en un esfuerzo por modernizar el sector mediante la promoción de la adopción generalizada de buenas, y mejoradas, prácticas agrícolas, basadas en una combinación de conocimientos tradicionales, ciencia e innovación y, en particular, un cambio en los sistemas agrícolas para mejorar en lugar de agotar y degradar los mismos recursos ambientales de los que dependen: suelos sanos y agua limpia.</p> <p>Esta transformación es necesaria, ahora más que nunca, para desarrollar resiliencia al cambio climático y proporcionar alimentos para la nutrición. Eso es clave para la buena salud en medio de una pandemia de salud pública.</p> <p>En 2020, donde parece que las manifestaciones más lentas del cambio climático y los efectos rápidos de COVID-19 están convergiendo, la declaración de Samnarine también encuentra relevancia para explicar los impactos actuales de la pandemia en el sector empresarial. Gioannetti informa que Trincity Mall enfrentó una condición preexistente que debilitó su resistencia a las consecuencias económicas de COVID-19: la liquidación de los activos de CL Financial y Clico.</p> <p><strong>Una conclusión de esta situación</strong> podría ser que la mayoría de estas empresas comercializaban lo que se consideran bienes y servicios no esenciales. En la teoría económica, estos se describen típicamente como "deseos" o bienes de lujo y aspiracionales.<br /> Como es práctica común en Trinidad y Tobago, en tiempos de crisis económica la gente tiende a gastar sus limitados fondos principalmente en lo que es esencial para la supervivencia, lo que la teoría económica describe como “necesidades”: alimentos, medicinas, vivienda, educación. A medida que el adelgazamiento del negocio y el ajuste del cinturón de COVID-19 toman forma, el gasto en "deseos" tiende a reducirse drástica y significativamente, los que, desafortunadamente, constituyen una parte significativa de la oferta en las tiendas de centros comerciales.</p> <p>Quizás la historia aquí es la inversión  o la diversificación hacia bienes y servicios que son “necesarios”, los cuales pueden sobrevivir mejor a las crisis económicas.</p> <p><strong>Regresar a la tierra en tiempos de crisis</strong> es un comportamiento histórico claro, como se ve en el resurgimiento del interés en todos los niveles de la sociedad por cultivar sus propios alimentos, incluso al nivel del Primer Ministro. Esta tendencia es compartida en todo el Caribe y en el resto del mundo.</p> <p>En su artículo de opinión para The Hill, Yang indicó que “el presidente chino, Xi Jinping, lanzó recientemente la campaña 'Plato Limpio' para garantizar que los suministros de alimentos no se agoten rápidamente y provoquen una repetición de la Gran Hambruna de 1959 en la que millones de personas murieron de hambre."</p> <p>El artículo de Yang advierte sobre una <strong>crisis alimentaria pendiente en China</strong>, debido a inundaciones masivas, sin precedentes desde 1939, en sus áreas de arroz y otras áreas productivas de agricultura, y los expertos advierten que lo peor puede estar por venir. ¿Manifestaciones de variabilidad climática extrema y cambio climático, quizás?</p> <p><span style="font-size:12pt"><span style="background:white"><span style="font-family:&quot;Times New Roman&quot;,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:85.6pt; 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">“Las personas también están tomando una clara decisión de dejar que los alimentos sean su medicina…”</span></span></span></span></i></p> </div> </div> </td> </tr> </tbody> </table> <p><strong>La importancia de invertir en la agricultura</strong></p> <p>Estos tres reportajes apuntan a la importancia de invertir en la cadena de valor agrícola y alimentaria, ya que, como se suele decir, la gente debe comer. Las personas también están tomando una clara decisión de dejar que los alimentos sean su medicina, debido en parte a la promoción más agresiva de una buena nutrición para mejorar la resiliencia y la recuperación de la COVID-19.</p> <p><strong>El Instituto Interamericano de Cooperación para la Agricultura (IICA) </strong>aplaude a todos aquellos que han invertido y continúan invirtiendo en agricultura y producción de alimentos en Trinidad y Tobago y el resto del Caribe, particularmente a los muchos micro y pequeños emprendedores agrícolas que se vinculan directamente y agregan valor a los productos agrícolas locales.</p> <p>Durante décadas, se ha alentado a los países de CARICOM a aumentar el nivel de inversión en agricultura, tanto del sector público como del privado. <strong>En Trinidad y Tobago</strong>, se especula mucho sobre si el gran resurgimiento de interés nacional por la agricultura y los productos agroalimentarios de producción local se reflejará en una mayor asignación presupuestaria 2020-2021 al sector agrícola. Cualesquiera que sean los resultados, <strong>hay dos cosas claras</strong>.</p> <p><strong>En primer lugar</strong>, que el desarrollo agrícola no puede depender únicamente del presupuesto asignado a la agricultura. Como lo confirman la teoría económica y la práctica, existen varias influencias importantes en el desarrollo de la agricultura fuera del sector y, por lo tanto, la cuestión debería ser si estas influencias están bien reconocidas y tomadas en cuenta en el presupuesto nacional general de una manera que complemente la asignación específica a la agricultura.</p> <p><span style="font-size:12pt"><span style="background:white"><span style="font-family:&quot;Times New Roman&quot;,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:66.8pt; z-index:251661312; 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">“no se trata de cuánto presupuesto se asigna, sino de qué tan bien se utiliza el presupuesto asignado”</span></span></span></span></i></p> </div> </div> </td> </tr> </tbody> </table> <p><strong>En segundo lugar</strong>, como declaró recientemente el Ministro de Agricultura, Tierra y Pesca, no se trata de cuánto presupuesto se asigna, sino de qué tan bien se utiliza el presupuesto asignado. En algunos casos, como se ve dentro de la gestión del IICA de sus propios recursos para la cooperación técnica, <strong>se puede hacer mucho con recursos limitados</strong>, una vez que está bien orientado y administrado de manera eficiente, incluyendo la colaboración y coordinación con socios estratégicos.</p> <p>Según una observación reciente del <strong>Director General del IICA, Dr. Manuel Otero</strong>, cada vez más se pide a las instituciones de apoyo al desarrollo agrícola que hagan más con menos. Hacer más con menos ha sido la experiencia de la agricultura en el Caribe durante décadas. Este bien puede seguir siendo el caso en esta nueva realidad de presiones económicas globales que surgen de un doble golpe de los impactos lentos del cambio climático y los efectos persistentes del COVID-19 en rápida evolución.</p> <p><em><strong><img alt="Diane Francis" data-entity-type="file" data-entity-uuid="68db1849-9d54-4631-ae6b-291f09ad845e" height="157" src="/sites/default/files/inline-images/photo%20nueva%20Diana%20Francis-resized.png" width="156" class="align-left" /></strong></em></p> <p> </p> <p><em><strong>Diana Francis</strong> es la representante del Instituto Interamericano de Cooperación para la Agricultura en Trinidad y Tobago.</em></p> <p> </p> <p> </p> <p> </p> <p><em><strong>Nota: Las opiniones expresadas en este blog son responsabilidad del autor y no reflejan necesariamente la opinión del IICA.</strong></em></p> <p>Una versión original de este artículo apareció en <a href="https://newsday.co.tt/2020/09/26/agriculture-climate-change-and-covid19/" target="_blank">Newsday</a></p> <table class="MsoTableGrid" style="border-collapse:collapse; border:none"> <tbody> <tr> <td style="border-bottom:2px solid black; width:589px; padding:0in 7px 0in 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>Si tiene preguntas o sugerencias de mejora del BlogIICA favor contactar a los editores: </strong><a href="mailto:joaquin.arias@iica.int" style="color:#0563c1; text-decoration:underline">Joaquín Arias</a><strong> y </strong><a href="mailto:viviana.palmieri@iica.int" style="color:#0563c1; 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="/index.php/tags/cambio-climatico-covid-19" hreflang="es">CAMBIO-CLIMÁTICO-COVID-19</a></div> <div class="field__item"><a href="/index.php/tags/covid19" hreflang="es">COVID19</a></div> <div class="field__item"><a href="/index.php/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=97&amp;2=field_blog_comments&amp;3=comment" token="TySML5A6q_3MIgzOMDeL6hurybxHPjN7Rg236uI5d7Q"></drupal-render-placeholder> </section> Mon, 05 Oct 2020 17:09:43 +0000 jarias 97 at https://blog.iica.int Crece 13 por ciento la balanza comercial agrícola de América Latina y el Caribe durante la pandemia del Covid-19 https://blog.iica.int/index.php/blog/crece-13-por-ciento-balanza-comercial-agricola-america-latina-caribe-durante-pandemia-del <span class="field field--name-title field--type-string field--label-hidden">Crece 13 por ciento la balanza comercial agrícola de 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="/index.php/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="/index.php/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, 23/09/2020 - 16:32</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><p><strong>Crece 13 por ciento la balanza comercial agrícola de América Latina y el Caribe durante la pandemia del Covid-19</strong></p> <p><strong><img alt="balanza comercial agricola" data-entity-type="file" data-entity-uuid="eef0bc64-28bc-40f9-a6cd-9c6223b1ac97" src="/sites/default/files/inline-images/2020.09.23.Gr%C3%A1fica%20de%20la%20semana.JPG" /></strong></p> <p> </p> <p><strong>América Latina y el Caribe con un desempeño sobresaliente durante la pandemia como proveedor de alimentos y productos agrícolas de la región y el mundo</strong></p> <p>América Latina y el Caribe (15 países con datos disponibles a julio de 2020) aumentó 13 por ciento su balanza comercial agrícola por un valor de 9.72 mil millones de dólares durante los meses de marzo – julio 2020 con respecto al mismo periodo de 2019. Las exportaciones agrícolas durante el periodo aumentaron 6.7 por ciento a 106 mil millones de dólares mientras las importaciones cayeron 4.8 por ciento a 29 mil millones de dólares (ver total de 15 países en la gráfica). Sin embargo, el desempeño comercial de los 15 países de América Latina y el Caribe fue dispar y se pueden distinguir tres grupos principales.  </p> <p><strong>Seis países con el mejor desempeño comercial</strong></p> <p>En el primer grupo destacan seis países (en verde en la gráfica): Brasil, México, Paraguay, Colombia, Costa Rica y Belice al aumentar significativamente su balanza comercial agrícola durante la pandemia y porque tienen en común aumentos en las exportaciones proporcionalmente mayores a los aumentos o caídas en las importaciones.  </p> <p>Brasil aumentó 20.1% sus exportaciones agrícolas en marzo – julio 2020 con respecto al mismo periodo de 2019 a 42.8 mil millones de dólares, Paraguay 14 por ciento a 2.6 mil millones de dólares, Costa Rica 11.1 por ciento a 2.1 mil millones de dólares, Belice 3.9 por ciento a 90 millones de dólares, Colombia 2.3 por ciento a 3.1 mil millones de dólares y México 2.1 por ciento a 17.7 mil millones de dólares.  Por otra parte, todos ellos, con excepción de Costa Rica (aumentaron 0.6 %), bajaron sus importaciones en un rango que va de 14.6 por ciento (Paraguay) a 4.5 por ciento (Belice). </p> <p><strong>Cinco países con un desempeño comercial agrícola moderado</strong></p> <p>El segundo grupo agrupa a cuatro países que mejoraron moderadamente su balanza comercial agrícola (en amarillo en la gráfica): Argentina, Ecuador, Guatemala, Bolivia y Panamá.</p> <p>Argentina aumentó durante la pandemia 3 por ciento su superávit de exportaciones agrícolas en 2020 a 14.6 mil millones de dólares, después de que las exportaciones aumentaran durante marzo – julio 2020 con respecto al mismo periodo de 2019 tan solo 0.14 por ciento a 16.8 mil millones de dólares mientras que las importaciones subieron 7.7 por ciento a 1.8 mil millones de dólares.  </p> <p>Por su parte, Ecuador aumentó las exportaciones 1.9 por ciento a cerca de 5 mil millones de dólares y las importaciones cayeron 0.6 por ciento a cerca de mil millones de dólares con lo que el superávit comercial aumentó un uno por ciento a 40 millones de dólares.</p> <p>Guatemala aumentó su balanza comercial 4.6 por ciento a 1.2 mil millones de dólares como resultado que sus exportaciones agrícolas crecieron 3.3 por ciento a 2.5 mil millones de dólares mientras que las importaciones agrícolas crecieron 1.6 por ciento a 1.3 mil millones de dólares.</p> <p>Bolivia aumentó 4.3 por ciento su balanza comercial agrícola a 315 millones de dólares solo que esta vez se debió a caídas proporcionalmente menores de las exportaciones que de las importaciones agrícolas.  Bolivia exportó 600 millones de dólares durante marzo – julio con eso más que duplicó su volumen de importaciones que alcanzaron los 282 millones de dólares.  </p> <p>Finalmente, Panamá disminuyó 12 por ciento su déficit comercial y se debió a caídas tanto de las exportaciones como de las importaciones. Panamá pasó de un déficit en marzo – julio de 2019 de 591 millones de dólares a 529 millones durante los mismos meses de este año. </p> <p><strong>Cuatro países con resultados negativos en sus balanzas comerciales agrícolas </strong></p> <p>El tercer grupo de países está compuesto por Chile, Perú, Uruguay, y El Salvador.  Estos cuatro países han empeorado su balanza comercial agrícola durante la pandemia.</p> <p>El deterioro más significativo lo ha sufrido Perú con una caída de 61.8 por ciento en su balanza comercial. Perú pasó de exportar 2.6 dólares por cada dólar de importaciones agrícolas en 2019 a 1.6 dólares en marzo – julio de 2020, que significó una pérdida neta de 754 millones de dólares. Sus exportaciones agrícolas cayeron 23 por ciento a 3.2 mil millones de dólares mientras que las importaciones subieron un 1 por ciento a cerca de 2 mil millones de dólares.</p> <p>Seguidamente, el déficit comercial agrícola de El Salvador aumentó 45.6 por ciento o 240 millones de dólares como resultado de una baja en las exportaciones de 12 por ciento a 476 millones de dólares y una suba de 11 por ciento en las importaciones a mil millones de dólares.</p> <p>Le sigue Uruguay con una baja en su superávit comercial de 12.4 por ciento o 182 millones de dólares luego de que las exportaciones agrícolas cayeron 11.3 por ciento a 1.9 mil millones de dólares y de que las importaciones agrícolas aumentaran 0.5 por ciento a 443 millones de dólares.</p> <p>Finalmente, Chile reduce su superávit comercial agrícola durante la pandemia 3.5 por ciento o el equivalente a 152 millones de dólares que son el resultado de que las exportaciones agrícolas cayeran 4.2 por ciento a 7.2 mil millones de dólares y que las importaciones cayeran 5.2 por ciento a 2.8 mil millones de dólares. </p> <p><strong>Pueden encontrar más en:</strong></p> <p>En otra entrega veremos cómo se traducen estos resultados en términos de productos exportados e importados y socios comerciales según país de la región. Un adelanto de productos de exportación por país lo pueden encontrar en el siguiente <u><a href="https://blog.iica.int/blog/cuales-paises-america-latina-caribe-marcan-pauta-del-comercio-agricola-mundial-durante" target="_blank">artículo</a></u>. </p> <p>Detalles del comportamiento mensual de las exportaciones desde 2018 a la fecha lo encontrarán en el artículo <u><a href="https://blog.iica.int/blog/monitoreando-comercio-agroalimentario-durante-covid-19" target="_blank">Monitoreando el comercio agrícola durante la pandemia</a></u>. </p> <p><img alt="Joaquin Arias" data-entity-type="file" data-entity-uuid="b4953e9d-f32e-4f41-a61d-7787ca9f02a9" height="112" src="/sites/default/files/inline-images/foto%20perfil%20joaqui%20arias_0.PNG" width="144" class="align-left" /><br /> <strong>Joaquin Arias</strong> es PhD en economía agrícola, técnico especialista internacional del Centro de Análisis Estratégico (CAESPA) del IICA, con sede en Panamá.</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="/index.php/tags/covid19" hreflang="es">COVID19</a></div> <div class="field__item"><a href="/index.php/tags/comercio-covid19" hreflang="es">COMERCIO-COVID19</a></div> <div class="field__item"><a href="/index.php/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=95&amp;2=field_blog_comments&amp;3=comment" token="8nghQlQZzNjaDq0flxrtB2N3GgSeuQKoNvrHmQoRVWM"></drupal-render-placeholder> </section> Wed, 23 Sep 2020 22:32:52 +0000 jarias 95 at https://blog.iica.int Measuring the True Cost of Food https://blog.iica.int/index.php/en/blog/measuring-true-cost-food <span class="field field--name-title field--type-string field--label-hidden">Midiendo el costo real de los alimentos</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="/index.php/taxonomy/term/109" hreflang="zxx">David Laborde</a></div> <div class="field__item"><a href="/index.php/taxonomy/term/110" hreflang="zxx">Marie Parent</a></div> <div class="field__item"><a href="/index.php/taxonomy/term/102" hreflang="zxx">Valeria Piñeiro</a></div> </div> </div> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/index.php/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, 23/09/2020 - 10:10</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="foto super mercado ifpri" data-entity-type="file" data-entity-uuid="712c256e-714d-4e7b-8896-f06a43bf1612" height="388" src="/sites/default/files/inline-images/super%20mercado.JPG" width="583" /> <figcaption>Créditos de la fotografía: <a href="https://www.flickr.com/photos/gilbert_mercier/49850109796/">Gilbert Mercie</a>r</figcaption> </figure> <p> </p> <p><strong>¿Qué entendemos por el "costo real" de los alimentos?