Drupal blog posts https://blog.iica.int/index.php/ es How do we make agriculture attractive to the next generation? https://blog.iica.int/index.php/en/blog/how-do-we-make-agriculture-attractive-next-generation <span class="field field--name-title field--type-string field--label-hidden">How do we make agriculture attractive to the next generation?</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/154" hreflang="zxx">Ronald E. GUENDEL</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, 20/09/2021 - 10:32</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="Cimag" data-entity-type="file" data-entity-uuid="4e203b2b-a786-4b00-89de-30fc5bcffd8d" src="/sites/default/files/inline-images/cimag%20iica.jpg" /> <figcaption><em>A physical space that combines objects and experiences with digital technology.</em></figcaption> </figure> <p> </p> <p>On 1 September, I attended (via a virtual link) the opening of <u><a href="https://www.cimag.iica.int/inicio?lang=en" target="_blank" title="cimag-iica">CIMAG</a></u> – the Interpretive Center for Tomorrow’s Agriculture – at the IICA headquarters in San Jose, Costa Rica. Designed to give an interactive insight into the technologies transforming agriculture, CIMAG is the product of multinational collaboration between IICA, Microsoft, Bayer, Lego, and other organizations. It’s an innovative, creative venue that links technology and education in an accessible way – such as with a VR game allowing visitors to control a virtual bee and learn about pollinator health, or a ‘climate wizard’ simulating the future of crops under different planetary conditions. </p> <p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><a name="_Hlk39219192" id="_Hlk39219192"></a></span></span></span></p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span style="font-size:15.0pt"><span style="color:#3070b6">“CIMAG is an exciting demonstration of the principles that will accelerate agriculture’s transformation to a modern, sustainable, attractive profession.”</span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p>The use of ‘Tomorrow’ in the center’s name is no coincidence. Of course, it focuses on the technologies of tomorrow – from AI-powered analysis to advanced robotics and the Internet of Things. But it also <strong>places the generation of tomorrow at its center</strong>. With its hands-on experiences and online links, it engages directly with young people on rural trends and topics. Far from being a place exclusively for the agricultural leaders of today, CIMAG is for everyone, in line with IICA’s ‘open doors’ ethos. It brings everyone closer together across the region – spanning different age groups, sectors, industries and perspectives.</p> <p>This stems from a realization that technology is only one area in which we must invest to secure a sustainable future for agriculture. We must also invest in its people.</p> <p>We rely on smallholder farmers to feed hundreds of millions of people worldwide – but despite the pivotal nature of their work, they still suffer acute effects from some of the world’s greatest challenges. Whenever there is a climate, health or economic shock, farmers are among the first to feel it. That was never clearer than during the COVID-19 pandemic, when supply chain disruptions and a lack of seasonal workers led to huge difficulties in harvesting and selling crops. Not only does that lead to food loss, it also makes farmers economically worse off – potentially keeping them trapped in a loop of subsistence, rather than commercial, farming.  </p> <p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><a name="_Hlk39219192" id="_Hlk39219192"></a></span></span></span></p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span style="font-size:15.0pt"><span style="color:#3070b6">“Young people provide a unique voice and perspective”</span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p>As subsequent generations become progressively more educated and engaged, subsistence farming loses its appeal. But we cannot afford to let young people’s professional interest in agriculture wane – and not just because we need workers. Young people provide a unique voice and perspective; they have the power to generate new ideas that go beyond our established way of doing things, setting the agenda for future initiatives. We need them not just to participate, but to become leaders in the agriculture of tomorrow. To keep them engaged, we must <strong>engineer a shift to a modern, appealing, sustainable form of agriculture</strong>.</p> <p><img alt="Drones" data-entity-type="file" data-entity-uuid="251159ab-eebb-4278-a8a3-e3ff986bb3ca" src="/sites/default/files/inline-images/Drones.jpg" class="align-right" />What does CIMAG teach us about how to achieve this? Firstly, it reminds us of <strong>the value of innovation</strong>. Tomorrow’s technologies – whether chemical, biological or digital – have the ability to positively impact agriculture at a global level: increasing outputs and benefiting growers financially, reducing land use change and rural migration, and forming a dynamic, cutting-edge basis for ongoing professional interest.</p> <p>Secondly, it emphasizes <strong>the value of connection</strong>. No farmer operates in a vacuum; entire communities hinge on their success. We must think of agricultural technologies in the same way: they are only achieving their full potential when they are in the hands of every farmer, supported by the right training and stewardship. So we need to reach young growers in their fields on their terms, listening to their concerns rather than dictating what to do. And we must ensure the connections are just as strong in the other direction – giving them widespread, resilient access to markets so they can turn their yield into revenue, which can in turn be reinvested in the field.</p> <p><img alt="Young people" data-entity-type="file" data-entity-uuid="5b86bcfd-3265-48a6-8617-2e917960a9f2" height="168" src="/sites/default/files/inline-images/youngpeople.jpg" width="276" class="align-left" /></p> <p>Finally, we can’t just build tools: we need to <strong>build capacity too</strong>. Programs such as BayG.A.P. are giving farmers the knowledge and skills they need to adopt sustainable practices in a way that works for them. Farmers are stewards of their land and will choose the responsible option wherever practical. It’s about offering decision support, rather than trying to make decisions for farmers. The smallholder voice needs to be amplified, not spoken over.</p> <figure role="group" class="caption caption-img align-right"> <img alt="Cimag MinistroCR " data-entity-type="file" data-entity-uuid="f45a712c-9326-4486-98db-cb5e4f9b9725" height="149" src="/sites/default/files/inline-images/MinistroCR.jpg" width="272" /> <figcaption><em>Costa Rican Minister of Science and Technology supports CIMAG, IICA's proposal that unites education and the future of agriculture</em></figcaption> </figure> <p>CIMAG is an exciting demonstration of the principles that will accelerate agriculture’s transformation to a modern, sustainable, attractive profession. But it is just the start. CIMAG will be used as a base from which to <strong>build more meaningful coalitions </strong>– spanning public and private sector alike – that bring change closer to farmers, giving them a fairer deal and a brighter future. CIMAG is a wonderful demonstration of the solutions that enable efficient, climate-smart and future-proof agriculture – now it’s our task to expand those solutions and make them accessible to every farmer. A new generation is coming; let’s give it all the support it needs.</p> <p> </p> <p><em><strong><img alt="Eduardo Guendel" data-entity-type="file" data-entity-uuid="e8b94b6a-0850-4f5a-ab55-744ca5334c8d" height="136" src="/sites/default/files/inline-images/Eduardo%20Guendel.jpg" width="103" class="align-left" /></strong></em></p> <p><em><strong>Ronald E. GUENDEL </strong>is the Global Head Partnerships-Food Value Chain at Bayer Crop Science</em><br />  </p> <p> </p> <p> </p> <p> </p> <p><strong><em>Notes</em></strong></p> <p>This article was first published at <a href="https://www.linkedin.com/pulse/how-do-we-make-agriculture-attractive-next-generation-guendel/" target="_blank" title="linkedln">https://www.linkedin.com/pulse/how-do-we-make-agriculture-attractive-next-generation-guendel/</a></p> <p><em><strong>The opinions expressed in this article are the responsibility of the authors and do not necessarily reflect the opinion of IICA.</strong></em></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><i><span style="font-weight:normal">If you have questions or suggestions for improving the BlogIICA, please write to the editors: </span></i></strong><span class="MsoHyperlink" style="color:blue"><span style="text-decoration:underline"><a href="mailto:joaquin.arias@iica.int" style="color:blue; text-decoration:underline"><i>Joaquín Arias</i></a></span></span><strong><i><span style="font-weight:normal"> and </span></i></strong><strong><i><a href="mailto:viviana.palmieri@iica.int" style="color:blue; text-decoration:underline"><span style="font-weight:normal">Viviana Palmieri</span><span style="font-style:normal"><span style="text-decoration:none"><span style="text-underline:none">.</span></span></span></a></i></strong></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/en/tags/perspectives-food-systems" hreflang="en">PERSPECTIVES-Food Systems</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=139&amp;2=field_blog_comments&amp;3=comment" token="givaiht28n5CEl0avo_vdRrvMW1vD-uyprpshcIgLgw"></drupal-render-placeholder> </section> Mon, 20 Sep 2021 16:32:13 +0000 jarias 139 at https://blog.iica.int https://blog.iica.int/index.php/en/blog/how-do-we-make-agriculture-attractive-next-generation#comments Fuerte incremento en el consumo de biocombustibles durante los últimos 20 años https://blog.iica.int/index.php/blog/fuerte-incremento-en-consumo-biocombustibles-durante-los-ultimos-20-anos <span class="field field--name-title field--type-string field--label-hidden">Fuerte incremento en el consumo de biocombustibles durante los últimos 20 años</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/37" hreflang="zxx">Agustin Torroba</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">Jue, 16/09/2021 - 12:52</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><p>Los biocombustibles líquidos se han convertido en una importante <strong>herramienta para la descarbonización del transporte</strong> terrestre y es el sector agropecuario el que aporta las materias primas fundamentales para industrializar y producir esos combustibles biológicos más amigables con el medioambiente. </p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0cm 7px 0cm 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span style="font-size:15.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">“Entre el 2000 y el 2019 la producción y el consumo de biocombustibles líquidos se multiplicó por 11 y, tras un descenso en el 2020 debido a las restricciones a la movilidad y a la caída en la actividad económica, muestran una recuperación relevante en el primer semestre de 2021.”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p style="margin-bottom:11px">La producción y el consumo de biocombustibles líquidos –instalados como una opción de transición energética limpia- se redujo de forma importante en el 2020, debido a las restricciones a la movilidad y a la caída en la actividad económica. </p> <p style="margin-bottom:11px">Sin embargo, los datos sobre el primer semestre de 2021 muestran una recuperación relevante luego de que entre el 2000 y el 2019 la producción y el consumo de biocombustibles líquidos se multiplicara por 11. </p> <p style="margin-bottom:11px"><img alt="Atlas de los biocombustibles líquidos 2020-2021" data-entity-type="file" data-entity-uuid="6039ee6d-8e6a-468a-a63e-7b294202314c" height="419" src="/sites/default/files/inline-images/Portada%20Atlas_1.png" width="324" class="align-right" />De acuerdo con el “<a href="https://repositorio.iica.int/bitstream/handle/11324/18661/BVE21097939e.pdf?sequence=1&amp;isAllowed=y" target="_blank"><u>Atlas de los biocombustibles líquidos 2020-2021</u></a>”, recientemente publicado por el Instituto Interamericano de Cooperación para la Agricultura (IICA), en 2020 las materias primas más utilizadas en la producción de biodiésel fueron los aceites vegetales, entre los cuales se destacan el de palma (32 %), el de soja (26 %) y el de colza (15 %).</p> <p style="margin-bottom:11px">El 27 % restante corresponde a otras materias primas, como los aceites vegetales usados, las grasas animales y otros aceites vegetales vírgenes, entre ellos el de girasol. En forma análoga, el maíz y la caña de azúcar fueron las materias primas más utilizadas en la producción de bioetanol, con una participación de 63 % y 30 %, respectivamente.</p> <p style="margin-bottom:11px">De esta forma, se produce biodiesel a partir de materias primas biológicas para sustituir diésel fósil y bioetanol para reemplazar gasolinas originadas a partir de petróleo.<br /> Este año, la disminución en las restricciones de movilidad vehicular en comparación al 2020 han permitido que el consumo de biocombustibles líquidos, a nivel agregado, despegue con resultados positivos en la Unión Europea, Estados Unidos, Indonesia, India y Argentina. </p> <p style="margin-bottom:11px">De esta manera, diversos escenarios proyectan un aumento del consumo mundial del orden de entre 5% y 8% en el año 2021 en comparación con el 2020. </p> <p style="margin-bottom:11px">El creciente consumo de biocombustibles ha sido impulsado por la formulación de políticas públicas que autorizan y, en muchos casos, promueven su uso.</p> <p style="margin-bottom:11px">En este sentido, uno de los instrumentos más utilizados por los países es la reserva de cuotas de mercado, denominada “mandatos de uso de biocombustibles”. </p> <p style="margin-bottom:11px">En 2020, 65 países establecieron mandatos con distintos grados de rigidez y cumplimiento. De la misma manera, los gobiernos subnacionales aplican esta clase de instrumentos, según su grado de descentralización. </p> <p style="margin-bottom:11px">Las Américas tienen una participación destacada tanto en la producción como en el consumo y el establecimiento de “mandatos de uso de biocombustibles”, especialmente en la región sur y norte del continente.</p> <p style="margin-bottom:11px">Además de su uso en el transporte terrestre, los biocombustibles han comenzado a ser usados en otros sectores, como la aviación. En este sentido, en 2007 el biojet (biocombustibles que reemplaza al combustible fósil jet fuel) mostró sus primeros consumos regulares y, a partir de 2020, se empezó a utilizar significativamente a raíz de una nueva capacidad instalada. Además, varios países comenzaron a analizar e implementar mandatos de uso de biocombustibles este segmento.</p> <p style="margin-bottom:11px">Los gobiernos de Noruega y Suecia promulgaron una legislación en apoyo a los biocombustibles sostenibles de aviación, mientras que Francia está discutiendo un mandato al respecto para su introducción en el corto plazo. También en otros estados miembros de la Unión Europea (UE), incluidos Alemania, los Países Bajos y España, se han producido debates en la materia, mientras que en los Estados Unidos varias iniciativas de esta industria están en marcha y Brasil ya cuenta con especificaciones de calidad aprobadas. </p> <p style="margin-bottom:11px">En la actualidad los biocombustibles líquidos se siguen afianzando como parte de una transición más limpia en el marco de un paradigma de movilidad basado en la combustión interna. </p> <p><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><a name="_Hlk39219192" id="_Hlk39219192"></a></span></span></span></p> <table class="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 style="font-size:15.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">“Los biocombustibles constituyen una alternativa ambientalmente más sostenible que los combustibles fósiles, sin grandes cambios técnicos, y permiten agregar valor y diversificar la producción agropecuaria, generando impactos positivos en los productores rurales”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p>Mientras comienzan a desarrollarse nuevos paradigmas de movilidad (electromovilidad, propulsión por hidrógeno, etc.) que requerirán un tiempo de masificación considerable, los biocombustibles constituyen una alternativa ambientalmente más sostenible que los combustibles fósiles, sin grandes cambios técnicos. Adicionalmente, permiten agregar valor y diversificar la producción agropecuaria, generando empleo e impactos económicos positivos en los productores rurales.</p> <p> </p> <p>Acceda a la publicación del IICA “Atlas de los biocombustibles líquidos 2020-2021”<br /> <u><a href="https://repositorio.iica.int/bitstream/handle/11324/18661/BVE21097939e.pdf?sequence=1&amp;isAllowed=y" target="_blank" title="Atlas de los biocombustibles líquidos 2020-2021">https://repositorio.iica.int/bitstream/handle/11324/18661/BVE21097939e.pdf?sequence=1&amp;isAllowed=y</a></u></p> <p> </p> <p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><img align="left" alt="A person in a suit&#10;&#10;Description automatically generated with medium confidence" hspace="12" 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" style="width:146px; height:146px" /><strong><i><span lang="ES-CR" style="font-size:15.0pt" xml:lang="ES-CR" xml:lang="ES-CR"><span style="background:white"><span style="line-height:107%"><span style="color:#2d2d2d">Agustín Torroba </span></span></span></span></i></strong><em><span lang="ES-CR" style="font-size:15.0pt" xml:lang="ES-CR" xml:lang="ES-CR"><span style="background:white"><span style="line-height:107%"><span style="color:#2d2d2d">es Magister en Energías, especialista Internacional en Biocombustibles, Programa de Bioeconomía y Desarrollo Productivo del IICA.