J. Nicolas Hernandez-Aguilera https://blog.iica.int/index.php/ es Harnessing digital tools for climate and agriculture https://blog.iica.int/index.php/en/blog/harnessing-digital-tools-climate-and-agriculture <span class="field field--name-title field--type-string field--label-hidden">Aprovechamiento de las herramientas digitales para el clima y la agricultura</span> <div class="field field--name-field-autores field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Colaboradores</div> <div class="field__items"> <div class="field__item"><a href="/index.php/taxonomy/term/91" hreflang="zxx">J. Nicolas Hernandez-Aguilera</a></div> <div class="field__item"><a href="/index.php/taxonomy/term/92" hreflang="zxx">Ana María Loboguerrero</a></div> <div class="field__item"><a href="/index.php/taxonomy/term/93" hreflang="zxx">Alexandra Herrera </a></div> <div class="field__item"><a href="/index.php/taxonomy/term/94" hreflang="zxx">Walter Baethgen</a></div> </div> </div> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span lang="" about="/index.php/user/37" typeof="schema:Person" property="schema:name" datatype="">vpalmieri</span></span> <span class="field field--name-created field--type-created field--label-hidden">Jue, 06/08/2020 - 14:27</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="Participatory climate-service and information training in Tanzania" data-entity-type="file" data-entity-uuid="23a752ce-b84f-4177-b176-208e7cffb26f" src="/sites/default/files/inline-images/Participatory%20climate-service%20and%20information%20training%20in%20Tanzania.png" /> <figcaption>Capacitación participativa en información y servicios climáticos en Tanzania. Fotografía: Cecilia Schubert (CCAFS)</figcaption> </figure> <p> </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:12pt"><span style="font-family:Calibri,sans-serif"><i><span lang="EN-US" style="font-size:15.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">"Las herramientas digitales bien administradas pueden convertirse en un mecanismo que cambia las reglas del juego para prevenir mayores impactos de amenazas globales como la COVID-19 y, al mismo tiempo, mejorar los procesos de toma de decisiones de los agricultores y contribuir a que la recuperación económica de estas poblaciones vulnerables sea más rápida y mejor.”</span></span></span></i></span></span></p> </td> </tr> </tbody> </table> <p>La <strong>pandemia </strong>de COVID-19 ha generado <strong>nuevas restricciones</strong> para interactuar con las comunidades rurales en el campo. Esta restricción física puede comprometer el diseño de instrumentos y las estrategias que facilitan la <strong>adaptación al cambio climático y a la creciente variabilidad climática</strong> (otra amenaza global). Es esencial mantener un estrecho contacto con los pequeños agricultores a pesar de la distancia física, lo que facilita la generación y transferencia de información climática. Nuestro equipo ha encontrado evidencia de que los e<strong>ventos de los que informan los agricultores</strong> se reflejan de forma independiente en múltiples conjuntos de datos de teledetección, lo que sugiere que los informes de los agricultores contienen información legítima. Las herramientas digitales bien administradas pueden convertirse en un mecanismo que cambia las reglas del juego para evitar mayores impactos de amenazas globales como la pandemia de COVID-19 y, al mismo tiempo, <strong>mejorar los procesos de toma de decisiones de los agricultores</strong> y contribuir a que la recuperación económica de estas poblaciones vulnerables sea más rápida y mejor.</p> <p><strong>Un "boom tecnológico" sin falta de fundamentos</strong></p> <p>El uso de <strong>herramientas digitales</strong> (HD) en la agricultura para educar a los agricultores, incentivar la emisión de informes con base en información autogenerada y difundir los servicios de asesoramiento digital está <strong>ganando popularidad</strong>. Es muy probable que la conectividad de seres humanos y tecnologías en las redes de conocimientos y asesoramiento agrícolas siga creciendo<sup>1</sup>. En el 20 por ciento de los más pobres en los países de ingresos bajos y medianos, el 70 por ciento tiene acceso a un teléfono móvil y una de