Hugo Chavarría 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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/X+Jf3+O/b4H9n7l62diJxvv8Jj9gVVP83A67ML8Ob8Erzme88PkKcNkxTn6Yv7496ivqquZy4YiIzFQ5G5ZBjS5g1UuX91fGf8OqYDzg6NxZVR7fBo6Vd4tnEmqlnPq7awZ6Tfr9w0G2UbZuDxmsnUjRH4ZUwX7O4Zih/aeGAt+d49IBZ7+sdiTTtvLAizx6I4HZb3COBvJbVfNN/AqcDYKxn5NcaCMe/rxsg/37Oo9QQGD2gOB27LfIsra4GXs8Hb6ekJPV3sVf57uOsU/1KzP6vHOsAaLjUjnD7Az8UBYwePJ9eZ1P1MnD1N7n9Nxo2L95ByLQOXTl3Bsm9+ZP5PxNBBUxAb0xFNm4jPN/T9Tci1MQZkbMK/0aRpU3rEpqo3NKPuWDOWnWwt1XcKZtyFU3ui/OgFqU8Lpg5g77ET1y5T+39dhqSTi/Bg2xTyPQEvdo0j5+z3DkzG873T8Y58vjk0g3o/DR9PLqDfnkotpz5vps87NhuvTi/Aq1PM0YNzUb13tqrvKeT71rQeuDO7BxLn9UTSzB5Ind0XqQsGI3nel7gxqTsuj+3Iut8JF0Yl4OKoeKSzdyhaMZwxMAx59HElKycqzsXP5Xw3FnnLJ+LalL7Y2ysCG9r7YE1bPTYw79d1Zyx0DcGOofE4OmcgLm6cjqSzqxX/ZmYtan2g2d94NdYDoycwbhvzX+JE5laMMSC5b9QHVReorbb02A6sATrmvw/596NG653pB6nz3uRfTw2wZw2Q833BPuAz9gNSDwL1jgjTu6BNUDQObjlNznNx4VwKrlxKxfULqbj5SyKun7+BbRv2YcTwGeR/Gnp0G8S6bommzZoYNKDW+8nrZuS7qYnw34Q1QtAYps0aw5Ia4MDv6crv6ENtCtbrEOkj/LuhdZAbDm5fiMzbm3CPnD5gra7cRU+3bzxe7x/HPn0SXv40Gy/J6Wv6uQ/s9f5gjlexFuR+P4yeYCbenFiImjML8PzIXPYH9PjkPZt6f3tmV1ye1BE3ZvRAykJyvqgf0hf0Q+q8frg7pz+u0+8L34ILxK9j2iNxVm96hIHIWcxecEpX3J3QDenT+7NODETKN0Nxd+Fg3JzzJc6M7IwDfWKwg7yv7eCH5cz/LQPjcHUt+7/r2/A49RCepB9GUfpBxaEx36UOGPRAuP9LE/7JvTE2jDHQqk7f8JcOmKu5Yjtb4d8KjvbUAPLu7kL9d6IGONrDx40ewMMVbqwFljyuEfmQeeFGDerDgf18pOgxveLCiXNx50I6rp6jDzh7Dz+fZR04fQ3Xf7mGo3t+wuTxszFkyGQMolbYO7qjfsNGMDOX79YMzekFTZs1hEkz8YRNVCyIDjRlHDTjvpZmTWBl3hz2jF0ddcdXR//h5cie0AXB7h6YM3oAci6sweMjM/Bs53i8PzgNb44yz2VO98AMpflqbufk1/h0dgleHp6Fx+tHongr4+P019T7b9jnzUXl1il4snoM8pYNYX73xt3Z3XBvQR/2YwOo9wOQMp8xsHAAkhcMwB32+temdafnj8eV8fG4NrEjkmb1wYNFQ/FoyWCkz+2FG5M74ubEzrjDviBlZh/Wj4G4Ors7To2Jx7GB7bC3WwTWdfDGpoEROP/9CGRf/h6FqTuRm7IPucl7kZO4Gzl3dv5f+Tdw2+JvfcFfx7f4k/+6MaLiwMowL2jLHktiwJ4x4Ez+ddR0mQ/2phZ40wv66t2gp/+2trGEKXO2YcP6KgaakZ8AT1f2g57oHMf/ad9Z/Erefz6bhPMczx+/jBs/38DVM5ewZMFyDBk0AV99NRE+viGoV78hmrekx+N3a25movxgU5PGhvwn941ZF2SuqCE9R2N6TjPTxrBvZQZ3fsdgTye0j/RFz3ah6BcXhRHxMTgwbxSe0F/9fnQ+PhyagndHqPHHZ+P9Ufq9YwvI+zd4e+4bleNPGROiCTXHF+AF+/qqQzNRvG0iitaNRfH68ar/y142CJns63OW0+9/T++/bDDzn3HA/k/4T6YHSJrbF/fm9KYm9Mf9RYPZGw5HzjfDcG9GTyTP6sHY6Y9k9oE3qQGnhrXDsaGtcWZINPb1DGTO+2D9wHD8vGowHv2yCqX3diM7ZTvuJ+5E9t29yE3cp5B9Z+9/5F+4N6BVLe9mfzuurk807vtnHBivEQn3EgMCuR4g/HvSB8r1Fz37Px/WAG83ZzVXaMHjpX8XH9igfj3GT0sEB+gRoPfC9PEz8fP5Wzh27CrOnLiFMwcv4dfjV3CbPnDL2u0YPXI6RowQDxBPL9lEzfeYtDBDk+ZmrP2mKu8bN26gOK/PGGvYqB7rDHm3MUcAe9HWAT7oFBmMHm0j0LdDDPp1iETfdoGMgWAMiAjC/B7RuLV2DN6fY5/903T8fmwW/ou6/q8Ly7jvWzw/OR+VrP/V5P4N6/xz8l6yZSyebBqDJ/R/j7dOQuGWiWqeWGIg67tByF7BfF4zUvV/grzV7AWWDkHaoi/p4QYhY+GXeLBkKO5//RU574+bk3vg1uRu7OkGIYUx8Qs94a6OvlgR54kf4/2wr70f1rZxxaZRrZH68wqU5uxHQbrMU+9FdtJh5CQfQ17yUTzk+CjlGB4SUr8NnNblvaWaRzfmf12uja+Nuf9PGH2joVdoCVtrQw2w4Sga4Er+dfRaAokDmROWawOehOiFCXmqV/8LfFHvMzRkL6ej/gd56dEuIgaH95/CiRPXcPLwNRzZ/jMObTyJ66dv4fShM5g6cSGGDZ1ED9CPvLZAI/YBzegBGzPfRVOaNvoCrUwbwM7CFG5O1gj0dkHbcF90i4/AgI6x+DI+Cl8mRKMfx56tQ9GNvPeOD0af9uHoEhOE9sE6DGjjifMrRuMTc+qP84vx7wvf4L/YG9RQ918dn4fn7PvLd09mTz6evI9GMfvDip2T8FTm+HdQ/7cTmybg4ZoRyFn1FXLJeeG6MSjaPA4Fm8fi0Y/s+5YNRe63Q5DLep7FPiCR/Z/4/wsjO+DnYfE4+1Ub/DQoGpu7+WF1nCtWhjthWZQ7lsd6YlVbD5yY0xeF13eQ+zPITzuBwvQzrPO/oCTtEkrTLqM8/QLKCBkrMi7+R/6N19BkX13+jbltjIW6uV/XI/7ZE9pIH9CKfaBcS6z1AuID6P0FelfDnLC/K32AiwscbG3QgnrdoGE9fN7gC3xO3lry3P4uzgh00mH+1Pm4dDEJJw5dwc41R/HD/K04uv0krp2/jqUL12AE+R88YDhz2h6N6tdHK3oA0R0PV5lTcEUH6nq31kHoFR9KbkPRJz4EfZjj/dsGom90APpEB6JXbAi6RwehR2wo+sdEqn192vmhX0IIugQHYHCUL66smYh/XfsRf/yyWHm7KtZ/ueZTumUcHq0eisLVX9HfD0fxjvGo3DcNT/fNwtNdM/n+ZBRtGI/89WNQQBRtHKeQv3E0ctePwKN1o1D4w2gUir//dhhylo7Anam9cHpIHE5+GYMjfaOwswv79ngPfBfjjBUxOnwfRUTqsCDCDvtZLypTD6MyjxxnXMXztES8vJ+MV1kpeJWZhFcZd1Fz/5bC68yb3HejTu6a/Vn7jdfPBXU1vy7ff15Pq+MH/8Z97TygeEB1DUHmA9gHOrAP1NEHuNH/i/570wP6UAO8CFfWALkG1bgxawD7gM8bNEQ9xoADz+Fl70hd7oljh87iyOFfsGX9QSxb8CN2b/yJPjAR2zfsweghYzGga2+0Dg5BXFAA2kYEoh257NImnFyHo19bct46gNz6Mb/9WOOZ320YA7HB6B7F/TGB5D5Q8d+TcdAvOgz9mPt9WzMGFMLRPswH/SP8kfjDLPzrIv3ekTko3T5X8Vbw4zBiCJ5sGEENkGt7UxWKGBdP2DM+3jyB+T4STzYK9/QD2ybhyc6pKOT4aNM4PKQW5LPGPFo1CnnfDkfq3KH4eUR77OsVyroehj09QrC3ezC2dw7A+o5+BGOhnQ8Wh1ph8+AYlF8/gtcPb+F59iVyexVv0m/hQ9YdvM+6hff3b+Bd5jV8yLyMD/evcj+3s/7Of13e/4Log4Fr2TZeS6+Lur7PqP3G+SC5DmCr1gYY4OBoWBMi8z/uqh8wzAMI5FqRpUUL9mwm5N3A/2ccpSa42NrD19Uby75ehTMnr2D92p34eu5SLJ77Lb6e9Q3GDRuNzq3bICEiHF1jI9CrbSQ6kcMEcto5Nghdo/zQPZKcM3+7R/uge5tAdCGn3XlMr9gwdIn0RxfGQDfy30PigZ/rQU3oSXTjZztTO7ozZrrxcwkBvpjA8xfun4cX9P8l66cw7+kRN45C5e5xqD40DdUHZqFq/yzWg6ko3j6R2s8+fet4lLAmiE6UbJ2Asj3TUMLaULRtKjVhInK+H8W6wBqwfDgSZ/dl79cFJwa1wcH+0TjQPxL7+kVif98I7Owegs0SA+ztvo10wfL2Hig+uQH/engHL9Mv423Gebyn7r9LO4cP6T9z+xzep51V40e+9zHzF3y8f5H8X/5bH29YM2FaJ/f/4v8/1fp/ej/j3JCxDvztemHt3ID0+m5Ohvx3ph/Q0RN6sg54ujmqmmBja4EW9Jv1GjXAZ/SAn33xubo+ZEMv6uXujV5dB2DetK8xuPdgdGvbAfGREYgJ9FXzdu0iAtCe/HUiZx2jfREf4Uf+Wbuj/NEh3AddwgR6cutLn8fjYv3Jqz+6Rhh4l+0utVDbYd7oEuqFLuHe6BbjryCx0y0qGDE+Xvh+bB88P74Uz1jXn++ZjecHprPXm4aXR2XNx2zFfckO1v99M/B0v/QBE6gLE5Q2lGybjLKd01FIP5C7Zixy6Csylw5D2uKv2P/3xc/s94+T+xND2uLkVwk4ynH/QPb0/cOxvXcYtnQJxtIIR3o/D+Ts+g7/T941vE09jzcpp/Ah+TB+Sz6Ij/cOEdy+dwS/3zuG31KP42P6KcbAGXzIYGzc/1lxJ3NlhnUyhrUTpmr9zP+p/3XrwD9joC7qesR/9oU2NpZqvk24l9FV1ojIOiFna7g528CZ/qClWTM0oVdv0rQBLFqZQGdvgUBPF0SFhBDhiA2kvgcEEN5ICKFvJ88diQ4RvugQLTkarLhtx3xvQ48XT/46Rviga7jAi1z7oGOMD4/1RVfGivDfnXEi+d+Z5zGiKz/XlTHQVXI/JoB/x1udozPjKSaUMRMZhrS9q/Dpwhq8/WkhXrMWvDw6g16Q47GF7AHmqN7/5U/zVAyU75qCij3TGRfTWTPoF7ZNo96Px4PvRiJ1Hr3erC9xc3pfXBjXGUcHxeEQ8/7okDY4QhwaHIc9X0ZhY+8grOvsg+/j3LChayDydy/F/7j/C2runcabxGPknlwnHcSnpN34dG8H/kjbS+734w/GwR9pR/Ap7Sg+CjJO4GPWacW7YY2M6V9rZyT///QCJn/n28zQVxtf/6ea8M85RPFwcm2ulblcU2wFR4kBQtZhOSkNsIE34edkCx9He3g62MGbfjCYfVmbEA/mrhfah3oyv/3JJ/U31AftQ/T05Hry46vQmbx0lP3cbk8+24X7IY6vY0K80JYcdjDmMvO/c7gnOkR5Kf67RJL7yCBD/jNWhPeO1AlBN56zGz/XLUr2M4bC9egUFoT4MH6XcB1i9D5YOHYkXt7ch5pDrAWHZ6LmJPs/esK3Z5bi/aklqFFxMBeVe6n17AWKd9EP7JiM/A2s92vG4MGy4UiZ8yVuT+iHS6PZyw9JwOH+cTjQJwoH+lLv+0dhd98w7OgTgq29grGhuz9WxjhhfTsvFO0h91lnmPNHUZN4CO+TDuFTsuAwPqXsIdfb8ClV4mA/Y+An/E7ef0s/SBwm/0eY/8fQQvKe/Jup/JdtE3XtpKUpuaQGNDczXCs1I3+yXZf7li2MnuCv2FAx8WdccGQ/Yco4MpVjTekRzVrA1tIMjlZmrOnUdCcbBMr6L28dWgd6El5oHcS8Dgskl6Lb5C5UuPbg7+/LHj1A5XK7EE/GBOOC/LYP0qvtDuQsPtQbbbmvHY9tw9cxwZ6ICfJEW47qWJ6rI2OgCzntyLyWc3aNCuS2P9/zRnu+bsu4akd0JP/tgtwRz78dz/hrzzhMCKGehHrwXK6I9dajTVAwrh/cgN8vr8fbY9OZ+7Px4qSs41qMV4fno2rvTJRtm4LSzZPx+MexKFg7DnnkPWPpV0hnj3d7Vl+cG9kRxwfG42DfWOzpKTU+hrU+mjofgG3d/bCxqzd+6OKN7zt7YVmcE9a290L+lgX4N/v3Gvb1b5L3433ibuY+uU7ZS83fT8534/fU7cRO6v8ejgfwe/oBcr+X2E/+icyDaCH1vnadpImZ6IDMmZqgpQlzlnzJnJwp+TSVGsHtFqL/ZmaKe+kPJVaamxpjwOAZJE4MazBNDT24zMXw3K0YB65W1uz3bRCid0Kkjw6x/vxtqeHxYeQmknkX6af47UQtF01PYB63Y07LMZ3DqMFhfjyWqN3fhjneJoTxQi5l3q4dOWpLrtoQseQ6irxHBwr/XuTNh/zxWHIbH+ihIHneQThX5/Fh76BHtJ8b4UFf4Y7Wcq6QWvB88dSj9oynhCDGqb87Qtwc8O20iXh9m3X2zDy8PrkAT48sQfXumSgn7483st//nv3eSub70lHIXDgUybP74fqUnqzxnXGCPf3+AXHYRt539IrCrt7R2NM3Djt6R2Jd1yBy7Y0f472wOkGPBZF2WBJni9zts/C/Mo7h3Z29eEO8v0vuE3eR/114n0Kk7sJH5v3vjAHh/lPqPmo++Sb/H4iPGYfZB/zEnuAomjYjRyYyR2aGxsz5poSskVDXz+m7m5s2JN9NyHcTNVfeonlTxb1cM1T1QjxjrW+UNXdGyHV2ub5iYdaQns8Mek8HRJCDBGqz5FsX0VvW27bM79ZEe/KdIDFAPjpF038RCeS/NXlpzbxtEyz5zfoezjwVDWCP1p71oB3fb0tO2zF321GrE3ge4TDG343azxjge9EBHsxTvQESC4F6wgOtAyT2GC/cF8d9cdSeWO6LYUzKGM1zxAXxOPLdhnEkY1yAm+K9tb983hOh7s6MI1+kHNyEtxc34vnRRawD81C9azr7gcnU+LHU+JHIWEJPT52/MqEbTn/VmrU9Avv6RGAvdX5Pn2js6Elf10MQhm3dQrCuYzBWxYdhVawv1sZ4ssd35LYDMjdMwP+bcQi/M9/f3tmFt4nkP/EnfExkPU8h0k6T5zP4RI/3MeM03meyD7hP/5/1M95lXSAu4f2DK8Q1vMu9Qf5N0NTEVMVB42aGa+Qmpk1gadUS7joHhDAXwvm/hvi6wVtnC3tz+gFTw1o6qR3NmzVVaKFeUzvkPZMmar7Ph5+P9XViH+6JeP4fXdk7daWH7kSt7ii1WHFMvSY6Se0Nl5z3NeRytNR6b3JIXshnrHBEThJUffenBvgq7luTUwO8DBySEzk21t8TUcxfQSw/L/ETK3nN/0OOUXVG4iDYWyHGX69yPlbWgHBbRomHuADZ9lQ6pf6Gig93dc9ArB/jzM8bPuxr182ZhtJfDqF4x3xUM+8r6e0K106mzrO+LxqC6zP74eTIDqzp4djW2RebOnhhU2fR91CCnLO339QlABvY169jzq9s7Y6lMS5YFu1E3h2xvosbsllD/puc/pZ8Au+SmP/0+u9SyXP6NXzKTMSn+0n49CAdn7Lv42NOOj7mpeF9XibecPtN3n28fZSDtw8f4m1+PmryC1BTUMgcbYSmDeuhSSNDn21n0woBPs5oTY/ciXz1SohU6BQXRM8ciFjmg7erLTycrOHjZg8/dwcE6F0Q5OWMQL0DR0eE+rmgDXW8M3O8L+tqT3rnjpH0X9T3zuS0M0djP9VFeXA/9CCn3ZnXXaJFE8gFdTaa2hvF2mvg0cMQA4GeikuB8CCvJf+FI6XZ/p6KN/EQMXwvmp+PlRrg76byXdYXxkqcyPsBHmpbce+rV9cbY3zJsb+cT2DUBL06r5xfwdcdYXpXwg0RXl70rXboFhuBG7u3s7bPQPG3Q5G9bDS5H4XEeYNwZWpfHBvWAZt7hGIDa/e6dp5YR02X/n19p0Bsps5v6OKDHxI8sKq1K1bGsaePccDSMHO+dsJ37fWY29kP5bfo3x8ksa9PpHbfI9LwITsTH/IekesSfHxYhvcPq/Dh0Uu8z3+ODwXVeFf4DG8Ln+Nt0Wu8K35DvMVboqb4A2rKfkOYrwv9tiUczE3h7mANf08nBHo5kVM7BPs5Uns9VH3swp6nZ5sg9s3MX+EzOlihcwx7LUJqd4dI1tgIPfNXRvZZjIFeoX7sn31VPTf01XwdG8jfS+ZkAtBD5ttYE+QYqf3iv2Kps5EB7or7SP79CPIvOhDFfaLLRv4FosmSl8JhhLc7uRGevJifjBs/d/WZSF9X5iljRdb5Mm8jeUwkczeMx4eSwxBPHcI9eZwXY8BHzkNwjCLncl5Zkxjp64EwLx19iwtCvFz5GVcEuMlaZvYpspaJMbBt2Uokr5iNW+M64drk/rg4oSfOje2KI8MTsKt/DDZ2C2Zu+2J9gi9rug/WdfBnLyf7uN3WXc3nfxflhMURDlgSao3vI+ywunMo+ujtEc2/lXnzOt4XlONtbgne5slYxnyuZD6/IM9vyDN5LfyAN0V/4M3jP/Du8e/k/Q+8ffIv4t94U/I/8a6MY6ngf6Km9L/Rzt+VOkpuYsLQhr+Js0ULWNHnWZq3grWtFdxdGQceLkgI9EEP9sy9Gb/tY32YU778XcgB+2DpsduI5yYfcazh4rmEp3jy0ob+uQ25iw+Te6281NhJ+GbP1YN/s3tMKLpEBCm9iGYdiA6W+8F4fupqBDU3iN8v1F+n8j9C7hMijDEgui8aIFD5K5zVIsJL8pT5rPLVoPsR5C7S25MjIVzr9Qj1cDfAnXHgLvceGBDMz4fQn4awLwkWvjkGMDdknZivpyPzwxl+on/0f+HUQDcbGwweOAIXNizHwcFtcWRQAg70i8Vu9vDbB0Zja+9wbO3CPO8QSE/np9ZhrYkX6Knv7lgV5YYV4U74JsgKS0Mtsba1C35kbPRhftqyl3K2c8DPx07iY/kHvHj4Eq8La/CKeJn/iuM7vHnyETVFH/CqFq8ff+S+Pwx4/C/i33j7+H+ouKh5YsCbJ//FHkaHQJ0Tf0PW3+gwcuqtroU3b9KQfQG9XitTOFlbwc+ZWkAOural747yhj//bx/GfThzRPos5b9Yj9sxx9tGGrx5O1VbmZ/MQRkTyL+gY5j02KL7cp1FrreEIJ6fi5bYIbdR/lJXvfi761QtCmH+RpBjI//Cd2xtHTZ4dTdE+XoqzoPdXRCur40H7gvzpn9hzkdQs4Mld5nrYZ4eCBV4kGPFuwFBRKDwr/dQ9yn5sS/1c3dSo7+HM/2PXLOyU9eTvLjt7WIPXxfWPFd79rFOCAuOxLltG7BrRE/6tyBspa5v6RGMrX1Y33uFqXX66zuKztPPMd9XtXXDd6zvi8OdsSDYCYuCbbEyzBY72jpjM4/rF+AKB5NGzEULODk64pcTBv6f1/Jf81hi4DVeFL7CS75+UfCa46tavMTLAsFrxsNbvGZMvGScyDHquAI5voYchCFI5wpPO1v24S7oHBdB7Q6Gu605zJvWp59rwr7NDLbm5vB1daAHCFD6Letk3J1tEezD/AsweGPxZOLNxbcnsJ53lLlY9tCdaudTlMdjHZDXMn8jr2XeTdCe/MdSQ8J9XBHI31y4F88ZwtyPYPzIPYJRUv9FY5S/M9R+mTOQOBB+Q8mzaLNwHsWaHcIxUM/z8Duqe095zkDqdjD5Da7N8wB37vOQGmDgPVDuUWSM+Hi4kmO5PuUEvc5wvcLD2R6uTob7mTz4W8gaRm8XR/i5OsLHhXHi6YVda9dh96wpWMY8Wd/BBxtYtzd2CsDGLoGMCV+sSaDOx+uwIs4Z31LrF4XaY1FAK3wXYo4VsTp81y4As2SuycEcNmYmsLS0QEtLuZfCHjcuXERNyRtUPXqO5wUv8Iw1vvrRMzzNfYoqQV4VnuY9rUU5qugHqh9VovrhU+IZnvFYGY2oyqtGr7YR1EEd9A42cKT3C2KO9G0fhz5tIhBMn+fMfeasB+bsC9zo6WXOrWdcMI9z5u/AXp76ESX6yr6obZjMjQayp/JWmtCe9V2up3WL9FdjV44dVP57qfmXrvT44v3k2ozM6UnPFkRt9aW2+DMWg6X3EA/A2BL+o4P0in/RfRUD1IA4xka0v8QHezHmu9zTKXwH0p/JGnNf8u3POPDlax95TX3wV/eguSn+DduGGAjw0NH/uMGLf1vWJOl1zoxxB7VmTedkD2cHW3X92om13s3FUb3nQXi7OCsdcGeOzpz1DU5s2oaVHULJtzfWsm9f28YTq4kVzPlvyfuyWGcsCXfAXB9LzHQ3xyx3U8wPtsKkYBe0p67YNW0G08YmsLaxhr2Dg+qlfahV2YlpeF70ApXkv/JRNcrJdxl5r8gpI9+l5LucY5lCJT1CRc4TokS9X5lTyRipQnXeMwXZrsh+yrofSN10UXNwDsx5Z9uWrAFu6NsmHH1bhyqP7OViCztzM7iYN0csj5PrpXEhPtBRA7z1Toji5yO8XRDN+qB6dPoJ1bOruXN/5fG6SSxEic/zY/2nHoQbYqBHa/rAGOHfm3Vbp+4N8qG++nrSW1ELwuj9JP8jxbuT92jl4d0U/3Eq9w1+IIT5LWvGg8h1MBFArn3IvRdj21utMXPlaMhrX3o2yfMg1gu5J9XPw1WNvoRhTaoTPJjvwrFO5TzhYAcncm9PyDomuVZtgC15Zx0gbzoe07n3SJzdfwprerbB8jauau31mljW9mj2cm10WB7tiCXU+Zl6c0xxs8RK/pYnZ0/Hwi8HQtekMczqf4H69T9DK4uWsLZshRbspT/77DOMHjAULx9Xo5J5W0GU51UrlOaQx9xScl6i8l3i4K8YKEPFAyK7gtvUhhzRiucG1G778P+T9TeR7HncHS1hwVy3tTBHOH+b/vEx6ETu4pjPop+usk6eetiTdVuusbl5UP/09AW+MhfuxLrrpPKxA+u76tHF7zEmunBbxYG6riq+n7VBNI4+okuczAuIZ/BFuHgtnaO6J0/iKoi9mtT8MJ4/XKDqv055etEA1f9LDPgaanyI8ueurONOCnKfsZFzH/pnWWfg7+ai7j+SntXfS6fu/fFyl/UHOni6Sr6Tc+axK/VW7l90odbL2mUXOxu1htXBkaOTXKcyXMfUO0kdYKzwd7F3cERUZDuc3Hccm6ZOxqII6d3Zy5H7JfT08+ntFuqbY7G/I7YM6ImbGzehMjEZ//vVb1i/dAMafNZIzaM1biL3RTdSemvy+Wf8PTyQfi2Znv01ea0il5VK8wUV2eXM71JUCt/U/Mq8CtaHKoO+k/NKvl+eI3jG2KmhbrytxRs1utDbudrIvZd65gO9pkUrtKTWu1hZMicD0KtNML2bB9oyPyP83FWf30PmyxkXOp0NvD0dyDE9ID1auKfEgDP7Z+kZZZ4+gFrgrebaEqgH0v/1jKPfk76f/WLXuAB1Pb1jLPWCniHEizlM/v2l3vJcAdSUMH6nMOpACP+ueMBI8fu183Vt6C+j/KWHc1I9SjC593fj58lFMHPfh7zqJQYItc7M1UXpvL/Kdfo5eZ9x4uYqGu9MjXeEi4PkugNroa26Vukg1yhtramLVnBkjbR3kPvarFQt0MlaBua81AC5j8XFWWqOLzat3YqTm7diQYg9Zns2x0xfS8zwt8HKhCAcnDEBqfsP41V6Pn4vo1cve48P1b9hw7L1aPhFY/Uci4ayTpE5P75/fxzbuh13z17Cp4rXqKKWCyoeUNezHqOSYznH8uxixkSpqvlPc6XeV1PjmePZ1YyPUpQR5cz1qvz3qC74pFBVO7ry/5LrcLL+JjrYn7rppnxHqyaN1LWZzlFSn30N1z5jDNdehMOEqCC4UfOkP5S+WuZWZL1+sLujupYj8ybt2Pt35nEJrAcybyb9gMz59ogLNNT9OHq/NqHKJ8Sw5wumJoufknVhXtRvP8ZAKHkPr81/4V/pv7+HikXRhmAf5jE9g8w1evNzftKTy3MG3A15rZd7zeV84tMk/0Xja9cb6akF7vR4sibRmXnsIM8tYF7bse7aMC+sbSwU/y42Vup6pfDvxPwX7pX2cxQNkHvbPNToxD7NCVOmzsGF46exZdQgbBv5JU58PQe3N29E5dUr7N0K8KyI+UuOKh5UoiyrFK+fPMPR3YfRuH4j1GvwBb4g907swa4c/An/fvoSrx4WozqrEFX3C1GZlU/OH6H8/sM/Ucb3KrNLqOkG/p+Jv8ulvsv5HxSjNFu04SWeFX7E88LfDSgwwIWaZifPw2AMh7JvlnkRb/JuTv2xYb0XP94pSuZtDXO3fduFole7CLW2SmqjXLuNJDcyLyb5FyC5xzGUNVjuo2gXItd0Ag3XbNS1M1l/46fmknrFR6JbXDjahgTQv7OnpCfzIC868