IICA EN CUMBRE SA https://blog.iica.int/ es La bioeconomía y la transformación de los sistemas agroalimentarios de América Latina y el Caribe: Segunda Parte https://blog.iica.int/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="/taxonomy/term/11" hreflang="zxx">Hugo Chavarría</a></div> </div> </div> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/user/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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" style="width:131px; height:131px" /></span></span></span></p> <p><span style="font-size:11pt"><span style="background:white"><span style="font-family:Calibri,sans-serif"><b><i><span style="font-size:11.5pt"><span style="font-family:Roboto"><span style="color:#2d2d2d">Hugo Chavarría </span></span></span></i></b><i><span style="font-size:11.5pt"><span style="font-family:Roboto"><span style="color:#2d2d2d">es Máster en Comercio Internacional del Centro Internacional de Política Económica (UNA) y egresado de Licenciatura en Economía de la Universidad de Costa Rica (UCR).  Actualmente es Gerente del Programa de Bioeconomía y Desarrollo Productivo del IICA</span></span></span></i></span></span></span></p> <p><span style="font-size:11pt"><span style="background:white"><span style="font-family:Calibri,sans-serif"> </span></span></span></p> <p><span style="font-size:11pt"><span style="background:white"><span style="font-family:Calibri,sans-serif"> </span></span></span><span style="font-size:11pt"><span style="background:white"><span style="font-family:Calibri,sans-serif"><b><i><span style="font-size:11.5pt"><span style="font-family:Roboto"><span style="color:#2d2d2d">Nota: Las opiniones expresadas en este blog son responsabilidad del autor y no reflejan necesariamente la opinión del IICA.</span></span></span></i></b></span></span></span></p> <p> </p> <table class="Table" style="width:653px; background:white; border-collapse:collapse" width="653"> <tbody> <tr> <td style="border-bottom:1px solid black; width:589px; padding:0cm 7px 0cm 7px; background-color:white; 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:11pt"><span style="font-family:Calibri,sans-serif"><b><i><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#2d2d2d">Si tiene preguntas o sugerencias de mejora del BlogIICA favor contactar a los editores: </span></span></span></i></b><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#2d2d2d"><a href="mailto:joaquin.arias@iica.int"><i><span style="color:#0563c1">Joaquín Arias</span></i></a> <b><i>y </i></b><a href="mailto:viviana.palmieri@iica.int"><i><span style="color:#0563c1">Viviana Palmieri.</span></i></a></span></span></span></span></span></p> </td> </tr> </tbody> </table> <p style="text-align:justify"><span style="font-size:11pt"><span style="background:white"><span style="font-family:Calibri,sans-serif"> </span></span></span></p> </div> <div class="field field--name-field-blog-tags field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Blog tags</div> <div class="field__items"> <div class="field__item"><a href="/tags/perspectivas-sistemas-alimentarios" hreflang="es">PERSPECTIVAS-Sistemas Alimentarios</a></div> <div class="field__item"><a href="/tags/iica-en-cumbre-sa" hreflang="es">IICA EN CUMBRE SA</a></div> <div class="field__item"><a href="/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=133&amp;2=field_blog_comments&amp;3=comment" token="xZw5fWe-PK5zDogOZiO5glKgQFhaR2eDSrMQ9H9Bx4U"></drupal-render-placeholder> </section> Mon, 09 Aug 2021 21:42:38 +0000 vpalmieri 133 at https://blog.iica.int La digitalización de la agricultura, proceso necesario para la transformación positiva de los sistemas alimentarios. https://blog.iica.int/blog/digitalizacion-agricultura-proceso-necesario-para-transformacion-positiva-los-sistemas <span class="field field--name-title field--type-string field--label-hidden">La digitalización de la agricultura, proceso necesario para la transformación positiva de los sistemas alimentarios.</span> <div class="field field--name-field-autores field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Colaboradores</div> <div class="field__items"> <div class="field__item"><a href="/taxonomy/term/145" hreflang="zxx">Federico Bert</a></div> </div> </div> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/user/37" typeof="schema:Person" property="schema:name" datatype="">vpalmieri</span></span> <span class="field field--name-created field--type-created field--label-hidden">Vie, 11/06/2021 - 09:18</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><p><strong><em>María y Juan, promesa de transformación de los sistemas alimentarios</em></strong></p> <p><em>María recibe en su apartamento un paquete de fresas orgánicas. Las compró por una plataforma virtual. Al abrirlo escanea un código con su teléfono y se despliega información nutricional e información sobre cómo se produjeron sus fresas. Sabe que las fresas las produjo y se las envía Juan, un pequeño agricultor de una localidad rural latinoamericana, y puede ver detalles de las prácticas que Juan realizó, los tipos y cantidades de insumos que usó, el camino que el paquete recorrió hasta llegar, etc. María se sorprende de que Juan haya usado 60% menos de agua gracias a que incorporó una serie de sensores en su finca y una aplicación que, combinando los sensores con pronósticos, le permiten gestionar el riego con mucha precisión. Eso y todas las prácticas las va registrando en otra aplicación, que le ordena y documenta sus tareas. Además, María sabe que el manejo fitosanitario Juan lo definió con apoyo certificado de un reconocido experto que consultó desde esa misma aplicación. En el último año, Juan tomó un curso para perfeccionar su producto y el manejo de la plataforma de comercio digital, y eso le permitió captar varios clientes como María, en una ciudad alejada de su pueblo. Ahora, Juan está planeando empezar a producir arándanos porque los datos de la plataforma le muestran que quienes compran fresas en general también buscan arándanos.</em></p> <p><img alt="Diagrama" data-entity-type="file" data-entity-uuid="521a2c28-17d8-43e7-997d-bba80c94b2ce" src="/sites/default/files/inline-images/Diagrama.png" /></p> <p>Si historias como estas se multiplicaran, alcanzando a los millones de agricultores de América Latina y el Caribe (ALC), no sólo ellos tendrían grandes oportunidades, sino que los sistemas alimentarios serían distintos. Se transformarían, serían más productivos, más sostenibles y más inclusivos. Habría así grandes progresos hacia el logro de varios Objetivos de Desarrollo Sostenible: por ejemplo, menos hambre por mayores rendimientos, más asociativismo por posibilidad de compartir información y, según reportes recientes, progresos en al menos otros 7 ODS. Hoy, la historia de María y Juan no es ciencia ficción. Es posible y, de hecho, existen casos. Es posible porque existe una creciente disponibilidad de tecnologías digitales que, combinadas, habilitan los elementos clave de la historia: eficiencia, trazabilidad, interacciones, etc. Estas son propiedades emergentes de procesos de monitoreo, predicción, planificación, decisión, operación y control más inteligentes (Figura 1). El desafío, de cara a una transformación positiva de los sistemas alimentarios, es hacerlo escalable sin que quede nadie afuera. </p> <figure role="group" class="caption caption-img align-center"> <img alt="Figura 1" data-entity-type="file" data-entity-uuid="9016ddc8-e0fd-426b-b357-4e9d8ae46744" src="/sites/default/files/inline-images/Fig1_0.png" /> <figcaption><strong>Figura 1</strong>. Tecnologías digitales que, combinadas, ofrecen la posibilidad de una agricultura “más inteligente”. Adaptado de Wolfert et al 2017. </figcaption> </figure> <p><br /> Las tecnologías digitales están transformando nuestras vidas, y la agricultura no escapa a esa tendencia. La creciente disponibilidad de tecnologías digitales da la posibilidad de transformar la producción, transformación, distribución y comercialización de alimentos, tal como lo ilustra el ejemplo de Juan y María. Son un medio necesario - aunque posiblemente no suficiente - para la transformación de los sistemas alimentarios. Hay multiplicidad de estudios que -con distintas categorizaciones- describen las dimensiones y áreas de los sistemas alimentarios que se beneficiarían por la incorporación de tecnologías (Figura 2). Pero de manera resumida, hay consenso en que pueden aumentar la producción y resiliencia, disminuir impactos ambientales y externalidades negativas, ofrecer más transparencia, mejorar la comunicación e integración de actores y mejorar las condiciones de vida y trabajo rural.</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">“La creciente disponibilidad de tecnologías digitales da la posibilidad de transformar la producción, transformación, distribución y comercialización de alimentos”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p>Juan disfruta de los beneficios de la digitalización de la agricultura (también María). Pero para ello, tuvieron que ocurrir varias cosas: Juan tuvo buena conexión a internet en su finca, pudo acceder a un teléfono inteligente y tenía conocimientos básicos sobre cómo usar internet y el teléfono, Juan tuvo inquietudes y pudo acceder y usar apps que lo ayudan en la gestión, tuvo financiamiento para invertir en sensores, se animó a probar y capacitarse para vender a través de una plataforma digital (antes que eso tuvo que preparar su producto y cumplir las normativas correspondientes), etc. Parece muy natural para los tiempos presentes y que vienen. Pero… muchos colegas de Juan no corren la misma suerte: no tienen acceso a internet, no tienen o no saben cómo usar un teléfono inteligente, no pueden invertir en dispositivos, etc. Entonces… ¿qué puede pasar, en un mundo que parece inevitablemente avanzar hacia casos como el de Juan, con los productores que no tienen las facilidades ni capacidades necesarias?