</span></span></span></span></em></span></span></span></p> <p style="text-align:justify; margin-bottom:11px"> </p> <p style="text-align:justify; margin-bottom:11px"> </p> <p style="text-align:justify; margin-bottom:11px"> </p> <p style="text-align:justify"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><em><b><span style="font-family:&quot;Arial&quot;,sans-serif">Nota</span></b></em><strong><span style="font-family:&quot;Arial&quot;,sans-serif">: Las opiniones expresadas en este blog son responsabilidad del autor y <i>no reflejan necesariamente la opinión del IICA.</i></span></strong></span></span></p> <p style="text-align:justify"> </p> <table class="MsoTableGrid" style="border-collapse:collapse; border:none"> <tbody> <tr> <td style="border-bottom:1px solid black; width:589px; padding:0cm 7px 0cm 7px; border-top:1px solid black; border-right:1px solid black; border-left:1px solid black" valign="top"> <p style="text-align:justify"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><i><span style="font-weight:normal">Si tiene preguntas o sugerencias de mejora del BlogIICA favor contactar a los editores: </span></i></strong><a href="mailto:joaquin.arias@iica.int" style="color:blue; text-decoration:underline"><i>Joaquín Arias</i></a><strong><i><span style="font-weight:normal"> y </span></i></strong><a href="mailto:viviana.palmieri@iica.int" style="color:blue; text-decoration:underline"><i>Viviana Palmieri.</i></a></span></span></p> </td> </tr> </tbody> </table> <p style="text-align:justify"> </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/perspectivas-cambio-climatico" hreflang="es">PERSPECTIVAS-CAMBIO CLIMÁTICO</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/bioeconomia" hreflang="es">BIOECONOMÍA</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=138&amp;2=field_blog_comments&amp;3=comment" token="o7o5HTHMgchWPVC-YkheGzzcgNkDw5IcxgE0xoSoxrk"></drupal-render-placeholder> </section> Thu, 16 Sep 2021 18:52:03 +0000 vpalmieri 138 at https://blog.iica.int La formalización debe ingresar al debate https://blog.iica.int/index.php/blog/formalizacion-debe-ingresar-al-debate <span class="field field--name-title field--type-string field--label-hidden">La formalización debe ingresar al debate</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/153" hreflang="zxx">Nathan Nadramija</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">Jue, 09/09/2021 - 14:44</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><table align="center" 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"><a name="_Hlk39219192" id="_Hlk39219192"><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">"Todos debemos poner la formalización en agenda: El gobierno, el Congreso, los políticos en general, el sector académico, los medios, el sector privado y la sociedad civil."</span></span></span></i></a></span></span></span></p> </td> </tr> </tbody> </table> <p>Formalizar la economía y el empleo debería ser una <strong>política de Estado</strong> de interés para políticos de izquierda y derecha. Todos deberíamos estar interesados en incrementar la formalidad en nuestro país. </p> <p>La <strong>pandemia desnudó la fragilidad </strong>de nuestra sociedad. A pesar de nuestra reciente historia de logros macroeconómicos, tuvimos uno de los peores desempeños en la región (y el mundo) tanto en lo sanitario como en lo económico en gran medida por la alta informalidad (además de la deficiente gestión). Empresas <strong>informales no podían acceder a medidas de apoyo</strong> del sistema financiero ni con apoyo del Estado. Tampoco a medidas laborales excepcionales como subsidios al empleo formal o suspensión perfecta de labores. Trabajadores <strong>informales no cuentan con una red robusta de protección social</strong>. No tenían otra opción más que seguir trabajando para generar ingresos para el día a día. </p> <p><a href="https://www.agrirural.org/" target="_blank" title="agrirural.org"><img alt="ISPA-2021-2022" data-entity-type="file" data-entity-uuid="dd755874-a692-481f-b541-be5d5c66a427" height="180" src="/sites/default/files/inline-images/portada%20ISPA_1.PNG" width="155" class="align-left" /></a><em><strong>Ver también:</strong></em></p> <p><em>CEPAL, FAO, IICA (2021). Perspectivas de la agricultura y del desarrollo rural en las Américas:<br /> una mirada hacia América Latina y el Caribe<br /> 2021-2022. IICA, San José, Costa Rica. </em></p> <p><em>Disponible en: <u><a href="https://www.agrirural.org/" target="_blank" title="agrirural.org">agrirural.org</a></u></em><br />  </p> <p> </p> <p>Las <strong>recientes elecciones en Perú</strong> demuestran un hartazgo de gran parte de la ciudadanía y <strong>demandan un cambio</strong>. Demandan que el crecimiento y logos macroeconómicos se traduzcan en bienestar para la mayoría. Si bien el impulso a los programas sociales ayudó en este sentido, es una solución complementaria. La formalidad es la verdadera inclusión en el bienestar del crecimiento. A mayor formalidad, los beneficios del crecimiento se distribuyen sobre mayor parte de la población. Allí no hemos avanzado en términos relativos. Si bien el número de empresas formales y trabajadores formales crece en términos absolutos, no lo hace como proporción del total. </p> <table align="center" class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size: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="color:#3070b6">"</span></span></i> </span></span></span><i><span lang="ES-TRAD" style="font-size:15.0pt" xml:lang="ES-TRAD" xml:lang="ES-TRAD"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">La formalidad es la verdadera inclusión en el bienestar del crecimiento.</span></span></span></span></i><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="color:#3070b6">"</span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p><strong>¿Qué debemos hacer para formalizar?</strong> Pues se requiere un <strong>conjunto de reformas </strong>en las que cada una de ellas por separado puede generar costos mayores a beneficios a diferentes grupos de interés pero que <strong>en conjunto permitirían que todos estemos mejor</strong>. Esta es la razón por la que muchos grupos pueden tener resistencia a medidas aisladas que ayudan a formalizar. Es un equilibrio perverso en el que nos encontramos que requiere de varias reformas coherentes para pasar a un mejor equilibrio.</p> <p>Múltiples reformas y medidas son necesarias para la formalización: </p> <ul> <li>Una reforma <strong>tributaria</strong> que incluya incentivos y beneficios para la formalidad y para hacer negocios con formales. Debemos repensar el sistema de protección social. </li> <li>Una reforma <strong>laboral</strong> que reduzca los incentivos de las empresas, en especial las pymes, para la informalidad. </li> <li>Una reforma <strong>pensionaria</strong> que considere la capacidad de los trabajadores de pagar sus costos y los subsidios necesarios. </li> <li>Una reforma de <strong>salud</strong> que cambie la fuente de financiamiento de las empresas hacia el presupuesto público y las familias. </li> <li>Medidas para mayor <strong>inclusión financiera</strong> que faciliten las transacciones de todos con la economía formal. </li> <li>Medidas de <strong>gobierno electrónico</strong> como la universalización de los comprobantes electrónicos que incrementan la trazabilidad y trámites on-line interoperables. </li> <li>Políticas de <strong>desarrollo productivo y políticas educativas</strong> que incrementen la productividad de empresas y trabajadores como beneficio por el cumplimiento de la formalidad. </li> <li>Reformas <strong>regulatorias</strong> que técnicamente resuelvan fallas de mercado sin generar trámites innecesarios o más complejos de lo que deberían ser. </li> <li>Finalmente es clave <strong>sensibilizar</strong> a todos sobre la importancia de ser parte del sistema, de un sistema que funciona.</li> </ul> <p><em><strong>Ver también:</strong><br /> <img alt="OECD informalidad" data-entity-type="file" data-entity-uuid="218a2cdc-ac08-48ac-814a-3b361a207211" height="156" src="/sites/default/files/inline-images/OECD%20informal%20economy.PNG" width="132" class="align-right" /><br /> OECD/ILO (2019), Abordar la vulnerabilidad en la economía informal, Development Centre Studies, OECD Publishing, Paris, <u><a href="https://doi.org/10.1787/939b7bcd-en" target="_blank" title="acceso">https://doi.org/10.1787/939b7bcd-en</a></u>.</em></p> <p> </p> <p> </p> <p><br /> <strong>La izquierda </strong>no se preocupa de la formalización porque defiende los beneficios laborales para los trabajadores formales.  Nota aparte, esto es contradictorio pues los trabajadores en los que concentran su defensa son en promedio los de mayor bienestar y dentro del 50% de mayores ingresos de la población y no ven al 50% de menores recursos. <strong>La derecha </strong>no entiende que se requiere ampliar la protección social y el gasto público y que esto demanda tener una mayor presión tributaria. <strong>En sumas y restas</strong>, los diferentes actores tendrán elementos de las múltiples reformas que los beneficien o no, pero en el neto, todos deberían poder estar mejor. </p> <p><strong>Para alinear estas reformas</strong> se requieren algunos<strong> principios rectores</strong> que deben convivir y encontrar un balance: </p> <ul> <li>Incrementar y universalizar la <strong>protección social </strong>de la población, </li> <li>promover el <strong>crecimiento y la productividad </strong>de la economía, </li> <li>promover la <strong>redistribución de bienestar</strong> e incluir a todos. </li> </ul> <p>Formalizar es prioritario y es posible. Todos debemos poner la formalización en agenda: El gobierno, el Congreso, los políticos en general, el sector académico, los medios, el sector privado y la sociedad civil.<br />  </p> <p><em><strong><img alt="Nathan" data-entity-type="file" data-entity-uuid="df38a158-0059-4066-8c8c-3d06409fcff6" height="160" src="/sites/default/files/inline-images/Nathan%20Nadramija.jpg" width="160" class="align-left" />Nathan Nadramija</strong> es consultor en políticas públicas; MPA/ID de la Universidad de Harvard; cofundador de <u><a href="https://foroslatam.net/en/inicio-english/" target="_blank" title="foroslatam">foroslatam.net</a></u> y director de <u><a href="https://metakairos.net/" target="_blank" title="https://metakairos.net/">metakairos.net</a></u>.</em></p> <p> </p> <p> </p> <p> </p> <p><br /> <em><strong>Notas: </strong></em></p> <ul> <li>Este artículo primero fue publicado en <u><a href="https://sudaca.pe/noticia/emprende/la-formalizacion-debe-ingresar-al-debate/" target="_blank" title="sudaca.pe">sudaca.pe</a></u></li> <li><em>Las opiniones expresadas en este blog son responsabilidad del autor y no reflejan necesariamente la opinión del IICA.</em><br />  </li> </ul> <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><i>Si tiene preguntas o sugerencias de mejora del BlogIICA favor contactar a los editores: </i></strong><a href="mailto:joaquin.arias@iica.int" style="color:blue; text-decoration:underline"><i>Joaquín Arias</i></a><strong><i> y </i></strong><a href="mailto:viviana.palmieri@iica.int" style="color:blue; text-decoration:underline"><i>Viviana Palmieri.</i></a></span></span></p> </td> </tr> </tbody> </table> </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/perspectivas-covid-19" hreflang="es">PERSPECTIVAS-COVID-19</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/perspectivas-sistemas-alimentarios" hreflang="es">PERSPECTIVAS-Sistemas Alimentarios</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=137&amp;2=field_blog_comments&amp;3=comment" token="dCrhIHQpzOQQlpodzfR2NTxbq1PjZ7onXRK2O6_jszs"></drupal-render-placeholder> </section> Thu, 09 Sep 2021 20:44:26 +0000 jarias 137 at https://blog.iica.int PERSPECTIVAS DE LA AGRICULTURA Y DEL DESARROLLO RURAL EN LAS AMÉRICAS: Una mirada hacia América Latina y el Caribe https://blog.iica.int/index.php/blog/perspectivas-agricultura-del-desarrollo-rural-en-las-americas-una-mirada-hacia-america-latina <span class="field field--name-title field--type-string field--label-hidden">PERSPECTIVAS DE LA AGRICULTURA Y DEL DESARROLLO RURAL EN LAS AMÉRICAS: Una mirada hacia 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/10" hreflang="zxx">Joaquín Arias</a></div> <div class="field__item"><a href="/index.php/taxonomy/term/151" hreflang="zxx">Adrian Rodríguez</a></div> <div class="field__item"><a href="/index.php/taxonomy/term/152" hreflang="zxx">Luiz Beduschi</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">Jue, 02/09/2021 - 10:17</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="ISPA-2021-2022" data-entity-type="file" data-entity-uuid="e4066d43-989a-4c69-a103-0ab843df3b72" src="/sites/default/files/inline-images/portada%20ISPA.PNG" /> <figcaption>Disponible en <a href="www.agrirural.org">www.agrirural.org</a></figcaption> </figure> <p> </p> <p>Llegó la novena edición del informe <strong>PERSPECTIVAS DE LA AGRICULTURA Y DEL DESARROLLO RURAL EN LAS AMÉRICAS:  Una mirada hacia América Latina y el Caribe,</strong> que es fruto del esfuerzo conjunto de la Comisión Económica para América Latina y el Caribe (CEPAL), la Organización de las Naciones Unidas para la Alimentación y la Agricultura (FAO) y del Instituto Interamericano de Cooperación para la Agricultura (IICA). </p> <p>La coordinación editorial de esta publicación estuvo a cargo de Joaquín Arias (IICA) y fue coliderada por Adrián Rodríguez de la CEPAL y Luiz Beduschi de la FAO. </p> <p>Un reconocimiento especial a los más de 30 técnicos de las tres instituciones que participaron activamente realizando aportes para el desarrollo de los diversos temas tratados en este informe. El capítulo especial (4) que este año trató sobre <strong>la digitalización en la agricultura potenciando y acelerando la transformación digital en el período de pospandemia</strong>, fue liderado por Federico Bert del IICA.</p> <p>El informe, mediante un enfoque interdisciplinario, integral e intensivo en el uso de estadísticas y evidencias, destaca el rol central de los sistemas agroalimentarios y las acciones necesarias para la transformación rural y agrícola de América Latina y el Caribe en el escenario de recuperación pospandemia de COVID-19.</p> <p>A continuación, los mensajes más destacados de los directivos de CEPAL, FAO e IICA en el lanzamiento del informe durante la Conferencia de ministros de Agricultura de las Américas 2021 y la Vigésima Primera Reunión Ordinaria de la Junta Interamericana de Agricultura (JIA). </p> <p><br /> <strong>CONTEXTO MUNDIAL Y REGIONAL</strong><br />  </p> <figure role="group" class="caption caption-img"> <img alt="Contexto" data-entity-type="file" data-entity-uuid="59af5af9-0b72-433b-8e31-64272acb3de5" src="/sites/default/files/inline-images/cap2.png" /> <figcaption>Disponible en <a href="https://www.agrirural.org/#capitulo-02">https://www.agrirural.org/#capitulo-02</a></figcaption> </figure> <p> </p> <p>Tuvimos el privilegio en primer orden de la agenda de escuchar a la Sra. Alicia Bárcena, secretaria ejecutiva de la CEPAL, quien nos habló del contexto mundial y regional, capítulo dos del informe, marcado por la pandemia provocada por el COVID-19, que ha afectado a América Latina y el Caribe más que ninguna otra región en el mundo, tanto en términos sanitarios como económicos.</p> <p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><a name="_Hlk39219192" id="_Hlk39219192"></a></span></span></span></p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size: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">En el capítulo 2 del contexto mundial y regional, se destaca que las prioridades para los sistemas agroalimentarios (SAa) en los próximos años deben incluir invertir en infraestructura verde para ayudar a mitigar el cambio climático, garantizar el acceso universal a la seguridad social, introducir iniciativas para impulsar la capacidad productiva y adaptarse a la economía digitalizada, así como resolver el sobreendeudamiento de las familias y las explotaciones productivas.</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <div class="video-embed-field-provider-vimeo video-embed-field-responsive-video"><iframe width="854" height="480" frameborder="0" allowfullscreen="allowfullscreen" src="https://player.vimeo.com/video/595525314?autoplay=1"></iframe> </div> <ol> </ol> <p> </p> <p>A continuación, los mensajes más destacados de la intervención de la Sra. Bárcena: </p> <ul> <li>Los impactos sin precedentes de la pandemia de COVID-19 en nuestra región han hecho que el análisis de nuestros sistemas agroalimentarios sea más relevante que nunca.</li> <li>A mediados de agosto la región acumulaba alrededor de 1.400.000 muertos a causa del COVID-19, un 32% del total mundial, a pesar de que su población representa apenas el 8,4% a nivel global.</li> </ul> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size: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">La pandemia ha evidenciado la centralidad de los sistemas agroalimentarios para mantener los flujos de alimentos —globales, regionales y nacionales— desde nuestros campos hacia poblaciones confinadas por cuarentenas y restricciones a la movilidad. </span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <ul> <li>La crisis ha hecho también evidentes nuestras vulnerabilidades. En el 2020 América Latina y el Caribe experimentó una caída del PIB de 6,8%, la peor contracción de la actividad económica en 120 años. Para 2021 la CEPAL estima un crecimiento promedio regional de 5,2%. No hay razón para esperar que la dinámica de bajo crecimiento que dominó los años anteriores a 2020 cambie a partir de entonces. De hecho, los desequilibrios sociales y los problemas estructurales de la región se han visto agravados enormemente por la crisis y persistirán durante toda la recuperación. Esencialmente, debemos hablar de una “paradoja de la recuperación”.