dbyrABqd7i3i8p5A//s/WQujj4vXPw+EcT93p6ylpycMofVKGvLmY9yf6mRf72zYd25F/e7Mc/dnKW+ky/udySXDvZ2f3vOhVqvRv7tCScrC3WPiL2dtVqfIPeySe6LJ3QRfyC/A3shD/YDDvxsv35DcfvmPRSnZeFlTj5e5BSgIjMXT1Iy8DDpDvKTk/A4KR0lSRmoSLmHp/cfIDfxHjrExqpar3ewxMF1a/GMXJekZKEsNVuhIj0XpYK0HJRl5KIsM0+hPJPnv/8EVeS5WnwefV3Vg6fUh0qUcn+Z+MOHr1gX3jM23im8oBZU5b1V/4/cp+nhKnkj8yByXc4VTvSCci3Qk7kRHcx+PjJI5anU/Tb0eEHUatFEV9bFMPH/Qd7q/jm5f0Z6rACZH/Vhba6dT28X6o92YQGEeH5v9JS1V63DGA+B7Mc9EehG30191jF/XYUzeVaAt+S4TvEfKddiWENaB8vckA/j0uD1fb1d4eHhaKjBwonosuSlg3gzyVVZV8J+nf+Hl8pT0XoXejryzmNkTZp1nftWjfc8q/WLct+CrFXhtqOVYQ27/M8edpL3DureYekFHFzs4KiTte026ri2sZ1wcP85pN28i6L0NOTdvo6cq+fx4OIpZP16GrnXfsWjmzfx6DZjIfEWCm7fRnnqfdw5ew7fTBqHm0f24U1eHp4kP0BhUiYep9zHk3sZKEnNZDzkojwtH5XpBajMEBQyforIfxEqM4vxNItc36cPyCxnbJSjNPMJSqgNZdSDspwXrAnUhZxq5f8qHlSp5zY52Vow15hnzKdA+m4/cqenz7ewMOX/Z0sPLvN8fqy3PqzHbqquSu7L7+HEnAj0clfrryKpy5KXId6uyscHMi/96Q9l3iyc3j6ScSLXTaReiEeQubhgD3dVlz2kf+JnXAkda4j8fVmXH+Lroa4/Rcj1nADDtVy5bhwqvTzrjDtrkAv7E2dy4WhvGAX2tfcfyz3eTg6y3pznJWfCuwvzX/bJc2qE/7rr0/68j9moAXwt9wY5qPWL7MNr72l2Yp2QemCAtVq76MY+QLyUv4cPpo2fgSN79yMvORG5168g9/I5ZF86hQdXzyHnxmU8vHObSMbDxFTk301DwZ1UavtDvCkswau8Aub7AxSnPiTveShJe4iS9DzmPvM9TXguUVxXZJBvGbOeGHQ+q5i1oATlD1jz6ftLs6T20/+zJlSQ//Ic9o0PGQOPXrEevKImvFY54OZorfx0R/ryIOaUq6zH4+/v5CD3b5gjhHzJ9Xa5JhZKzuQebumDLaxaqjXdfm46lY+So1KTRauDPBzos+1Yw9nLE/KMBdGVyNq58yDpudzkXkCp99Rkcu7sKs+LoJ+ih/OiDolvl2dGSQyEsb7IM4Kk/od6S//mxBpOrp3kmVOG50/ZqfXFtoY6Ls8uq312ieyX/9NRnknF0XisUeetann/a82q5Z/PQLOpvZdVnm9hOK+hB5S8kPuZhH/pAT0Zc+6ODnCzd1ToEt8eOzdvR2E6c/huCh4y33NuX0Xe3RvIT6IupKSqvC5OZl0gv0/SH6I4I596XahQwnwuySwin4InCqWK5zLyy9zOqu3rqPcVeU/VPIDMB1SIr2BfWPGIvcFD9ggyR1TwEtX51P98esiCt/QBrAEFH7j/A3PBXs1tyRqKDqzTfvTKluw95d4bN3LhaGeh5oRa07tJfsu8qKzflV7IwrJF7XVeen/GTWStPxf+Az2Ec/o3X53iXvYZ4yOAMSD393swzkRDxXs5s3bKc0LkXkDPWt/u5SbzN4aePsy3dg6A+S99no9OfLqV4t7Kxlw9m86m9lkkdWHkz/icGtlnfHbVn889q13D/rd72evEgG3dGGJtEc6l7gtE/6VHdJM17eRfxx7Q0cYO0SHh2LVxGx6zPhdRtwvvpaIwORkFqamsCVko5n4D3wUooYcvYf6WUadL6eXL6fFL6eeLWbfLHpLf/KeKz3KijPxWFrxQqCp8iaoi8lr4hty+xVNyW6XA2l7wWs0RVZF72a4qqCHeqGOryX914Xt1nGimzHEa5tW81FyGqQn9fwtTaqsjX8v6LEc1JyT9oazT1TlJXFgZ7ung765nvxzq5aa8orFXC1Gcy7y7Tu2L4bnldRBzVy9rfZkz9raG58TIPJcd88qhNqc83V2U/xP/JvN3Mq8j12Ii5L5sjuLt5XvJfIyN4t/iT47Vc+hqORMNMD6jzPi8GiOMzz0yrE00+/N5J3Wfe2Yl97LXxoBRMwxxYFPbC/D7Mn+kJ5BnnDjLHJGdHf8ec8bXH4e37SOfRcjPyEFhRjaK03PwhHwXZzOXc8kx+/Zy9u1luRUoZd/+NL+KHLJPr0W5jEUvCWr2Y/L45DWqn5C7J+zjiunlij8YXhd9YE/xUY3VhR9Qmf+O56nB00J+rvA1Y+cVY0j4f1cbH2/4voF/0TNPFzvVZweyBtu2bIlm7EFtrayg1zEHmZ+hHjK/R72m5uqYdzL3YS/39tiYq/z3YM8sz02R3Dbqv3Cuaj5zXeq1zN0EezvD14N5Ir+f3CPAv2XZk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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 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 https://blog.iica.int/blog/bioeconomia-transformacion-los-sistemas-alimentarios-america-latina-caribe-primera-parte#comments ¿Es viable o sostenible el consumo de alimentos producidos localmente? https://blog.iica.int/blog/es-viable-o-sostenible-consumo-alimentos-producidos-localmente <span class="field field--name-title field--type-string field--label-hidden">¿Es viable o sostenible el consumo de alimentos producidos localmente? </span> <div class="field field--name-field-autores field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Colaboradores</div> <div class="field__items"> <div class="field__item"><a href="/taxonomy/term/10" hreflang="zxx">Joaquín Arias</a></div> <div class="field__item"><a href="/taxonomy/term/50" hreflang="zxx">Kelly Witkowski </a></div> <div class="field__item"><a href="/taxonomy/term/11" hreflang="zxx">Hugo Chavarría</a></div> </div> </div> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/user/36" typeof="schema:Person" property="schema:name" datatype="">jarias</span></span> <span class="field field--name-created field--type-created field--label-hidden">Mié, 14/10/2020 - 10:42</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><figure role="group" class="caption caption-img"> <img alt="Circuitos cortos Daniel" data-entity-type="file" data-entity-uuid="3a064579-6546-463d-936a-a9fbadaf3ab8" src="/sites/default/files/inline-images/foto%20circutios%20cortos%20Daniel%20Rodriguez%20-%20Ferias%20vecinales%20en%20Montevideo%20Uruguay_0.jpeg" /> <figcaption><strong>Fuente</strong>: Ferias vecinales en Montevideo Uruguay, por Daniel Rodriguez (IICA)</figcaption> </figure> <p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><wrapblock><shape filled="f" id="Text_x0020_Box_x0020_2" 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stroked="f" style="position:absolute; margin-top:29px; width:336.8pt; height:142pt; z-index:251659264; v-text-anchor:top" type="#_x0000_t202"> <textbox> </textbox></shape></wrapblock></span></span></span></p> <table width="100%"> <tbody> <tr> <td> <div> <div style="border-bottom:solid #4472c4 3.0pt; border-top:solid #4472c4 3.0pt; border-left:none; border-right:none; padding:8.0pt 0in 8.0pt 0in"> <p style="border:none; padding:0in"><i><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#4472c4">“Con los balances adecuados de sus efectos económicos, sociales y ambientales es posible que la alimentación sea más rica, nutritiva, abundante y asequible si se combinan estrategias de consumo y producción local, el comercio internacional y el fomento de cadenas regionales”</span></span></span></span></i></p> </div> </div> </td> </tr> </tbody> </table> <p>Con la pandemia del COVID19 surge, o se ha reforzado, una tendencia hacia la menor interdependencia productiva, tecnológica y comercial, y un comercio mundial menos abierto,  caracterizado por tensiones comerciales y el debilitamiento de la institucionalidad del multilateralismo. No está del todo claro si esta tendencia necesariamente implica una reversión de la globalización, o una ralentización de esta, o en su lugar estamos ante el nacimiento de una nueva globalización con una gobernanza diferente, más inclinada hacia la diversificación de estrategias de producción, consumo y distribución de alimentos, la regionalización, el consumo de lo local, la inclusión y hacia la sostenibilidad.  </p> <p>En el proceso de configuración de esa nueva globalización conviven y a veces se contraponen filosofías de autosuficiencia alimentaria, la promoción del consumo de productos producidos localmente e iniciativas de regionalización del comercio y cadenas de valor más cortas y cercanas al consumidor. </p> <p><strong>¿Es factible abastecerse localmente de alimentos?</strong></p> <p>Empecemos por discutir ¿qué tan factible y sostenible es abastecerse de alimentos producidos localmente?  Lo primero que hay que reconocer es que América Latina y el Caribe es una región de múltiples contrastes.  <strong>Países importadores netos</strong>, como Antigua y Barbuda, San Kitts y Nevis, y Haití, que importan más de 30 dólares de alimentos por cada dólar que exportan, conviven con grandes <strong>exportadores netos </strong>como Argentina, Brasil y Chile, donde los superávits ascienden hasta los 10 dólares de exportaciones por cada dólar de importación de productos agrícolas y alimentarios. </p> <p>Por lo tanto, las cadenas de valor agrícolas y alimentarias cumplen diferentes roles dependiendo de si el país es importador o exportador neto, y en función de esta caracterización, para algunos países abastecerse localmente, total, e incluso parcialmente, es inviable.   <strong>En países importadores netos de alimentos</strong>, las cadenas de suministro o de valor cumplen el rol fundamental de asegurar la disponibilidad de alimentos desde fuentes mayormente externas, y <strong>en países exportadores netos</strong>, las cadenas de valor funcionan, no solo para viabilizar el abastecimiento interno de alimentos, sino también y fundamentalmente, para fortalecer el posicionamiento del país en mercados internacionales y regionales de exportación. </p> <p>En lo que se refiere al posicionamiento internacional, <strong>varios países de América Latina son líderes en cadenas de valor globales</strong>. Por ejemplo, <strong>México </strong>lidera el comercio mundial de productos como aguacate (43 por ciento de las exportaciones mundiales) y de tomate (24 por ciento); <strong>Costa Rica</strong> lidera las exportaciones de piña (50 por ciento), <strong>Ecuador</strong> las exportaciones de banano (26 por ciento); <strong>Chile</strong> lidera la exportaciones mundiales de uvas (15 por ciento), y de arándanos (20 por ciento; <strong>Brasil</strong> lidera en el mercado mundial de soja (44 por ciento), de carne de pollo (25  por ciento), de café (15 por ciento), de azúcar de caña (38 por ciento), y de jugo de naranja (44 por ciento). Es evidente que una mayoría de países que consumen esos productos nunca podrían por restricciones ecológicas producirlos localmente y si tuviesen las condiciones ambientales para producirlos no lo podrían hacer de forma eficiente y sostenible.</p> <p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><wrapblock><shape filled="f" id="Text_x0020_Box_x0020_2" 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stroked="f" style="position:absolute; margin-top:29px; width:336.8pt; height:104.4pt; z-index:251659264; v-text-anchor:top" type="#_x0000_t202"> <textbox> </textbox></shape></wrapblock></span></span></span></p> <table width="100%"> <tbody> <tr> <td> <div> <div style="border-bottom:solid #4472c4 3.0pt; border-top:solid #4472c4 3.0pt; border-left:none; border-right:none; padding:8.0pt 0in 8.0pt 0in"> <p style="border:none; padding:0in"><i><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#4472c4">“la producción local sola no puede satisfacer la demanda de alimentos, principalmente bajo los métodos de producción y preferencias alimentarias actuales”</span></span></span></span></i></p> </div> </div> </td> </tr> </tbody> </table> <p>Lo primero que hay que reconocer, por lo tanto, es que la producción local sola no puede satisfacer la demanda de alimentos, principalmente bajo los métodos de producción y preferencias alimentarias actuales. Un estudio reciente publicado por <u><a href="https://www.nature.com/articles/s43016-020-0060-7" target="_blank">Nature Food</a></u> concluye que abastecerse localmente -especialmente en países en desarrollo- no es viable para la mayoría. Ellos estimaron que <strong>menos de una tercera parte de la población mundial</strong> podría actualmente satisfacer su demanda de alimentos producidos localmente (en un radio de 100 km). Solo <strong>27 por ciento de la población mundial </strong>puede obtener cereales de grano de climas templados, como el trigo, la cebada y el centeno, dentro de un radio menor a los 100 kilómetros, y 28 por ciento para el arroz. Estos porcentajes disminuyen aún más si se tratase de cereales, raíces, frijoles y maíz de origen tropical (productos de gran importancia en la dieta de los países latinoamericanos y caribeños). </p> <p><strong>¿Acaso el consumo de alimentos producidos localmente es necesariamente más sostenible?</strong></p> <p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><wrapblock><shape filled="f" id="Text_x0020_Box_x0020_2" 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stroked="f" style="position:absolute; margin-top:29px; width:336.8pt; height:104.4pt; z-index:251659264; v-text-anchor:top" type="#_x0000_t202"> <textbox> </textbox></shape></wrapblock></span></span></span></p> <table width="100%"> <tbody> <tr> <td> <div> <div style="border-bottom:solid #4472c4 3.0pt; border-top:solid #4472c4 3.0pt; border-left:none; border-right:none; padding:8.0pt 0in 8.0pt 0in"> <p style="border:none; padding:0in"><i><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#4472c4">“La evidencia apunta a que lo local no es necesariamente equivalente a sostenibilidad una vez que se toman en cuenta los múltiples factores que deben contemplarse en el análisis”</span></span></span></span></i></p> </div> </div> </td> </tr> </tbody> </table> <p>Reconociendo las diferencias entre países, está claro que el abastecimiento local de productos agrícolas y de alimentos tiene muchos beneficios, entre ellos, asegurar que los productores tengan un mercado donde vender sus productos aunque no es seguro que sea a un mejor precio, además de alimentar un sentido de comunidad.  