</p> <figure role="group" class="caption caption-img align-center"> <a href="https://blog.iica.int/sites/default/files/2021-06/Fig2_0.png" id="" rel="" target="" title=""><img alt="Figura 2" data-entity-type="file" data-entity-uuid="31a9f6dc-32a3-4d55-bb3b-d2a646dbda92" src="/sites/default/files/inline-images/Fig2_0.png" /></a> <figcaption><strong>Figura 2</strong>. Áreas (grupos de cajas del mismo color) y campos (cajas individuales) en los que la agricultura digital podría tener impactos (positivos o negativos). A su vez, las áreas se agrupan en 4 dimensiones: Económica (tonos azules), Ambiental (tonos verdes), Social (tonos rojizos, naranjas y marrones) y Gobernanza (tonos grises). Adaptado de Rolandi et al. 2021.</figcaption> </figure> <p> </p> <p><strong>No todas son buenas con las tecnologías digitales</strong></p> <p>Las tecnologías digitales ofrecen muchos beneficios potenciales, pero también <strong>suponen riesgos </strong>(para muchas cajas de la Figura 2 se pueden precisar tanto impactos positivos como negativos). Al menos mientras no se resuelvan barreras o brechas importantes que hoy existen (volvemos a esto luego). El avance de la digitalización podría así incrementar las desigualdades dentro de la comunidad rural y, en un extremo, acelerar la exclusión de quienes no logren incorporarlas. Además, las tecnologías digitales disparan cambios en los roles de los actores y sus modos de relacionamiento que podrían generar conflictos y exclusión de quienes no tienen posibilidades de adaptarse (por ejemplo… ¿qué pasa con la persona que le compraba las fresas a Juan para luego venderlas en el mercado local?). Esto pudimos verlo recientemente en industrias como la del transporte de pasajeros. También la digitalización (y en especial la automatización), si bien promete aumentar la productividad de la mano de obra, podría generar desplazamiento y/o exclusión de trabajadores que no tengan la posibilidad de adaptarse. Y, por último, existen riesgos de violaciones a derechos de propiedad y privacidad de los agentes agrícolas asociados al tráfico y uso de los datos generados por las tecnologías. </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">“Se constata aún hoy un vacío en materia de políticas para impulsar la digitalización en la región. […] No es extraño que el nivel de digitalización de la agricultura de ALC sea incipiente y desigual.”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p>Deberíamos resolver muchas barreras si pretendemos que millones de agricultores de ALC sigan el camino de Juan y así transformar los sistemas alimentarios. Por ejemplo, un estudio reciente de IICA muestra que sólo <strong>37%</strong> de la población rural tiene <strong>conectividad significativa</strong>. En otras palabras, la mayoría no tiene acceso regular y permanente a internet, no cuenta con los dispositivos necesarios para conectarse, no tiene acceso a datos suficientes ni a velocidad de conexión adecuada para las necesidades de hoy. Asimismo, otro estudio de IICA muestra que <strong>17%</strong> o menos de los habitantes rurales tiene alguna <strong>aptitud </strong>básica para el manejo de tecnologías digitales (ej. enviar un email, instalar un nuevo dispositivo, etc.). Se suma a esto, que si bien crece la cantidad de tecnologías disponibles, muchas no logran pasar la fase piloto y tienen margen para ajustar su funcionalidad a las necesidades reales de los usuarios y sus contextos (BID 2021). Finalmente, y quizás lo más importante, se constata aún hoy un vacío en materia de políticas para impulsar la digitalización en la región.</p> <p>No es extraño, de acuerdo a lo anterior, que el nivel de digitalización de la agricultura de ALC sea incipiente y desigual. Son aislados los casos como el de Juan y, por cierto, no disponemos de estadísticas ni estudios para precisarlo. Así, el aprovechamiento actual de la multiplicidad de tecnologías digitales disponibles para las cadenas agrícolas es bajo en general (incluso en países, cadenas y segmentos de agricultores muy competitivos) y se observan importantes heterogeneidades. Desde una perspectiva general, el estudio comparativo global que realiza el McKinsey Global Institute (MGI) muestra recurrentemente a la agricultura como la industria menos digitalizada. Los escasos números disponibles sobre uso de tecnologías digitales en ALC reflejan lo mismo para cadenas competitivas de países con fuerte tradición agrícola: 25% de productores uruguayos utiliza dosificación variable en agricultura extensiva, 10% de productores brasileros utilizan maquinaria con electrónica precisa y menos del 5% de productores agrícolas pampeanos hace agricultura de precisión en Argentina.<sup>1</sup></p> <p><strong>La digitalización de la agricultura: un proceso en marcha, que se acelera y es que preciso impulsar</strong></p> <p>La digitalización -no sólo en la agricultura- es un proceso inevitable e irreversible. Lo era antes de la pandemia, y mucho más ahora. La pandemia aceleró significativamente el proceso de digitalización y provocó que los avances que se preveía que iban a demorar años, se concretaran en meses. Las restricciones a la movilidad de personas instauradas como medida para gestionar la crisis sanitaria obligaron a virtualizar y, en algunos casos, a automatizar (e.g., por imposibilidad de movilizarse de trabajadores temporarios) muchas tareas. Si bien la agricultura tuvo mayor flexibilidad por considerarse una actividad esencial, no fue ajena a esta necesidad. A muchos de los colegas de Juan no les quedó más opción que enviar documentación por email, hacer videollamadas, o comprar por internet, y eso los acercó a lo que hacía Juan. Así, la disrupción causada por la pandemia catalizó un cambio cultural en relación a lo digital (e.g., disminución de temores o prejuicios para con las tecnologías, modificaciones de hábitos de consumo) que da la posibilidad de proyectar una aceleración sostenida del proceso de digitalización hacia futuro.</p> <p>La digitalización de la agricultura de ALC es incipiente pero comenzará a acelerarse: Entonces, es el momento ideal para impulsar activamente el proceso, de manera tal de capturar cuanto antes sus beneficios y bloquear sus riesgos.<em> ¿Qué significa impulsar?</em> Plantear una agenda estratégica de acciones coordinadas que apunten a eliminar las barreras existentes y a promover el proceso. <em>¿Para qué?</em> Para asegurar que todos los agricultores y actores relacionados puedan adaptarse y aprovechar las tecnologías, sin que nadie quede nadie atrás. Sin que se constituyan en un<strong> factor de exclusión</strong>. Y que como resultado emergente comiencen a transformarse los sistemas alimentarios. Continuando con nuestro ejemplo, movilizarnos para que todos los productores puedan transitar el camino que transitó Juan. </p> <p>¿Qué podría hacerse para que todos los agricultores tengan la oportunidad de transitar el camino de Juan? O dicho de otro modo, ¿Cómo debiera constituirse una agenda (a escala de país) para acelerar y potenciar la digitalización? A continuación, algunos lineamientos sugeridos, sobre los que parece haber consenso en la abundante literatura reciente en el tema:</p> <ol> <li>Tanto la construcción de la agenda como las acciones de impulso que la misma abarque, requieren del <strong>involucramiento y articulación entre todos los actores</strong> vinculados al desarrollo y aprovechamiento de las tecnologías. Por su naturaleza, el abordaje de las distintas barreras para la digitalización implica necesariamente la colaboración entre actores públicos y privados.<br />  </li> <li>Hacer foco en dos objetivos centrales: (1) <strong>promover el desarrollo de tecnologías adaptadas a los contextos</strong> (sectores, territorios, etc.), para asegurar un caudal creciente de soluciones útiles y usables por los actores interesados (2) <strong>facilitar los medios y procesos para la incorporación y el aprovechamiento pleno de las tecnologías disponibles</strong>. Esto abarca acciones tendientes a eliminar las brechas digitales, con énfasis en las situaciones más rezagadas. <br />  </li> <li>Establecer <strong>prioridades </strong>(e.g., acciones prioritarias, cadenas y segmentos de actores prioritarios) y <strong>resultados clave</strong>, generar y acordar <strong>compromisos </strong>y propiciar espacios de <strong>trabajo conjunto</strong> entre actores. Como parte de las acciones: proyectar y promover inversiones, diseñar e instrumentar incentivos y facilidades (para el desarrollo de tecnologías, para su adquisición y uso), articular mecanismos de apoyo técnico y formación de capacidades, establecer condiciones para generar competencia de mercado en torno bienes y servicios necesarios para la digitalización, etc. </li> </ol> <p>Como resultados de instrumentar las agendas, los colegas de Juan debieran tener más chances de disponer de conectividad, acceder a dispositivos, participar de espacios de codesarrollo de tecnologías, disponer de oportunidades de capacitación y apoyo técnico, etc.</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">“La digitalización de la agricultura ofrece una oportunidad concreta de avanzar hacia sistemas alimentarios más sostenibles, saludables e inclusivos, aunque no sin riesgos. El resultado que genere dependerá en gran parte de qué hacemos hoy para impulsarlo.”