BIOECONOMÍA https://blog.iica.int/ es Fuerte incremento en el consumo de biocombustibles durante los últimos 20 años https://blog.iica.int/blog/fuerte-incremento-en-consumo-biocombustibles-durante-los-ultimos-20-anos <span class="field field--name-title field--type-string field--label-hidden">Fuerte incremento en el consumo de biocombustibles durante los últimos 20 años</span> <div class="field field--name-field-autores field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Colaboradores</div> <div class="field__items"> <div class="field__item"><a href="/taxonomy/term/37" hreflang="zxx">Agustin Torroba</a></div> </div> </div> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/user/37" typeof="schema:Person" property="schema:name" datatype="">vpalmieri</span></span> <span class="field field--name-created field--type-created field--label-hidden">Jue, 16/09/2021 - 12:52</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><p>Los biocombustibles líquidos se han convertido en una importante <strong>herramienta para la descarbonización del transporte</strong> terrestre y es el sector agropecuario el que aporta las materias primas fundamentales para industrializar y producir esos combustibles biológicos más amigables con el medioambiente. </p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0cm 7px 0cm 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span style="font-size:15.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">“Entre el 2000 y el 2019 la producción y el consumo de biocombustibles líquidos se multiplicó por 11 y, tras un descenso en el 2020 debido a las restricciones a la movilidad y a la caída en la actividad económica, muestran una recuperación relevante en el primer semestre de 2021.”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p style="margin-bottom:11px">La producción y el consumo de biocombustibles líquidos –instalados como una opción de transición energética limpia- se redujo de forma importante en el 2020, debido a las restricciones a la movilidad y a la caída en la actividad económica. </p> <p style="margin-bottom:11px">Sin embargo, los datos sobre el primer semestre de 2021 muestran una recuperación relevante luego de que entre el 2000 y el 2019 la producción y el consumo de biocombustibles líquidos se multiplicara por 11. </p> <p style="margin-bottom:11px"><img alt="Atlas de los biocombustibles líquidos 2020-2021" data-entity-type="file" data-entity-uuid="6039ee6d-8e6a-468a-a63e-7b294202314c" height="419" src="/sites/default/files/inline-images/Portada%20Atlas_1.png" width="324" class="align-right" />De acuerdo con el “<a href="https://repositorio.iica.int/bitstream/handle/11324/18661/BVE21097939e.pdf?sequence=1&amp;isAllowed=y" target="_blank"><u>Atlas de los biocombustibles líquidos 2020-2021</u></a>”, recientemente publicado por el Instituto Interamericano de Cooperación para la Agricultura (IICA), en 2020 las materias primas más utilizadas en la producción de biodiésel fueron los aceites vegetales, entre los cuales se destacan el de palma (32 %), el de soja (26 %) y el de colza (15 %).</p> <p style="margin-bottom:11px">El 27 % restante corresponde a otras materias primas, como los aceites vegetales usados, las grasas animales y otros aceites vegetales vírgenes, entre ellos el de girasol. En forma análoga, el maíz y la caña de azúcar fueron las materias primas más utilizadas en la producción de bioetanol, con una participación de 63 % y 30 %, respectivamente.</p> <p style="margin-bottom:11px">De esta forma, se produce biodiesel a partir de materias primas biológicas para sustituir diésel fósil y bioetanol para reemplazar gasolinas originadas a partir de petróleo.<br /> Este año, la disminución en las restricciones de movilidad vehicular en comparación al 2020 han permitido que el consumo de biocombustibles líquidos, a nivel agregado, despegue con resultados positivos en la Unión Europea, Estados Unidos, Indonesia, India y Argentina. </p> <p style="margin-bottom:11px">De esta manera, diversos escenarios proyectan un aumento del consumo mundial del orden de entre 5% y 8% en el año 2021 en comparación con el 2020. </p> <p style="margin-bottom:11px">El creciente consumo de biocombustibles ha sido impulsado por la formulación de políticas públicas que autorizan y, en muchos casos, promueven su uso.</p> <p style="margin-bottom:11px">En este sentido, uno de los instrumentos más utilizados por los países es la reserva de cuotas de mercado, denominada “mandatos de uso de biocombustibles”. </p> <p style="margin-bottom:11px">En 2020, 65 países establecieron mandatos con distintos grados de rigidez y cumplimiento. De la misma manera, los gobiernos subnacionales aplican esta clase de instrumentos, según su grado de descentralización. </p> <p style="margin-bottom:11px">Las Américas tienen una participación destacada tanto en la producción como en el consumo y el establecimiento de “mandatos de uso de biocombustibles”, especialmente en la región sur y norte del continente.</p> <p style="margin-bottom:11px">Además de su uso en el transporte terrestre, los biocombustibles han comenzado a ser usados en otros sectores, como la aviación. En este sentido, en 2007 el biojet (biocombustibles que reemplaza al combustible fósil jet fuel) mostró sus primeros consumos regulares y, a partir de 2020, se empezó a utilizar significativamente a raíz de una nueva capacidad instalada. Además, varios países comenzaron a analizar e implementar mandatos de uso de biocombustibles este segmento.</p> <p style="margin-bottom:11px">Los gobiernos de Noruega y Suecia promulgaron una legislación en apoyo a los biocombustibles sostenibles de aviación, mientras que Francia está discutiendo un mandato al respecto para su introducción en el corto plazo. También en otros estados miembros de la Unión Europea (UE), incluidos Alemania, los Países Bajos y España, se han producido debates en la materia, mientras que en los Estados Unidos varias iniciativas de esta industria están en marcha y Brasil ya cuenta con especificaciones de calidad aprobadas. </p> <p style="margin-bottom:11px">En la actualidad los biocombustibles líquidos se siguen afianzando como parte de una transición más limpia en el marco de un paradigma de movilidad basado en la combustión interna. </p> <p><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><a name="_Hlk39219192" id="_Hlk39219192"></a></span></span></span></p> <table class="TableGrid1" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0cm 7px 0cm 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span style="font-size:15.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">“Los biocombustibles constituyen una alternativa ambientalmente más sostenible que los combustibles fósiles, sin grandes cambios técnicos, y permiten agregar valor y diversificar la producción agropecuaria, generando impactos positivos en los productores rurales”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p>Mientras comienzan a desarrollarse nuevos paradigmas de movilidad (electromovilidad, propulsión por hidrógeno, etc.) que requerirán un tiempo de masificación considerable, los biocombustibles constituyen una alternativa ambientalmente más sostenible que los combustibles fósiles, sin grandes cambios técnicos. Adicionalmente, permiten agregar valor y diversificar la producción agropecuaria, generando empleo e impactos económicos positivos en los productores rurales.</p> <p> </p> <p>Acceda a la publicación del IICA “Atlas de los biocombustibles líquidos 2020-2021”<br /> <u><a href="https://repositorio.iica.int/bitstream/handle/11324/18661/BVE21097939e.pdf?sequence=1&amp;isAllowed=y" target="_blank" title="Atlas de los biocombustibles líquidos 2020-2021">https://repositorio.iica.int/bitstream/handle/11324/18661/BVE21097939e.pdf?sequence=1&amp;isAllowed=y</a></u></p> <p> </p> <p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><img align="left" alt="A person in a suit&#10;&#10;Description automatically generated with medium confidence" hspace="12" src="data:image/jpeg;base64,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" style="width:146px; height:146px" /><strong><i><span lang="ES-CR" style="font-size:15.0pt" xml:lang="ES-CR" xml:lang="ES-CR"><span style="background:white"><span style="line-height:107%"><span style="color:#2d2d2d">Agustín Torroba </span></span></span></span></i></strong><em><span lang="ES-CR" style="font-size:15.0pt" xml:lang="ES-CR" xml:lang="ES-CR"><span style="background:white"><span style="line-height:107%"><span style="color:#2d2d2d">es Magister en Energías, especialista Internacional en Biocombustibles, Programa de Bioeconomía y Desarrollo Productivo del IICA.</span></span></span></span></em></span></span></span></p> <p style="text-align:justify; margin-bottom:11px"> </p> <p style="text-align:justify; margin-bottom:11px"> </p> <p style="text-align:justify; margin-bottom:11px"> </p> <p style="text-align:justify"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><em><b><span style="font-family:&quot;Arial&quot;,sans-serif">Nota</span></b></em><strong><span style="font-family:&quot;Arial&quot;,sans-serif">: Las opiniones expresadas en este blog son responsabilidad del autor y <i>no reflejan necesariamente la opinión del IICA.</i></span></strong></span></span></p> <p style="text-align:justify"> </p> <table class="MsoTableGrid" style="border-collapse:collapse; border:none"> <tbody> <tr> <td style="border-bottom:1px solid black; width:589px; padding:0cm 7px 0cm 7px; border-top:1px solid black; border-right:1px solid black; border-left:1px solid black" valign="top"> <p style="text-align:justify"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><i><span style="font-weight:normal">Si tiene preguntas o sugerencias de mejora del BlogIICA favor contactar a los editores: </span></i></strong><a href="mailto:joaquin.arias@iica.int" style="color:blue; text-decoration:underline"><i>Joaquín Arias</i></a><strong><i><span style="font-weight:normal"> y </span></i></strong><a href="mailto:viviana.palmieri@iica.int" style="color:blue; text-decoration:underline"><i>Viviana Palmieri.</i></a></span></span></p> </td> </tr> </tbody> </table> <p style="text-align:justify"> </p> </div> <div class="field field--name-field-blog-tags field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Blog tags</div> <div class="field__items"> <div class="field__item"><a href="/tags/perspectivas-cambio-climatico" hreflang="es">PERSPECTIVAS-CAMBIO CLIMÁTICO</a></div> <div class="field__item"><a href="/tags/perspectivas-covid-19" hreflang="es">PERSPECTIVAS-COVID-19</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=138&amp;2=field_blog_comments&amp;3=comment" token="o7o5HTHMgchWPVC-YkheGzzcgNkDw5IcxgE0xoSoxrk"></drupal-render-placeholder> </section> Thu, 16 Sep 2021 18:52:03 +0000 vpalmieri 138 at https://blog.iica.int PERSPECTIVAS DE LA AGRICULTURA Y DEL DESARROLLO RURAL EN LAS AMÉRICAS: Una mirada hacia América Latina y el Caribe https://blog.iica.int/blog/perspectivas-agricultura-del-desarrollo-rural-en-las-americas-una-mirada-hacia-america-latina <span class="field field--name-title field--type-string field--label-hidden">PERSPECTIVAS DE LA AGRICULTURA Y DEL DESARROLLO RURAL EN LAS AMÉRICAS: Una mirada hacia América Latina y el Caribe</span> <div class="field field--name-field-autores field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Colaboradores</div> <div class="field__items"> <div class="field__item"><a href="/taxonomy/term/10" hreflang="zxx">Joaquín Arias</a></div> <div class="field__item"><a href="/taxonomy/term/151" hreflang="zxx">Adrian Rodríguez</a></div> <div class="field__item"><a href="/taxonomy/term/152" hreflang="zxx">Luiz Beduschi</a></div> </div> </div> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/user/36" typeof="schema:Person" property="schema:name" datatype="">jarias</span></span> <span class="field field--name-created field--type-created field--label-hidden">Jue, 02/09/2021 - 10:17</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><figure role="group" class="caption caption-img"> <img alt="ISPA-2021-2022" data-entity-type="file" data-entity-uuid="e4066d43-989a-4c69-a103-0ab843df3b72" src="/sites/default/files/inline-images/portada%20ISPA.PNG" /> <figcaption>Disponible en <a href="www.agrirural.org">www.agrirural.org</a></figcaption> </figure> <p> </p> <p>Llegó la novena edición del informe <strong>PERSPECTIVAS DE LA AGRICULTURA Y DEL DESARROLLO RURAL EN LAS AMÉRICAS:  Una mirada hacia América Latina y el Caribe,</strong> que es fruto del esfuerzo conjunto de la Comisión Económica para América Latina y el Caribe (CEPAL), la Organización de las Naciones Unidas para la Alimentación y la Agricultura (FAO) y del Instituto Interamericano de Cooperación para la Agricultura (IICA). </p> <p>La coordinación editorial de esta publicación estuvo a cargo de Joaquín Arias (IICA) y fue coliderada por Adrián Rodríguez de la CEPAL y Luiz Beduschi de la FAO. </p> <p>Un reconocimiento especial a los más de 30 técnicos de las tres instituciones que participaron activamente realizando aportes para el desarrollo de los diversos temas tratados en este informe. El capítulo especial (4) que este año trató sobre <strong>la digitalización en la agricultura potenciando y acelerando la transformación digital en el período de pospandemia</strong>, fue liderado por Federico Bert del IICA.