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		<title>Eventos|Universitat de Barcelona</title>
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		<copyright>2026 Eventos - Universitat de Barcelona</copyright>
						
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						<title>6th Conference European Labor History Network</title>
						<link>http://actes.ub.edu/event_detail/138336.html</link>
						<pubDate>Tue, 16 Jun 2026 09:00:00 +0200</pubDate>
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								<![CDATA[<p>Facultat de Geografia i Història</p><p>El grup de recerca <strong>Treball, Institucions i gènere</strong> vàrem ésser els fundadors de la <strong>European labor History Network</strong>, que impulsa recerques i contactes entre els investigadors que fan història del treball. Organitza un congrés cada dos anys. El 2026 va ser aprovada la candidatura de Barcelona.</p>

<p>The research group <em data-end="78" data-start="45">Labour, Institutions and Gender</em> was among the founders of the European Labour History Network, which promotes research and fosters connections among scholars working on labour history. It organizes a conference every two years. In 2026, Barcelona’s candidacy was approved</p>
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						<title>CIEAEM 77: Connecting being, doing, and knowing in Mathematics Education</title>
						<link>http://actes.ub.edu/event_detail/149259.html</link>
						<pubDate>Mon, 20 Jul 2026 09:00:00 +0200</pubDate>
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								<![CDATA[<p>Palau de les Heures</p><p>[English]</p>

<p>The Commission for the Study and Improvement of Mathematics Teaching - CIEAEM invites the mathematics education community to reflect on the intertwined dimensions of identity, activity, and cognition that shape mathematical learning and teaching. A rich body of research has shown how learners’ ways of being in mathematics arise through opportunities for meaningful doing—engagement in practices that foster reasoning, problem solving, modelling, and collaboration—while their mathematical knowing develops through sustained participation in these practices and the discourse communities around them.</p>

<p>The theme Connecting being, doing, and knowing in Mathematics Education resonates deeply with the values articulated in the <span style="color:#e74c3c;">CIEAEM Manifesto (<a href="https://www.cieaem.org/index.php/en/">link</a>)</span>, which emphasizes mathematics education grounded in classroom practice, social responsibility, and critical reflection. By foregrounding these connections, the conference aims to spark dialogue and inspire contributions that consider learning and teaching as holistic processes, where who learners are, what they do, and what they come to know continually inform one another. We welcome work that examines how these dimensions intersect across diverse contexts—whether through inquiries into mathematics and society, the evolving role of digital technologies, the dynamics of teacher learning and professional practice, or the foundational processes that shape students’ mathematical development and assessment.</p>

<p>The following subthemes illustrate key areas of interest for this year’s meeting:</p>

<ol>
	<li>Mathematics, citizenship, ethics, and sustainability,</li>
	<li>Technologies and mathematics teaching and learning,</li>
	<li>Teacher education, practice, collaboration, and professional learning,</li>
	<li>Foundations of learning and assessment in mathematics. </li>
</ol>

<p> </p>

<hr />
<p style="text-align:justify">[Français]</p>

<p style="text-align:justify">La Commission pour l&apos;Étude et l&apos;Amélioration de l&apos;Enseignement des Mathématiques (CIEAEM) invite la communauté de l&apos;éducation à réfléchir aux dimensions interdépendantes de l&apos;identité, de l&apos;activité et de la cognition qui façonnent l&apos;apprentissage et l&apos;enseignement des mathématiques. De nombreuses recherches ont montré que les façons d&apos;être des apprenants en mathématiques découlent d&apos;occasions de faire des choses significatives, c&apos;est-à-dire, de s&apos;engager dans des pratiques qui favorisent le raisonnement, la résolution de problèmes, la modélisation et la collaboration - tandis que leurs connaissances mathématiques se développent grÂce à une participation soutenue à ces pratiques et aux communautés scientifiques et professionnelles qui les entourent et les justifient. Le thème "Relier l&apos;être, le faire et le savoir dans l&apos;éducation mathématique" fait pleinement écho aux valeurs énoncées dans le Manifeste de la CIEAEM (<a href="https://www.cieaem.org/index.php/en/">lien</a>), qui met l&apos;accent sur une éducation mathématique ancrée dans la pratique en classe, la responsabilité sociale et la réflexion critique. En mettant en avant ces liens, la conférence vise à susciter le dialogue et à inspirer des contributions qui considèrent l&apos;apprentissage et l&apos;enseignement comme des processus holistiques, où l&apos;identité des apprenants, leurs activités et leurs connaissances s&apos;influencent mutuellement. Nous encourageons les travaux qui examinent l&apos;intersection de ces dimensions dans divers contextes, que ce soit à travers des études sur les mathématiques et la société, l&apos;évolution du rôle des technologies numériques, la dynamique de l&apos;apprentissage et des pratiques professionnelles des enseignants, ou encore les processus fondamentaux qui façonnent le développement et l&apos;évaluation des compétences mathématiques des élèves. Les sous-thèmes suivants illustrent les principaux axes de recherche de cette année: </p>

<ol>
	<li>Mathématiques, citoyenneté, ethnique et développement durable,</li>
	<li>Technologies et enseignement-apprentissage des mathématiques,</li>
	<li>Formation, pratique, collaboration et développement professionnel des enseignant,</li>
	<li>Fondements de l&apos;apprentissage et de l&apos;évaluation en mathématiques. </li>
</ol>