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p>El advenimiento de las tecnologías digitales configura un nuevo <strong>“ecosistema” de desarrollo y aprovechamiento tecnológico</strong> que es necesario considerar para diseñar una agenda efectiva. En este modelo consolidan su importancia los desarrolladores privados, en especial pequeños emprendedores con un alto potencial de escalamiento (y que contribuyen a poner en valor tecnologías o conocimiento de base usualmente desarrolladas por sector público). Por ejemplo, el sistema de riego preciso de Juan, lo desarrollaron dos agrónomos y un informático del interior de Argentina que hoy operan en 10 países. El modelo emergente facilita el involucramiento de actores interesados en el proceso de desarrollo, agilizando el ajuste y aprovechamiento de las soluciones. Surgen también nuevos actores que impulsan el proceso (ej. aceleradoras e incubadoras de emprendimientos). Y se hace necesario revisar el rol que tradicionalmente cumplieron los organismos públicos de desarrollo y transferencia tecnológica. En línea con lo propuesto en el punto 2, la consolidación y orientación de estos ecosistemas es uno de los objetivos centrales de una agenda, dado que los mismos son parte fundamental del proceso de digitalización. </p> <p>Finalmente, los <strong>Estados tienen una responsabilidad indelegable y un rol significativo</strong> en impulsar la digitalización de la agricultura. Los estados deben velar por un proceso de digitalización sostenido, articulado (entre actores públicos y privados, desde escalas locales a nacionales) y, por sobre todas las cosas, equitativo e inclusivo. Los Estados pueden ser precursores en el armado de las agendas para el impulso de la digitalización, generando los espacios de diálogo y colaboración necesarios para la formulación de los mismos. La <em>Cámara del Agro 4.0</em> de Brasil es un caso tan reciente como interesante de agenda, en donde MAPA tiene un rol importante<sup>2</sup>. La Cámara reúne a los principales actores involucrados en desarrollar soluciones para la agricultura brasileña y para la difusión de soluciones innovadoras a los desafíos del medio rural (más de 50). Tiene un plan de acción para el 2021-2024 centrado en cuatro prioridades: desarrollo de tecnologías y promoción de innovaciones, desarrollo profesional, fortalecimiento de cadenas de valor y redes de proveedores, y expansión de la conectividad en el medio rural. </p> <p>La digitalización de la agricultura ofrece una oportunidad concreta de avanzar hacia sistemas alimentarios más sostenibles, saludables e inclusivos, aunque no sin riesgos. El proceso es incipiente aún pero inevitablemente ocurrirá. El resultado que genere dependerá en gran parte de qué hacemos hoy para impulsarlo.</p> <p> </p> <p><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><img align="left" hspace="12" 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" style="width:98px; height:98px" /><b><i><span style="font-size:15.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Federico Bert </span></span></i></b><i><span style="font-size:15.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">es ingeniero agrónomo y Doctor en ciencias agropecuarias de la Facultad de Agronomía, Universidad de Buenos Aires. Actualmente es asesor principal de la Dirección de Cooperación técnica de IICA, con foco especial en Agricultura Digital. Fue director de Investigación y Desarrollo de CREA Argentina e investigador de CONICET. Es cofundador de dos emprendimientos de informática aplicada al agro.</span></span></i></span></span></span></p> <p style="text-align:justify; margin-bottom:12px"><br /> <span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><b><i><span style="font-size:12.0pt"><span style="font-family:&quot;Arial&quot;,sans-serif">Nota</span></span></i></b><b><span style="font-size:12.0pt"><span style="font-family:&quot;Arial&quot;,sans-serif">: Las opiniones expresadas en este blog son responsabilidad del autor y <i>no reflejan necesariamente la opinión del IICA.</i></span></span></b></span></span></span></p> <p style="margin-bottom:12px"> </p> <p style="margin-bottom:12px"><strong>Notas:</strong></p> <p style="margin-bottom:12px"><sup>1</sup> INIA 2019 (Berger et al.), Embrapa 2020 (Bolfe et al.), Censo Nacional Agropecuario de Argentina (2018)<br /> <sup>2</sup> Más información en: <u><a href="https://www.gov.br/agricultura/pt-br/assuntos/inovacao/agricultura-digital/PlanodeAodaCmaradoAgro4.0.pdf" target="_blank">https://www.gov.br/agricultura/pt-br/assuntos/inovacao/agricultura-digital/PlanodeAodaCmaradoAgro4.0.pdf</a></u></p> <p style="margin-bottom:12px"><strong>Referencias:</strong></p> <p style="margin-bottom:12px">Banco Interamericano de Desarrollo (BID). 2021. Panorama del ecosistema agrotecnológico para los pequeños agricultores de América Latina y el Caribe (Loukos P. and Arathoon L.). Disponible en: <u><a href="https://publications.iadb.org/es/panorama-del-ecosistema-agrotecnologico-para-los-pequenos-agricultores-de-america-latina-y-el-caribe" target="_blank">https://publications.iadb.org/es/panorama-del-ecosistema-agrotecnologico-para-los-pequenos-agricultores-de-america-latina-y-el-caribe</a></u></p> <p style="margin-bottom:12px">Rolandi S, Brunori G, Bacco M, Scotti I. 2021. The digitalization of agriculture and rural areas: Towards a taxonomy of the impacts. Sustainabilty 13, 5172. Disponible en: <u><a href="https://doi.org/10.3390/su13095172" target="_blank">https://doi.org/10.3390/su13095172</a></u></p> <p style="margin-bottom:12px">Wolfert, S, Ge L, Verdouw C, Bogaardt MJ. 2017. Big data in smart farming–a review. Agricultural Systems, 153, 69-80.</p> <p style="margin-bottom:12px"> </p> <p style="text-align:justify"> </p> <table class="MsoTableGrid" style="border-collapse:collapse; border:none"> <tbody> <tr> <td style="border-bottom:2px solid black; width:589px; padding:0cm 7px 0cm 7px; border-top:2px solid black; border-right:2px solid black; border-left:2px solid black" valign="top"> <p style="text-align:justify"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><i><span 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="/tags/sistemas-alimentarios" hreflang="es">SISTEMAS ALIMENTARIOS</a></div> <div class="field__item"><a href="/tags/agricultura-digital" hreflang="es">Agricultura Digital</a></div> <div class="field__item"><a href="/tags/perspectivas-sistemas-alimentarios" hreflang="es">PERSPECTIVAS-Sistemas Alimentarios</a></div> <div class="field__item"><a href="/tags/iica-en-cumbre-sa" hreflang="es">IICA EN CUMBRE SA</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=129&amp;2=field_blog_comments&amp;3=comment" token="G44UFDlz7ibwRLpN8UOJ2hVM-HIwuxkw3LZZfNEJOSw"></drupal-render-placeholder> </section> Fri, 11 Jun 2021 15:18:14 +0000 vpalmieri 129 at https://blog.iica.int El comercio internacional de productos agroalimentarios de América Latina y el Caribe y la transformación de los sistemas alimentarios https://blog.iica.int/blog/comercio-internacional-productos-agroalimentarios-america-latina-caribe-transformacion-los <span class="field field--name-title field--type-string field--label-hidden">El comercio internacional de productos agroalimentarios de América Latina y el Caribe y la transformación de los sistemas alimentarios</span> <div class="field field--name-field-autores field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Colaboradores</div> <div class="field__items"> <div class="field__item"><a href="/taxonomy/term/39" hreflang="zxx">Daniel Rodríguez Sáenz</a></div> </div> </div> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/user/36" typeof="schema:Person" property="schema:name" datatype="">jarias</span></span> <span class="field field--name-created field--type-created field--label-hidden">Jue, 13/05/2021 - 08:30</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><p><img alt="Frutas y hortalizas" data-entity-type="file" data-entity-uuid="97676d06-d2f8-4ba1-ad93-ae67430e58de" src="/sites/default/files/inline-images/frutas%20y%20vegetales.JPG" /></p> <p> </p> <p><u><a href="https://www.un.org/sustainabledevelopment/es/food-systems-summit-2021/" target="_blank" title="Cumbre SA">La Cumbre sobre los Sistemas Alimentarios de las Naciones Unidas de 2021</a></u> abre un importante espacio para poner sobre la mesa el rol que puede jugar el comercio internacional de productos agroalimentarios para impulsar el crecimiento inclusivo, la reducción de la pobreza y fomentar el desarrollo sostenible, tal y como se menciona en el <u><a href="https://unctad.org/system/files/official-document/ares70d1_es.pdf" target="_blank" title="Agenda 2030">párrafo 68 de la agenda 2030</a></u>. Es también la oportunidad para resaltar cómo América Latina y el Caribe (ALC) está <strong>posicionada para contribuir a la sostenibilidad ambiental y a la seguridad alimentaria regional y global</strong>, aportando alimentos inocuos, nutritivos, más asequibles y producidos de manera sostenible. </p> <p>El comercio internacional contribuye a la transformación de los sistemas alimentarios, conectándolos entre sí y coadyuvando a que sean más sostenibles. La contribución del comercio agroalimentario internacional se realiza a través de al menos <strong>7 roles o funciones fundamentales</strong>:</p> <ol> <li><strong>redistribuye</strong> la producción de alimentos, aumentando la cantidad y la calidad de productos en todas las regiones, consolidando así la seguridad alimentaria y nutricional a escala global; </li> <li>aumenta la <strong>variedad de los alimentos disponibles</strong>, expandiendo la frontera de elección de los consumidores y contribuyendo a diversificar sus dietas; </li> <li>mejora el <strong>acceso económico a los alimentos</strong> para las poblaciones más vulnerables, al actuar como estabilizador de precios; </li> <li>ayuda a enfrentar el <strong>hambre y la malnutrición</strong>;</li> <li>contribuye al consumo de <strong>alimentos seguros </strong>por medio del uso de estándares sanitarios en la producción interna y en los sistemas de distribución; </li> <li>crea oportunidades para mejorar la <strong>productividad agrícola </strong>y aumentar el <strong>ingreso </strong>de los agricultores, constituyéndose en un poderoso mecanismo para la difusión de tecnologías y mejores prácticas; asimismo, </li> <li>el movimiento de alimentos de las regiones superavitarias a las deficitarias, favorece la <strong>asignación eficiente de los recursos globales</strong>, incluyendo los naturales, contribuyendo a la mitigación y adaptación a las disrupciones de la oferta ocasionadas por razones climáticas.  </li> </ol> <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" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">El comercio internacional contribuye a la transformación de los sistemas alimentarios, conectándolos entre sí y coadyuvando a que sean más sostenibles.