cada tres personas tiene acceso a Internet. Aunque la conectividad prevalece en los entornos urbanos, progresivamente se ha venido extendiendo a las áreas rurales, donde la proporción de agricultores frente a trabajadores de extensión supera los 1000 a uno<sup>2-4</sup>. Las HD podrían ayudar a<strong> llegar a más de 170 millones de pequeños agricultores</strong> en todo el mundo, quienes podrían mejorar la toma de sus decisiones a partir de <strong>mejores conocimientos e informaciones</strong><sup>5</sup>. Las HD también representan un nuevo conjunto de posibilidades para que los investigadores del clima y la agricultura generen, divulguen y trasladen información climática de/a los agricultores a pesar de la distancia física. Existen, sin embargo, brechas importantes que limitan el potencial y la adopción de las HD.</p> <p>Una preocupación es la carencia de transparencia y claridad en torno a la <strong>propiedad, la portabilidad, la privacidad, la confianza y la responsabilidad de los datos</strong> en las relaciones que rigen la agricultura digital<sup>6</sup>. Además, existe un <strong>claro recelo</strong> de los agricultores a convertirse en trabajadores de datos que progresivamente son desplazados y descalificados sin ninguna consideración de su identidad, conocimientos tradicionales y redes<sup>6</sup>. La creciente cantidad de alternativas, incluidas <strong>aplicaciones </strong>y <strong>plataformas </strong>basadas en la web<sup>1,7</sup>, también es difícil de rastrear, clasificar y evaluar.</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:12pt"><span style="font-family:Calibri,sans-serif"><i><span lang="EN-US" style="font-size:15.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">“En general, además de las evidentes limitaciones de capital físico y humano, como la mala conectividad o el bajo nivel de alfabetización de los agricultores, existen brechas culturales y metodológicas que comprometen la proliferación de herramientas digitales en la agricultura y que requieren un enfoque más integral.”</span></span></span></i></span></span></p> </td> </tr> </tbody> </table> <p>En general, además de las evidentes limitaciones de capital físico y humano, como la <strong>mala conectividad</strong> o el <strong>bajo nivel de alfabetización</strong> de los agricultores, existen <strong>brechas </strong>culturales y <strong>metodológicas </strong>que comprometen la proliferación de HD en la agricultura y que requieren un <strong>enfoque más integral</strong>. Incluso si se superan las barreras de infraestructura y educación, como ha ido sucediendo de forma progresiva, existen preocupaciones más profundas que podrían comprometer la aceptación de las HD por parte de los agricultores. Una <strong>discusión más abierta</strong> y la emisión sistemática de informes sobre las herramientas disponibles, sobre <strong>qué funciona y qué no</strong>, contribuirán a consolidar una curva de aprendizaje colectivo que beneficiará a todos.</p> <p><strong>Un camino por delante en comparación con otros sectores</strong></p> <p>El grado de penetración de las HD en la agricultura aún se encuentra por debajo de los observados en otros sectores<sup>8</sup>, lo que revela una <strong>gran oportunidad</strong> pero también <strong>límites </strong>específicos de <strong>escalabilidad</strong>. A pesar de que los costos marginales de difundir información mediante HD se aproximan a cero, existen <strong>costos </strong>fijos en el <strong>desarrollo </strong>de sistemas que reducen la oportunidad de llegar a una mayor fracción de agricultores<sup>1,4</sup>. Ni los <strong>agricultores </strong>ni las <strong>empresas privadas </strong>tienen la <strong>capacidad </strong>de <strong>cubrir </strong>esos <strong>costos </strong>de forma total ni son los actores más recomendados para ello. Por un lado, los agricultores no están dispuestos a pagar más por los servicios digitales o, la mayoría de las veces, no tienen la capacidad para hacerlo. Las <strong>empresas privadas</strong>, por otro lado, pueden sesgar la información y brindar <strong>asesoramiento en función de sus intereses</strong><sup>4</sup>. Estas <strong>fallas de mercado</strong> y <strong>barreras