Sin embargo, no hay que olvidar que la sostenibilidad de producir y vender localmente debe ser no solo vista desde lo económico, sino también desde lo social y ambiental. </p> <p>La evidencia apunta a que lo local no es necesariamente equivalente a sostenibilidad una vez que se toman en cuenta los múltiples factores que deben contemplarse en el análisis. No podemos, por ejemplo, mirar únicamente el ahorro en transporte y decir que por ello el consumo de lo local es más sostenible. Esto porque la sostenibilidad va a depender de <strong>cómo el alimento es transportado:</strong> ¿es por avión, bote, o camión? El transporte marítimo genera de 25 a 250 veces menos emisiones que los camiones, y el transporte aéreo genera emisiones en promedio cinco veces mayores que el transporte por tierra (<u><a href="https://www.chathamhouse.org/2020/04/privileging-local-food-flawed-solution-reduce-emissions" target="_blank">Bellmann, 2020</a></u>) Se estima que un consumidor británico que viaja 10 kilómetros para comprar un kilogramo de producto fresco va a generar proporcionalmente más gases de efecto invernadero que el transporte aéreo del mismo kilogramo producido en Kenya.</p> <p>Tomando como ejemplo el caso de los Estados Unidos, los alimentos viajan en promedio 8 mil kilómetros hasta llegar al consumidor, y sin embargo, las emisiones por transporte representan tan solo 11 por ciento de las emisiones totales generadas desde la producción hasta el consumo final (<u><a href="https://www.chathamhouse.org/2020/04/privileging-local-food-flawed-solution-reduce-emissions" target="_blank">Bellmann, 2020</a></u>). Esto hace que las emisiones de gases de efecto invernadero (GEI) de las prácticas de producción sean mucho más importantes que la huella generada por el transporte de alimentos a la hora de determinar sustentabilidad relativa de lo producido local o internacionalmente.  </p> <p>Por lo tanto, el énfasis para concluir si el consumo de productos es o no sostenible no debe basarse solo en el transporte, sino más bien en cómo son producidos (sea local o internacionalmente) esos productos. Es decir, dónde se producen los alimentos adquiere una relevancia menor.</p> <p>El consumo de carne de bovino en el Reino Unido sirve para ilustrar este punto. Un estudio muestra que consumir carne producida en pasturas de Nueva Zelanda es “más verde” que consumir carne producida localmente, donde las dietas de los animales se basan en piensos o suplementos. </p> <p>Otro estudio (<u><a href="https://www.chathamhouse.org/2020/04/privileging-local-food-flawed-solution-reduce-emissions" target="_blank">Bellmann, 2020</a></u>)  encontró que lo local no es siempre mejor en términos de emisiones de GEI.  Por ejemplo, las manzanas británicas almacenadas en frío por diez meses generan casi dos veces más emisiones que el transporte de las manzanas por mar desde Suramérica hasta el Reino Unido. </p> <p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><wrapblock><shape filled="f" id="Text_x0020_Box_x0020_2" 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stroked="f" style="position:absolute; margin-top:29px; width:336.8pt; height:85.6pt; z-index:251659264; v-text-anchor:top" type="#_x0000_t202"> <textbox> </textbox></shape></wrapblock></span></span></span></p> <table width="100%"> <tbody> <tr> <td> <div> <div style="border-bottom:solid #4472c4 3.0pt; border-top:solid #4472c4 3.0pt; border-left:none; border-right:none; padding:8.0pt 0in 8.0pt 0in"> <p style="border:none; padding:0in"><i><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#4472c4">“el énfasis para concluir si el consumo de alimentos es o no sostenible debe ponerse en cómo son producidos y no tanto en dónde se producen”</span></span></span></span></i></p> </div> </div> </td> </tr> </tbody> </table> <p><strong>Varios componentes de la huella ambiental deben tomarse en cuenta a la hora de consumir alimentos producidos localmente</strong></p> <p>Hay varios elementos positivos y negativos al balancear <strong>diferentes componentes de la huella de carbono ambiental</strong>, como son el <strong>agua</strong>, el <strong>suelo</strong>, la <strong>biodiversidad </strong>y las emisiones de gases de efecto invernadero (GEI). Algunas veces lo que es bueno desde el punto de vista de los GEI es peor desde la perspectiva de la biodiversidad. La realidad es que usualmente las mediciones de sostenibilidad no son necesariamente comparables entre diferentes geografías sino se toma en cuenta el contexto local. Por ejemplo, comprar soja o espárragos - cultivos que tienden a tener una huella de agua muy alta- producidas localmente no es más sostenible si estos productos son cultivados en áreas escasas en agua. Por lo tanto, sería mucho mejor abastecerse de estos productos desde lugares más lejanos si son producidos en áreas relativamente más abundantes en agua.</p> <p>Un factor que puede ayudar a la comparación entre productos es <strong>la intensidad de las emisiones de gases de efecto invernadero</strong>, por ejemplo, de la producción de carne bovina. La carne bovina producida en los Estados Unidos tiende a tener una intensidad o huella entre 5 y 25 kg de CO2e/kg (dióxido de carbono equivalente por kilogramo) de proteína, mientras que la carne producida en buena parte de África Subsahariana tiene una huella de más de 1000 kg de CO2e por kilogramo de proteína. </p> <p>Un ejemplo más es que las emisiones de CO2 del etanol argentino exportado a la Unión Europea son aproximadamente 70 por ciento menores que lo que establece la norma europea. El biocombustible argentino genera 26 gramos de dióxido de carbono por megajoule (g de CO2/MJ) que se compara con la norma europea de 83.3 g de CO2/MJ (<a href="https://intainforma.inta.gob.ar/el-biodiesel-argentino-emite-un-70-menos-de-gei/" target="_blank">INTA, 2018</a>). </p> <p><strong>Hay alternativas sostenibles para aumentar el consumo de productos agrícolas y alimentos producidos localmente</strong></p> <p>A pesar de lo inviable que resulte ser para la mayoría de países depender únicamente de lo producido localmente, existen alternativas tecnológicas que pueden ayudar a aumentar la producción local y reducir la interdependencia comercial, a la vez que los sistemas agrícolas y alimentarios se vuelven más productivos, resilientes y sostenibles. </p> <p>En este sentido, la bioeconomía ofrece respuestas para tomar mayor ventaja de los <strong>recursos biológicos</strong> en la producción de alimentos, energía, fibras y otros bioproductos para las industrias de químicos, cosméticos y medicinales. </p> <p>Mediante el uso de nuevas ciencias y tecnologías, la bioeconomía tiene como objetivo sumar el máximo valor posible a la <strong>biomasa primaria y residua</strong>l generada por las actividades agrícolas, ganaderas, forestales, marítimas, etc.</p> <p>Con ello se promueve no solo una mayor disponibilidad de alimentos en los territorios, sino también ofrece nuevas opciones para la producción de otros bioproductos de alto valor agregado. Además, dado que esta nueva <strong>industrialización de la biomasa</strong> debe llevarse a cabo en los territorios (por criterios de rentabilidad empresarial), la bioeconomía promueve la generación de empleo, ingresos y vinculación con otras industrias locales, contribuyendo al desarrollo socioeconómico local.</p> <p>El desarrollo de la bioeconomía es de vital importancia para América Latina y el Caribe donde la <strong>biomasa residual</strong> puede representar hasta el 50% del peso de la caña de azúcar, café, suero o frutos cítricos, y donde se desperdician alrededor de 127 millones de toneladas de alimentos al año (55% de frutas y verduras; 40% de raíces y tubérculos, 20% de oleaginosas, legumbres, lácteos o cereales, etc.).</p> <p><strong>El balance necesario</strong></p> <p>Ante las alternativas de consumir lo que se produce localmente o promover un comercio internacional más abierto, transparente e integrado, queda claro que lo que hay que promover son los balances adecuados entre ambas estrategias, tomando en cuenta los múltiples factores económicos, sociales y ambientales que determinan si el consumo de lo producido localmente o internacionalmente hará que los sistemas agrícolas y alimentarios de América Latina y el Caribe se vuelvan más resilientes, eficientes y sostenibles. </p> <p>Lo cierto es que se ha construido un sistema de comercio global en el que los cereales, los productos frescos, las carnes, el pescado, etc., se extienden por todo el mundo para alimentar a las poblaciones hambrientas. Esto es por supuesto bueno para toda la industria y para el mundo. </p> <p>Sin demérito de que es posible y necesario aumentar el consumo de lo local, sabemos que no es viable para todos los países y localidades, ni en todos los productos, ni es necesariamente sostenible. Por suerte hay muchos avances que han hecho los mismos agricultores, las empresas de alimentos y los proveedores de logística, para ayudar a movilizar los alimentos por todo el mundo de una manera eficiente, segura y sostenible.  Esto no implica dejar de reconocer que debido a las disrupciones causadas por la pandemia del COVID-19 en las cadenas de valor globales, aunque han sido menores en el sector de alimentos, es en algunos casos necesario reducir la interdependencia comercial, promover cadenas de valor más cortas y mejorar el comercio intrarregional, principalmente de productos de necesidad básica. </p> <p>Como vimos, el consumo de productos de origen internacional no solo ayuda a la salud y el bienestar de los consumidores, sino que también ayuda al productor de aguacate en México, al productor de banano en Ecuador, al productor de piña o café en Costa Rica, al productor de cítricos en Brasil y a la uva y el arándano de Chile, más los beneficios en las comunidades y cadenas de suministro que dependen de estos productos.</p> <p>Cuando resulte viable y sostenible, ciertamente hay beneficios para la producción y el consumo de lo local, para lo cual existen nichos de comercialización y nuevas tecnologías como la agricultura urbana y vertical, y la bioeconomía que lo facilitarán. </p> <p>Con los balances adecuados de sus efectos económicos, sociales y ambientales es posible que la alimentación sea más rica, nutritiva, abundante y asequible si se combinan estrategias de consumo y producción local, el comercio internacional y el fomento de cadenas regionales. Todo ello hacia una diversificación de estrategias que no solo harán que los sistemas agrícolas y alimentarios sean más resilientes, sino también lograremos que el uso de recursos escasos, como el agua, el suelo y la biodiversidad sea más eficiente para el bienestar y la buena salud de todos.</p> <p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><wrapblock><shape filled="f" id="Text_x0020_Box_x0020_2" 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stroked="f" style="position:absolute; margin-top:29px; width:336.8pt; height:66.8pt; z-index:251659264; v-text-anchor:top" type="#_x0000_t202"> <textbox> </textbox></shape></wrapblock></span></span></span></p> <table width="100%"> <tbody> <tr> <td> <div> <div style="border-bottom:solid #4472c4 3.0pt; border-top:solid #4472c4 3.0pt; border-left:none; border-right:none; padding:8.0pt 0in 8.0pt 0in"> <p style="border:none; padding:0in"><i><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#4472c4">“el consumo de lo local no es necesariamente sostenible”</span></span></span></span></i></p> </div> </div> </td> </tr> </tbody> </table> <p><strong><strong><img alt="Joaquin Arias" data-entity-type="file" data-entity-uuid="980ed6d8-c71f-462d-92a6-04b8add3bdf4" height="129" src="/sites/default/files/inline-images/foto%20perfil%20joaqui%20arias_1.PNG" width="165" class="align-left" /></strong></strong></p> <p> </p> <p><em><strong>Joaquin Arias</strong> es PhD en economía agrícola, técnico especialista internacional del Centro de Análisis Estratégico (CAESPA) del IICA, con sede en Panamá.</em><br />  </p> <p> </p> <p><em><strong><img alt="Kelly Witowski" data-entity-type="file" data-entity-uuid="0c01c585-d611-4021-9cc5-b25228a017b2" height="167" src="/sites/default/files/inline-images/Kelly.png" width="167" class="align-left" />Kelly Witkowski </strong>es Máster en Recursos Naturales de la American University y en Relaciones Internacionales de la Universidad para la Paz (Costa Rica). Actualmente es Gerente del Programa de Cambio Climático y Recursos Naturales del IICA.</em></p> <p> </p> <p> </p> <p> </p> <p><strong><img alt="Hugo Chavarría" data-entity-type="file" data-entity-uuid="a1f4c8dc-44e3-4543-95fd-9b68d448f363" height="166" src="/sites/default/files/inline-images/HChavarr%C3%ADa.png" width="166" class="align-left" /></strong></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><em>Nota: Las opiniones expresadas en este blog son responsabilidad del autor y no reflejan necesariamente la opinión del IICA.