<p style="text-align:justify">        </p>
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						<title>3rd International Conference in Experiences in Active Learning in Higher Education (ICEALHE)</title>
						<link>http://actes.ub.edu/event_detail/135821.html</link>
						<pubDate>Fri, 07 Nov 2025 09:00:00 +0100</pubDate>
						<description>
								<![CDATA[<p>Av. Diagonal 696, 08034 Barcelona, Facultat d’Economia i Empresa</p><p><span style="font-size:14px;">As the higher education landscape evolves in response to growing demands for change and improvement, researchers try to identify the factors that drive transformation in the field. The conference aims to provide a forum for high-quality research on innovation in higher education, with a focus on active learning and innovative teaching methodologies (such as flipped learning, blended learning, team-based or collaborative learning, experiments, etc.). The event offers the research community the opportunity to share and discuss their work in a research-inspiring atmosphere, fostering long-term collaborative relationships.</span></p>

<p><span style="font-size:14px;">The conference will be held in a hybrid format, allowing for both in-person and online presentations.</span></p>

<p><span style="font-size:14px;">The keynote talk at the conference will be delivered by <strong>Dr. Kristin Børte</strong>, Senior Researcher at the University of Bergen and affiliated researcher at the Centre for the Science of Learning & Technology (SLATE). Her research focuses on student active learning, learning design and the intersection of technology and education, among others. Dr. Børte also serves on the Editorial Board of the journal Active Learning in Higher Education.</span></p>

<p><span style="font-size:14px;">The organizers of the conference will select a subset of the presented papers for publication in a Special Issue of the <strong><a href="http://revistes.ub.edu/index.php/REIRE/index"><span lang="EN-GB"><span style="line-height:107%"><span new="" roman="" times="">Revista d’Innovació i Recerca en Educació</span></span></span></a></strong>, scheduled for release in June-July 2026.</span></p>

<p><span style="font-size:14px;">For more information, please, send an e-mail to<span style="line-height:normal"><span calibri="" style="font-family:"><span lang="EN-GB"><span new="" roman="" style="font-family:" times=""> </span></span><a href="mailto:icealhe@ub.edu"><span new="" roman="" style="font-family:" times=""><span style="color:blue">icealhe@ub.edu</span></span></a><span lang="EN-GB"><span new="" roman="" style="font-family:" times="">.</span></span></span></span></span></p>
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						<title>Gender Relations in Changing Europe: Knowledge, challenges and future directions</title>
						<link>http://actes.ub.edu/event_detail/134605.html</link>
						<pubDate>Thu, 06 Nov 2025 13:00:00 +0100</pubDate>
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								<![CDATA[<p>Institut d'Estudis Catalans</p><p>2025 | ESA-RN33 Midterm Conference </p>
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						<title>PREP 5. Jornadas Internacionales Prácticas y Reflexiones en Educación Patrimonial</title>
						<link>http://actes.ub.edu/event_detail/136326.html</link>
						<pubDate>Thu, 09 Oct 2025 11:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Museu d'Història de Catalunya, Plaça de Pau Vila, Barcelona, Espanya</p><p><meta charset="UTF-8" /></p>

<p style="text-align: justify;"><em>[La pàgina web de les Jornades PREP s&apos;anirà actualitzant amb tota la informació necessària a mesura que aquesta sigui definitiva].  </em></p>

<p style="text-align: justify;">Les <em><span style="color:#e67e22;"><strong>V Jornades Internacionals: Pràctiques i Reflexions en Educació Patrimonial (PREP5)</strong></span>,</em> que se celebraran al Museu d&apos;Història de Catalunya de la ciutat de Barcelona els dies 9 i 10 d&apos;octubre, es configuren com un espai de trobada i intercanvi per a professionals, investigadors i docents vinculats a l’àmbit de l’Educació Patrimonial, provinents tant del context estatal com internacional. L’objectiu principal d’aquestes jornades és fomentar el diàleg i la col·laboració activa entre participants, tot prioritzant l’intercanvi de diàleg i experiències, metodologies i pràctiques significatives per sobre de les presentacions estrictament acadèmiques.</p>

<p style="text-align: justify;">Amb aquesta voluntat, es marca un punt de partida comú, el patrimoni cultural, que s&apos;entén i s’erigeix com a recurs clau, valorant-lo no només pel seu potencial didàctic, sinó també com a eina per a la participació i la creativitat en processos educatius transformadors. És en aquest sentit que les PREP5 volen posar en relleu la capacitat del patrimoni per generar coneixement compartit, per connectar persones i territoris, i per promoure una educació més crítica, inclusiva i arrelada al context.</p>

<p style="text-align: justify;">A través d’un enfocament obert i flexible, aquestes jornades pretenen contribuir a l’avenç de la recerca en Educació Patrimonial, tot facilitant un entorn propici per a l’exploració de noves línies temàtiques, l’assaig de formats de presentació innovadores i la transferència efectiva de coneixement. Alhora, es pretén en aquestes jornades, enfortir les xarxes de cooperació entre institucions, professionals i comunitats, impulsant projectes transversals i compartits que donin resposta als reptes socials i educatius de l&apos;actualitat.</p>

<p style="text-align: justify;">Amb una voluntat propositiva i canalitzadora de la recerca en Educació patrimonial, es proposen diferents línies temàtiques que traçaran els diferents eixos de treball i divulgació científica de les jornades PREP5: </p>

<p style="text-align: justify;"><span style="color:#dddddd;">-------------------------------------------------------------------------------------------------------------------------------------------------------------------------</span></p>

<p style="text-align: justify;"><strong><span style="color:#e67e22;">LÍNIES TEMÀTIQUES:</span></strong></p>

<ul>
	<li data-end="592" data-start="142" style="text-align: justify;"><strong data-end="178" data-start="142">Tecnologia digital i patrimoni</strong></li>
</ul>