</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p>En este contexto, sobresale la <strong>importancia de la región en el comercio internacional</strong> agroalimentario. En efecto, las exportaciones agroalimentarias de ALC representan cerca del 14%   de las exportaciones de productos agroalimentarios del mundo y una cuarta parte de las exportaciones del total de bienes de la región. En ALC se localizan algunos de los principales países productores y exportadores netos de alimentos del mundo, proveedores claves de “despensas”, según lo evidencia el índice de exportaciones netas per cápita de alimentos (<a href="https://blog.iica.int/blog/vulnerabilidad-alimentaria-ante-covid-19" target="_blank" title="Blog Indice"><u>Arias, J. Chavarría, H y Salazar, E, 2020</u></a>).  Entre los exportadores netos destacan  Argentina, Brasil, Chile, Costa Rica, Ecuador Paraguay y Uruguay.  Particularmente por sus aportes a una nutrición sana,  se puede mencionar que ALC exporta una tercera parte de las frutas que produce y una cuarta parte de los vegetales .</p> <p>Es importante destacar que durante el 2020 las exportaciones agroalimentarias de ALC <strong>resistieron más el impacto generado por el COVID-19</strong> que las exportaciones totales de mercancías.  Según datos para un agregado de 17 países de la región, durante el 2020 las exportaciones agroalimentarias registraron un incremento del 2,7%, mientras que las exportaciones totales de mercancías mostraron una caída del 9,1% (<u><a href="https://blog.iica.int/blog/las-exportaciones-agroalimentarias-america-latina-caribe-crecen-27-durante-primer-ano-pandemia" target="_blank" title="Exportaaciones ALC">Salazar, E y Arias, J, 2021</a></u>).</p> <p>A pesar de la importancia del comercio agroalimentario y el rol que cumple a nivel mundial y regional, ALC no está exenta de <strong>desafíos</strong>: el 86% de las exportaciones agroalimentarias se destina a tan <strong>solo tres  mercados</strong> : Estados Unidos con un 23%, seguido por Asia oriental con un 19%, donde solo China acapara el 13%, y la Unión Europea con del 18%.  Asimismo, las exportaciones agroalimentarias de la ALC están concentradas en un <strong>número limitado de productos </strong>ya que el 51% del valor exportado se concentra en 10 productos, mientras el equivalente a nivel mundial es de 29% (<u><a href="https://cutt.ly/nz44g0J" target="_blank" title="ISPA2019">CEPAL, FAO e IICA, 2019</a></u>), y en su mayoría son productos con <strong>poco valor agregado</strong>. </p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size: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:#3070b6"><a href="https://blog.iica.int/blog/las-exportaciones-agroalimentarias-america-latina-caribe-crecen-27-durante-primer-ano-pandemia" style="color:#0563c1; text-decoration:underline">“Durante el 2020 las exportaciones agroalimentarias de ALC resistieron más el impacto generado por el COVID-19 que las exportaciones totales de mercancías: las exportaciones agroalimentarias aumentaron 2,7%, mientras que las exportaciones totales de mercancías mostraron una caída del 9,1%.</a></span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p>Este nivel de concentración del comercio en pocos destinos y productos plantea grandes desafíos para ALC, centrados en la <strong>necesidad de diversificar</strong> el comercio y <strong>cambiar las pautas de producción</strong>; pero, a la vez, presenta la oportunidad para incrementar la presencia de ALC en los mercados internacionales, incluido el mercado regional.  Con ello aumenta y se consolida la contribución de ALC al suministro de alimentos para el mundo, saludables, nutritivos, inocuos y producidos bajo una adecuada gestión ambiental, en un contexto de recuperación ante el COVID-19. También ALC está <strong>llamada a responder y aprovechar las tendencias de mediano y largo plazo</strong> de aumento de la demanda mundial de productos agroalimentarios, como consecuencia del crecimiento de la población;  el aumento de la urbanización;  el incremento en las exigencias de mejores estándares de sanidad, inocuidad y calidad de los productos; el crecimiento de las clases medias con mayor poder adquisitivo; y  la diversificación de las dietas para una mejor nutrición, entre otras tendencias que favorecen al comercio internacional.</p> <p>Para contribuir a la solución de estos desafíos y para potenciar el rol estratégico del comercio agroalimentario de ALC en el desarrollo y la trasformación de los sistemas alimentarios, los países pueden impulsar una serie de <strong>medidas de política comercial </strong>entre las que destacan: </p> <ol> <li>medidas que promuevan la<strong> liberalización del comercio</strong>, las cuales contribuyen a facilitar el abastecimiento y aumentan la disponibilidad, asequibilidad, y diversidad de alimentos y dietas, a la estabilización de las cantidades y precios en los mercados domésticos e internacionales y a generar opciones de negocios y empleo, </li> <li>medidas de <strong>facilitación del comercio</strong>, que ayuden a mejorar los tiempos de logística, la distribución de alimentos y la transparencia de los mercados, </li> <li><strong>medidas sanitarias, fitosanitarias y de calidad</strong> respaldadas científicamente y armonizadas internacionalmente, que favorecen una mayor disponibilidad de productos inocuos y mejoran la salud animal y vegetal, </li> <li>políticas comerciales en <strong>consonancia</strong> con los objetivos, las reglas, leyes y <strong>acuerdos medioambientales</strong>, las cuales pueden promover prácticas sostenibles, el acceso a tecnologías limpias y bienes ecológicos y pueden facilitar el aprovechamiento de nichos de mercados para productos sostenibles.</li> </ol> <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" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">ALC debe continuar realizando esfuerzos para aprovechar mejor los más de 140 acuerdos comerciales preferenciales (ACP) firmados durante las dos últimas décadas, además de continuar con los procesos de integración comercial regional.</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <figure role="group" class="caption caption-img align-center"> <img alt="IICA en el comite de agricultura" data-entity-type="file" data-entity-uuid="47200d77-2a1b-4094-835c-ed380343cb0e" height="348" src="/sites/default/files/inline-images/20191011_084622_0.jpg" width="620" /> <figcaption><em><strong>Reunión del Comité de Agricultura de la OMC</strong></em></figcaption> </figure> <p> </p> <p><strong>Un espacio adicional</strong> a la Cumbre de las Naciones Unidas sobre Sistemas Alimentarios  que ALC puede aprovechar para posicionarse e impulsar acuerdos es la <u><a href="https://www.wto.org/spanish/thewto_s/minist_s/mc12_s/mc12_s.htm" target="_blank" title="CM12">Duodécima Conferencia Ministerial (CM12)</a></u>,  que tendrá lugar del 30 de noviembre al 3 de diciembre de 2021 en Ginebra (Suiza). Las medidas de política comercial recomendadas arriba pueden ser reforzadas, si los países participan proactivamente en los debates que se generan en el marco de la CM12, sobre la <strong>nueva reforma en el sistema multilateral de comercio </strong>con el fin de generar propuestas concretas en los <strong>siete temas prioritarios </strong>de negociación sobre agricultura:  la ayuda interna, el acceso a los mercados, la competencia de las exportaciones, las restricciones a la exportación, el algodón, la constitución de existencias públicas con fines de seguridad alimentaria y el mecanismo de salvaguardia especial propuesto.  </p> <p><strong>Otro espacio o área de trabajo </strong>se refiere a los esfuerzos que los países de ALC deberían continuar realizando para aprovechar mejor los más de 140 acuerdos comerciales preferenciales (ACP) firmados durante las dos últimas décadas, además de continuar con los procesos de <strong>integración comercial regional</strong> (<u><a href="https://cutt.ly/nz44g0J" target="_blank" title="ISPA2019">CEPAL, FAO e IICA, 2019</a></u>). </p> <p><strong>Finalmente</strong>, para que las empresas y organizaciones de productores de pequeña y mediana escala puedan aprovechar las oportunidades comerciales generadas a partir de acuerdos y negociaciones multilaterales y regionales, es recomendable poner especial atención al <strong>uso y fortalecimiento de los servicios provistos por  los programas de promoción comercial</strong>, entre los que destacan los vinculados a la identificación de oportunidades comerciales, al fortalecimiento de capacidades para exportar de las empresas y organizaciones de productores, incluido el cumplimiento de las normas y requisitos sanitarios y fitosanitarios, así como con la vinculación entre la oferta y la demanda, incluyendo nuevas tecnologías y medios electrónicos (<u><a href="https://repositorio.iica.int/handle/11324/11220" target="_blank" title="Anabel Gonzalez">IICA, 2020</a></u>).</p> <p><br /> <img alt="Daniel Rodriguez" data-entity-type="file" data-entity-uuid="c3b65916-fe60-41a1-8aef-5061eb72c3fb" height="166" src="/sites/default/files/inline-images/Foto%20Daniel%20Rodriguez.jpg" width="124" class="align-left" /></p> <p><em><strong>Daniel Rodríguez Sáenz</strong>, Gerente de Comercio Internacional e Integración Regional del Instituto Interamericano de Cooperación para la Agricultura  (IICA). Daniel cuenta con una maestría en Administración de Negocios con énfasis en Mercadeo y con una licenciatura en Ingeniería Agronómica con énfasis en Economía Agrícola de la Universidad de Costa Rica. Tiene más de 20 años de experiencia en el área de los agronegocios, específicamente en temas relacionados con cadenas de agrícolas, vinculación de productores a los mercados, gestión empresarial y asociativa y promoción de exportaciones.</em></p> <p><strong>Notas:</strong> Artículo elaborado a partir del documento <em>“El comercio internacional de productos agroalimentarios de América Latina y el Caribe y la transformación de los sistemas alimentarios. Contribución del IICA a la Cumbre de los Sistemas Alimentarios de las Naciones Unidas, 2021."