</strong></p> <p>Cuando las personas piensan en los precios de los alimentos, normalmente piensan en el precio que los consumidores pagan en el momento de comprarlos (el "costo privado"). Sin embargo, puede que este precio no incluya todos los costos para la sociedad. Estos “costos sociales” también abarcan los impactos en el ambiente y la salud pública derivados de las prácticas y características de los sistemas alimentarios globales y locales, incluyendo la contaminación del aire y el agua, la sobreexplotación de los acuíferos, la resistencia a los antibióticos y las enfermedades relacionadas con la dieta, como la diabetes. Los consumidores no pagan estos costos por adelantado, pero la sociedad los asume más adelante de otras maneras; por ejemplo, mediante la reducción de las cosechas como resultado de la erosión de la tierra o la degradación del suelo.</p> <p>Las políticas pueden determinar qué costos sociales surgen y la importancia de su influencia en cuatro factores impulsores del sistema alimentario: cuánto producimos, qué producimos, cómo producimos y dónde producimos. Algunos de estos factores traspasan fronteras, afectando así los bienes públicos internacionales. Cuando lo hacen, se convierten en costos sociales internacionales, para cuyo abordaje apropiado se requieren políticas internacionales..</p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:5px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:5px 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">“Los 'costos sociales' también abarcan los impactos en el ambiente y la salud pública derivados de las prácticas y características de los sistemas alimentarios globales y locales, incluyendo la contaminación del aire y el agua, la sobreexplotación de acuíferos, la resistencia a los antibióticos y las enfermedades relacionadas con la dieta, como la diabetes”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p><strong>¿Se ha medido el costo real de los alimentos?</strong></p> <p>En nuestro <u><a href="https://www.g20-insights.org/policy_briefs/true-cost-of-food/" target="_blank">G20 Policy Brief</a></u>, compilamos una serie de estimaciones sobre algunos de los costos sociales de los alimentos en los Estados Unidos y las comparamos con otras estimaciones de todo el sistema alimentario. Desafortunadamente, hoy no existe un enfoque armonizado internacionalmente para medir el costo real de los alimentos. Sin este enfoque, es difícil para los países discutir estos temas y más aún considerar reformas.</p> <p><strong>¿Qué debería hacerse?</strong></p> <p>El G20 está bien posicionado para actuar como líder en la catalización de la gobernanza internacional para abordar los desafíos en torno al costo real de los alimentos. Ofrecemos tres propuestas para la acción del G20: (1) exigir el desarrollo de una metodología que permita una medición globalmente armonizada del costo real de los alimentos, (2) coordinar la reforma de las políticas nocivas y (3) establecer una agenda para la introducción de políticas beneficiosas. La primera propuesta permitiría el intercambio necesario de conocimientos para promover un lenguaje y una visión comunes entre los países del G20, mientras que la segunda y la tercera propuestas posibilitarían el abordaje integral de reformas políticas críticas.</p> <figure role="group" class="caption caption-img"> <img alt="Figura G20" data-entity-type="file" data-entity-uuid="ed013be5-5ebf-42ed-9506-86de7ebb2360" src="/sites/default/files/inline-images/Fig%20G20%20esp.png" /> <figcaption><em>Tres propuestas para la acción del G20</em></figcaption> </figure> <p><br /> Para iniciar el proceso, el G20 debe otorgar un mandato a la comunidad científica internacional, incluidas organizaciones como la Organización de las Naciones Unidas para la Alimentación y la Agricultura (FAO), la Organización para la Cooperación y el Desarrollo Económicos (OCDE), el IFPRI, el Programa de las Naciones Unidas para el Medio Ambiente (PNUMA), la Organización Mundial de la Salud (OMS) y las Reuniones de los Científicos Jefes Agrícolas de los Estados del G20 (MACS-G20), para desarrollar un método armonizado que permita medir el costo real de los alimentos. Este método podría ser una contribución esencial a la <u><a href="https://www.un.org/sustainabledevelopment/food-systems-summit-2021" target="_blank">Cumbre de las Naciones Unidas sobre los Sistemas Alimentarios de 2021</a></u> si es coherente, se basa en evidencias y tiene solidez en todos los países y productos alimenticios. La comunidad científica internacional podrá utilizar este método de medición para evaluar la magnitud relativa de varios costos sociales de los alimentos, así como para identificar tipos de políticas claves que contribuyen a los costos "ocultos" de los sistemas alimentarios. El G20 luego puede utilizar esta evaluación para coordinar reformas de política destinadas a eliminar los incentivos de políticas nocivas que aumentan el costo social de los alimentos y proponer políticas beneficiosas que compensen o reduzcan los costos específicos del sistema alimentario de manera socialmente aceptable. Los países miembros del G20 podrían reorientar el dinero asignado a las políticas nocivas eliminadas mediante la segunda propuesta a las políticas beneficiosas de la tercera propuesta.</p> <table class="TableGrid1" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:5px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:5px 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">“Al establecer una comprensión y una medición claras del costo real de los alimentos, incluidas todas las fallas del mercado, los países estarán en mejores condiciones para diseñar y reorientar sus políticas agrícolas actuales al logro de un triple beneficio: mayor productividad, resiliencia y estabilidad ambiental.”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p>Al establecer una comprensión y una medición claras del costo real de los alimentos, incluidas todas las fallas del mercado, los países estarán en mejores condiciones para diseñar y reorientar sus políticas agrícolas actuales al logro de un triple beneficioso: mayor productividad, resiliencia y estabilidad ambiental.</p> <p><em><u><a href="https://t20saudiarabia.org.sa/en/About/Pages/whats.aspx" target="_blank">Think20 (T20)</a></u> es un grupo de afinidad del G20 que se conecta y colabora con grupos de expertos de todo el mundo para brindar ideas y recomendaciones a los líderes del G20. Este blog, que originalmente apareció en el Portal de Seguridad Alimentaria, se extrae de uno de los informes publicados por el Grupo de Trabajo del T20 sobre Sistemas Sostenibles de Energía, Alimentos y Agua, uno de los diez grupos de trabajo del T20 para la presidencia del G20 de Arabia Saudita de este año.</em></p> <p><em><strong><img alt="David Laborde" data-entity-type="file" data-entity-uuid="2261f9dd-57d2-4ede-b04e-33c98e0577f3" height="99" src="/sites/default/files/inline-images/David%20Laborde.png" width="99" class="align-left" />David Laborde </strong>es investigador senior en la División de Mercados, Comercio e Instituciones y líder temático sobre macroeconomía y comercio del Instituto Internacional de Investigación sobre Políticas Alimentarias. Tiene un doctorado en Economía Internacional de la Université de Pau et des Pays de l'Adour.</em></p> <p> </p> <p><em><strong><img alt="Marie Parent" data-entity-type="file" data-entity-uuid="c9c3b2bf-816e-460a-84ba-e72243ba9eda" height="96" src="/sites/default/files/inline-images/Marie%20Parent.png" width="96" class="align-left" />Marie Parent </strong>es analista de investigación en el Instituto Internacional de Investigación sobre Políticas Alimentarias. Brinda apoyo a la investigación entre países sobre los ODS 2.1, 2.3 y 2.4. Sus proyectos se relacionan con múltiples organizaciones asociadas y metodologías, incluyendo el modelo CGE, el análisis de clústeres y las revisiones sistemáticas. Marie tiene una maestría en Políticas Públicas de la Universidad de California, Berkeley.</em></p> <p> </p> <p><em><strong><img alt="Valeria Piñeiro" data-entity-type="file" data-entity-uuid="6064f27a-c757-48a7-a52d-f1baa544e172" height="95" src="/sites/default/files/inline-images/Valeria%20pi%C3%B1eiro.png" width="95" class="align-left" />Valeria Piñeiro</strong> es coordinadora senior de Investigación en el Instituto Internacional de Investigación sobre Políticas Alimentarias. Cuenta con un doctorado en Economía Agrícola de la Universidad de Maryland y forma parte del cuerpo de profesores de los Programas Académicos Avanzados de la Universidad Johns Hopkins. Ha sido consultora de muchas organizaciones, incluido el Banco Mundial.</em></p> <p> </p> <p><em><strong>Nota: Las opiniones expresadas en este artículo son responsabilidad de los autores y no reflejan necesariamente la opinión del IICA.</strong></em></p> <table class="MsoTableGrid" style="border-collapse:collapse; border:none"> <tbody> <tr> <td style="border-bottom:2px solid #002060; width:587px; padding:0in 7px 0in 7px; border-top:2px solid #002060; border-right:2px solid #002060; border-left:2px solid #002060" valign="top"> <p><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><span style="font-size:11.5pt"><span style="font-family:Roboto">¿Tiene preguntas o sugerencias para mejorar el BlogIICA? Escriba por favor a los editores: </span></span><a href="mailto:joaquin.arias@iica.int" style="color:blue; text-decoration:underline"><span style="font-size:11.5pt"><span style="font-family:Roboto">joaquin.arias@iica.int</span></span></a><span style="font-size:11.5pt"><span style="font-family:Roboto"> y </span></span><a href="mailto:viviana.palmieri@iica.int" style="color:blue; text-decoration:underline"><span style="font-size:11.5pt"><span style="font-family:Roboto">viviana.palmieri@iica.int</span></span></a> </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="/index.php/tags/covid19" hreflang="es">COVID19</a></div> <div class="field__item"><a href="/index.php/tags/food-security-covid19" hreflang="es">FOOD SECURITY-COVID19</a></div> <div class="field__item"><a href="/index.php/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=94&amp;2=field_blog_comments&amp;3=comment" token="-ieKzk9cBHrq1csUWnyY5CeLejFZ03NFhpy9ix_8Syo"></drupal-render-placeholder> </section> Mon, 21 Sep 2020 20:08:17 +0000 jarias 94 at https://blog.iica.int Políticas públicas para los bioinsumos: hacia un espacio de intercambio en América Latina y El Caribe https://blog.iica.int/index.php/blog/politicas-publicas-para-los-bioinsumos-hacia-un-espacio-intercambio-en-america-latina-caribe <span class="field field--name-title field--type-string field--label-hidden">Políticas públicas para los bioinsumos: hacia un espacio de intercambio en América Latina y El Caribe</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="/index.php/taxonomy/term/97" hreflang="zxx">Frédéric Goulet</a></div> <div class="field__item"><a href="/index.php/taxonomy/term/108" hreflang="zxx">Tomás Krotsch</a></div> </div> </div> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/index.php/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, 15/09/2020 - 16:21</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><table class="TableGrid1" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:5px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:5px 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-419" style="font-size:15.0pt" xml:lang="es-419" xml:lang="es-419"><span style="color:#3070b6">“Las políticas públicas claramente no son las únicas herramientas que pueden permitir un desarrollo armónico de tecnologías emergentes como los bioinsumos, pero son imprescindibles para sentar las bases de la transición hacia una agricultura sostenible frente a desafíos globales.”</span></span></i></span></span></p> </td> </tr> </tbody> </table> <p>¿Cómo las políticas públicas y los Estados de América Latina y el Caribe pueden apoyar el desarrollo de alternativas a los insumos de síntesis química para la actividad agropecuaria? ¿Cómo estas políticas pueden participar de la expansión regional de un sector de la bioeconomía que genere beneficios para una diversidad de actores?</p> <p>Estas preguntan fueron abordadas en un ciclo de conferencias, organizado por el Instituto Inter-Americano de Cooperación para la Agricultura (IICA), el Centre de Coopération Internationale en Recherche Agronomique pour le Développement (Cirad) y la Red Políticas Públicas para el desarrollo rural en América Latina (Red PP-AL).  El ciclo consistió en la exposición de <strong>cinco experiencias nacionales </strong>de promoción de los bioinsumos de uso agropecuario y se realizó entre junio y agosto del 2020. Funcionarios públicos, investigadores y empresarios de <strong>Argentina</strong>, <strong>Colombia</strong>, <strong>Ecuador</strong>, <strong>México</strong> y <strong>Brasil</strong> presentaron las dinámicas actuales en estos cinco países, los cuales se cuentan entre los mas avanzados a nivel regional sobre las políticas a favor de los bioinsumos. Como primera etapa de la construcción de un <strong>espacio regional de cooperación y de dialogo</strong> para la construcción de políticas, este ciclo de conferencias permitió identificar varias tendencias, avances y necesidades para apoyar el desarrollo de los bioinsumos. Se identificaron al menos cinco elementos claves para avanzar: la importancia de <strong>definir</strong> qué son bioinsumos; la necesidad de adaptar los <strong>marcos regulatorios</strong> y definir el <strong>rol del Estado</strong>; tomar en cuenta la dinámica de <strong>autoproducción</strong> individual y colectiva de bioinsumos; y finalmente, reconocer el rol esencial del <strong>sector empresarial</strong> con el que el Estado debe interactuar. </p> <p><strong>Lo primero</strong> que se identificó como de gran importancia es llegar a un consenso sobre la <strong>definición de lo que son (o no son) los bioinsumos</strong> (ver recuadro). El término o la categoría bioinsumos son relativamente nuevos y agruparlos en una sola permitió dar una visibilidad renovada a insumos ya conocidos como los de control biológico, biofertilizantes o bioestimulantes. A nivel semántico, ese término permite articular el mundo de los insumos, considerados desde la revolución verde como de origen principalmente químico, con el mundo de los procesos biológicos. La definición del perímetro de esa nueva categoría es fundamental, pero está sujeta a matices entre los países. Es necesario entonces tratar de uniformizar ese perímetro, y sobre todo acompañar a los países que todavía no implementaron políticas específicas para bioinsumos. Este es un punto de partida necesario para una política nacional y un diálogo regional.</p> <table class="MsoTableGrid" style="background:#ededed; border-collapse:collapse; border:none"> <tbody> <tr> <td style="border-bottom:2px solid black; width:604px; padding:0in 7px 0in 7px; background-color:#ededed; border-top:2px solid black; border-right:2px solid black; border-left:2px solid black" valign="top"> <p style="margin-bottom:15px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Cambria,serif"><span lang="ES" style="font-size:14.0pt" xml:lang="ES" xml:lang="ES"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:black"><strong>Los bioinsumos</strong> de uso agropecuario son herramientas de base biológica, macro o micro organismos, derivados y extractos de plantas, aplicados a la producción agropecuaria. Se consideran bioinsumos a todos aquellos productos constituidos de organismos vivos tales como microorganismos (hongos, bacterias, virus, etc.) o sus derivados, macroorganismos (ácaros e insectos benéficos), extractos de plantas y sus compuestos derivados de origen biológico o natural y que son destinados a ser aplicados como insumos en la producción agropecuaria. Estos comprenden a <strong>tres familias de productos</strong>: productos de control biológico (biocontroladores y agentes fitosanitarios, ya sean de origen fúngico, viral, bacteriano, vegetal o animal, o derivados de estos), biofertilizantes, y bioestimulantes o fitorreguladores.</span></span></span></span></span></span></span></p> </td> </tr> </tbody> </table> <p style="margin-bottom:15px"><strong>Segundo</strong>, se notó la importancia de <strong>adaptar los marcos regulatorios existentes</strong> para que sean mas adecuados al registro de insumos biológicos. Muchas veces no existe una normativa específica para bioinsumos – de hecho, en América Latina y el Caribe solo <strong>Colombia </strong>tiene una -, y los bioinsumos tienen que recorrer hoy en día el mismo camino de evaluación y registro que un insumo químico. Si bien es cierto que países como <strong>Argentina</strong> y <strong>Ecuador </strong>implementaron aranceles preferenciales, el proceso en sí mismo sigue largo y fastidioso. Los organismos nacionales o regionales que están a cargo de la definición de criterios y procesos de registro son de hecho una piedra angular de la transformación de los marcos regulatorios. Está claro que estas instituciones son fundamentales en este proceso, y juegan un papel central en la creación de un ámbito regulatorio apropiado, tanto para la producción nacional como para la importación y exportación de los bioinsumos. Por eso es primordial tener criterios claros y transparentes, para crear un clima propicio al desarrollo de innovaciones y a los negocios.