<p data-end="592" data-start="142" style="margin-left: 40px; text-align: justify;">Vivim en un context de tecnologies digitals que travessen les pràctiques quotidianes, el territori i les comunitats. Digitalització que intervé també dins les aules i en la recerca, tant en el seu plantejament com en el seu desenvolupament. Així doncs, cal aprofundir en com aquest context, i les pràctiques que se&apos;n deriven, interactuen amb l&apos;àrea de coneixement que ens convoca, que és l&apos;educació patrimonial.</p>

<ul>
	<li data-end="1132" data-start="594" style="text-align: justify;"><strong data-end="653" data-start="594">Accessibilitat i inclusió en la didàctica patrimonial</strong></li>
</ul>

<p data-end="1132" data-start="594" style="margin-left: 40px; text-align: justify;">És important pensar el patrimoni i la seva transferència didàctica en termes d&apos;accessibilitat. Cal donar resposta als reptes que la diversitat proposa, amb una cerca activa de la inclusió i amb una voluntat expressa de repensar les pràctiques de presentació, interacció, coneixença i participació amb el patrimoni, al mateix temps que es repensa la inclusió d&apos;una manera més holística, no excloent i que no mantingui perifèries o inaccessibilitats en la seva pròpia definició.</p>

<ul>
	<li data-end="1735" data-start="1134" style="text-align: justify;"><strong data-end="1190" data-start="1134">Patrimonis invisibles i patrimonis invisibilitzats</strong></li>
</ul>

<p data-end="1735" data-start="1134" style="margin-left: 40px; text-align: justify;">La qualitat d&apos;esdevenir invisible pot ser conseqüència de la immaterialitat inherent al patrimoni concret, o bé d’un exercici o pretensió d&apos;exclusió i/o de borrat patrimonial. És en aquest sentit que, en aquesta línia de treball, volem visibilitzar allò invisible i materialitzar, en un sentit dialògic, tots aquells patrimonis ocults, perifèrics i dissidents, procurant presentar, resignificar, explorar i recuperar dels arxius —o incloure’ls— aquells patrimonis als quals no se&apos;ls ha reconegut la visibilitat, la rellevància o la presència.</p>

<ul>
	<li data-end="2289" data-start="1737" style="text-align: justify;"><strong data-end="1804" data-start="1737">La tradició com a element d&apos;innovació en educació patrimonial</strong></li>
</ul>

<p data-end="2289" data-start="1737" style="margin-left: 40px; text-align: justify;">La tradició ofereix un lligam generacional i territorial de continuïtat, possibilitant també fer-ne una relectura crítica i actualitzada. En aquesta línia, es convoca a la comprensió de la tradició com un element vinculat al patrimoni, al seu ús i manteniment, i a la seva transmissió. És així que es proposa, en aquesta temàtica, incloure una tradicionalitat diversa i no unívoca, presentant-la com un element d&apos;innovació, en un sentit de renovació i aplicació crítica a les aules.</p>

<p style="text-align: justify;"> </p>

<p style="text-align: justify;"> </p>

<p style="text-align: justify;"> </p>

<p style="text-align: justify;"> </p>
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						<title>1st Water, Landscape and Society in the Past Conference (WaLS Conference)</title>
						<link>http://actes.ub.edu/event_detail/126977.html</link>
						<pubDate>Thu, 09 Oct 2025 09:00:00 +0200</pubDate>
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								<![CDATA[<p>Roca Barcelona Gallery, Carrer de Joan Güell, Barcelona, Espanya</p><p style="margin-bottom:11px; text-align:justify"><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="line-height:normal"><span lang="ES">Es un placer presentar la <b><span style="color:#2f5496">1st Water, Landscape & Society in the Past Conference “WaLS Conference”</span></b>, que se celebrará el <b><span style="color:#2f5496">9 y 10 de octubre de 2025</span></b></span> <span lang="ES">en <b><span style="color:#2f5496">Barcelona</span></b>. </span></span><span style="line-height:107%"><span lang="ES">La entidad organizadora es el Institut de Recerca de l’Aigua de la Universitat de Barcelona (IdRA-UB) con el patrocinio de la Càtedra d’Estudis en Territori i Resiliència de la Universitat de Barcelona, el Grup de Recerca Ambiental Mediterrània (GRAM), el Consorci d’Aigües de Tarragona (CAT) y el propio IdRA. Asimismo, cuenta con la colaboración del Institut d’Arqueologia Clàssica (ICAC), el Institut d’Estudis del Pròxim Orient Antic de la Universitat Autònoma de Barcelona (IEPOA-UAB, el FluVAlps Research Group, el Observatorio BioEbro, la Fundación Juanelo Turriano, el Hub en Sotenibilitat Global de la UB y la Fundación We Are Water. La coordinación científica está integrada por la Dra. Roser Marsal Aguilera (IEPOA-UAB), el Dr. Albert Santasusagna Riu (UB) y el Dr. Josep Maria Puche Fontanilles (ICAC). </span></span></span></span></p>

<p style="margin-bottom:11px; text-align:justify"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="line-height:normal"><span lang="ES">El agua ha sido un elemento clave en la configuración del paisaje físico y social de las sociedades a lo largo de la historia. Como recurso vital, ha influido en la localización de asentamientos y moldeado el entorno natural y cultural. La interacción entre agua, paisaje y sociedad revela una dinámica compleja de factores naturales y humanos que han transformado el entorno con el tiempo. El análisis geohistórico de estas interacciones brinda valiosas lecciones para abordar las crisis actuales y avanzar hacia un presente y futuro más sostenible.</span></span></span></span></p>

<p style="margin-bottom:11px; text-align:justify"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="line-height:normal"><span lang="ES">El objetivo principal de la WaLS Conference es proporcionar un espacio de intercambio y actualización de conocimientos, además de ser un punto de encuentro, contacto y colaboración entre investigadores/as en el ámbito del agua interesados en difundir sus investigaciones en un entorno transdisciplinario. Uno de los valores centrales de esta conferencia es promover sinergias entre diferentes áreas de investigación centradas en el pasado, abarcando disciplinas diversas que analizan las interacciones históricas entre el agua, el paisaje y la sociedad.</span></span></span></span></p>