</em></p> <p><em><strong>Las opiniones expresadas en este blog son responsabilidad del autor y no reflejan necesariamente la opinión del IICA.</strong></em></p> <table class="MsoTableGrid" style="border-collapse:collapse; border:none"> <tbody> <tr> <td style="border-bottom:1px solid black; width:589px; padding:0in 7px 0in 7px; border-top:1px solid black; border-right:1px solid black; border-left:1px solid black" valign="top"> <p style="text-align:justify"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><i>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> <p><strong>Referencias</strong></p> <p>Arias, J; Chavarría, H; Salazar, E. 2020. Vulnerabilidad Alimentaria ante el COVID-19 (en línea, blog). San José, Costa Rica. Consultado 28 abr. 2021.   Disponible en <u><a href="https://blog.iica.int/blog/vulnerabilidad-alimentaria-ante-covid-19 " target="_blank" title="Exportaaciones ALC">https://blog.iica.int/blog/vulnerabilidad-alimentaria-ante-covid-19 </a></u> <br /> Salazar, E; Arias, J. 29 mar. 2021. Las exportaciones agroalimentarias de América Latina y el Caribe crecen 2.7% durante primer año de pandemia (en línea, blog). San José, Costa Rica, IICA. Consultado 29 abr. 2021. Disponible en  https://blog.iica.int/blog/las-exportaciones-agroalimentarias-america-latina-caribe-crecen-27-durante-primer-ano-pandemia </p> <p>CEPAL (Comisión Económica para Ámerica Latina y el Caribe, Chile); FAO (Food an Agriculture Organization of the United Nations, Italia); IICA (Instituto Interamericano de Cooperación para la Agricultura, Costa Rica). 2019. Perspectivas de la agricultura y del desarrollo rural en las Américas: una mirada hacia América Latina y el Caribe 2019-2020 (en línea).  San José, Costa Rica. 144 p. Consultado 28 abr. 2021. Disponible en <a href="http://repositorio.iica.int/bitstream/handle/11324/8214/BVE19040295e.pdf;jsessionid=824DE5BE07A636EF5E7E6AA62F11A577?sequence=1" target="_blank" title="ISPA2019"><u>https://cutt.ly/nz44g0J </u></a></p> <p>IICA (Instituto Interamericano de Cooperación para la Agricultura, Costa Rica). 2020. Promover la fluidez del comercio internacional y la integración regional como un medio para asegurar la seguridad alimentaria y nutricional y acelerar la recuperación de los países miembros del IICA. San José, Costa Rica, IICA. Disponible en <u><a href="https://repositorio.iica.int/handle/11324/11220 " target="_blank" title="Anabel Gonzalez">h</a><a href="https://repositorio.iica.int/handle/11324/11220" target="_blank" title="Fluidez del comercio">ttps://repositorio.iica.int/handle/11324/11220 </a></u><br />  </p> </div> <div class="field field--name-field-blog-tags field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Blog tags</div> <div class="field__items"> <div class="field__item"><a href="/tags/perspectivas-sistemas-alimentarios" hreflang="es">PERSPECTIVAS-Sistemas Alimentarios</a></div> <div class="field__item"><a href="/tags/iica-en-cumbre-sa" hreflang="es">IICA EN CUMBRE SA</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=127&amp;2=field_blog_comments&amp;3=comment" token="D-BrK097HUFpRO4Ns-gElWX_6TowlYhPTxLCQ4apAvk"></drupal-render-placeholder> </section> Thu, 13 May 2021 14:30:21 +0000 jarias 127 at https://blog.iica.int La bioeconomía y la transformación de los sistemas alimentarios de América Latina y el Caribe: Primera Parte https://blog.iica.int/blog/bioeconomia-transformacion-los-sistemas-alimentarios-america-latina-caribe-primera-parte <span class="field field--name-title field--type-string field--label-hidden">La bioeconomía y la transformación de los sistemas alimentarios de América Latina y el Caribe: Primera 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="/taxonomy/term/11" hreflang="zxx">Hugo Chavarría</a></div> </div> </div> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/user/36" typeof="schema:Person" property="schema:name" datatype="">jarias</span></span> <span class="field field--name-created field--type-created field--label-hidden">Jue, 20/05/2021 - 17:12</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="5ece48ad-9579-4cee-9aed-4bc5267aa0f2" src="/sites/default/files/inline-images/biothecnology.jpg" /></p> <p>El <u><a href="https://www.iica.int/es/bioeconomia" target="_blank" title="bioeconomia">Programa de Bioeconomía y Desarrollo Productivo del Instituto Interamericano de Cooperación para la Agricultura (IICA)</a></u>, en asocio con el Consorcio Internacional de Investigación en Biotecnología Agrícola (ICABR), organizó el 10 de mayo un diálogo independiente de cara al proceso de la Cumbre de las Naciones Unidas sobre Sistemas Alimentarios (FSS por sus siglas en inglés, disponible en <u><a href="https://bit.ly/3eAPpcw" target="_blank" title="Paper bioeconomia">https://bit.ly/3eAPpcw</a></u>). El diálogo, denominado “La bioeconomía y la transformación de los sistemas alimentarios de América Latina y el Caribe (ALC)”, contó además con la coorganización del 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>El evento tuvo dos objetivos. El primero de ellos fue validar y retroalimentar los argumentos construidos por el IICA y el ICABR sobre las contribuciones de la bioeconomía al fortalecimiento y transformación de los sistemas agroalimentarios de ALC, los cuales fueron plasmados en el artículo publicado por el Comité Científico de la Cumbre en su plataforma virtual (disponible en h<u><a href="https://bit.ly/2RwEIi6" target="_blank" title="bioeconomia">ttps://bit.ly/2RwEIi6</a></u>)<strong><sup>1</sup></strong> . El segundo objetivo fue avanzar en la construcción de la agenda pendiente. Como bien lo habían recomendado varios colegas y expertos, además de demostrar las contribuciones de la bioeconomía al fortalecimiento de los sistemas alimentarios, es indispensable trabajar junto con todos los actores de la región en conceptualizar y construir las políticas, estrategias e inversiones requeridas para aprovechar las potencialidades que la bioeconomía ofrece, sobre todo para una región megadiversa como lo es ALC.</p> <p>A continuación, los principales argumentos presentados por el IICA y el ICABR con relación al potencial de la bioeconomía para el fortalecimiento y transformación de los sistemas alimentarios de ALC. Se deja para una segunda entrega lo referente a las recomendaciones para la construcción e implementación de la agenda pendiente. </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="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="font-family:Calibri,sans-serif"><i><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="color:#3070b6">“es indispensable trabajar junto con todos los actores en conceptualizar y construir las políticas, estrategias e inversiones requeridas para aprovechar las potencialidades que la bioeconomía ofrece, sobre todo para una región megadiversa como lo es ALC.”</span></span></i></span></span></p> </td> </tr> </tbody> </table> <p> Cuando hablamos de bioeconomía, tenemos que mencionar obligatoriamente al menos 3 elementos: </p> <ol> <li>la nueva frontera de ciencia, tecnología y conocimiento (particularmente la convergencia tecnológica); </li> <li>los recursos y los principios biológicos; y </li> <li>la posibilidad de aprovechar los dos elementos anteriores para ofrecer de manera sostenible bienes y servicios a toda la economía </li> </ol> <p>A partir de esta definición– que está alineada a la establecida por el Global Bioeconomy Summit – desde el IICA planteamos cinco principales vías mediante las cuales la bioeconomía contribuye con el fortalecimiento y transformación de los sistemas alimentarios.</p> <p><strong>La primera está relacionada con las ganancias en eficiencia y sostenibilidad que se dan en los procesos de los sistemas alimentarios gracias a la convergencia tecnológica, lo cual contribuye directamente con las vías de acción 1, 3 y 5 de la FSS. </strong></p> <p>Hoy en día existe una simbiosis ente las ciencias biológicas, las tecnologías de información y comunicaciones (TICs) y la digitalización, las ingenierías, la robótica y la inteligencia artificial. Estas ciencias y tecnologías se entrelazan entre sí y permiten que sus desarrollos sean aprovechados por diferentes industrias. Esto – que muchos autores llaman convergencia tecnológica – permite – en primera medida – incrementar la eficiencia de la producción de bienes y servicios de los sistemas alimentarios, la cual presenta enormes brechas a lo interno de ALC. En materia de rendimientos agrícolas, por ejemplo, la producción promedio en toneladas por hectárea presenta rangos de variaciones de hasta 10 veces entre países de la región. Por ejemplo, en café mientras algunos países de ALC tienen rendimientos de 0,2 t/ha, otros alcanzan un promedio de 1,9 t/ha. En arroz el promedio de los rendimientos puede variar entre 0,9 y 8,6 t/ha; en caña de azúcar entre 20 y 120 t/ha, y en maíz entre 0,8 y 11,9 t/ha; entre otros.</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="font-family:Calibri,sans-serif"><i><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="color:#3070b6">La llamada convergencia tecnológica permite incrementar la eficiencia y la agregación de valor de la producción de bienes y servicios de los sistemas alimentarios</span></span></i></span></span></p> </td> </tr> </tbody> </table> <p>Además de aumentar la eficiencia en la producción de biomasa, la convergencia tecnológica también permite incrementar la agregación de valor a lo interno de los sistemas alimentarios de la región. Este tema es de especial atención si consideramos que el 55% de las exportaciones agroalimentarias de ALC están compuestas por productos primarios de cultivos o pecuarios que tienen poco valor agregado o diferenciación.   