</p> <p>El informe, mediante un enfoque interdisciplinario, integral e intensivo en el uso de estadísticas y evidencias, destaca el rol central de los sistemas agroalimentarios y las acciones necesarias para la transformación rural y agrícola de América Latina y el Caribe en el escenario de recuperación pospandemia de COVID-19.</p> <p>A continuación, los mensajes más destacados de los directivos de CEPAL, FAO e IICA en el lanzamiento del informe durante la Conferencia de ministros de Agricultura de las Américas 2021 y la Vigésima Primera Reunión Ordinaria de la Junta Interamericana de Agricultura (JIA). </p> <p><br /> <strong>CONTEXTO MUNDIAL Y REGIONAL</strong><br />  </p> <figure role="group" class="caption caption-img"> <img alt="Contexto" data-entity-type="file" data-entity-uuid="59af5af9-0b72-433b-8e31-64272acb3de5" src="/sites/default/files/inline-images/cap2.png" /> <figcaption>Disponible en <a href="https://www.agrirural.org/#capitulo-02">https://www.agrirural.org/#capitulo-02</a></figcaption> </figure> <p> </p> <p>Tuvimos el privilegio en primer orden de la agenda de escuchar a la Sra. Alicia Bárcena, secretaria ejecutiva de la CEPAL, quien nos habló del contexto mundial y regional, capítulo dos del informe, marcado por la pandemia provocada por el COVID-19, que ha afectado a América Latina y el Caribe más que ninguna otra región en el mundo, tanto en términos sanitarios como económicos.</p> <p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><a name="_Hlk39219192" id="_Hlk39219192"></a></span></span></span></p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span lang="ES-TRAD" style="font-size:15.0pt" xml:lang="ES-TRAD" xml:lang="ES-TRAD"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">En el capítulo 2 del contexto mundial y regional, se destaca que las prioridades para los sistemas agroalimentarios (SAa) en los próximos años deben incluir invertir en infraestructura verde para ayudar a mitigar el cambio climático, garantizar el acceso universal a la seguridad social, introducir iniciativas para impulsar la capacidad productiva y adaptarse a la economía digitalizada, así como resolver el sobreendeudamiento de las familias y las explotaciones productivas.</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <div class="video-embed-field-provider-vimeo video-embed-field-responsive-video"><iframe width="854" height="480" frameborder="0" allowfullscreen="allowfullscreen" src="https://player.vimeo.com/video/595525314?autoplay=1"></iframe> </div> <ol> </ol> <p> </p> <p>A continuación, los mensajes más destacados de la intervención de la Sra. Bárcena: </p> <ul> <li>Los impactos sin precedentes de la pandemia de COVID-19 en nuestra región han hecho que el análisis de nuestros sistemas agroalimentarios sea más relevante que nunca.</li> <li>A mediados de agosto la región acumulaba alrededor de 1.400.000 muertos a causa del COVID-19, un 32% del total mundial, a pesar de que su población representa apenas el 8,4% a nivel global.</li> </ul> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span lang="ES-TRAD" style="font-size:15.0pt" xml:lang="ES-TRAD" xml:lang="ES-TRAD"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">La pandemia ha evidenciado la centralidad de los sistemas agroalimentarios para mantener los flujos de alimentos —globales, regionales y nacionales— desde nuestros campos hacia poblaciones confinadas por cuarentenas y restricciones a la movilidad. </span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <ul> <li>La crisis ha hecho también evidentes nuestras vulnerabilidades. En el 2020 América Latina y el Caribe experimentó una caída del PIB de 6,8%, la peor contracción de la actividad económica en 120 años. Para 2021 la CEPAL estima un crecimiento promedio regional de 5,2%. No hay razón para esperar que la dinámica de bajo crecimiento que dominó los años anteriores a 2020 cambie a partir de entonces. De hecho, los desequilibrios sociales y los problemas estructurales de la región se han visto agravados enormemente por la crisis y persistirán durante toda la recuperación. Esencialmente, debemos hablar de una “paradoja de la recuperación”.</li> <li>La crisis derivada de la pandemia ha aumentado la desigualdad y la pobreza con un impacto externo en las mujeres, los niños en edad escolar y los ancianos. Las medidas fiscales adoptadas por los países han sido importantes, pero insuficientes en términos de monto y duración. En el último año, las tasas de pobreza extrema y pobreza alcanzaron el 12,5% y el 33,7%, respectivamente. Las transferencias de emergencia a los sectores más vulnerables limitaron los aumentos de la pobreza. Estas transferencias de emergencia beneficiaron a 326 millones de personas, o el 49,4% de la población. Aún así, la desigualdad de ingresos en la región aumentó.</li> <li>La tasa de desempleo regional se ubicó en 10.7% al cierre de 2020 con un incremento de 2.6 puntos porcentuales con respecto al valor registrado en 2019. El impacto más fuerte ha sido en el empleo informal. Además, la organización social injusta de la atención y la falta de apoyo durante la pandemia representan un retroceso de diez años en la inserción laboral de la mujer. La ocupación en el sector agrícola, donde la informalidad alcanza el 80%, se ha visto fuertemente afectada, y especialmente el empleo de los migrantes.</li> <li>El impacto de la pandemia de COVID-19 en el empleo ha provocado una reducción de los ingresos familiares. Una consecuencia es el aumento del hambre y otras formas de inseguridad alimentaria y desnutrición. La inseguridad alimentaria moderada o grave alcanzó al 40,4% de la población en 2020.</li> </ul> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span lang="ES-TRAD" style="font-size:15.0pt" xml:lang="ES-TRAD" xml:lang="ES-TRAD"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">En este contexto, el sector agrícola ha mostrado una gran capacidad de recuperación ante el declive de la actividad económica general. </span></span></span></i></span></span></span><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span lang="ES-TRAD" style="font-size:15.0pt" xml:lang="ES-TRAD" xml:lang="ES-TRAD"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">Los datos preliminares indican que el sector creció y disminuyó menos que el PIB total en 2020 en la mayoría de los países de la región. El sector ha respondido bien hasta ahora a los desafíos sanitarios, logísticos y financieros.</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <ul> <li>Para los consumidores, las noticias son menos alentadoras. A nivel regional, los índices de precios de los alimentos han crecido a tasas más altas que el índice de precios general. En junio de 2021, el índice de precios de los alimentos promedio ponderado regional creció un 7,8% interanual, mientras que el índice general de precios creció un 5,7% durante el mismo período.</li> <li>El aumento de la pobreza y los precios de los alimentos acentúan un problema que se viene agravando en la región, al que llamamos “la doble carga de la desnutrición”. Es decir, la aparición simultánea de desnutrición junto con obesidad.</li> </ul> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0cm 7px 0cm 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span lang="ES-TRAD" style="font-size:15.0pt" xml:lang="ES-TRAD" xml:lang="ES-TRAD"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">La CEPAL estima que el costo económico de la "doble carga" puede elevarse a valores superiores al 10% del PIB en algunos países.</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <ul> <li>Esta crisis crea un sentido de urgencia que debemos aprovechar para crear sistemas agroalimentarios más robustos, inclusivos, sostenibles, y competitivos. Para transitar en esa dirección: Frente a este escenario, hemos establecido la necesidad de conectar la emergencia con la recuperación y una década de acción para enfrentar los principales desafíos del planeta. Es decir, construir un nuevo futuro: una recuperación transformadora con igualdad y sostenibilidad.</li> <li>Necesitamos potenciar nuestro rol como región proveedora de alimentos para el mundo, sin afectar nuestra biodiversidad y ecosistemas frágiles.</li> <li>Necesitamos avanzar hacia sistemas y prácticas de producción más agroecológicos, la aplicación de soluciones basadas en la naturaleza y el desarrollo de la bioeconomía.</li> <li>También debemos hacer un mejor uso de nuestras ricas dotaciones en agrobiodiversidad, diversidad cultural y conocimientos ancestrales.</li> <li>Necesitamos promover estilos de vida más saludables.</li> <li>Y debemos crear sinergias y complementariedades en diversos ámbitos:  <ul> <li>Entre el conocimiento ancestral y el conocimiento científico moderno.</li> <li>Entre las tecnologías digitales y las ciencias de la vida.</li> <li>Entre producción para exportación y para mercados locales.</li> <li>Entre el comercio mundial y el comercio intrarregional de alimentos.</li> </ul> </li> </ul> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><i><span lang="ES-TRAD" style="font-size:15.0pt" xml:lang="ES-TRAD" xml:lang="ES-TRAD"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">Dada su naturaleza esencial, la producción de alimentos, junto con el sector de la salud, deben estar a la vanguardia de las prioridades de financiación e inversión para la fase de recuperación y transformación posterior a la pandemia</span></span></span></span></i><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span lang="ES-TRAD" style="font-size:15.0pt" xml:lang="ES-TRAD" xml:lang="ES-TRAD"><span style="color:#3070b6">.</span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p><strong> </strong></p> <p><strong>LA TRANSFORMACIÓN RURAL Y AGRÍCOLA</strong></p> <figure role="group" class="caption caption-img"> <img alt="Cap 3" data-entity-type="file" data-entity-uuid="1dcb6eb3-00cc-477a-8227-444dc6902974" src="/sites/default/files/inline-images/cap%203.png" /> <figcaption>Disponible en: https://www.agrirural.org/#capitulo-03</figcaption> </figure> <p> </p> <p>Seguidamente, tuvimos el honor de escuchar la presentación del Sr. Julio Berdegué, director regional de la FAO, quien presentó el tercer capítulo del informe conjunto, centrado en la transformación agrícola ante los desafíos y oportunidades del escenario post pandemia.</p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><i><span lang="ES-TRAD" style="font-size:15.0pt" xml:lang="ES-TRAD" xml:lang="ES-TRAD"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">El capítulo 3: La transformación rural y agrícola, destaca que la transición pospandemia de COVID-19 es una oportunidad para promover una transformación rural y agrícola más sostenible, inclusiva y resiliente. Para ello se requieren acciones innovadoras en diversos ámbitos y nuevas relaciones entre los actores públicos, privados y de la sociedad civil</span></span></span></span></i><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span lang="ES-TRAD" style="font-size:15.0pt" xml:lang="ES-TRAD" xml:lang="ES-TRAD"><span style="color:#3070b6">.