comerciales</strong> sugieren que el <strong>financiamiento público debería contribuir</strong> a cubrir los <strong>costos fijos</strong> y permitir el <strong>desarrollo de HD</strong><sup>4</sup>, considerando las asociaciones público-privadas como una solución viable. Sin embargo, no se logrará un apoyo público más decisivo a la aplicación de HD en la agricultura hasta que los <strong>encargados </strong>de formular políticas y <strong>tomar decisiones comprendan </strong>claramente su <strong>potencial</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:12pt"><span style="font-family:Calibri,sans-serif"><i><span lang="EN-US" style="font-size:15.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">“Si no se implementan apropiadamente, las HD pueden aumentar las brechas en el acceso a la información. Es fundamental generar mecanismos que garanticen que la revolución y el boom de las HD lleguen a todos.”</span></span></span></i></span></span></p> </td> </tr> </tbody> </table> <p><strong>Atención especial a la inclusión</strong></p> <p>Por último, si no se implementan apropiadamente, las HD pueden <strong>aumentar las brechas</strong> en el acceso a la información. Es fundamental generar mecanismos que garanticen que la revolución y el boom de las HD lleguen a todos. Aún existe una significativa <strong>brecha digital</strong> en cuanto al acceso y las capacidades para el uso de Internet<sup>9</sup>, y los propietarios de teléfonos, por ejemplo, tienden a ser más ricos, mejor educados y predominantemente hombres<sup>10</sup>. El apoyo financiero no debe limitarse a capital adicional, sino que también debe orientarse a lograr que las <strong>inversiones lleguen a las poblaciones excluidas</strong>, incluyendo políticas que garanticen acceso de bajo costo a datos en las <strong>zonas rurales</strong><sup>5</sup>. Los investigadores deben participar en la identificación de barreras culturales y de comportamiento, así como en la <strong>personalización de las HD</strong> en función de las características y circunstancias de los agricultores<sup>4</sup>.</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:12pt"><span style="font-family:Calibri,sans-serif"><i><span lang="EN-US" style="font-size:15.0pt" xml:lang="EN-US" xml:lang="EN-US"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#3070b6">“La investigación puede contribuir con un lenguaje y un marco universales que faciliten la evaluación estandarizada de la calidad de las HD y consoliden un proceso de revisión sistemático que permita informar a los gobiernos y al sector privado sobre las brechas y las oportunidades de inversión.”</span></span></span></i></span></span></p> </td> </tr> </tbody> </table> <p><br /> <strong>Camino a seguir</strong></p> <p>Diversos costos fijos y la falta de inversiones <strong>limitan la proliferación de HD en la agricultura</strong>; sin embargo, las brechas y las restricciones no siempre son evidentes. Los centros de investigación pueden contribuir a mejorar la <strong>comprensión de las HD</strong>, mediante la facilitación de una taxonomía común y un <strong>ranking de calidad</strong> basado en estándares mínimos, como la confiabilidad y adaptabilidad de las HD y la experiencia de los desarrolladores. Específicamente, la investigación puede contribuir con un lenguaje y un marco universales que faciliten la <strong>evaluación estandarizada </strong>de la <strong>calidad </strong>de las HD y consoliden un proceso de <strong>revisión sistemático</strong> que permita informar a los gobiernos y al sector privado sobre las brechas y las oportunidades de inversión. En general, un mayor grado de <strong>transparencia en el desarrollo de las HD</strong> aumentará la confianza, la pertinencia y la inclusión para los agricultores, los investigadores y los profesionales.