Es cierto, hemos logrado como región un gran protagonismo de nuestra agricultura en los principales mercados internacionales, pero tenemos un reto pendiente en lo referente a la diversificación de productos y agregación de valor. </p> <p><strong>La segunda forma en que la bioeconomía apoya el fortalecimiento de los sistemas alimentarios tiene relación con las posibilidades que ésta ofrece para transformar los territorios rurales, generando ingresos y empleo y promoviendo el desarrollo, lo cual contribuye directamente con  la vía de acción número  4 de la FSS. </strong></p> <p>Las lógicas productivas, industriales y comerciales de las cadenas biológicas de valor obligan a que la nueva industrialización integral de la biomasa se realice en los territorios, cerca de donde tienen lugar las actividades productivas agrícolas, pecuarias, forestales, etc. Esto se debe a que la “biomasa viaja mal”. Por lo tanto, la promoción de las nuevas industrias de la bioeconomía fomentaría al menos tres impactos en los territorios rurales: </p> <ol> <li>impulsarían el crecimiento de las actividades agrícolas – pecuarias, a partir de las cuales se produce la biomasa requerida para la posterior industrialización; </li> <li>la aparición y desarrollo de las industrias bio generarían nuevas fuentes de empleo e ingreso, contribuyendo así con la reducción de la pobreza, el desempleo y otros retos sociales presentes en la ruralidad; y </li> <li>la bioeconomía fomentaría más inversiones en los territorios y nuevos encadenamientos con otras industrias y servicios, más allá de los temas agrícolas (servicios financieros, logísticos, de transporte, y relacionados con la alimentación, etc.)</li> </ol> <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="font-family:Calibri,sans-serif"><i><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="color:#3070b6">La nueva industrialización integral de la biomasa sucede mayormente en los territorios rurales, cerca de donde tienen lugar las actividades productivas agrícolas, pecuarias y forestales, lo que potencia su desarrollo.</span></span></i></span></span></p> </td> </tr> </tbody> </table> <p> En esta misma línea de impactos en los territorios rurales, la promoción de las bioenergías (uno de los principales senderos de desarrollo de la bioeconomía en ALC), posibilitará un mayor acceso y disponibilidad de energía para los habitantes de los territorios rurales, fomentando la electrificación – elemento indispensable para el desarrollo económico y social de los territorios - y promoviendo la producción de energía accesible y estable que permitiría aumentar la eficiencia y la sostenibilidad de los sistemas alimentarios.</p> <p><strong>La tercera vía de contribución de la bioeconomía a la transformación de los sistemas alimentarios está relacionada con el potencial que ofrecen las nuevas tecnologías para un aprovechamiento más eficiente y sostenible de los recursos a través de la agregación de valor en cascada, lo cual contribuye directamente con las vías de acción 1, 4 y 5 de la FSS</strong></p> <p>El aprovechamiento integral y eficiente de la producción de biomasa para producir diversos biomateriales contribuye no solo a la reducción de la emisión de gases de efecto invernadero (GEI), sino que también agrega valor en cascada.  Este proceso - denominado craqueo de la biomasa – permite generar diversos coproductos a partir de la biomasa primaria y residual, entre los que se incluye una serie de biomateriales para la industria alimentaria, energética, química, agrícola, cosmética, farmacéutica, etc. </p> <p>Este aprovechamiento integral de la producción resulta en varios impactos positivos: incrementos de la productividad total de los factores del  sistema agroalimentario  (en lo cual Brasil cuenta con evidencia demostrada); mayor estabilidad de los precios pagados al productor debido al incremento y a la diversificación de los canales de venta; aumentos en los ingresos de los agentes que participan en el sistema agroalimenario (gracias a que sus productos tendrán mayor agregación de valor); la valorización de las pérdidas y desechos (debido a que estos serán utilizados como insumos dentro del proceso productivo y de transformación); y el direccionamiento de la producción hacia mercados nacionales e internacionales de mayor crecimiento.  </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="font-family:Calibri,sans-serif"><i><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="color:#3070b6">La bioeconomía tiene impactos positivos en la productividad total de los factores, la estabilidad de los precios agrícolas, los ingresos de los actores de las cadenas de valor, la agregación de valor, la valorización de las pérdidas y desechos y en la diversificación de la oferta para los nacionales e internacionales.</span></span></i></span></span></p> </td> </tr> </tbody> </table> <p> Como vimos antes, la agricultura de ALC ha logrado un alto nivel de protagonismo y competitividad, pero su estructura productiva – comercial ha estado basada en productos primarios, cuyos mercados internacionales han crecido en la última década a tasas que rondan el 3% o 4% anual. En contraposición, los nuevos mercados de productos de la bioeconomía (bioenergías, biofertilizantes, bioquímicos, etc.) han venido creciendo a tasas que multiplican en 5, 6 y hasta 7 veces los crecimientos de la agricultura primaria. </p> <p><strong>La cuarta vía de contribución de la bioeconomía al fortalecimiento de los sistemas agroalimentarios de ALC está basada en mejoras de la nutrición y la salud, lo cual contribuye directamente con las vías de acción 1 y 2 de la FSS.</strong></p> <p>Si bien es cierto que la bioeconomía tiene un enorme potencial en todas las regiones del mundo, esto es especialmente cierto para ALC. La riqueza biológica y la disponibilidad de recursos naturales de la región se convierten en una ventaja comparativa de ALC, sobre todo en lo referente a las nuevas bioindustrias relacionadas con la alimentación, la salud y la nutrición. </p> <p>ALC cuenta con 8 de los 15 países más megadiversos del mundo, con el 50% de la biodiversidad conocida (en solamente el 10% de la superficie terrestre mundial), con el 23% de los bosques y con el 16% de los recursos marinos.  Esta riqueza biológica es piedra angular para que la región se posicione en las nuevas industrias de alimentos, salud y nutrición a través de la producción y comercio de bioproductos para los sectores de farmacia y cosmética y de alimentos biofortificados. Además de contribuir a resolver los problemas de inseguridad alimentaria y nutricional, el posicionamiento en estas industrias le permitiría a los países y territorios de ALC aprovechar de manera sostenible su biodiversidad para promover mejoras en los ingresos y condiciones de vida de los participantes del sistema alimentario. </p> <p>Otro de los aportes de la bioeconomía se da en la salud de los mismos actores del sistema alimentario, a través de la implementación de nuevas tecnologías y prácticas.  Por ejemplo, el impacto que tienen los organismos genéticamente modificados en la reducción del trabajo pesado – sobre todo por la eliminación del deshierbe manual - y en la disminución de las intoxicaciones de los productores – debido al menor requerimiento de aplicación de químicos.  </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="font-family:Calibri,sans-serif"><i><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="color:#3070b6">La bioeconomía le permitirá a ALC posicionarse en las nuevas industrias de alimentos, salud y nutrición, además de aprovechar de manera sostenible su biodiversidad y mejorar los ingresos y condiciones de vida de todos los actores en los sistemas alimentarios.</span></span></i></span></span></p> </td> </tr> </tbody> </table> <p><strong>La quinta y última vía de contribución de la bioeconomía a la transformación de los sistemas alimentarios es la promoción de la sostenibilidad ambiental y de la resiliencia climática, lo que contribuye directamente con las vías de acción  4 y 5 de la FSS.</strong></p> <p>En primer lugar, la bioeconomía ofrece la posibilidad de producir, industrializar, comerciar y consumir productos de base biológica que sustituyen a los de origen fósil, permitiendo reducciones netas de las emisiones de GEI. Esto aplica tanto para los biocombustibles como para otros bioproductos destinados a las industrias alimenticias y químicas, entre otras. Además, el ciclo de vida de estos bioproductos es ambientalmente más eficiente, contribuyendo aún más con la reducción de la huella de carbono. </p> <p>Además de las ganancias ambientales que resultan de tener una base biológica en todo el ciclo productivo, la bioeconomía también contribuye con la sostenibilidad ambiental y la resiliencia a través de: </p> <ol> <li>el aprovechamiento de los residuos y desperdicios, los cuales en algunos casos – como por ejemplo en café, leche, caña de azúcar y otros- llegan a representar más del 50% del peso total de la biomasa; </li> <li>las prácticas sostenibles con el ambiente (como por ejemplo la labranza cero que tiene un ahorro de emisiones de GEI cercano al 30% respecto a la labranza regular), y </li> <li>el aprovechamiento de los servicios basados en la naturaleza, que ofrecen una gran cantidad de soluciones para los retos humanos y ambientales que enfrentamos (como por ejemplo la restauración de suelos o paisajes, la reducción de la contaminación en ecosistemas, la prevención de inundaciones, entre muchos otros).  </li> </ol> <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="font-family:Calibri,sans-serif"><i><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="color:#3070b6">La bioeconomía tiene gran potencial para reducir la huella ambiental de los sistemas alimentarios promoviendo la sustitución de combustibles fósiles; aprovechando los residuos y desperdicios; fomentando prácticas amigables con el ambiente y promoviendo servicios basados en la naturaleza</span></span></i></span></span></p> </td> </tr> </tbody> </table> <p> <strong>Riesgos y balances necesarios</strong></p> <p>Un elemento importante a destacar es que  aun cuando son innegables las potencialidades contribuciones de la bioeconomía  al fortalecimiento de los sistemas alimentarios, se requieren políticas, regulaciones, normativas e incentivos de mercado que contribuyan a dar sostenibilidad a los desarrollos bioeconómicos. La bioeconomía no es sostenible ni inclusiva por si sola. En este sentido, el aprovechamiento de la bioeconomía en ALC presenta desafíos asociados a la necesidad de: </p> <ol> <li>asegurar el aprovechamiento sostenible de la biodiversidad; </li> <li>distribuir de manera justa y equitativa sus beneficios; </li> <li>incluir a la agricultura familiar en las nuevas cadenas de valor de la bioeconomía; </li> <li>resolver los posibles conflictos por el uso del suelo entre los diferentes senderos de desarrollo de la bioeconomía, entre varios otros. </li> </ol> <p>La consideración de estos temas es clave para asegurar la sostenibilidad social y ambiental de la bioeconomía en ALC y mejorar su gobernanza.