<p style="margin-bottom:11px; text-align:justify"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="line-height:normal"><span lang="ES">En esta primera edición del congreso se quiere fomentar especialmente la colaboración entre investigadores hispanohablantes, con el objetivo de establecer las bases para una futura edición a escala internacional. La creación de estas sinergias permitirá ampliar el alcance del intercambio académico y contribuirá a fortalecer el diálogo entre estudiosos de diferentes contextos geográficos y temáticos, consolidando una red de investigación sólida para el futuro.</span></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"> </p>
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						<title>Dos miradas sobre los estudios científicos en el ámbito del conocimiento y conservación del patrimonio cultural</title>
						<link>http://actes.ub.edu/event_detail/137161.html</link>
						<pubDate>Thu, 18 Sep 2025 15:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Facultat de Química Universitat de Barcelona</p><p style="text-align:justify; margin-top:8px"><span style="font-size:15pt"><span style="font-family:Cambria,serif"><span style="color:#4c2c0f">Resumen</span></span></span></p>

<p style="text-align:justify; margin-top:8px"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">El workshop “<i>Dos miradas sobre los estudios científicos en el ámbito del conocimiento y conservación del patrimonio cultural</i>” tiene por objetivo establecer recomendaciones para la mejor comprensión entre los participantes de los ámbitos científicos y humanísticos cuando trabajan conjuntamente en el desarrollo de proyectos interdisciplinares sobre la conservación del patrimonio cultural.</span></span></p>

<p style="text-align:justify; margin-top:8px"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">El workshop aborda el objeto de estudio del patrimonio cultural a través de dos miradas: las ciencias y las humanidades. Se tratarán cuestiones como, por ejemplo, cuáles son los conceptos fundamentales que se manejan dentro de cada área disciplinar, cómo se relacionan entre sí, qué grado de consenso teórico y metodológico existe dentro de cada área, qué grado de tradición interdisciplinar existe en cada área, o cómo se valoraría, dentro de cada área disciplinar, la existencia de un lenguaje compartido o marco conceptual de referencia para trabajar interdisciplinarmente.</span></span></p>

<p style="text-align:justify; margin-top:8px"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">El workshop se organizará como una serie de debates. Cada debate tendrá dos partes, en la primera presentarán sus puntos de vista un representante de las ciencias aplicadas al patrimonio cultural, y un humanista del mismo campo (ambos serán reconocidos investigadores en el área). En la segunda, el debate se abrirá a los asistentes al workshop quienes podrán presentar sus ideas sobre las cuestiones planteadas. </span></span></p>

<p style="text-align:justify; margin-top:8px"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">Habrá tres debates, cada uno centrado en una etapa distinta del ciclo de vida habitual de un proyecto: planteamiento, desarrollo y transferencia. Un moderador conducirá cada debate. Tras el workshop, se elaborará un informe que trate de “mapear” los diferentes conceptos, relaciones, expectativas y necesidades de cada punto de vista, y proponga un “lenguaje común” del patrimonio cultural que constituya el principio de las recomendaciones pertinentes, abordando así el objetivo principal.</span></span></p>

<p style="text-align:justify; margin-top:8px"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">El workshop será grabado en vídeo y, si es posible, transmitido mediante <i>streaming</i> en tiempo real.</span></span></p>

<p style="text-align:justify; margin-top:8px"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">El workshop tendrá lugar en Barcelona los días 18 (tarde 15h a 19h 30) y 19 (mañana 9h30’ a 12h30’) de Septiembre de 2025, y se celebra en el contexto de la Red de Ciencia y Tecnología para la Conservación del Patrimonio Cultural-TechnoHeritage de la AEI y Ministerio de Ciencia e Innovació.</span></span></p>

<p style="text-align:justify; margin-top:8px"> </p>

<h1 style="margin-top:40px"><span style="font-size:15pt"><span style="font-family:Cambria,serif"><span style="color:#4c2c0f">Objetivo</span></span></span></h1>

<p style="text-align:justify; margin-top:8px"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">Es evidente que, para estudiar el patrimonio cultural e intervenir sobre él, a menudo es necesaria la concurrencia de especialistas de áreas disciplinarmente muy diversas, incluyendo antropólogos, arqueólogos, arquitectos, conservadores, educadores, físicos, geógrafos, historiadores, historiadores del arte, ingenieros, químicos, etc. Estas áreas no solo son distintas en relación con sus objetos de estudio y metodologías, sino que también lo son en cuanto a las tradiciones epistemológicas en las que se apoyan, lo que hace especialmente difícil la colaboración exitosa. Esta colaboración, sin embargo, es crucial para muchos proyectos patrimoniales, por lo que este workshop aspira a sentar algunas bases sobre cómo puede abordarse el trabajo interdisciplinar en patrimonio escuchando a representantes de distintas tradiciones epistémicas.</span></span></p>

<p style="text-align:justify; margin-top:8px"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">De este modo, el objetivo principal del workshop será <i>establecer recomendaciones para una mejor comprensión entre los participantes que trabajen en proyectos interdisciplinares sobre la conservación del patrimonio cultural</i>.</span></span></p>

<h2 style="text-align:justify; margin-top:20px"><span style="font-size:13pt"><span style="font-family:Cambria,serif"><span style="color:#673b15">Temas</span></span></span></h2>

<p style="text-align:justify; margin-top:8px"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">Los temas por tratar incluirán los siguientes:</span></span></p>