</p> <p>There are fixed costs and lack of investments that <strong>limit DT proliferation in agriculture</strong>; however, gaps and restrictions are not always evident. Research centers can contribute to improving <strong>DT comprehension</strong>, facilitating a common taxonomy and a <strong>quality ranking</strong> based on minimum standards such as DT reliability and adaptability, and developers’ experience. Specifically, research can contribute with a universal language and framework that facilitate standardized DT <strong>quality evaluations</strong> and consolidate a <strong>systematic review</strong> process that informs governments and the private sector about gaps and investment opportunities. Overall, <strong>more transparency on DT development</strong> will increase trust, relevance, and inclusiveness for farmers, researchers, and practitioners.</p> <p class="CxSpFirst"> </p> <table class="Table" style="width:100.0%; border-top:solid #d0cece 2px; border-left:none; border-bottom:solid #d0cece 2px; border-right:none" width="100%"> <tbody> <tr> <td style="border-bottom:none; width:18%; padding:0cm 0cm 0cm 0cm; border-top:none; border-right:2px solid #d0cece; border-left:2px solid #d0cece"> <p align="center" style="text-align:center"><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:15.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><img 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" style="width:87px; height:87px" /></span></span></span></span></p> </td> <td style="border-bottom:none; width:81%; padding:0cm 0cm 0cm 0cm; border-top:none; border-right:2px solid #d0cece; border-left:2px solid #d0cece"> <p><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif"><b><i><span lang="EN-US" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="EN-US" xml:lang="EN-US">J. Nicolás Hernández-Aguilera </span></i></b><i><span lang="EN-US" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="EN-US" xml:lang="EN-US">se desempeña como investigador científico postdoctoral en el Instituto Internacional de Investigación para el Clima y la Sociedad (IRI) de la Universidad de Columbia. Actualmente enfoca sus investigaciones en el entendimiento de los mecanismos mediante los cuales los agricultores pueden adaptarse al riesgo creciente de la variabilidad climática. En particular, centra sus trabajos en la comprensión de formas innovadoras para incentivar y ampliar la generación, la transferencia y el uso de información climática por parte de los pequeños agricultores, lo que es útil para el diseño conjunto de mejores instrumentos financieros. </span></i></span></span></p> </td> </tr> </tbody> </table> <p class="CxSpMiddle"> </p> <table class="Table" style="width:100.0%; border-top:solid #d0cece 2px; border-left:none; border-bottom:solid #d0cece 2px; border-right:none" width="100%"> <tbody> <tr> <td style="border-bottom:none; width:18%; padding:0cm 0cm 0cm 0cm; border-top:none; border-right:2px solid #d0cece; border-left:2px solid #d0cece"> <p align="center" style="text-align:center"><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:15.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><img 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" style="width:87px; height:87px" /></span></span></span></span></p> </td> <td style="border-bottom:none; width:81%; padding:0cm 0cm 0cm 0cm; border-top:none; border-right:2px solid #d0cece; border-left:2px solid #d0cece"> <p><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif"><b><i><span lang="EN-US" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="EN-US" xml:lang="EN-US">Ana María Loboguerrero </span></i></b><i><span lang="EN-US" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="EN-US" xml:lang="EN-US">es Jefa de Investigación de Políticas Globales del Programa de Investigación del CGIAR para el Cambio Climático, la Agricultura y la Seguridad Alimentaria (CCAFS) y Directora de Investigación en Acción Climática de la Alianza de Bioversity International y el CIAT. Ana María desempeña un papel importante en el liderazgo de asociaciones y capacidades para ampliar la agricultura climáticamente inteligente de forma transversal en todos los programas emblema y regiones del CCAFS y en todos los programas de investigación del CGIAR. También gestiona procesos de participación global y temas de síntesis global, incluida la participación y la comunicación, y lidera importantes propuestas del CCAFS. </span></i></span></span></p> </td> </tr> </tbody> </table> <p class="CxSpMiddle"> </p> <table class="Table" style="width:100.0%; border-top:solid #d0cece 2px; border-left:none; border-bottom:solid #d0cece 2px; border-right:none" width="100%"> <tbody> <tr> <td style="border-bottom:none; width:18%; padding:0cm 0cm 0cm 0cm; border-top:none; border-right:2px solid #d0cece; border-left:2px solid #d0cece"> <p align="center" style="text-align:center"><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:15.