</p> <p><strong>El diálogo en el marco de la FSS y otros espacios</strong></p> <p>ALC tiene condiciones inigualables para ser protagonista en el aprovechamiento sostenible de la bioeconomía como estrategia para la transformación de los sistemas alimentarios (sobre todo por su riqueza biológica y protagonismo de su agricultura).   Sin embargo, aunque indispensables, esas condiciones no son suficientes.   Es necesario construir participativamente las políticas, normativas, inversiones, incentivos e instrumentos de mercado que permitan no solo viabilizar y fomentar los nuevos mercados de la bioeconomía, sino también asegurar que las nuevas tecnologías vinculadas a ella serán utilizadas de manera segura y sostenible.</p> <p>Además de validar y retroalimentar todos los argumentos anteriores, durante el diálogo en el marco de la FSS se discutieron a profundidad los esfuerzos requeridos para la promoción de la bioeconomía en materia de investigación, desarrollo e inversiones (I+D+i), políticas públicas, fomento de mercados, bioemprendimiento y el rol de la cooperación internacional. A través del trabajo en grupos, para en cada uno de estos temas se analizaron los retos y tareas pendientes, las buenas prácticas y lecciones aprendidas a aprovechar, los actores a involucrar, así como los roles y responsabilidades.  Estos elementos serán analizados en detalle en una segunda entrega para el BlogIICA.  </p> <p><img alt="Hugo Chavarría" data-entity-type="file" data-entity-uuid="3ffdb03b-b0dd-45af-b914-0341b617ee37" height="131" src="/sites/default/files/inline-images/HChavarr%C3%ADa_0.png" width="131" class="align-left" /></p> <p><em><strong>Hugo Chavarría </strong>es Máster en Comercio Internacional del Centro Internacional de Política Económica (UNA) y egresado de Licenciatura en Economía de la Universidad de Costa Rica (UCR).  Actualmente es Gerente del Programa de Bioeconomía y Desarrollo Productivo del IICA</em></p> <p> </p> <p> </p> <p><strong><sup>1</sup></strong> El documento que elaboró el IICA junto a ICABR fue coordinado por Hugo Chavarría (IICA) y además participó en su elaboración Eduardo Trigo (IICA), Carl Pray (Rutgers the State University of New Jersey), Stuart J. Smyth (University of Saskatchewan), Agustín Torroba (IICA), Justus Wesseler (Wageningen University &amp; Research), David Zilberman (University of California at Berkeley), y Juan F. Martínez (Consultor IICA). Además contó con comentarios y retroalimentación por parte de Agustín Torroba, Pedro Rocha, Marvin Blanco, Marcelo Regunaga, Caio Rocha, Daniel Rodríguez, Joaquín Arias, Diego Montenegro, Santiago Vélez, Carlos Menéndez, Eugenia Salazar y Luis Morán (todos IICA), así como de Roberto Bisang, Carlos Pomareda, Guy Henry (CIRAD), Rafael Aramendis (SURICATA), Guillermo Anlló (UNESCO) y Lucía Pittaluga.</p> <p><strong><em>Nota: Las opiniones expresadas en este blog son responsabilidad del autor y no reflejan necesariamente la opinión del IICA.</em></strong></p> <table class="MsoTableGrid" style="border-collapse:collapse; border:none"> <tbody> <tr> <td style="border-bottom:1px solid black; width:589px; padding:0in 7px 0in 7px; border-top:1px solid black; border-right:1px solid black; border-left:1px solid black" valign="top"> <p style="text-align:justify"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><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> <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="/tags/perspectivas-sistemas-alimentarios" hreflang="es">PERSPECTIVAS-Sistemas Alimentarios</a></div> <div class="field__item"><a href="/tags/iica-en-cumbre-sa" hreflang="es">IICA EN CUMBRE SA</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=128&amp;2=field_blog_comments&amp;3=comment" token="E8tIkmTSV-6u9hbtYyR5n_bq62SwtDf1CmkfNgyVIQI"></drupal-render-placeholder> </section> Thu, 20 May 2021 23:12:58 +0000 jarias 128 at https://blog.iica.int Opinion: The Code Breaker, CRISPR, and the UN Summit https://blog.iica.int/en/blog/opinion-code-breaker-crispr-and-un-summit <span class="field field--name-title field--type-string field--label-hidden">Opinion: The Code Breaker, CRISPR, and the UN Summit</span> <div class="field field--name-field-autores field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Colaboradores</div> <div class="field__items"> <div class="field__item"><a href="/taxonomy/term/139" hreflang="zxx">Marshall Matz</a></div> </div> </div> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/user/37" typeof="schema:Person" property="schema:name" datatype="">vpalmieri</span></span> <span class="field field--name-created field--type-created field--label-hidden">Mié, 17/03/2021 - 14:13</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><p><em>Note: This article appeared originally in Agri-Pulse <u><a href="https://www.agri-pulse.com/articles/15518-opinion-the-code-breaker-crispr-and-the-un-summit" target="_blank">https://www.agri-pulse.com/articles/15518-opinion-the-code-breaker-crispr-and-the-un-summit</a></u></em></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><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span lang="EN-US" style="font-size:15.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">“CRISPR’s gene-editing “molecular machine” harnesses the precision of enzymes and RNA to accurately find and edit existing genes to achieve advantageous biological outcomes.”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p>As preparations for the <strong>United Nations Food System Summit</strong> (FSS) get underway in the US and around the world, the respected author Walter Isaacson has released a new book entitled <em>The Code Breaker</em>. Isaacson, well known as a talented historian and biographer, has written eloquently of Albert Einstein, Benjamin Franklin, Steve Jobs and Leonardo da Vinci. <em>The Code Breaker</em> points us toward a <strong>new frontier</strong>, focusing on “<strong>gene editing</strong> and the future of the human race.” </p> <figure role="group" class="caption caption-img align-right"> <img alt="Jennifer Doudna " data-entity-type="file" data-entity-uuid="7dcab73e-7751-4e43-b882-d609ad79d035" height="154" src="/sites/default/files/inline-images/Jennifer%20Doudna.jpg" width="154" /> <figcaption><em>Jennifer Doudna </em></figcaption> </figure> <p><em>The Code Breaker</em> chronicles the professional path of <strong>Nobel Prize winners</strong> Jennifer Doudna and Emmanuelle Charpentier who developed <strong>CRISPR </strong>into a practical, versatile <strong>gene-editing technology</strong>. CRISPR’s gene-editing “molecular machine” harnesses the precision of enzymes and RNA to accurately find and edit existing genes to achieve <strong>advantageous biological outcomes</strong>. It is a far different approach than inserting transgenic traits from one organism into another. (CRISPR is shorthand for “clustered regularly interspaced short palindromic repeats.”)</p> <p>On Friday, March 12, 2021, Washington Post reporter David Ignatius <u><a href="https://www.youtube.com/watch?v=cKHuuALENZk" target="_blank">interviewed both Dr. Doudna and Walter Isaacson</a></u>. Dr. Doudna made the point that CRISPR technology could be used to modify any type of cell, and it is “equally powerful as a tool for manipulating the genetic material in plants and so we have <strong>opportunities </strong>now in <strong>agriculture </strong>that were never available previously.”</p> <p>CRISPR’s <strong>impact </strong>on <strong>food</strong>, <strong>agriculture </strong>and global <strong>hunger </strong>could be <strong>substantial</strong>. Dr. Nina V. Fedoroff, Emeritus Evan Pugh Professor at Penn State University and the Senior Science Advisor at OFW Law, noted “<strong>CRISPR technology holds great potential for agriculture, increasing yields and helping crops adapt to climate change. Many CRISPR-modified food crops are ready to go and a few are already on the market</strong>.”</p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0cm 7px 0cm 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span lang="EN-US" style="font-size:15.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">“Summit organizers and participants are charged with making ‘game changing’ recommendations across food systems to help eliminate hunger on a global basis. It’s hard to see how they achieve that goal without embracing cutting-edge science at the heart of the food chain.”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p style="margin-bottom:10px">The underlying <strong>rationale </strong>for the <strong>Summit </strong>is a painful recognition that the world is <strong>not on course to meet</strong> its 2030 Sustainable Development Goal (<strong>SDG</strong>) <strong>#2</strong> to “end hunger, achieve food security and improve nutrition, and promote sustainable agriculture.” Summit organizers and participants are charged with making ‘game changing’ <strong>recommendations across food systems</strong> to help eliminate hunger on a global basis. It’s hard to see how they achieve that goal without embracing <strong>cutting-edge science</strong> at the heart of the <strong>food chain</strong>.