</span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <div class="video-embed-field-provider-vimeo video-embed-field-responsive-video"><iframe width="854" height="480" frameborder="0" allowfullscreen="allowfullscreen" src="https://player.vimeo.com/video/595537855?autoplay=1"></iframe> </div> <p> </p> <p> A continuación, los mensajes más destacados de la intervención del Sr. Berdegué:</p> <ul> <li>América Latina y el Caribe es una tierra prodigiosa en su capacidad de producción de alimentos. Estamos bendecidos por grandes dotaciones de tierras y miles de kilómetros cuadrados de mares fértiles, por una de las mayores dotaciones de agua fresca del planeta, y por una biodiversidad inigualable que nos proporciona servicios ambientales abundantes. Somos afortunados de tener 17 millones de agricultores, y 2 millones de pescadores, la inmensa mayoría de ellas y ellos productores familiares de pequeña escala. Ellos han sabido convertir nuestra prodiga naturaleza, en alimentación para el mundo, no solo para los habitantes de la región, sino para el mundo.</li> <li>¿Por qué entonces es que hay que pensar en la transformación de esos sistemas agro-alimentarios? Por razones del pasado y del futuro. Tenemos a la mitad de la población rural viviendo en condiciones de pobreza. Tenemos a 60 millones de habitantes de la región en condición de hambre. Tenemos un tercio de nuestros suelos degradados, y la mitad de las pesquerías sobreexplotadas. Si bien no es verdad que toda la deforestación se deba a la agricultura, si es verdad que una parte importante, si lo es.</li> <li>Respecto del futuro, yo escucho con alegría cuando algunos agricultores me dicen con gran orgullo que ellos son la tercera, la cuarta o la quinta generación en el campo. Pero a diferencia de sus padres y de sus abuelos, los agricultores de hoy deben producir en un planeta con cambio climático. Y sus hijos, y sus nietos, que queremos que sigan siendo agricultores, enfrentarán esta condición con mayor severidad… si no actuamos hoy. Pensemos en un joven hoy, de 15 años de edad. Imaginemos a ese chico o chica, en 20 años más, cuando él o ella y toda su generación, constituyan la mayoría de los consumidores a quienes los nuevos agricultores destinaran los alimentos de esta tierra. </li> <li>¿Qué va a demandar ese consumidor? ¿Qué va a pedir no solo respecto del producto en sí, sino de la forma en que fue producido? ¿Cómo será ese mercado con esos consumidores que hoy día son jóvenes adolescentes?  </li> <li>Es verdad que de entre los múltiples sistemas agroalimentarios que existen en cada rincón rural de esta región, no todo tiene que cambiar en todas las dimensiones. Es verdad que, en muchos casos, la mejor respuesta al cambio climático, o a la epidemia de obesidad causada por la mala alimentación, o al hambre, la respuesta más bien a veces es conservar, más que transformar. </li> </ul> <p>Pero el cambio es un signo de los tiempos. </p> <ul> <li>La transformación no será un “big bang”, donde todo cambia de un día para otro, ni será tampoco un solo proceso unificado y centralmente planificado. Nadie está buscando, ni queriendo, ni proponiendo eso. La transformación será la suma de innumerables transiciones parciales, descentralizadas, autónomas en su origen unas de otras. Estas transiciones tendrán sus sellos nacionales y locales, porque todos los países y todas las numerosas agriculturas que coexisten en esta región, son particulares. Cada una de ellas es única, y únicas serán las formas en que cambien. Algunos cambios serán muy profundos, otros menos, pero al cabo del tiempo, en 10, o 20, o 50 años más, los sistemas agroalimentarios de nuestros nietos serán marcadamente diferentes a los de hoy.</li> </ul> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><i><span lang="ES-TRAD" style="font-size:15.0pt" xml:lang="ES-TRAD" xml:lang="ES-TRAD"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">La agricultura no falló en la pandemia, y todos los días los alimentos siguieron llegado a los mercados. Pero la pandemia sí ha hecho visibles algunos puntos débiles del sistema agroalimentario global y regional, y no debemos esperar a la próxima crisis para acordarnos de ellos. Hay que corregir y reforzar ahora</span></span></span></span></i><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span lang="ES-TRAD" style="font-size:15.0pt" xml:lang="ES-TRAD" xml:lang="ES-TRAD"><span style="color:#3070b6">.</span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <ul> <li style="margin-bottom: 11px;">En comparación con otras regiones del planeta, América Latina y el Caribe tiene grandes ventajas en ese nuevo mundo de los sistemas agroalimentarios. Es cierto que hay amenazas, pero también enormes oportunidades, que están ahí, al alcance de los agricultores y agroindustriales por los cuales ustedes, señoras ministras y señores ministros, trabajan todos los días</li> </ul> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><i><span lang="ES-TRAD" style="font-size:15.0pt" xml:lang="ES-TRAD" xml:lang="ES-TRAD"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">Este es y seguirá siendo un proceso donde los ganadores serán quienes tengan la mayor capacidad de innovación, de adelantarse a los hechos, de descubrir y amplificar las nuevas soluciones y formas de producir, procesar, comerciar, comprar y vender y consumir alimentos</span></span></span></span></i><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span lang="ES-TRAD" style="font-size:15.0pt" xml:lang="ES-TRAD" xml:lang="ES-TRAD"><span style="color:#3070b6">.</span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p style="margin-bottom:11px"> </p> <p><strong> DIGITALIZACIÓN EN LA AGRICULTURA</strong></p> <figure role="group" class="caption caption-img"> <img alt="AD" data-entity-type="file" data-entity-uuid="373bfc98-593b-4aa3-a427-51714c684811" src="/sites/default/files/inline-images/cap%204.png" /> <figcaption>Disponible en: <a href="https://www.agrirural.org/#capitulo-04">https://www.agrirural.org/#capitulo-04</a></figcaption> </figure> <p> </p> <p>Finalmente, pero no menos importante, tuvimos la presentación del Sr. Manuel Otero, director general del IICA, quien focalizó sus reflexiones en el capítulo especial del Informe conjunto que este año abordó el tema de la digitalización de la agricultura como medio para potenciar y acelerar la recuperación y transformación pospandemia de los sistemas agroalimentarios.  </p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><i><span lang="ES-TRAD" style="font-size:15.0pt" xml:lang="ES-TRAD" xml:lang="ES-TRAD"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">El capítulo especial del informe destaca que la transformación digital de la agricultura puede hacer una gran contribución al </span></span></span></span></i></span></span></span><i><span lang="ES-TRAD" style="font-size:15.0pt" xml:lang="ES-TRAD" xml:lang="ES-TRAD"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">logro de sistemas agroalimentarios (SAa) sostenibles e inclusivos, por lo que es urgente concertar agendas público-privadas para su impulso</span></span></span></span></i><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span lang="ES-TRAD" style="font-size:15.0pt" xml:lang="ES-TRAD" xml:lang="ES-TRAD"><span style="color:#3070b6">.</span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <div class="video-embed-field-provider-vimeo video-embed-field-responsive-video"><iframe width="854" height="480" frameborder="0" allowfullscreen="allowfullscreen" src="https://player.vimeo.com/video/592822111?autoplay=1"></iframe> </div> <p> </p> <p>A continuación, los mensajes más destacados de la intervención del Sr. Otero:</p> <ul> <li>Yo quisiera retomar lo que la Sra. Alicia Bárcena y el Sr. Julio Berdegué señalaron en el sentido de que, en medio de esta crisis tan profunda, se presentan oportunidades y desafíos que debemos transformar en acciones transformadoras y con un sentido de priorización de aquellos temas más urgentes y que, por supuesto tenemos que emprender todos juntos. </li> </ul> <p> <img alt="Lamina 1" data-entity-type="file" data-entity-uuid="7c84d605-d359-4f4e-b9fe-947c6e2a121c" src="/sites/default/files/inline-images/Lamina%201.png" /></p> <p> </p> <ul> <li>Por eso, hoy yo quisiera referirme al tema de la agricultura digital estando convencido de que este tema puede hacer una contribución sustantiva a la transformación y al fortalecimiento de los sistemas agroalimentarios en su evolución hacia la sostenibilidad y por supuesto a la inclusión social. No tengo duda que estas tecnologías digitales son una alternativa concreta para enfrentar muchos de los retos actuales, producción más alta, sostenible, resiliente, mercados más eficientes y accesibles, alimentos más seguros, más nutritivos, trazables y por supuesto más inclusión y mejor calidad de vida para todos los actores de la ruralidad. No tengo duda que las tecnologías digitales habilitan la generación y el procesamiento eficiente de grandes volúmenes de datos, potenciando procesos de aprendizaje, decisión y operación, asimismo facilitan al máximo la conexión entre personas y entre dispositivos potenciando por esta vía la construcción de puentes entre zonas rurales y urbanas.</li> </ul> <p><img alt="Lamina 2" data-entity-type="file" data-entity-uuid="910ff451-cc32-4b5d-a1e4-10d0609efb51" src="/sites/default/files/inline-images/Lamina%202.png" /></p> <p> </p> <ul> <li>No tenemos que perder de vista que la digitalización de la agricultura en América Latina y el Caribe, es incipiente pero comienza acelerarse y va ser inevitable, sin perder de vista que todavía su aprovechamiento es bajo y desigual debido a diversas barreras, yo querría señalar tres de ellas: la primer barrera es bajo nivel de conectividad y en base a estudios del IICA, BID, y Microsoft, hemos llegado a determinar que aproximadamente más de un 60% de la población rural de nuestro continente no tiene acceso a conectividad de calidad. Segunda barrera, en donde quiero destacar que las capacidades existentes para el uso pleno de las tecnologías digitales son aún muy limitadas, esto es más o menos que un 17% o menos los habitantes rurales tienen alguna aptitud para el manejo de las tecnologías digitales. Y la tercera barrera se refiere al bajo grado de madurez de algunas de estas tecnologías disponibles en términos de facilidad de uso y de su utilidad, temas sobre los cuales se está trabajando.</li> </ul> <p><img alt="Lamina 3" data-entity-type="file" data-entity-uuid="f7d36af4-6b09-4dfc-be2f-94944eedf618" src="/sites/default/files/inline-images/Lamina%203.png" /></p> <p> </p> <ul> <li>No caben dudas de que este es el momento de potenciar y acelerar la revolución digital de los sistemas agroalimentarios para avanzar firmes en la transformación de esos sistemas agroalimentarios en un escenario de recuperación post pandémica.  Para eso hay como condiciones mínimas sobre las cuales debemos avanzar.  La primera es contar con una visión estratégica de largo plazo basada en el liderazgo, en el compromiso político y en la integración de las políticas, políticas que tienen que ser obviamente diferenciadas. La segunda condición es tener los mecanismos institucionales y de gobernanza que sean eficaces, inclusivos, para abordar las interacciones de las políticas en todos los sectores y alinear acciones entre los niveles de gobierno. Para ello, es necesario promover procesos de coordinación intersectorial e interinstitucional, por supuesto enfatizando en alianzas con actores de la sociedad civil y privado. La tercera condición, es la necesidad de habilitar un conjunto de herramientas que nos permitan, anticipar, evaluar y abordar políticas nacionales, transfronterizas y de largo plazo de las políticas. Esas políticas tienen que estar basadas en evidencias que sirvan de base para promover las intervenciones en el sentido que tienen que ser efectivas y respaldar las tomas de decisiones que maximicen los resultados que hacía mención anteriormente.