</p> <p style="margin-bottom:15px"><strong>Tercero</strong>, el <strong>rol del Estado</strong> puede ir mas allá de una adaptación de los marcos regulatorios, por ejemplo, hacia el <strong>diseño e implementación de políticas integrales</strong> de promoción de los bioinsumos. Estas políticas deben cubrir e integrar aspectos como la formación universitaria y la capacitación de profesionales y productores, el fomento a la innovación y el uso, el estímulo a la interacción entre laboratorios públicos y empresas, entre otros. Hoy, <strong>Argentina</strong> y <strong>Brasil</strong> son los países que parecen haber ido más lejos en términos de implementación de un programa o un plan nacional de bioinsumos. Estos programas nacionales resultan de procesos de concertación de los diversos actores relacionados a los bioinsumos, como por ejemplo en el marco del Comité Asesor en Bioinsumos de Uso Agropecuario (Cabua) en <strong>Argentina</strong>. Pero todavía hay mucho camino a recorrer, y se necesita multiplicar las experiencias nacionales, el seguimiento y la evaluación de esas políticas integrales para valorarlas y optimizarlas.</p> <p><strong>Cuarto</strong>, es importante que los Estados tomen en cuenta un fenómeno que estuvo ganando terreno en los últimos años: la <strong>autoproducción</strong> de bioinsumos por parte de productores, individual o colectivamente. El derecho del productor a producir sus propios insumos, sobre todo cuando no tiene acceso a insumos comerciales, es una reivindicación de largo plazo de los movimientos de producción agroecológica y orgánicos. Hoy en día es una dinámica que, incluso, va ganando sectores de la producción convencional de grande escala. El caso de <strong>Brasil</strong>, con los Grupos Asociados de Agricultura Sustentável (GAAS), demuestra esa tendencia. De hecho, es importante que las políticas contemplen estas dinámicas para capacitar y asesorar a los productores, como herramienta válida para disminuir los riesgos y garantizar la calidad y la inocuidad de los insumos. El relativo olvido de esta temática por los Estados se debe a dos factores: </p> <ol> <li>Hasta ahora, la autoproducción de insumos ha sido una temática cubierta principalmente por actores no gubernamentales, dirigidos principalmente a pequeños productores familiares, y </li> <li>Como mencionamos, la acción pública a favor de los bioinsumos se ha concentrado principalmente en la cuestión regulatoria, la cual está hecha para productos comerciales. El Programa Nacional de Bioinsumos de <strong>Brasil</strong> intenta responder a esa necesidad, apoyando por ejemplo la creación de <strong>biofábricas</strong> en los territorios, acercando la producción de bioinsumos a los usuarios.</li> </ol> <p><strong>Quinto</strong>, si bien las dinámicas de autoproducción son importantes, el <strong>sector empresarial</strong> de los bioinsumos es un actor esencial con el cual el Estado debe interactuar. En países como <strong>Colombia</strong>, <strong>Argentina</strong>, <strong>Brasil</strong> o <strong>México</strong>, las empresas de insumos biológicos se han organizado en asociaciones nacionales, algunas siendo socias de alianzas internacionales como BioProtection Global. Es un sector dinámico, tanto del lado de las pequeñas y medianas empresas, como del lado de las empresas multinacionales tradicionales del sector de los insumos o de biotecnologías, que han invertido muchos recursos en el sector de insumos biológicos. Este acercamiento entre las dos industrias se manifiesta de forma clara en <strong>Brasil</strong>, con la absorción de la ABCBio dentro de Cropflife Brasil, un conjunto dominado por la industria de insumos químicos y biotecnologías. Las políticas públicas deben entonces integrar una visión actualizada de este paisaje empresarial, con herramientas que sean capaces de atender tanto las pequeñas empresas, cercanas a las necesidades locales de los productores, como las multinacionales que tienen una poderosa capacidad de innovación.</p> <p>La diversidad de las iniciativas públicas consideradas en este ciclo de conferencias, el desigual avance de las políticas entre los países ponentes, así como las divergencias y la heterogeneidad de los marcos regulatorios nacionales, explican la oportunidad y el interés de los países en nutrirse de los intercambios y sinergias a nivel regional. Las políticas públicas claramente no son las únicas herramientas que pueden permitir un desarrollo armónico de tecnologías emergentes como los bioinsumos,  pero son imprescindibles para sentar las bases de la <strong>transición hacia una agricultura sostenible</strong> frente a desafíos globales.</p> <table class="TableGrid2" style="width: 611px; border-collapse: collapse; border: none;" width="100%"> <tbody> <tr> <td style="border-bottom: 5px solid rgb(68, 114, 196); width: 597px; padding: 0in 7px; border-top: 5px solid rgb(68, 114, 196); border-right: none; border-left: none;" valign="top"> <p style="margin-bottom:15px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Cambria,serif"><i><span lang="es-419" style="font-size:15.0pt" xml:lang="es-419" xml:lang="es-419"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">“</span></span></span></span></i><i><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">La diversidad de las iniciativas públicas consideradas en este ciclo de conferencias, el desigual avance de las políticas entre los países ponentes, así como las divergencias y la heterogeneidad de los marcos regulatorios nacionales, explican la oportunidad y el interés de los países en nutrirse de los intercambios y sinergias a nivel regional.</span></span></span></span></i><i><span lang="es-419" style="font-size:15.0pt" xml:lang="es-419" xml:lang="es-419"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">”</span></span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p>  </p><table class="MsoTableGrid" style="background:#d9e2f3; border-collapse:collapse; border:none"> <tbody> <tr> <td style="border-bottom:2px solid #002060; width:604px; padding:0in 7px 0in 7px; background-color:#d9e2f3; border-top:2px solid #002060; border-right:2px solid #002060; border-left:2px solid #002060" valign="top"> <p style="margin-bottom:15px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Cambria,serif"><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:black">Las cinco conferencias de este ciclo de encuentran <b>on-line</b> en acceso libre: </span></span></span></span></span></span></span></p> <p style="margin-bottom:15px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Cambria,serif"><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:black">Argentina: <u><a href="https://youtu.be/oWRWXLDAcM4" target="_blank">https://youtu.be/oWRWXLDAcM4</a></u></span></span></span></span></span></span></span></p> <p style="margin-bottom:15px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Cambria,serif"><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:black">Colombia: <u><a href="https://youtu.be/tnv3pZMX1QE" target="_blank">https://youtu.be/tnv3pZMX1QE</a></u></span></span></span></span></span></span></span></p> <p style="margin-bottom:15px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Cambria,serif"><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:black">Ecuador: <u><a href="https://www.facebook.com/IicaEcuador/videos/284077199518693/" target="_blank">https://www.facebook.com/IicaEcuador/videos/284077199518693/</a></u></span></span></span></span></span></span></span></p> <p style="margin-bottom:15px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Cambria,serif"><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:black">México: <u><a href="https://youtu.be/d-OJs6QmeSY" target="_blank">https://youtu.be/d-OJs6QmeSY</a></u></span></span></span></span></span></span></span></p> <p style="margin-bottom:15px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Cambria,serif"><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:black">Brasil: <u><a href="https://www.youtube.com/watch?v=-sCFPMjDM_g" target="_blank">https://www.youtube.com/watch?v=-sCFPMjDM_g</a></u></span></span></span></span></span></span></span></p> </td> </tr> </tbody> </table> <p> </p> <p><em><strong><img alt="Federic Goulet" data-entity-type="file" data-entity-uuid="2a9b3f40-f8ae-435f-967e-96ada1ea63ed" height="184" src="/sites/default/files/inline-images/FGoulet.png" width="184" class="align-left" />Frédéric Goulet </strong>es ingeniero agrónomo y doctor en sociología. Es investigador del Centre de coopération internationale en recherche agronomique pour le développement (<u><a href="https://www.cirad.fr/" target="_blank">CIRAD)</a></u>, y profesor visitante de la Universidad Federal Rural de Rio de Janeiro (<u><a href="http://institucional.ufrrj.br/portalcpda/" target="_blank">UFRRJ</a></u>). Es miembro de la Red Políticas Públicas y Desarrollo Rural en América Latina y el Caribe (<u><a href="https://www.pp-al.org/es" target="_blank">Red PP-AL</a></u>), y del Observatorio de Políticas Públicas para la Agricultura (<u><a href="http://oppa.net.br/home.php?lang=pt" target="_blank">OPPA</a></u>). Sus investigaciones se concentran en el análisis de los procesos de innovación tecnológica en agricultura, y de las transformaciones contemporáneas de la investigación agropecuaria en Francia y América Latina. </em></p> <p> </p> <p><em><strong><img alt="Tomas Krotsch" data-entity-type="file" data-entity-uuid="2ec16c0d-d313-4594-b21f-6c60ef7ae59f" height="183" src="/sites/default/files/inline-images/TKrotsch.png" width="183" class="align-left" />Tomás Pedro Krotsch</strong> es especialista a cargo del área de Sanidad Agropecuaria e Inocuidad de los Alimentos de la Representación del IICA en la Argentina. Se formó como Médico Veterinario en la Facultad de Ciencias Veterinarias de la Universidad de Buenos Aires en Argentina en el año 2000, con Especialización en Producción Animal. Entre los años 2004 y 2009 ocupo ese mismo puesto en la Representación del IICA en Brasil. Anteriormente actuó en el sector privado como gerente en Sanidad Animal, producción e higiene en tambos y producciones mixtas agropecuarias. Es también representante por el IICA ante la Comisión Argentina de Bioinsumos Agropecuarios CABUA.</em></p> <p><strong><em>Nota: Las opiniones expresadas en este blog son responsabilidad de los autores y no reflejan necesariamente la opinión del IICA.</em></strong><br />  </p> <p><strong><em><img alt="banner editores" data-entity-type="file" data-entity-uuid="379a6c82-445c-4195-a648-c37044cc0c03" src="/sites/default/files/inline-images/Final_3.png" /></em></strong></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="/index.php/tags/covid19" hreflang="es">COVID19</a></div> <div class="field__item"><a href="/index.php/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=93&amp;2=field_blog_comments&amp;3=comment" token="qpS4CZAGqhHqoPJMxQtMFAvI5URzcXwLLTe9JJ4K2Ug"></drupal-render-placeholder> </section> Tue, 15 Sep 2020 22:21:11 +0000 jarias 93 at https://blog.iica.int ¿Cuáles países de América Latina y el Caribe marcan la pauta del comercio agrícola mundial durante la pandemia del COVID-19? https://blog.iica.int/index.php/blog/cuales-paises-america-latina-caribe-marcan-pauta-del-comercio-agricola-mundial-durante <span class="field field--name-title field--type-string field--label-hidden">¿Cuáles países de América Latina y el Caribe marcan la pauta del comercio agrícola mundial 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="/index.php/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="/index.php/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, 08/09/2020 - 20:50</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="grafica de las americas" data-entity-type="file" data-entity-uuid="4aa9d881-0d87-4066-93dc-fd119fa80541" src="/sites/default/files/inline-images/grafica%20americas.JPG" /> <figcaption><strong>uente:</strong> IICA (CAESPA) con datos del Trade Data Monitor (TDM) a setiembre 16 de 2020<br /> <strong>Nota</strong>: Agrícola comprende los capítulo 1 al 24 del sistema armonizado más algodón (5201)</figcaption> </figure> <p> </p> <p>Doce países de América Latina y el Caribe <strong>aumentaron las exportaciones agrícolas 8.0 por ciento durante los cinco meses de la pandemia del COVID-19</strong>, respecto a marzo – julio de 2019, para un total de 85.3 mil millones de dólares estadounidenses (USD). Este desempeño sobresaliente del sector agroalimentario se compara con una baja del comercio total de bienes para los mismos países y periodos de 11.7 por ciento.  A nivel mundial (58 países) las exportaciones agrícolas cayeron 1.3 por ciento y las del total de bienes 14.2 por ciento. Sin embargo, <strong>hay diferencias notables entre países exportadores, destinos y productos de exportación.</strong></p> <p> </p> <p><a href="https://blog.iica.int/blog/monitoreando-comercio-agroalimentario-durante-covid-19" target="_blank" title="GRAFICA INERACTIVA"><img alt="gráfica interactiva" data-entity-type="file" data-entity-uuid="2793724e-e0bc-4b28-9191-57ddaf5ed3d6" height="337" src="/sites/default/files/inline-images/grafica%20mensual.JPG" width="379" class="align-left" /></a></p> <p> </p> <p> </p> <p> </p> <p>Ver <strong>gráfica interactiva </strong>por país de la región de la evolución mensual de las exportaciones en: <u><a href="https://blog.iica.int/blog/monitoreando-comercio-agroalimentario-durante-covid-19" target="_blank">MONITOREANDO EL COMERCIO AGRÍCOLA DE AMÉRICA LATINA Y EL CARIBE </a></u></p> <p> </p> <p> </p> <p> </p> <p> </p> <p><strong>Durante la pandemia China ha sido el mercado agrícola más dinámico del mundo</strong></p> <p><em>Durante la pandemia China ha sido el destino dominante de exportación de América Latina y el Caribe</em></p> <p>Del 8.0 por ciento de crecimiento de las exportaciones agrícolas de los doce países de América Latina y el Caribe, 7.1 puntos porcentuales se explican por las exportaciones agrícolas a China, que aumentaron 5.6 mil millones de dólares o 28.4 por ciento durante marzo a julio de 2020 con respecto al mismo periodo de 2019.  Los doce países de ALC exportaron a China durante estos cinco meses de pandemia 25.3 mil millones de dólares, lo que representa una cuota de 30% del total agrícola. </p> <p>En 2019, las exportaciones agrícolas de América Latina y el Caribe (17 países con datos disponibles incluido México), sumaron 234.7 millones de dólares, de las cuales cuatro países acumularon 75.5 por ciento del total: Brasil (34.5 por ciento), México (16.7 por ciento), Argentina (16.7 por ciento) y Chile (7.7 por ciento). Del total, 22.7 por ciento se destinaron a Estados Unidos, 18.2 por ciento a China y 12.1 por ciento a la misma región de América Latina y el Caribe (sin incluir México entre los destinos). </p> <p><em>China ha sido durante la pandemia el mercado de importaciones agrícolas más dinámico del mundo</em></p> <p>Durante marzo – julio de 2020 las importaciones agrícolas de China aumentaron, con respecto al mismo periodo de 2019, 11 mil millones de dólares, para alcanzar la suma de importaciones de 68.7 mil millones de dólares, que equivale a un aumento de 19.2 por ciento entre ambos periodos.  Las importaciones anuales de China alcanzaron en 2019 la suma de 14.3 mil millones de dólares, 32.1 por ciento de las cuales se originaron en América Latina y el Caribe, donde MERCOSUR es el principal socio comercial con 28.9 por ciento de la cuota del total de importaciones agrícolas de China.</p> <p>Otros mercados que también aumentaron sus importaciones agrícolas, pero en proporciones mucho menores fueron: Suiza (362. 6 millones de dólares o 6.7 por ciento), Noruega (161.7 millones o 4.6 por ciento), Senegal (130.6 millones 22.6 por ciento), Argentina (126.3 millones o 7.7 por ciento), Tailandia (119.2 millones de dólares o 1.8 por ciento), y El Salvador (101.1 millones o 11.2 por ciento). </p> <p>Por otra parte, las mayores caídas a nivel mundial en las importaciones agrícolas durante la pandemia se han dado en Estados Unidos (1.8 mil millones de dólares o 2.6 por ciento), Japón (1.2 mil millones de dólares o 3.8 por ciento), Francia (1.1 mil millones o 4.3 por ciento). </p> <p>Con datos a julio 2020 de 42 países a nivel mundial, el neto entre países que subieron las exportaciones y los que bajaron las importaciones agrícolas, es de un aumento de 4.8 mil millones de dólares o un aumento con respecto a 2019 de 1.65 por ciento.  Este grupo de 42 países representó 46 por ciento del comercio mundial en 2019. </p> <p>En 2019 las importaciones mundiales (98 países con datos disponibles) agrícolas alcanzaron los 1.5 billones de dólares, y tan solo doce países sumaron una cuota de importaciones de 60 por ciento, con el liderazgo de Estados Unidos (10.8 por ciento), China (9.8 por ciento), Alemania (7.2 por ciento) y Japón (5.0 por ciento).