</li> <li>La crisis derivada de la pandemia ha aumentado la desigualdad y la pobreza con un impacto externo en las mujeres, los niños en edad escolar y los ancianos. Las medidas fiscales adoptadas por los países han sido importantes, pero insuficientes en términos de monto y duración. En el último año, las tasas de pobreza extrema y pobreza alcanzaron el 12,5% y el 33,7%, respectivamente. Las transferencias de emergencia a los sectores más vulnerables limitaron los aumentos de la pobreza. Estas transferencias de emergencia beneficiaron a 326 millones de personas, o el 49,4% de la población. Aún así, la desigualdad de ingresos en la región aumentó.</li> <li>La tasa de desempleo regional se ubicó en 10.7% al cierre de 2020 con un incremento de 2.6 puntos porcentuales con respecto al valor registrado en 2019. El impacto más fuerte ha sido en el empleo informal. Además, la organización social injusta de la atención y la falta de apoyo durante la pandemia representan un retroceso de diez años en la inserción laboral de la mujer. La ocupación en el sector agrícola, donde la informalidad alcanza el 80%, se ha visto fuertemente afectada, y especialmente el empleo de los migrantes.</li> <li>El impacto de la pandemia de COVID-19 en el empleo ha provocado una reducción de los ingresos familiares. Una consecuencia es el aumento del hambre y otras formas de inseguridad alimentaria y desnutrición. La inseguridad alimentaria moderada o grave alcanzó al 40,4% de la población en 2020.</li> </ul> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size: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">En este contexto, el sector agrícola ha mostrado una gran capacidad de recuperación ante el declive de la actividad económica general. </span></span></span></i></span></span></span><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">Los datos preliminares indican que el sector creció y disminuyó menos que el PIB total en 2020 en la mayoría de los países de la región. El sector ha respondido bien hasta ahora a los desafíos sanitarios, logísticos y financieros.</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <ul> <li>Para los consumidores, las noticias son menos alentadoras. A nivel regional, los índices de precios de los alimentos han crecido a tasas más altas que el índice de precios general. En junio de 2021, el índice de precios de los alimentos promedio ponderado regional creció un 7,8% interanual, mientras que el índice general de precios creció un 5,7% durante el mismo período.</li> <li>El aumento de la pobreza y los precios de los alimentos acentúan un problema que se viene agravando en la región, al que llamamos “la doble carga de la desnutrición”. Es decir, la aparición simultánea de desnutrición junto con obesidad.</li> </ul> <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="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">La CEPAL estima que el costo económico de la "doble carga" puede elevarse a valores superiores al 10% del PIB en algunos países.</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <ul> <li>Esta crisis crea un sentido de urgencia que debemos aprovechar para crear sistemas agroalimentarios más robustos, inclusivos, sostenibles, y competitivos. Para transitar en esa dirección: Frente a este escenario, hemos establecido la necesidad de conectar la emergencia con la recuperación y una década de acción para enfrentar los principales desafíos del planeta. Es decir, construir un nuevo futuro: una recuperación transformadora con igualdad y sostenibilidad.</li> <li>Necesitamos potenciar nuestro rol como región proveedora de alimentos para el mundo, sin afectar nuestra biodiversidad y ecosistemas frágiles.</li> <li>Necesitamos avanzar hacia sistemas y prácticas de producción más agroecológicos, la aplicación de soluciones basadas en la naturaleza y el desarrollo de la bioeconomía.</li> <li>También debemos hacer un mejor uso de nuestras ricas dotaciones en agrobiodiversidad, diversidad cultural y conocimientos ancestrales.</li> <li>Necesitamos promover estilos de vida más saludables.</li> <li>Y debemos crear sinergias y complementariedades en diversos ámbitos:  <ul> <li>Entre el conocimiento ancestral y el conocimiento científico moderno.</li> <li>Entre las tecnologías digitales y las ciencias de la vida.</li> <li>Entre producción para exportación y para mercados locales.</li> <li>Entre el comercio mundial y el comercio intrarregional de alimentos.</li> </ul> </li> </ul> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><i><span lang="ES-TRAD" style="font-size:15.0pt" xml:lang="ES-TRAD" xml:lang="ES-TRAD"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">Dada su naturaleza esencial, la producción de alimentos, junto con el sector de la salud, deben estar a la vanguardia de las prioridades de financiación e inversión para la fase de recuperación y transformación posterior a la pandemia</span></span></span></span></i><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="color:#3070b6">.</span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p><strong> </strong></p> <p><strong>LA TRANSFORMACIÓN RURAL Y AGRÍCOLA</strong></p> <figure role="group" class="caption caption-img"> <img alt="Cap 3" data-entity-type="file" data-entity-uuid="1dcb6eb3-00cc-477a-8227-444dc6902974" src="/sites/default/files/inline-images/cap%203.png" /> <figcaption>Disponible en: https://www.agrirural.org/#capitulo-03</figcaption> </figure> <p> </p> <p>Seguidamente, tuvimos el honor de escuchar la presentación del Sr. Julio Berdegué, director regional de la FAO, quien presentó el tercer capítulo del informe conjunto, centrado en la transformación agrícola ante los desafíos y oportunidades del escenario post pandemia.</p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><i><span lang="ES-TRAD" style="font-size:15.0pt" xml:lang="ES-TRAD" xml:lang="ES-TRAD"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">El capítulo 3: La transformación rural y agrícola, destaca que la transición pospandemia de COVID-19 es una oportunidad para promover una transformación rural y agrícola más sostenible, inclusiva y resiliente. Para ello se requieren acciones innovadoras en diversos ámbitos y nuevas relaciones entre los actores públicos, privados y de la sociedad civil</span></span></span></span></i><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="color:#3070b6">.</span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <div class="video-embed-field-provider-vimeo video-embed-field-responsive-video"><iframe width="854" height="480" frameborder="0" allowfullscreen="allowfullscreen" src="https://player.vimeo.com/video/595537855?autoplay=1"></iframe> </div> <p> </p> <p> A continuación, los mensajes más destacados de la intervención del Sr. Berdegué:</p> <ul> <li>América Latina y el Caribe es una tierra prodigiosa en su capacidad de producción de alimentos. Estamos bendecidos por grandes dotaciones de tierras y miles de kilómetros cuadrados de mares fértiles, por una de las mayores dotaciones de agua fresca del planeta, y por una biodiversidad inigualable que nos proporciona servicios ambientales abundantes. Somos afortunados de tener 17 millones de agricultores, y 2 millones de pescadores, la inmensa mayoría de ellas y ellos productores familiares de pequeña escala. Ellos han sabido convertir nuestra prodiga naturaleza, en alimentación para el mundo, no solo para los habitantes de la región, sino para el mundo.</li> <li>¿Por qué entonces es que hay que pensar en la transformación de esos sistemas agro-alimentarios? Por razones del pasado y del futuro. Tenemos a la mitad de la población rural viviendo en condiciones de pobreza. Tenemos a 60 millones de habitantes de la región en condición de hambre. Tenemos un tercio de nuestros suelos degradados, y la mitad de las pesquerías sobreexplotadas. Si bien no es verdad que toda la deforestación se deba a la agricultura, si es verdad que una parte importante, si lo es.</li> <li>Respecto del futuro, yo escucho con alegría cuando algunos agricultores me dicen con gran orgullo que ellos son la tercera, la cuarta o la quinta generación en el campo. Pero a diferencia de sus padres y de sus abuelos, los agricultores de hoy deben producir en un planeta con cambio climático. Y sus hijos, y sus nietos, que queremos que sigan siendo agricultores, enfrentarán esta condición con mayor severidad… si no actuamos hoy. Pensemos en un joven hoy, de 15 años de edad. Imaginemos a ese chico o chica, en 20 años más, cuando él o ella y toda su generación, constituyan la mayoría de los consumidores a quienes los nuevos agricultores destinaran los alimentos de esta tierra. </li> <li>¿Qué va a demandar ese consumidor? ¿Qué va a pedir no solo respecto del producto en sí, sino de la forma en que fue producido? ¿Cómo será ese mercado con esos consumidores que hoy día son jóvenes adolescentes?  </li> <li>Es verdad que de entre los múltiples sistemas agroalimentarios que existen en cada rincón rural de esta región, no todo tiene que cambiar en todas las dimensiones. Es verdad que, en muchos casos, la mejor respuesta al cambio climático, o a la epidemia de obesidad causada por la mala alimentación, o al hambre, la respuesta más bien a veces es conservar, más que transformar. </li> </ul> <p>Pero el cambio es un signo de los tiempos. </p> <ul> <li>La transformación no será un “big bang”, donde todo cambia de un día para otro, ni será tampoco un solo proceso unificado y centralmente planificado. Nadie está buscando, ni queriendo, ni proponiendo eso. La transformación será la suma de innumerables transiciones parciales, descentralizadas, autónomas en su origen unas de otras. Estas transiciones tendrán sus sellos nacionales y locales, porque todos los países y todas las numerosas agriculturas que coexisten en esta región, son particulares. Cada una de ellas es única, y únicas serán las formas en que cambien. Algunos cambios serán muy profundos, otros menos, pero al cabo del tiempo, en 10, o 20, o 50 años más, los sistemas agroalimentarios de nuestros nietos serán marcadamente diferentes a los de hoy.</li> </ul> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><i><span lang="ES-TRAD" style="font-size:15.0pt" xml:lang="ES-TRAD" xml:lang="ES-TRAD"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">La agricultura no falló en la pandemia, y todos los días los alimentos siguieron llegado a los mercados. Pero la pandemia sí ha hecho visibles algunos puntos débiles del sistema agroalimentario global y regional, y no debemos esperar a la próxima crisis para acordarnos de ellos. Hay que corregir y reforzar ahora</span></span></span></span></i><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="color:#3070b6">.</span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <ul> <li style="margin-bottom: 11px;">En comparación con otras regiones del planeta, América Latina y el Caribe tiene grandes ventajas en ese nuevo mundo de los sistemas agroalimentarios. Es cierto que hay amenazas, pero también enormes oportunidades, que están ahí, al alcance de los agricultores y agroindustriales por los cuales ustedes, señoras ministras y señores ministros, trabajan todos los días</li> </ul> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><i><span lang="ES-TRAD" style="font-size:15.0pt" xml:lang="ES-TRAD" xml:lang="ES-TRAD"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">Este es y seguirá siendo un proceso donde los ganadores serán quienes tengan la mayor capacidad de innovación, de adelantarse a los hechos, de descubrir y amplificar las nuevas soluciones y formas de producir, procesar, comerciar, comprar y vender y consumir alimentos</span></span></span></span></i><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="color:#3070b6">.</span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p style="margin-bottom:11px"> </p> <p><strong> DIGITALIZACIÓN EN LA AGRICULTURA</strong></p> <figure role="group" class="caption caption-img"> <img alt="AD" data-entity-type="file" data-entity-uuid="373bfc98-593b-4aa3-a427-51714c684811" src="/sites/default/files/inline-images/cap%204.png" /> <figcaption>Disponible en: <a href="https://www.agrirural.org/#capitulo-04">https://www.agrirural.org/#capitulo-04</a></figcaption> </figure> <p> </p> <p>Finalmente, pero no menos importante, tuvimos la presentación del Sr. Manuel Otero, director general del IICA, quien focalizó sus reflexiones en el capítulo especial del Informe conjunto que este año abordó el tema de la digitalización de la agricultura como medio para potenciar y acelerar la recuperación y transformación pospandemia de los sistemas agroalimentarios.  </p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><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="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">El capítulo especial del informe destaca que la transformación digital de la agricultura puede hacer una gran contribución al </span></span></span></span></i></span></span></span><i><span lang="ES-TRAD" style="font-size:15.0pt" xml:lang="ES-TRAD" xml:lang="ES-TRAD"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">logro de sistemas agroalimentarios (SAa) sostenibles e inclusivos, por lo que es urgente concertar agendas público-privadas para su impulso</span></span></span></span></i><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="color:#3070b6">.</span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <div class="video-embed-field-provider-vimeo video-embed-field-responsive-video"><iframe width="854" height="480" frameborder="0" allowfullscreen="allowfullscreen" src="https://player.vimeo.com/video/592822111?autoplay=1"></iframe> </div> <p> </p> <p>A continuación, los mensajes más destacados de la intervención del Sr. Otero:</p> <ul> <li>Yo quisiera retomar lo que la Sra. Alicia Bárcena y el Sr. Julio Berdegué señalaron en el sentido de que, en medio de esta crisis tan profunda, se presentan oportunidades y desafíos que debemos transformar en acciones transformadoras y con un sentido de priorización de aquellos temas más urgentes y que, por supuesto tenemos que emprender todos juntos. </li> </ul> <p> <img alt="Lamina 1" data-entity-type="file" data-entity-uuid="7c84d605-d359-4f4e-b9fe-947c6e2a121c" src="/sites/default/files/inline-images/Lamina%201.png" /></p> <p> </p> <ul> <li>Por eso, hoy yo quisiera referirme al tema de la agricultura digital estando convencido de que este tema puede hacer una contribución sustantiva a la transformación y al fortalecimiento de los sistemas agroalimentarios en su evolución hacia la sostenibilidad y por supuesto a la inclusión social. No tengo duda que estas tecnologías digitales son una alternativa concreta para enfrentar muchos de los retos actuales, producción más alta, sostenible, resiliente, mercados más eficientes y accesibles, alimentos más seguros, más nutritivos, trazables y por supuesto más inclusión y mejor calidad de vida para todos los actores de la ruralidad. No tengo duda que las tecnologías digitales habilitan la generación y el procesamiento eficiente de grandes volúmenes de datos, potenciando procesos de aprendizaje, decisión y operación, asimismo facilitan al máximo la conexión entre personas y entre dispositivos potenciando por esta vía la construcción de puentes entre zonas rurales y urbanas.</li> </ul> <p><img alt="Lamina 2" data-entity-type="file" data-entity-uuid="910ff451-cc32-4b5d-a1e4-10d0609efb51" src="/sites/default/files/inline-images/Lamina%202.png" /></p> <p> </p> <ul> <li>No tenemos que perder de vista que la digitalización de la agricultura en América Latina y el Caribe, es incipiente pero comienza acelerarse y va ser inevitable, sin perder de vista que todavía su aprovechamiento es bajo y desigual debido a diversas barreras, yo querría señalar tres de ellas: la primer barrera es bajo nivel de conectividad y en base a estudios del IICA, BID, y Microsoft, hemos llegado a determinar que aproximadamente más de un 60% de la población rural de nuestro continente no tiene acceso a conectividad de calidad. Segunda barrera, en donde quiero destacar que las capacidades existentes para el uso pleno de las tecnologías digitales son aún muy limitadas, esto es más o menos que un 17% o menos los habitantes rurales tienen alguna aptitud para el manejo de las tecnologías digitales. Y la tercera barrera se refiere al bajo grado de madurez de algunas de estas tecnologías disponibles en términos de facilidad de uso y de su utilidad, temas sobre los cuales se está trabajando.</li> </ul> <p><img alt="Lamina 3" data-entity-type="file" data-entity-uuid="f7d36af4-6b09-4dfc-be2f-94944eedf618" src="/sites/default/files/inline-images/Lamina%203.png" /></p> <p> </p> <ul> <li>No caben dudas de que este es el momento de potenciar y acelerar la revolución digital de los sistemas agroalimentarios para avanzar firmes en la transformación de esos sistemas agroalimentarios en un escenario de recuperación post pandémica.  Para eso hay como condiciones mínimas sobre las cuales debemos avanzar.  