</li> </ul> <p><img alt="Lamina 4" data-entity-type="file" data-entity-uuid="bfbe0e22-251c-4420-9c55-7933eedec9fb" src="/sites/default/files/inline-images/Lamina%204.PNG" /></p> <p style="text-align: justify;"> </p> <ul> <li style="text-align: justify;">Está claro entonces que lo que necesitamos es una institucionalidad renovada. Y acá planteo este es un déficit de nuestras políticas y es que según un trabajo monitoreado por la OCDE, tan solo el 17% del presupuesto público agrícola se destina a invertir en sistemas de innovación, bioseguridad, en infraestructura, a pesar de que no caben dudas, del alto retorno económico y social que tiene invertir en estos ámbitos. Yo quiero enfatizar que las transformaciones institucionales no deben darse solamente a los estados, tienen que tener un carácter supranacional, con activa participación de los organismos de cooperación y de financiamiento internacional, de la academia y, por supuesto, de los sistemas de investigación que son fundamentales para generar conocimientos en esta agricultura que estamos todos empeñados en transformar. Muchas gracias.</li> </ul> <p style="text-align: justify;margin-bottom:11px"> </p> <figure role="group" class="caption caption-img align-right"> <img alt="Porada" data-entity-type="file" data-entity-uuid="f4656451-4eb8-4700-af4a-d5d052c105e4" height="271" src="/sites/default/files/inline-images/portada%20ISPA_0.PNG" width="252" /> <figcaption>Disponible en <a href="www.agrirural.org">www.agrirual.org</a></figcaption> </figure> <p class="text-align-center"><strong><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif">VER INFORME COMPLETO</span></span></span></strong></p> <p class="text-align-right"><span style="font-size:11pt"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span lang="ES" style="font-size:20.0pt" xml:lang="ES" xml:lang="ES"><span style="font-family:&quot;HelveticaNeueLTStd-Th&quot;,sans-serif"><span style="color:#00457c"><a href="https://repositorio.iica.int/handle/11324/18609" style="color:#0563c1; text-decoration:underline">PERSPECTIVAS DE LA AGRICULTURA Y DEL DESARROLLO RURAL</a> </span></span></span></span></span></span></span><span style="font-size:11pt"><span style="line-height:normal"><span style="text-autospace:none"><span style="font-family:Calibri,sans-serif"><span class="MsoHyperlink" style="color:#0563c1"><span style="text-decoration:underline"><span lang="ES" style="font-size:20.0pt" xml:lang="ES" xml:lang="ES"><span style="font-family:&quot;HelveticaNeueLTStd-Th&quot;,sans-serif"><a href="https://repositorio.iica.int/handle/11324/18609" style="color:#0563c1; text-decoration:underline">EN LAS AMÉRICAS</a></span></span></span></span></span></span></span></span></p> <p class="text-align-right" style="margin-bottom: 11px;"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><span class="MsoHyperlink" style="color:#0563c1"><span style="text-decoration:underline"><span lang="ES" style="font-size:16.0pt" xml:lang="ES" xml:lang="ES"><span style="line-height:107%"><span style="font-family:&quot;HelveticaNeueLTStd-Th&quot;,sans-serif"><a href="https://repositorio.iica.int/handle/11324/18609" style="color:#0563c1; text-decoration:underline">Una mirada hacia América Latina y el Caribe</a></span></span></span></span></span></span></span></span></p> <p style="margin-bottom:11px"> </p> <p style="margin-bottom:11px"><br /> <strong><strong><img alt="Joaquin Arias" data-entity-type="file" data-entity-uuid="3822d800-66da-448d-a8c9-db22ef80deaa" height="127" src="/sites/default/files/inline-images/Joaquin_Arias.jpeg" width="127" class="align-left" /></strong></strong><em><strong>Joaquin Arias</strong> es PhD en economía agrícola de la Universidad Estatal de Oklahoma (OSU), Estados Unidos. Es técnico especialista internacional del Centro de Análisis Estratégico (CAESPA) del IICA, con sede en Panamá.</em></p> <p> </p> <p> </p> <p><em><strong><img alt="Adrian Rodriguez" data-entity-type="file" data-entity-uuid="98fa6645-905e-4837-bb05-464cf8f88e0c" height="139" src="/sites/default/files/inline-images/Adrian%20Rodriguez_0.jpg" width="126" class="align-left" />Adrián Rodríguez</strong> es PhD. en Economía Agrícola de la Universidad del Estado de Pennsylvania (Penn State), en los Estados Unidos, Jefe de la Unidad de Desarrollo Agrícola y Biodiversidad de la CEPAL, Chile. </em></p> <p> </p> <p> </p> <p> </p> <p><img alt="Beduschi" data-entity-type="file" data-entity-uuid="0fe0da3c-40f5-4226-889f-2708ba28db72" height="131" src="/sites/default/files/inline-images/Beduschi%20FAO.jpg" width="131" class="align-left" /><em><strong>Luis Beduschi </strong>es Ingeniero Agrónomo, PhD en Ciencias Ambientales, Oficial de Políticas en Desarrollo Territorial de la Oficina Regional del FAO para América Latina y el Caribe.</em></p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p><strong>Nota:</strong> Las opiniones expresadas en este blog son responsabilidad de los autores y no reflejan necesariamente la opinión del CEPAL, FOA o IICA.</p> <table class="MsoTableGrid" style="border-collapse:collapse; border:none"> <tbody> <tr> <td style="border-bottom:2px solid black; width:589px; padding:0in 7px 0in 7px; border-top:2px solid black; border-right:2px solid black; border-left:2px solid black" valign="top"> <p style="text-align:justify"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><i>Si tiene preguntas o sugerencias de mejora del BlogIICA favor contactar a los editores: </i></strong><a href="mailto:joaquin.arias@iica.int" style="color:#0563c1; text-decoration:underline"><i>Joaquín Arias</i></a><strong><i> y </i></strong><a href="mailto:viviana.palmieri@iica.int" style="color:#0563c1; text-decoration:underline"><i>Viviana Palmieri.</i></a></span></span></p> </td> </tr> </tbody> </table> </div> <div class="field field--name-field-blog-tags field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Blog tags</div> <div class="field__items"> <div class="field__item"><a href="/tags/perspectivas-sistemas-alimentarios" hreflang="es">PERSPECTIVAS-Sistemas Alimentarios</a></div> <div class="field__item"><a href="/tags/impacto-covid19" hreflang="es">IMPACTO-COVID19</a></div> <div class="field__item"><a href="/tags/comercio-covid19" hreflang="es">COMERCIO-COVID19</a></div> <div class="field__item"><a href="/tags/seguridad-alimentaria-covid19" hreflang="es">SEGURIDAD ALIMENTARIA-COVID19</a></div> <div class="field__item"><a href="/tags/perspectivas-cambio-climatico" hreflang="es">PERSPECTIVAS-CAMBIO CLIMÁTICO</a></div> <div class="field__item"><a href="/tags/perspectivas-covid-19" hreflang="es">PERSPECTIVAS-COVID-19</a></div> <div class="field__item"><a href="/tags/bioeconomia" hreflang="es">BIOECONOMÍA</a></div> <div class="field__item"><a href="/tags/agricultura-digital" hreflang="es">Agricultura Digital</a></div> <div class="field__item"><a href="/tags/seminarios-web" hreflang="es">SEMINARIOS WEB</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 comment-form__title">Añadir nuevo comentario</h2> <drupal-render-placeholder callback="comment.lazy_builders:renderForm" arguments="0=node&amp;1=136&amp;2=field_blog_comments&amp;3=comment" token="PU13A3ekL9sGAI8ZI_z_F0dttcamQTk5MXexhTtygnk"></drupal-render-placeholder> </section> Thu, 02 Sep 2021 16:17:06 +0000 jarias 136 at https://blog.iica.int 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" src="data:image/png;base64,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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 El aporte de la agricultura hacia una transición limpia en el sector transporte https://blog.iica.int/blog/aporte-agricultura-hacia-una-transicion-limpia-en-sector-transporte <span class="field field--name-title field--type-string field--label-hidden">El aporte de la agricultura hacia una transición limpia en el sector transporte</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/37" hreflang="zxx">Agustin Torroba</a></div> <div class="field__item"><a href="/taxonomy/term/149" hreflang="zxx">Andrea Carvalho</a></div> <div class="field__item"><a href="/taxonomy/term/150" hreflang="zxx">Celestina Brenes Porras</a></div> </div> </div> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/user/36" typeof="schema:Person" property="schema:name" datatype="">jarias</span></span> <span class="field field--name-created field--type-created field--label-hidden">Mié, 21/07/2021 - 14:59</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><p><img alt="biotorroba" data-entity-type="file" data-entity-uuid="ab4977d3-549c-4759-bef0-4dba64a1f555" src="/sites/default/files/inline-images/imagen%20bio2.jpg" /></p> <p>La agricultura, a través del paradigma técnico productivo denominado bioeconomía, juega un rol fundamental frente a los desafíos del cambio climático, el deterioro de los recursos naturales y el aumento en la demanda de alimentos, fibras y energías. Al mismo tiempo, aporta beneficios tanto sociales como económicos, contribuye al cumplimiento de compromisos de reducción de gases de efecto invernadero (GEI) y a la reducción de la dependencia de los combustibles fósiles (IICA, 2019).</p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center; margin-bottom:13px"><span style="font-size:9pt"><span style="line-height:115%"><span style="font-family:&quot;Century Gothic&quot;,sans-serif"><i><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">Los biocombustibles son parte de una transición energética más limpia hacia la reducción significativa de las emisiones de GEI.</span></span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p> La transición energética que está ocurriendo en el sector transportes cobra especial importancia para el desarrollo de una economía global que tiende a reducir las emisiones de GEI en línea con las necesidades medioambientales y acuerdos multilaterales asumidos, dando un lugar destacado a uno de los senderos de la bioeconomía: los biocombustibles.</p> <p>Cabe destacar que para el año 2014 el sector de transporte representó más del 14 % de las emisiones de CO2 equivalente del mundo (IPCC, 2014) incrementando la presión sobre el calentamiento global y sus efectos adversos. De esta manera, se constituye como el cuarto sector de mayores emisiones de GEI, 74 % de las cuales se concentran en vehículos tanto de pasajeros como de carga por carretera, 11 % en el subsector de aviación y marítimo (cada uno), y el 4 % remanente en los subsectores ferroviarios y otros (IEA, 2020). </p> <p>Bajo este contexto de demandas medioambientales, el actual paradigma de movilidad vehicular terrestre, basado en el uso de motores de combustión interna, dependiente del uso de combustibles fósiles como gasolina y diésel, se enfrenta al desafío o a la oportunidad de la aparición de nuevas alternativas tecnológicas ambientalmente más sostenibles, entre las que sobresalen la electro-movilidad y el uso de hidrógeno.</p> <p>En efecto, estas innovaciones en el sector automotriz responden a las urgentes necesidades medioambientales, no obstante, realizar la migración masiva hacia algunas alternativas energéticas más limpias tomaría más tiempo del deseado, lo que se torna problemático debido a los compromisos de reducción de gases GEI que deben cumplirse en el corto plazo, de forma tal de hacer frente a la crisis climática. Por ello <strong>el mayor uso de energías renovables en el sector transportes resulta ser una alternativa viable hacia una transición sustentable, efectiva y eficiente en el corto y mediano plazo.</strong></p> <p>En ese sentido, los biocombustibles líquidos, en el formato de biodiésel y bioetanol, han comenzado a liderar una transición más limpia, sustituyendo derivados de petróleo por combustibles de origen biológico de menores emisiones. En el 2020, el bioetanol reemplazó al 5,2 % de las gasolinas a nivel mundial, mientras que el biodiesel desplazó el 3,5 % del diésel fósil (Torroba, 2021a). Estos biocombustibles suelen producirse a partir de materias primas de origen agropecuarias (caña de azúcar, maíz, aceites vegetales, aceites vegetales usados, grasas, residuos, etc.) en procesos que permiten agregar valor, generar empleo y aprovechar la generación de subproductos con diversos usos alimenticios, industriales, farmacéuticos, etc. </p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center; margin-bottom:13px"><span style="font-size:9pt"><span style="line-height:115%"><span style="font-family:&quot;Century Gothic&quot;,sans-serif"><i><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">Ante las restricciones en la densidad energética de las baterías y la falta de una infraestructura de carga masiva, la electro-movilidad tiene mayor probabilidad de aumentar su inserción en vehículos de tamaño pequeño y distancias cortas, así como en vehículos de dos y tres ruedas</span></span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p> Cabe destacar que el rol de los biocombustibles líquidos también permitirá complementar nuevos paradigmas de movilidad en el mediano y largo plazo, a la vez que pueden formar parte de nuevas tecnologías de transporte. En tal sentido, debido a restricciones en la densidad energética de las baterías, y la falta de una infraestructura en formato de redes o estaciones de carga masiva, la electro-movilidad tiene mayor probabilidad de aumentar su inserción en vehículos de tamaño pequeño y distancias cortas, así como en vehículos de dos y tres ruedas. Otros tipos de tecnologías con menores necesidades de recarga, como el hidrógeno, tendrían un mayor grado de penetración en vehículos pesados y de larga distancia (camiones y buses), siendo este un segmento donde se estudia la utilización de biocombustibles como insumo intermedio para la generación del hidrógeno. En simultáneo, las transiciones limpias encabezadas por los biocombustibles (sumadas a otras opciones como los vehículos híbridos, híbridos enchufables, etc.) convivirían en la gama de autos de pasajero de tamaño y distancias medias (IRENA, 2020 y Torroba, 2021b).