<ul>
	<li style="text-align:justify; margin-top:8px; margin-left:8px"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">¿Cuáles son los conceptos fundamentales que se manejan dentro de cada área disciplinar? ¿Cómo se relacionan entre sí?</span></span></li>
	<li style="text-align:justify; margin-left:8px"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">¿Cuáles son los intereses científicos de cada área disciplinar? Es decir, ¿qué intentan conseguir?</span></span></li>
	<li style="text-align:justify; margin-left:8px"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">¿Qué debe tener un proyecto para que resulte atractivo en cada área disciplinar?</span></span></li>
	<li style="text-align:justify; margin-left:8px"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">¿Qué compromisos epistémicos y metodológicos se dan en cada área disciplinar? Es decir, ¿qué formas de entender el mundo existen, y qué pasos se suelen dar cuando se lleva a cabo un proyecto?</span></span></li>
	<li style="text-align:justify; margin-left:8px"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">¿Qué grado de consenso teórico y metodológico existe dentro de cada área disciplinar? Es decir, ¿existen teorías y metodologías claras, que todo el mundo acepta, o no hay acuerdos claros?</span></span></li>
	<li style="text-align:justify; margin-left:8px"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">¿En qué medida cada área disciplinar se posiciona como prestataria de servicios a otras áreas, o bien como líder de investigación?</span></span></li>
	<li style="text-align:justify; margin-left:8px"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">¿Qué características generales poseen los proyectos típicos de cada área disciplinar, en cuanto al objeto de estudio, temporalidad, recursos humanos, financiación, planificación, y contexto institucional?</span></span></li>
	<li style="text-align:justify; margin-left:8px"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">¿Qué fases, procesos o tareas son habituales en un proyecto típico en cada área disciplinar?</span></span></li>
	<li style="text-align:justify; margin-left:8px"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">¿Qué normas, estándares o códigos de buenas prácticas, legales o de facto, se suelen aplicar en cada área disciplinar?</span></span></li>
	<li style="text-align:justify; margin-left:8px"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">¿Qué grado de tradición interdisciplinar existe en cada área disciplinar? Es decir, ¿hasta qué punto es habitual, dentro de cada una, la colaboración con otras áreas?</span></span></li>
	<li style="text-align:justify; margin-left:8px"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">¿Cómo se valoraría, dentro de cada área disciplinar, la existencia de un lenguaje compartido o marco conceptual de referencia para trabajar interdisciplinarmente?</span></span></li>
</ul>

<h2 style="text-align:justify; margin-top:20px"><span style="font-size:13pt"><span style="font-family:Cambria,serif"><span style="color:#673b15">Debates</span></span></span></h2>

<p style="text-align:justify; margin-top:8px"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">El workshop se organizará como una serie de debates. Cada debate tendrá lugar entre un representante de las ciencias aplicadas al patrimonio cultural, y un humanista del mismo campo. Ambos serán reconocidos investigadores en el área.</span></span></p>

<p style="text-align:justify; margin-top:8px"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">Habrá tres debates, cada uno centrado en una etapa distinta del ciclo de vida habitual de un proyecto: planteamiento, desarrollo y transferencia. El debate Planteamiento introducirá el tema del workshop, y tratará algunos aspectos importantes a la hora de comenzar un proyecto interdisciplinar entre humanidades y ciencias en el campo del patrimonio cultural. El debate Desarrollo tratará los aspectos necesarios para poder llevar a buen fin un proyecto interdisciplinar entre humanidades y ciencias, igualmente en el campo del patrimonio cultural. Finalmente, el debate Transferencia tratará los aspectos necesarios para poder transferir los resultados de un proyecto interdisciplinar entre humanidades y ciencias en el área del patrimonio a agentes varios.</span></span></p>

<h2 style="text-align:justify; margin-top:20px"><span style="font-size:13pt"><span style="font-family:Cambria,serif"><span style="color:#673b15">Moderación</span></span></span></h2>

<p style="text-align:justify; margin-top:8px"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">Un moderador dirigirá cada debate. Este moderador será responsable de controlar el tiempo, mantener el debate centrado en los temas pertinentes, y ordenar la participación del público.</span></span></p>

<p style="text-align:justify; margin-top:8px"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">Al comienzo de cada debate, el moderador presentará a los ponentes e introducirá muy brevemente el tema a debatir. A continuación, recorrerá la lista de preguntas concretas a debatir (ver sección anterior), interpelando a los ponentes sobre cada una, gestionando sus intervenciones, repreguntando, o pidiendo aclaraciones si es necesario. El tiempo dedicado a cada pregunta será de entre 5 y 15 minutos.</span></span></p>

<p style="text-align:justify; margin-top:8px"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">Al final de cada bloque, el moderador interpelará al público asistente, y permitirá que se realicen algunas preguntas o aportaciones, las cuales podrán ser respondidas por los ponentes. El tiempo dedicado a debate público tras cada bloque podrá ser de hasta 15 minutos.</span></span></p>

<h2 style="text-align:justify; margin-top:20px"><span style="font-size:13pt"><span style="font-family:Cambria,serif"><span style="color:#673b15">Registro</span></span></span></h2>

<p style="text-align:justify; margin-top:8px"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">Durante los debates, un observador externo registrará las necesidades, expectativas, preferencias y contextos de cada uno de los ponentes, especialmente en cuanto a qué conceptualizaciones del mundo del patrimonio se manejan, qué contextos institucionales y profesionales existen, y qué intereses y saberes se exponen, ya sea mediante grabación en vídeo, en audio, o por otros medios. También registrará los pareceres y contribuciones del público que participe. Tras el workshop, y utilizando la información registrada como materia prima, este observador externo elaborará un informe analítico e interpretativo que intente dar respuesta al objetivo arriba enunciado.</span></span></p>