La primera es contar con una visión estratégica de largo plazo basada en el liderazgo, en el compromiso político y en la integración de las políticas, políticas que tienen que ser obviamente diferenciadas. La segunda condición es tener los mecanismos institucionales y de gobernanza que sean eficaces, inclusivos, para abordar las interacciones de las políticas en todos los sectores y alinear acciones entre los niveles de gobierno. Para ello, es necesario promover procesos de coordinación intersectorial e interinstitucional, por supuesto enfatizando en alianzas con actores de la sociedad civil y privado. La tercera condición, es la necesidad de habilitar un conjunto de herramientas que nos permitan, anticipar, evaluar y abordar políticas nacionales, transfronterizas y de largo plazo de las políticas. Esas políticas tienen que estar basadas en evidencias que sirvan de base para promover las intervenciones en el sentido que tienen que ser efectivas y respaldar las tomas de decisiones que maximicen los resultados que hacía mención anteriormente.</li> </ul> <p><img alt="Lamina 4" data-entity-type="file" data-entity-uuid="bfbe0e22-251c-4420-9c55-7933eedec9fb" src="/sites/default/files/inline-images/Lamina%204.PNG" /></p> <p style="text-align: justify;"> </p> <ul> <li style="text-align: justify;">Está claro entonces que lo que necesitamos es una institucionalidad renovada. Y acá planteo este es un déficit de nuestras políticas y es que según un trabajo monitoreado por la OCDE, tan solo el 17% del presupuesto público agrícola se destina a invertir en sistemas de innovación, bioseguridad, en infraestructura, a pesar de que no caben dudas, del alto retorno económico y social que tiene invertir en estos ámbitos. Yo quiero enfatizar que las transformaciones institucionales no deben darse solamente a los estados, tienen que tener un carácter supranacional, con activa participación de los organismos de cooperación y de financiamiento internacional, de la academia y, por supuesto, de los sistemas de investigación que son fundamentales para generar conocimientos en esta agricultura que estamos todos empeñados en transformar. Muchas gracias.</li> </ul> <p style="text-align: justify;margin-bottom:11px"> </p> <figure role="group" class="caption caption-img align-right"> <img alt="Porada" data-entity-type="file" data-entity-uuid="f4656451-4eb8-4700-af4a-d5d052c105e4" height="271" src="/sites/default/files/inline-images/portada%20ISPA_0.PNG" width="252" /> <figcaption>Disponible en <a href="www.agrirural.org">www.agrirual.org</a></figcaption> </figure> <p class="text-align-center"><strong><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif">VER INFORME COMPLETO</span></span></span></strong></p> <p class="text-align-right"><span style="font-size:11pt"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="ES" style="font-size:20.0pt" xml:lang="ES" xml:lang="ES"><span style="font-family:&quot;HelveticaNeueLTStd-Th&quot;,sans-serif"><span style="color:#00457c"><a href="https://repositorio.iica.int/handle/11324/18609" style="color:#0563c1; text-decoration:underline">PERSPECTIVAS DE LA AGRICULTURA Y DEL DESARROLLO RURAL</a> </span></span></span></span></span></span></span><span style="font-size:11pt"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span class="MsoHyperlink" style="color:#0563c1"><span style="text-decoration:underline"><span lang="ES" style="font-size:20.0pt" xml:lang="ES" xml:lang="ES"><span style="font-family:&quot;HelveticaNeueLTStd-Th&quot;,sans-serif"><a href="https://repositorio.iica.int/handle/11324/18609" style="color:#0563c1; text-decoration:underline">EN LAS AMÉRICAS</a></span></span></span></span></span></span></span></span></p> <p class="text-align-right" style="margin-bottom: 11px;"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><span class="MsoHyperlink" style="color:#0563c1"><span style="text-decoration:underline"><span lang="ES" style="font-size:16.0pt" xml:lang="ES" xml:lang="ES"><span style="line-height:107%"><span style="font-family:&quot;HelveticaNeueLTStd-Th&quot;,sans-serif"><a href="https://repositorio.iica.int/handle/11324/18609" style="color:#0563c1; text-decoration:underline">Una mirada hacia América Latina y el Caribe</a></span></span></span></span></span></span></span></span></p> <p style="margin-bottom:11px"> </p> <p style="margin-bottom:11px"><br /> <strong><strong><img alt="Joaquin Arias" data-entity-type="file" data-entity-uuid="3822d800-66da-448d-a8c9-db22ef80deaa" height="127" src="/sites/default/files/inline-images/Joaquin_Arias.jpeg" width="127" class="align-left" /></strong></strong><em><strong>Joaquin Arias</strong> es PhD en economía agrícola de la Universidad Estatal de Oklahoma (OSU), Estados Unidos. Es técnico especialista internacional del Centro de Análisis Estratégico (CAESPA) del IICA, con sede en Panamá.</em></p> <p> </p> <p> </p> <p><em><strong><img alt="Adrian Rodriguez" data-entity-type="file" data-entity-uuid="98fa6645-905e-4837-bb05-464cf8f88e0c" height="139" src="/sites/default/files/inline-images/Adrian%20Rodriguez_0.jpg" width="126" class="align-left" />Adrián Rodríguez</strong> es PhD. en Economía Agrícola de la Universidad del Estado de Pennsylvania (Penn State), en los Estados Unidos, Jefe de la Unidad de Desarrollo Agrícola y Biodiversidad de la CEPAL, Chile. </em></p> <p> </p> <p> </p> <p> </p> <p><img alt="Beduschi" data-entity-type="file" data-entity-uuid="0fe0da3c-40f5-4226-889f-2708ba28db72" height="131" src="/sites/default/files/inline-images/Beduschi%20FAO.jpg" width="131" class="align-left" /><em><strong>Luis Beduschi </strong>es Ingeniero Agrónomo, PhD en Ciencias Ambientales, Oficial de Políticas en Desarrollo Territorial de la Oficina Regional del FAO para América Latina y el Caribe.</em></p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p><strong>Nota:</strong> Las opiniones expresadas en este blog son responsabilidad de los autores y no reflejan necesariamente la opinión del CEPAL, FOA o IICA.</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><i>Si tiene preguntas o sugerencias de mejora del BlogIICA favor contactar a los editores: </i></strong><a href="mailto:joaquin.arias@iica.int" style="color:#0563c1; text-decoration:underline"><i>Joaquín Arias</i></a><strong><i> y </i></strong><a href="mailto:viviana.palmieri@iica.int" style="color:#0563c1; text-decoration:underline"><i>Viviana Palmieri.</i></a></span></span></p> </td> </tr> </tbody> </table> </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/perspectivas-sistemas-alimentarios" hreflang="es">PERSPECTIVAS-Sistemas Alimentarios</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/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 class="field__item"><a href="/index.php/tags/perspectivas-cambio-climatico" hreflang="es">PERSPECTIVAS-CAMBIO CLIMÁTICO</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/bioeconomia" hreflang="es">BIOECONOMÍA</a></div> <div class="field__item"><a href="/index.php/tags/agricultura-digital" hreflang="es">Agricultura Digital</a></div> <div class="field__item"><a href="/index.php/tags/seminarios-web" hreflang="es">SEMINARIOS WEB</a></div> <div class="field__item"><a href="/index.php/tags/informacion-estadisticas" hreflang="es">INFORMACIÓN-ESTADÍSTICAS</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=136&amp;2=field_blog_comments&amp;3=comment" token="PU13A3ekL9sGAI8ZI_z_F0dttcamQTk5MXexhTtygnk"></drupal-render-placeholder> </section> Thu, 02 Sep 2021 16:17:06 +0000 jarias 136 at https://blog.iica.int https://blog.iica.int/index.php/blog/perspectivas-agricultura-del-desarrollo-rural-en-las-americas-una-mirada-hacia-america-latina#comments PERSPECTIVAS DE LA AGRICULTURA Y DEL DESARROLLO RURAL EN LAS AMÉRICAS: Una mirada hacia América Latina y el Caribe https://blog.iica.int/index.php/blog/perspectivas-agricultura-del-desarrollo-rural-en-las-americas-una-mirada-hacia-america-latina <span class="field field--name-title field--type-string field--label-hidden">PERSPECTIVAS DE LA AGRICULTURA Y DEL DESARROLLO RURAL EN LAS AMÉRICAS: Una mirada hacia 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/10" hreflang="zxx">Joaquín Arias</a></div> <div class="field__item"><a href="/index.php/taxonomy/term/151" hreflang="zxx">Adrian Rodríguez</a></div> <div class="field__item"><a href="/index.php/taxonomy/term/152" hreflang="zxx">Luiz Beduschi</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">Jue, 02/09/2021 - 10:17</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="ISPA-2021-2022" data-entity-type="file" data-entity-uuid="e4066d43-989a-4c69-a103-0ab843df3b72" src="/sites/default/files/inline-images/portada%20ISPA.PNG" /> <figcaption>Disponible en <a href="www.agrirural.org">www.agrirural.org</a></figcaption> </figure> <p> </p> <p>Llegó la novena edición del informe <strong>PERSPECTIVAS DE LA AGRICULTURA Y DEL DESARROLLO RURAL EN LAS AMÉRICAS:  Una mirada hacia América Latina y el Caribe,</strong> que es fruto del esfuerzo conjunto de la Comisión Económica para América Latina y el Caribe (CEPAL), la Organización de las Naciones Unidas para la Alimentación y la Agricultura (FAO) y del Instituto Interamericano de Cooperación para la Agricultura (IICA). </p> <p>La coordinación editorial de esta publicación estuvo a cargo de Joaquín Arias (IICA) y fue coliderada por Adrián Rodríguez de la CEPAL y Luiz Beduschi de la FAO. </p> <p>Un reconocimiento especial a los más de 30 técnicos de las tres instituciones que participaron activamente realizando aportes para el desarrollo de los diversos temas tratados en este informe. El capítulo especial (4) que este año trató sobre <strong>la digitalización en la agricultura potenciando y acelerando la transformación digital en el período de pospandemia</strong>, fue liderado por Federico Bert del IICA.</p> <p>El informe, mediante un enfoque interdisciplinario, integral e intensivo en el uso de estadísticas y evidencias, destaca el rol central de los sistemas agroalimentarios y las acciones necesarias para la transformación rural y agrícola de América Latina y el Caribe en el escenario de recuperación pospandemia de COVID-19.</p> <p>A continuación, los mensajes más destacados de los directivos de CEPAL, FAO e IICA en el lanzamiento del informe durante la Conferencia de ministros de Agricultura de las Américas 2021 y la Vigésima Primera Reunión Ordinaria de la Junta Interamericana de Agricultura (JIA). </p> <p><br /> <strong>CONTEXTO MUNDIAL Y REGIONAL</strong><br />  </p> <figure role="group" class="caption caption-img"> <img alt="Contexto" data-entity-type="file" data-entity-uuid="59af5af9-0b72-433b-8e31-64272acb3de5" src="/sites/default/files/inline-images/cap2.png" /> <figcaption>Disponible en <a href="https://www.agrirural.org/#capitulo-02">https://www.agrirural.org/#capitulo-02</a></figcaption> </figure> <p> </p> <p>Tuvimos el privilegio en primer orden de la agenda de escuchar a la Sra. Alicia Bárcena, secretaria ejecutiva de la CEPAL, quien nos habló del contexto mundial y regional, capítulo dos del informe, marcado por la pandemia provocada por el COVID-19, que ha afectado a América Latina y el Caribe más que ninguna otra región en el mundo, tanto en términos sanitarios como económicos.</p> <p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><a name="_Hlk39219192" id="_Hlk39219192"></a></span></span></span></p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size: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">En el capítulo 2 del contexto mundial y regional, se destaca que las prioridades para los sistemas agroalimentarios (SAa) en los próximos años deben incluir invertir en infraestructura verde para ayudar a mitigar el cambio climático, garantizar el acceso universal a la seguridad social, introducir iniciativas para impulsar la capacidad productiva y adaptarse a la economía digitalizada, así como resolver el sobreendeudamiento de las familias y las explotaciones productivas.</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <div class="video-embed-field-provider-vimeo video-embed-field-responsive-video"><iframe width="854" height="480" frameborder="0" allowfullscreen="allowfullscreen" src="https://player.vimeo.com/video/595525314?autoplay=1"></iframe> </div> <ol> </ol> <p> </p> <p>A continuación, los mensajes más destacados de la intervención de la Sra. Bárcena: </p> <ul> <li>Los impactos sin precedentes de la pandemia de COVID-19 en nuestra región han hecho que el análisis de nuestros sistemas agroalimentarios sea más relevante que nunca.</li> <li>A mediados de agosto la región acumulaba alrededor de 1.400.000 muertos a causa del COVID-19, un 32% del total mundial, a pesar de que su población representa apenas el 8,4% a nivel global.</li> </ul> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size: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">La pandemia ha evidenciado la centralidad de los sistemas agroalimentarios para mantener los flujos de alimentos —globales, regionales y nacionales— desde nuestros campos hacia poblaciones confinadas por cuarentenas y restricciones a la movilidad. </span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <ul> <li>La crisis ha hecho también evidentes nuestras vulnerabilidades. En el 2020 América Latina y el Caribe experimentó una caída del PIB de 6,8%, la peor contracción de la actividad económica en 120 años. Para 2021 la CEPAL estima un crecimiento promedio regional de 5,2%. No hay razón para esperar que la dinámica de bajo crecimiento que dominó los años anteriores a 2020 cambie a partir de entonces. De hecho, los desequilibrios sociales y los problemas estructurales de la región se han visto agravados enormemente por la crisis y persistirán durante toda la recuperación. Esencialmente, debemos hablar de una “paradoja de la recuperación”.</li> <li>La crisis derivada de la pandemia ha aumentado la desigualdad y la pobreza con un impacto externo en las mujeres, los niños en edad escolar y los ancianos. Las medidas fiscales adoptadas por los países han sido importantes, pero insuficientes en términos de monto y duración. En el último año, las tasas de pobreza extrema y pobreza alcanzaron el 12,5% y el 33,7%, respectivamente. Las transferencias de emergencia a los sectores más vulnerables limitaron los aumentos de la pobreza. Estas transferencias de emergencia beneficiaron a 326 millones de personas, o el 49,4% de la población. Aún así, la desigualdad de ingresos en la región aumentó.</li> <li>La tasa de desempleo regional se ubicó en 10.7% al cierre de 2020 con un incremento de 2.6 puntos porcentuales con respecto al valor registrado en 2019. El impacto más fuerte ha sido en el empleo informal. Además, la organización social injusta de la atención y la falta de apoyo durante la pandemia representan un retroceso de diez años en la inserción laboral de la mujer. La ocupación en el sector agrícola, donde la informalidad alcanza el 80%, se ha visto fuertemente afectada, y especialmente el empleo de los migrantes.</li> <li>El impacto de la pandemia de COVID-19 en el empleo ha provocado una reducción de los ingresos familiares. Una consecuencia es el aumento del hambre y otras formas de inseguridad alimentaria y desnutrición. La inseguridad alimentaria moderada o grave alcanzó al 40,4% de la población en 2020.</li> </ul> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size: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">En este contexto, el sector agrícola ha mostrado una gran capacidad de recuperación ante el declive de la actividad económica general. </span></span></span></i></span></span></span><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">Los datos preliminares indican que el sector creció y disminuyó menos que el PIB total en 2020 en la mayoría de los países de la región. El sector ha respondido bien hasta ahora a los desafíos sanitarios, logísticos y financieros.</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <ul> <li>Para los consumidores, las noticias son menos alentadoras. A nivel regional, los índices de precios de los alimentos han crecido a tasas más altas que el índice de precios general. En junio de 2021, el índice de precios de los alimentos promedio ponderado regional creció un 7,8% interanual, mientras que el índice general de precios creció un 5,7% durante el mismo período.</li> <li>El aumento de la pobreza y los precios de los alimentos acentúan un problema que se viene agravando en la región, al que llamamos “la doble carga de la desnutrición”. Es decir, la aparición simultánea de desnutrición junto con obesidad.</li> </ul> <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="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">La CEPAL estima que el costo económico de la "doble carga" puede elevarse a valores superiores al 10% del PIB en algunos países.</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <ul> <li>Esta crisis crea un sentido de urgencia que debemos aprovechar para crear sistemas agroalimentarios más robustos, inclusivos, sostenibles, y competitivos. Para transitar en esa dirección: Frente a este escenario, hemos establecido la necesidad de conectar la emergencia con la recuperación y una década de acción para enfrentar los principales desafíos del planeta. Es decir, construir un nuevo futuro: una recuperación transformadora con igualdad y sostenibilidad.</li> <li>Necesitamos potenciar nuestro rol como región proveedora de alimentos para el mundo, sin afectar nuestra biodiversidad y ecosistemas frágiles.</li> <li>Necesitamos avanzar hacia sistemas y prácticas de producción más agroecológicos, la aplicación de soluciones basadas en la naturaleza y el desarrollo de la bioeconomía.</li> <li>También debemos hacer un mejor uso de nuestras ricas dotaciones en agrobiodiversidad, diversidad cultural y conocimientos ancestrales.</li> <li>Necesitamos promover estilos de vida más saludables.