</p> <p><strong>El dominio de Brasil en las exportaciones de soja y carnes</strong></p> <p>De ese 7.1 por ciento de aumento en las exportaciones agrícolas de los doce países de ALC a China, <strong>5.5 puntos porcentuales corresponden a las exportaciones de soja de Brasil</strong>, que aumentaron durante marzo – julio 4.3 mil millones de dólares o 39 por ciento. Otro 1.5 puntos porcentuales correspondió al aumento de las exportaciones de carne bovina de Brasil, equivalente a 1.1 mil millones de dólares durante el periodo a 1.7 mil millones de dólares o  173 por ciento. Por su parte, 0.4 puntos porcentua<a href="https://apps.fas.usda.gov/newgainapi/api/Report/DownloadReportByFileName?fileName=African%20Swine%20Fever-%20An%20Unwelcome%20Arrival%20in%20Germany%20_Berlin_Germany_09-09-2020" target="_blank" title="peste porcina"><img alt="Peste porcina" data-entity-type="file" data-entity-uuid="b66329aa-fce0-44d7-ac74-693543a9caad" height="284" src="/sites/default/files/inline-images/peste%20porcinca.JPG" width="258" class="align-right" /></a>les (del total de 7.9 por ciento) correspondió al aumento de las exportaciones de <strong>carne porcina,</strong> de 297 millones dólares a un total de 518 millones de dólares durante marzo – julio de este año (ver <a href="https://apps.fas.usda.gov/newgainapi/api/Report/DownloadReportByFileName?fileName=African%20Swine%20Fever-%20An%20Unwelcome%20Arrival%20in%20Germany%20_Berlin_Germany_09-09-2020" target="_blank">nota</a> sobre la peste porcina africana). De total agrícola exportado por Brasil a China, 81.5 por ciento correspondió a exportaciones de soja, 9 por ciento a exportaciones de <strong>carne bovina</strong> y 2.7 por ciento a exportaciones de <strong>carne porcina</strong>. </p> <p>Datos a agosto 2020 muestran que la tendencia de crecimiento de las exportaciones de Brasil a China sigue en aumento.  <strong>El total agrícola aumentó 36.1 % con respecto a agosto de 2019</strong> a un total de 2.4 mil millones de dólares. Este aumento es liderado de nuevo por las exportaciones de soja (21.1 % de aumento), carne bovina (51.9 % de aumento) y azúcar de caña, cuyas exportaciones a China aumentaron más de 1000%, de 16.2 millones en agosto 2019 a 188.4 millones en agosto 2020.</p> <p><strong>Estados Unidos pierde cuota en el mercado de soja chino, pero gana en otros productos</strong></p> <p>Frente al aumento de 39 por ciento de las exportaciones de <strong>soja </strong>de Brasil a China, Estados Unidos bajó sus exportaciones de soja a China 1.9 mil millones o 76.8 por ciento (marzo a julio 2020 con respecto al mismo periodo de 2019): de 2.4 mil millones de dólares a 567.2 millones. </p> <p>Esta baja en las exportaciones de soja de Estados Unidos a China no impidió que este país aumentara durante el mismo periodo 4.8% sus exportaciones agrícolas a <strong>China</strong>, explicado principalmente por aumentos en las exportaciones de <strong>carne porcina </strong>(de 234.6 millones de dólares o 235.9 por ciento), <strong>granos de sorgo</strong> (484  por ciento de aumento), carne y despojos comestibles de <strong>aves </strong> (333.8 millones dólares cuando no exportó nada durante el mismo periodo de 2019), <strong>algodón</strong> (71 por ciento o 275.2 millones adicionales; ver recuadro y <u><a href="https://www.agrimoney.com/analysis/analysis/analysis-the-us-ban-on-chinese-cotton-could-turn-out-to-be-a-self-inflicted-wound-111943?utm_source=newsletter&amp;utm_medium=email&amp;utm_campaign=Am%20Analysis%20email%20alert%20campaign" target="_blank" title="restricciones algodon">artículo</a></u>), <strong>trigo </strong>(155 millones adicionales), <strong>cacahuates</strong> (119.2 millones adicionales), <strong>maíz </strong>(96.3 millones adicionales), y despojos comestibles de<strong> carne bovina </strong>(92.6 millones de dólares adicionales). </p> <p><img alt="comercio de algodón" data-entity-type="file" data-entity-uuid="01f6a856-71fa-4db9-91a4-5b88e264e28b" src="/sites/default/files/inline-images/recuadro%20algod%C3%B3n.JPG" class="align-left" /></p> <p>El aumento de las exportaciones agrícolas de Estados Unidos a China se da en un escenario donde el país baja 6.7 por ciento sus exportaciones totales agrícolas a todos los destinos, principalmente a <strong>México</strong> y a <strong>Canadá</strong>, que son los principales socios de exportación, con cuotas de 12.5 y 18.9 por ciento, respectivamente durante marzo-julio 2020.  También cayeron en montos superiores a los 200 millones de dólares, las exportaciones agrícolas a la <strong>India, Hong Kong, Japón, Vietnam, Taiwán</strong>, entre otros tantos destinos. </p> <p>Egipto, China, Marruecos y <strong>Venezuela l</strong>ideraron los destinos con mayores aumentos de las exportaciones agrícolas de los Estados Unidos<strong> </strong>(mayores a 100 millones de dólares). A <strong>Venezuela </strong>las exportaciones agrícolas aumentaron casi 200 por ciento, de 56.4 millones a 168.5 millones de dólares, principalmente de <strong>maíz</strong> (57.4 millones de aumento, cuando durante los mismos meses de 2019 se exportaron menos del millón de dólares),<strong> trigo </strong>(26.4 millones de dólares adicionales), <strong>aceite de soja </strong>(20 millones de dólares adicionales), y <strong>harina de semillas de frutos oleaginosos</strong> (16 millones de dólares adicionales).</p> <p><strong>Los exportadores agrícolas más dinámicos de la región, en orden descendente, son Brasil, Paraguay, Costa Rica, Ecuador, Guatemala, Argentina y Belice</strong></p> <p>Estos siete países de América Latina y el Caribe siguen marcando la pauta al sumar un aumento de 12.3 por ciento sus exportaciones agrícolas durante los cinco meses de la pandemia del COVID-19, respecto a marzo – julio de 2019, para un total de 71.9 mil millones de dólares estadounidenses (USD). </p> <p>Este desempeño sobresaliente del sector agroalimentario se compara con una baja de las exportaciones del total de bienes para los mismos países y periodos, del 8.3 por ciento. A nivel mundial (58 países), las exportaciones agrícolas cayeron 1.3 por ciento y las del total de bienes un 14.2 por ciento. </p> <p>Excluyendo a Brasil, cuya posición dominante se analizó más arriba, este grupo de seis países (Argentina, Belice, Costa Rica, Ecuador, Guatemala, y Paraguay) aumentó sus exportaciones agrícolas durante los meses de la pandemia del COVID-19 (marzo – julio), con respecto al mismo periodo de 2019, 722.5 millones de dólares o 2.6 por ciento. </p> <p><em><strong>Paraguay </strong>aumenta sus exportaciones principalmente a países de la misma región de América Latina y el Caribe</em></p> <p>El liderazgo le corresponde a <strong>Paraguay </strong>con un aumento de 314.1 millones de dólares o <strong>13.95 por ciento</strong>, a 2.6 mil millones de dólares exportados de marzo a julio de 2020.  Paraguay aumentó sus exportaciones a <strong>Argentina </strong>414 millones de dólares (63 por ciento), que representó el 42 por ciento del total agrícola exportado por el país durante ese periodo. A Brasil aumentaron las exportaciones por un monto de 60.9 millones de dólares (23.1% de aumento), a <strong>Uruguay </strong>57 millones de dólares (288 por ciento), a <strong>México</strong> 31 millones de dólares (510 por ciento) y a <strong>Taiwán</strong> 26.6 millones de dólares (107 por ciento). Estos aumentos compensaron la caída de las exportaciones agrícolas de Paraguay a <strong>Rusia</strong> (94 millones de dólares menos), la <strong>India</strong> (46 millones de dólares menos), a <strong>Chile</strong> (35 millones de dólares menos), a <strong>Perú </strong>(29 millones de dólares menos), entre otros más.</p> <p>Los productos que lideraron los aumentos en las exportaciones de Paraguay fueron la <strong>soja </strong>(292 millones de dólares adicionales), arroz (58 millones de dólares adicionales), <strong>carne bovina</strong> (48 millones de dólares adicionales), y <strong>mate </strong>(15.1 millones de dólares adicionales), entre otros productos. Por otra parte, cayeron las exportaciones de <strong>maíz</strong> (47 millones de dólares menos), <strong>torta de aceite de soja</strong> (39 millones de dólares menos), <strong>trigo</strong> (11.2 millones de dólares menos), entre otros. </p> <p>Paraguay destinó 69 por ciento de sus exportaciones agrícola a la misma región de América Latina y el Caribe, principalmente al <strong>MERCOSUR</strong>, y dentro de ella, a <strong>Argentina</strong>. Dichas exportaciones a la región aumentaron 457 millones de dólares o 34 por ciento, que a su vez significó un aumento de 10 puntos porcentuales en la cuota de mercado con respecto al total agrícola exportado en marzo – julo 2019.  El principal destino fue <strong>Argentina</strong> con un aumento de 414 millones de dólares o 63 por ciento, dominadas por la soja, que representaron el 89 por ciento del total exportado por Paraguay a Argentina.  </p> <p><em><strong>Costa Rica </strong>aumenta sus exportaciones agrícolas a 60 destinos de exportaciones y por otro baja sus exportaciones a otros 60 destinos de exportación, para un neto positivo de 12.1 por ciento de aumento. </em></p> <p>Después de Paraguay, le sigue en liderazgo Costa Rica, con un aumento de 226.6 millones de dólares o 12.1 por ciento, hasta alcanzar 2.1 mil millones de dólares de exportaciones agrícolas durante la pandemia.  Las exportaciones aumentaron cerca de 300 millones de dólares a 60 destinos, con el dominio de diez países que acumularon 62.5 por ciento del total agrícola exportado durante marzo-julio de este año; de esa cuota la mitad o 31.8 por ciento le corresponde a <strong>Estados Unidos</strong>.   A Estados Unidos las exportaciones agrícolas aumentaron 101 millones de dólares, seguido por Corea del sur con 45 millones de dólares de aumento.  En el otro extremo de la balanza, bajaron las exportaciones a otros 61 destinos de exportaciones por un valor en dólares de 73.9 millones. De este total, las exportaciones agrícolas a <strong>Canadá </strong>bajaron 17.1 millones, a <strong>Alemania</strong> (13.5 millones de dólares menos o 31.5 por ciento de caída) y a <strong>Italia </strong>(10.7 millones de dólares de caída o 16.4 por ciento). La diferencia entre las subas y las bajas en las exportaciones agrícolas de Costa Rica da como resultado un neto de 226.6 millones de aumento. </p> <p>Los productos ganadores, con más de 15 millones de dólares de aumento, fueron <strong>bananos</strong> (20 millones o 10.2 por ciento de aumento), <strong>piña</strong> (cerca de 18 millones de dólares o 4.8 por ciento de aumento), <strong>jugo de frutas</strong> (18.2 millones de dólares o 24.7 por ciento de aumento), <strong>aceite de palma</strong> (16.2 millones de dólares o 34 por ciento) y <strong>azúcar de caña </strong>(16.2 millones de dólares o 37.8 por ciento de aumento). Por otro lado, los que más bajaron fueron <strong>productos de origen animal y despojos comestibles animales </strong>(20.5 millones de dólares o 30.2 por ciento de caída) y <strong>chocolate</strong> y demás <strong>preparaciones de cacao</strong> (12.4 millones de dólares o 31.7 por ciento de baja). </p> <p><em><strong>Belice</strong> con aumentos significativos en las exportaciones de  azúcar de caña, hortalizas y cervezas de malta</em></p> <p>Después de Paraguay y Costa Rica, le siguen en liderazgo Belice, que aumentó sus exportaciones agrícolas durante la pandemia, marzo – julio 2020 con respecto al mismo periodo de 2019, 3.85 por ciento por un monto de 3.3 millones de dólares adicionales. Belice exportó un total de 89.6 millones de dólares durante dicho periodo. Los destinos ganadores con más de un millón de dólares de aumento fueron <strong>Estados Unidos </strong>(6 millones o 41.1 por ciento), <strong>México</strong> (2.3 millones o 460.1 por ciento), <strong>Trinidad y Tobago</strong> (1.4 millones o 41.8 por ciento) y <strong>Emiratos Árabes Unidos</strong> (1.1 millones o 181 por ciento). A Estados Unidos, el aumento de las exportaciones de Belice fue fundamentalmente de <strong>azúcar de caña</strong> (8.7 millones de dólares de aumento), mientras que cayeron 1.1 millones de dólares las exportaciones de <strong>moluscos</strong>. A México aumentaron las exportaciones de <strong>cervezas de malta</strong> (2.2 millones de dólares o 559 por ciento). A Trinidad y Tobago aumentaron las exportaciones de <strong>azúcar de caña</strong> (1.1 millones de dólares o 221.8 por ciento) y de <strong>hortalizas </strong>(608.7 mil dólares o 145.5 por ciento). A los Emiratos Árabes Unidos aumentaron las exportaciones de <strong>hortalizas</strong> por un monto de 1.1 millones de dólares o 181.1 por ciento. </p> <p>En general los productos ganadores en las exportaciones agrícolas de Belice, con más de un millón de dólares de aumento durante marzo – julio con respecto al mismo periodo de 2019, fueron el <strong>azúcar de caña</strong>, las <strong>cervezas de malta</strong>, los <strong>bananos</strong> y las <strong>hortalizas</strong>.  Y por otro, los productos perdedores, igual con bajas de más de un millón de dólares, fueron los <strong>jugos de frutas (</strong>cayeron principalmente las exportaciones destinadas a Jamaica) y los <strong>moluscos</strong> (casi en su totalidad exportados a Estados Unidos).</p> <p><em>Las subas en las exportaciones agrícolas de <strong>Argentina</strong> casi igualan las bajas para un aumento de apenas 0.14 por ciento</em></p> <p>Por último, entro los países con aumentos netos moderados en las exportaciones agrícolas, está Argentina. Durante los meses de pandemia, con respecto al mismo periodo de 2019, Argentina aumentó sus exportaciones agrícolas 1.653 mil millones de dólares a 61 destinos de exportación, o el equivalente a 21.8 por ciento. Sin embargo, Argentina también bajó sus exportaciones a otros 71 destinos de exportación por un monto de 1.630 mil millones de dólares o 17.8 por ciento.  Las alzas y la bajas en las exportaciones casi se igualaron para dar un aumento neto de exportaciones de 23.6 millones de dólares, o tan solo 0.14 por ciento.</p> <p>Los destinos con mayores aumentos fueron <strong>China</strong> (452.4 millones de dólares o 22 por ciento), la <strong>India</strong> (248.5 millones o 36.9 por ciento), <strong>Malasia </strong>(153.5 millones o 55.6 por ciento) y <strong>Egipto</strong> (148.5 millones o 23.7 por ciento).  Estos cuatro destinos representaron 27.7 por ciento del total agrícola exportado por Argentina durante la pandemia. Ahora, los destinos con las mayores caídas fueron <strong>Irán</strong> (347.6 millones de dólares o la totalidad que exportaba en 2019), <strong>Brasil</strong> (169.5 millones menos o 14.6 por ciento), <strong>Corea del Sur</strong> (166.6 millones o 50.6 por ciento menos) y un país no declarado, 100.2 millones o 2.9 por ciento. Estos destinos sumaron otro 26.8 por ciento del total agrícola exportado por Argentina. </p> <p>Los productos agrícolas de exportación con mayores aumentos (más de 100 millones de dólares) fueron la <strong>soja</strong> (447.4 millones de dólares o 33.3 por ciento), <strong>cacahuates</strong> (257 millones de dólares o 375.2 por ciento de aumento), <strong>maíz </strong>(216 millones de dólares o 6.9 por ciento), <strong>moluscos </strong>(145 millones de dólares o 14.2 por ciento), y <strong>carne bovina</strong> (98 millones de dólares o 12.5 por ciento). </p> <p><strong>Los países con mayores pérdidas en las exportaciones agrícolas durante la pandemia del COVID-19 son (ordenados según caídas en millones de dólares): Perú (23 por ciento), Chile (4.2 por ciento), Uruguay (11.3 por ciento), El Salvador (12%), y Bolivia (1.5 por ciento)</strong></p> <p><em>Cayeron las exportaciones de productos de la pesca de <strong>Perú</strong>, pero aumentan en menor medida las exportaciones de algunas frutas y de jengibre</em></p> <p>Perú ha reducido sus exportaciones agrícolas durante los meses de pandemia (marzo -julio) con respecto al mismo periodo de 2019 cerca de mil millones de dólares o 23 por ciento (955.2 millones de dólares) a un total de 3.2 mil millones de dólares. La mayor baja en las exportaciones agrícolas se dio a <strong>China</strong> (378 millones de dólares menos o 46.5 por ciento), seguido de <strong>España</strong> (73.1 millones  de dólares menos o 23.3 por ciento), a <strong>Corea del Sur</strong> (62.3 millones de dólares menos o 39 por ciento), a <strong>Japón</strong> (56.3 millones de dólares menos o 37.8 por ciento), a <strong>Estados Unidos</strong> (51.1 millones de dólares menos o 6.4 por ciento), a <strong>Países Bajos</strong> (39.2 millones de dólares menos o 8.6 por ciento), entre otros destinos con caídas importantes en las exportaciones.  