</p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0in 7px 0in 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center; margin-bottom:13px"><span style="font-size:9pt"><span style="line-height:115%"><span style="font-family:&quot;Century Gothic&quot;,sans-serif"><i> </i><i><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="line-height:115%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">Se estima un incremento al 2050 de 338 % en el consumo total de biocombustibles.</span></span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p> Por otro lado, debido a la complejidad de los sistemas de transporte de navegación o aviación, se observa que resultará más efectivo el uso de biocombustibles líquidos ante la ausencia de alternativas de movilidad más limpias en el corto y mediano plazo para estos subsectores (IEA, 2021). En tal sentido, los biocombustibles líquidos se convierten en una de las principales herramientas para dar cumplimiento al compromiso de reducción de GEI y azufre en el sector de la aviación. </p> <p>La Agencia Internacional de Energía (IEA, 2019), considera que, para cumplir con este objetivo, se deberá mezclar biocombustibles líquidos de aviación con combustible fósil para aviones, debido a que el primero es “la única opción actual para reducir significativamente las emisiones del sector de aviación”. </p> <p>De manera análoga, la Organización Marítima Internacional (OMI, 2018) creó una estrategia concreta para evitar que la contaminación marítima se acrecente, dando paso a la introducción de biocombustibles en el sector para reducir las emisiones de GEI y de azufre.</p> <p>Las medidas adoptadas en el sector transporte tienen especial importancia, de acuerdo con un informe publicado por la Agencia Internacional de Energía (IEA, 2021), donde se describe cómo el sector energético global podría llegar a un escenario al 2050 de cero emisiones y los combustibles biológicos tendrían un rol destacado. Para lograr dicha meta, se prevé un fuerte incremento en el consumo de los biocombustibles en la presente década, en comparación al 2020, del orden de un 275 %, el cual estaría fuertemente concentrado en la movilidad por carretera. A partir del 2030, el consumo seguiría creciendo, pero de forma más lenta, a la vez que ocurrirá un redireccionamiento hacia nuevos sectores, como son los biocombustibles de aviación y marítimos, que se estima provocarán al 2050 un 338 % de incremento en el consumo total de biocombustibles.</p> <p><img alt="bioecombustibles" data-entity-type="file" data-entity-uuid="dcf7318b-ebb7-49c1-a64e-144da8e4df84" src="/sites/default/files/inline-images/Imagen%20bio.jpg" class="align-right" /><strong>Recapitulando</strong>, los biocombustibles son parte de una transición energética más limpia hacia la reducción significativa de las emisiones de GEI. Hay un espacio importante para que se amplíe su uso en la movilidad terrestre, a medida que se masifiquen paradigmas de transporte más limpios. Finalmente, se observa un creciente rol de los biocombustibles en otros sectores, principalmente de aviación y en segundo término, la navegación.</p> <p><em><strong><img alt="Agustin Torroba" data-entity-type="file" data-entity-uuid="82e3f060-7c33-48e7-856c-9754b0677490" height="101" src="/sites/default/files/inline-images/Agustin%20Fotograf%C3%ADa%20ambiente%20profesional.jpg" width="101" class="align-left" /></strong></em></p> <p><em><strong>Agustín Torroba </strong>es Magister en Energías, especialista Internacional del IICA en Biocombustibles</em></p> <p> </p> <p><em><strong><img alt="Andrea Carvalho" data-entity-type="file" data-entity-uuid="c79fd401-efeb-44b4-b3de-c71ff61a66cd" height="107" src="/sites/default/files/inline-images/Andrea%20Carvallo_0.jpg" width="101" class="align-left" /></strong></em></p> <p><em><strong>Andrea Carvalho</strong> es Dra. en Ciencias Veterinarias, con una Maestría en Gestión y Auditorías Ambientales.</em></p> <p> </p> <p><em><strong><img alt="Celestina Brenes" data-entity-type="file" data-entity-uuid="a0a86e25-ea5a-411b-8a8b-20fe0fd330d5" height="100" src="/sites/default/files/inline-images/Celestina%20Brenes.jpg" width="101" class="align-left" /></strong></em></p> <p><em><strong>Celestina Brenes Porras </strong>es Politóloga e Internacionalista, actualmente cursa una especialidad en Política Comercial. https://orcid.org/0000-0001-8830-0451</em></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><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:navy; text-decoration:underline"><i>Joaquín Arias</i></a><strong><i> y </i></strong><a href="mailto:viviana.palmieri@iica.int" style="color:navy; text-decoration:underline"><i>Viviana Palmieri.</i></a></span></span></p> </td> </tr> </tbody> </table> <p><strong>Referencias:</strong></p> <p>IICA (Instituto Interamericano de Cooperación para la Agricultura, Costa Rica). (2019). Programa de Bioeconomía y Desarrollo Productivo: Abordajes conceptuales y metodológicos para la cooperación técnica. San José, Costa Rica.</p> <p>IPCC (Intergovernmental Panel on Climate Change. Switzerland). (2014). Climate Change 2014: Synthesis Report. Contribution of Working Groups I, II and III to the Fifth Assessment Report of the Intergovernmental Panel on Climate Change. Geneva. Switzerland. Recuperado de: https://www.ipcc.ch/report/ar5/syr/</p> <p>IEA (International Energy Agency, Francia). (2019). Indicadores de transición energética. París. Francia. Recuperado de:  https://www.iea.org/reports/energy-transitions-indicators</p> <p>IEA (International Energy Agency, Francia). (2020). Tracking transport. París. Francia. Recuperado de: https://www.iea.org/topics/transport</p> <p>IEA (International Energy Agency). (2021). Net Zero by 2050 A Roadmap for the Global Energy Sector.</p> <p>IRENA (International Renewable Energy Agency). (2020). Global Renewables Outlook: Energy Transformation 2050.  International Renewable Energy Agency, Abu Dhabi. ISBN 978-92-9260-238-3. </p> <p>TORROBA, A. (2021a). Atlas de los biocombustibles líquidos 2020-2021 (en prensa). San José, Costa Rica, IICA.</p> <p>TORROBA, A (2021b). Biocombustibles líquidos. Institucionalidad y formulación de políticas públicas (en prensa). San José, Costa Rica, IICA.</p> <p>OMI (Organización Marítima Internacional).  (2018). IMO Action to Reduce Greenhouse Gas Emissions from International Shipping. Londres. Reino Unido.<br />  </p> </div> <div class="field field--name-field-blog-tags field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Blog tags</div> <div class="field__items"> <div class="field__item"><a href="/tags/perspectivas-sistemas-alimentarios" hreflang="es">PERSPECTIVAS-Sistemas Alimentarios</a></div> <div class="field__item"><a href="/tags/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=132&amp;2=field_blog_comments&amp;3=comment" token="GDX7kZn4YIrgJfli9n070FwHtG-9bwnRYyskRusrOaU"></drupal-render-placeholder> </section> Wed, 21 Jul 2021 20:59:28 +0000 jarias 132 at https://blog.iica.int ¿Pueden la bioeconomía y las finanzas sostenibles ofrecer una alternativa de desarrollo para Ecuador? https://blog.iica.int/blog/pueden-bioeconomia-las-finanzas-sostenibles-ofrecer-una-alternativa-desarrollo-para-ecuador <span class="field field--name-title field--type-string field--label-hidden">¿Pueden la bioeconomía y las finanzas sostenibles ofrecer una alternativa de desarrollo para Ecuador?</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/146" hreflang="zxx">Daniel Ortega Pacheco</a></div> </div> </div> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/user/37" typeof="schema:Person" property="schema:name" datatype="">vpalmieri</span></span> <span class="field field--name-created field--type-created field--label-hidden">Jue, 24/06/2021 - 19:08</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><p>El modelo de desarrollo actual del Ecuador que depende ampliamente de las rentas generadas de una economía extractiva de recursos naturales no renovables, como el petróleo y los minerales, tiene tres problemas fundamentales:</p> <ol> <li>El agotamiento de reservas.</li> <li>Cuestionables implicaciones medioambientales y de salud humana.</li> <li>Estructura económica que genera poco valor agregado e importaciones de bienes de capital.</li> </ol> <p>Petróleo y minerales no son la causa per se, sino que durante su proceso de explotación el ecosistema, la biodiversidad y las comunidades sufren por lo general impactos no deseados como la transformación del entorno y acumulación de desechos o derrames que contaminan fuentes de agua y tierras de forma irreversible inclusive entrando a nuestros organismos, <u><a href="http://www.sussex.ac.uk/lifesci/pecklab/yasuniglobal/itt/oil" target="_blank">afectando derechos humanos de presentes y futuras generaciones (i.e., al agua, a la salud) y derechos de la naturaleza (i.e., regeneración de ciclos vitales)</a></u>. Además, el consumo de hidrocarburos, ya sea a nivel nacional o internacional, contribuye al cambio climático, al ser la industria y transporte sus principales sectores de consumo de energía de fuentes fósiles a nivel mundial.</p> <table class="TableGrid1" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0cm 7px 0cm 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span style="font-size:15.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">“Existe un creciente interés en el potencial de la bioeconomía, como una alternativa de aprovechamiento de recursos naturales renovables como la biodiversidad y la biomasa sin los problemas [medioambientales y de salud derivados de la extracción y uso del petróleo].”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p>Frente a esta realidad, existe un creciente <u><a href="https://www.revistalideres.ec/lideres/reinventa-ecuador-ecosistemas-reactivar-economia.html" target="_blank">interés en el potencial de la bioeconomía</a></u>, como una alternativa de aprovechamiento de recursos naturales renovables como la biodiversidad y la biomasa sin los problemas mencionados. </p> <p><strong>¿Qué entendemos por bioeconomía?</strong></p> <p>La bioeconomía involucra la utilización de recursos, procesos y principios biológicos para proporcionar bienes y servicios a todos los sectores económicos. Incluye el aprovechamiento en cascada de biodiversidad y biomasa para obtener productos de mayor valor añadido tales como antioxidantes, proteínas o pigmentos y en último término proceder a la combustión o síntesis de la biomasa como materia prima para sustancias químicas y para fines energéticos (i.e., etanol, biodiesel, biogás) (Ver Figura 1).<br />  </p> <figure role="group" class="caption caption-img"> <img alt="Figura 1" data-entity-type="file" data-entity-uuid="29d16e68-9100-4782-9403-17ca60b4ec8a" src="/sites/default/files/inline-images/Fig1_1.png" /> <figcaption><strong>Figura 1.</strong> Industrias (lila) y productos/servicios (turquesa) de la Bioeconomía –<a href="http://www.bioeconomiaandalucia.es/que-es-la-bioeconomia"> Estrategia Andaluza de Bioeconomía Circular, Junta de Andalucía.</a></figcaption> </figure> <p><strong>¿Puede sustituir al modelo extractivo petrolero?