</li> <li>Y debemos crear sinergias y complementariedades en diversos ámbitos:  <ul> <li>Entre el conocimiento ancestral y el conocimiento científico moderno.</li> <li>Entre las tecnologías digitales y las ciencias de la vida.</li> <li>Entre producción para exportación y para mercados locales.</li> <li>Entre el comercio mundial y el comercio intrarregional de alimentos.</li> </ul> </li> </ul> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><i><span lang="ES-TRAD" style="font-size:15.0pt" xml:lang="ES-TRAD" xml:lang="ES-TRAD"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">Dada su naturaleza esencial, la producción de alimentos, junto con el sector de la salud, deben estar a la vanguardia de las prioridades de financiación e inversión para la fase de recuperación y transformación posterior a la pandemia</span></span></span></span></i><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="color:#3070b6">.</span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p><strong> </strong></p> <p><strong>LA TRANSFORMACIÓN RURAL Y AGRÍCOLA</strong></p> <figure role="group" class="caption caption-img"> <img alt="Cap 3" data-entity-type="file" data-entity-uuid="1dcb6eb3-00cc-477a-8227-444dc6902974" src="/sites/default/files/inline-images/cap%203.png" /> <figcaption>Disponible en: https://www.agrirural.org/#capitulo-03</figcaption> </figure> <p> </p> <p>Seguidamente, tuvimos el honor de escuchar la presentación del Sr. Julio Berdegué, director regional de la FAO, quien presentó el tercer capítulo del informe conjunto, centrado en la transformación agrícola ante los desafíos y oportunidades del escenario post pandemia.</p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><i><span lang="ES-TRAD" style="font-size:15.0pt" xml:lang="ES-TRAD" xml:lang="ES-TRAD"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">El capítulo 3: La transformación rural y agrícola, destaca que la transición pospandemia de COVID-19 es una oportunidad para promover una transformación rural y agrícola más sostenible, inclusiva y resiliente. Para ello se requieren acciones innovadoras en diversos ámbitos y nuevas relaciones entre los actores públicos, privados y de la sociedad civil</span></span></span></span></i><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="color:#3070b6">.</span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <div class="video-embed-field-provider-vimeo video-embed-field-responsive-video"><iframe width="854" height="480" frameborder="0" allowfullscreen="allowfullscreen" src="https://player.vimeo.com/video/595537855?autoplay=1"></iframe> </div> <p> </p> <p> A continuación, los mensajes más destacados de la intervención del Sr. Berdegué:</p> <ul> <li>América Latina y el Caribe es una tierra prodigiosa en su capacidad de producción de alimentos. Estamos bendecidos por grandes dotaciones de tierras y miles de kilómetros cuadrados de mares fértiles, por una de las mayores dotaciones de agua fresca del planeta, y por una biodiversidad inigualable que nos proporciona servicios ambientales abundantes. Somos afortunados de tener 17 millones de agricultores, y 2 millones de pescadores, la inmensa mayoría de ellas y ellos productores familiares de pequeña escala. Ellos han sabido convertir nuestra prodiga naturaleza, en alimentación para el mundo, no solo para los habitantes de la región, sino para el mundo.</li> <li>¿Por qué entonces es que hay que pensar en la transformación de esos sistemas agro-alimentarios? Por razones del pasado y del futuro. Tenemos a la mitad de la población rural viviendo en condiciones de pobreza. Tenemos a 60 millones de habitantes de la región en condición de hambre. Tenemos un tercio de nuestros suelos degradados, y la mitad de las pesquerías sobreexplotadas. Si bien no es verdad que toda la deforestación se deba a la agricultura, si es verdad que una parte importante, si lo es.</li> <li>Respecto del futuro, yo escucho con alegría cuando algunos agricultores me dicen con gran orgullo que ellos son la tercera, la cuarta o la quinta generación en el campo. Pero a diferencia de sus padres y de sus abuelos, los agricultores de hoy deben producir en un planeta con cambio climático. Y sus hijos, y sus nietos, que queremos que sigan siendo agricultores, enfrentarán esta condición con mayor severidad… si no actuamos hoy. Pensemos en un joven hoy, de 15 años de edad. Imaginemos a ese chico o chica, en 20 años más, cuando él o ella y toda su generación, constituyan la mayoría de los consumidores a quienes los nuevos agricultores destinaran los alimentos de esta tierra. </li> <li>¿Qué va a demandar ese consumidor? ¿Qué va a pedir no solo respecto del producto en sí, sino de la forma en que fue producido? ¿Cómo será ese mercado con esos consumidores que hoy día son jóvenes adolescentes?  </li> <li>Es verdad que de entre los múltiples sistemas agroalimentarios que existen en cada rincón rural de esta región, no todo tiene que cambiar en todas las dimensiones. Es verdad que, en muchos casos, la mejor respuesta al cambio climático, o a la epidemia de obesidad causada por la mala alimentación, o al hambre, la respuesta más bien a veces es conservar, más que transformar. </li> </ul> <p>Pero el cambio es un signo de los tiempos. </p> <ul> <li>La transformación no será un “big bang”, donde todo cambia de un día para otro, ni será tampoco un solo proceso unificado y centralmente planificado. Nadie está buscando, ni queriendo, ni proponiendo eso. La transformación será la suma de innumerables transiciones parciales, descentralizadas, autónomas en su origen unas de otras. Estas transiciones tendrán sus sellos nacionales y locales, porque todos los países y todas las numerosas agriculturas que coexisten en esta región, son particulares. Cada una de ellas es única, y únicas serán las formas en que cambien. Algunos cambios serán muy profundos, otros menos, pero al cabo del tiempo, en 10, o 20, o 50 años más, los sistemas agroalimentarios de nuestros nietos serán marcadamente diferentes a los de hoy.</li> </ul> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><i><span lang="ES-TRAD" style="font-size:15.0pt" xml:lang="ES-TRAD" xml:lang="ES-TRAD"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">La agricultura no falló en la pandemia, y todos los días los alimentos siguieron llegado a los mercados. Pero la pandemia sí ha hecho visibles algunos puntos débiles del sistema agroalimentario global y regional, y no debemos esperar a la próxima crisis para acordarnos de ellos. Hay que corregir y reforzar ahora</span></span></span></span></i><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="color:#3070b6">.</span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <ul> <li style="margin-bottom: 11px;">En comparación con otras regiones del planeta, América Latina y el Caribe tiene grandes ventajas en ese nuevo mundo de los sistemas agroalimentarios. Es cierto que hay amenazas, pero también enormes oportunidades, que están ahí, al alcance de los agricultores y agroindustriales por los cuales ustedes, señoras ministras y señores ministros, trabajan todos los días</li> </ul> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><i><span lang="ES-TRAD" style="font-size:15.0pt" xml:lang="ES-TRAD" xml:lang="ES-TRAD"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">Este es y seguirá siendo un proceso donde los ganadores serán quienes tengan la mayor capacidad de innovación, de adelantarse a los hechos, de descubrir y amplificar las nuevas soluciones y formas de producir, procesar, comerciar, comprar y vender y consumir alimentos</span></span></span></span></i><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="color:#3070b6">.</span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p style="margin-bottom:11px"> </p> <p><strong> DIGITALIZACIÓN EN LA AGRICULTURA</strong></p> <figure role="group" class="caption caption-img"> <img alt="AD" data-entity-type="file" data-entity-uuid="373bfc98-593b-4aa3-a427-51714c684811" src="/sites/default/files/inline-images/cap%204.png" /> <figcaption>Disponible en: <a href="https://www.agrirural.org/#capitulo-04">https://www.agrirural.org/#capitulo-04</a></figcaption> </figure> <p> </p> <p>Finalmente, pero no menos importante, tuvimos la presentación del Sr. Manuel Otero, director general del IICA, quien focalizó sus reflexiones en el capítulo especial del Informe conjunto que este año abordó el tema de la digitalización de la agricultura como medio para potenciar y acelerar la recuperación y transformación pospandemia de los sistemas agroalimentarios.  </p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><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="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">El capítulo especial del informe destaca que la transformación digital de la agricultura puede hacer una gran contribución al </span></span></span></span></i></span></span></span><i><span lang="ES-TRAD" style="font-size:15.0pt" xml:lang="ES-TRAD" xml:lang="ES-TRAD"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">logro de sistemas agroalimentarios (SAa) sostenibles e inclusivos, por lo que es urgente concertar agendas público-privadas para su impulso</span></span></span></span></i><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="color:#3070b6">.</span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <div class="video-embed-field-provider-vimeo video-embed-field-responsive-video"><iframe width="854" height="480" frameborder="0" allowfullscreen="allowfullscreen" src="https://player.vimeo.com/video/592822111?autoplay=1"></iframe> </div> <p> </p> <p>A continuación, los mensajes más destacados de la intervención del Sr. Otero:</p> <ul> <li>Yo quisiera retomar lo que la Sra. Alicia Bárcena y el Sr. Julio Berdegué señalaron en el sentido de que, en medio de esta crisis tan profunda, se presentan oportunidades y desafíos que debemos transformar en acciones transformadoras y con un sentido de priorización de aquellos temas más urgentes y que, por supuesto tenemos que emprender todos juntos. </li> </ul> <p> <img alt="Lamina 1" data-entity-type="file" data-entity-uuid="7c84d605-d359-4f4e-b9fe-947c6e2a121c" src="/sites/default/files/inline-images/Lamina%201.png" /></p> <p> </p> <ul> <li>Por eso, hoy yo quisiera referirme al tema de la agricultura digital estando convencido de que este tema puede hacer una contribución sustantiva a la transformación y al fortalecimiento de los sistemas agroalimentarios en su evolución hacia la sostenibilidad y por supuesto a la inclusión social. No tengo duda que estas tecnologías digitales son una alternativa concreta para enfrentar muchos de los retos actuales, producción más alta, sostenible, resiliente, mercados más eficientes y accesibles, alimentos más seguros, más nutritivos, trazables y por supuesto más inclusión y mejor calidad de vida para todos los actores de la ruralidad. No tengo duda que las tecnologías digitales habilitan la generación y el procesamiento eficiente de grandes volúmenes de datos, potenciando procesos de aprendizaje, decisión y operación, asimismo facilitan al máximo la conexión entre personas y entre dispositivos potenciando por esta vía la construcción de puentes entre zonas rurales y urbanas.</li> </ul> <p><img alt="Lamina 2" data-entity-type="file" data-entity-uuid="910ff451-cc32-4b5d-a1e4-10d0609efb51" src="/sites/default/files/inline-images/Lamina%202.png" /></p> <p> </p> <ul> <li>No tenemos que perder de vista que la digitalización de la agricultura en América Latina y el Caribe, es incipiente pero comienza acelerarse y va ser inevitable, sin perder de vista que todavía su aprovechamiento es bajo y desigual debido a diversas barreras, yo querría señalar tres de ellas: la primer barrera es bajo nivel de conectividad y en base a estudios del IICA, BID, y Microsoft, hemos llegado a determinar que aproximadamente más de un 60% de la población rural de nuestro continente no tiene acceso a conectividad de calidad. Segunda barrera, en donde quiero destacar que las capacidades existentes para el uso pleno de las tecnologías digitales son aún muy limitadas, esto es más o menos que un 17% o menos los habitantes rurales tienen alguna aptitud para el manejo de las tecnologías digitales. Y la tercera barrera se refiere al bajo grado de madurez de algunas de estas tecnologías disponibles en términos de facilidad de uso y de su utilidad, temas sobre los cuales se está trabajando.</li> </ul> <p><img alt="Lamina 3" data-entity-type="file" data-entity-uuid="f7d36af4-6b09-4dfc-be2f-94944eedf618" src="/sites/default/files/inline-images/Lamina%203.png" /></p> <p> </p> <ul> <li>No caben dudas de que este es el momento de potenciar y acelerar la revolución digital de los sistemas agroalimentarios para avanzar firmes en la transformación de esos sistemas agroalimentarios en un escenario de recuperación post pandémica.  Para eso hay como condiciones mínimas sobre las cuales debemos avanzar.  La primera es contar con una visión estratégica de largo plazo basada en el liderazgo, en el compromiso político y en la integración de las políticas, políticas que tienen que ser obviamente diferenciadas. La segunda condición es tener los mecanismos institucionales y de gobernanza que sean eficaces, inclusivos, para abordar las interacciones de las políticas en todos los sectores y alinear acciones entre los niveles de gobierno. Para ello, es necesario promover procesos de coordinación intersectorial e interinstitucional, por supuesto enfatizando en alianzas con actores de la sociedad civil y privado. La tercera condición, es la necesidad de habilitar un conjunto de herramientas que nos permitan, anticipar, evaluar y abordar políticas nacionales, transfronterizas y de largo plazo de las políticas. Esas políticas tienen que estar basadas en evidencias que sirvan de base para promover las intervenciones en el sentido que tienen que ser efectivas y respaldar las tomas de decisiones que maximicen los resultados que hacía mención anteriormente.</li> </ul> <p><img alt="Lamina 4" data-entity-type="file" data-entity-uuid="bfbe0e22-251c-4420-9c55-7933eedec9fb" src="/sites/default/files/inline-images/Lamina%204.PNG" /></p> <p style="text-align: justify;"> </p> <ul> <li style="text-align: justify;">Está claro entonces que lo que necesitamos es una institucionalidad renovada. Y acá planteo este es un déficit de nuestras políticas y es que según un trabajo monitoreado por la OCDE, tan solo el 17% del presupuesto público agrícola se destina a invertir en sistemas de innovación, bioseguridad, en infraestructura, a pesar de que no caben dudas, del alto retorno económico y social que tiene invertir en estos ámbitos. Yo quiero enfatizar que las transformaciones institucionales no deben darse solamente a los estados, tienen que tener un carácter supranacional, con activa participación de los organismos de cooperación y de financiamiento internacional, de la academia y, por supuesto, de los sistemas de investigación que son fundamentales para generar conocimientos en esta agricultura que estamos todos empeñados en transformar. Muchas gracias.</li> </ul> <p style="text-align: justify;margin-bottom:11px"> </p> <figure role="group" class="caption caption-img align-right"> <img alt="Porada" data-entity-type="file" data-entity-uuid="f4656451-4eb8-4700-af4a-d5d052c105e4" height="271" src="/sites/default/files/inline-images/portada%20ISPA_0.PNG" width="252" /> <figcaption>Disponible en <a href="www.agrirural.org">www.agrirual.org</a></figcaption> </figure> <p class="text-align-center"><strong><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif">VER INFORME COMPLETO</span></span></span></strong></p> <p class="text-align-right"><span style="font-size:11pt"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="ES" style="font-size:20.0pt" xml:lang="ES" xml:lang="ES"><span style="font-family:&quot;HelveticaNeueLTStd-Th&quot;,sans-serif"><span style="color:#00457c"><a href="https://repositorio.iica.int/handle/11324/18609" style="color:#0563c1; text-decoration:underline">PERSPECTIVAS DE LA AGRICULTURA Y DEL DESARROLLO RURAL</a> </span></span></span></span></span></span></span><span style="font-size:11pt"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span class="MsoHyperlink" style="color:#0563c1"><span style="text-decoration:underline"><span lang="ES" style="font-size:20.0pt" xml:lang="ES" xml:lang="ES"><span style="font-family:&quot;HelveticaNeueLTStd-Th&quot;,sans-serif"><a href="https://repositorio.iica.int/handle/11324/18609" style="color:#0563c1; text-decoration:underline">EN LAS AMÉRICAS</a></span></span></span></span></span></span></span></span></p> <p class="text-align-right" style="margin-bottom: 11px;"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><span class="MsoHyperlink" style="color:#0563c1"><span style="text-decoration:underline"><span lang="ES" style="font-size:16.0pt" xml:lang="ES" xml:lang="ES"><span style="line-height:107%"><span style="font-family:&quot;HelveticaNeueLTStd-Th&quot;,sans-serif"><a href="https://repositorio.iica.int/handle/11324/18609" style="color:#0563c1; text-decoration:underline">Una mirada hacia América Latina y el Caribe</a></span></span></span></span></span></span></span></span></p> <p style="margin-bottom:11px"> </p> <p style="margin-bottom:11px"><br /> <strong><strong><img alt="Joaquin Arias" data-entity-type="file" data-entity-uuid="3822d800-66da-448d-a8c9-db22ef80deaa" height="127" src="/sites/default/files/inline-images/Joaquin_Arias.jpeg" width="127" class="align-left" /></strong></strong><em><strong>Joaquin Arias</strong> es PhD en economía agrícola de la Universidad Estatal de Oklahoma (OSU), Estados Unidos. Es técnico especialista internacional del Centro de Análisis Estratégico (CAESPA) del IICA, con sede en Panamá.