Este grupo de seis países destino de las exportaciones agrícolas de Perú sumaron una cuota del total agrícola exportado de 63 por ciento durante marzo – julio de 2020 y la baja en las exportaciones a estos destinos sumó cerca de 660 millones de dólares. </p> <p>Las exportaciones agrícolas de Perú aumentaron a cerca de 40 destinos por 30.5 millones de dólares, liderado por <strong>Australia</strong> (11 millones de dólares), pero estos destinos tan solo representaron 6 por ciento de la cuota total agrícola exportada durante el periodo de la pandemia. Perú exporta a Australia principalmente <strong>grasas</strong>, <strong>aceites</strong> y<strong> harinas de pescado</strong>. </p> <p>Las bajas en las exportaciones durante el periodo se explicaron principalmente por las <strong>harinas y polvos de pescado </strong>(336 millones de dólares menos o 43.8 por ciento), <strong>moluscos </strong>(21 millones de dólares menos o 66.6 por ciento), crustáceos (95.7 millones de dólares menos o 69.8 por ciento),  <strong>frutas frescas</strong> (55 millones de dólares menos o 7.7 por ciento), <strong>grasas y aceites de pescado</strong> (51 millones de dólares menos o 27.2 por ciento), y leche y nata (26 millones de dólares menos o 57.9 por ciento). En el otro extremo de la balanza, aumentaron las exportaciones de <strong>frutos agrios frescos y secos </strong>(52.7 millones de dólares adicionales o 40 por ciento de aumento), <strong>jengibre </strong>(13.2 millones de dólares adicionales o 95 por ciento), y <strong>frutas en agua o vapor</strong> (7 millones de dólares o 9 por ciento). Las exportaciones de estos productos aumentaron principalmente a los <strong>Estados Unidos</strong>, <strong>Reino Unido y Países Bajos</strong>. </p> <p><em><strong>El Salvador </strong>aumenta 50 por ciento  su déficit comercial agrícola durante la pandemia (marzo – julio) con respecto al mismo periodo de  2019</em></p> <p>Durante los meses de pandemia (marzo – julio) con respecto al mismo periodo de 2019, El Salvador ha reducido sus exportaciones agrícolas al mundo 12 por ciento por un valor de 65 millones de dólares a 476.2 millones de dólares. </p> <p><img alt="Recuadro El Salvador" data-entity-type="file" data-entity-uuid="af17bbdb-d742-48e9-8e4b-f614ad197d4e" height="581" src="/sites/default/files/inline-images/Recuadro%20el%20salvador_0.JPG" width="334" class="align-left" />Los productos más afectados fueron <strong>agua</strong> en diferentes presentaciones (45.6 millones de dólares o 57.6 por ciento menos), productos de la <strong>panadería</strong> (21.6 millones o 40.9 por ciento menos), <strong>productos a base de cereales </strong>(9.7 millones o 43 por ciento), <strong>artículos de confitería </strong>(7.6 millones o 50 por ciento menos), frutas preparadas (6.6 millones o 58.3 por ciento menos, entre otros. Por otro lado, aumentaron las exportaciones de <strong>azúcar de caña</strong> (14.7 millones o 16.7 por ciento más), <strong>melazas </strong>(9.6 millones o 188.2 por ciento más), <strong>carne y despojos de aves </strong>(3.2 millones o 726.6 por ciento más).  </p> <p>Los destinos de exportación de El Salvador más afectados fueron Guatemala (42 millones o 30 por ciento menos), <strong>Honduras</strong> (19 millones o 27 por ciento menos) y <strong>Canadá</strong> (11 millones menos o 70 por ciento menos) y <strong>Nicaragua</strong> (10 millones o 36 por ciento menos). Sin embargo, aumentaron las exportaciones a <strong>China</strong> (15 millones de dólares o 91 por ciento; principalmente de <strong>azúcar de caña</strong>), <strong>Estados Unidos </strong>(12 millones o 10 por ciento; de nuevo principalmente de azúcar de caña), entre otros. </p> <p>El déficit comercial agrícola de El Salvador durante los meses de pandemia (marzo – julio) aumentó cerca de 166 millones de dólares con respecto a los mismos meses de 2019 o el equivalente de 46 por ciento.  Las importaciones agrícolas de El Salvador aumentaron en términos de valor en dólares principalmente desde <strong>México</strong> (71 millones o 126 por ciento), <strong>Nicaragua </strong>(31 millones o 24 por ciento), <strong>Costa Rica </strong>(16 millones o 28 por ciento), y <strong>Brasil</strong> (14 millones o 267 por ciento), entre otros orígenes. Por el contrario, bajaron las importaciones desde <strong>Estados Unidos</strong> (37 millones de dólares o 13 por ciento), y menos montos desde <strong>Nueva Zelanda,</strong> <strong>Uruguay,</strong> <strong>P</strong><strong>anamá</strong>, <strong>Ecuador </strong>y <strong>Chile,</strong> entre otros. </p> <p><em><strong>Uruguay</strong> con resultados mixtos en las exportaciones de  carnes, soja, arroz, cítricos y malta</em></p> <p>Las exportaciones agrícolas de Uruguay ascendieron en 2019 a 5.1 mil millones de dólares estadounidenses, las cuales mayormente (más de tres por ciento de cuota de mercado) se destinaron a <strong>China</strong> (33.3 por ciento), <strong>Brasil </strong>(10.4 por ciento), los <strong>Estados Unidos</strong> (6.1 por ciento), <strong>Argelia</strong> (3.8 por ciento), <strong>Países Bajos</strong> (3.8 por ciento), y a <strong>Rusia</strong> (3.1 por ciento). Las exportaciones agrícolas en 2019 crecieron 11.8 por ciento con respecto a 2018.  Más de la tercera parte de lo exportado por Uruguay es <strong>carne bovina</strong>, seguido de la <strong>soja</strong> (20 por ciento del total agrícola), <strong>leche y nata </strong>(9 por ciento), <strong>arroz</strong> (siete por ciento), y la <strong>malta </strong>(cuatro por ciento); estos cinco productos suman 75 por ciento del total agrícola exportado en 2019. </p> <p>Durante la pandemia, Uruguay ha reducido sus exportaciones agrícolas 11.3 por ciento con respecto a marzo – julio de 2019. Las mayores caídas se dieron a <strong>China</strong> (262 millones de dólares o 38 por ciento; mayormente de carne bovina y soja), <img alt="tipos de cambio" data-entity-type="file" data-entity-uuid="1e61b5ce-9b28-4dad-b9f9-5097427c5dc0" height="820" src="/sites/default/files/inline-images/tipos%20de%20cambio%20real_0.JPG" width="318" class="align-right" /><strong>Brasil </strong>(77 millones de dólares o 35 por ciento menos; principalmente de leche y nata y malta), <strong>Turquía </strong>(39 millones de dólares o 61 por ciento menos; casi todo de animales vivos de la especie bovina),<strong> Países Bajos</strong> (25 millones de dólares o 31 por ciento menos; mayormente de carne bovina y cítricos), y a <strong>Alemania</strong> (16 millones de dólares o 33 por ciento menos; principalmente soja y carne bovina). Por otro lado, las exportaciones agrícolas de Uruguay aumentaron 77 millones de dólares a los <strong>Estados Unidos</strong> (50 por ciento más; carne bovina), 46 millones de dólares a <strong>Egipto</strong> (300 por ciento de aumento; soja), 37 millones a <strong>Argelia</strong> (60 por ciento; principalmente de leche y nata), 24 millones a <strong>Panamá</strong> (373 por ciento; casi todo de arroz), y 21 millones a <strong>Canadá</strong> (145 por ciento de aumento; fundamentalmente carne bovina). En resumen, los aumentos totalizaron 322 millones de dólares mientras que las caídas restaron 566 millones de dólares, para una caída neta en las exportaciones agrícolas durante la pandemia de 243 millones de dólares o de 11.3 por ciento. </p> <p>En términos de los productos exportados, las caídas más importante se dieron en <strong>soja</strong> (115 millones de dólares o 24 por ciento), <strong>carne bovina fresca o congelada </strong>(113 millones de dólares menos), animales vivo (34 millones de dólares menos), <strong>malta</strong> (17 millones de dólares menos) y despojos de carnes (15 millones de dólares).  Sin embargo, aumentaron 101 millones de dólares, o 93 por ciento, las exportaciones de <strong>arroz</strong>, 11 millones las exportaciones de<strong> trigo y morcajo</strong>, y 9 millones los <strong>críticos frescos o secos</strong>.  <br /> Los destinos de mayor aumento de las exportaciones de <strong>arroz f</strong>ueron (más de 10 millones de dólares): <strong>México </strong>(27 millones o 255 por ciento más), <strong>Panamá</strong> (16 millones cuando en años previos no se importaba), <strong>Cuba</strong> (14 millones), y <strong>Perú</strong> (12 millones).  Los <strong>precios unitarios promedio</strong> de exportación variaron considerablemente entre países. El promedio de todos los destinos el precio unitario por tonelada de arroz durante la pandemia aumentó 4.5 por ciento con respecto al mismo periodo de 2019 (433 dólares/t), pero fue 21 por ciento menor para <strong>México</strong>, y 1.9 por ciento mayor para <strong>Perú</strong>. El precio unitario del <strong>arroz </strong>exportado a <strong>Panamá</strong> fue en promedio de 298 dólares mientras el promedio a todos los destinos fue de 433 dólares la tonelada. </p> <p>Durante marzo – julio de 2019, los mayores exportadores mundiales de arroz fueron la <strong>India</strong> (2.4 millones de toneladas y una cuota del mercado mundial en volumen de 26 por ciento), <strong>Tailandia</strong> (1.8 millones o 19 por ciento de cuota), <strong>Estados Unidos</strong> (1.0 millones o 12 por ciento), <strong>China</strong> (983 mil toneladas o 11 por ciento de cuota), <strong>Myanmar </strong>(607 mil toneladas o 7 por ciento) y <strong>Uruguay</strong> (178 mil toneladas o 2 por ciento de la cuota mundial). Este año Uruguay aumentó las exportaciones en toneladas 97 por ciento a 351 mil toneladas (marzo – julio) lo que significó un aumento en dólares de 106 por ciento a 152 millones de dólares. <br />  </p> <p><img alt="Joaquin Arias" data-entity-type="file" data-entity-uuid="3fbedef4-e8ee-4431-8bd9-f369a1c5d880" height="138" src="/sites/default/files/inline-images/foto%20perfil%20joaqui%20arias_3.PNG" width="176" class="align-left" /><strong>Joaquín Arias Segura </strong>es Especialista Técnico Internacional del Centro de Análisis Estratégico para la Agricultura (CAESPA) del Instituto Interamericano de Cooperación para la Agricultura (IICA), con sede en Panamá. Recibió su bachillerato y licenciatura de la Universidad de Costa Rica, MSc y PhD en Economía Agrícola de la Universidad Estatal de Oklahoma, Estados Unidos.</p> <p>El Dr. Arias ha trabajado como analista de políticas y comercio en IICA en Costa Rica, especialista regional en políticas y comercio para la Región Andina desde Perú y técnico del CAESPA desde Washington DC. Desde julio de 2019 Panamá es su sede de trabajo. </p> <p><strong>Nota: Las opiniones expresadas en este blog son responsabilidad del autor y no reflejan necesariamente la opinión del IICA.</strong></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="/index.php/tags/comercio-covid19" hreflang="es">COMERCIO-COVID19</a></div> <div class="field__item"><a href="/index.php/tags/impacto-covid19" hreflang="es">IMPACTO-COVID19</a></div> <div class="field__item"><a href="/index.php/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=92&amp;2=field_blog_comments&amp;3=comment" token="N4kMqT3Tp1g0jADXbQGoZjdMVnzOoENaWbXFtiFvGVc"></drupal-render-placeholder> </section> Wed, 09 Sep 2020 02:50:15 +0000 jarias 92 at https://blog.iica.int https://blog.iica.int/index.php/blog/cuales-paises-america-latina-caribe-marcan-pauta-del-comercio-agricola-mundial-durante#comments Diálogo virtual: Retos del sector agroalimentario de las Américas y cooperación horizontal post pandemia https://blog.iica.int/index.php/blog/dialogo-virtual-retos-del-sector-agroalimentario-las-americas-cooperacion-horizontal-post <span class="field field--name-title field--type-string field--label-hidden">Diálogo virtual: Retos del sector agroalimentario de las Américas y cooperación horizontal post pandemia</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="/index.php/taxonomy/term/107" hreflang="zxx">Luis Planas</a></div> <div class="field__item"><a href="/index.php/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="/index.php/user/37" typeof="schema:Person" property="schema:name" datatype="">vpalmieri</span></span> <span class="field field--name-created field--type-created field--label-hidden">Mar, 08/09/2020 - 20:16</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><p>La <strong>agricultura </strong>es un sector <strong>indispensable </strong>para la humanidad, pero requiere orientarse hacia una mayor <strong>sostenibilidad</strong>, ampliar su <strong>digitalización </strong>e <strong>innovar </strong>comercial y productivamente, factores que la harán atractiva para que <strong>nuevas generaciones</strong> se dediquen a la actividad.</p> <p>“La actual pandemia amplificó un reconocimiento al sector, que ahora debe mantenerse. Se puede jugar con muchas cosas en la vida, pero no con la salud ni la alimentación. Hay mayor consideración para el sector de parte de los ciudadanos”, expresó el Ministro de Agricultura, Pesca y Alimentación (MAPA) de España, Luis Planas, en un diálogo virtual de alto nivel con Manuel Otero, Director General del Instituto Interamericano de Cooperación para la Agricultura (IICA).</p> <p>“Hay que producir suficiente en <strong>cantidad </strong>y <strong>calidad </strong>para alimentar a la creciente población mundial, pero al mismo tiempo hacerlo de modo que no agotemos el único planeta que tenemos. Se requiere <strong>modernización </strong>y <strong>uso de datos</strong>, cómo hacer mecanismos más efectivos de irrigación, fertilización y controles fitosanitarios. Todo esto va hacia una <strong>alimentación </strong>más <strong>natural</strong>, <strong>orgánica</strong>, tendencia de buena parte de la juventud”, agregó Planas.</p> <p>El ministro coincidió con el Director General del IICA en que uno de los retos más grandes del sector es <strong>atraer a los jóvenes al agro</strong>, para lo que se requiere <strong>educación </strong>y mayor <strong>digitalización </strong>y <strong>conectividad</strong>, con el objetivo de que esta actividad sea más atractiva y rentable para las nuevas generaciones.</p> <p>Sobre <strong>tecnología </strong>y <strong>relevo generacional</strong>, Manuel Otero ofreció la visión desde América Latina y el Caribe. “Ahí está la clave para volver a enamorar a los jóvenes con la agricultura y la agricultura con los jóvenes, de lo contrario, los problemas que estamos sufriendo podrían acentuarse. América es un continente que tiene un bono demográfico y se debe aprovechar. Ellos son el futuro, sin ellos la agricultura difícilmente pueda evolucionar”, expresó.</p> <p>Planas y Otero acordaron <strong>tender un puente</strong>, mediante el IICA, que genere r<strong>edes entre jóvenes</strong> profesionales de Américas con Europa, para compartir conocimientos y experiencias a través de programas de intercambio y pasantías.</p> <p>La experiencia de España en <strong>seguros agrarios</strong>, <strong>uso eficiente de agua</strong>, <strong>asociatividad </strong>y <strong>cooperativismo</strong>, así como en fortalecer las <strong>capacidades de negociación</strong> de los productores para obtener mejores precios, son otras <strong>áreas de cooperación horizontal</strong> que vislumbró el Ministro Planas en el diálogo virtual.</p> <div class="video-embed-field-provider-youtube video-embed-field-responsive-video"><iframe width="854" height="480" frameborder="0" allowfullscreen="allowfullscreen" src="https://www.youtube.com/embed/Il5O34anSes?autoplay=1&amp;start=0&amp;rel=0"></iframe> </div> <p> </p> <p> </p> <p><span style="font-size:10.5pt"><span style="line-height:normal"><span style="font-family:Cambria,serif"><img align="left" hspace="12" 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" style="width:98px; height:98px" /><b><i><span style="font-size:15.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Luis Planas </span></span></i></b><i><span style="font-size:15.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">es Ministro de Agricultura, Pesca y Alimentación (MAPA) de España.</span></span></i></span></span></span></p> <p style="margin-bottom:12px"> </p> <p style="margin-bottom:12px"> </p> <p style="margin-bottom:12px"> </p> <p><span style="font-size:10.5pt"><span style="line-height:normal"><span style="font-family:Cambria,serif"><img align="left" hspace="12" 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fNvnGQQmIfgswiC/6IkzhZlKkpjSInBEg+7Bjga+aF05fkBjJULGCFKQoyakgXptMiHdvgb/vRLjzuT2EU2IRvxLsWZwzwp/Myl8JpmvEa0+vWaJh+QgTFHvBUSTHk6YY9SFVVsKZvEFVvwpijVluSSUh5og+eIGjy1DiVxCRdP1L71uHBiyUySVmSqzI7PlKG/P+9027ezTvRNAx6JxaGE3DSyiNQjcRzTnMZHEtRpag0XR4cB0mHc0GE4dPZIizv9Nh3S77O6A1acYTHvRKM41iD+2geM2IQmRWtOU2uqNUlnTYJiP2jRS2jPKJiPGHNtvIlM+VwHXDziaz7Q9I2UP4BH/NmLzv5rAP54l138ELb3e/gOlg57xYpKP/NIleZX8fevYN1brFPvfh2t4iX8KvyJyOwZl1kfkBlBbzH+fg/j90NEes+4jOTHnBY4pppEXSZRt5ZoFYmynPINsfGVj5cgUfkxpwWOqSbRBpOoptUiLSPSzZhI0c2JhjxRMfl1pxl11URnMNEZteTKSO5xILkpTZ3FiXUjIE2GXtJSR2vuNOQatdzKyO0Jlxu+J2GotKnH5xQN+2kvL3iPQrz+NKe+mhQ17nBh2dYiDe+09dinRuyTEfs0GAoOm88rvTDaDx6p9LkjXneaUVetZx7rmBdr2FPesD3+Ios/aRFTlPae8ibIjjjNPaJaU1usqa16KJUZSo8CJZvSaqHwJV++Evn7T1P2V5NWk0mrWUurjLQecmnt0HzbdTAL5wUP/ePeU+neanIaMTmNajlVGVUdQmQc4OGPnnD/acr+atKymbTsWlpVpPWGFvNNEtIK95+m7K8mrQmT1qSWVhlp+XmsPnkN7Pl00WEPa0SHPaypJrMxk9m4llmVEeaQSzqNvBnE42ty/P2nKfurSctk0jJraeVKa75PCewqOG1wnLAGRxcGUiE+hqxRraZhaW60UeqvjaBnw7E9MuOVdlBrjfSJZkn7M/HGw9E4Ce39NGEBUrmTOBx6V+WtIA5LikWjpbbUeHd12681dPyN1xqmXzs0h42hFq+1AqToJ17ZDE4dT/BXCoKt4m9SlF9e8+9LDV5wNdijdT80I0iLWPZp5SOclacUutoYqamoasNWUxumoapNDM8w01B1JyNVS0M1eWFNbFEhpVjr5t+XUjznSoGTwZe0GOxGOeEPl77PN2t6S3XNVoo5akplc4fr3PfI2aGlXxOaNRsrb2n1HFt0GMLUkLatpapDgXHMsINZJl2K4bJucl8AP4s4DEMipht6KJfgzqMlVW3Y6PfIx7Wq6i23mTauATFLPNfKOrWZcaomtqgQLa118++blthICyyURCWkQyGp7ZGhoKr4l9psmeCWdZP7gvelQGgRKsuD+NewEUNVd900vhl7UB2vbIlnZsK84BvdF9SbMU1OgittTwZb+yxfyKwWu859QfMthdN30p3Iq7ihLsccsiAlzZ5gFCJajNCeWBbrs9Se4IlNobJpRuGy5CEwnuY1C5rDtW7+fSnC4yCC/5Mv2MJvj/mYrwpJC6VHKxNQRnwHN8OxEG2b+qsdBTJ1RHEUiunBurb9vukyIMmQOPPtiTgwkq0qZk+KXGcR2ce9Tvt2tteJLDGYEEyHtKgZ0xc78P+W3ijjT3pOgudzXOVmvtdzbmft3T3894rI1AHg0MM5gRjjf9k4mrd3X9MTdx5FHddgeeaRcx7DXT7RmglckeXQQkm0Tuysf1PU2NFP6SWLNyQWbMs4FCI/Y0P5L7hT+NtQPOEKe3AWxN30eD49kEpt/qCMU+65GeIAioFPJd0o5/zY7xRNOPoxXN+jB9eRQ47odWmHSpsf/9/KTGlSrQVnwrmKrvwC2yPYg1u4b0zvrLFhXxNqVPo16cgm/NegBj/NhV6FbfSXJ14xkxa0tKmYwjnhWxjb/NVMLi0w8NH/G7Uw3r8n9L7Ga/Ak/O9tuyAMr1Mltk15DpRX2hkNAcEDyqKyASjK92FcvoKkwh4Fd430pSEg8Jj01aXHa/+S3kkNf2Nn/o/yERAYwkiYUs+QMq54i0/gzh+Uzwp7CdZHsCeXJIsr2BfVjVM4/pg9Isjv+Dgy9rYioy965w1o8wdK+qMGf8YyBfmNiE7kHcmf7Ezot3jkM3rHwF88TEwfgRHcEiPweQyFQ9AE9pjElL8gnF3le26BJ8K5Ye+PaO3gDX9h9pRy7n6rtdhZL4P+MX65StV4sb/P+YNzMTaUasoYeiTTlOeUDMbvXgKNB31xaaznYUZXQYouwc4bnJ1/pzHwO9zpfc3QNUPXDL1GDN2oGfobZujNJEMres3RNUfXHL1GHG3UHP0Nc7Sf4+jTYvvag67ZuWbndWJns2bnb5id/RxHH1qM+CKWNUPXDF0z9PowtFUz9DfM0D9yhnbgfv5LvNjxtCpeYV/hWHN2zdk1Z68PZ+s1Z3/DnO171RHOrhm6ZuiaodeIobWaob96hpa0p155V7Nzzc4rYOdw7C135Z3I4zU7f/nsXK+8qxm6Zuj1ZujiK+9qhv76GLpeeVdzdM3R687RxVfe1Rz99XF0vfKuZueandeXnYuvvKvZ+etj53rlXc3QNUOvN0MXX3lXM/TXx9D1yruas2vO/tI4u/jKu5qzvz7Orlfe1QxdM/R6M3TxlXc1Q3+pDN2GlmD/I5obvCaZMXT4BtV3saNEts5nKhc4o6UY8DuGHtgLYarsMSfi4Apex7LGnY/qVgyxuOZH252mPc2Fafpm7H7sVcGhfhsZmCaZrwGyMDOuLlkjVlL3/BkRzvBfpK5ZQlZivXUNPQ99Rdpmr1TbnnFti/Km6I0+4vqGOQPwKOt1xpIIrfZEdeEutSdalKWehCMLeCoyEgv7osXXGYvr3WpfdL18UQ37XZmh8VvQp8S0NUPXDF0z9KIY+mk4spTx0jlazP3WHL1eHJ3MFzyP6esWtZt9wd+HSNy2GXvW068rH73p9E1dNvAGRCUgQeQkHX7VgKdwHx6DLfLbbBOzeRTzIVuV5ylLGKX5jGOsYGzKUS06goyFaf8q9PiuGvgkhtXd8lUmt4EeWT+0kU34NeD46lpYNl9lrkC/0jErm0X4WjNWxXTvObHEBxqBMRyVX/G3ggYOlRZowQj+o981IX/NIK73NRAzW6h/HrEj0xk8GvkS9XYMx8c18JEyLpgBWo625aEUbcF/Aio7cA+PWsD44x3c64o4BG3uX/D5Jmgfatb/BXd6QCht4f/YVR9Ay7L9dtGKPlBcQae+A1xNQUuegOaNIfL4ROhuRUa3/01L28SCl1DXDVjwuoJeILMYUO+Rr64RM2kgKSPhx9tcL1xiMOSuMfyhV9QS9GID+ody+gj/3wHC75Vhij8jHjmJRC/aCjQoDcfla84TQG9C0n3HLaGIlDh7G0XqveJ/GbIcrc3Y0UOFfZ2f/Fh5SyapceRTyfHiHdLPOOexTby3fwONMhORnfyssGWys57BGZfI7+SdFsP2uXBO8bs9l7ZRlI78zPR7ZuPyIqWHSZ3I7mUx2T2T9jB+jqyVL1P7VwSdZxIdy+tfuuTTdVnEMreHpVj6Z+CNqyCW5/6+8ncxZqhs0xvAwsi+Q/IVmS/ZgpZqMa8S6xFNlew+cneLMiJjsu1iDmY5PFsOieWz70voYbI976jNqA8XQSSXHEUjoc2pZ5XSlc3IV+ltcfQ/VLLnKFeDPKERRbku5dxaQqSBeuLG8nKUY6Q5zslKdELe47ivlJY3k+UnHkJb/qSsBLbscyRjJh65Ecn5oOTGGdFmyaijlMw3YA9yzy3p32JYYBKwQGPtWEDW3+WP9cc+l9O1LpUpjd7r+X4PBLXfG9zOzrq7+NWPb1kxD/fppsn24sZc8LDIriz0mk9CG7fwtoJPcfdrltLul8oBof53iMxwLuQTaQlKD/lzMdo+DrRdXzttL9L/VcQZ5zRb9S6MVIXz5PNZm3AeGzP5NhF9vWQPi5z5gqL3gla4lPb9EH1qo5Id1cmOalx3fqHM3VixJHGxny3Ji4uXo2fxni5Jo0ratUgsXXmkxzMTepCZML+JzIQMwzorUWcl6qxEnZXIzko8ANbB5xYnAR+/4HG2/wzjFs94bsPV/sSseaV51Rbwq04elUvsPILSoFmEKDubNIdVbP3Hcpg0v/ersJlJqWxSPy/4Ggm2lqdKBt+jNTYqycMj1D2atwnnFlWSBMb1Re3ksiJ+WY9Xgf73wawfwz78XAVvDeo8GptGMGPiR97V/JLl4B328j4w3vA/w9FH1ObkSruyaOtrjLasv/eB+wtlH9r1iWKpKc02bgUtW4wvrga+eGPtpJDf++V70f9Ofm60Db7lviLL79K8+adg7c+PgNOvxODpv1aO1J+R3PzY++4SN0FiNllqC9pukVXxePxr0Aj0KLes0aoCk1YX4HpQ9IVsOsJVVpNHzu75KqT9MXL/qKTTV0eI+ZO0KyTXCrQSmZCkJvS5hmFeZxFjHxm4QStfGAPrdH2bNAFnm0zSBBzhHunCmHwRg9jAo9E/WpEmZPV8+ZrwYzC28f5xOYoZre8AobgW/JR69j+hdJUPsXmN75BnczThifK7gk/Ef1yAFrT482/IAFaQY9XJDuOzcUPiA2QMi2afhsQFHs1H6ZSVRc9/FVqQ3uvla8ALOIbdu6z0X0rPLCr5h3z10xWtJ74Inn2M7y0v9RFZc4wmcB0tiy3Yiv5kbNG8V7sv9nUVnpcc9SfxvXfyfjVajedRnM+y0C0ahc2E3+WvG70v/NN7fX+SeA7tvKDnYljNVrAGuyoLxqMRY42jkby+L58LfybGC1vwjvK+1/T0/03BZ5Z+yrhGZT+64PVlrG0mmPcB4H6psOfI/PG/TVZvK6yprG8T0hxcN44WdkRZNpV8rV+oZshXczSgZRp57OzZBrS1E7LY6JOtZvyn9Xr5mvYTaQLOxV8E935H8ReW4grdtBnPF9KrFNOCH5RduscnOP86mIGM7qvCNR5FUozXR9zPakVW5rIV2yrIuuiK7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47AMgVd8gAKQ/53/GdFQjFxVhSPpOLkv4ns0iyOnLJsAvFfno88qoG88iKO9JpspFVnIZn0JK6YNCAvFuGZkQhOCUNgUgiicsMRlBYEn0RfeCddgn9iINXDZaTmJqCyugCPXzzAi3dP8P7TW5KDPs5170DcZPXwCs/52gM+9+LLy14+M5h7KOh6CovI1CH/O/6zgvV/ckkSUsuS6XUSR3JJInGewJFItcGQW57DkVeRz5FfWYj8imIUVJZwpJSm0s+l0PcmITYvDlFZ0biSFkEchyIoPhhh8SGISApHVOpVRKdE4VpqNBIzaK7kZSC/JA+lpaWoq6tDd3c3nj17hj62XvD/45/br1/CKjAUs0RO4TtBdQyTtsD/ETTAH45pYZy4MSYKa2LkSTWMEtHFBDkLfv3hezo3jK9J/+vuP2D8M6SVp/w3sJoYREZxKkdmSdqADjANyOvXAEJqWQr/PYlFCXxeRGdHISL9CsJSQhGaHPKVf8Z7TNo1JKTHIzUnBblFOSipLEZjYyMaGhr48fr167wOHj9+jHfvaCp8+fLnSw70/tOnTxwsLzB8GtCD7LZ7ELD3wVgRNYyRMcIUtdN8jWiCOLvWbcSvN3wnrIfvRfQxQkIfI0W1MOyk4pDzMFRILyWuS4jfslSOzPI0DuYLsyszviK9KJEjg2ZBJvV5dlkGnwWDupBGupHKdKMwDvF51xCTHYnozAhEpofjaloYwhNCEZUcidj0GCRlJnLuswuyOPfVDVVoaWlBc3Mz53+wBjo7O3Hv3j08evSI68G3fHPO6T0739vby5eXPr/u9wds3Tmq4QY2G9rguxMyGKdoiEmK1hgtZYbRMpYYf+oMRsla4Y8COhgurIVp8v+61x8Z54M1wI4Mg3XwbQ1klSX9CfQ9WaT3DEwPGJIKY5CQH4243Ehcy7qCqIww4j6UH/lr8n2s75OzkpCel8a5LyovRG19DVpam3HjRhva2zvR1XULd+7cRU/PPX68desOP/fo4WM8e/Icb1+/w6fez3++4Pi5n3tuDHv5v/hq412CU3oRVqmZY7igFt9nMEzYEN8JGVLvm+MneVtMkrHAaKF/3f0nWazfie+0opQ/Qzpp/bdgvGeWUv9TFkwrTEAK+fuk3Fgk5sQhITsW8TnRiM2inifNv0qaH0GaH5kaxt/HZF7lep+STdpRkME1v7CsAFU1lWi+3oSOjg7O9d2793H//kM8fPgIv/zy+CvY+/t3H+CXB4/w5PFTvHrxmiIB+cBPf6qBV5/YWjOrC/KIn14T3vG6eEpDoYsi5DF7fyxTscIYAQ2+92yMuAl+FNTDGFFDzFI+M+Q8DCX/DBkl/WBcM/5TC8kXFJAXzCdNz2N8xyGZPH0/5zGIz4rhWs56ms30uGya6+T3I1PDiftQjuj0CH4+kX6O93xRFgpK81FcUYSKqnLU19fj5s2bfNbfu/sL7t97hAf3ifOHT/D40TM8+fUFnj55yfHq6Wu8+PUlnjx8il8fPMGzR6QFL0gL3n/miwcvec/39S8mvKfM2Nv7zfVs4DEdPNOKsFnZBFMEVDBdho7yFlQHRvhBWHfIeRgq5JSnc+RXMi+Xy2d6Vkkm0gvTkJqfguTcJCRRXmd9zpCUG8/PJeeS38tLpe9J52DvE7ISqR7I+6Wwmojh79MK0un3ZX/lvay6lPd9TV01n/NtbW243X3nK/+M+18fP/8z7tlrxvXrZ294DTz95RmvA1YD7D2rjTcfX+Fj37v+tYOBmcBq4wvbu/DlM/o+98+E5sevoOkZhulsLwLlgdGShhgm+q97/ZBxn1uRgdL6EhTXFqGQsjjzc5nFGcRd6lf+2TElL5nzmVnM/H8ez39F1WUorimnesmkr6cR50mIo1zHjqwusktzUVBVxH1eeU0Zquor+cxnWa+pqQntNzs4/78+fkE9/xyPiFsG9voJcfucOH9J3D//5QVeEndvn73Du+fv8ebpW37uUc9j3O9+gEedrXj5yyO8f/eFLyN/GLjiyK5BvHz/lHTgJVtw5uduUUm4FNRjuc4Z/McJFX69eah5GCoU5GagtrKMPHgzCkrKUVVdj+amG2hquI6a8lrkpedxxFyORnZ8JsqzKacX1fAje5+bmI385Fxk0fcU5ZchP6cYmek5aKHfUV5agaKCQtTV1KKhrh41VdXc57e2tpLnu87R0NKMztu30HPnAdd+pgMvnr/hff/2zUfi/zXx/5a8H9XC01d4SV9jOvD6Cc2DRy/w/P5TPL37K37tuI9H7XeoDu7i1cNfiepe3vf9YPtUPpIs0DB484bwns+FmtbbUHB0xeTjovijiBG/vjxCSh8/imtggoI+Zqpa871ro8gvDDVPvxU6WrvQ3tKNotIalJbWoqioCgnx6UiITUN+ZjEKMqjHs0pRkJLHkXglHhH+4YgKJE8XHsdfu55xRkRQFK6Fx8DL2Rs6qjow1jGGjZkVQgMuo7ywFCVFpagsr0Jryw3S/WbK+k242daBrjs9+PX5C87/3Z6HuHP7PueezQDGO5/9L99x7l+wWiD+3zx/y/l/+fglXjx4hmf3nuDF7cd4cos8YkcP7t7sxN32Ljx58ACfPhDXX/qvL/cPhX6w2cDWC268+gi76ERMFtPBZCnKBieU+f7U0ZQJ/+3oKf43miz/v3d/we2bT9He9BB37zzBnVvUf3RkePLgFe51PkJT1Q10t95FiFcw3O1d4WR9DsEegYgLjUFKZBI/sjoI9AjC1cBIXLkUDl9nH1xy84PL2Yu4YOcITydXBPgEIuZqLNVBOelAPa63tKHn7kPcun0P3bfu8r5nNXD71j3O/aNfnnIPyPD61fuv3L+immD8v3lKr3999ZX/R5338bjrHuf/VstN3KxvQmdzC37p6cG7l8++eoK+j5QbvvSvE3wY2INCX0VgYT02KhtjkogGfhTTx7+LsD0HVvgPIS1+T8NQ8/Rb4XptD7quP6ZZ+gF32h+jrvwGynLrUFfaisKMSkQGk/e/lsM1Pj4sFrEh11CYSl4uvZDrAasBdixNL0NOXDbSIik/RFHOi0nDtaCruOwRwOF8zhUhAWEopPlQW9WIm9epR3uIc+L9F+KYaf+gBjDOmQ9kNfHwwa+8/we5f02v3718Tz6gXwNekQdgNfBLxz08JP2/d6Mbd1rbeQ10NjWjrb4BN+tq8eT2k/6LjIx3mgcfB/acfPzYvy/t+ecvqHn4AvsMHPDDEVW+RvSDrAVGK1rgOxH1IefpN+O/vgMleVVIjcxCUXoFUqOz4e9yGXFhKaigOshPKUVWYhGayxvRUtGEipwypF9LRWRABDKI4wBXf1ywOQ9XWzcEuQYjOuAaoi5FwtfJC6521P/WjnA0PwP3817wcwtANGnFNZohkVcoTyZkooxmzj2a37e673IMcs7A6oHVwYtvuH9DWvD+1Qe8f/Gea8DrRy/x8iHlAPIBv3TdxZ2WDnQ3teJW8w100oy5XlmNhqIi3K7rRM+NW/jcx3q/D73cD3wkTSD+P/YHRXZ9uY3+Je8eiVEnNPCTgkV/78v+782HIf4h1JsucLV2QahbCMK9r9A8d+fwcPSGvfk5OFic59of5E78BUVyD8D8YFlWCdd+Bq/z/gj3i0KQRwjMdawgfFgEGvLqsDO1ha3JaThaOsFc3wbWxmdw2twB9jYX4OToAWcnbwReikB5GfFU34Lurp6vdcD4Z7PgGc3+Qe7fkSf88Jrw8gPXgDeUCZgGPKMaenzrPh603cad623opt/VVlWL6+RBm4qKcbOkHmXkS69XV6Hv3Quu/l8+Etkf3nE/8OXzh6/7lu/TnDAOisVkAUVMk2PXkOSHnKffCi01N1BT1oTyVPJ6cTmozCxDXV41yumYFZeFrIRstFRdR21hNYrSClCZW472upvc/5dkFPH+Zx7Q7Zwv9fdleDj5Q0/NGNvW78Th3ccgLiCBk4cEIH5MBif2CkPoiCSkhU9BTVEP2qrGEBdWxIkjErgSHoUM4qeRcgcDqwNWA9z7E/+M+7evqe/fUue+IZBve/f8Hd7++pprwP32Hjzs7OEz4O6NDs7/zYpqtBaXo6WwmP7/ysFd5jnLStBUkIO3D+7wvep8nejzl4E9rn18b+L7D6+5Fnik5mHiSVlMO/W/9/pAWmwBkq7lIpG8G0MBZbpSmu+FKbk0D+hIqC6s5Lwz3We9npeUw+d/d1Pn1wwQ6HcVYcGxSIjJIm1PgMopHQgLSEJEUIqO4lCW1ISmvD7MtG1gpGkFE93TOG12HmZGZ2FqeAZO510QcYU0pbSKa0HbzS6+HvSGOGcZkHHPev+v8f+g8x7VwG30kK9g3Lez/UZlVbhZXEG9X4Y26vuGPMqlOVloz8tGR3Ehnt7qRl/vB7yhGujfocgy42sqg6fo66MMQuf8qm5ikuT/3vWh7IQMRFwKQ7hnCHwcPHHG4DTcbV2QFZ2OmIAoeJ11R05MJq4GhOPa5UheE1f8Q5ESlcjPBXlcQsKVWLg5+cDR1hm6qkYw1raiueGEC6fdccn5MjwdLsFE0xDyIjLYvm4bjpIuyIsrQ0PJABqnDLFn61EoK+jxOrC1Ps+z50Pyg/fv3kNXZzvevX2J1zTvGd4S771vqU/f0hR/S69fvsH7Zy/x+PYvPPs/uN6Fu3WkH5UN6KA6usEyZwXNgNwiNObmoz47BzXpaSiLi0FlYix6Kkvw+V4XOYH+vct8CHwc2IBIr5++fIGq5jrMpvpdomqF4cd1MFzEDGNlbTFC3Bg/CitjtLjSkPP49yIu7BrnP+HyNSSHUW/HZaI8vQgFpPsp4TTnA64ihHybk40jzXUTONs5IYCynZW+OflEH7hSxmPnrpB2JEWnIoDqKDo0Ee4OPrznz1u7wudCII7tPoxD2/dDRVoZZ8zO4iLV1UUHLzjYuOK8nQfn3tr8PGwsHXHW1gnBgaGoq6mn3Efe7vlTPHlEWY/83vs3fTS3+8Pbx9dUE+QPnpJOPLr1kGe/+y3k82pb0FVRj3bSktaySlwvL8f1glI05RVQDeRRLeSgPj0VVUlxaMxIRmdxDp7+0tO/3+xL/20ufNlgoAze9/Wi5g2wREITU0R1MEXhNIZLWfA9BGOkDTFKVG3Iefx70VzRgPb6G6jKLkJDYQXigiNw1TcYuXGpKE3LRXMJaTHltar8clQXVCA2NBrBngEIdGd+LwQWuqbEtQtcHNxxlrhzsnMmUN73DMO1sCR4EfdnLS5CW0ETLpQHjDVNoCSpjH3bDmP/zqM4Y3UBZ60vcv4Nda2hpqwHhzMXkZtViML8EuRk5aKroxOPHhDPj1/zGnhDus+8P1v/eU45gfH/S/cD7v3uNXfgTk0zOsvr0FZSyf1fc2kpnwOD/d+cl4vrudmoS0tCeVwUSq6F40ZeJp513uQ18GXgstGHgcvM7F9EP3Ju9GC1vB5mKBgR97oYIWPG71/74xGNIefx7wXT7vjwGIR4+dF8jyeP700eP5SyXQIC3bxw2dOXMv8VZMWnc51g+p8Zl4aM2FTOv+c5Nxiq6cHa0ApBnoGwMrCmnr8Izwt+hEuIIB+tr2kOc21zKEsow9XeDV7k+Q01zSAhJIeTh0WJfyd4uATCzysMxvTzulqmPB+mJmUiLiYR7eQF2JrUw3tP8esvxDnx/owy39MHT3n2Z/nvHvm/u61duNNwk2t/e2kN55zx31JWxmuB9X9NRibqMjO4D2jOTkd9WiKqEqPRcu0KWjMSSEOauLjwtQE2CtjNrfS/V4+e8PfFVGtzpVUxgTLhSLafSNwMI4T+ef1hTEgUooOvEsJoXpMX09KjfnbCWTMrGGvo4KKtPT/am9tB55QmnbeFpZ4ZbAwtYW1gwXvfzsQGzrYX4Ghhz/OAvYUDZT0rnLNz4f19yecKztPRWN2UZsBRKEmo4rztRVzyCkZkaAzMDKwgIXIKqqfIHxrbQlVJF2LCclBX0YWnmz8qSutQWlSLesoq7dSDPZ0P0NNxF92U57tJ7xm6qO+7GijzVzfT3K8lvqs550z/2fxnXoD5wKa8fDTmZHP+b+Rn42Z+Flpz09AdH4XGmDA05cTj0Z0WfPnypl8FPg/c4/iGEsHnT1wHCh48wiIFLUwQ1+T3rk9SsB9yHv9e6CppUTY/CwVRaUgcF+bQVlSDhpwy1GROQV9FC2JHBTn3jHN2NFLXJy+vBj1lbcgJS/Pf4U78X3L2gZWeBWyMrGFLM97GzB5uzn4wM7GDNnl/qeNyVCv2pBcmOLTrKLas34Hd2/bCwfYc4q6lwfWiL/d/pkan+fHCOU+4XPBBfEw6Kkqa0Fjbgc62e8T/L7h98y46yevdut6Nnpt3KNc34zrN/NbSWur7Ks4/m//tVbXoqK0lP1CLW9W16K5idVGMtsJ8tBfloa0gm/PflhiFG0lRaE6Nxs2iFDzrbiTe+68ZsusHbI3g8/v3fB6wbJjffRfzRJQwTljjn/r+9S2rfiZ+hbF38x6+XsO4M1Q3gIyQNE7uPwGxY6JQlVHhva4koQBVaSXSCCPs37IHMoKSVB86vAZE9p2AgoAUjFT1ICciC3VFDd67Xh5B8PEJwWWPKxwXTruRftjARMccFsZWUFfSwM9rN2Htqi2QlVLBmdMXYGXmiPP2xL2TH87YuCAyPBm5meUoKahDVVkLqksbUZpbgcLMEpTnlqG2uIZQjfqiSjSSR2klH8NqgHHeXdeIW42NNBPq0FPXgNs1tVQXJTz/dZUWor2Q/EBWMlrS49GWEY8O4r895SruFKbgeWcdel89xOfPr/kzDvg/76kePnzksyC5sYOvD0xUHHoe/16c3HcM4sdEcGLfSaqBfVCX04AuebBDOw5jz6a92LlhF+ZPXQCRw4K8TrQU1DlYDbB6YDogcVwUh37eiaNb9+Pwtv04QNizfR+OHyEtoe9zdHSlujCH82kPyoyk99qWOEb/PVEBcUiR7ijLq+DwAUHMnbWUfkYUJga20FQ1xik5He4LYyLTkZdVgcrSZjTVdaKlrh3VxQ2c/0LKKsWZRajIK0N1XinqckvRkl/G+Wec325oRk9LC25V1RP3dWgvY1kgn/f/7YoS3Cor5P3fVVmAG5mJuBkbjq7YENyMCUZzehR62qrQ++UpXg1kAf6wlDfv+JvH5A89q5swWkZ5yHn8e6FHM3bnhh1YvXINx/SpM7Bw/iIInBDE8aMnsG7Nemxc/zMO7zxI37cdS2cvxsLp87F87lKsX7qWamY39m/di+0/b8XR/YchcOQEDu89yCF8XBDigqIQPHoSAnuPY/eGnTBQ0YMz+XslORXY2Tjg7JnzOH5MCHv3HITAcREoKWjgwK5jEDkhA5GjMlCXN8QFO29cu5qKtKQClOZXIyMpBzmpOWgor0HC1RgkR8ciJzYBSeHhKM9IRUFiHGqyMtCcX4iHTW0070tJ95txq6aJZ4M71XW4U1GN7pJSdBUWoCM3Fw1Z8WjJikVbViQ6M8NwKzukH7mhuJ13hfc7y4Hv3/cHw88f+gXhbV8ffEIuY/JJU4yXscaPChb8WUijj6ljsbwNRlJe/OHUP+58EDx4EgcplzOOd+/cg583kBavXofNP2/ByuWrsHjhEmzfugNL5i3C8oVLsWzBEmxauxG7tuzA1g2bsXH1eiyas4Cf27l5O3Zs2oaf12zA5nX0+7bu5HWxeulKnNh9hGuN6BEhaJOHsDW3hZerN847XoS3px+cL7hBS0MX0mKyVDfiEDomBVXy2KLH5OHvFo646EyaARXITS9FdHgCwtm6hH8owv3DcNk7CIHOHgi46Irs2BjUF+SinjgtT0njfL/qeoDu2uu4U9fC1wbu1jagp7IGt0kLuosK0ZmXR34wCa3k/dqzo9CVFY5bWZfRPYCu7FDcu90C/gyUL31fn3cw+Oic1x/fwiS8EMMPn+LPK/ijkC6mUi2MpFzInn/3/T/w9aP9O3fj4O69WLFsJed7wbyFmDl9FqZNmY4J4yZi8k9TsGzJcoz4cSQmjv+JY8qkqRwzps3EmlVrsWXTVogJiED0pDCOHzyKvdt38/6XFBaHgpQcZMSkcMb0NPlJZb4OtJtmxbYN27Bz005sXPMzDu45BLVTqlBRUIaBtiHkJBUgISALDUV9HN4liPOn3XE5MA4pCYXISitHRmIhaUABv94Q7BPOrzf5X/Tk2TXC15fXQFVWFm7VN+F2LeWB8ib0NLYRbuAeQ0MT7jENKK/AreIidNI8uJGfirbcRHTkRFPfX0F3ZjBHZ0YQ2jNoFpAWvH/QhPfPHtL47+O8P337gd+nxvYVtb38DFE7D/zxgAx/LsEocUuMEjbGD4KaGC71j3t/0boVK7BqyRLMmjGb8z1qxGiMGTX2K/fsPJsHc+fOxdKlSzFv3jxMmzYNI0eOxLBhwzB9+nQsWrQIs6bM4H3ONGD/zr04tOcAjh04giP7DmHfjj1QkVLg2UJaQIx6WhCHdu7Dvq27sHbJSiyYPgdzqd5+pvmjKCHLa0NSSIrqSRqayoaIuByHxLhCJMXTrM9rQkl+M9qa7iE9oQgZdM7W9AI05TThZu+My3wdIxZZMTG4ST3eVtGAW3U3ce96J+63tOMh4UFTC+6RF7xTWYmuAf47CtLRkZ+M7twYzv9t4rwzPRAdaQFoSw3ErQw3dOWF4HF7Fc+FbB68+dR/3ej1q6fcG9Td/xXrTvU/3/R7YbZGTPovrk+18I+7f2DCmNEY9eMPGD1yDH4cNpxzz3p87OhxGDdmPNcCxv/o0VQXY8ZwzkeNGoXx48dzTJ48GRMmTMDE0eMxZfwkDvb6pzETMHPydCyeu5DPjcO79uMozXiGIzv38zoQOngcaxetwPI5i7B6/kKsmDcf65eswIbla6Asq4wj+4/BWNccl/0jkJVZjeiobOTn1CMptpDXQUpMMdLjy+DvHoVLHqFwouxgpGEAr/POiAgIREVOARopBz5uv4f7rV2EDl4D94n/njryg2xdgHJAW34e578zLxm3c2JwO6uf/+60P/H/IPU8biReoJqJx8dXPRQH+5+Z82XguiGbDezf18qvYyH9XUeLGeMPJ7QxWdkao/6Bn2+8bMlSTJ08hfPMvN/smXMwb858ru1M49n5+XMXYNHC+Vi4YB6mT6PvnTGNY8rknzB1yiSMGzuac800YM40qpfZ87lPYLwzb8DOHdyxG3Mm089NnIwFU2di3aJl2LJyLbYS1+sXLMXmZUuxd8MGLJo2A/tIQ+REpSApIgUtVR1oUKY8f84Hbq5BSEstJR0oQHpSGUIDE4n3aDjbB/JrmCG+Uf3rz7YOcD7riMSIaDSV1+Jpz2O+Nsj4v3e9nWZAM8+BneWUEwry+Fpwe24q2nMSad5HoyfzCu6kB3PcSg9CZxrVQuJ5dKe74nqKG2WJWHx51Ukm4BX6Pr0fuG70Fh/ev+W64Eh5ZaqIOn/G3Q+iepggbTbkPP81zJ9LvT1yHNf68WMn8P5nR6b/7PXI4aO4Foz58UdM/+kn4nIals6fT35wHuaS9s+fOROzp07lfM+fORczJk3jmDt9NveMq6if1y5fTZ7uJFYvWopd5Cv3kCdk3O9YtR771m3G8mlzsIrqac/atfiZZtGmlatwYPsuyociUFFSh+AJUQiLycPI1BaurgFISshDQW4drkVkIcgvFufPXoKrUwicznjjgr07zlqdhZeLB82GFDRT7qugTMiuC/e0tqOn+SZlwkZ0VfevAzXnZaOJssKNrCS0UwbozozCnYxw9GRc5riTeRm3MikD5ASQLnihI+Uc+UNXvG5LowHQjY+9b/CW+0B2PfI9z4Xs+TVyzp6Yo2GG/3uM3V9sO+Q8/zVM+WkGpk6aibmz53Hvx3qdHRctWMx1gGk/y4Drly/FmiWLsIB4WjhzOpbMmYXFs2diJekCe836nPU745plgg2r1nE/wLBuxRqqhQXYv20nju09wDX++I69EKA5cGzzToiS/zu0cT120H9D5sRx7N+8FeKUP9fSz23ZtB1zZi/AvoPHIE2Z8cABAVhbOyEyIgXRVzOQmlCCYP842Fl5wdzoPFzP+8JE34z7zlMyCoiPuIb2BuL8egffF3Sn6Qb5wgZ00OxvJe/fmJOJhow0vv5zMyMWXRmRuJ0ehruZIf1g3p/8QEduGOqiHXE/6yLBAY0x1njalsdvLno9sG+Ij4KXb3gurHnxArOVtDFWzhzDhP9xn0+0ffMWLF+8BAvmLsHCOYuxeOZCLJm+AEunzSUtnsW1ej7Ngjk/TcU80nj2fhH1NgN7zc7NZT0/fgLWLFqMTctXYg3V0AbKjQep1w9spIxIr4WJdwHKBYfWb8SxjZsgvpN437oFwj+vh+T2zdA8KgBLKXlYyyhCX0AU8uQfD6ym+bBsGfZv2YQ58+byOlBT1oGakiFOWzrDw+UyLM3Pwdc3nOZCOdKSS+Bg5w5LYzsYaZlCQ14NimIyyIxLQl1xOd8XeKe5GV111bhVW4nrRdmoTo9BY3YCWpKjcZPQnhSB7uQwdKcE4VZqALoy/dCZ5UM14UfvXcgTnMXNVEs0JVvQ3HDB844s4MNt/PLuHV70Dtxj8PEpS4Wo7OjAAmkjDJc7h8nSJhgto4+xp0wwlj0DV1gb06SN8Z8nVPC93NDdf7KUfNfC2cQnzeD5sxZg9qTpmDFmEmaOnoA5E6dg0YyZWDpnLpbPnotls+ZgyQzq++kzOZbOnM3Pr5w7HztIu/esX4/tq1YR34uIt+XU25QL9+6H5P6DkN5/CFL7KBPu2guFAwehKyQIfSEhGAgLwlpWCo6qWnDRNoCzlj4clDVgLi0P+QOHsWsl5dLZs8iXzCKfMg3bNu+B4HFp6GpawdzYEeamDrCxuQAr8wtwcw6Gt3sIYiKScDU4GgHu/lCXV4aukgaig6+gpqAE7ZT7Ggup7/My0JSXivrMONSmRuF6chRupkSiPTkcXUkhuJ0cgO5UP5r53pQBPQm+5AMoA6TbozPzNFrTbXAj5yIeNsag934F31PK1gG+DDzQ6MuXd3j08SOso7Mx7DC751SXP/P4e0ld/tyJnySNqAZ0+TPyhysM3frQivkLsGTWbJ7x2azeQHq9eekqwgo+i9csWsg1/mfqbcbrhgULsZ5+hh3ZuS1Ll3Gut1Of7li+HAeoBkR27YYk8S6yYxdEtu6AGM1ypX2HoXzgEJSoFtQOHoLe8RPQPXYUBseP47S0JJx19OCqow9PXUO4a+vjnLomTKRlILRjO1ZOn8q9xnTSoLkz5lOuFIGirDZkJNRgYmQHDTVDWJk5wdLUkV9HzkopQPxVqoHLkbDUN4eq7Cl+nbowLYfzX5eXh6r0RDTSzK9Pv4aKuBC0Evc3UyLQmRRK/JPvS/ZHVwpxn+aO9nQ33KQ6uJnmivYMR3Rn26Ej6wzass/hVvElPKiLIe1n9xh85GtC/N6C3v5rBDeef8QBndP44Yg6v178nZQh/o+AOibImGD4cTWMo/cj5IdO/1kfbyLeVlO2X0mcLps1C0umTMWSSZOwmLLd0ulTsHTWNKyYPAmrpk7B2hnTsYH6ceOc2Rzs9fpZM7Fl7mysJ542kSfYt3QJDq9aiYPk6Q+vWA5h8vWyG3+G8vYdUKPa0CX+zQWFYCUsAntpafhoa8NJU5v6Xw8+Bibw1DHAOSU1nFFSgbaICI5sWI95Eydi5rgJmDt5No7uP4mjB0WxY8shfs1IQkgGKnK6UJbThoGWBWwtHPk1ZR9XX/h7XEKgdyDO25zje1eqsgvQQPzXZabQ3I9DffJVVMVdJu7D0ZYSio6kIPL6/gRPqgNX8nsX6fx5NKa6opGO11PPUC2cJq94Gh3ZjpQb3NBZ4IdnNwv43sEPA/ceDt6aznxBXm0DFshZY9hJLYxUtMK/i7DnH5vih5MamChLdSA5dM8f2EFeex3l7j0/b8CutWuwg/p5E83an2fNIF6J67nTsXHBTKyeMB5rf5qIjVQDm6kGthLng9gycwb2L56PXfNmYcecGdg7fw4OLl6A48uWQGzdGsht3Qz1bVuhu2c39A/uh/mJkzgrIQlH6m9XJWWEmJrCh+BvZo4QS2tcMjDGBRU1XFBTh7WcHOT378O+1au47mxb8zMEjwlj767D2L5lL4QpG8iIykJSUA6mulawIj1QltOEjJgCrExsccbKEefPOMPWxI7fu3TVNxAVaWn9ez9SrqE+KRytaVdppoegPSWY+p+4T/BGV4ILOhOccDPRHjeSzqKWIfE06hPM0JhoghtpNujMOUfcu6GjwAttlA/6fu3gz7z9OMD9pw+UBz+84TPBIiIf406oYoSUAf4oyT4nwRgjhPUwRkKffzbCUPEvvHM3TmzZil3Ll2HPiqW8Zw+Sz99Pmr9z7kziegrWT5uA/fPmcOyjPmfHQ/T1Y0sXQ2DlcgitXokjS+ZDYMUSiK9fDYUt1Os7tkJ1xzaobN8KZeLf7Mh+WBw7CLOjh2AtcBz2UhIcjrKy8NbSgq+ZGQKI/wATM1zSM4K3pi5cNbRgQzWifOAATq5bi7WkVctnz8fKJaswm7zKkoUrsG75OsqKe7Bj/U6IHBGFgoQSVOU0SAfMYE6cs70EHq6XcN7WBdaGNvB2cEZhfDxaGP/JkeT7wnnmZ2s87amXiH8/4p56Ou4C2uPJ68Xb4Xq8DWriTIh7U9THG6Eh1hDNSRaUCZzQVUTcF/niZrYH5Yo0fHj7bGDPGCkAWyPqe8fXidpeAIfJr4wQVMQP0gb8mZUjxAz482cmKQ/d82sFt27HZspmops3QmDtahynmX+Y+v8wZbpjC+cRp4sgsm45Ti5Z+BUCSxdBmGpFfM1KSG9YC7lNGyBF3yO5dhk/ym9cDZUt66GxYxN0d2+D0YHdsD6+H5bHif9j+2EnehIuSvJwU1WGh6YGgk1NqP+N4W9iDB8dXZoHOgjQM4CXphasJSS4T5DY/DPNlWVYNp2y5tyFmDljLpYsWs7z5p6ft2Pfpn28Bg5uPwTho2KQFVeCjKQypKgeDPWt4OLgjdPGtnC3O4+00HBUxEejPvEq2tMiKfNF0DEAnSk085nuxzujI84BbTG2aI2zRHOcGapjNNCcqIfWJCM0JxBSrHAj9wJuFvuipdCPa0BL8RXc66pF77tfB/aOvOF54GnfJ742GFlai4WnSOuldfgzB0aKG+JHER2Mkx+6z79g/uwgefaTq1dAmPpYjPy2NM1uGdJbubWrIEv9LPPzKoiuXAKJNcshs2E1FLdsoFm+CSo7Nv8J2zbi1OZ1UKOj/v6dMDm0F8YH98D80D7YnjyK89ICsBc/AWvBQ7AVE8BFJTlcUFKgOa8IV011hJ21w9WzZ3DZ1AyB+oYIMTaFF3lAO0kp2EhKQmrjRohv2YY1lEXYusCSxSuwnHzq9vWbcWDLDvy8bAP2bNyF43tPYPOabdi6YTcUZNWhrmoEISE5mgtsb5sFzpnaIczFDRkBvtTL4biVfQ2dqeHk8aj3U31p5rsT/xf7+Y+1QWuMBZpiTVETrUD5UJv8P2l/ihlaUq3RknMBzQXeqM3zwY18D7RXRaK+JA5P7zVT7z/lOfDjwPOo2D1m7F7Tw1R/Y2Q08Z+C7JqAEcZIkScUGrr9ozLrVkB2wwrOF+tTvT3boUV8ahK/7Ki9cwvvYcO922G0bweMGbcHdsH04G6YHSJ+D+/lsDt++CvOnDiCs8S5vcAxDgfB43CUEsE5aVE4yYrDWUEK7spy8FRVgI+GEnw1lRFoaIggIyNcNjFBKM0C5gl8dXRwQVERtuLisBA4AY0D+3CA5s16mk8rlizG0mXkCTZswdq1W/h+hV07duPYkeNUF5Rj1m3kr48ePgYxEXHIiMjjnLUjztmchZ+TE6K8XdBM3v9GSgjuZJDnT6N8n+aLnnQf3E33pKx/kfi2R0OCNWm/GfkEIzSlEPfpFmjPtEN7znm05rmTl/RFdd4l1BQFo4NyQH1hOK5XJqLvzT2eAz/28rsM+WOO2T8PXjzHajFFjGKfdSBqjokqpzFFVnPI+NcmXnUP7MBpwWOwETgK65NHSKcPfYXVicMcdnT+DH2d4Sx9r73QcTgIn4CjyEmOC2JCHBfFhTmcJUTgIikKVykxDsb9eRkxXJCTgIui9H/jP8DAgNdAsLEx55+BnXNVUYGDjAxsRISgffggDq9ejg2USZctoPm/ZBnWUf+vX7+Nc7508TLspKwpISYJRflT/DXbu8COzBcYaBrC3tKWfKA1rvm6k+8nv58Rztf3utJ8iH9v4t8LPZTzb6U6DfBvidp4c9SlGKMp1RQ3Mi3Rnk3Zj2Z/K/V8PXn/mvwA1JWEoK44DHUFYWgqi8ODrhr0fXjZv08AA5+hQT7g7Zc+nL2aiB+OqmC4nB3+kz17SExlyPi3FjwKGyHqVeGTcBARwDni8Dzx50T8MbDX7NwFCeE/w0VJEQ5nKVGOv8a7m7Q4h5M0cS9DvS8nCTdFGXiQ/nupEP9qp+CrrgR/PT1c0tfnGsC4D7ew4FrAsiGrATv63cakI2LkLdk6MVuTYmvWq1dt4PyztWq2F4HVwMH9hyAiJIr1azfw/mf7E9j1ZClhafKAljBUVUeQkwMKIvwoy1+l+R/E13luUd/fSfPAnVRndCWfw41kuwH+TdGQZoqmDHO05pxGW749bhZepLnvjYaiS6grDEZ92RWUZPqhuiAUdUWRqC5OwK8PO/m1wXf8Qbb9z6VjXrD15QesUrXCD8L6+KMoQXDo9J/x4US9yTlmvMlKwkNBBl6nqD8VZeEuLw03OSl4sPN/Be4yEvCk72Hwou9n8Kbf4UM/70u/h4H9dxhcFaj3T8nCU1n+z/hnWu+nq8t7nvEfYWXFa4BpAquBs/R/2xlpCWgcO4STWzZj7fz5mDVlGhYtXIYVK9dxjlmvszVChiWLlvLrGKwODh88giP7j+LwviPQUtbCKXFp2OlqIzfUhzLcVcp31PuZXsS/B26nueIW5fzO5LPk9WzQmES9n2iKRur75mxrXM+3w42ic2gtdUNLmR8aS4N579eURaA0JxA1xeGoKriC3NTLaG0uobH/ov++wr7XfC8xy4JsL6FTUjFGHlbERHlr/FFs6PzfZR0N+JIOexJf3sSTv+opBGmqIlhLjR8DNVRwSU0JAXT+kooih7+yAvzIvzMM8svq4NsaGOR/sAZYHbG6Gqwtb/pZH/o9vvT7/Oh3swzIeGY6wPr+iqUlB/MBrCZclGS5ZzQRFoTi/n3Yu5p6fdY86vuFmDFzHp/9q1as5vtV2N6lObPm4qcJk/h+Nsb/3t17sGf7