<h2 style="text-align:justify; margin-top:20px"><span style="font-size:13pt"><span style="font-family:Cambria,serif"><span style="color:#673b15">Informe</span></span></span></h2>

<p style="text-align:justify; margin-top:8px"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">Para la elaboración de este informe, el observador externo deberá extraer los conceptos manejados por cada parte, así como las relaciones entre ellos, e intentará “mapear” unos con otros para establecer las conexiones que sea posible. Durante estas labores, el observador externo podrá necesitar acudir a los participantes en los debates para consultar aspectos poco claros o pedir información adicional. En cualquier caso, este “mapeo” usará mecanismos de abstracción para obtener “conceptos raíz” comunes a todos los debatientes, que constituirán la base que nos permita responder a las preguntas arriba enumeradas. Con esta información se elaborará un “lenguaje común” de la conservación del patrimonio cultural que constituya el principio de las recomendaciones pertinentes, abordando así el objetivo principal.</span></span></p>
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						<title>Congreso Internacional de Pedagogía Hospitalaria: Tejiendo redes para una atención educativa de calidad en situación de enfermedad. Barcelona, de 2 al 4 de julio de 2025</title>
						<link>http://actes.ub.edu/event_detail/129932.html</link>
						<pubDate>Wed, 02 Jul 2025 09:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Clausura al Edifici Històric, Facultat d’Educació</p><p style="text-align: center;"><span style="display: none;"> </span></p>

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			<h1 style="margin-bottom: 11px;"><span style="font-size:22px;"><span style="color:#4e5f70;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong>CONGRESO INTERNACIONAL DE PEDAGOGÍA HOSPITALARIA</strong></span></span></span></h1>

			<h1 style="margin-bottom: 11px; text-align: justify;"><span style="font-size:18px;"><span style="color:#4e5f70;"><b><span lang="ES"><span style="line-height:115%"><span aptos="">Tejiendo redes para una atención educativa de calidad en situación de enfermedad.</span></span></span></b></span></span></h1>

			<h1 style="margin-bottom: 11px; text-align: justify;"><span style="font-size:18px;"><span style="color:#4e5f70;"><span lang="ES"><span style="line-height:115%"><span aptos="">Universitat de Barcelona. 2 al 4 de julio de 2025</span></span></span></span></span></h1>

			<p style="margin-bottom:11px; text-align:justify"><span style="font-size:20px;"><em><span style="background:white"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><b>MODALIDAD PRESENCIAL Y ONLINE </b></span></span></span></em></span></p>

			<p style="margin-bottom:11px; text-align:justify"><span style="font-size:16px;"><em><span style="background:white"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><b>Actividad reconocida como formación por el Departament d&apos;Educació de la Generalitat de Catalunya</b></span></span></span></em></span></p>

			<p style="margin-bottom:11px; text-align:justify"> </p>

			<p style="margin-bottom:11px; text-align:justify"><span style="font-size:20px;"><strong><span style="color:#c0392b;"><img alt="Imágenes de Pin Emoji - Descarga gratuita en Freepik" src="https://img.freepik.com/foto-gratis/chincheta-roja_1156-445.jpg?semt=ais_hybrid&w=740" style="height: 50px; width: 50px;" />INFORMACIONES IMPORTANTES</span></strong></span></p>

			<p style="margin-bottom:11px; text-align:justify"><span style="color:#0070c0;"><span style="font-size:20px;"><font face="Calibri, sans-serif"><b>PUBLICACIÓN DE COMUNICACIONES EN LA REVISTA CATALANA DE PEDAGOGÍA. </b></font></span></span><span style="font-size:16px;"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif">Los autores/as de las comunicaciones de investigación seleccionadas por el comité científico pueden postular a publicar su trabajo en el futuro monográfico sobre Pedagogia y Salud de la Revista Catalana de Pedagogia.</span></span></span></p>
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<p> </p>

<p><span arial="" style="font-size:12pt"><span style="font-family:Calibri, sans-serif"><font color="#2980b9"><b><span style="background-color:#ffffff;">Bienvenida de la organización.</span></b></font></span></span></p>

<p><span arial="" style="font-size:12pt"><span style="font-family:Calibri, sans-serif"><span style="background-color:#ffffff;">Les damos la bienvenida al Congreso Internacional de Pedagogía Hospitalaria: "Tejiendo redes para una atención educativa de calidad en situación de enfermedad", que se celebrará este 2025 en la Facultad de Educación (2 y 3 de julio) y se clausurará en el edificio histórico de la Universidad de Barcelona (4 de julio), y e</span></span></span><span style="font-size:12pt"><span style="font-family:Calibri, sans-serif"><span style="background-image:initial"><span style="background-position:initial"><span style="background-size:initial"><span style="background-repeat:initial"><span style="background-attachment:initial"><span style="background-origin:initial"><span style="background-clip:initial"><span style="background-color:#ffffff;">n que contará con la participación de más de 25 expertos expositores de paises como España, Chile, Argentina, Colombia, Italia y Reino Unido.</span></span></span></span></span></span></span></span></span></span><span style="background-color:#ffffff;"> </span></p>

<p><span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><span style="font-size:12.0pt"><span style="color:#333333"><span style="background-color:#ffffff;">Por otra parte, nos complace anunciar que este evento se celebra em conmemoración de la décima edición del Máster de Formación Permanente en Pedagogía Hospitalaria a lo largo de la vida y su Diploma de Especialización vinculado, que se inició en el curso 2015-2016.</span></span></span></span></span></span></span></p>

<p> </p>

<p><span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><b><span style="font-size:12.0pt"><span style="color:#2980b9"><span style="background-color:#ffffff;">Objetivos y temáticas</span></span></span></b></span></span></span></span></p>