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><img 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" style="width:87px; height:87px" /></span></span></span></span></p> </td> <td style="border-bottom:none; width:81%; padding:0cm 0cm 0cm 0cm; border-top:none; border-right:2px solid #d0cece; border-left:2px solid #d0cece"> <p><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif"><b><i><span lang="EN-US" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="EN-US" xml:lang="EN-US">Alexandra Herrera</span></i></b><i><span lang="EN-US" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="EN-US" xml:lang="EN-US"> es asistente de investigación en el Earth Institute de Barnard College. Alexandra creció con aprecio, curiosidad y preocupación por el medio ambiente. Mientras asistía a la universidad, tuvo múltiples experiencias relacionadas con las ciencias ambientales y la sostenibilidad. Alexandra llevó a cabo un proyecto de investigación sobre la resiliencia de los arrecifes de coral y la viabilidad de trasplantar coral en el Mar Rojo, en Australia. También ayudó a desarrollar un plan agrícola para una finca orgánica de 6 acres ubicada en Victoria y trabajó con Pacific Whale Foundation como pasante de investigación, donde adquirió experiencia y conocimiento sobre la conservación de mamíferos marinos. </span></i></span></span></p> </td> </tr> </tbody> </table> <p class="CxSpMiddle"> </p> <table class="Table" style="width:100.0%; border-top:solid #d0cece 2px; border-left:none; border-bottom:solid #d0cece 2px; border-right:none" width="100%"> <tbody> <tr> <td style="border-bottom:none; width:18%; padding:0cm 0cm 0cm 0cm; border-top:none; border-right:2px solid #d0cece; border-left:2px solid #d0cece"> <p align="center" style="text-align:center"><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:15.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><img 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" style="width:87px; height:87px" /></span></span></span></span></p> </td> <td style="border-bottom:none; width:81%; padding:0cm 0cm 0cm 0cm; border-top:none; border-right:2px solid #d0cece; border-left:2px solid #d0cece"> <p><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif"><b><i><span lang="EN-US" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="EN-US" xml:lang="EN-US">Walter Baethgen</span></i></b><i><span lang="EN-US" style="font-family:&quot;Times New Roman&quot;,serif" xml:lang="EN-US" xml:lang="EN-US">es el Director del Programa de Investigación Regional y Sectorial y líder para América Latina y el Caribe en el IRI en el Earth Institute, Universidad de Columbia. Como parte de sus funciones en ese puesto, ha establecido programas regionales de investigación y educación dirigidos a mejorar la evaluación de riesgos climáticos y la gestión de riesgos en la agricultura, la salud, los recursos hídricos y los ecosistemas naturales. Se ha desempeñado como consultor del BID, el PNUD, la ONUDI, la FAO, el OIEA, el Banco Mundial y el IICA. Fue uno de los autores líderes del Segundo Informe de Evaluación (1995) y del Tercer Informe de Evaluación (2001) del IPCC, así como autor colaborador del Cuarto Informe de Evaluación (2007) y editor de la revisión del documento especial del IPCC intitulado “Cuestiones metodológicas y tecnológicas en la transferencia de tecnología” (2000). </span></i></span></span></p> </td> </tr> </tbody> </table> <p class="CxSpMiddle"> </p> <p> </p> <p class="CxSpFirst"><em>Una versión original de este artículo fue publicada inicialmente como una Carta sobre Clima y Agricultura en <a href="https://ccafs.cgiar.org/blog/harnessing-digital-tools-climate-and-agriculture#.XyxCRChKg2x" target="_blank">https://ccafs.cgiar.org/blog/harnessing-digital-tools-climate-and-agriculture#.XyxCRChKg2x</a></em></p> <p> </p> <p><strong><em>Nota</em>: Las opiniones expresadas en este artículo son responsabilidad de sus autores y no reflejan necesariamente la opinión del IICA.