</em></p> <p> </p> <p> </p> <p><em><strong><img alt="Adrian Rodriguez" data-entity-type="file" data-entity-uuid="98fa6645-905e-4837-bb05-464cf8f88e0c" height="139" src="/sites/default/files/inline-images/Adrian%20Rodriguez_0.jpg" width="126" class="align-left" />Adrián Rodríguez</strong> es PhD. en Economía Agrícola de la Universidad del Estado de Pennsylvania (Penn State), en los Estados Unidos, Jefe de la Unidad de Desarrollo Agrícola y Biodiversidad de la CEPAL, Chile. </em></p> <p> </p> <p> </p> <p> </p> <p><img alt="Beduschi" data-entity-type="file" data-entity-uuid="0fe0da3c-40f5-4226-889f-2708ba28db72" height="131" src="/sites/default/files/inline-images/Beduschi%20FAO.jpg" width="131" class="align-left" /><em><strong>Luis Beduschi </strong>es Ingeniero Agrónomo, PhD en Ciencias Ambientales, Oficial de Políticas en Desarrollo Territorial de la Oficina Regional del FAO para América Latina y el Caribe.</em></p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p><strong>Nota:</strong> Las opiniones expresadas en este blog son responsabilidad de los autores y no reflejan necesariamente la opinión del CEPAL, FOA o IICA.</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><i>Si tiene preguntas o sugerencias de mejora del BlogIICA favor contactar a los editores: </i></strong><a href="mailto:joaquin.arias@iica.int" style="color:#0563c1; text-decoration:underline"><i>Joaquín Arias</i></a><strong><i> y </i></strong><a href="mailto:viviana.palmieri@iica.int" style="color:#0563c1; text-decoration:underline"><i>Viviana Palmieri.</i></a></span></span></p> </td> </tr> </tbody> </table> </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/perspectivas-sistemas-alimentarios" hreflang="es">PERSPECTIVAS-Sistemas Alimentarios</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/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 class="field__item"><a href="/index.php/tags/perspectivas-cambio-climatico" hreflang="es">PERSPECTIVAS-CAMBIO CLIMÁTICO</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/bioeconomia" hreflang="es">BIOECONOMÍA</a></div> <div class="field__item"><a href="/index.php/tags/agricultura-digital" hreflang="es">Agricultura Digital</a></div> <div class="field__item"><a href="/index.php/tags/seminarios-web" hreflang="es">SEMINARIOS WEB</a></div> <div class="field__item"><a href="/index.php/tags/informacion-estadisticas" hreflang="es">INFORMACIÓN-ESTADÍSTICAS</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=136&amp;2=field_blog_comments&amp;3=comment" token="PU13A3ekL9sGAI8ZI_z_F0dttcamQTk5MXexhTtygnk"></drupal-render-placeholder> </section> Thu, 02 Sep 2021 16:17:06 +0000 jarias 136 at https://blog.iica.int https://blog.iica.int/index.php/blog/perspectivas-agricultura-del-desarrollo-rural-en-las-americas-una-mirada-hacia-america-latina#comments Monitoreando el comercio agroalimentario durante el COVID-19 (actualización a marzo 2021) https://blog.iica.int/index.php/blog/monitoreando-comercio-agroalimentario-durante-covid-19-actualizacion-marzo-2021 <span class="field field--name-title field--type-string field--label-hidden">Monitoreando el comercio agroalimentario durante el COVID-19 (actualización a marzo 2021)</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">Vie, 27/08/2021 - 10:30</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><p><strong>Aumento récord en el índice del valor de las exportaciones agroalimentarias de América Latina y el Caribe gracias al crecimiento de más de 20% en marzo 2021 en las exportaciones de nueve países de la región. </strong></p> <p><iframe frameborder="0" height="700" scrolling="yes" src="https://datastudio.google.com/embed/reporting/1fTCd01mXXOVujqBnCZDo-8iivMoy98jo/page/w70TB" title=" x estacional" width="100%"></iframe></p> <p><em>Seleccione en esta gráfica interactiva el país y el producto de su interés</em></p> <p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><wrapblock><shape 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stroked="f" style="position:absolute; margin-left:236px; margin-top:64px; width:336.95pt; height:85.6pt; z-index:251659264; v-text-anchor:top" type="#_x0000_t202"></shape></wrapblock></span></span></span></p> <p style="margin-bottom:11px"><strong>Aumento de 37.7% en la exportaciones agroalimentarias (marzo 2021)</strong></p> <p style="margin-bottom:11px">El índice (base diciembre 2019 = 100) del valor de las <strong>exportaciones agrícolas</strong> de 17 países de América Latina y el Caribe con datos consultados en julio de 2021 <strong>aumentó 37.7 % </strong>con respecto a febrero de 2021. Por otro lado, <strong>las exportaciones del total de bienes </strong>para el mismo grupo de países y periodos <strong>cayeron 24.4 %</strong>.  Ver en gráfica siguiente los detalles y los diecisiete países incluidos en el análisis, con datos disponibles a julio de 2021.</p> <figure role="group" class="caption caption-img"> <img alt="cambios mensuales" data-entity-type="file" data-entity-uuid="5b6b7f82-5283-45d7-977b-530436e0ffed" src="/sites/default/files/inline-images/Untitled_0.png" /> <figcaption>Fuente IICA (CAESPA) con datos de trade data monitor consultados 28.jul.2021</figcaption> </figure> <p style="margin-bottom:11px"> </p> <p style="margin-bottom:11px">El aumento significativo de las exportaciones agroalimentarias en marzo (como se puede ver en la gráfica interactiva presentada más arriba) se debe a una <strong>tendencia alcista</strong> en las exportaciones a medida que abren y se reactivan las economías a nivel mundial y también se debe a un efecto de <strong>estacionalidad</strong> debido a que en varios países (principalmente tropicales) se suele observar un pico de exportaciones en el mes de marzo. </p> <p style="margin-bottom:11px">El aumento extraordinario en marzo de las exportaciones agroalimentarias de ALC se explicó mayormente por la soja (partida 1201), cuyas exportaciones aumentaron 430 % o el equivalente a 23.9 puntos porcentuales (de un total de aumento de 37.7 %). Por su parte, 40% de este aumento en la soja se debió a una mayor demanda de soja desde China. </p> <p style="margin-bottom:11px">Otro grupo de 10 productos explicaron poco más del 20 % del aumento total en las exportaciones agroalimentarias de ALC:</p> <ul> <li style="margin-bottom: 11px;">café, incluso tostado o descafeinado; cáscara y cascarilla de café; sucedáneos del café que contengan café en cualquier proporción (Las exportaciones de ALC aumentaron en marzo 24.4%)</li> <li style="margin-bottom: 11px;">torta de aceite de soja y de residuos sólidos (16.0%)</li> <li style="margin-bottom: 11px;">maíz (46.4%)</li> <li style="margin-bottom: 11px;">carne de animales de la especie bovina, congelada (25.7%)</li> <li style="margin-bottom: 11px;">dátiles, higos, piñas (ananás), aguacates, (paltas), guayabas, mangos y mangostanes, frescos o secos (22.1%)</li> <li style="margin-bottom: 11px;">carne de animales de la especie bovina, fresca o refrigerada (37.8%)</li> <li style="margin-bottom: 11px;">carne de animales de la especie porcina, fresca, refrigerada o congelada (35.1%)</li> <li style="margin-bottom: 11px;">aceite de soja (soya) y sus fracciones, incluso refinado, pero sin modificar químicamente (15.0%)</li> <li style="margin-bottom: 11px;">jugos de frutas u otros frutos, incluido el mosto de uva, o de hortalizas, incluso «silvestres», sin fermentar y sin adición de alcohol, incluso con adición de azúcar u otro edulcorante (37.4%)</li> <li style="margin-bottom: 11px;">carne y despojos comestibles, de aves de la partida 0105, frescos, refrigerados o congelados (16.7%)</li> </ul> <p style="margin-bottom:11px">Según producto el aumento no se debió solo a la mayor demanda de China. Por ejemplo, café y los jugos de frutas se exportaron en mayores cantidades y valores a la Unión Europea y a Estados Unidos y el maíz a países del sudeste asiático (ASEAN). </p> <p style="margin-bottom:11px"><strong>Aumentan 5.3 % las exportaciones agroalimentarias de América Latina y el Caribe durante un año de declarada la pandemia de COVID-19  - abril – marzo  2021</strong></p> <p style="margin-bottom:11px"><strong>Las exportaciones agroalimentarias de América Latina y el Caribe </strong>(17 países) en dólares <strong>crecieron 5.3 por ciento</strong> de abril 2020 a marzo 2021 con respecto al mismo periodo de 2020 mientras las exportaciones del total de mercancías cayeron 6.5 por ciento.  </p> <p style="margin-bottom:11px">Esto corresponde a datos de 17 países de América Latina y el Caribe (ver países incluidos en la gráfica siguiente).</p> <figure role="group" class="caption caption-img"> <img alt="Exportaciones de alc y mundo a marzo" data-entity-type="file" data-entity-uuid="ae5da161-1da6-4b25-81e3-d68aca521fee" src="/sites/default/files/inline-images/Untitled.png" /> <figcaption>Fuente: IICA (CAESPA con datos de trade data monitor consultado 28 de julio de 2021</figcaption> </figure> <p style="margin-bottom:11px"> </p> <p style="margin-bottom:11px">Doce (12) de los diecisiete (17) países de América Latina y el Caribe experimentaron aumentos importantes en las exportaciones agroalimentarias durante el periodo, que en orden descendente son:</p> <ul> <li style="margin-bottom:11px">Honduras (41.7 %)</li> <li style="margin-bottom:11px">Paraguay (23.2%)</li> <li style="margin-bottom:11px">Bolivia (20.1 %)</li> <li style="margin-bottom:11px">Belice (12.2 %)</li> <li style="margin-bottom:11px">Colombia (10.5 %)</li> <li style="margin-bottom:11px">Brasil (9.3 %)</li> <li style="margin-bottom:11px">Guatemala (9.2 %)</li> <li style="margin-bottom:11px">Costa Rica (5.5%)</li> <li style="margin-bottom:11px">Perú (5.4 %)</li> <li style="margin-bottom:11px">México (4.0 %)</li> <li style="margin-bottom:11px">República Dominicana (2.4 %)</li> <li style="margin-bottom:11px">Chile (3.7 %)</li> </ul> <p style="margin-bottom:11px">En el otro extremo, para cinco países de América Latina y el Caribe el valor de las exportaciones agrícolas en dólares cayó durante abril 2020 - marzo 2021 con respecto al mismo periodo del año previo, que en orden ascendente fueron:</p> <ul> <li style="margin-bottom:11px">Panamá (-9.8%)</li> <li style="margin-bottom:11px">El Salvador (-6.2%)</li> <li style="margin-bottom:11px">Uruguay (-2.3%)</li> <li style="margin-bottom:11px">Argentina (-2.1%)</li> <li style="margin-bottom:11px">Ecuador (-0.65 %)</li> </ul> <table class="Table" style="width:100.0%" width="100%"> <tbody> <tr> <td style="padding:.100px .100px .100px .100px"> <p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#4472c4">“el desempeño de las exportaciones agrícola de América Latina y el Caribe ha sido sobresaliente con respecto al resto de bienes” </span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p style="margin-bottom:11px"><strong>A nivel mundial</strong>, durante los mismos meses de declarada la pandemia de Covid-19 (abril 2020 - marzo 2021, con datos para 100 países), las exportaciones agroalimentarias aumentaron <strong>5.2 % </strong>, mientras las del total de mercancías cayeron <strong>0.8 por ciento</strong>. Es decir, América Latina y el Caribe (17 países) sobrepasó aunque marginalmente el promedio mundial de crecimiento del comercio agroalimentario (5.3 contra 5.2 por ciento). </p> <p> </p> <p><strong><img alt="jarias" data-entity-type="file" data-entity-uuid="c29a4cac-1bf8-4bed-a768-7b86ba4af305" height="127" src="/sites/default/files/inline-images/Joaquin_Arias2_0.jpg" width="127" class="align-left" /></strong></p> <p><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> <p><br />  </p> <p> </p> <p><em><strong>Nota: Las opiniones expresadas en este Blog son responsabilidad del autor y no necesariamente reflejan la opinión del IICA.</strong></em></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/informacion-estadisticas" hreflang="es">INFORMACIÓN-ESTADÍSTICAS</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/sistemas-alimentarios" hreflang="es">SISTEMAS ALIMENTARIOS</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=135&amp;2=field_blog_comments&amp;3=comment" token="Badaa8gv0vF5FsXNC77PhsoQ5FXWSTGUmvCW1piRjfk"></drupal-render-placeholder> </section> Fri, 27 Aug 2021 16:30:12 +0000 jarias 135 at https://blog.iica.int Las seis barreras que frenan la inclusión digital en el mundo rural y cómo derribarlas https://blog.iica.int/index.php/blog/las-seis-barreras-que-frenan-inclusion-digital-en-mundo-rural-como-derribarlas <span class="field field--name-title field--type-string field--label-hidden">Las seis barreras que frenan la inclusión digital en el mundo rural y cómo derribarlas</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/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/36" typeof="schema:Person" property="schema:name" datatype="">jarias</span></span> <span class="field field--name-created field--type-created field--label-hidden">Mié, 25/08/2021 - 08:37</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><i><span lang="es-419" style="font-size:15.0pt" xml:lang="es-419" xml:lang="es-419"><span style="color:#3070b6">Facilitar el acceso a las tecnologías es una condición necesaria y básica para una transformación de envergadura de los sistemas agroalimentarios, pero no es suficiente. También es imprescindible impulsar la formación</span></span></i></span></span></p> </td> </tr> </tbody> </table> <figure role="group" class="caption caption-img"> <img alt="Niños lima " data-entity-type="file" data-entity-uuid="04de2649-338e-4689-8cf2-b8d8bfd90490" src="/sites/default/files/inline-images/Ni%C3%B1os%20en%20per%C3%BA%20buscando%20se%C3%B1al.jpg" /> <figcaption><em>Varios niños de las afueras de Lima, Perú, intentando seguir una clase virtual durante la pandemia. MARTIN MEJIA / AP</em></figcaption> </figure> <p> </p> <p>Como en otros sectores de la economía, el conocimiento y las tecnologías son claves para explicar el desarrollo reciente de la agricultura. También son centrales para enfrentar los desafíos que se ciernen sobre los sistemas agroalimentarios e impulsar el desarrollo sostenible.</p> <p>La revolución tecnológica a la que asistimos está asociada a la disponibilidad de equipamientos, herramientas y sistemas aplicados a los procesos de producción, transformación y comercialización. Todos estos factores impactan en todas las actividades económicas. Y la agricultura no es ajena a esos procesos.</p> <p>Los beneficios potenciales que ofrece la digitalización de la agricultura son cuantiosos, pero su expansión en América Latina y el Caribe marcha a ritmo apenas incipiente debido a seis barreras:</p> <p>1. <strong>Problemas de infraestructura</strong> reflejados en una brecha de 34 puntos porcentuales de diferencia entre la conectividad urbana y rural. Sumando 24 países de la región, unos <u><a href="https://blog.iica.int/sites/default/files/2021-08/BVE20108887e.pdf" target="_blank" title="Conectividad rural en ALC">77 millones de habitantes de la ruralidad carecen de acceso a conectividad de calidad</a></u>.</p> <p>2. <strong>Restricciones de acceso y asequibilidad</strong> de las tecnologías, servicios y dispositivos, en comparación con los países desarrollados, entre los países de la región y, dentro de ellos, entre el ámbito urbano y rural.</p> <p>3. <strong>Déficits en la promoción y regulación del sector</strong> que redundan en una escasez de planes de estímulo a la digitalización.</p> <p>4. <strong>Limitaciones en el desarrollo de habilidades digitales</strong> en la población rural por los obstáculos en el nivel educativo. <a href="https://blog.iica.int/sites/default/files/2021-08/BVE21030190e.pdf" target="_blank" title="Habilidades digitales">En la región solo el 17,1% de los habitantes cuenta con aptitudes digitales específicas.</a></p> <p>5. <strong>Distancia entre las tecnologías y su ajuste a los contextos</strong> de aplicación por las diferencias culturales, lingüísticas y de habilidades que limitan su adopción.</p> <p>6. <strong>Mujeres y jóvenes rurales rezagados</strong> en mayor medida de los beneficios de las tecnologías.</p> <p>Los obstáculos muestran que facilitar el acceso a las tecnologías es una condición necesaria y básica para una transformación de envergadura de los sistemas agroalimentarios y el mundo rural. <strong>Pero universalizar el acceso no es suficiente</strong>. Se requiere también impulsar la formación en habilidades digitales para desarrollar capacidades que permitan a sus usuarios dar un salto cualitativo.</p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><i><span lang="es-419" style="font-size:15.0pt" xml:lang="es-419" xml:lang="es-419"><span style="color:#3070b6">Unos 80 millones de habitantes del medio rural carecen de acceso a conectividad de calidad (<u><a href="https://blog.iica.int/sites/default/files/2021-08/BVE20108887e.pdf" title="Conectividad rural en ALC">ver estudio IICA, BID, Microsoft</a></u>)</span></span></i></span></span></p> </td> </tr> </tbody> </table> <p>El uso intensivo y dúctil de las tecnologías tiene un enorme potencial para tornar más eficientes, inclusivos y sostenibles los procesos productivos y los servicios públicos y privados. También mejora la productividad y la calidad de los productos y servicios, promueve oportunidades de empleo, así como la formación en el medio rural, y amplía las posibilidades de conocimiento. Todos estos factores son cruciales para alcanzar un desarrollo sostenible y robustecer los sistemas agroalimentarios.