</em></strong></p> <table class="MsoTableGrid" style="border-collapse:collapse; border:none"> <tbody> <tr> <td style="border-bottom:1px solid black; width:589px; padding:0in 7px 0in 7px; border-top:1px solid black; border-right:1px solid black; border-left:1px solid black" valign="top"> <p style="text-align:justify"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong>Si tiene preguntas o sugerencias de mejora del BlogIICA favor contactar a los editores: </strong><a href="mailto:joaquin.arias@iica.int" style="color:blue; text-decoration:underline">Joaquín Arias</a><strong> y </strong><a href="mailto:viviana.palmieri@iica.int" style="color:blue; text-decoration:underline">Viviana Palmieri.</a></span></span></p> </td> </tr> </tbody> </table> </div> <div class="field field--name-field-blog-tags field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Blog tags</div> <div class="field__items"> <div class="field__item"><a href="/tags/perspectivas-covid-19" hreflang="es">PERSPECTIVAS-COVID-19</a></div> <div class="field__item"><a href="/tags/comercio-covid19" hreflang="es">COMERCIO-COVID19</a></div> <div class="field__item"><a href="/tags/comercializacion-covid-19" hreflang="es">COMERCIALIZACIÓN-COVID-19</a></div> </div> </div> <section class="field field--name-field-blog-comments field--type-comment field--label-above comment-wrapper"> <h2 class="title">Comentarios del blog</h2> <article role="article" data-comment-user-id="0" id="comment-368" about="/comment/368" typeof="schema:Comment" class="comment js-comment by-anonymous clearfix"> <span class="hidden new-indicator" data-comment-timestamp="1602949814"></span> <div class="comment__content-container"> <h3 property="schema:name" datatype="" class="title"><a href="/comment/368#comment-368" class="permalink" rel="bookmark" hreflang="und">¿Es siempre competitivo producir localmente?</a></h3> <nav class="comment__links"><drupal-render-placeholder callback="comment.lazy_builders:renderLinks" arguments="0=368&amp;1=default&amp;2=und&amp;3=" token="IKNQWyPsg3MZlxwz16dc6VynQwW4PLuu_LIfHtmretA"></drupal-render-placeholder></nav> <div class="comment__meta"> <div> <div class="field field--name-field-nombre field--type-string field--label-hidden field__item">Alejandra Bentancur</div> </div> <strong>Sáb, 17/10/2020 - 08:12 <span property="schema:dateCreated" content="2020-10-17T14:12:05+00:00" class="rdf-meta hidden"></span> </strong> </div> <div class="comment__content"> <div property="schema:text" class="clearfix text-formatted field field--name-comment-body field--type-text-long field--label-hidden field__item"><p>El énfasis para concluir si el consumo de productos es o no sostenible debería basarse en dónde son producidos hoy, cómo son producidos (en qué condiciones y con qué sistemas) y de querer replicarlo localmente, ¿es viable hacerlo en las mismas condiciones? ¿y qué actividades dejarían de realizarse para utilizar esa tierra en su producción (el costo de oportunidad de los factores).</p> </div> </div> </div> </article> <div class="indented"> <article role="article" data-comment-user-id="36" id="comment-369" about="/comment/369" typeof="schema:Comment" class="comment js-comment by-node-author clearfix"> <span class="hidden new-indicator" data-comment-timestamp="1602988579"></span> <div class="comment__content-container"> <h3 property="schema:name" datatype="" class="title"><a href="/comment/369#comment-369" class="permalink" rel="bookmark" hreflang="und">El costo de oportunidad</a></h3> <nav class="comment__links"><drupal-render-placeholder callback="comment.lazy_builders:renderLinks" arguments="0=369&amp;1=default&amp;2=und&amp;3=" token="E5k0MNjM3Jfp7Uot8bI728T-jNLuDHLvST95MyivWRE"></drupal-render-placeholder></nav> <div class="comment__meta"> <div> <div class="field field--name-field-nombre field--type-string field--label-hidden field__item">Joaquin Arias</div> </div> <strong>Sáb, 17/10/2020 - 20:36 <span property="schema:dateCreated" content="2020-10-18T02:36:19+00:00" class="rdf-meta hidden"></span> </strong> <p class="visually-hidden">En respuesta a <a href="/comment/368#comment-368" class="permalink" rel="bookmark" hreflang="und">¿Es siempre competitivo producir localmente?</a> por <span lang="" typeof="schema:Person" property="schema:name" datatype="">Invitado (no verificado)</span></p> </div> <div class="comment__content"> <div property="schema:text" class="clearfix text-formatted field field--name-comment-body field--type-text-long field--label-hidden field__item"><p>Gracias Alejandra por tu comentario. Estoy de acuerdo que una metodología posible es calcular el costo de oportunidad de producir los alimentos localmente versus el costo de abastecerse globalmente. El tema es que la estimación del costo no debe ser solo económica, sino también social y ambiental, como es la línea de reflexión de este artículo. Tal vez una manera menos compleja de verlo (porque no es tarea fácil calcular el costo de oportunidad de todas las opciones posibles), es evaluar las opciones de producción en términos de la abundancia relativa de los recursos locales.  Si el territorio es abundante en agua, tierra, mano de obra, etc., entonces el costo de oportunidad de producir aquello que es intensivo en el uso de esos recursos será menor. Sin embargo, esto no resuelve que también hay que minimizar la huella ambiental.</p> <p>Otra alternativa metodológica es utilizar el concepto de productividad total de los recursos (ver el ISA 2019 en <a href="https://www.agrirural.org/" target="_blank">https://www.agrirural.org/</a>) es decir, será necesario no solo medir el producto que se obtiene del uso de los factores de producción (capital, mano de obra, tierra e insumos materiales), sino también sumar al producto los beneficios al ecosistema del proceso productivo,  y restar los costos ambientales o externalidades negativas. Esto puede resultar inviable de calcular por las limitaciones de disponibilidad de datos suficientes, entonces, al menos intentemos que la intensidad de las emisiones del producto producido localmente sea menor a la intensidad de las emisiones del producto importado u obtenido de fuentes externas al territorio. </p> <p> Que siga la reflexión.  Gracias de nuevo Alejandra por tomarte el tiempo de leer y comentar. </p> </div> </div> </div> </article> </div> <article role="article" data-comment-user-id="36" id="comment-370" about="/comment/370" typeof="schema:Comment" class="comment js-comment by-node-author clearfix"> <span class="hidden new-indicator" data-comment-timestamp="1603061701"></span> <div class="comment__content-container"> <h3 property="schema:name" datatype="" class="title"><a href="/comment/370#comment-370" class="permalink" rel="bookmark" hreflang="und">Un balance multidimensional</a></h3> <nav class="comment__links"><drupal-render-placeholder callback="comment.lazy_builders:renderLinks" arguments="0=370&amp;1=default&amp;2=und&amp;3=" token="kXsoez-MdRv2HbMw7xwolBVwKAbI08i1y7Oo1-MT3_E"></drupal-render-placeholder></nav> <div class="comment__meta"> <div> <div class="field field--name-field-nombre field--type-string field--label-hidden field__item">Steven Prager</div> </div> <strong>Dom, 18/10/2020 - 16:55 <span property="schema:dateCreated" content="2020-10-18T22:55:01+00:00" class="rdf-meta hidden"></span> </strong> </div> <div class="comment__content"> <div property="schema:text" class="clearfix text-formatted field field--name-comment-body field--type-text-long field--label-hidden field__item"><p>Un blog muy interesante, abordando el rol de comercio internacional en la sostenibilidad del sistema de alimentos. La opinion es muy informada y bien escrita. Seguramente, la conclusión más importante es el tema de balance. Habiendo dicho esto, hay que resaltar que este balance es muy multidimensional. Tenemos que considerar aspectos desde los impactos ambientales locales hasta las políticas internacionales sobre comercio, soberanía alimentaria, dependencia en importaciones, exportación de "recursos virtuales" (como agua), y mucho más. Cómo puedo yo, como consumidor, ¿saber si ambas mis opciones y acciones son consistes con el balance bueno que necesitamos? También, ¿que podemos hacer para concretar acciones a nivel nacional para asegurar sistemas de alimentos sostenibles, ambos en el mediano y largo plazo?<a data-attribute-index="2" href="https://lnkd.in/efgTTjM">https://lnkd.in/efgTTjM</a> <a data-attribute-index="0" href="https://www.linkedin.com/feed/hashtag/?keywords=agriculture&amp;highlightedUpdateUrns=urn%3Ali%3Aactivity%3A6723680853899186176">#agriculture</a> <a data-attribute-index="1" href="https://www.linkedin.com/feed/hashtag/?keywords=sustainability&amp;highlightedUpdateUrns=urn%3Ali%3Aactivity%3A6723680853899186176">#sustainability</a></p> </div> </div> </div> </article> <div class="indented"> <article role="article" data-comment-user-id="0" id="comment-375" about="/comment/375" typeof="schema:Comment" class="comment js-comment by-anonymous clearfix"> <span class="hidden new-indicator" data-comment-timestamp="1603205064"></span> <div class="comment__content-container"> <h3 property="schema:name" datatype="" class="title"><a href="/comment/375#comment-375" class="permalink" rel="bookmark" hreflang="und">¿Existe un &quot;optimo&quot; balance?</a></h3> <nav class="comment__links"><drupal-render-placeholder callback="comment.lazy_builders:renderLinks" arguments="0=375&amp;1=default&amp;2=und&amp;3=" token="wYhEcxKKHbgf7EVF04hxBhR6T7zCHb-OM38aXf7EmC8"></drupal-render-placeholder></nav> <div class="comment__meta"> <div> <div class="field field--name-field-nombre field--type-string field--label-hidden field__item">Kelly Witkowski</div> </div> <strong>Mar, 20/10/2020 - 08:40 <span property="schema:dateCreated" content="2020-10-20T14:40:21+00:00" class="rdf-meta hidden"></span> </strong> <p class="visually-hidden">En respuesta a <a href="/comment/370#comment-370" class="permalink" rel="bookmark" hreflang="und">Un balance multidimensional</a> por <span lang="" about="/user/36" typeof="schema:Person" property="schema:name" datatype="">jarias</span></p> </div> <div class="comment__content"> <div property="schema:text" class="clearfix text-formatted field field--name-comment-body field--type-text-long field--label-hidden field__item"><p>Muchas gracias por tu comentario Steven. Muy de acuerdo que el punto principal es balance, lo cual, como bien mencionas, no va a ser lo mismo entre un lugar y otro. Depende también de cómo se define sostenibilidad en cada contexto y los factores tomados en cuenta para medirlo. Incluso, el “mejor” balance fluctúa a través de tiempo según muchos diferentes factores, incluyendo la evolución de las prioridades y necesidades de los actores locales y las innovaciones que permitan mejorar la eficiencia y productividad de los sistemas productivas. Como saber, como consumidor, si las opciones y acciones que uno hace son consistentes con el balance es una pregunta de millón. La multi-dimensionalidad lo complica mucho; no es un tema blanco y negro de que si es sostenible o no, y muchas veces ese nivel de incertidumbre y complejidad confunde. Por otro lado, en cierta medida, depende también de los valores de cada consumidor, porque no creo que hay una opción “perfecta”, hay que usar su poder de comprar para dejar claro sus intereses y prioridades. Si más valoran el tejido social de su comunidad, quizás compran todo lo que pueden de la feria de productores locales. </p> <p>Al final un sistema de alimentos sostenible también requiere balance – un poco de todo porque un solo tipo de sistema no va a poder alimentar el mundo, reducir pobreza, mantener servicios ecosistémicos y conservar los recursos naturales bajo un clima cambiante. Es allí donde el modelaje integrado que nos permita entender mejor ex ante los diferentes co-beneficios y disyuntivas a diferentes escalas y para diferentes tipos de productores, bajo climas actuales y futuras, es fundamental. Esto, combinado con la evidencia empírica y conocimiento del contexto socio-cultural nos permita tener más certeza que las acciones que tomamos tendrán el efecto deseado.