<p><span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><span style="font-size:12.0pt"><span style="color:#333333"><span style="background-color:#ffffff;">Este Congreso Internacional pretende</span></span></span></span></span></span></span></p>

<ul>
	<li style="margin-bottom:10px; text-align:justify">
	<p><span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="tab-stops:list 36.0pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:12.0pt"><span style="color:#333333"><span style="background-color:#ffffff;">Fomentar el establecimiento de </span></span></span><span style="color:#2980b9;"><b><span style="font-size:12.0pt"><span style="background-color:#ffffff;">vínculos y rede</span></span></b><b><span style="font-size:12.0pt"><span style="background-color:#ffffff;">s</span></span></b></span><span style="font-size:12.0pt"><span style="color:#333333"><span style="background-color:#ffffff;"> entre las diferentes instancias implicadas en la Pedagogía Hospitalaria (Gobiernos, universidades, instituciones educativas, sanitarias y sociales, familias y personas atendidas), con el fin de garantizar el derecho a la educación y a la salud biopsicosocial de las personas en situación de enfermedad o de hospitalización.</span></span></span></span></span></span></span></span></p>
	</li>
	<li style="margin-bottom:10px; text-align:justify">
	<p><span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="tab-stops:list 36.0pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:12.0pt"><span style="color:#333333"><span style="background-color:#ffffff;">Posibilitar el </span></span></span><b><span style="font-size:12.0pt"><span style="color:#2980b9"><span style="background-color:#ffffff;">intercambio de experiencias exitosas</span></span></span></b><span style="font-size:12.0pt"><span style="color:#333333"><span style="background-color:#ffffff;"> desde los propios actores con el fin de avanzar hacia una Pedagogía Hospitalaria de Calidad desde una perspectiva integral, integrada e inclusiva, que revierta en el bienestar y calidad de vida de las personas con problemas de salud en las diferentes etapas de la vida, en los diferentes contextos y de sus familias.</span></span></span></span></span></span></span></span></p>
	</li>
	<li style="margin-bottom:10px; text-align:justify">
	<p><span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="tab-stops:list 36.0pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:12.0pt"><span style="color:#333333"><span style="background-color:#ffffff;">Poner de relieve la </span></span></span><b><span style="font-size:12.0pt"><span style="color:#2980b9"><span style="background-color:#ffffff;">importancia de la salud mental</span></span></span></b><span style="font-size:12.0pt"><span style="color:#333333"><span style="background-color:#ffffff;">, por el aumento progresivo de problemáticas, especialmente en edades juveniles y la necesidad de incidir desde acciones educativas y sociales inclusivas, para mejorar su bienestar y reducir la estigmatización de las personas afectadas y sus familias.</span></span></span></span></span></span></span></span></p>
	</li>
	<li style="margin-bottom:10px; text-align:justify">
	<p><span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="tab-stops:list 36.0pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:12.0pt"><span style="color:#333333"><span style="background-color:#ffffff;">Favorecer e impulsar la </span></span></span><b><span style="font-size:12.0pt"><span style="color:#2980b9"><span style="background-color:#ffffff;">formación actualizada y continuada</span></span></span></b><span style="font-size:12.0pt"><span style="color:#333333"><span style="background-color:#ffffff;"> de profesionales y estudiantes implicados en la Pedagogía Hospitalaria, para el desarrollo profesional</span></span></span></span></span></span></span></span></p>
	</li>
	<li style="margin-bottom:10px; text-align:justify">
	<p><span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="tab-stops:list 36.0pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:12.0pt"><span style="color:#333333"><span style="background-color:#ffffff;">Dar mayor </span></span></span><b><span style="font-size:12.0pt"><span style="color:#2980b9"><span style="background-color:#ffffff;">visibilidad a la Pedagogía Hospitalaria</span></span></span></b><span style="font-size:12.0pt"><span style="color:#333333"><span style="background-color:#ffffff;">, para que se la reconozca como una profesión necesaria y un servicio a la sociedad en el marco de un sistema educativo inclusivo.</span></span></span></span></span></span></span></span></p>
	</li>
	<li style="margin-bottom:10px; text-align:justify">
	<p><span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="tab-stops:list 36.0pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:12.0pt"><span style="color:#333333"><span style="background-color:#ffffff;">Impulsar la </span></span></span><b><span style="font-size:12.0pt"><span style="color:#2980b9"><span style="background-color:#ffffff;">inclusión de la Pedagogía Hospitalaria en las Universidades</span></span></span></b><span style="font-size:12.0pt"><span style="color:#333333"><span style="background-color:#ffffff;"> como responsables de la formación y la investigación para el ejercicio competente de la profesión.</span></span></span></span></span></span></span></span></p>
	</li>
</ul>

<p> </p>

<p><span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><span style="font-size:12.0pt"><span style="color:#333333"><span style="background-color:#ffffff;">El Congreso girará en torno a los siguientes dos bloques temáticos:</span></span></span></span></span></span></span></p>

<ul>
	<li style="margin-bottom:10px; text-align:justify">
	<p><span style="font-size:11pt"><span style="background:white"><span style="color:#333333"><span style="line-height:normal"><span style="tab-stops:list 36.0pt"><span style="font-family:Calibri,sans-serif"><b><span style="font-size:12.0pt"><span style="color:#2980b9"><span style="background-color:#ffffff;">BLOQUE TEMÁTICO 1. El trabajo en red en Pedagogía Hospitalaria: </span></span></span></b><span style="font-size:12.0pt"><span style="background-color:#ffffff;">Vínculos y coordinación entre la Administración, las Instituciones educativas, sanitarias y sociales, los profesionales, la universidad, la población atendida, las familias, las organizaciones sin ánimo de lucro y la comunidad, roles y funciones de las instancias implicadas en la Pedagogía Hospitalaria</span></span></span></span></span></span></span></span>.</p>
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<p> </p>