</p> <p style="margin-bottom:10px">The Secretary General has selected Dr. <strong>Agnes Kalibata</strong>, President of the Alliance for a Green Revolution in Africa (<strong>AGRA</strong>), to lead the Food System Summit. Dr. Kalibata is an entomologist with a <strong>deep commitment to science</strong> and helping Africa grow itself out of poverty. The Secretary General’s selection of Kalibata also sends an important signal of what the Secretary General has in mind. </p> <p style="margin-bottom:10px">Founded in 2006, <u><a href="https://agra.org/news/wp-content/uploads/2021/03/Success-story-Rwanda.pdf" target="_blank">AGRA </a></u>is a <strong>farmer-centered, African-led</strong>, partnership-driven institution that is working to transform smallholder farming from a solitary subsistence struggle to a business that thrives. <strong>Agriculture </strong>accounts for a <strong>large percentage</strong> of the <strong>Gross Domestic Product</strong> in Africa and is the continent’s <strong>biggest employer</strong>. </p> <p style="margin-bottom:10px">The <strong>United States</strong> will have an important <strong>role </strong>to play at the <strong>FSS</strong>. President Biden has reaffirmed his commitment to the United Nations and other international bodies, including the North America Treaty Organization (NATO) and the World Health Organization. Under the leadership of Secretary Tom Vilsack, with input from the Agency for International Development (AID), the State Department and the White House Office of Science and Technology Policy, we can expect a <strong>strong commitment to eliminating hunger</strong> while protecting the <strong>environment </strong>and <strong>gender equality</strong>, consistent with the other SDGs.</p> <p style="margin-bottom:10px">In <strong>2018</strong>, the <strong>European Union Court of Justice</strong>, however, put a spotlight (some might say “target”) on <strong>CRISPR technology</strong>. The EU argued, broadly speaking, that CRISPR plant science applications be evaluated under the <strong>same regulatory framework </strong>as those GMO’s that rely on <strong>transgenic </strong>modification. The court’s decision was the focus of an <u><a href="https://www.agri-pulse.com/articles/11547-opinion-the-eu-gene-editing-decision-parliament-should-not-let-it-stand" target="_blank">article</a></u>.</p> <table class="MsoTableGrid" style="border-collapse:collapse; border:none"> <tbody> <tr> <td style="border-bottom:1px solid #0070c0; width:589px; padding:0in 7px 0in 7px; background-color:#d9e2f3; border-top:1px solid #0070c0; border-right:1px solid #0070c0; border-left:1px solid #0070c0" valign="top"> <p><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><b><span style="font-size:18.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#4472c4">Also see:</span></span></span></b><span style="font-size:18.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#548235"> Gene editing: A path towards precision biotechnology in agriculture</span></span></span></span></span></span></p> <p><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><span style="color:black">In page 56: <a href="http://repositorio.iica.int/bitstream/11324/8214/2/BVE19040295i.pdf" style="color:blue; text-decoration:underline">The Outlook for Agriculture and Rural Development in the Americas: A Perspective on Latin America and the Caribbean 2019-2020</a></span></span></span></span></p> </td> </tr> </tbody> </table> <p style="margin-bottom:10px">The United States and many other advanced agriculture countries recognize that <strong>CRISPR </strong>is substantially <strong>different </strong>than transgenic modification and merits a <strong>different review framework</strong>. It remains to be seen whether such <strong>divergent scientific approaches </strong>emerge as a point of friction at the FSS culminating this September as a part of the UN General Assembly in New York.</p> <p style="margin-bottom:10px"><strong>Other global players</strong> will have important voices at the FSS, including: </p> <ul> <li style="margin-bottom: 10px;">The UN FSS leadership including the UN’s World Food Program and the Food and Agriculture Organization.</li> <li style="margin-bottom: 10px;">The Tony Blair Institute (founded by the former UK Prime Minister) now has offices in over 20 countries, has made agriculture one of his major areas of focus, and is very respected at the UN. </li> <li style="margin-bottom: 10px;">CGIAR (formerly the Consultative Group on International Agriculture Research) has been advising policy makers on agriculture for 50 years.</li> <li style="margin-bottom: 10px;">The Inter-American Institute for Cooperation in Agriculture (<strong>IICA</strong>).</li> <li style="margin-bottom: 10px;">The Rockefeller Foundation (RF), the original supporter or Dr. Norman Borlaug and the Green Revolution, is now headed by Dr. Raj Shah, formerly with USAID and the Gates Foundation. </li> <li style="margin-bottom: 10px;">The Gates Foundation which launched AGRA along with the Rockefeller Foundation.</li> <li style="margin-bottom: 10px;">The Syngenta Foundation.</li> <li style="margin-bottom: 10px;">Volcani International Partnership in Israel, and many others, are all deeply involved in the effort to eliminate hunger and can be expected to participate.</li> <li style="margin-bottom: 10px;">The Seed Systems Group based in Kenya is led by Dr. Joe DeVries, formerly with AGRA and the RF.</li> <li style="margin-bottom: 10px;">Dr. Akin Adesina, President of the African Development Bank is the former Minister of Agriculture in Nigeria and VP of AGRA, and</li> <li style="margin-bottom: 10px;">Many others.</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><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span lang="EN-US" style="font-size:15.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">“The United States and many other advanced agriculture countries recognize that CRISPR is substantially different than transgenic modification and merits a different review framework.”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p>It is reasonable to expect the <strong>EU </strong>to try and further an <strong>agenda </strong>consistent with the EU’s <strong>Farm to Fork 2030 Goals</strong>. Their Goals call for the arbitrary, across the board, <strong>reduction </strong>of <strong>pesticides </strong>and <strong>fertilizer</strong>. Paradoxically, <strong>achieving </strong>these <strong>goals </strong>can be vastly <strong>facilitated </strong>using the newest <strong>CRISPR</strong>-based gene-editing techniques. </p> <p>In short, the FSS presents both <strong>risks and opportunities</strong> for <strong>American agriculture</strong>. It is important to stay informed and involved.<br />  </p> <p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><img align="left" hspace="12" 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" style="width:151px; height:151px" /><b><i><span lang="EN-US" style="font-size:15.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif">Marshall Matz</span></span></span></i></b><i><span lang="EN-US" style="font-size:15.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"> specializes in global food security at OFW Law in Washington, D.C. He has devoted his career to representing clients that are increasing food production and improving human nutrition in the United States and around the world. In addition to his law practice, Marshall serves on the Board of Directors of the Food Research and Action Center (FRAC), World Food Program USA (which he co-founded), the Congressional Hunger Center and the Lower Brule Sioux Tribe Farm Corporation. </span></span></span></i></span></span></span></p> <p><br /> <span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><b><i><span lang="EN-US" style="font-size:12.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="font-family:&quot;Arial&quot;,sans-serif">Note</span></span></i></b><b><span lang="EN-US" style="font-size:12.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="font-family:&quot;Arial&quot;,sans-serif">: The opinions expressed in this article are the responsibility of the authors and do not necessarily reflect the opinion of IICA.</span></span></b></span></span></span></p> <p style="margin-bottom:11px"> </p> <table class="TableGrid1" 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; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span lang="EN-US" style="font-size:12.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="font-family:&quot;Times New Roman&quot;,serif">If you have questions or suggestions for improving the IICA Blog, please write to the editors:<b> </b></span></span></i><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><a href="mailto:joaquin.arias@iica.int"><i><span lang="EN-US" style="color:blue" xml:lang="EN-US" xml:lang="EN-US">Joaquín Arias</span></i></a></span></span><b><i> </i></b><i><span lang="EN-US" style="font-size:12.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="font-family:&quot;Times New Roman&quot;,serif">and </span></span></i><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><a href="mailto:viviana.palmieri@iica.int"><i><span lang="EN-US" style="color:blue" xml:lang="EN-US" xml:lang="EN-US">Viviana Palmieri.</span></i></a></span></span></span></span></span></p> </td> </tr> </tbody> </table> <p style="text-align:justify; margin-bottom:11px"> </p> </div> <div class="field field--name-field-blog-tags field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Blog tags</div> <div class="field__items"> <div class="field__item"><a href="/tags/perspectivas-sistemas-alimentarios" hreflang="es">PERSPECTIVAS-Sistemas Alimentarios</a></div> <div class="field__item"><a href="/tags/sistemas-alimentarios" hreflang="es">SISTEMAS ALIMENTARIOS</a></div> <div class="field__item"><a href="/tags/iica-en-cumbre-sa" hreflang="es">IICA EN CUMBRE SA</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=117&amp;2=field_blog_comments&amp;3=comment" token="rRL3fYbu59HvJi-i-TS8O4Aqnp2rczTlOhMO5mvqyvo"></drupal-render-placeholder> </section> Wed, 17 Mar 2021 19:38:45 +0000 vpalmieri 117 at https://blog.iica.int https://blog.iica.int/blog/opinion-code-breaker-crispr-and-un-summit#comments