</p> </div> </div> </div> </article> </div> <article role="article" data-comment-user-id="0" id="comment-371" about="/comment/371" typeof="schema:Comment" class="comment js-comment by-anonymous clearfix"> <span class="hidden new-indicator" data-comment-timestamp="1603135192"></span> <div class="comment__content-container"> <h3 property="schema:name" datatype="" class="title"><a href="/comment/371#comment-371" class="permalink" rel="bookmark" hreflang="und">El balance es diferente según productos y países</a></h3> <nav class="comment__links"><drupal-render-placeholder callback="comment.lazy_builders:renderLinks" arguments="0=371&amp;1=default&amp;2=und&amp;3=" token="28Iu9bina_O4G4-VkGQhyOkqpjiFVCbAB_Uoq5eEFZc"></drupal-render-placeholder></nav> <div class="comment__meta"> <div> <div class="field field--name-field-nombre field--type-string field--label-hidden field__item">Edith Obschatko</div> </div> <strong>Lun, 19/10/2020 - 12:44 <span property="schema:dateCreated" content="2020-10-19T18:44:03+00:00" class="rdf-meta hidden"></span> </strong> </div> <div class="comment__content"> <div property="schema:text" class="clearfix text-formatted field field--name-comment-body field--type-text-long field--label-hidden field__item"><p>La pandemia del COVID-19 acentuó problemas de seguridad alimentaria, que se agregan a la tensión ya latente entre producción, comercio y emisiones de GEI. Las circunstancias de aumento de pobreza, pérdida de empleos, restricciones de circulación internas a los países y dificultades en el comercio exterior han puesto a la producción local , particularmente de hortalizas  y frutas, como una alternativa viable y adecuada a las circunstancias, aportando no sólo alimentos sino una cierta mejora de las poblaciones que pueden hacerla, por brindar empleo y colaboración social. La continuidad de estas experiencias en un plazo razonable, realizadas con fundamento técnico fuerte, cuidado ambiental con utilización de bioinsumos, aprovechamiento de residuos, y organización social, darían elementos para realizar el balance de los efectos económicos, sociales y ambientales que propone el artículo y, eventualmente, constituirse en recomendaciones para políticas públicas.  En cambio, las producciones extensivas, en la que la escala es determinante, y que se articulan en sistemas nacionales y globales, que sustentan las grandes corrientes del comercio internacional de productos básicos, requerirán otro tipo de enfoques para evaluar los efectos económicos, sociales y ambientales de la especialización según ventajas comparativas.</p> </div> </div> </div> </article> <article role="article" data-comment-user-id="0" id="comment-374" about="/comment/374" typeof="schema:Comment" class="comment js-comment by-anonymous clearfix"> <span class="hidden new-indicator" data-comment-timestamp="1603199989"></span> <div class="comment__content-container"> <h3 property="schema:name" datatype="" class="title"><a href="/comment/374#comment-374" class="permalink" rel="bookmark" hreflang="und">Comentario </a></h3> <nav class="comment__links"><drupal-render-placeholder callback="comment.lazy_builders:renderLinks" arguments="0=374&amp;1=default&amp;2=und&amp;3=" token="yb8M0A2oH9JeeET7Cm1Vnx6U8y-4tOHhpPG1r58_AoM"></drupal-render-placeholder></nav> <div class="comment__meta"> <div> <div class="field field--name-field-nombre field--type-string field--label-hidden field__item">Margarita Baquero </div> </div> <strong>Mar, 20/10/2020 - 05:55 <span property="schema:dateCreated" content="2020-10-20T11:55:31+00:00" class="rdf-meta hidden"></span> </strong> </div> <div class="comment__content"> <div property="schema:text" class="clearfix text-formatted field field--name-comment-body field--type-text-long field--label-hidden field__item"><p>Me gustó el enfoque dado a la sostenibilidad de la producción de alimentos de manera local desde la perspectiva de lo productivo, ambiental (huella de carbono y agua) y social. Más aún cuando existe una tendencia en varios países desarrollados por promover el consumo local alegando que es “ambientalmente más sostenible”. En este sentido se torna muy interesante reflexionar sobre las otras emisiones que no son causadas solo por el transporte, tal como lo plantea este artículo, así cómo cuales son los productos que podemos producir localmente de una manera más competitiva desde el punto de vista económico y también ambiental. Finalmente quisiera preguntar a los autores cuál es su opinión sobre la producción orgánica: Es esta más sostenible que la tradicional? (suponiendo que hablamos de un mismo producto, en un mismo lugar).</p> </div> </div> </div> </article> <article role="article" data-comment-user-id="0" id="comment-376" about="/comment/376" typeof="schema:Comment" class="comment js-comment by-anonymous clearfix"> <span class="hidden new-indicator" data-comment-timestamp="1603425438"></span> <div class="comment__content-container"> <h3 property="schema:name" datatype="" class="title"><a href="/comment/376#comment-376" class="permalink" rel="bookmark" hreflang="und">No es viable hoy, pero si es deseable</a></h3> <nav class="comment__links"><drupal-render-placeholder callback="comment.lazy_builders:renderLinks" arguments="0=376&amp;1=default&amp;2=und&amp;3=" token="fxjK6uyVXEHMPEsL0KW2UM2mUe4JUKQCgzjhmao9RSk"></drupal-render-placeholder></nav> <div class="comment__meta"> <div> <div class="field field--name-field-nombre field--type-string field--label-hidden field__item">Mario Alexander Moreno Ordoñez</div> </div> <strong>Jue, 22/10/2020 - 20:19 <span property="schema:dateCreated" content="2020-10-23T02:19:05+00:00" class="rdf-meta hidden"></span> </strong> </div> <div class="comment__content"> <div property="schema:text" class="clearfix text-formatted field field--name-comment-body field--type-text-long field--label-hidden field__item"><p>El artículo ofrece un análisis que explora la posibilidad de “abastecerse localmente de alimentos”, “la sostenibilidad del consumo de alimentos producidos localmente”, y las “alternativas sostenibles para aumentar el consumo de productos agrícolas y alimentos producidos localmente” llegando a la conclusión de que “hay que promover los balances adecuados entre ambas estrategias (producción local e importaciones)</p> <p>Identifica las bondades del comercio exterior y a sus teorías de las ventajas comparativas y competitivas de los países, como factores promotores de alimentación de calidad, inocuidad y precio asequible al consumidor, y a la bioeconomía como una respuesta para tomar mayor ventaja de los recursos biológicos en la producción de alimentos, lo que puede ayudar a aumentar la producción local y reducir la interdependencia comercial, a la vez que los sistemas agrícolas y alimentarios se vuelven más productivos, resilientes y sostenibles.</p> <p>Por eso a la doble pregunta que sugiere el título del artículo ¿Es viable o sostenible el consumo de alimentos producidos localmente?, la respuesta es: en este momento no es viable, pero si es deseable un consumo basado mayoritariamente en alimentos locales.</p> <p>Una de las lecciones que emana de la pandemia del Covid-19, es precisamente la importancia de contar con una oferta interna suficiente de alimentos, que evite hambrunas ante las dificultades que se pueden presentar en el comercio internacional de alimentos, debido a estos factores biológicos.</p> <p>Sin embargo, escoger entre el “balance en las estrategias” como lo propone al artículo, o “el autoabastecimiento alimentario” va a depender de la importancia que los Gobiernos den a la seguridad alimentaria en sus agendas, así como de sus posibilidades agronómicas, económicas y políticas de adelantar tal o cual estrategia (en algunos países es físicamente imposible la producción de la mayoría de los alimentos – los importadores netos – y en otros políticamente imposible distanciarse de los compromisos de comercio exterior adquiridos). </p> <p>Así, si el Gobierno define (de manera voluntaria o por condicionantes políticos y/o económicos insuperables) que es un asunto que puede y/o debe ser manejado desde el mercado, seguramente su política económica girará en torno a lograr ese equilibrio propuesto en el artículo.</p> <p>Sin embargo, si el Gobierno visualiza a su sector agroalimentario como un sector estratégico en su agenda, enmarcándolo incluso como un tema de soberanía nacional, e identifica en él su multidimensionalidad, y adicionalmente cuenta con la autonomía política y económica suficiente, asumirá un reto en el que la balanza se desequilibre en favor de la producción y consumo sostenibles de alimentos locales.</p> <p>Para adelantar esta agenda, es necesario adoptar medidas de política pública que tiendan a sustituir gradualmente las importaciones de alimentos factibles de producir en el país, apoyada en instrumentos de carácter permanente, y otros de carácter transitorio, que traten de mantener una macroeconomía sana. </p> <p>Algunos de ellos podrían ser:</p> <p>Medidas permanentes:<br /> 1. Estímulos al uso adecuado y planificado del suelo, que buena parte de las veces se entrecruza con el tema de la distribución de la propiedad rural.<br /> 2. Extensión rural que derive en una oferta de comida sana, con menores costos de producción y menores márgenes de comercialización, en procesos productivos inocuos, incluyentes, rentables y sostenibles ambientalmente, de manera que puedan competir en precio y calidad con estándares internacionales.<br /> 3. Política de SAN basada en productos locales de alto valor nutricional.<br /> 4. Educación alimentaria a la población, que incluye no solo educación nutricional, sino la valorización de los activos intangibles de la producción alimentaria (origen, grupo poblacional productor, tecnologías productivas, etc)<br /> 5. Macroeconomía amable con el sector agroalimentario (producción primaria y transformación) en términos fiscales, arancelarios y cambiarios.<br /> 6. Fortalecimiento institucional en temas sanitarios, de extensión agropecuaria, etc</p> <p>Medidas temporales, hasta que se desarrollen las ventajas competitivas del sector<br /> 7. Impulso y desarrollo de mercados alimentarios de proximidad<br /> 8. Acceso preferencial de la producción nacional de alimentos a los mercados institucionales públicos y privados<br /> 9. Fortalecimiento organizacional empresarial de los productores<br /> 10. Política de renta básica, para asegurar el consumo de alimentos nutritivos por parte de grupos poblacionales vulnerables.</p> <p>Así las cosas, como ocurre con buena parte de los temas rurales, su definición no está en la ruralidad, sino en la política pública generada desde las ciudades.</p> </div> </div> </div> </article> <article role="article" data-comment-user-id="36" id="comment-377" about="/comment/377" typeof="schema:Comment" class="comment js-comment by-node-author clearfix"> <span class="hidden new-indicator" data-comment-timestamp="1603462579"></span> <div class="comment__content-container"> <h3 property="schema:name" datatype="" class="title"><a href="/comment/377#comment-377" class="permalink" rel="bookmark" hreflang="und">Gracias Mario por tu aporte</a></h3> <nav class="comment__links"><drupal-render-placeholder callback="comment.lazy_builders:renderLinks" arguments="0=377&amp;1=default&amp;2=und&amp;3=" token="IvZbe0DTOCDA0m_wo_lQXuuj7Rf2XkWVSTzFX8TrGOA"></drupal-render-placeholder></nav> <div class="comment__meta"> <div> <div class="field field--name-field-nombre field--type-string field--label-hidden field__item">Joaquin Arias</div> </div> <strong>Vie, 23/10/2020 - 08:16 <span property="schema:dateCreated" content="2020-10-23T14:16:19+00:00" class="rdf-meta hidden"></span> </strong> </div> <div class="comment__content"> <div property="schema:text" class="clearfix text-formatted field field--name-comment-body field--type-text-long field--label-hidden field__item"><p>Querido Mario, gracias por traer a la mesa el tema de la economía política y por aportar al menú de recomendaciones de política, que desde mi punto de vista aplican tanto para fortalecer la producción sostenible de alimentos para el consumo local, como para mejorar la oferta exportable, o para substituir de manera eficiente y sostenible las importaciones,opciones que están abiertas para todos los países y localidades, pero en condiciones muy diversas, dependiendo del nivel de ingresos y preferencias de los consumidores, la base y calidad de recursos naturales, el clima, estacionalidad, las distancias al mercado, entre otras condicionantes.</p> <p>Es necesaria más inversión en investigación y desarrollo y en la generación de evidencia para saber qué intervenciones de carácter público y público - privadas, son las más efectivas para lograr los mencionados balances.