</strong></p> <p>Para garantizar la sustitución del modelo extractivo, la bioeconomía debería al menos igualar o superar las contribuciones económicas del petróleo en la estructura económica. Un enorme desafío considerando que el 45% del total de exportaciones ecuatorianas están relacionadas al sector petrolero y contribuye con 11% del PIB. Como punto a favor, <u><a href="https://www.researchgate.net/publication/346742076_Social_and_Economic_Contribution_of_the_Bioeconomic_Sector_in_Ecuador_A_Methodological_Approach" target="_blank">la contribución de la bioeconomía al PIB en el 2017 sería del 13,06%</a></u>, es así que al desarrollarla podría reemplazar parcialmente la dependencia de exportaciones petroleras y brindar mayor estabilidad de largo plazo a la dolarización. Recordemos que la bioeconomía representa la contribución de todos los sectores de la economía que usa y/o genera productos y servicios de base biológica y no incluye materias primas sin agregación de valor.</p> <p>El segundo cuestionamiento sería determinar si la actual estructura productiva permite ejecutar esta transición, así como identificar los encadenamientos productivos con escala suficiente para reemplazar la intensidad de la contribución del sector petrolero (Figura 2). Mientras que al 2017, el sector petrolero ecuatoriano contribuyó en el orden de USD $12.21 mil millones y 640 mil empleos; <u><a href="https://www.researchgate.net/publication/346742076_Social_and_Economic_Contribution_of_the_Bioeconomic_Sector_in_Ecuador_A_Methodological_Approach" target="_blank">la bioeconomía generó USD $13.58 mil millones y 1.5 millones de empleos, estos últimos con ingresos mensuales de US$ 207</a></u>, valor significativamente inferior a la realidad salarial de otros sectores productivos. <br />  </p> <figure role="group" class="caption caption-img"> <img alt="Figura 2" data-entity-type="file" data-entity-uuid="15a55463-3fa3-46bf-9d79-7d4badb6355f" src="/sites/default/files/inline-images/Fig2_1.png" /> <figcaption><strong>Figura 2</strong>. Contribución de la bioeconomía y del sector petrolero al Valor adicionado bruto y generación de empleo. Elaboración propia.</figcaption> </figure> <p>Otra realidad, es la alta incidencia y contribución de los recursos petroleros al sector fiscal pese a su <u><a href="https://oilprice.com/Energy/Crude-Oil/Is-This-The-Beginning-Of-The-End-For-Ecuadors-Oil-Industry.html" target="_blank">vulnerabilidad por los ciclos del precio internacional</a></u>. El 15% de contribución en 2013 disminuyó a valores inferiores al 5% en 2016 y con mayor incidencia en 2020 con la abrupta caída de los precios internacionales del petróleo. Esta vulnerabilidad se incrementa considerando que Ecuador confronta serios riesgos en sus inversiones de infraestructura petrolera ya que la demanda global está proyectada a decrecer por efectos del calentamiento global, lo que le representa un <u><a href="https://www.moodys.com/research/Moodys-affirms-Ecuadors-Caa3-rating-changes-outlook-to-stable--PR_439290" target="_blank">alto riesgo país por exposición a los efectos físicos del cambio climático y la transición a un modelo global bajo en carbono según calificadores de riesgo global como Moodys</a></u>. </p> <p><br /> <strong>Una producción limitada</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:0cm 7px 0cm 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span style="font-size:15.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">“Un crecimiento sostenible de la bioeconomía como transición del modelo extractivo exigiría coherencia de la política pública nacional para que su fomento apunte a la mejora sustancial de los procesos, capacidades productivas y escalas remunerativas, así como garantizar inversiones para su escalamiento e inserción competitiva en cadenas de comercio internacional.”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p>Salvo la producción de biocombustibles, aumentar el ritmo de crecimiento de la producción de bienes y servicios de la bioeconomía es limitado. El país cuenta con una normativa clara y <u><a href="http://computerworld.com.ec/actualidad/tendencias/1536-radiografia-del-ecosistema-de-innovacion-ecuatoriano.html" target="_blank">capacidades técnicas a escala experimental en su ecosistema de innovación</a></u>, pero deben ser testeadas y puestas a prueba con el involucramiento del sector privado.</p> <p>Es importante identificar que un aumento precipitado de la producción sin una política integral que resguarde su sostenibilidad involucra algunos riesgos. Por una parte, una mayor demanda de biomasa introducirá una mayor presión en el cambio de uso de la tierra con efectos posibles sobre la deforestación, conversión de tierra cultivable y agotamiento de recursos hídricos. Además, <u><a href="https://www.ec.undp.org/content/ecuador/es/home/presscenter/articles/2017/08/22/ecuador-se-suma-a-las-naciones-a-nivel-global-que-implementan-el-protocolo-de-nagoya.html" target="_blank">surgirían problemas sobre el acceso a recursos genéticos de la biodiversidad</a></u> en caso de aprovechamiento descontrolado. Esto podría <u><a href="http://www.fao.org/news/story/es/item/1119057/icode/" target="_blank">conducir a problemas potencialmente graves de abastecimiento de alimentos</a></u> así como efectos en los derechos de las comunidades.</p> <p>Así, un crecimiento sostenible de la bioeconomía como transición del modelo extractivo exigiría <u><a href="http://inabio.biodiversidad.gob.ec/wp-content/uploads/2018/12/P18_56-Ortega-Pacheco_Daniel_y_Lopez_Alfredo_Tropicalizing_Sustainable_Bioeconomy.pdf" target="_blank">coherencia de la política pública nacional</a></u> para que su fomento apunte a la mejora sustancial de los procesos, capacidades productivas y escalas remunerativas, así como garantizar inversiones para su escalamiento e inserción competitiva en cadenas de comercio internacional.</p> <p><br /> <strong>Las finanzas sostenibles pueden viabilizar la transición a un modelo económico sostenible y resiliente.</strong></p> <p><a href="https://www.unepfi.org/events/lanzamiento-de-la-iniciativa-de-finanzas-sostenibles-en-ecuador/#:~:text=La%20Iniciativa%20de%20Finanzas%20Sostenibles%20(IFS)%20es%20una%20alianza%20p%C3%BAblico,en%20un%20contexto%20de%20recuperaci%C3%B3n" target="_blank">Las finanzas sostenibles (en alusión a la Iniciativa de Finanzas Sostenibles -IFS) crecen a mayor ritmo</a> que el financiamiento tradicional, motivadas por una creciente <u><a href="https://home.kpmg/xx/en/home/insights/2021/05/esg-regulation-widens-and-deepens.html" target="_blank">normativa que proporciona incentivos a inversiones</a></u> que generan beneficios ambientales y sociales. Estos instrumentos, que identifican riesgos sociales y ambientales de los proyectos a financiar, permiten medir y reportar el desempeño según el impacto logrado. Los inversionistas sopesan dichos indicadores de impacto con el retorno a la inversión, lo que se traduce en menores costos de financiamiento y mejores plazos de repago para la transición. </p> <p>Podría pensarse que al vincular los impactos de la bioeconomía sostenible y sus cadenas de valor, tales como la reducción de huella de carbono, huella hídrica, preservación de la biodiversidad, y mejoramiento de calidad de vida, con los instrumentos de financiación sostenibles, se obtendrían garantías adicionales de que su desenvolvimiento guarde armonía con el desarrollo sostenible.  Esto, sin embargo, presupone que el estado financiero y la capacidad de endeudamiento del país es óptima.</p> <p>Por una parte, las finanzas sostenibles pueden permitir refinanciar componentes de la <u><a href="https://www.finanzas.gob.ec/wp-content/uploads/downloads/2021/03/DEBT-MEDIUM-TERM-DEBT-MANAGEMENT-STATEGY.pdf" target="_blank">deuda del país, que asciende a cerca del 65% del PIB</a></u>, a plazos más largos  y menores tasas de interés, por lo tanto a un menor coste final a la sociedad. Un aspecto a tomar en cuenta es que es posible restructurar la deuda originalmente adquirida para financiar <u><a href="https://publications.iadb.org/publications/english/document/Stranded-Assets-A-Climate-Risk-Challenge.pdf" target="_blank">inversiones en infraestructura petrolera, destinada a convertirse en “activos varados”</a></u>,  considerando que los bancos más grandes de Europa han anunciado públicamente que van a eliminar gradualmente los servicios comerciales para la exportación de petróleo de la Amazonía ecuatoriana. Por otra parte,  los canjes de deuda con líneas de crédito vinculadas a la sostenibilidad podrían incentivar a que los potenciales financistas se comprometan a  liberar  componentes de la deuda inicialmente adquirida a través de pagos respaldados con futuras producciones petroleras de campos amazónicos, donde los impactos sociales y ambientales son significativos, y donde, ya de por sí  la calidad del crudo pesado y el costo de extracción las volvía poco atractivas. Claramente, esta estrategia de canje de deuda reduciría el incentivo de explotar petróleo y evitaría daños en zonas sensibles como Yasuní-ITT.</p> <p>Por otra parte, la velocidad de crecimiento de la bioeconomía podría impulsarse al adquirir nueva deuda en la forma de bonos soberanos que se vinculen con impactos sociales y ambientales favorables en la escala necesaria para transformar al 2050 los sectores productivos del país. Esto es posible en el contexto de la postpandemia y en el marco del concepto “<u><a href="https://blogs.worldbank.org/voices/building-back-better-crisis-what-will-it-take-poorest-countries" target="_blank">build-back better” o de recuperación económica verde, inclusiva y competitiva que impulsan las principales agencias del sistema multilateral</a></u>. Adicionalmente, la atracción de <u><a href="https://www.bbi.europa.eu/ecbf-european-circular-bioeconomy-fund" target="_blank">inversiones de impacto en bioeconomía  e inversiones de riesgo en bioemprendimientos</a></u> ha demostrado ser un importante factor catalizador. </p> <p><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><a name="_Hlk39219192" id="_Hlk39219192"></a></span></span></span></p> <table class="TableGrid1" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0cm 7px 0cm 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><i><span style="font-size:15.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">“La bioeconomía y las finanzas sostenibles tendrán sentido si se crean condiciones para una transición socioecológica que requiere cambios estructurales en el modelo de consumo, la concentración de la riqueza, y la internalización de los costos ambientales y sociales”</span></span></span></i></span></span></span></p> </td> </tr> </tbody> </table> <p>Concluyendo, podemos decir que la bioeconomía puede progresivamente viabilizar la transición a un modelo económico sostenible y resiliente. Su importancia actual es moderada porque las capacidades productivas son aún incipientes, aunque con una política pública coherente con el desarrollo sostenible la bioeconomía podría crecer mucho en los próximos años. Las finanzas sostenibles ofrecen un vehículo para movilizar los recursos necesarios para su desenvolvimiento al 2050, sin causar problemas medioambientales o de salud global. Aprovechar el contexto de la recuperación postpandemia es una ventana de oportunidad que la sociedad ecuatoriana debe debatir amplia y democráticamente para evitar futuras crisis por la dependencia de recursos extinguibles en el largo plazo. Finalmente, la bioeconomía y las finanzas sostenibles tendrán sentido si se crean condiciones para una transición socioecológica que requiere cambios estructurales en el modelo de consumo, la concentración de la riqueza, y la internalización de los costos ambientales y sociales.