</p> <table align="center" class="TableGrid1" style="width:94.84%; border-collapse:collapse; border:none" width="94%"> <tbody> <tr> <td style="border-bottom:2px solid #fdfdfd; width:17%; padding:0in 7px 0in 7px; border-top:2px solid #fdfdfd; border-right:none; border-left:none" valign="top"> <p align="right" style="text-align:right"><span style="font-size:12pt"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span lang="ES" style="font-family:&quot;Calibri&quot;,sans-serif" xml:lang="ES" xml:lang="ES"><img 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" style="width:111px; height:111px" /></span></span></span></span></p> </td> <td style="border-bottom:2px solid #fdfdfd; width:82%; padding:0in 7px 0in 7px; border-top:2px solid #fdfdfd; border-right:none; border-left:none" valign="top"> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span lang="ES" style="font-family:&quot;Calibri&quot;,sans-serif" xml:lang="ES" xml:lang="ES">VER TAMBIÉN</span><br /> <u><a href="https://blog.iica.int/blog/digitalizacion-agricultura-proceso-necesario-para-transformacion-positiva-los-sistemas" target="_blank"><i><span lang="es-419" style="font-size:15.0pt" xml:lang="es-419" xml:lang="es-419"><span style="line-height:107%"><span style="color:#3070b6">La digitalización de la agricultura, proceso necesario para la transformación positiva de los sistemas alimentarios.</span></span></span></i></a></u></span></span></span></p> </td> </tr> </tbody> </table> <p>Nos enfrentamos a una urgente y gran tarea que requiere una amplia coalición entre los Estados, la cooperación internacional, el sector privado y las organizaciones de la sociedad civil. Nos unen objetivos imprescindibles para la construcción de un capital social inestimable: conectar al mundo rural y preparar a su población para un uso intensivo e inteligente de las tecnologías, construyendo puentes.</p> <p> </p> <p><strong><img alt="Manuel Otero, Director General" data-entity-type="file" data-entity-uuid="bcf7d172-add8-4c64-977a-00ff3518f83a" height="101" src="/sites/default/files/inline-images/manuel_otero_3.jpg" width="91" class="align-left" /></strong></p> <p> </p> <p><strong>Manuel Otero</strong> es director general del Instituto Interamericano de Cooperación para la Agricultura (IICA).</p> <p> </p> <p><em><strong>Notas: </strong></em></p> <p><em>Este artículo primero fue publicado en <u><a href="https://elpais.com/planeta-futuro/2021-08-23/las-seis-barreras-que-frenan-la-inclusion-digital-en-el-mundo-rural-y-como-derribarlas.html" target="_blank" title="El Pais de españa">El País</a></u></em></p> <p><em>Las opiniones expresadas en este blog son responsabilidad del autor y no reflejan necesariamente la opinión del IICA.</em></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><i>Si tiene preguntas o sugerencias de mejora del BlogIICA favor contactar a los editores: </i></strong><a href="mailto:joaquin.arias@iica.int" style="color:blue; text-decoration:underline"><i>Joaquín Arias</i></a><strong><i> y </i></strong><a href="mailto:viviana.palmieri@iica.int" style="color:blue; text-decoration:underline"><i>Viviana Palmieri.</i></a></span></span></p> </td> </tr> </tbody> </table> </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/agricultura-digital" hreflang="es">Agricultura Digital</a></div> <div class="field__item"><a href="/index.php/tags/perspectivas-sistemas-alimentarios" hreflang="es">PERSPECTIVAS-Sistemas Alimentarios</a></div> <div class="field__item"><a href="/index.php/tags/sistemas-alimentarios" hreflang="es">SISTEMAS ALIMENTARIOS</a></div> </div> </div> <section class="field field--name-field-blog-comments field--type-comment field--label-above comment-wrapper"> <h2 class="title">Comentarios del blog</h2> <article role="article" data-comment-user-id="0" id="comment-601" about="/index.php/comment/601" typeof="schema:Comment" class="comment js-comment by-anonymous clearfix"> <span class="hidden new-indicator" data-comment-timestamp="1631107419"></span> <div class="comment__content-container"> <h3 property="schema:name" datatype="" class="title"><a href="/index.php/comment/601#comment-601" class="permalink" rel="bookmark" hreflang="und">una barrera mas que frena el manejo de las tics ..</a></h3> <nav class="comment__links"><drupal-render-placeholder callback="comment.lazy_builders:renderLinks" arguments="0=601&amp;1=default&amp;2=und&amp;3=" token="u5nGvTGLE2L393m9jJCPtwGzHA6wBRLYoRX10YTzhEI"></drupal-render-placeholder></nav> <div class="comment__meta"> <div> <div class="field field--name-field-nombre field--type-string field--label-hidden field__item">German Toledo Cespedes</div> </div> <strong>Mar, 07/09/2021 - 21:39 <span property="schema:dateCreated" content="2021-09-08T03:39:21+00:00" class="rdf-meta hidden"></span> </strong> </div> <div class="comment__content"> <div property="schema:text" class="clearfix text-formatted field field--name-comment-body field--type-text-long field--label-hidden field__item"><p>Cordial saludo, Acerca del interesante articulo del director general sobre las barreras que frenan la inclusion digital de las comunidades rurales, agrego que innumerables localidades y sectores veredales carecen de energia electrica lo cual hace mas desalentador el panorama. No obstante ello nos debe comprometer aun mas en nuestro esfuerzo por lograr equidad y paz en nuestros territorios. En Colombia se perdieron los recursos para la conectividad de 7000 familias y no pasa nada... y esperamos consolidar la paz.</p> </div> </div> </div> </article> <h2 class="title comment-form__title">Añadir nuevo comentario</h2> <drupal-render-placeholder callback="comment.lazy_builders:renderForm" arguments="0=node&amp;1=134&amp;2=field_blog_comments&amp;3=comment" token="1Y__OebcFkVnWPG3DH6pUIa9BKlPH8IPvl5SDLlVUTE"></drupal-render-placeholder> </section> Wed, 25 Aug 2021 14:37:16 +0000 jarias 134 at https://blog.iica.int Las seis barreras que frenan la inclusión digital en el mundo rural y cómo derribarlas https://blog.iica.int/index.php/blog/las-seis-barreras-que-frenan-inclusion-digital-en-mundo-rural-como-derribarlas <span class="field field--name-title field--type-string field--label-hidden">Las seis barreras que frenan la inclusión digital en el mundo rural y cómo derribarlas</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/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/36" typeof="schema:Person" property="schema:name" datatype="">jarias</span></span> <span class="field field--name-created field--type-created field--label-hidden">Mié, 25/08/2021 - 08:37</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><i><span lang="es-419" style="font-size:15.0pt" xml:lang="es-419" xml:lang="es-419"><span style="color:#3070b6">Facilitar el acceso a las tecnologías es una condición necesaria y básica para una transformación de envergadura de los sistemas agroalimentarios, pero no es suficiente. También es imprescindible impulsar la formación</span></span></i></span></span></p> </td> </tr> </tbody> </table> <figure role="group" class="caption caption-img"> <img alt="Niños lima " data-entity-type="file" data-entity-uuid="04de2649-338e-4689-8cf2-b8d8bfd90490" src="/sites/default/files/inline-images/Ni%C3%B1os%20en%20per%C3%BA%20buscando%20se%C3%B1al.jpg" /> <figcaption><em>Varios niños de las afueras de Lima, Perú, intentando seguir una clase virtual durante la pandemia. MARTIN MEJIA / AP</em></figcaption> </figure> <p> </p> <p>Como en otros sectores de la economía, el conocimiento y las tecnologías son claves para explicar el desarrollo reciente de la agricultura. También son centrales para enfrentar los desafíos que se ciernen sobre los sistemas agroalimentarios e impulsar el desarrollo sostenible.</p> <p>La revolución tecnológica a la que asistimos está asociada a la disponibilidad de equipamientos, herramientas y sistemas aplicados a los procesos de producción, transformación y comercialización. Todos estos factores impactan en todas las actividades económicas. Y la agricultura no es ajena a esos procesos.</p> <p>Los beneficios potenciales que ofrece la digitalización de la agricultura son cuantiosos, pero su expansión en América Latina y el Caribe marcha a ritmo apenas incipiente debido a seis barreras:</p> <p>1. <strong>Problemas de infraestructura</strong> reflejados en una brecha de 34 puntos porcentuales de diferencia entre la conectividad urbana y rural. Sumando 24 países de la región, unos <u><a href="https://blog.iica.int/sites/default/files/2021-08/BVE20108887e.pdf" target="_blank" title="Conectividad rural en ALC">77 millones de habitantes de la ruralidad carecen de acceso a conectividad de calidad</a></u>.</p> <p>2. <strong>Restricciones de acceso y asequibilidad</strong> de las tecnologías, servicios y dispositivos, en comparación con los países desarrollados, entre los países de la región y, dentro de ellos, entre el ámbito urbano y rural.</p> <p>3. <strong>Déficits en la promoción y regulación del sector</strong> que redundan en una escasez de planes de estímulo a la digitalización.</p> <p>4. <strong>Limitaciones en el desarrollo de habilidades digitales</strong> en la población rural por los obstáculos en el nivel educativo. <a href="https://blog.iica.int/sites/default/files/2021-08/BVE21030190e.pdf" target="_blank" title="Habilidades digitales">En la región solo el 17,1% de los habitantes cuenta con aptitudes digitales específicas.</a></p> <p>5. <strong>Distancia entre las tecnologías y su ajuste a los contextos</strong> de aplicación por las diferencias culturales, lingüísticas y de habilidades que limitan su adopción.</p> <p>6. <strong>Mujeres y jóvenes rurales rezagados</strong> en mayor medida de los beneficios de las tecnologías.</p> <p>Los obstáculos muestran que facilitar el acceso a las tecnologías es una condición necesaria y básica para una transformación de envergadura de los sistemas agroalimentarios y el mundo rural. <strong>Pero universalizar el acceso no es suficiente</strong>. Se requiere también impulsar la formación en habilidades digitales para desarrollar capacidades que permitan a sus usuarios dar un salto cualitativo.</p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><i><span lang="es-419" style="font-size:15.0pt" xml:lang="es-419" xml:lang="es-419"><span style="color:#3070b6">Unos 80 millones de habitantes del medio rural carecen de acceso a conectividad de calidad (<u><a href="https://blog.iica.int/sites/default/files/2021-08/BVE20108887e.pdf" title="Conectividad rural en ALC">ver estudio IICA, BID, Microsoft</a></u>)</span></span></i></span></span></p> </td> </tr> </tbody> </table> <p>El uso intensivo y dúctil de las tecnologías tiene un enorme potencial para tornar más eficientes, inclusivos y sostenibles los procesos productivos y los servicios públicos y privados. También mejora la productividad y la calidad de los productos y servicios, promueve oportunidades de empleo, así como la formación en el medio rural, y amplía las posibilidades de conocimiento. Todos estos factores son cruciales para alcanzar un desarrollo sostenible y robustecer los sistemas agroalimentarios.</p> <table align="center" class="TableGrid1" style="width:94.84%; border-collapse:collapse; border:none" width="94%"> <tbody> <tr> <td style="border-bottom:2px solid #fdfdfd; width:17%; padding:0in 7px 0in 7px; border-top:2px solid #fdfdfd; border-right:none; border-left:none" valign="top"> <p align="right" style="text-align:right"><span style="font-size:12pt"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span lang="ES" style="font-family:&quot;Calibri&quot;,sans-serif" xml:lang="ES" xml:lang="ES"><img 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" style="width:111px; height:111px" /></span></span></span></span></p> </td> <td style="border-bottom:2px solid #fdfdfd; width:82%; padding:0in 7px 0in 7px; border-top:2px solid #fdfdfd; border-right:none; border-left:none" valign="top"> <p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span lang="ES" style="font-family:&quot;Calibri&quot;,sans-serif" xml:lang="ES" xml:lang="ES">VER TAMBIÉN</span><br /> <u><a href="https://blog.iica.int/blog/digitalizacion-agricultura-proceso-necesario-para-transformacion-positiva-los-sistemas" target="_blank"><i><span lang="es-419" style="font-size:15.0pt" xml:lang="es-419" xml:lang="es-419"><span style="line-height:107%"><span style="color:#3070b6">La digitalización de la agricultura, proceso necesario para la transformación positiva de los sistemas alimentarios.</span></span></span></i></a></u></span></span></span></p> </td> </tr> </tbody> </table> <p>Nos enfrentamos a una urgente y gran tarea que requiere una amplia coalición entre los Estados, la cooperación internacional, el sector privado y las organizaciones de la sociedad civil. Nos unen objetivos imprescindibles para la construcción de un capital social inestimable: conectar al mundo rural y preparar a su población para un uso intensivo e inteligente de las tecnologías, construyendo puentes.</p> <p> </p> <p><strong><img alt="Manuel Otero, Director General" data-entity-type="file" data-entity-uuid="bcf7d172-add8-4c64-977a-00ff3518f83a" height="101" src="/sites/default/files/inline-images/manuel_otero_3.jpg" width="91" class="align-left" /></strong></p> <p> </p> <p><strong>Manuel Otero</strong> es director general del Instituto Interamericano de Cooperación para la Agricultura (IICA).</p> <p> </p> <p><em><strong>Notas: </strong></em></p> <p><em>Este artículo primero fue publicado en <u><a href="https://elpais.com/planeta-futuro/2021-08-23/las-seis-barreras-que-frenan-la-inclusion-digital-en-el-mundo-rural-y-como-derribarlas.html" target="_blank" title="El Pais de españa">El País</a></u></em></p> <p><em>Las opiniones expresadas en este blog son responsabilidad del autor y no reflejan necesariamente la opinión del IICA.</em></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><i>Si tiene preguntas o sugerencias de mejora del BlogIICA favor contactar a los editores: </i></strong><a href="mailto:joaquin.arias@iica.int" style="color:blue; text-decoration:underline"><i>Joaquín Arias</i></a><strong><i> y </i></strong><a href="mailto:viviana.palmieri@iica.int" style="color:blue; text-decoration:underline"><i>Viviana Palmieri.</i></a></span></span></p> </td> </tr> </tbody> </table> </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/agricultura-digital" hreflang="es">Agricultura Digital</a></div> <div class="field__item"><a href="/index.php/tags/perspectivas-sistemas-alimentarios" hreflang="es">PERSPECTIVAS-Sistemas Alimentarios</a></div> <div class="field__item"><a href="/index.php/tags/sistemas-alimentarios" hreflang="es">SISTEMAS ALIMENTARIOS</a></div> </div> </div> <section class="field field--name-field-blog-comments field--type-comment field--label-above comment-wrapper"> <h2 class="title">Comentarios del blog</h2> <article role="article" data-comment-user-id="0" id="comment-601" about="/index.php/comment/601" typeof="schema:Comment" class="comment js-comment by-anonymous clearfix"> <span class="hidden new-indicator" data-comment-timestamp="1631107419"></span> <div class="comment__content-container"> <h3 property="schema:name" datatype="" class="title"><a href="/index.php/comment/601#comment-601" class="permalink" rel="bookmark" hreflang="und">una barrera mas que frena el manejo de las tics ..</a></h3> <nav class="comment__links"><drupal-render-placeholder callback="comment.lazy_builders:renderLinks" arguments="0=601&amp;1=default&amp;2=und&amp;3=" token="u5nGvTGLE2L393m9jJCPtwGzHA6wBRLYoRX10YTzhEI"></drupal-render-placeholder></nav> <div class="comment__meta"> <div> <div class="field field--name-field-nombre field--type-string field--label-hidden field__item">German Toledo Cespedes</div> </div> <strong>Mar, 07/09/2021 - 21:39 <span property="schema:dateCreated" content="2021-09-08T03:39:21+00:00" class="rdf-meta hidden"></span> </strong> </div> <div class="comment__content"> <div property="schema:text" class="clearfix text-formatted field field--name-comment-body field--type-text-long field--label-hidden field__item"><p>Cordial saludo, Acerca del interesante articulo del director general sobre las barreras que frenan la inclusion digital de las comunidades rurales, agrego que innumerables localidades y sectores veredales carecen de energia electrica lo cual hace mas desalentador el panorama. No obstante ello nos debe comprometer aun mas en nuestro esfuerzo por lograr equidad y paz en nuestros territorios. En Colombia se perdieron los recursos para la conectividad de 7000 familias y no pasa nada... y esperamos consolidar la paz.</p> </div> </div> </div> </article> <h2 class="title comment-form__title">Añadir nuevo comentario</h2> <drupal-render-placeholder callback="comment.lazy_builders:renderForm" arguments="0=node&amp;1=134&amp;2=field_blog_comments&amp;3=comment" token="1Y__OebcFkVnWPG3DH6pUIa9BKlPH8IPvl5SDLlVUTE"></drupal-render-placeholder> </section> Wed, 25 Aug 2021 14:37:16 +0000 jarias 134 at https://blog.iica.int La bioeconomía y la transformación de los sistemas agroalimentarios de América Latina y el Caribe: Segunda Parte https://blog.iica.int/index.php/blog/bioeconomia-transformacion-los-sistemas-agroalimentarios-america-latina-caribe-segunda-parte <span class="field field--name-title field--type-string field--label-hidden">La bioeconomía y la transformación de los sistemas agroalimentarios de América Latina y el Caribe: Segunda Parte</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/11" hreflang="zxx">Hugo Chavarría</a></div> </div> </div> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/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">Lun, 09/08/2021 - 15:42</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><p><img alt="Biotecnologia" data-entity-type="file" data-entity-uuid="ca1de23e-8a2a-4809-85b5-f6d0a13f6468" src="/sites/default/files/inline-images/biothecnology_0.jpg" />Como comentamos en una nota anterior del presente BlogIICA (<strong><u><a href="https://blog.iica.int/blog/bioeconomia-transformacion-los-sistemas-alimentarios-america-latina-caribe-primera-parte" target="_blank">enlace</a></u></strong>), el Programa de Bioeconomía y Desarrollo Productivo del Instituto Interamericano de Cooperación para la Agricultura (IICA) organizó el 10 de mayo del 2021 un diálogo independiente de cara al proceso de la Cumbre de los Sistemas Alimentarios de las Naciones Unidas (disponible en <u><a href="https://bit.ly/3eAPpcw" target="_blank">https://bit.ly/3eAPpcw</a></u>), denominado “La bioeconomía y la transformación de los sistemas alimentarios de América Latina y el Caribe (ALC)”. En este evento participaron además como coorganizadores el Consorcio Internacional de Investigación en Biotecnología Agrícola (ICABR), el Centro de Cooperación Internacional en Investigación Agrícola para el Desarrollo (CIRAD), Allbiotech, la Bolsa de Cereales de Buenos Aires y la empresa SURICATA.