</p> <p>Recordar que  intrínseco en el concepto de sostenibilidad es que los balances no deberían ser transitorios, pensando en soluciones de corto plazo únicamente, sino que deben sostenerse en el tiempo, con una mirada en las generaciones futuras, no solo de la comunidad donde vivimos, sino de la comunidad nacional y global (dado que muchos temas son globales, como lo es el cambio climático). </p> </div> </div> </div> </article> <article role="article" data-comment-user-id="36" id="comment-393" about="/comment/393" typeof="schema:Comment" class="comment js-comment by-node-author clearfix"> <span class="hidden new-indicator" data-comment-timestamp="1605144372"></span> <div class="comment__content-container"> <h3 property="schema:name" datatype="" class="title"><a href="/comment/393#comment-393" class="permalink" rel="bookmark" hreflang="und">Considero acertada la conclusión de promover balances adecuados</a></h3> <nav class="comment__links"><drupal-render-placeholder callback="comment.lazy_builders:renderLinks" arguments="0=393&amp;1=default&amp;2=und&amp;3=" token="7GuuE1aERYwNKDcbaS28vijArkU_6YhSzuo-a2ZmL7U"></drupal-render-placeholder></nav> <div class="comment__meta"> <div> <div class="field field--name-field-nombre field--type-string field--label-hidden field__item">Luis Morán</div> </div> <strong>Mié, 11/11/2020 - 19:26 <span property="schema:dateCreated" content="2020-11-12T01:26:12+00:00" class="rdf-meta hidden"></span> </strong> </div> <div class="comment__content"> <div property="schema:text" class="clearfix text-formatted field field--name-comment-body field--type-text-long field--label-hidden field__item"><p>Considero que la conclusión: “lo que hay que promover son los balances adecuados entre ambas estrategias …”, es acertada, incluso desde la perspectiva del productor, para quien, es importante tener diferentes opciones de mercado a las cuales aproximarse en función a su capacidad o grado de desarrollo relativo. También es conveniente para los gobiernos de países que tienen entre sus desafíos mantener el equilibrio entre la demanda – oferta de los principales alimentos que se producen y consumen a nivel doméstico, a fin de evitar sobreproducción estacional, fluctuaciones de precios, desabastecimiento, presión sobre recursos naturales escasos, baja rentabilidad agraria, conflictos y demás derivados.</p> <p>La planificación de las siembras, sumada a la diversificación productiva en torno a productos con menor impacto ambiental, mayor demanda y mejores precios en el mercado nacional e internacional, se cuenta entre las estrategias. En ese contexto, el sueño exportador es el que suele representar el mayor atractivo, más aún si se trata de promover prácticas de producción sostenibles, que el mercado local no recompensa o al menos no lo suficiente para cubrir mayores costos y generar ingresos netos. Sin embargo, la exportación, al igual que la agregación de valor basada en la biomasa primaria y residual (cualquiera sea el enfoque de mercado), no es una opción para todos (en especial para pequeños productores que por lo general son mayoría), mucho menos si no viene acompañada de políticas, regulaciones e inversiones efectivas, financiamiento, información, educación, asistencia técnica…  </p> <p>Y, aun con todo ello, está la variable “riesgo”, donde “producto nuevo en mercado nuevo”, es el peor escenario (mayor riesgo); pero, por alguna razón, las intervenciones de apoyo y las iniciativas de los propios productores tienden a caer en ese cuadrante.</p> <p>Espero no haberme desviado mucho del tema. El artículo me pareció sumamente aleccionador y me generó estas reflexiones.</p> </div> </div> </div> </article> <article role="article" data-comment-user-id="0" id="comment-640" about="/comment/640" typeof="schema:Comment" class="comment js-comment by-anonymous clearfix"> <span class="hidden new-indicator" data-comment-timestamp="1640483347"></span> <div class="comment__content-container"> <h3 property="schema:name" datatype="" class="title"><a href="/comment/640#comment-640" class="permalink" rel="bookmark" hreflang="und">GESTIÓN DE INVERSIONES DE MARK DAVSON</a></h3> <nav class="comment__links"><drupal-render-placeholder callback="comment.lazy_builders:renderLinks" arguments="0=640&amp;1=default&amp;2=und&amp;3=" token="hQBiEDuQ7ud4QC9_GjXAvODWrI68qRKyZLhA6WPlOPQ"></drupal-render-placeholder></nav> <div class="comment__meta"> <div> <div class="field field--name-field-nombre field--type-string field--label-hidden field__item">GESTIÓN DE INVERSIONES DE MARK DAVSON</div> </div> <strong>Lun, 13/12/2021 - 08:58 <span property="schema:dateCreated" content="2021-12-13T14:58:32+00:00" class="rdf-meta hidden"></span> </strong> </div> <div class="comment__content"> <div property="schema:text" class="clearfix text-formatted field field--name-comment-body field--type-text-long field--label-hidden field__item"><p>Atención:</p> <p>Soy el Gerente de Administración de MARK DAVSON INVESTMENT MANAGEMENT.<br /> Somos una empresa de inversión financiera que busca empresas o particulares en los que invertir. Contáctanos si estás interesado.<br /> queremos informarle que nuestra empresa invierte en empresas o particulares que necesitan capital para poner en marcha cualquier tipo de negocio o proyecto.<br /> Debe verificar con nosotros si lo que necesita es capital de préstamo a corto plazo o capital de préstamo a largo plazo.<br /> Mientras tanto, nuestra inversión financiera en préstamos a corto plazo es de $ 10,000,000.00 USD a $ 100,000,000.00 USD.<br /> Por qué nuestra inversión en préstamos a largo plazo es de $ 100,000,000.00 USD a $ 300,000,000.00 USD y más</p> <p>Gracias<br /> Señor Mark Davson<br /> GESTIÓN DE INVERSIONES DE MARK DAVSON<br /> Correo electrónico: <a href="mailto:markdavsoninvestmentmanagement@yahoo.com">markdavsoninvestmentmanagement@yahoo.com</a><br /> WhatsApp: +447404320361</p> </div> </div> </div> </article> <h2 class="title comment-form__title">Añadir nuevo comentario</h2> <drupal-render-placeholder callback="comment.lazy_builders:renderForm" arguments="0=node&amp;1=98&amp;2=field_blog_comments&amp;3=comment" token="ehCV_ErCFk5DKiGDDrmNT5B7vSZqdrB6efMaX-SpDjY"></drupal-render-placeholder> </section> Wed, 14 Oct 2020 16:42:56 +0000 jarias 98 at https://blog.iica.int Retos y oportunidades de la bioeconomía ante el COVID-19: Primera reunión de expertos https://blog.iica.int/blog/retos-oportunidades-bioeconomia-ante-covid-19-primera-reunion-expertos <span class="field field--name-title field--type-string field--label-hidden">Retos y oportunidades de la bioeconomía ante el COVID-19: Primera reunión de expertos</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">Lun, 11/05/2020 - 14:46</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><p><strong>Nota elaborada a partir de las opiniones de un grupo de expertos de América Latina convocados por el IICA**</strong></p> <p>El aislamiento social impuesto por los gobiernos de casi todo el mundo para controlar el avance del Covid-19 ha provocado una alteración en el funcionamiento de las cadenas agrícolas y una <strong>caída sin precedentes en el consumo de algunos producto</strong>s, que está impactando directamente en la actividad económica de los países de América Latina y el Caribe.</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: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-419" style="font-size:15.0pt" xml:lang="es-419"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">“Comprender en profundidad la verdadera magnitud de esta crisis y sus impactos en el corto, mediano y largo plazo en los países del hemisferio, permitirá identificar retos y oportunidades”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p>Comprender en profundidad la verdadera magnitud de esta crisis y sus impactos en el corto, mediano y largo plazo en los países del hemisferio, permitirá <strong>identificar retos y oportunidades</strong> para que el IICA, a través del <u><a href="https://iica.int/es/programas">Programa de Bioeconomía y Desarrollo Productivo</a></u>, pueda ofrecer cooperación técnica direccionada a las necesidades y realidades del nuevo contexto. Para ello, se han realizado una serie de reuniones con expertos en esta materia. En la primera de ellas, desdoblada en <strong>dos bloques</strong>, los especialistas enfocaron la discusión sobre <strong>el posible escenario post Covid-19</strong> y su impacto en el sector agroalimentario de la región. En el segundo bloque, se enfocaron en <strong>el impacto de la crisis sobre la bioeconomía</strong> en general de los países en ALC.</p> <p><strong>Escenario post Covid-19 y su impacto en el sector agroalimentario en la región</strong></p> <p>Inicialmente, las crisis se miden en segundos, posteriormente en minutos, días, meses y finalmente en años. En estos momentos, recién estamos atravesando su etapa inicial. Hoy nos preocupan los muertos que deja día a día el coronavirus, pero <strong>más adelante serán los que padecen hambre, desempleo y pobreza.</strong> </p> <p>Para los expertos, el impacto que tendrá el Covid-19 sobre la actividad agrícola en los países de la región no será homogéneo. Dependerá de las características de cada uno de ellos y de su sistema agroindustrial. Del mismo modo, se prevé que los <strong>impactos variarán entre los eslabones</strong> de las diferentes cadenas productivas, siendo l<strong>a producción de alimentos </strong>una de las actividades agroindustriales <strong>menos afectada</strong>.</p> <p><strong>El impacto </strong>inmediato del aislamiento de los trabajadores y de las restricciones de circulación se sentirá sobre el normal funcionamiento de algunas cadenas agroindustriales y de sus canales de distribución. El efecto será <strong>mayor en aquellas vinculadas a productos perecederos </strong>(cadenas cortas), muy ligadas a la <strong>agricultura familiar</strong>. Al mismo tiempo, especulaciones en los mercados de alimentos han impulsado las <strong>compras de pánico</strong> que, sumados a la menor oferta, están provocando el <strong>desabastecimiento</strong> de algunos productos esenciales. Si a esta situación se le agrega el agravante de la <strong>pérdida de ingresos familiares</strong> como consecuencia del cese de la actividad económica, se aumenta el <strong>riesgo</strong> de que crezca la <strong>inseguridad</strong>, la <strong>delincuencia</strong> y los <strong>conflictos sociale</strong>s en fincas y zonas rurales.</p> <p>La caída de la actividad está afectando el <strong>nivel de precios de los commodities agrícolas</strong>, especialmente aquellos <strong>vinculados a la energía</strong>. También se está reflejando en una creciente dificultad para colocar los productos de mayor valor agregado, destinados a los consumidores de mayores ingresos. Algunos productos como <strong>la carne</strong>, que hoy padecen las mismas complicaciones, podrían recomponer parte de su mercado en el corto plazo, traccionados por el crecimiento de la <strong>demanda china</strong> y de otros países que dependen del <strong>abastecimiento internacional</strong> para suplir sus necesidades alimenticias.</p> <table align="center" class="TableGrid11" style="border-collapse:collapse; border:none"> <tbody> <tr> <td style="border-bottom:1px solid #fdfdfd; padding:0in 7px 0in 7px; border-top:1px solid #fdfdfd; border-right:none; border-left:none" valign="top"> <p align="right" style="text-align:right; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><img 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" style="width:76px; height:76px" /></span></span></span></p> </td> <td style="border-bottom:1px solid #fdfdfd; width:375px; padding:0in 7px 0in 7px; border-top:1px solid #fdfdfd; border-right:none; border-left:none" valign="top"> <p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif">VER TAMBIÉN<br /> <a href="https://blog.iica.int/blog/los-biocombustibles-energia-sus-vasos-comunicantes-agricultura" style="color:blue; text-decoration:underline">Los biocombustibles, la energía y sus vasos comunicantes con la agricultura</a></span></span></span></p> </td> </tr> </tbody> </table> <p>En el mediano plazo, los expertos creen que podrían resurgir los <strong>movimientos proteccionistas</strong> que en otras épocas provocaron enormes daños a las economías de la región. Bajo la idea de la <strong>autosuficiencia alimentaria</strong>, algunos países como Rusia, India o Vietnam han tratado de <strong>limitar las exportaciones</strong> de algunos productos alimentarios. Del mismo modo, organizaciones de productores de la Unión Europea han solicitado <strong>restringir la importación</strong> de granos para favorecer la producción local.  