</p> <p><br /> <strong>Trabajo original:</strong></p> <p>Ortega-Pacheco, D.; Castro, P.; Mendoza-Jimenez, M.J.; Almeida, E.; y Castro, M.P. 2020. Social and economic contribution of the bioeconomic sector in Ecuador: A methodological approach. Ramanan, V.V., Shah, S. &amp; Prasad, R. (Eds.). In “Sustainable Bioeconomy - Pathways to Sustainable Development Goals. Switzerland: Springer. p. 35-65<br />  </p> <p><span style="font-size:11pt"><span style="background:white"><span style="line-height:15.0pt"><span style="font-family:Calibri,sans-serif"><i><span lang="ES-EC" style="font-size:15.0pt" xml:lang="ES-EC" xml:lang="ES-EC"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#444444"><img alt="Daniel Ortega" data-entity-type="file" data-entity-uuid="19365848-68be-49fa-b352-cf9505925ea4" height="175" src="/sites/default/files/inline-images/Foto%20de%20perfi%20Daniel-Ecu.jpg" width="175" class="align-left" /></span></span></span></i></span></span></span></span><i><span lang="ES-EC" style="font-size:13.0pt" xml:lang="ES-EC" xml:lang="ES-EC"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#444444"><strong>Daniel Ortega</strong> es Catedrático y director del Centro de Desarrollo de Políticas Públicas, Escuela Superior Politécnica del Litoral. Cuenta con un PhD en Políticas y Administración Pública de la Universidad Estatal de Ohio y con un máster en Economía Aplicada con especialización en Economía Ambiental y Recursos Naturales y Desarrollo Internacional de la Universidad Estatal de Michigan. </span></span></span></span><span style="font-size:13.0pt"><span style="line-height:107%"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#444444">Es Agrónomo de la Universidad EARTH de Costa Rica. Es miembro del Comité de Expertos de Naciones Unidas sobre Administración Pública. El recibe fondos de investigación del Consorcio de Facultad de Finanzas Sostenibles y de Impacto de Northwestern – Kellogg School of Management y ha recibido fondos del Instituto Interamericano de Cooperación para la Agricultura para su investigación en bioeconomía.</span></span></span></span></i></p> <p><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><em><b><span style="font-family:&quot;Arial&quot;,sans-serif">Nota</span></b></em><strong><span style="font-family:&quot;Arial&quot;,sans-serif">: Las opiniones expresadas en este blog son responsabilidad del autor y <i>no reflejan necesariamente la opinión del IICA.</i></span></strong></span></span></p> <p style="text-align:justify"> </p> <table class="MsoTableGrid" style="border-collapse:collapse; border:none"> <tbody> <tr> <td style="border-bottom:1px solid black; width:589px; padding:0cm 7px 0cm 7px; border-top:1px solid black; border-right:1px solid black; border-left:1px solid black" valign="top"> <p style="text-align:justify"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><i><span style="font-weight:normal">Si tiene preguntas o sugerencias de mejora del BlogIICA favor contactar a los editores: </span></i></strong><a href="mailto:joaquin.arias@iica.int" style="color:blue; text-decoration:underline"><i>Joaquín Arias</i></a><strong><i><span style="font-weight:normal"> y </span></i></strong><a href="mailto:viviana.palmieri@iica.int" style="color:blue; text-decoration:underline"><i>Viviana Palmieri.</i></a></span></span></p> </td> </tr> </tbody> </table> <p style="text-align:justify"> </p> <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/perspectivas-covid-19" hreflang="es">PERSPECTIVAS-COVID-19</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=130&amp;2=field_blog_comments&amp;3=comment" token="RzGLrFgPkHBQCAl4spkpuSeHIMXuymNmqF9DS48R_AM"></drupal-render-placeholder> </section> Fri, 25 Jun 2021 01:08:51 +0000 vpalmieri 130 at https://blog.iica.int Un cielo limpio: desafío para la agricultura y la aviación https://blog.iica.int/blog/un-cielo-limpio-desafio-para-agricultura-aviacion <span class="field field--name-title field--type-string field--label-hidden">Un cielo limpio: desafío para la agricultura y la aviación </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/128" hreflang="zxx">Orlando Vega</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">Sáb, 06/02/2021 - 18:09</span> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0cm 7px 0cm 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><i><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="color:#3070b6">“Se requiere la creación de condiciones habilitantes que faciliten la transición hacia una economía baja en carbono y resiliente al cambio climático, propiciando crecimiento sostenible y recuperación verde con inclusión social e igualdad de oportunidades, tanto para el sector de la agricultura como para el de la aviación civil.”</span></span></i></span></span></p> </td> </tr> </tbody> </table> <img alt="bioequeroseno" data-entity-type="file" data-entity-uuid="3d38772e-f31d-444f-9eb3-1d4ddb5537a5" height="634" src="/sites/default/files/inline-images/portada%20bioqueroseno.jpg" width="608" class="align-center" /> <p><br /> La aviación ha sido uno de los sectores más golpeados por la pandemia de Covid-19. Existe ahora la oportunidad de avanzar hacia la recuperación del sector de la <strong>aviación </strong>a través del<strong> escalamiento de los biocombustibles sostenibles</strong>, con la concurrencia del <strong>sector agrícola</strong>. </p> <p>Este fue el tema de un panel en el evento del Grupo de Acción en el Transporte Aéreo (ATAG) 2020, denominado <u><a href="https://web.cvent.com/event/d0f999af-d3c0-410f-ad79-3ffabba01661/summary" target="_blank">Recuperación Verde – Foro Global de Aviación Sostenible</a></u> que se llevó a cabo durante la última semana de septiembre de 2020. En este panel se desarrolló el tema de cómo poner en marcha una exitosa y verde recuperación del sector de la aviación, que requerirá un acelerado despliegue de las <strong>soluciones existentes de descarbonización</strong> y una adecuada <strong>inversión </strong>para impulsar las <strong>nuevas tecnologías</strong>.</p> <p>Para que esto suceda fueron revelados los hallazgos del <u><a href="https://aviationbenefits.org/media/167116/w2050_full.pdf" target="_blank">reporte ATAG Waypoint 2050</a></u>. En la aviación, los <em>waypoints </em>son puntos significativos en una trayectoria de vuelo que los pilotos utilizan para navegar hacia su destino de viaje. Al desarrollar un objetivo a largo plazo, la industria de la aviación ha tomado esta filosofía para reconocer que <strong>2050 </strong>no es un destino, sino un marcador en un c<strong>amino hacia cero emisiones </strong>de carbono del transporte aéreo.</p> <p>Una de las mayores oportunidades de cumplir e ir más allá de este objetivo de la industria de la aviación consiste en el <strong>escalamiento </strong>de los <strong>combustibles sostenibles</strong> de aviación y <strong>nuevas fuentes</strong> de energía para 2050. Conforme con el reporte de la ATAG, es probable que la aviación necesite de <strong>450 a 500 millones de toneladas</strong> de combustibles sostenibles de aviación (SAF) al año para 2050. El análisis muestra que esto es alcanzable, junto con rigurosos criterios de sostenibilidad que garanticen una adecuada gestión que <strong>no afecte el suministro de alimentos</strong> ni el <strong>uso de agua</strong>.</p> <p>En lugar de depender de una sola opción, se cuenta con un <strong>amplio rango</strong> de biomateriales disponibles, desde <strong>cultivos no alimentarios</strong> hasta fuentes de <strong>residuos </strong>y combustibles líquidos, cuyo balance de emisiones es bajo en carbono y la sostenibilidad ambiental es garantizada.</p> <p>Se requiere la creación de <strong>condiciones </strong>habilitantes que faciliten la <strong>transición </strong>hacia una <strong>economía baja en carbono y resiliente al cambio climático</strong>, propiciando crecimiento sostenible y <strong>recuperación verde con inclusión social</strong> e igualdad de oportunidades, tanto para el sector de la <strong>agricultura </strong>como para el de la <strong>aviación civil </strong>y sus actividades conexas de <strong>suministro</strong>, <strong>comercio</strong>, <strong>turismo</strong>, <strong>empleos </strong>y <strong>conectividad </strong>en la región de LAC.</p> <p>Complementariamente, constituye un peldaño para contribuir a <strong>robustecer las cadenas de valor</strong> para el suministro de <strong>materias primas</strong> en la producción de combustibles sostenibles de aviación, impulsar los <strong>negocios verdes</strong>, incluyendo <strong>senderos tecnológicos</strong> para el aprovechamiento de la <strong>bioeconomía</strong>, que propicien actividades de recuperación <strong>post pandemia</strong> del COVID19, entre otros temas.</p> <p><strong>Sendero de implementación y condiciones habilitantes</strong></p> <p>Los <strong>biocombustibles de aviación</strong> pueden producirse a través de las <strong>rutas tecnológicas </strong>de <strong>conversión termoquímica </strong>o conversión <strong>bioquímica </strong>de la <strong>biomasa</strong>. No existe actualmente una clara ventaja comercial o técnica entre estas rutas, aunque se cuenta con <strong>potencial de innovar</strong> para lograr mejoras en el rendimiento y reducir los costos de producción mediante una competitiva industria de <strong>biocombustibles avanzados</strong>.<sup>1, 2, 3</sup> </p> <p>Los biocombustibles avanzados incluirían aquellos producidos por tecnologías convencionales, pero con <strong>materias primas alternativas</strong> a las utilizadas actualmente, menos sensibles a la competencia con la producción de alimentos. Entre estas se encontrarían diversas <strong>especies arbustivas </strong>o <strong>arbóreas perenes</strong>, <strong>oleaginosas </strong>u otras, con potencial de desarrollarse en <strong>zonas áridas</strong> o semiáridas de <strong>tierras marginales</strong>, como la <strong>jatropha</strong>, la <strong>camelina </strong>y las <strong>microalgas</strong>.</p> <p>El <strong>proceso HEFA</strong><sup>4</sup>  (hydroprocessed esters and fatty acids), es actualmente el <strong>más conocido</strong> para la producción de biocombustibles sostenibles de aviación; es <strong>similar a la refinación de petróleo</strong> y se obtiene un resultado con características similares al combustible convencional para la aviación. Este proceso consiste en la reacción de los <strong>aceites vegetales</strong> en presencia de <strong>hidrógeno </strong>y <strong>catalizadores  </strong>para producir combustible de aviación, nafta, diésel y gasolina<sup>5, 6, 7</sup>( Fig. 1).</p> <p class="text-align-center">Figura 1. Ruta de proceso HEFA para la obtención de biocombustibles a partir de la biomasa que contiene aceite vegetal.</p> <figure role="group" class="caption caption-img align-center"> <img alt="figura 1" data-entity-type="file" data-entity-uuid="5eb7bde1-ae84-439a-8778-0227fc0982c1" src="/sites/default/files/inline-images/Fig1.png" /> <figcaption><em>Fuente: Neuling, U., Kaltschmitt, M. (2018).</em></figcaption> </figure> <p><br /> El <strong>bioaceite</strong>, o la biomasa que contiene aceite vegetal, puede ser <strong>refinado </strong>en <strong>combustible renovable</strong> usando la tecnología de <strong>hidroprocesamiento </strong>convencional aplicada actualmente en refinerías de petróleo en el mundo. HEFA está autorizado para uso como combustible de aviación conforme a <u><a href="http://www.astm.org/Standards/D7566.htm" target="_blank">ASTM D7566-14, Specification for Aviation Turbine Fuel Containing Synthesized Hydrocarbons</a></u>. Una <strong>normativa revisada </strong>fue aprobada el 01 de julio de 2011, permitiendo añadir al combustible convencional para aviación hasta un <strong>50%</strong> de<strong> componentes sintéticos bioderivados</strong>. </p> <p><strong>Eficiencia, competitividad y sostenibilidad</strong></p> <p>En términos de <strong>eficiencia energética</strong>, los <strong>procesos HEFA</strong> ofrecen las <strong>mejores </strong>características de <strong>desempeño</strong>: <strong>90%</strong> si se incluyen los productos obtenidos de <strong>diésel</strong>, <strong>keroseno </strong>y <strong>nafta </strong>y <strong>60%</strong> si únicamente incluye <strong>bioqueroseno</strong>, a partir de materias primas como el <strong>aceite de palma</strong> y de <strong>jatropha</strong>. Los <strong>costos </strong>de los procesos HEFA basados en aceite de palma son comparativamente <strong>bajos</strong>, de 890 €/t de bioqueroseno, y relativamente <strong>bajas emisiones</strong> de GEI, de 52.0 gCO2eq/MJKerosene<sup>9</sup>. Los <strong>precios </strong>de los <strong>combustibles </strong>de aviación <strong>alternativos </strong>siguen siendo <strong>superiores </strong>con respecto a los precios de los combustibles de aviación convencionales, pero el diferencial de precios muestra una clara <strong>tendencia descendente</strong>. Como referencia, el precio al contado del combustible convencional de tipo queroseno para reactores, puesto en la costa estadounidense del Golfo de México fue de 686,51 US$/t en el 2018 (equivalente a 581,25 €/t)<sup>10, 11, 12, 13</sup>.