</strong></p> <p> </p> <p><strong>Referencias</strong></p> <ol> <li>Fielke, S., Taylor, B. &amp; Jakku, E. Digitalisation of agricultural knowledge and advice networks: A state-of-the-art review. Agricultural Systems 180, 102763 (2020).</li> <li>Bank, T. W. &amp; Group, W. B. World Development Report 2016: Digital Dividends. (World Bank Publications, 2016).</li> <li>Deichmann, U., Goyal, A. &amp; Mishra, D. Will Digital Technologies Transform Agriculture in Developing Countries? (The World Bank, 2016). doi:10.1596/1813-9450-7669.</li> <li>Fabregas, R., Kremer, M. &amp; Schilbach, F. Realizing the potential of digital development: The case of agricultural advice. Science 366, (2019).</li> <li>Steiner, A. et al. Actions to transform food systems under climate change. Wageningen, The Netherlands: CGIAR Research Program on Climate Change, Agriculture and Food Security (CCAFS), (2020).</li> <li>Eastwood, C., Ayre, M., Nettle, R. &amp; Dela Rue, B. Making sense in the cloud: Farm advisory services in a smart farming future. NJAS - Wageningen Journal of Life Sciences 90–91, 100298 (2019).</li> <li>USAID. Digital Tools in USAID Agricultural Programming Toolkit. (2018).</li> <li>Thornton, P. K. et al. Rural livelihoods, food security and rural transformation under climate change. https://cgspace.cgiar.org/handle/10568/105762 (2019).</li> <li>Eastwood, C., Ayre, M., Nettle, R. &amp; Dela Rue, B. Making sense in the cloud: Farm advisory services in a smart farming future. NJAS - Wageningen Journal of Life Sciences 90–91, 100298 (2019).</li> <li>Blumenstock, J. E. &amp; Eagle, N. Divided we call: disparities in access and use of mobile phones in Rwanda. Information Technologies &amp; International Development 8, 1–16 (2012).</li> </ol> </div> <div class="field field--name-field-blog-tags field--type-entity-reference field--label-above field--entity-reference-target-type-taxonomy-term clearfix"> <div class="field__label">Blog tags</div> <div class="field__items"> <div class="field__item"><a href="/index.php/tags/perspectivas-covid-19" hreflang="es">PERSPECTIVAS-COVID-19</a></div> <div class="field__item"><a href="/index.php/tags/cambio-climatico-covid-19" hreflang="es">CAMBIO-CLIMÁTICO-COVID-19</a></div> <div class="field__item"><a href="/index.php/tags/agricultura-digital" hreflang="es">Agricultura Digital</a></div> </div> </div> <section class="field field--name-field-blog-comments field--type-comment field--label-above comment-wrapper"> <h2 class="title">Comentarios del blog</h2> <article role="article" data-comment-user-id="0" id="comment-515" about="/index.php/comment/515" typeof="schema:Comment" class="comment js-comment by-anonymous clearfix"> <span class="hidden new-indicator" data-comment-timestamp="1623848609"></span> <div class="comment__content-container"> <h3 property="schema:name" datatype="" class="title"><a href="/index.php/comment/515#comment-515" class="permalink" rel="bookmark" hreflang="und">hola buen dato</a></h3> <nav class="comment__links"><drupal-render-placeholder callback="comment.lazy_builders:renderLinks" arguments="0=515&amp;1=default&amp;2=und&amp;3=" token="1jgIoy1PpVDAtqDy8WMjhzstPLRlBkHgW0V9cXpLF4A"></drupal-render-placeholder></nav> <div class="comment__meta"> <div> <div class="field field--name-field-nombre field--type-string field--label-hidden field__item">carlos rodriguez</div> </div> <strong>Mar, 15/06/2021 - 18:27 <span property="schema:dateCreated" content="2021-06-16T00:27:25+00:00" class="rdf-meta hidden"></span> </strong> </div> <div class="comment__content"> <div property="schema:text" class="clearfix text-formatted field field--name-comment-body field--type-text-long field--label-hidden field__item"><p>hola buen dato</p> </div> </div> </div> </article> <h2 class="title comment-form__title">Añadir nuevo comentario</h2> <drupal-render-placeholder callback="comment.lazy_builders:renderForm" arguments="0=node&amp;1=80&amp;2=field_blog_comments&amp;3=comment" token="5mcHxA7_NcCXHyv8XEQNuceA6s7Jd8PMWy9VjbXgEOg"></drupal-render-placeholder> </section> Thu, 06 Aug 2020 19:22:42 +0000 vpalmieri 80 at https://blog.iica.int https://blog.iica.int/index.php/blog/aprovechamiento-las-herramientas-digitales-para-clima-agricultura#comments