Es probable también que las restricciones al comercio internacional recaigan sobre las <strong>cuestiones sanitarias</strong>, por lo cual debería prestarse mucha atención a los esquemas de certificación y trazabilidad.</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: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-419" style="font-size:15.0pt" xml:lang="es-419"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">“el sector agrícola estará llamado a tener un rol no solo productivo, sino también social como generador de empleo e ingreso para los sectores más vulnerables. Será necesario entonces, repensar las actividades productivas del sector para mejorar sus ingresos”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p> En el ámbito de ALC, es esperable que las <strong>medidas</strong> de salvamento que apliquen los gobiernos para sostener el empleo estén más ligadas a <strong>cuestiones monetarias y fiscales</strong> (tipo de cambio, baja de impuestos, etc.), que tienen <strong>bajo impacto</strong> en la pequeña agricultura, donde domina el <strong>empleo informal</strong>. En complemento, y dado que la crisis se sentirá con más fuerza en los centros urbanos, y que muchos de los empleados que podrían perder sus trabajos acá provienen de los sectores rurales, es probable que <strong>se registre una migración a la inversa</strong>; es decir, desde lo urbano hacia lo rural. Por lo tanto, el sector agrícola estará llamado a tener un <strong>rol</strong> no solo p<strong>roductivo</strong>, sino también <strong>social</strong> como generador de <strong>empleo e ingreso</strong> para los sectores más vulnerables. Será necesario entonces, repensar las actividades productivas del sector para mejorar sus ingresos. </p> <p>En la medida que los países vayan solucionando los temas sanitarios y sociales, y la economía se vaya poniendo en marcha, el interés por las <strong>políticas ambientales</strong> debería volver a ser parte de la agenda pública. Sin embargo, existe el <strong>riesgo</strong> de que las prioridades por los <strong>Objetivos de Desarrollo Sostenible</strong> queden relegadas. </p> <p>Sin embargo, toda crisis representa una oportunidad. Habrá espacio para generar nuevas situaciones, nuevas acciones e iniciativas innovadoras. La región debería aprender de las experiencias y buenas prácticas de otras regiones en materia de estrategias para atacar la crisis e iniciar el camino hacia la recuperación.</p> <table align="center" class="TableGrid11" style="border-collapse:collapse; border:none"> <tbody> <tr> <td style="border-bottom:1px solid #fdfdfd; padding:0in 7px 0in 7px; border-top:1px solid #fdfdfd; border-right:none; border-left:none" valign="top"> <p align="right" style="text-align:right; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><img src="data:image/png;base64,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" style="width:63px; height:76px" /></span></span></span></p> </td> <td style="border-bottom:1px solid #fdfdfd; width:375px; padding:0in 7px 0in 7px; border-top:1px solid #fdfdfd; border-right:none; border-left:none" valign="top"> <p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif">VER TAMBIÉN<br /> <a href="https://blog.iica.int/blog/cuales-son-los-temas-e-instrumentos-politica-mas-utilizados-por-los-paises-frente-pandemia" style="color:blue; text-decoration:underline">¿Cuáles son los temas e instrumentos de política más utilizados por los países frente a la pandemia?</a></span></span></span></p> </td> </tr> </tbody> </table> <p><strong>Efectos del nuevo escenario en la bioeconomía de ALC</strong></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: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-419" style="font-size:15.0pt" xml:lang="es-419"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">“la incertidumbre imperante podría derivar en una agricultura más conservadora, con menos innovación y volcándose hacía planteos más defensivos tendientes a aplicar las prácticas más conocidas.”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p> Uno de los mayores riesgos que plantea el nuevo escenario es que la urgencia por atender las cuestiones sanitarias y sociales reducirá momentáneamente el interés, la atención y los escasos recursos de los países para la formulación e implementación de políticas que no tengan que ver con estas cuestiones. Del mismo modo, la <strong>incertidumbre</strong> imperante podría derivar en una <strong>agricultura más conservador</strong>a, con <strong>menos innovación</strong> y volcándose hacía <strong>planteos más defensivos</strong> tendientes a aplicar las prácticas más conocidas. </p> <p>Otro de los impactos negativos derivado de la crisis es la <strong>abrupta caída en los precios</strong> del petróleo y la demanda agregada. Muchas actividades agroindustriales, como aquellas enfocadas en productos altamente sofisticados, tales como los <strong>bioproductos</strong> sustitutos de productos de origen fósil (incluida la <strong>bioenergía</strong>) y servicios culturales (<strong>ecoturismo</strong>, por ejemplo), <strong>verán afectada su rentabilidad y viabilidad</strong>. Sin embargo, los desarrollos en <strong>biotecnología</strong> y otras actividades competitivas de la bioeconomía <strong>seguirán avanzando</strong>, así como las actividades reguladas. En este sentido, la biotecnología ha resultado ser un ejemplo del gran impacto que pueden tener las nuevas ciencias biológicas en salud.</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: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-419" style="font-size:15.0pt" xml:lang="es-419"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">“El enfoque basado en la bioeconomía permitiría generar oportunidades inmediatas en los sectores más afectados por la crisis a partir de la valorización de productos (residuos/desechos) que generen nuevos ingresos en los sectores más vulnerables”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p>Bajo este escenario, surge la necesidad de encontrar <strong>modelos productivos eficiente</strong>s que aprovechen al máximo los <strong>recursos biológicos</strong>, mucho de los cuales se encuentran ociosos, para convertir a los <strong>territorios rurales</strong> en <strong>motores de la reactivación</strong> socioeconómica y de la seguridad alimentaria. Este <strong>enfoque basado en la bioeconomía</strong> permitiría generar oportunidades inmediatas en los sectores más afectados por la crisis a partir de la <strong>valorización de productos</strong> (residuos/desechos) que <strong>generen nuevos ingresos </strong>en los sectores más vulnerables, que son los que tienen mayor dificultad para integrarse a las actividades formales.  </p> <p>Y posteriormente, una vez solucionados los temas emergentes sanitarios, productivos y comerciales, <strong>habrá espacio para apuestas innovadoras</strong>. Se abrirá una ventana de más oportunidades para la bioeconomía como un modelo de desarrollo que vaya más allá de los actuales sistemas de producción, que durante la crisis han demostrado ser altamente vulnerables. Para ello será necesario seamos los suficientemente abiertos y activos para capitalizar esta oportunidad.</p> <p><em>Hugo Chavarría es economista, gerente del Programa de Bioeconomía y Desarrollo Productivo del IICA</em></p> <p><em>** Panel de expertos que participó en la discusión:</em></p> <ol> <li><strong>Eduardo Trigo</strong> (Argentina): asesor del Programa de Bioeconomía y desarrollo productivo del IICA. Asesor en Bioeconomía del Ministerio de Agroindustria de Argentina y docente en el Centro de Agronegocios y Alimentos de la Facultad de Ciencias Empresariales de la Universidad Austral.</li> <li><strong>Carlos Pomareda </strong>(Costa Rica): asesor del Programa de Bioeconomía y desarrollo productivo del IICA. Gerente de Servicios Internacionales para el Desarrollo Empresarial y Gerente de Corporación Ganadera Los Laureles</li> <li><strong>Marcelo Regunaga</strong> (Argentina): asesor del Programa de Bioeconomía y desarrollo productivo del IICA; exSecretario de Agricultura y de Industria, Comercio y Minería de Argentina. Profesor en la Maestría en Agronegocios de la UBA y Director Académico del Programa de Formación y Capacitación de la Bolsa de Cereales.</li> <li><strong>Elizabeth Hodson</strong> (Colombia): Profesora Emérita de Pontificia Universidad Javeriana y miembro de Academia Colombiana de Ciencias Exactas, Físicas y Naturales, Comisión en Ética del Conocimiento Científico y Tecnología de la UNESCO y Misión Internacional de Sabios del Gobierno de Colombia.</li> <li><strong>Guillermo Anlló </strong>(Argentina): Especialista Senior de Programas, Políticas de Ciencia y Tecnología y Fortalecimiento de Capacidades, Oficina Regional de Ciencias LAC UNESCO</li> <li><strong>Guy Henry</strong> (Holanda): director de Investigación y Estrategia del CIRAD y delegado de CIRAD para América Latina y el Caribe<br />  </li> </ol> <p><strong><em>Nota: Las opiniones expresadas en este Blog son responsabilidad del autor y no necesariamente reflejan la opinión del IICA. </em></strong></p> </div> <div class="field field--name-field-blog-tags field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Blog tags</div> <div class="field__items"> <div class="field__item"><a href="/tags/perspectivas-covid-19" hreflang="es">PERSPECTIVAS-COVID-19</a></div> </div> </div> <section class="field field--name-field-blog-comments field--type-comment field--label-above comment-wrapper"> <h2 class="title">Comentarios del blog</h2> <article role="article" data-comment-user-id="0" id="comment-249" about="/comment/249" typeof="schema:Comment" class="comment js-comment by-anonymous clearfix"> <span class="hidden new-indicator" data-comment-timestamp="1594063271"></span> <div class="comment__content-container"> <h3 property="schema:name" datatype="" class="title"><a href="/comment/249#comment-249" class="permalink" rel="bookmark" hreflang="und">I</a></h3> <nav class="comment__links"><drupal-render-placeholder callback="comment.lazy_builders:renderLinks" arguments="0=249&amp;1=default&amp;2=und&amp;3=" token="BwAwwXnBjAf_qdnAgkad87gJDpkP1I3t4nEMH1EKW9U"></drupal-render-placeholder></nav> <div class="comment__meta"> <div> <div class="field field--name-field-nombre field--type-string field--label-hidden field__item">Carlos Sanchez Gutierrez</div> </div> <strong>Lun, 06/07/2020 - 12:15 <span property="schema:dateCreated" content="2020-07-06T18:15:42+00:00" class="rdf-meta hidden"></span> </strong> </div> <div class="comment__content"> <div property="schema:text" class="clearfix text-formatted field field--name-comment-body field--type-text-long field--label-hidden field__item"><p>Es muy interesante desarrollar planes, programas y proyectos para zonas de frontera donde las cadenas de valor y la bioeconomía pierde eficiencia y oportunidades. ES DECIR PLANTEAR PROYECTOS FRONTERIZOS.</p> </div> </div> </div> </article> <article role="article" data-comment-user-id="0" id="comment-261" about="/comment/261" typeof="schema:Comment" class="comment js-comment by-anonymous clearfix"> <span class="hidden new-indicator" data-comment-timestamp="1594219483"></span> <div class="comment__content-container"> <h3 property="schema:name" datatype="" class="title"><a href="/comment/261#comment-261" class="permalink" rel="bookmark" hreflang="und">Es muy importante continuar…</a></h3> <nav class="comment__links"><drupal-render-placeholder callback="comment.lazy_builders:renderLinks" arguments="0=261&amp;1=default&amp;2=und&amp;3=" token="pQvTWG0OT-agDEA2TSGw01tG6gvYRd3AAMx2Y99Xh1E"></drupal-render-placeholder></nav> <div class="comment__meta"> <div> <div class="field field--name-field-nombre field--type-string field--label-hidden field__item">Adriana Gutiérrez</div> </div> <strong>Mié, 08/07/2020 - 00:14 <span property="schema:dateCreated" content="2020-07-08T06:14:45+00:00" class="rdf-meta hidden"></span> </strong> </div> <div class="comment__content"> <div property="schema:text" class="clearfix text-formatted field field--name-comment-body field--type-text-long field--label-hidden field__item"><p>Es muy importante continuar con el impulso del las actividades agrícolas, así como reactivar espacios para acrecentar está actividad.