Xn4/sroszQLyFenBHpT9g0kDAvm1PbbHg839riQHtCedxnXKeI1Jpnz2N2edRkueLa4XOaC13JlmPPn9ygA0VYSjoTwClSURqCmNRG3JFZTnhSAvPRClBTHouduM/ruH+j/fgu8fp1nQ8aoXh4wcMFpQC99LWQ8Z/xGGurisrUacMm5PIVBNGUHqKgjWUOVgr/k54iiQuAogzi4Rd/7EoR/jlvFM3P6l3jNN+LOaoO9lYDXmw+qGcc/qiPFP8NLU5GA1wHr+2xnA+PfXVYebmgIshAWgeYTy4M492MZqYMESTPxpKp//bA2b8c3mAqsBto+FaQA7t2f3TuzYthOH9h6BkYYhTFRUEe3uiIYkfzyuuII72Z64nemKbtb7iWdwk3S/hfV9sjEaUgyJ+zOk9/a4Xn4eLdWuaK7zQVNdMBprItBUGY2KkqtoqI5FJXmAkuwAFGYFIictCHW1GeQBf+H3FL3/2P98uk8DH6cXV9aAMYfk8aOUzZDxH2moh2hjfVzWVPvKd4Cq0lcw7jmII4ZB7gd59yKOGb7tdaYLTCMYBjWDcT6IQe7/kn9PDQ1+ZHOA+UDGPfMDTBP8dFXhoaYIa/KBhidOQJF6+hBp/obV6zF7zgK+b4XtYWRzgHkBtm+FzQH2mmHd+lWc/4N7DkNTQQMmqhrwOW1E/PrhLnn3OznuxD/N/RRHtCfY4AZ5PpbzG5MN0ZhqQLpvj5YSRzRXUuar80RT4yU01YeiuTYKTTUxqKyIQVVZFEryglCQ7kvceyMzxQclRVHo7i7jTxxh+8X6vj6fsBfPP/bimJUrfxbtUPGfaG6KrLOnEWNqhCgjfVzR00aotgavhxAtyuU6mgjX1UK4Nr2mmRBKM+Gyer8efKsFTO//cuZ/Wwe+/wMG+WdgXoD1POOeHVk9uKvJc/4dpCX5tQPFfQf49eUdm7YQtxt5z7M9S6zfN23cjG1btvM9LYOYNXsatm/fiSMHBSB0RBR6Cio4b6CK5oxANCY6oSfXbYB/e85/K2W+b/lvLXDA9dLzaK6+iMZGLzQ1kfY3hqG5PppqIBY11fEozg9FPnnA3BS298QZ2ZQniwrJF5ZE4xV7rgTbHjB4cYCywSfKAkEVrf37RYeI/3gzqgELIyRZW/AauGqgiwh9HdIEA8SaGeOaiSGvixgjA1wz1EeUPn1dV5NqQYXqgLyCqhzpgiz5BnkOPxXiXpm0QEmGw/uUNMegPnDQHPdW7oeXijzHJcqBl6iu/DVVCGrwI/hracJXm6ClDS8tXfjq6sFeXp48gBDUjhyD3OETkBWQ5HyyvM+8P5v/bB8zmwVsJrCaYJg9ey6/xrWPvKPg0eOQFpOCo7UZSmO8+b6+W9nn0Jluh7Z40v1rhmiI0UNdkj5qMg1Rk2tCXs8cLeV2aKlyoRrwR31NCKprwlFWHYriqiDkFwYgN98fWdl+SM/wRVqaPyEAGRmXkZkZgrbOxv49gu9eoe/9G36dgLmCHiqGTfJS+F5CA6OVbPBHaWt8L2aCsSK6mC5rgNFSevhR7rfTh0RrE8RbGiHZxhJx5iZ8HjAw3hn/rCZYLcSbGiPOxIjXQZSBDtWAOmmCKunBKaoD0gHifhD+VAN+VAO+xD+Dzzf8+/L538+9zwD33/Lvp6H8lX8/TY2v/LN14QBDI7ipq+GMvBy0TwpCYu8hCB84iSN7jmPr5m38ngW2f4npPtu7yOqA7V9irxn/i+fOxcbly7CXdODYwaMw1VFHbrgzbiZdRHeWIzrZ3g4292NM0BCrj/pkA9RmGaE2z5T4t/zKf1OVH+qqL6OqOgSlVSEoqgxGXsEl5OReQmYWcU/6n5rqR7iE9PRgXgMlFVl4+/ZXngE+f3jLn1/PpIDtFHFPiMP/PSqJkbKm+E7SgvKgAcaJ6mG8mAbGyhjgB9nfTh/Sz9hQ75sj1dYaiVbmX/n+ln/2mnEfa2zINSBSX5vzzzQgREOR8x+g1o+/VgODM4GDsh/jnsGbsgeDP2mJP+UMxr8f+RBfAuPfR4ugqQVvbR34G+hz/s+rKMFUShJypAFC+4/h4PYDOHLoKM/9rOfZ3kW2Z5FpAAPr/6lT2f7UKVi1YD52b91OWfAQtKkOk/3J18WdQ3fGOXSknqEsaIWWeDPK/caoTzVBXTZl/3wz4p+yXwV9b8UFNFX7oK4qEBXEe2l5MArLgjj3g72fmuaD5GQfpKT4Uw0EIo2yYHzqVXR09d9b/on6n91XzGzAa/652h8xTVoNo8V1MFLGCt8LG/Hnjo44ocyfL/GDlMlvxn+Okz0yHGypDk4j5bQVEizNuA4w7r8F4z3aQA9XKTdfocwYqqmMYDVFrv0ByjL89SCCiM9A4jaAepzhEmW3wbzIMyPxzzKn7wD3PvQzfgTGP18LIA/qy2tAHd6aBA1Nmv9q8FBXh6OsNOwV5GBL+c1QRh5KItI4tucoX+NlNcDWfJjfYxrAZgHzBUwTZsyYhRmTJmHFvLm8/xn/anKSSPS1RXuKC7pTHYh/e9xIPo3mJEs0plANZBByzdGYb0l5nzxBuT3nv7nSE7WVfqgoC0RxKWl/cRDnPoNmfyr5vqQkbyQm+hD8kJwUiJTkIFxLCkVBUSpePrvf/5lW/IN1aSK877+XRC0gDOOFlDBRgbKAlCUmkhaMElIjb6CHYRK/3fpAvvN5FLg4IcvhDDLt7b7qwGANsCOrCdb7TPt5Dehpce0PIc0OJl/GPAB7zfwAw7c1MIhvvaCfigLnm8FnAPw9eUq2HuRDecOHasCHet1LQ43z73JKifyfCuzJ/9lKiuG0vCwslFRgcEoNUifFcfK4AA7sO8h9H1sHYLwzHWBrAHwP+/yFmDl5MhZOn4ZNa9dj289bIScqwPm/l+fX7/tTzqI11RbNqdZozCBkW6MpzxrN+ZQHSu04/60VTpT33FFb7oXyEj8UFl5CXn7gQN8T98meSEjwRHy8F+Lj/JAQ74/EhADEJoYiNj4ELY0V/HnE7D6yzx/7P8OAfWx2zq27mCWsyD+jZqycNdWAIcZJ6WO4mA6GS/x2+wML3VxQ4umK3PMOyDlnz+uA1UC8hSnnnx2ZN0yxskCypTnPC3GmNAeMdMgHaFEtqNEsUEUY6TZDKPVvCHF4WVWRI5i4Zvg2D/qrDvS7Olv7G4Bq/1qQt6oi59+bQ5Xz76WuARclRa4FzjQ/7GWlYCktAWMZGRgpqUJDRgn79uzH/r0HsGfXXj4DWO+zfewM7N6W6dNnYtLYsZg1cQJWLl6KNctXQ+ToAUS7mZP2e1Dmt0dbMvFLHqA56wyacuyI+9NoKbDD9UJb3Cwhb1DmyPN/U8VF1Ja5o7TIB/n5NPcp7zPuk1O8OPexsR6IiaFjjA/iYv2oDvxxLS4QkVFUK3lJ+PSp/9kSn/v67yH98P4TnrBrg8bU+wLqGCFpxq8Pj5cz4vyzfWO/Ff9F7q4c+RfOcbA6YLOA9zzxz47MG2bY2iD9tDVSrS2RZGnKc0OMsS6iDTWpDjQQTr79r9UAw+A6AAd9jc97gp+GEgf3A8oKnH9vVSV4ERj/nuoENXV6r8LPMf5d6XvOUP/riFKOkz8FI1Udfq8yW+vfu3sf93xs/Y/dz8LA+B83bgLGjRiB6ePGkg+cz9eNTuzfhXAnQ7QmOKEjoZ//6+ln0ZRNyKc6KDhL3J+h7HeG+Hfg/LeWnUcj1UBNqQtKCz2Rn+OHrMxLnPvEJA/ExbkT9+6IjnbHtWhvxFzzoTrwR1xMIGJiA5GQdAW3etrwtvf1wGdr4+uziIPyK/hzqH8QMyTNZ96fOJJkn1P1G/a/pxvyXS6i4OJ5FDo78Rpgc4DNgEH+mS9Is7Hi3DMNSDAnT2CiN6ABGuQH1RGhocJxhTw8QzjN8jDS81DiO/Qb7vk68gD/lwa4/5Z/dk1gkH/G+SD/LA9clJPGWUlhyoKqcCZd0BcTh76sIsw0Dfj1vsFrwOzeBZYFmQ9g6wHMC0yaNAUTR4/G1DGj+XWD2dNm4eie7bjqbML39bK9Pm1JDmhNd0RTriMaC+35el9r0VncKKSvFZ9DWynjn75ONVBd4oySAg/kZfsiMyOgX/cT3an33XDtmhuiozwJXlQDvlQDfkgh/U9KCEFE5CXkl2bi8ctH/Jlzzz+8HXjcXB/IGWCxiiX1vwnPAuz+obEyRvxzi34r/ivdfVDj5Y8yV1eUu7mh0MmJ93mSBfW9lRnv9ThTyv/mRjQLTEgLLJBuS/VwmnSAeQS2NqCnQ9DCNV3SAm11XNVU5fwz3i/T3A9mme+btUE2/wf59ycfeYlyRJCWGvd/7LoAuz7AaoHXw8C1A2clZbgoK8ONvL8b/V5nmgeO5AFt5BVhLqcIbTk9SB+XwdGdR/nzJ3Zs3snXA9n9qfw+xRFjMHnMKMydya4NLcbCWQuxe91a+J/VQW2qC1qSrcj30cxPtEVDoh3qUk6jPpPmP3m/lkILdJU6oL3EETdKzqO55CLqipxRWeyBsiIPlJAOZOT5IiXDCzEJLrgaeQ7h4Y64EnYBkRFUC5EeCAm7iKhrXgi6fB4RV73w/PldvH3zAr0f+n3gl4F7SvWdvTDtpAomKtrjD+KW/P6RUQK/3eebVnn7o84nABXu7qj08EDxxYvItDvN530qcc1qgGl9lIk+6YER6YEpUigvsvMJLCvqkwZQRo+lTMhqIJqyQSRxyTSA9X8IcXj5G+/H8Rfz328w+zP/N8A7e838ALsGya5Juiir4KIC8U7Z3+2UPFypDhwU5WEoIgaVQ8dgb+IAAyV9SJ+UxpFdh/k9xIz/eXPm8hqYNWEyxg//ARPGjKSZQP0/ZTY2LlwIX1tN1CQ78f18TYlWfL9HfcLpr/w35lnQHDBHZ4n9f+O/qsiN88+Qne+PtCya/4kuiIp2wpUr5zj/V6+48hq4HHqBet8dYVdcOP8tLRXcA3x497H/ufSfP3D+kyrrMf2YAibInsZ/SVhz/seK/HbPF6nzD0L9pWBUeXqi2ssLpS4uyD5rx/V+sM/Z+mC8lSnv/TQ7a75enHnGBqk0I1gNxFM2jDPQ4WA1MKgBgzXAdCBQTYljUP8H/f9g/h/knYHpQADNEnZk/DtLi3/DvwxcFckD0PedJQ9gICgEpQNHYKVlDn0lHcgKSlP/78OGlRuwYvFyrv9zZrF7lWZj0uiRmDR+DObPnoMV85dg08L5CDyridrEc8Q95bwEc9THW6AuwQK1KVaoy6B6yLHkGtBWTPO/iOYBzYGm4guoL7qImiIXrgEVRe4oLA5ATh5l/lTyfrEXEXnVifN/JcwZEWGuCA65QBrgjMhoL1yJ8ERKSiTfD9DHPqyGfSTFp170fvnMP4tgk5IxJrD94ZKW3PuPl/jt7h9vDA5FU1Aoary9OdgMyLE/w/1eBnHNaiDZinTf1rKfewc75J07ixw6ZlJOSCF/kGTCakCX88904FsNGPQBwRoqHEF0LoD8IeOeeX629uep3L/XYFD3GfdsHrDjV/4p/7mdUoQ79T7bP+JEM4HtBzCXkISxmAR/9pSqmAIUhGUgeOAE9m7Zic3rN2Hdyv49IUtmzuf3rs6ZMRVL2D0sS1bg0IY1iHQ2JL0/i4Z4U9THmaA2zhg18caoTjJFTZoZ6rIs0ZhrxT1Aa5EDrhfR/C88x/lnGlBb7NqvAyWXUFTgh+xMD8r9LjT7L5IGXEQ4cR4W6ozLIS4ICr5Is8EboWFupAF+ePr0fv+zRAaeLfXm3Vt+jcA6LB4/ibDcZ8r3CY6W+O32h7SEXkHT5bD/kf84S5OBdUIr3vvsa4P9H2eg95X7v9b/l9megr/CP8Pg3gA2/9ksCKbfEUg/w967yEhw7pnus70jrgpSfB+hnYQYzERFYCAsDNF9R6AgSLNATBqSJ0T4cwbYM2rY9cHli5Zh3ZI1WE56z/ifPX0aVs1bAFWho8jwpx6Ps+H7uuviDFETp4dqQmWiPqpSqB4yrVCfbUM58CxHc4E957+xyInXAEcx6UCpL/kAb+RleSIt2Z1ynwsiI11xJdyVasANYeGexL8LQkJdeS1ERQegvDyf7wn73Nf/QJmP7z/gwxf2ORTPMPmkEt8fzvgf9hs+X7YlLIJrwN+j/2nWFl/1/y/9H+Oe8T44/xnvDHwGsP1eA/lvcP3n270hbPYz7hmYB2Dn3ZVOwYW034V4d5WTwEU6nhbv3xMos2075E8KUf9LQk1CmjyAMI7uOsD3Bq9avAqL5i7GltWkBatWY8Gcmf3XAZYux6UzFigNc0BtlClqYw1QE6OLqhgtVMZqoCJBB5XJpANplqjNOI2mPDueCftzYX8NsDnAwPxAVYknygs8UZjjiaw0D6Qk9K8BRF714Hp/JcKXuPdEQOBF4t+NZkQw5YQQyv6vqf8/8+casznQ2/uB7xNep8SeIaGNHyX08F+iv93+0Gbq//qgkP/R/yVYsxxoya8XZNvb8hpIt+nPAAnsmhDxzjT/L71/EOl3IPE3mP04iH/m/QM0lbn/Z2C8f6sB33oANhM8lBSIfyk4y4hRDYjiAh1tRASgeXA/JLdsgpqoKFRExTjkhUUhdPAo9mzewX3AmqVrsG75emxcuw6rly/BlvXrsW3lSuSE+6M8nHJejDnnvvoacR+jhopYNZQnaKIimfxxqgVq0ikT5NpxNOad4TXQUuiA5qLzaCl24qgqcEF5vhuKc9yRk+GB9GRvxMf7IDrGB5FRfoiI8Ef4FR/OP9MCVg9Xrwaiq/MG14AP7CECnwY/q4xyQGAUJhD/w6UNMUzqt8t/jP+6wMv/Y/67ZmaIOMr9bAYwTWAZIJFdH2L7R3S0vnI/qPmD3AfQnL4kJ/V1/Xdw/YdxH0i5L0Cb+lxHjXM+uN+QHZkGMP4HcwGb+1wHSPtdZUThKCEEa+GTMDx5nN8fIrhzJwR27IDw3n2QPHKcPMAR7N60nfPP7hFaOm8Z1q5chTUrlmLLhrVYNmMGckP9kB9ggdsZZ4l7HVRFE+fXVFEeo4yyeHWUJ+mjMoVqI+0M6nNs/19v3x1d9XVl/dc330wSlzjY2BiDscGAQEICBEIVIQlJCBWEem9PvT11JCFAQr333vVUXu+qdNEkOqYaMDjOZCbJZObLZJI4ttnfufcJYs9k1qzlWYS1zvr9JBDGb5+y973nnvtf8GdcgPFBpgkunazFxbk6jv/JKdKD2nao1V2QyjsxIe0mLtDNfaC3j/jgWDu6e+ogl4/g4oUzhvkxjAOw9cDnf8Kvfv/vkH/6GCuC0/Bjiv83Ba9u/4/V/qudvVhsp8+ishK6gkOYpVx/8kie4Un5nsX3eFIiVFmZUOdkG4w437gwFX1xMdzYPjBbC+5je36RIaT5CevIcHSE0Hs0WwOmvE7x2xwWwPvBuA+kJfL9niaK7d6kGL5P3BgRzDFm64CsL7wlXsC5HusXZT3DjPsxY7mgMsSf96uzcyZZXt68LyzAbg/cbWzhv98Lfp5+cLRxwlYjczhaWMNs/RaYbNiKPTZsZqENChKDcFnZiMsTxQbuL6c6QBxwUZZL38+j/J+/lP+PYGGafGSmDFdmS4kPlJEflOH2yVLeF8R6Q26eZ5ywGosn6nB+knKAsg1qWRev86Lxfr721z/QxNeAx8a6iRv0YGCgjWrEEL766l/5WhA/Ov4Hgzv88quvsT4gFO9F5uInYa9uvvDN3kGcb2zFpZY2jr82Pw+TFOva7FQoM1OhPZRNcZ3E8VdmZkBJPsBMlUvfT095iT/DfYgw7IoOQ1tIgAH7sBC0BQWhJyLCsAZMuLFeMd4rGGHoBeZajoz1lLO+gD7KB2wPmGMdG8HPCDQzHRhn4H4v8Gc/WxUawM8ssLMrqc4uiHdxRcDu3Rx/LydXuDu4wc6CcoCpFZ85Y7vdGqZG2/mcA6MPV0EY4YVFZRM+1VYT/8//H/A/RvgX49rsMZ4Lbp4o5pyA94SeorxA2uD66Uryj1qc1xGHVrVCI+2EWNKL0Yk+SKR9VPebOf4iUSfHf2ioA2LxEH71qy8M9xN+i5cXl/7Lt9/Cs/AY3g3JxGvhpa8M/4vN7ThZXsPxn6+rwyzl/qmCHCiFiRCnxEOVk8HxF6ckQ5EhhDQ9DZK0VM75R9OS0Uuxy/AfYPizGk+xynBn+HdFhKMzPAx90QLeM8aM1X/W79USE8VxZ7y+IU7Az4ewMyHsPAjDnGHPvmbWIDCcF/hr+LNzK4f2OyOWOGC0/R74WlnD3dJwJozxP0vTXfzOEXsLG7g5usHK3A5rVn4E44/XoCw7Gjf0rbitLn+p/67Icoj/5+AS6YHLmkNY0FP+nzqMhZlCXJ09zO36bKFhXeBEIbfbJwtw7dRxXDtRjsXpSlzQ1uEk8T+drIOv/Y9TDmB+MDzSxmN/eLidakEPRkZ66NmHW7cWDHsBfzY0hv753w330VQr9Xib3VMcUfLK8F9s78aFpjacqa3H2Zoajr8uLxMTidEYpZhl+LP6LiWs5ZTvx6nGjxKOTOOzPZ9ewoXZINXvAeJwvZFUu8NDOfYdDP9I0nPRpNtZHzDndob9HbaOWx0diZLQEBSRhqulGK8iv6ghvBupNrSmUu4nfcB8gdkL7BnuL3yAnScp9vVCgYcrBDY2CLWyhMf2bXA2N4fDzl2w3GLOdZ/9zt18HpGLwz7sIl/Y8PFG7LO3hqy7HHdnWnFRlPs9/Bdk2Rz/S+q8l/hfmcnjxvqBrs3mkg/kcLs5QzV0Npu+f5T+XAnxxTKcV1fhpKIBk7IWKMgHJOQDExO9vP4z/FncG/hAH2nDPszO6Pi5AH4XIbnAV7//E6cDZ598gfe8Bbwn5FXhP1VehcnSCigKiNMVFRm4POXfPuJYA/RZK7OFHH+5MBmy9CQMxzOcwzGaEovhZKrhVLN7Y8OJ60XxmG+PIJwp/huDWT84PcNJr4eF8/O+rI6z/o3ySEMPx2H6c+kHPCFwdkKixz4kursi2+8gysmf6gjzCuL4TOe3ki++wP4F/swfaokrHPf35ufUkh0dEWa1i59fZzMM9mzfTvhvw45NZrAl7bfNZDsszK1hYmzOzw8HebpiXtmBezNNWBjN+ov+Jx24IMsk/ZdF+JMv6A9hcTLf0AfGjbCeziLLwPXpdINNpnGdcFl7mH7mGM4rynBaVoNpeRM0slaDDhD38ZzPOP/QUJch9kUDGB7qhUQsMqwFE/58fgg7L0SO8Ms/fI1NISl8P+hV4d+bmYXh3DyMZbIerzy+lj9En213iC9/6vIN6zuMC0iJr/XHEJ8nTIYSojDIer4If2asH5j1g7dEMg4XgvIgf5QFBRKGoTjO1mkCfZDi4YYIBzsE2VrB39YS3pYW2GtmAqsNa+FoZsznD7DvZ5GuqyAfq4wKRhX5YR3pfYY743zMXuDPzhOV0d/LOGCOuxsEe3bDzZi0/sYNsN+2DXZsDpnxNvKDnTDZbIYt5ANmphb8nFhUgCfFaz8ezjTynq/riizCP5Nqv5A0YDouKoRc/13WUT2YNMQ96wVl2F+ZysRVPds3SuF2RZuMi6o80oz5uCAvwnn5cZyRVWFWXge9ohkaRQvneWLxAMefYc/iXjTSTzZAfjCI3/3213zt5z9eXFT77df8/hmvgmq8Fvjq5oOw89dDhQUcf1luLq/1/fQZM/xZ/p9ie/3ZxPeyU6juxxH2AWgP8UF/bCgGEslPBMHoiQ3huZ2dFSwP8kWJvw+yKSdnEd45Bw8gjbCJcSdd5mQHT0tzOG83gQPhbUt479q0AdsIfytjI9jR1/t3bkfU3j0ooL+nlvJKE/GK+uggg/YnvNmTYc/4AHtn/z3GAQ/7eCN9nzO8t2+FLeG/29QU9uY7YW1KeYD0vzHhb7RxCz8rzPpEI/09iNf14sFULR7pDPhflWV8D3+u/5bwvzZNPjCViyuT9Of0mbiiExLuqVjUEP6qZFygvHGBeOMFaQHmpUdxVlqOE/JaTJO+0PG+gBG+3jM21o+x0UGO//AQ5YSxYW4P79zi+z//j88U/Zo3BbF14SMiNX4c8OrWf/1JC5dR7h5OE2Kcnb0if2inz7TVzxODFGeavCzuE+qcVI5/V7g/WgIPoE9Aui4h/CX+xw64I9vFAZnOjkh22o2QXeYIJqyDKZ59dm7Dtg9XwOzD92C8ajk2rnwHa997G2ve/RlWL1+GD95dBqPVH8Bmy2a47NgKly1G8N5mglRXe5QGHUR1uN9/i38F6QbGAYv9fJF7wAOBVAPsjNbzuXEMfzZn0srEHKbEBdau3YzNbB3Y2BRee61xXsm4Xynu8bke/xP++Uv45xjw1wixqE4j7MkHlEmYl2TggiQHF8SUAyQM/1KclFMNUNZDr2qmGjBGOWCEasAAJsaHed4fHOihd/IL8Tgunzm1NCtgCf//+B0fMN5/7jp+4v/q1n8DLC35+kme1wGUBwehyN0Fld5uGE6MJJ4XDRHVeLaur8kRck04Slg3H3BCrbs9WgM90Bbqg2ofdxR6uSPD1ZnPfvHeZgZHo43Y8dEarF++HKvefAPr3/8A5hs3UTxu5fPiPnrnXax6axk+XPYOn+u0dtnb2Lp6DZ8p5bjZCIE2uxCz1xaJrruR6+uGKvK38qhA1MaHo5req6ODUSsg/EP9eI1ga8KlYYF8niDD3tKMdL61LbYZbeJzCa237IbtDntYWdrxXLDTzAzi9gqq/w14qM2kGlCAT1W5uKlIxxVFChYUyaQBU/k+wKImFwtqyvtaQ+xfYzlAl833iC7JC3jMX5Rm0/MQYV+Ic9JiHv+npdU4Ja3DKUkTdGRKMesJaYdojOr/WB/GxMPEDUe4b0zplEsDJNkS4B/5OtAfvvkzrv76P7By/6u7f5bN/Yi2sYbQZS/nUZn2ljjqbEs6zh/DcaEQJUZBkpEEeWYKZMIEiCjem7z3onjPDhy234HS/Q6oDfDiP5tHOZ7NAvE02Yhd778Hk3eWYdvqVbA22gDj996F6cr3sXXVB/y55f0V/PeYjzCz/OgjuBImvsTh2RnvQGsLBFntQIwD/ds8XAj7IByn3FNFmJdHBKKczZKICuH8kOtE4h5MT4Ttsefz6Bj+rM97B8X61g0bye+s4WDtgH379sPG2p6fG+osy8NtfR0e6fNwj7TeHVU24Z+Gq/Ikwj+R8E8h/IUc+0V1xn/CP5frwwsKlu8LKfcb8Gfv5yj/n5aVEvbVOEH4n5A2cPxVEkM/EOsBGp0YwLhkBFKZCHLCX6sS4/e//51hdhBrCOV3lH+L+78HtoS9uvXfuD2WKPDejzw3Jxw/uB+HnW1Q6emAoRh/iBLCMJ5M+KfH8/3didR4jMYR3wsjfrbPDtlWpji0xwoVVCuOHnCF0NEW4Tu3wNfUCB6Uw503rceuNR/AmPK8xfvLsXPFO7Be/T72blwHD6r/BynX+1GdCLDaCZ+tpnyWVMCO7QjetZNbuI0VYh33cCsJ8+P415M/Ml7AsK8jjlhLz9bEGL5/wOYJCVxdYLfFlM+SZ/jvNDHjc8VNPt6ErZtNYG1tSRxgJ3ZbWuNwQgSuKWvwWH8E94m/farM4PhfkcdjkYzlgAVV2l/wp5x/TfcX/C+pGf6HcU5WhHmq/efkh+i9EKflR3FKXoITskrMyasxR1pAK2uGStrGe8HG2JoQ8cExqQgSuQF/uXwUz37+dGmW9Dccf/b+SzKvQ9WvDH/hXhvk7LOn+u2MhpADqPNzRWvQPsLfFwNRvhiMC6EaQHUgNQE90SHoCPEmO4DaA3uRZ7cdyYR3stV2ZDjsQvJuc0RbbIGPyTq4rFuNPR+v4ljvM6F6bryO/GIDomzMIdzviBzyl0yPvcj2ckGBnweOEo/PcNuLFCcHJDjsRgRhH2VngxiK5+BdFsQFHOhn3FBJ+qM+Ppr3fzSR5mD9IGyNuCM+lveHxbq6EffbButtO2Czk3Sf0RaYfWKEzWvWYe3qlfhk/Uf46KO1fEYx2/+9LK7GZ5qjuE8Y31UKcVOeiGuyWCzIBYQ/+QCr72ri+ip2HkyIq9oMnvvZ3vBFqhnz8iM4Kysmvp9Hlo9TssM4KTtG3P84ZuQVmJJXkVVz/NWydor3bojlxAEUIkzIiRMoRiFTjlENEOHGnZtYGhNjmCFK8c/2AnPaR18Z/odc7ZDlaIFCiucqwr7Km/K59x7UHXRADeX5HuLeotQ4fv6Trd+2BHujKcAdtT6uOOxqiwQLM4SabECQyccIMl2LANNPcNB4LfZv/Bj7Nq6F2+aNPNZDyE9CLUwh2G2BdDcH7gPJznZIohrP3rP376UatMegG4iDxO62QfRuqv/OToij+A+12Eo/S7nKz4vX+dqYCL4uzPYO2FmBrsR4VEVF8XOhDoQ9W/szJ9635ZNN/I4Bthawef1abDRah08+MdxXw/C/OF6JB6oi3KfYv6tMo/iPJx0oIB4Yg0VFLOd2jONdo7xwTUlaX0N+wPHPJ813hGL+GOX548T1GO5HKN5fYF+GSUUVWTV0ilpoWPwrOqBQ9kGiorqvGYdELab3MY6/RjOBC4sXX84OxNd/wvNvv+J7gZ3aU68M/1wnaxTtt0cG1fNCNxsUOu/CUZddKHGzRTXxrtGsFOhLj/LeP3F2Guf8TcT7yrwcUUD4p9juQJjZJhzctAYeG1Zj//pV8DJeDx/i7x5sr5V4velbb3INwPxgn/FGbm6UE1483U03w/WTj7jPBJhvoZpkzeM9y9OVx3wG8YqM/VRf3Fz4+f9jgf6U/yN4bzDrEWbnRHuSk1EREQmBy34+U57dS8X2fdmej81WC1gYky8Q/zSjGrNlixlsLSyRTxp2QVqxlP/TcZfy/W15HK5Jo3BFGkk5IIa4YALXdzfkqbhO/nGD6sBVTQ7hX4DzhP8ZwvqktAyz0hLMEOeflpVjkvK+nuJeS/xfI6+DWkEmp/hXdkKpGYBcOwqpXgKJTmrwA/IB3aQYJ+dPv5wdyvDHN3/k/nDixr1Xhn+0mRHidxgTjtu5D2Q5mKPYwx51QZ7oJe4/VV2Gs22t0LJ9wMOHKA/EoTH4AI6Sz6Tv3oGIbcbwIdz2G62BJ8W9++Z1PO+bE/czfestmL+7ArZrPubzJfeYGMNq/SecA5qseA9mH6zETjZLdt1aOFBsOq7/GE6frCHf2Ywk4v05B1wId3ukutjgSKAf13cFvt58BgDDn50NZPizc0K9KSmkB2KR4uUDN8vd/L4ya6b1t1pir5UDLE0sYbLeBMbGW7CJaoLl9h1oLErHNRU7+5ePB8T17xLnu0WYX5NFEP7hxAGieA64qkzk+DNucJ34IMOf7Q2dV1LsE8+blZRjWlpFVoNJMr2sjvJ9A2HeyE2paOb4s/NgKu0gFJPjkE/JyAfItBOQqseh0ZEPnJzm239f8SERX7EBotwXHv3zv74y/AX0WcduN4ZglymSrLdCaG9OfM4N3UmRkBTl4URLE+ZaWnG6gbRsRQlkeenoiQ9Ftf9+qhuWCNlCMfzRSth+8A4s338HFu8t49yfzYi1+ZCwXf0RdqxczTUemx3OZoiz92V//yO886OfcP33yYqV2LzsLWyjn9v+7jLiiO+RDxghZvd2pDhbotB3LxIdHbhOSXIi7uDhgcrwCMO58IREqv9sTk0amhKTkB0QCneKfU8nd773y/IAu3f8gKMvLLfa8HlB69Zu5PceDTccw3V1BR5QTmf436NYv015/4Y0DFdkoUv4Cwz4y1K+j7+aeL6K4V9O+FdiWtJA2DcQ9g2EfSPP9wxzpbyVnwXj8a/ugko/BNW0GIppOWSTZDoxzwFK9QhUsxqwk0H8rsnn3y7NjAL+jRziVeHv/P5bCDZbh2SbbRDsMEGSrQWf08rOW4iLDuNibx/Od/fiXEsdZqtKMZqdjr6UeJQHeOOQhzOCKXfsN/oQNmuI6xmth93HH8KKeJblqvex+c3XYLrsp/DesQ0WpPk3rFyJd+nr5eQjH6xegVUrlsNo1So4mm2DA+WGHatWYsPrr2HTaz+G1crl8KG6Eu9gQ3xgL585yXhBZSRxEHYmLMVwJpRh3pyUzHNARWQUEt28EOvpj8SgGMSHChAVEMH7QLZtsjD0gpgaZpwbr1yLo/HxuKEbwCXxcdxQFFPdL8CiNJO+TsRFcQwuSqJwSRqNy9JY8ocUzgEY/nwmhOYw7xu9Qjl+QdyIkxM1mJmoh540vkrSTbgPUryLoNNNYHJSAu20CJrJUaj1Y1BRrCsJc4V6AnLSfTLlBJRTE1BPyfH5l0/4lcMv7h3/ht0x9c03+CguFz8JTMBPQjPwduQhvBuYi/cCs/n84L8L+eH9YV5r30eMhTHyXIkDOFghh+ou21Ppy0iDouQ4ro2IyEZxqbMZp+urIMnLwnB6MqqDfPks12Dzzdi3YRVcSON7mJrA9sNV2PLTN2D2s5/C5M3XYbHiXfhZ7ECQvSOf5b+Wvl6+7A2sWP4WPqQaYf7xxzhoaQOHTRsNc8NNjblmsGR5ZNnrOEj1RLjPAXkH9uOQtzuOBBwknhfB8WdzYTrSheQPKYazQimpKI6OR350ElJC4/i50LiQGKRExSMhNAHhPkFwtbOFBelAo+XvIycsCBcIr0uSkiX8DxP+2Uv4x3IfuCwlDSBLwFW5gQOy+s/mQDL8ry3hv0hxf1pShzlJI/Sk8dXSHuJ5FOeaUWj1E5iakkI7NcZNQ7lfrR+nOkCYa8QvfYDVBNWkDI+effZf8GezAuyPt2J5dCZ+FMzOA2bhvZBDWB1egHfCcvB3gT+8Pzx6+2au3XJddvMZn4XEuSqCAzCYnQVtRSXuSGS4K5XjQiv9P9ZWQsF5oJDPdir29USU5VbSdmvhZWbC15IZ37f+gGo+5QAbygHsud/YCAGkt9n8Xrbus+6dn2EjxT5bE7Jduw7+7D4QW0tEORGnoBqf4+uFeCc70gxmSNhjxefF5nqRXtzvzPXB0QA/fv6DzQtkxmZGsbPibEZEWVwyjqdkoyAxC6FegQhw80FcUCTi/aIg8A1AwD5nuFnvwnaqTyk+7pjqLcZtfQ1uKUp5H/BVaS7FcxrpwkSyBD73l8X+VQVpf7Y+oGFzIA+TDxTz2nGV+P2ivIF0AOUAeQumSOOpFX1QEsdXaw28bnJaCh3lfGZainPN5MQS/oYcwEymFxEvHMfdz+7wFeDnSyqQYc/MrqgBPwtK5vHP7pFYHpRLOcAQ//8Q8sPvF8uiz5dpwExHWz7XtZTiq5X0tKKkGGdbO/BschpPtFM4VVPBe/7lbC5MTiaf+8N6MYV77RBptZVytTEC2XrOti3w3WrC54Czdy/i+OwZbWWFkF07+Xqj13ZT+Fnu4P7Cvpfi5IRMbzdke+9HAdWVkrAAivMDyNzniATSfHFUk6qiQ1AjYNrf0B/A1noaljR/XWwsPxvcTHngaGQsjsSnoyzjMJKCBfDb64UwTz8UhCdRvIehMD4cNXlpyI0IQGVaBOSNmZQDCnBbdZzq+xHifnkvewE59tI0vi/AsL/O1gdJ9/Hz4bpSXNdW4qqqijRCLeZVlB+VbZgijq9R9hvquY7FvBj6KQk00xLK72KKccKd4p/Ng2B4yzRj3CbUg6QDRLh6a/G/4P/8+TfYV9KOn/rG482wLH7H6NuE/zJfNjtUiB+HpP1g/HPsdyHH0QpHvPbxGZDdqUmQFhXhQlc37k5I8esz5/FEM8PPfMyUHF3q9c/gPT9szl8+abNkR2uEW5ghgLQEy9fBxCejrc0RZbUdAtudyHBjc4X3IN3RHvF2Vnx2dMpeeyQ72CHNYTf9HftQFuHP1/XrYsMovwdxY7Niy4J9UXTQHQkOlsh0d8RhP08cD/VDeUQwamKiqA4koTc7k/xAgJb0dH6PTFFMCkrS8gnrTKSHxNFTiHyfcETY2yE/zBtTfbU4N9GFS7IOXJZVEJYluKsuxqfKItyU5+C6LB1XJcmkA1NwXZrBZ8FcI+xvaA5R3Bfhlr4MN/WVuKGt4WfHFtVVOKduwSmVAX+1qh8Kin+FRsR9gMW7knxAQblATvVApiP9pxUR7xuBWD2MCdUQRhU9GJcPYP7yWb7u8wL/5/xwyNfIE5/BmvAsvMHmQQSm451Q4gDBOVhGteDHgT+8/mcRRvkO1nz9nPXaSooKMFNTg9ujE3is1OGXc+dwfUSC89WVOHm8GPKlHrDe6Ei0RYaiiOpFhvNuZLrYI5p8IGjLBoQT/pE7tiCMtIXAchuyXPfgGMV2qZ8XSnw8cJzqRk2oP2opzpm1xkbgyMG9KCFNUeTtjLz9Djjq44YmQTg/G8D2+ToyEtAujEdrWizFuQBNSTFU7+PRIUymGsDmg5EOpFrQIMzh+Bcn56FceBj5MekoFKShKiQWsXaWOB7tRfHehCvKLlwmTn5qKB9nR1JxX3sUdzUFuKXMNGh9yvnMbsjZmmAWnwF5XVfIfeXWZBVuT9Xiur4W13TkA9oKnKX4P6lshU7RTnqvFxLFAMTEAaSUB2TkB1znkUmIE4jVIo75GOWJUaoVzIalnRARb5g7O8X3/17gj6X7JUsUl/BhUDp+GpqFHwUJ8bNQNiMqg98v/FrwD4//IuLX9RRTQxmpGMvNhqqkBCfqG3FPLMMz7TR+MXMGF7pHMF9RjrmjR3gfIOsF7QoL5b0+bC40ywGHSasLnayRYLMdsZZmiNi+CSGm6xFF+iDR1hxpdubIc7FF/r7dOEJxXOHnjooAD5T6ulHe8URV0H5upb6u5CsuqAg8gBbe9xfB+7xa02LQnBKFpuRotKQKCPdE9DAtkpuB3hwhccF0Hv91aVkojEoibp+NSmER5fwkJHuHIt/ZCwJzM/o7AnBd2YzLknqq4624M1WDhydK8UBXgHvE6z9VpREXSKKYTyDck+k9DbdZ7dceIq1giH2G/c2pBtyYrMNVPeV/fTlOKRsxw3o9ZK2832tc2osxWT+PaeYHY6pxjCpFEClGMKIYxLC8D0OyHgzKOjEg7cCguBXD4i7o59RL+H/7Enu2Fnxs4hxWeCfgbcr9PwnJxFshufz+mDf8Cfv/xf5QLcUl6+VSHi2C6tgRTFZW4mxLGz5X6/CbU/P41/lFXB2S4GTxMUzmH8Io1VqRQICu0BB0RUegKtAHZf4HcNhjL+eQwj2WSCBOGLVtE+IsTIlXWBu0xZ4dhL81cp0skbNnJwpdbJBPlu20i38/x2kH+ZIDmiIPoj0umIz8Kz6CnxNhZwFrYoNRnxDGse/MTER3FvH/TNJ96Uk8D/QSL2lKTeX4HwqPR3ZoIooTc3E4Op1yfiKK9noiydIc/blhFOfNWJDU4PGpXn5/y219IR7q83Bfl4k76lTKAfHEBeL4WvBtZSr5xHfwn6zAp4T9relG7gPXJqtxdbKM9/uxfi+VrAUT4g6MkAYcIR8Qyfq4H4zIRdyGZUOEez8GKdb7xZ3ol7SjjzTIwEQLhiaodpBW+Gv4D154hk9CDDMh/q9/KnHAQ3grwBD/r/8v4p/N9tIdK8F4YQFma2txqasL1waG8FCiwj9OnSX+dw53xLO42tSG08XlkKcIMRQRhd7QUN7nXRPijeMB7jhKOf0w42/EI5iGKPRyRj5b57ffiYRdW5C224LrS+Yjhe5OfL+w+KAbt2Pe+3DMfTcOu5KvOO5EtuMOHHKxxLEDDvT3e6ApxpdwSyGtF0+8LxJNbFZMWgK6hCnE+xL4XhB778zJQjlpgWPCLBRn5qMgPhWt+UdwKCgcJTbbkLxzPeY6juKOvovqfROf9/toqgL3Z0vw+XQ+nkxm4bEmCQ+VMXigEPD1QIb9TRXl/mnS+zPHcHO2EjfnGnF1lnxopg0Xppoxr6/HRUUrTkuboR9rgGTEcN6vf6wLfZJB9MpH+X4fMxF9PSIewPBEP7eh8T5ufaOUB0a70C/qxp+//QP+/M0f8d1fZ+59iRW+ArwexrhfAfF/NhcsnZ8NWh7ww/sDtceOYqqMdN2xYzjT3Izrg8O4LRrHZ1ItvtSfxlPtGXw6Pokr9cRvjpVx/Icjo9HN8n9oIGqCfTj+bI4842msF+8YvZf6eXBcWb7PJH3J9gm+6wMsXzDsywO8UBV8EEf32/F15zJvJ1T4u6KaagHDnluYJ9pSY0jnxRHfExDekaiJDuV7QC3EWbqpdrF5YQ2JCSiLp7hPTkNl1iGUJmegJZv8wD8YR63NkOOwFWf7K3F3qofinM17beL435spJvwLCP+c7+AfjbvKBI7/LXUurk0VcvxvzFRw/K8R/ovTrbg4acB/XtGEU5IG6MfrIBHV8zO+/WMdFN/96JMPfw//7/rAC/yZrwyOdZMP9ODr53/k8wD+FvhPl1dguqIGc3V1WOjpw91xCR5IVXiinMEvdGfwRD6Dm4MKLNQ0Yq6oBLLkdAxFRfMzHW3hIXzeP8OwmGrAizskSpbwL/Ol94OuOOLphCzimBn2lkgjPcD2i5ml2uyAcPcuZLIeAh9X1AZ6oCXCFx2U6zvjQtAqYOdEfFAd6oXKMF80xoajMzWOnwtiPR/1VH+aSYewtcohqv/tScn8zqgj5J8lsYkoj0skrpiGspAIFFhtIb/aS9quBfdPDPAa8BL/aYr/qcMc/yeaVHymEnwHf+IDauL+hP/16aO4SfjfmG14if8FfRPOM/yV9TglrYFurIriv4qf++4fpRxANb1fNsD3+pmNSkYgEg9jZGKI2/D4ILeB8W7yA+IDY734Bn/6Hv7Pn786/Oeq63C6vpWfAWVxf1+ixmMF8b7Js/inqXk8GtdisXUIF8uqMJtfhImkVPRHC9BDnzHr728IJa3m78PPYrBe3OM+Xpzrl5CeL/Vx5zyv0t8D5eyOCfr6hbGvq0jj1wQdRF2IL9qi/NEeHYAuwr4rPpQb4wHMB5pi/Dn+tVHBaGbnyFLj0Z3O5sMm8TlB7Fz4AOHemZCAuhgBYqxtSI/uQvpeFxz3o3+XbwAK7LajXxhJtZtq22kR7unb+cz3x1PVHP+nhO0T4gDfxz+O8E/BLU0mrk8WEN87ghvT5WT15AtNWJxswUVdI+Z1dTinoBiSVkE7Vg7xcDlGhqoxIGqkut6BAeIC47LR/9YHmA2Jeykn9PGcwG6Q++b5V38T/C+2duBW/wieSBV4IFbivliHJ+pT+M2Jq/iXmct4OKTA+cpmnDtWismcfIwnpqA/JhY99Dl3RgnQHBKOWr+l81xkbFYDO8tVSdhW+lNuDyCt5++JasoNNb5eqPP3RgP5SWOQLzf2Xh9wkM+Q7Cbt3yUg3AUhaIth2AejLZbeGRdMiuJ6kJ39Z2fBulMT0J+Rhp60ZD4vsjsuAd0JiaQl/OH50Wp4rFmJFBsrlB30RoW3N4pdbaGtLcSDMxN4MD+B+9NL93lPV+PhXAXhTzVgkjiAJo3wj+M14J4qHnc0ybitJfx1+Zz/3SSux3j/NeIOC/pmjv95TS3OKKr5PpBmtAwTQ2UYHqziZ/2HRtsJU4b/2EsbkxIfkJAWEI9wG5kYJp44QPVhgNeF5+yekO/gz0ZFvir8r3V04JFIjC9Vel7z70mm8FR3Ab85fRO/mbyI+z3jOFdchTOFR6DLzIYoIQm9gnj0kHXHJKA1LJr0YyjHna0hGGa8R6I5MggNwb68N5Dh30W+wc6GsbPgzAznxILQHEg+4OeNzpgQjj2zjliDcexZbznzg8TIl7Ni+H0xxPnZWhWfFUy1vz3WgP9RTzcc+PA9RJisw5F9jvy8YZX3AdIpbrgkasKD8zLcJ/wfnujH57PteEjx/+R0HZ5OHSf8C/G5JgOP1PFL+Mcu4S/kaz8M/xv6UgP++gYsaptwUdOAeXUNP+8xIyb8RRWQDFZAN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" style="width:98px; height:98px" /></span></span></span></p> <p><span style="font-size:10.5pt"><span style="line-height:normal"><span style="font-family:Cambria,serif"><b><i><span style="font-size:15.