</p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0cm 7px 0cm 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><i><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="color:#3070b6">“Entre más viable ambiental y económicamente sea la provisión de materia prima, es más prometedor el resultado de la producción de bioqueroseno y esto es más o menos independiente de la ruta de conversión implicada.”</span></span></i></span></span></p> </td> </tr> </tbody> </table> <p>En general, entre más <strong>viable </strong>ambiental y económicamente sea la <strong>provisión </strong>de <strong>materia prima</strong>, es más <strong>prometedor </strong>el <strong>resultado </strong>de la producción de <strong>bioqueroseno </strong>y esto es más o menos independiente de la ruta de conversión implicada.</p> <p>Actualmente, solamente el <strong>proceso HEFA</strong> para la producción de bioqueroseno está <strong>comercialmente disponible</strong>, pero <strong>no </strong>es la <strong>única opción </strong>existente al evaluar la disponibilidad de materia prima para producir este biocombustible sostenible de aviación en escala industrial. Sin embargo, estas <strong>posibles rutas alternativas</strong> necesitan más esfuerzos de <strong>investigación y desarrollo</strong>.</p> <p>La Neste Oil, una compañía de refinería y mercadeo enfocada en combustibles de alta calidad cuyo principal propietario es el Estado de Finlandia (50,1%), muestra como <strong>potenciales materias primas biogénicas</strong> para la obtención de aceite puro vegetal (AVP) al<strong> residuo de grasa animal</strong> proveniente de la industria de <strong>procesamiento de alimentos</strong> y de <strong>pescado</strong>, <strong>soya</strong>, <strong>palma</strong>, <strong>camelina</strong>, <strong>jatropha</strong>, <strong>colza </strong>e inclusive <strong>aceite de cocina</strong> usado, entre otras fuentes<sup>14</sup>.</p> <p>Adicionalmente, se debe mencionar un trabajo<sup>15</sup> que explora el <strong>potencial </strong>de siete <strong>cultivos tropicales y subtropicales</strong> para convertirse en opciones relevantes de materia prima para la producción de bioqueroseno: <em>Acrocomia aculeata</em>; <em>Allanblackia</em> spp.; Babassu (<em>Orbignya </em>spp.); <em>Moringa oleífera</em>; Neem (<em>Azadirachta indica</em>); <em>Pongamia pinnata</em> y <em>Swida wilsoniana</em>. En todos los casos, <strong>se requiere</strong> un <strong>marco analítico</strong> para examinar los <strong>factores económicos</strong>, <strong>sociales </strong>y <strong>ambientales </strong>que juegan un papel determinante en los esfuerzos para llegar a una producción a <strong>gran escala</strong> y una viabilidad económica a partir de estos cultivos, como también al desarrollo de <strong>modelos de negocio sustentables</strong>.</p> <p>El gran <strong>desafío </strong>consiste en cómo implementar el uso de los <strong>biocombustibles </strong>en la<strong> industria aérea </strong>a <strong>corto plazo</strong> y a <strong>gran escala</strong>, en condiciones de <strong>sustentabilidad</strong>, <strong>competitividad </strong>y <strong>eficiencia</strong><sup>16, 17</sup>.</p> <p>Avanzar hacia la meta de la descarbonización de la industria de la aviación civil es posible con la concurrencia del sector agrícola, pero el <strong>escalamiento </strong>de los biocombustibles sostenibles de aviación <strong>requerirá </strong>la creación de <strong>condiciones habilitantes</strong> y el desarrollo de las <strong>rutas tecnológicas</strong> y de <strong>innovación</strong>.</p> <table class="MsoTableGrid" style="width:100.0%; border-collapse:collapse; border:none" width="100%"> <tbody> <tr> <td style="border-bottom:4px solid #4472c4; width:100%; padding:0cm 7px 0cm 7px; border-top:4px solid #4472c4; border-right:none; border-left:none" valign="top"> <p align="center" style="text-align:center"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><i><span lang="ES" style="font-size:15.0pt" xml:lang="ES" xml:lang="ES"><span style="color:#3070b6">“Avanzar hacia la meta de la descarbonización de la industria de la aviación civil es posible con la concurrencia del sector agrícola, pero el escalamiento de los biocombustibles sostenibles de aviación requerirá la creación de condiciones habilitantes y el desarrollo de las rutas tecnológicas y de innovación.”</span></span></i></span></span></p> </td> </tr> </tbody> </table> <p><br /> <i><span lang="ES" style="font-size:14.0pt" xml:lang="ES" xml:lang="ES"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><img alt="Orlando Vega" data-entity-type="file" data-entity-uuid="00052bfa-c269-4b78-bd25-89e9767df3b7" height="230" src="/sites/default/files/inline-images/OVega%20400px%20x%20400px%202.jpg" width="230" class="align-left" />Orlando Vega</strong> es Licenciado en Ingeniería Agronómica con énfasis en Economía Agrícola de la Universidad de Costa Rica (UCR) y candidato a Maestría en Seguridad Alimentaria por la Universidad Abierta y a Distancia de México (UnADM). Hasta el año pasado ejerció como Especialista en Bioenergías y Alianzas Estratégicas en el IICA, donde promovió y lideró diferentes iniciativas y alianzas con FAO, OLADE, BID, RSB (Roundtable on Sustainable Biomaterials), CAF (Banco de Desarrollo de América Latina) y ALTA (Asociación Latinoamericana y del Caribe de Transporte Aéreo), en temas relacionados con agregación de valor en la cadena de bioqueroseno, criterios de certificación en el uso de la biomasa, los biocombustibles y los biomateriales, el escalamiento de la producción de combustibles de aviación sostenible (SAF), entre otros.</span></span></i></p> <p><br /> <span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><em><b><span style="font-family:&quot;Arial&quot;,sans-serif">Nota</span></b></em><strong><span style="font-family:&quot;Arial&quot;,sans-serif">: Las opiniones expresadas en este blog son responsabilidad del autor y no reflejan necesariamente la opinión del IICA.</span></strong></span></span></p> <p> </p> <p><strong>Referencias</strong></p> <p><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="font-family:&quot;Arial&quot;,sans-serif"><sup>1</sup>  IRENA. (2016). <u><a href="https://www.irena.org/DocumentDownloads/Publications/IRENA_Innovation_Outlook_Advanced_Biofuels_2016_summary.pdf" target="_blank">Innovation Outlook: Advanced Biofuels</a></u>. Abu Dhabi. International Renewable Energy Agency. <br /> <sup>2</sup> Machado, C. (2010). <u><a href="http://biblioteca.olade.org/opac-tmpl/Documentos/old0155.pdf" target="_blank">Situación de los Biocombustibles de 2da y 3era Generación en América Latina y Caribe</a></u>. IICA – OLADE.<br /> <sup>3</sup> IICA – FAO – OLADE – BID. (2017). <u><a href="https://www.iica.int/es/publications/cadena-de-producci%C3%B3n-sustentable-de-bioqueroseno-vinculada-los-territorios-rurales-en" target="_blank">Cadena de producción sustentable de bioqueroseno vinculada a los territorios rurales en la América Latina y el Caribe</a></u>. Brasilia: IICA.<br /> <sup>4</sup> Otros nombres usados: hydroprocessed renewable jet (HRJ) o hydrogenated vegetable oil (HVO).<br /> <sup>5</sup> Un catalizador es una substancia que acelera la reacción química, pero no es consumida en la reacción.<br /> <sup>6</sup> ICAO – UNDP – GEF. (2017). Op. Cit.<br /> <sup>7</sup> Neuling, U. &amp; Kaltschmitt, M. (2018). <u><a href="https://ars.els-cdn.com/content/image/1-s2.0-S0378382017307828-gr7.jpg" target="_blank">Techno-economic and environmental analysis of aviation biofuels</a></u>. Fuel Processing Technology, 171:54–69. <u><a href="https://doi.org/10.1016/j.fuproc.2017.09.022" target="_blank">https://doi.org/10.1016/j.fuproc.2017.09.022</a></u><br /> <sup>8</sup> Gavala, H. (2018). <u><a href="https://www.nordicenergy.org/wp-content/uploads/2018/11/1.3-Introduction-to-SAF-DTU.pdf" target="_blank">Sustainable Aviation Fuels – SAF. An introduction</a></u>. Applied Thermodynamics - Center for Energy Resources Engineering. DTU Chemical Engineering, Technical University of Denmark. <br /> <sup>9</sup> Neuling, U. &amp; Kaltschmitt, M. (2018). Op. Cit.<br /> <sup>10</sup> OACI. (2017). <u><a href="https://www.icao.int/Meetings/CAAF2/Documents/CAAF.2.WP.008.1.es.pdf" target="_blank">Precios estimados de los combustibles de aviación alternativos</a></u>. En: Conferencia sobre la Aviación y los Combustibles Alternativos. Ciudad de México, México, 11 a 13 de octubre de 2017. CAAF/2-WP/08 18/08/17<br /> <sup>11</sup> U.S. Energy Information Administration (EIA). (2019). <u><a href="https://www.eia.gov/dnav/pet/hist/LeafHandler.ashx?n=pet&amp;s=eer_epjk_pf4_rgc_dpg&amp;f=a" target="_blank">U.S. Gulf Coast Kerosene-Type Jet Fuel Spot Price FOB</a></u>.<br /> <sup>12</sup> Eurosystem European Central Bank. (2018). <u><a href="https://www.ecb.europa.eu/stats/policy_and_exchange_rates/euro_reference_exchange_rates/html/eurofxref-graph-usd.en.html" target="_blank">Euro foreign exchange reference rates: US dollar (USD)</a></u>.<br /> <sup>13 </sup>Density @15°C = 0,780 t/m3.<br /> <sup>14</sup> Lehmus, P. (2014). <u><a href="http://www.etipbioenergy.eu/images/petri-lehmus.pdf" target="_blank">Large scale chemical conversion of oils and residues in Rotterdam, Neste Oil</a></u>. In: European Biofuels Technology Platform – 6th Stakeholder Plenary meeting, European Commission, Brussels, Belgium. <br /> <sup>15</sup> Zelt, T. (2018). “New” Oil Plants and Their Potential as Feedstock for Biokerosene Production. In: Kaltschmitt M., Neuling U. (eds) Biokerosene. Springer, Berlin, Heidelberg <u><a href="https://doi.org/10.1007/978-3-662-53065-8_13" target="_blank">https://doi.org/10.1007/978-3-662-53065-8_13</a></u> <br /> <sup>16</sup> Working Together On Fuel - Biofuels Are an Industry Priority. IATA Press Release. No.: 56 Date: 15 November 2011. Disponible en:<u><a href=" http://www.iata.org/pressroom/pr/Pages/2011-11-15-01.aspx" target="_blank"> http://www.iata.org/pressroom/pr/Pages/2011-11-15-01.aspx</a></u> <br /> <sup>17</sup> IATA (International Air Transport Association) 2011. Report on Alternative fuels. Effective December 2011. Edition 6th. Montreal — Geneva. <u><a href="http://www.iata.org/ps/publications/Documents/IATA%202011%20Report%20on%20Alternative%20Fuels.pdf" target="_blank">http://www.iata.org/ps/publications/Documents/IATA%202011%20Report%20on%20Alternative%20Fuels.pdf</a></u> </span></span></span></p> <p style="text-align:justify"> </p> <table class="MsoTableGrid" style="border-collapse:collapse; border:none"> <tbody> <tr> <td style="border-bottom:2px solid black; width:589px; padding:0cm 7px 0cm 7px; border-top:2px solid black; border-right:2px solid black; border-left:2px solid black" valign="top"> <p style="text-align:justify"><span style="font-size:12pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><i><span style="font-weight:normal">Si tiene preguntas o sugerencias de mejora del BlogIICA favor contactar a los editores: </span></i></strong><a href="mailto:joaquin.arias@iica.int" style="color:blue; text-decoration:underline"><i>Joaquín Arias</i></a><strong><i><span style="font-weight:normal"> y </span></i></strong><a href="mailto:viviana.palmieri@iica.int" style="color:blue; text-decoration:underline"><i>Viviana Palmieri.</i></a></span></span></p> </td> </tr> </tbody> </table> <p style="text-align:justify"> </p> <p><br />  </p> </div> <div class="field field--name-field-blog-tags field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Blog tags</div> <div class="field__items"> <div class="field__item"><a href="/tags/covid19" hreflang="es">COVID19</a></div> <div class="field__item"><a href="/tags/perspectivas-covid-19" hreflang="es">PERSPECTIVAS-COVID-19</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=111&amp;2=field_blog_comments&amp;3=comment" token="MSJ1eTSDrgl3yEUxsq2okbRAATknP4VO2BjsgYDLyBg"></drupal-render-placeholder> </section> Sun, 07 Feb 2021 00:09:09 +0000 vpalmieri 111 at https://blog.iica.int https://blog.iica.int/blog/un-cielo-limpio-desafio-para-agricultura-aviacion#comments