</p> </div> </div> </div> </article> <h2 class="title comment-form__title">Añadir nuevo comentario</h2> <drupal-render-placeholder callback="comment.lazy_builders:renderForm" arguments="0=node&amp;1=36&amp;2=field_blog_comments&amp;3=comment" token="RQgHAWIYYmGafBmjM2mseeFZ8zZ6Eq9quR086PkFOTA"></drupal-render-placeholder> </section> Mon, 11 May 2020 20:46:17 +0000 jarias 36 at https://blog.iica.int https://blog.iica.int/blog/retos-oportunidades-bioeconomia-ante-covid-19-primera-reunion-expertos#comments Vulnerabilidad alimentaria ante el COVID-19 https://blog.iica.int/blog/vulnerabilidad-alimentaria-ante-covid-19 <span class="field field--name-title field--type-string field--label-hidden">Vulnerabilidad alimentaria ante el COVID-19</span> <div class="field field--name-field-autores field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Colaboradores</div> <div class="field__items"> <div class="field__item"><a href="/taxonomy/term/10" hreflang="zxx">Joaquín Arias</a></div> <div class="field__item"><a href="/taxonomy/term/11" hreflang="zxx">Hugo Chavarría</a></div> <div class="field__item"><a href="/taxonomy/term/9" hreflang="zxx">Eugenia Salazar</a></div> </div> </div> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/user/36" typeof="schema:Person" property="schema:name" datatype="">jarias</span></span> <span class="field field--name-created field--type-created field--label-hidden">Mar, 31/03/2020 - 17:06</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><p style="margin-bottom:8px"><span lang="ES-CR" style="font-size:11.0pt" xml:lang="ES-CR" xml:lang="ES-CR"><span style="background:white"><span style="line-height:107%"><span style="font-family:&quot;Arial&quot;,sans-serif"><span style="color:#222222">El IICA elaboró un Índice que </span></span></span></span><span style="line-height:107%"><span style="font-family:&quot;Arial&quot;,sans-serif"><span style="color:#222222"><span style="background:white">permite </span>aproximar <span style="background:white">el nivel de vulnerabilidad alimentaria de los países de las Américas ante el Covid-19. T</span></span></span></span><span style="background:white"><span style="line-height:107%"><span style="font-family:&quot;Arial&quot;,sans-serif"><span style="color:#222222">ras analizar los posibles canales de trasmisión </span></span></span></span></span><span lang="ES-CR" style="font-size:11.0pt" xml:lang="ES-CR" xml:lang="ES-CR"><span style="line-height:107%"><span style="font-family:&quot;Arial&quot;,sans-serif"><span style="color:#222222">y capacidad de respuesta de los países de la región a <span style="background:white">la actual pandemia de</span>l<span style="background:white"> coronavirus, se construyo el índice a partir de cuatro variables:</span></span></span></span></span></p> <p style="margin-top:8px; margin-bottom:8px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><span lang="ES-CR" style="font-size:12.0pt" xml:lang="ES-CR" xml:lang="ES-CR">El índice de vulnerabilidad alimentaria ante el COVID-19 se calculó promediando cuatro variables o posibles canales de transmisión de la pandemia al sector agroalimentario de los países de las Américas. Estos canales son:</span></span></span></span></p> <ol> <li style="margin-top:8px; margin-bottom:8px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><b><span lang="ES-CR" style="font-size:12.0pt" xml:lang="ES-CR" xml:lang="ES-CR">El ingreso neto per cápita</span></b><span lang="ES-CR" style="font-size:12.0pt" xml:lang="ES-CR" xml:lang="ES-CR">: indicativo del nivel de bienestar económico y de la capacidad de compra de los consumidores previo a la crisis. Las poblaciones con ingresos más bajos se verán mayormente afectadas ante una desaceleración o recesión económica;</span></span></span></span></li> <li style="margin-top:8px; margin-bottom:8px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><b><span lang="ES-CR" style="font-size:12.0pt" xml:lang="ES-CR" xml:lang="ES-CR">La importación o exportación neta de alimentos per cápita</span></b><span lang="ES-CR" style="font-size:12.0pt" xml:lang="ES-CR" xml:lang="ES-CR">: indicativo del nivel de dependencia del país de los mercados internacionales, y por lo tanto, la capacidad productiva nacional para satisfacer la demanda doméstica de alimentos;</span></span></span></span></li> <li style="margin-top:8px; margin-bottom:8px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><b><span lang="ES-CR" style="font-size:12.0pt" xml:lang="ES-CR" xml:lang="ES-CR">La prevalencia de la subnutrición:</span></b><span lang="ES-CR" style="font-size:12.0pt" xml:lang="ES-CR" xml:lang="ES-CR"> indicativo del porcentaje de la población en mayor riesgo ante el Covid-19, debido a que previo a la crisis no podía satisfacer sus requerimientos básicos de alimentación.</span></span></span></span></li> <li style="margin-top:8px; margin-bottom:8px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><b><span lang="ES-CR" style="font-size:12.0pt" xml:lang="ES-CR" xml:lang="ES-CR">La posición neta fiscal de los gobiernos</span></b><span lang="ES-CR" style="font-size:12.0pt" xml:lang="ES-CR" xml:lang="ES-CR"> (ingresos menos gastos): indicativo de la capacidad de respuesta o nivel de preparación de los países brindar apoyo directo a las poblaciones más vulnerables y para diseñar paquetes de estímulo y reactivación de la actividad económica.</span></span></span></span></li> <li style="margin-top:8px; margin-bottom:8px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><strong><span lang="ES-CR" style="font-family:&quot;Calibri&quot;,sans-serif" xml:lang="ES-CR" xml:lang="ES-CR">Saldo de cuenta corriente (% del PIB):  </span></strong>es la suma de las exportaciones netas de bienes y servicios, el ingreso por inversiones y los pagos de transferencias, como indicativo de la capacidad de compra de bienes y servicios (entre ellos alimentos) de gobiernos, negocios e individuos en un país. </span></span></span>  </li> </ol> <p style="margin-top:8px; margin-bottom:8px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><span lang="ES-CR" style="font-size:12.0pt" xml:lang="ES-CR" xml:lang="ES-CR">Como se puede observar en el mapa, países como Haití, Bolivia y Venezuela presentan altos índices de vulnerabilidad al ser economías de bajo ingreso, alta dependencia de la importación de alimentos, alta prevalencia de subnutrición y baja capacidad presupuestal del gobierno para atender la crisis. </span></span></span></span></p> <p style="margin-top:8px; margin-bottom:8px"> </p> <p style="margin-top:8px; margin-bottom:8px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><span lang="ES-CR" style="font-size:12.0pt" xml:lang="ES-CR" xml:lang="ES-CR"><iframe frameborder="0" height="700" name="Vulnerabilidad " scrolling="no" src="https://public.tableau.com/views/VulnerabilidadCOVID19/IndVulnerabilidad?:showVizHome=no&amp;:embed=true&quot;" title="Índice de vulnerabilidad alimentaria" width="100%" id="Vulnerabilidad "></iframe></span></span></span></span></p> <p style="margin-top:8px; margin-bottom:8px"> </p> <p style="margin-top:8px; margin-bottom:8px"> </p> <p style="margin-top:8px; margin-bottom:8px"><span lang="ES-CR" style="font-size:11.0pt" xml:lang="ES-CR" xml:lang="ES-CR"><span style="line-height:107%"><span style="font-family:&quot;Calibri&quot;,sans-serif">Tenemos a la vez, un grupo de países, como son Antigua y Barbuda, Dominica, Santa Lucía y Granada, donde a pesar de contar con ingresos mayores, son altamente dependientes de las importaciones y del turismo (uno de los sectores más afectados por la coyuntura actual).</span></span></span></p> <p class="text-align-justify"><font face="Calibri, sans-serif"><span style="font-size: 14.6667px;">Este índice de vulnerabilidad alimentaria se puede comparar con el grado de preparación en salud según el índice de seguridad de la salud creado por <a href="https://www.ghsindex.org/">The Economist</a>. </span></font></p> <p> </p> <p><strong>Ingreso neto per Cápita (en el cuadro GNI per cápita)</strong></p> <p>Los países con menor ingreso per cápita son países donde la población destina la mayor parte de sus ingresos al consumo de alimentos y por lo tanto serán los más golpeados ante la proyección de posible recesión económica como resultado de la virtual paralización de la actividad económica debido al Covid-19.  </p> <p>Haití se ubica en el puesto 1 de vulnerabilidad alimentaria con un ingreso per cápita anual de USD 800, y en el otro extremo, de menor vulnerabilidad,  se ubica Estados Unidos de América, en el puesto #34, con un ingreso promedio per cápita anual de USD 63 080.  Esto no quiere decir que no hayan poblaciones en países de alto ingreso, que no sean altamente vulnerables a caídas en sus ingresos, principalmente individuos en situación de pobreza o pobreza extrema. </p> <p><img alt="Ingresos netos per cápita en países de las Américas (en USD)" data-entity-type="file" data-entity-uuid="063ab85e-2630-484e-a855-d3845ae2f3dd" src="/sites/default/files/inline-images/2020.04.01.ingresos.netos__0.png" /></p> <p><strong>Importación o exportación neta per cápita de de alimentos (en el cuadro Imp/Exp Alim. per cápita)</strong></p> <p> </p> </div> <div class="field field--name-field-blog-tags field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Blog tags</div> <div class="field__items"> <div class="field__item"><a href="/tags/covid19" hreflang="es">COVID19</a></div> <div class="field__item"><a href="/tags/vulnerabilidad-covid19" hreflang="es">VULNERABILIDAD-COVID19</a></div> <div class="field__item"><a href="/tags/dialogo-expertos" hreflang="es">DIALOGO-EXPERTOS</a></div> <div class="field__item"><a href="/tags/seguridad-alimentaria-covid19" hreflang="es">SEGURIDAD ALIMENTARIA-COVID19</a></div> <div class="field__item"><a href="/tags/informacion-estadisticas" hreflang="es">INFORMACIÓN-ESTADÍSTICAS</a></div> </div> </div> <section class="field field--name-field-blog-comments field--type-comment field--label-above comment-wrapper"> <h2 class="title">Comentarios del blog</h2> <article role="article" data-comment-user-id="0" id="comment-62" about="/comment/62" typeof="schema:Comment" class="comment js-comment by-anonymous clearfix"> <span class="hidden new-indicator" data-comment-timestamp="1588394769"></span> <div class="comment__content-container"> <h3 property="schema:name" datatype="" class="title"><a href="/comment/62#comment-62" class="permalink" rel="bookmark" hreflang="und">Es buena la constante…</a></h3> <nav class="comment__links"><drupal-render-placeholder callback="comment.lazy_builders:renderLinks" arguments="0=62&amp;1=default&amp;2=und&amp;3=" token="C8it86G_b5lJ1JtD26TMDVeuXzs7A4IPr2wmya5D3WQ"></drupal-render-placeholder></nav> <div class="comment__meta"> <div> <div class="field field--name-field-nombre field--type-string field--label-hidden field__item">Scarlett</div> </div> <strong>Vie, 01/05/2020 - 22:06 <span property="schema:dateCreated" content="2020-05-02T04:06:18+00:00" class="rdf-meta hidden"></span> </strong> </div> <div class="comment__content"> <div property="schema:text" class="clearfix text-formatted field field--name-comment-body field--type-text-long field--label-hidden field__item"><p>Es buena la constante formación y también las oportunidades</p> </div> </div> </div> </article> <article role="article" data-comment-user-id="0" id="comment-68" about="/comment/68" typeof="schema:Comment" class="comment js-comment by-anonymous clearfix"> <span class="hidden new-indicator" data-comment-timestamp="1589410067"></span> <div class="comment__content-container"> <h3 property="schema:name" datatype="" class="title"><a href="/comment/68#comment-68" class="permalink" rel="bookmark" hreflang="und">Agrónomo</a></h3> <nav class="comment__links"><drupal-render-placeholder callback="comment.lazy_builders:renderLinks" arguments="0=68&amp;1=default&amp;2=und&amp;3=" token="RopRX_vu7b0lElQpE0uCTJeuIbqYB6S1jYEYLfNi2c8"></drupal-render-placeholder></nav> <div class="comment__meta"> <div> <div class="field field--name-field-nombre field--type-string field--label-hidden field__item">wilberg</div> </div> <strong>Mié, 13/05/2020 - 16:38 <span property="schema:dateCreated" content="2020-05-13T22:38:48+00:00" class="rdf-meta hidden"></span> </strong> </div> <div class="comment__content"> <div property="schema:text" class="clearfix text-formatted field field--name-comment-body field--type-text-long field--label-hidden field__item"><p>Es muy importante la información sobre como impacta el COVID 19 la población vulnerable</p> </div> </div> </div> </article> <h2 class="title comment-form__title">Añadir nuevo comentario</h2> <drupal-render-placeholder callback="comment.lazy_builders:renderForm" arguments="0=node&amp;1=1&amp;2=field_blog_comments&amp;3=comment" token="omScJkUO_VsXMk4aJ25aK8ar7FkM1qkcIy80ckiTh8g"></drupal-render-placeholder> </section> Tue, 31 Mar 2020 23:06:16 +0000 jarias 1 at https://blog.iica.int