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Manuel Otero </span></span></i></b><i><span style="font-size:15.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">es Director General del Instituto Interamericano de Cooperación para la Agricultura (IICA).</span></span></i></span></span></span></p> <p style="margin-bottom:12px"> </p> <p style="margin-bottom:12px"> </p> <p> </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="/index.php/tags/covid19" hreflang="es">COVID19</a></div> <div class="field__item"><a href="/index.php/tags/perspectivas-covid-19" hreflang="es">PERSPECTIVAS-COVID-19</a></div> <div class="field__item"><a href="/index.php/tags/seminarios-web" hreflang="es">SEMINARIOS WEB</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=91&amp;2=field_blog_comments&amp;3=comment" token="DTqpFPeHgpWBcYfKYC5_PsIF-ZS8RIcUda0GWDXmC6U"></drupal-render-placeholder> </section> Wed, 09 Sep 2020 02:16:02 +0000 vpalmieri 91 at https://blog.iica.int Food market stability: A necessary step for global social and environmental sustainability https://blog.iica.int/index.php/en/blog/food-market-stability-necessary-step-global-social-and-environmental-sustainability <span class="field field--name-title field--type-string field--label-hidden">Estabilidad del mercado de alimentos: un paso necesario para la sostenibilidad social y ambiental en el mundo</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="/index.php/taxonomy/term/31" hreflang="zxx">Pablo Elverdin </a></div> <div class="field__item"><a href="/index.php/taxonomy/term/96" hreflang="zxx">Martín Piñeiro</a></div> <div class="field__item"><a href="/index.php/taxonomy/term/102" hreflang="zxx">Valeria Piñeiro</a></div> <div class="field__item"><a href="/index.php/taxonomy/term/103" hreflang="zxx">Estefania Puricelli</a></div> <div class="field__item"><a href="/index.php/taxonomy/term/104" hreflang="zxx">Marcelo Regunaga </a></div> <div class="field__item"><a href="/index.php/taxonomy/term/105" hreflang="zxx">Federico Villarreal</a></div> </div> </div> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/index.php/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, 02/09/2020 - 11:54</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 align-right"> <img alt="Foto ifpri Angela Sevin" data-entity-type="file" data-entity-uuid="312162cd-940d-4578-a4fb-942ae4a376d0" src="/sites/default/files/inline-images/foto%20ifpri%20food%20availability.jpg" /> <figcaption>Photo credit: <a href="https://www.flickr.com/photos/angela7/2228825069/">Angela Sevin</a></figcaption> </figure> <p>Cuando pensamos en la estabilidad de los precios de los alimentos, normalmente pensamos solo en su impacto en la seguridad alimentaria; sin embargo, las variaciones en los mercados de alimentos afectan también las formas en que estos se producen. En muchas regiones del mundo, la producción de cultivos tiene lugar en sistemas de producción intensiva que deterioran los recursos naturales y contribuyen al calentamiento global. Es evidente que se requieren sistemas de producción más sostenibles y respetuosos del medio ambiente. Por lo tanto, los esfuerzos dirigidos a incrementar la producción de alimentos para lograr la seguridad alimentaria global deben incluir un enfoque cuidadoso, integrado y de colaboración, a fin de asegurar un uso eficiente y sostenible de la tierra, el agua y la energía en todo el mundo.</p> <table class="Table" style="width:100.0%; background:white" width="100%"> <tbody> <tr> <td style="border-bottom:2px solid #eaeaea; padding:10px 20px 10px 20px; background-color:white; border-top:2px solid #eaeaea; border-right:2px solid #eaeaea; border-left:2px solid #eaeaea"> <p style="text-align:justify"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span lang="ES-CR" style="font-size:15.0pt" xml:lang="ES-CR" xml:lang="ES-CR"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#4472c4">“Un sistema mundial de comercio de alimentos sin obstáculos, que haga que la actividad de los mercados sea más predecible, puede favorecer la seguridad alimentaria y apoyar una mayor sostenibilidad de los sistemas de producción”.</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p>Debido a que en la Región la producción de alimentos y los desequilibrios en el consumo son y seguirán siendo muy significativos, el comercio cumple un rol esencial ante este desafío. Un sistema mundial de comercio de alimentos sin obstáculos, que haga que la actividad de los mercados sea más predecible, puede favorecer la seguridad alimentaria y apoyar una mayor sostenibilidad de los sistemas de producción. No obstante, el comercio agrícola mundial se sigue viendo seriamente limitado por políticas comerciales perjudiciales. En medio de la crisis ocasionada por la COVID-19, algunos países han tomado rápidamente medidas que <u><a href="https://www.theguardian.com/global-development/2020/mar/26/coronavirus-measures-could-cause-global-food-shortage-un-warns" target="_blank">impactan negativamente los flujos comerciales internacionales y la disponibilidad de alimentos y que generan una mayor variabilidad en los precios de estos</a></u>. Estos tipos de medidas no son coherentes con los objetivos mundiales de seguridad alimentaria ni con la necesidad de abordar el deterioro de los recursos naturales.</p> <p>Pese a su creciente importancia, en las últimas décadas, durante las negociaciones comerciales internacionales, la promoción de sistemas alimentarios sostenibles para la seguridad alimentaria mundial no ha sido considerada con seriedad por la Organización Mundial del Comercio (OMC). Los líderes mundiales deben prestar más atención a la medida en la que <strong>los obstáculos al comercio que no se basan en pruebas </strong>influyen desfavorablemente en la seguridad alimentaria, el calentamiento global y la disponibilidad de los recursos naturales.</p> <p>En el contexto de este diálogo internacional debilitado, el Grupo de los 20 (G-20) podría desempeñar un papel importante mediante la promoción de políticas y medidas para facilitar el diálogo y el intercambio de información y para fomentar acuerdos entre socios comerciales en materia de alimentos, con base en un sistema comercial mundial más abierto. El Think 20 (<strong>T20</strong>) preparó una <u><a href="https://www.g20-insights.org/policy_briefs/food-security/" target="_blank">nota sobre políticas</a></u> dirigida a la actual presidencia del G-20 de Arabia Saudí, en la que sugiere una estrategia para lograr una <strong>mayor sostenibilidad del comercio y el desarrollo agrícolas</strong>. En dicha nota se plantean dos propuestas que incluyen mejoras en la producción sostenible de cultivos y la promoción del intercambio de información para fomentar el establecimiento de acuerdos entre socios comerciales.</p> <p>La primera propuesta guarda relación con la <strong>necesidad de incrementar la productividad agrícola y la disponibilidad total de alimentos</strong>, tomando en cuenta el impacto de los sistemas de producción agrícola en el cambio climático y la sostenibilidad de los recursos naturales. Algunos países han implementado innovaciones tecnológicas y procesos de producción que han aumentado la competitividad y la productividad por medio de sistemas de producción respetuosos del medio ambiente. Algunas de estas tecnologías y estrategias se podrían adoptar en todo el mundo, para lo cual, no obstante, será necesario sistematizar una gran cantidad de información y desarrollar una estrategia mundial coordinada. Se requerirán mejoras en la medición de prácticas sostenibles de producción de cultivos, como las de labranza cero y cultivo de cobertura, así como más investigación sobre la medición precisa de la productividad, la recuperación de los suelos, la disponibilidad del agua en relación con la tierra cultivada y la disponibilidad general de tierra cultivable.</p> <p>La segunda propuesta se relaciona con los dos principales elementos necesarios para alcanzar una seguridad alimentaria ambientalmente sostenible: <strong>sistemas de producción mundial equilibrados y sostenibles y un sistema de comercio agrícola sin obstáculos</strong>. Las actuales tensiones comerciales entre Estados Unidos y China han introducido volatilidad, incertidumbre y desviaciones del comercio en ciertos mercados de productos básicos alimentarios. Por ejemplo, el precio y la cantidad de soja exportada por Brasil a China se vieron afectados significativamente por el arancel impuesto por China a las importaciones de Estados Unidos (<u><a href="https://www.ers.usda.gov/publications/pub-details/?pubid=93389" target="_blank">Gale, Valdés y Ash, 2019</a></u>). Dada la situación actual generada por la crisis de la COVID-19 y sus potenciales repercusiones negativas, tales como restricciones adicionales al comercio, resultará esencial que los formuladores de políticas comprendan sus posibles impactos en la seguridad alimentaria de los países importadores netos y en la estabilidad macroeconómica de los países exportadores de alimentos.</p> <p>Para el G-20 una de las maneras de lograrlo sería <strong>establecer y organizar un grupo especial de países miembros</strong> de la OMC, con un gran interés en el comercio agrícola y la sostenibilidad ambiental. Este grupo tendría como objetivos promover el diálogo, discutir propuestas y el avance en acuerdos comerciales especiales para facilitar el comercio agroalimentario, así como fomentar la adopción de prácticas ambientalmente sostenibles. El Sistema de Información de Mercados Agrícolas (<u><a href="http://www.amis-outlook.org/" target="_blank">AMIS</a></u>) del G-20 se podría emplear para crear este grupo y <strong>generar un espacio de diálogo y recolección de información pertinente</strong>, como la relativa a indicadores de sostenibilidad.</p> <p>De manera similar, la Iniciativa Global de Monitoreo Agrícola del Grupo de Observaciones de la Tierra (<u><a href="https://www.earthobservations.org/geoglam.php" target="_blank">GEOGLAM</a></u>), otra iniciativa del G-20, se podría utilizar en los ámbitos mundial y nacional para <strong>medir el secuestro y el equilibrio del carbono</strong>, a través de tecnologías de observación de la Tierra.</p> <p>Un sistema mundial de comercio de alimentos sin obstáculos trae consigo varios aportes importantes en materia ambiental y de seguridad alimentaria. Estos justifican todos los esfuerzos posibles dirigidos a sostener y fortalecer los sistemas de gobernanza globales, tales como la OMC, que contribuyen al establecimiento de un dinámico sistema comercial multilateral al servicio de todos los países y en favor de un mundo más próspero.<br />  </p> <p> </p> <p><img alt="Pablo Elverdin" data-entity-type="file" data-entity-uuid="34ff803d-8f78-4658-aba1-9e2eab7eb6ac" height="118" src="/sites/default/files/inline-images/Foto%204x4.%20Elverdin.jpg" width="116" class="align-left" /><strong>Pablo Elverdin</strong> se desempeña como coordinador de Estrategia y Contenido del Grupo de Países Productores del Sur (GPS). Fungió como consultor externo en el Instituto Internacional de Investigaciones sobre Políticas Alimentarias (IFPRI) y en el Banco Interamericano de Desarrollo (BID), entre otros organismos internacionales.</p> <p> </p> <p><img alt="Martin Piñeiro" data-entity-type="file" data-entity-uuid="aee91679-1ee1-4a10-91ec-b827a23d1181" height="115" src="/sites/default/files/inline-images/Pineiro_0.jpg" width="115" class="align-left" /><strong>Martin Piñeiro</strong> se graduó en la Universidad de Buenos Aires y posee un doctorado de la Universidad de California. Ocupa el cargo de director del Grupo Consultores en Economía y Organización (CEO) y del Comité de Asuntos Agrarios del Consejo Argentino para las Relaciones Internacionales (CARI). Es miembro de la Red del GPS y asesor especial del director general del Instituto Interamericano de Cooperación para la Agricultura (IICA). Anteriormente se desempeñó como subsecretario de Agricultura de Argentina, director general del IICA, miembro de la Junta Directiva y presidente del Comité del Programa del Servicio Internacional de Investigación Agrícola Nacional (ISNAR) y presidente de la Junta del IFPRI.</p> <p><img alt="Valeria Piñeiro" data-entity-type="file" data-entity-uuid="6fb980db-6601-4cac-aee4-ee15eee89c58" height="113" src="/sites/default/files/inline-images/Valeria%20pi%C3%B1eiro.jpg" width="112" class="align-left" /><strong>Valeria Piñeiro</strong> ocupa el cargo de coordinadora sénior de Investigación en el IFPRI. Además, es profesora de los programas académicos avanzados de la Universidad Johns Hopkins. Se ha desempeñado como consultora en varias organizaciones, entre ellas, el Banco Mundial.</p> <p> </p> <p><img alt="Estefania Puricelli " data-entity-type="file" data-entity-uuid="0e820289-08d6-4bb7-9ffe-4cb0e7de5735" height="142" src="/sites/default/files/inline-images/Estefania%20Puricelli.png" width="117" class="align-left" /><strong>Estefania Puricelli</strong> posee una maestría en Economía Agrícola de la Universidad de Londres, un título universitario en Economía y Gestión Agrícola y otro en Economía de la Universidad de Buenos Aires. Actualmente administra y coordina el informe mensual del AMIS Market Monitor, el principal producto del AMIS, una iniciativa del G-20</p> <p> </p> <p> </p> <p><img alt="Federico Villarreal" data-entity-type="file" data-entity-uuid="60c92e1b-f71b-447a-925f-a3506990891f" height="121" src="/sites/default/files/inline-images/Federico%20Villarreal_0.jpg" width="121" class="align-left" /><strong>Federico Villarreal</strong> posee un doctorado en Geografía de la Universidad de Buenos Aires y una maestría en Estudios Sociales Agrarios de la Facultad Latinoamericana de Ciencias Sociales. En la actualidad se desempeña como director de Cooperación Técnica en el IICA. </p> <p> </p> <p><strong>Nota: Este artículo se publicó originalmente en: </strong><br /> <strong><a href=" http://www.foodsecurityportal.org/food-market-stability-necessary-step-global-social-and-environmental-sustainability">http://www.foodsecurityportal.org/food-market-stability-necessary-step-global-social-and-environmental-sustainability</a>. </strong></p> <p><strong>Las opiniones expresadas en este blog son responsabilidad del autor y no reflejan necesariamente la opinión del IICA.</strong></p> <p><br /> <strong><img alt="banner editores" data-entity-type="file" data-entity-uuid="0eb2fe74-3547-4e94-bf70-e7c101466967" src="/sites/default/files/inline-images/Final_2.png" /></strong></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="/index.php/tags/covid19" hreflang="es">COVID19</a></div> <div class="field__item"><a href="/index.php/tags/comercio-covid19" hreflang="es">COMERCIO-COVID19</a></div> <div class="field__item"><a href="/index.php/tags/perspectivas-covid-19" hreflang="es">PERSPECTIVAS-COVID-19</a></div> <div class="field__item"><a href="/index.php/tags/food-security-covid19" hreflang="es">FOOD SECURITY-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=89&amp;2=field_blog_comments&amp;3=comment" token="Hzjwd4_pkRltN1b0xpXVE6fjc3C7IEXr3k57eywkC6A"></drupal-render-placeholder> </section> Mon, 31 Aug 2020 16:00:19 +0000 jarias 89 at https://blog.iica.int