</p> <p><span style="font-size:12pt"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><a name="_Hlk39219192" id="_Hlk39219192"></a></span></span></span></p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><i><span lang="es-419" style="font-size:15.0pt" xml:lang="es-419" xml:lang="es-419"><span style="color:#3070b6">El IICA trabaja, junto a socios estratégicos, en la gestión de conocimientos y en la formulación de soluciones que potencien el papel transformador de la bioeconomía para lograr que los sistemas agroalimentarios de América Latina y el Caribe sean sostenibles, prósperos e inclusivos. </span></span></i></span></span></p> </td> </tr> </tbody> </table> <p>En la primera parte de este artículo (<strong><u><a href="https://blog.iica.int/blog/bioeconomia-transformacion-los-sistemas-alimentarios-america-latina-caribe-primera-parte" target="_blank">enlace</a></u>)</strong>, se explicaron en detalle las motivaciones, objetivos y alcances del diálogo, así como las hipótesis que se pretendían validar. <strong>En esta segunda parte de la nota</strong> resumiremos y <strong>analizaremos los resultados logrados</strong>, sobre todo en lo referente a la construcción de la agenda de políticas, estrategias e inversiones requeridas para impulsar el potencial transformador que tiene la bioeconomía en los sistemas agroalimentarios (SAA) de ALC. </p> <p>Con el objetivo de identificar y analizar los retos y tareas pendientes, el diálogo se estructuró en cinco grupos de trabajo, a saber:</p> <ol> <li><strong>Inversiones </strong>en investigación, desarrollo e innovación, </li> <li><strong>Políticas</strong> públicas y estrategias para la bioeconomía; </li> <li>Instrumentos para el <strong>fomento de mercados</strong> para la bioeconomía; </li> <li>Desarrollo de <strong>emprendimientos</strong> de base biológica (bioemprendimientos); </li> <li>El rol de la <strong>cooperación internacional</strong>. </li> </ol> <p>En cada uno de estos grupos de trabajo se fomentó la discusión abierta y participativa a partir de las siguientes preguntas base: ¿Cuánto ha avanzado la región en cada uno de los temas específicos y cuáles esfuerzos son dignos de reconocer?; ¿Qué falta por hacer en cada tema? ¿Cuáles son los retos y tareas pendientes?; ¿Cómo hacerlo? ¿Con quién? ¿Cuáles son los pasos por realizar y los actores a involucrar? ¿Cuál es el rol de cada actor?</p> <p><span style="font-size:12pt"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><a name="_Hlk39219192" id="_Hlk39219192"></a></span></span></span></p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><i><span lang="es-419" style="font-size:15.0pt" xml:lang="es-419" xml:lang="es-419"><span style="color:#3070b6">Los desafíos más importantes para aprovechar al máximo el potencial que ofrece la bioeconomía se resumen en contar con:  la normativa y los instrumentos de política adecuados, el conocimiento sobre su potencial, las capacidades individuales e institucionales necesarias,  los instrumentos fiscales y de financiamiento disponibles y accesibles, mercados locales e internacionales desarrollados, la infraestructura productiva, logística y comercial, y el desarrollo de redes para operativizar los negocios de la bioeconomía</span></span></i></span></span></p> </td> </tr> </tbody> </table> <p>De acuerdo con la discusión surgida en los grupos de trabajo, <strong>los principales retos y tareas pendientes </strong>para aprovechar al máximo el potencial que ofrece la bioeconomía para fortalecer y transformar los sistemas alimentarios de la región, tienen relación con:</p> <ol> <li><strong>Normativa nacional e internacional </strong>que no facilita, dificulta (e incluso imposibilita) la producción, registro o comercio de tecnologías y de productos biológicos que son más sostenibles ambientalmente y que permiten una mayor agregación de valor (bioproductos y bioservicios).</li> <li><strong>Desconocimiento sobre el potencial </strong>que tienen los países, territorios y cadenas para aumentar la eficiencia y la sostenibilidad en la producción y en la valorización (industrialización) de la biomasa y biodiversidad, así como de las tecnologías e innovaciones de la bioeconomía que lo posibilitan.</li> <li><strong>Poco desarrollo de mercados locales</strong> de: a) bioproductos que permiten incrementar la sostenibilidad o la agregación de valor de la biomasa y la biodiversidad; b) tecnologías e innovaciones de la bioeconomía que fomentan la eficiencia y sostenibilidad en la producción e industrialización de la biomasa y biodiversidad.</li> <li><strong>Pocos – o nulos – instrumentos fiscales y mecanismos para el financiamiento y la inversión</strong> en proyectos de la bioeconomía que promuevan una mayor eficiencia y sostenibilidad en la producción o industrialización de la biomasa y biodiversidad (por ejemplo, exoneraciones de impuestos a bioproductos, fondos perdidos -no reembolsables-, capital de riesgo y capital semilla).</li> <li><strong>Pocos servicios de apoyo</strong> que promuevan la generación, adaptación y adopción de los conocimientos, tecnologías e innovaciones requeridas para construir e implementar los nuevos negocios de la bioeconomía.</li> <li><strong>Bajas capacidades – organizativas, empresariales, tecnológicas, etc</strong>. – en los actores de las cadenas agrícolas (sobre todo los productores) y en los territorios rurales, lo que les impide aprovechar las potencialidades de transformación que les ofrece la bioeconomía.</li> <li><strong>Poca articulación y vinculación</strong> entre: a) la investigación generada por los institutos públicos y la academia con las necesidades de la empresa privada; b) la investigación que realiza la gran empresa con las necesidades y potencial de las pequeñas empresas.</li> <li>Los investigadores o bioemprendedores cuentan con muy <strong>poca infraestructura y equipamiento</strong> para pilotaje y escalamiento, así como bajos ecosistemas nacionales y territoriales para la creación, desarrollo y maduración de sus proyectos e iniciativas. </li> <li><strong>Inexistencia de redes productivas, industriales y comerciales</strong> en los territorios rurales para operativizar (llevar a terreno) los negocios de la bioeconomía que permitirían incrementar la eficiencia y la sostenibilidad de la producción e industrialización de la biomasa.</li> </ol> <p><span style="font-size:12pt"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><a name="_Hlk39219192" id="_Hlk39219192"></a></span></span></span></p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><i><span lang="es-419" style="font-size:15.0pt" xml:lang="es-419" xml:lang="es-419"><span style="color:#3070b6">13 recomendaciones para aumentar la eficiencia y la sostenibilidad de la producción e industrialización de la biomasa y la biodiversidad: sensibilizar, gestión de conocimiento y evidencia, reglamentación nacional e internacional, agendas públicas, formación de capacidades, servicios de apoyo, desarrollo de mercados, inversión en I+D, financiamiento e inversiones, redes de valor, y cooperación y financiamiento internacional. </span></span></i></span></span></p> </td> </tr> </tbody> </table> <p>Una vez identificados los retos y las limitaciones, los participantes en el diálogo discutieron sobre las <strong>recomendaciones de políticas, proyectos e inversiones requeridas </strong>por la región. Si bien es cierto el debate se dividió en los cinco grupos de trabajo mencionados anteriormente, preferimos ordenar y sistematizar las conclusiones y recomendaciones dado que muchas eran coincidentes y se complementaban. En términos generales, las recomendaciones surgidas para aprovechar al máximo el potencial de la bioeconomía para la transformación de los SAA de ALC se resumen en los siguientes 13 puntos, los cuales están relacionados en su totalidad con la posibilidad de aumentar la eficiencia y la sostenibilidad de la producción e industrialización de la biomasa y la biodiversidad:</p> <ol> <li><strong>Sensibilización, conocimiento y convencimiento</strong> sobre las oportunidades y potencial que ofrece la bioeconomía para la transformación de los SAA (enfocados en actores del sector público, academia, privado y sociedad civil).</li> <li><strong>Generación, sistematización y gestión de información y evidencia</strong> sobre el potencial (económico, social y ambiental) y los riesgos de la bioeconomía como insumo para la toma de decisiones políticas y de inversión privada.</li> <li>Construcción (además de coordinación y armonización) de <strong>normativa y reglamentación internacional, nacional y local </strong>que viabilice el aprovechamiento de las tecnologías de la bioeconomía y promueva las nuevas industrializaciones de la biomasa, asegurando además su seguridad y sostenibilidad</li> <li>Construcción y fomento de <strong>grupos multidisciplinarios impulsores de la bioeconomía </strong>(gobierno, academia, empresa privada, organismos internacionales y sociedad civil), que sirvan como base para la planificación y construcción de agendas, políticas, institucionalidad e inversiones públicas.</li> <li><strong>Formación de capacidades organizativas, empresariales y tecnológicas</strong> en los actores del sistema alimentario (principalmente los productores agroindustriales), para que puedan aprovechar las innovaciones de la bioeconomía.</li> <li>Construcción de instrumentos de política y de mercado para fomentar el <strong>desarrollo de los mercados de la bioeconomía</strong>.</li> <li>Fomento de los <strong>servicios de apoyo</strong> (público – privados) para que los actores del sistema alimentario puedan adoptar y utilizar las nuevas tecnologías e innovaciones para la construcción de nuevos aprovechamientos y negocios de la bioeconomía.</li> <li>Fomento de <strong>mercados nacionales e internacionales de tecnologías e innovaciones</strong> de la bioeconomía.</li> <li>Construcción y fortalecimiento de alianzas público - privados para la <strong>inversión en I+D+i en</strong> nuevas tecnologías de la bioeconomía que respondan a las necesidades y potencialidades de los actores del sistema alimentario.</li> <li><strong>Fortalecimiento de capacidades de los investigadores</strong> (académicos y científicos) en nuevas ciencias, tecnologías e innovaciones de la bioeconomía.</li> <li>Fomento de ecosistemas para el emprendedurismo, y de mecanismos público – privados para el <strong>financiamiento e inversión </strong>para negocios de la bioeconomía con potencial.</li> <li>Construcción y fomento de las nuevas <strong>redes de valor de la bioeconomía</strong> en los territorios rurales, enlazando a los diferentes actores públicos y privados de los SAA.</li> <li>Mayor impulso de modelos de producción, industrialización y consumo más eficientes y sostenibles (bioeconomía), por parte de las <strong>organizaciones de cooperación internacional y de las instituciones supranacionales</strong> encargadas de definir la normativa comercial internacional.</li> </ol> <p>A partir de los insumos generados por el diálogo, el Programa de Bioeconomía y Desarrollo Productivo del IICA, junto con los demás socios involucrados, seguiremos trabajando en la construcción de documentos técnicos, realización de seminarios y formulación de propuestas de soluciones transformadoras que posicionen en la Cumbre de las Naciones Unidas el potencial transformador que ofrece la bioeconomía para el fortalecimiento de los sistemas agroalimentarios de la región.</p> <p><br /> <span style="font-size:11pt"><span style="background:white"><span style="font-family:Calibri,sans-serif"><img align="left" alt="Hugo Chavarría" hspace="12" 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F6VrdT3tpJszvns81Q56OC1tpi9n+IDmb9q38I4UKt2o6vuAGt8Np565H5EjxqDlJhoTEqOxMS4UXj47nQsWfAA9m/5hHG0jfqupMevYZ6vGa7xwvNFH3h2Ne+tRX3eejTmrkM974v8r7qV/0VKH7iSMbA61OcVbqC9avdwfhcxr4tZ69nfN6n2oan8AFq5Cv07inehnX7/i/5qJRaGvaC9PAuWluNY/Y932AdGI35sJCZwDkyN/Q1mTIjBk3Nn4rM3noO6KANqzndN5zaTjWg8t4HrBjTmcV+wAc0Fm+g/m9HCe838vP7cetQyFqrpBaX0iuIT9Itja0N9XuEGNdzJfGcdL9mj5H5LWTYauarL9vF6P1o4+7fQ59V8RtwXvUAH815Xtotxw+dYE4zNR1F4+Hs8PGUykseMRUp0BNLixmBiwmj8/oHJePFP9yL3wAZ01e5nDGxBR9EWdBJt8TbOl9ug52oo3gF9wQ50FfCzgq1Q53+DZs6Lzee2oPHsFtSd+hqNp7aE+rzCDTSVZrLOs5crE/pSZ1U2e/4ctKsOQ1N+jDXhJ7RVEtVRXh9FR8VBdJXlQM840PM5HWtET/UB2Opz8dELSzAxIhLJUfSA2EhMYgw8xDlg2WMzsfWLN+FsOQNz1V7YVLvg5FzhqNgHK993VGTDQb+xlx6AtTQHJnpNV9H36GQ/osv/Ado81qhz29GVtyPU5xVu0OP3orMiC7qKHHRW7kNn1WHoao5BV5sLfYMK+pZaGFoa0N1Yg576UvTUnoWl6ihslfthqxYcgp3XQ62FKM7YhAeSEhDPPmBiTBRmJEdjFnvBpQ/PwgdL/wRd3n5cUJ9FkDHUX34IfRXH4Kv4Ed7KI/Bw71H9BGfZYdiKc2AuzICxYDtMBTthKtzD6yzY8neF+rzCDep5Cubao7DWHYOl/gysjYWwNatgUdfBqtHC1mWDU++BS8dV08EcroC3IRf+uqPkIHw1h+CvPoKhuiPo5/rW43OQOHok0qIjMXtCEmYmx+DxmdPw0oJ5OLr+Y1xuzsVQ5VGcL2MM0FMC9BRf+WH4uPeU/gh3MT0gn3rnZcCSv5NrJtc9hPrn7Q71eYUb8DYWwduSD1+LWCvhVTfA39YGt1YLp8EKt3EQHuMleHsG4Ndb0atpRm9TEfrqfkI/e/8ga3qwei8GKzNwo+UADq19l7k/CknU/67keNyTmoAH0tPw7MMP4Yu/LIKTfeZg9UEE2Tv0sr/wl5HSffBRd2/RAbgLcmDN3QED/b6H+nfnZ6I7bzd68thn5kv9b7f+geYS9FL3XnUVAq2krQ59GjX8nXpq7oPfco3chNf0M3q7fQhq9Qg0llF75m7dHnrALuq/C32V23ChPhOGMxl4ZubdnAMikBgXxVkwGtNYAxbPnY3XHp+Lop3LMcRZs5c9n5dzhbtkL3zU31OSw9hgjhfugjFvOwykO3/HMAUZXDNgys8I9XmFGwg25yNATw+oKxgDKiUG+tqbEdD1wG8MUvur8FuBXusV+Lv7+LkdQdaGftaLYE0mequ3o79mBwaqtqK/6jtcbPgRW998GUmjRiIhbhwmp0RjalIkFkwfj2UL5mD9f75Av9+N86ptCBZ/z7zPYhzsh6d4L70/B3ZeWxgDJnq+8dxuBXNBlnJtzdsT6vMKNxBsOsMYKCYl8LeUwq+uZf5rENDb4TcPwEfdvTbqb7uGXvNFekBA8YCBlhIM1hzEQOVO1v3t9P8tGKr4Bteb9qFl7zrMSYlDwphRSE+OxbS0WNw3PhbPzb8fbzwxF82H1+FC9U4MFn+H88Xb4S/OQC97fr9K+EEmfWAXXIwFR2EOe74srtmwFXBGyJf63279+5qOo78pD330AT819bfWI6DpYq33otcyBJ/jCjyOG4yDm4yBmwhYLiHQ7UewQ4vzjSoMVJ+g/2ezn9+OofIfcKmW9b1mHz5Y/BgS7/wtUmKZ/+OTMCMpCr+fMRnLHpmNXZ+/hoHaA+gv3omB0h3opRf4+b6vPIMzwG64VXvg5FziLt8PR9k+OLgX1/bSrFCfV7iBYMMh9DecRF/jWfYBxeil9we1JvQa+uj7F+FzXYHbeR0e4QGMAb/1GnsB9oOGIAIdRvS1NKKv/jSClfQCzpADFXtwTX0Mpzd9jqmREYhlHzA5LRn3sAe4PzUWSx+5D+//eQG6mdsDtT9yFjyM3qpj8Ff9xFpyBr01BZwp2IvWFsHDvbuqgGshPNWFcFSdC/V5hRvUfy8CDYeVOtDbyj6wU4eAwQW/aQh+21X47NfIDe6hrB77VbhZC7zmS4yRAQQ6HehvVfN7KtBPzfqqz+JyC7UqOo1n77sXMSNHIDUpBnelsQ9MiMRT7AP/snAuTvywCT93d8Lf1MJ5oo19aDv7kE7Sxb0BwZZuYoC/QQdfQwd8jR3wNHaE+rzCDQSaOMM3n6Dvq+DXdsLX46XXn4eP2vdS7//lOmvBdbgcwzERZAwELdcR7L6MPn0fejucCLabMaDWYbC1AzeNTmz98Eskj45U/t+QSeNj2AvGYM7UdCxdMBefvv46gno/+nsuwKf1MO586NV52V/6GFNcNT70aXvpRaxDGgf8Gju87Y5Qn1e4wVm/FD56vr/TyP6+Fz7LZep7nflOrNcRELlPzx/mOrycBf3mm9QeGCB9JvYFZj7Tc4W94c/UtA/Brl5c99yEplSLOZMfRMLoCEyj9lPGR2NSSgQef3A6li1cANXxElz10YOMYrYcop8MIcB4CHRfgF/XD19nAL1dAXgZD26NE16NO9TnFW7Ap6PHdrnZ7zHnqaHHBLisoM7Mf9MV9nui77+q4DcJqLeRfSDXoFiN4rcBfg9RVuN15bk+M3DJDXz8+hdIHBmNdM6CU9NjMSktAvNncRb846NY+4/l6LcyZsycMfRDZFBZ3V2D8Oj64OnshavTD5fWDXu7A85WV6jPK9yAt2eQ+cb8M1ADwzW4e67CyTnPY7rI+f+ygq/n0jDdl+gRV5Q48dH3Bd5u8R5zn+/5ei7D0813+X1ePnvFBRQdVGFK/GTEjRuLiZwJZ0xIwv3pcVjy6Bz8++Jn0VhURx+h5vR+N/Pc0eGi1k442wQO2NtsvLbA2mqCpcUY6vMKN6gTc9vAXk7Pnl5P7bouwG2gF9CDfYaflVx060jXEO+dp1cMwMfVqx+Am3iIT98PL/3a0xXkZ4Se7WDe+rr64KCOzy18BmNGjUJqfCxmpiZjZtI4/HHmZCyd/xB2rd9M76fWGjOsbd0wt+phURtgbabeTUbCfYseNmJq1of6vMINajQEly4IFzVzc/XoBuDQ9sHVERj2X40fzg4fr4UP+5QcdXW44WbP9svq4GdWjQs2Xts6PLBxb26zwsicFf3ktjVbEXvnOKRFjcP0lFjckxSLByem4pWFj+CT116Btqoedo0JPdTYQLqpv1FthqnFDGNTN2NAz3jQw9xkCPV5hRvMTxcs7VbqZ4eVvis0tLS5mYvCe+2wtdrovbyvtg6vbRaY1cxLamtq4UqdxD1bq53PO7i30af5DN8zqi1w6lxoLGnEnLvmIHbESExJjsTMCXG4OzESS+bPwquLfo8fM7IYV05+lx0mvm/k37DwfTPfN/NvWBkDNsaATep/2/UXOWZq7WaudqO7mavapOSuhWdv4d7UbIRZQB1M1F3P2dxAujmfC4xqcX84BqzUXWhv497CuDKpnfxuxpDWhf96/R+IuONOTKL3z0pP4FyQiMXzpuGVP83H8vfeh53veLT99JRepQcQ32dmDbA19cDWwBrQoIO1Thvq8wo3YGoyUXe9gqFJxIDwYQvjQuQeY6NZxIBZoYfXhhYrsfA5M/W3KphaHfQQN+OGehOrxssa0EsP8BIX+8N+nNybhwlxaUiLi8Hd45Mxb/pEzJuShJf++ADe+fNi1J6qxHn2k0J/p/CiZsYT/20Wam+p64K5RgtrTXuozyvcYI470KNoa4KRWhrpv6ZWJ7WnjmrW81YPVw+fo77cW6iPud1PfLBqAwrmzj5Y2BdayfB6nj3FAGxtAdjae9lX8H6rG0sefx7RI8ZhQkw87k5NxNT4CDw5dxreW7oI2z5fh4B2gP2GF/ZWkfdC+x6YartgqtbCVNkOa2VrqM8r3BjWU+ODiT2emT2eif2ehZpa6MVW7XlYOwdh6xz6dXVwTnB0XVJWMSu6OT84OP/ZxUrs3Nu6OAfyGU/HIBztjAHGz6D1IrI37UPKqBQkjInAlNQY3DM+Hg9OTsBbzy7AB8uWQX22Em7WDWODZdjz66l9TSeM1R0wVnXAUi39/3br7+BsZ9Odh71LaDuMi/O7m3O8mzO86//gpj+7Oe8LXAZ6NVeniAP9z7e4wH5vCHbGjbO9H47WILX3KT4i/luBrsKAh6c+jMjfjGAfEI3Zk5NxT2oUnp0/A+88vQi7V26El72CsYn9QwN7PmKlB1jqxcrrZlOozyvcgJM57aL2bs76HsNFRUflNxzDsJ4u/SCcvO/sGlQQ8aLQeV7B3jHcs7noIU5ib+MsqOZM0SJw31rZz7F2BLsH8ek7n2PsHaOQNC6SfQDngNRI3D8xDq89sRAfvfwXdFVrWC9YX5ot7Cc5V7Ae2UUPydXWZg/1eYUbPNNeakiPJvYO5qtmeLVrb8G9lb2chXXc3Oa7Bfu6djHz+zkz+jhDcl5kH2FpEdipnZgBOTdynrOwjxCYm90IUP+i42WYmDgZ0aPHYmpqLGani1kwCssem4M3n30CJ7MOIWBh3eF32to9CvYO/i32l5Z2T6jPK9xQtDKzfzdzdreIlb2fTcM+r9Wj9G52Ymml5qzhZvXwbwMC0df/slqFTnzH/Ovn/Kxt+HcDm/gNge+KOmAXvZ3Oi6XPvIKRd4zAePZ/D0xNwb0Tk7Fw5kS8+/yT+Or9j9iHOFhH+mBlPyKwtA/HnF3jD/V5hRvK2VqEZyszm2+YDrH6uQaHY4CeYGljb8h5zqo86xt+T0H0i/QG0T8qMyC9QCNy1aXMg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