<ul>
	<li style="margin-bottom:10px; text-align:justify">
	<p><span style="font-size:11pt"><span style="background:white"><span style="color:#333333"><span style="line-height:normal"><span style="tab-stops:list 36.0pt"><span style="font-family:Calibri,sans-serif"><b><span style="font-size:12.0pt"><span style="color:#2980b9"><span style="background-color:#ffffff;">BLOQUE TEMÁTICO 2. Calidad educativa en Pedagogía Hospitalaria:</span></span></span></b><b><span style="background-color:#ffffff;"> </span></b><span style="font-size:12.0pt"><span style="background-color:#ffffff;"> La práctica educativa de calidad en situación de enfermedad en las diferentes etapas de la vida y contextos</span><b><span style="background-color:#ffffff;">, </span></b><span style="background-color:#ffffff;">así como el desafío de la atención educativa ante el malestar y los problemas de salud mental.</span></span></span></span></span></span></span></span></p>
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<p style="margin-bottom:11px; margin-left:11px; text-align:justify"> </p>

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			<p><span style="font-size:20px;"><span style="color:#2980b9;"><strong>CONOCE NUESTRO MÁSTER Y DIPLOMA </strong></span></span></p>
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			<p><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><a allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" frameborder="0" height="315" href="<iframe width=" referrerpolicy="strict-origin-when-cross-origin" src="https:/www.youtube.com/embed/5BMO6UBX8bM?si=53EuoJ7Nkc3_M7sv" style="color:blue; text-decoration:underline" title="YouTube video player"><iframe align="middle" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" allowfullscreen="" frameborder="0" height="290" referrerpolicy="strict-origin-when-cross-origin" scrolling="no" src="https://www.youtube.com/embed/5BMO6UBX8bM?si=53EuoJ7Nkc3_M7sv" title="YouTube video player" width="400"></iframe></a></span></span></span></p>

			<p> </p>
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			<p><strong><a href="https://web.ub.edu/es/web/estudis/w/masterpropi-202411814"><span style="color:#e74c3c;">INFORMACIÓN Y PREINSCRIPCIONES AL MÁSTER</span></a></strong></p>

			<p><a href="https://web.ub.edu/es/web/estudis/w/masterpropio-202411813"><span style="color:#e74c3c;"><strong>INFORMACIÓN Y PREINSCRIOPCIONES AL DIPLOMA DE ESPECIALIZACIÓN</strong></span></a></p>
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<p><span style="color:#2980b9;"><strong><span style="font-size:22px;">SEDES DEL CONGRESO</span></strong></span></p>

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			<td><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><img 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" style="width: 300px; height: 267px; float: left;" /></span></span></span></td>
			<td>
			<p> </p>
			</td>
		</tr>
		<tr>
			<td>
			<p style="margin-bottom: 11px;"> </p>

			<p style="margin-bottom: 11px;"><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="color:#2980b9;"><strong><span style="line-height:normal"><span style="background:white">Facultad de Educación (Campus Mundet, 2 y 3 de julio) </span></span></strong></span></span></span></p>

			<p style="margin-bottom: 11px;"><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="line-height:normal">Passeig de la Vall d’Hebrón 171</span></span></span></p>

			<p style="margin-bottom: 10px;"><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="line-height:normal"><b><span style="background:white"><span style="color:black">Autobús</span></span></b><br />
			<span style="background:white"><span style="color:black">Líneas 27, 60, 76, H4, M19, V21 y V23</span></span></span></span></span></p>

			<p style="margin-bottom: 10px;"><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="line-height:normal"><b><span style="background:white"><span style="color:black">Metro</span></span></b><br />
			<span style="background:white"><span style="color:black">Línia 3 (verde), parada Mundet</span></span></span></span></span></p>

			<p style="margin-bottom: 10px;"><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="line-height:normal"><b><span style="background:white"><span style="color:black">Transporte interno del campus</span></span></b><br />
			<span style="background:white"><span style="color:black">Primera parada</span></span></span></span></span></p>

			<p style="margin-bottom: 10px;"> </p>

			<p style="margin-bottom: 11px;"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><img 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" style="width: 320px; height: 209px;" /></span></span></span></p>
			</td>
			<td> </td>
		</tr>
	</tbody>
</table>

<p style="margin-bottom:11px"><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="color:#2980b9;"><strong><span style="line-height:normal"><span style="background:white">Aula Magna del Edificio Histórico de la UB (4 de julio)</span></span></strong></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="line-height:normal">Gran Via de les Corts Catalanes 585</span></span></span></p>

<p style="margin-bottom:10px"><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="line-height:normal"><b><span style="background:white"><span style="color:black">Autobús</span></span></b><br />
<span style="background:white"><span style="color:black">Líneas 7, 50, 54, 63, 67 y H12.</span></span></span></span></span></p>

<p style="margin-bottom:10px"><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="line-height:normal"><b><span style="background:white"><span style="color:black">Metro</span></span></b><br />
<span style="background:white"><span style="color:black">Línia 1 (roja) y 2 (morada), parada Universitat</span></span></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="line-height:normal"><b>RENFE Y FGC</b><br />
<span style="color:black">Parada Plaça Catalunya</span></span></span></span></p>

<p style="margin-bottom:11px"> </p>

<p><strong>Con la colaboración de</strong></p>

<p><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><img alt="Facultat d&apos;Educació UB żied/et... - Facultat d&apos;Educació UB" src="data:image/png;base64,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" style="width: 100px; height: 100px;" /></span></span></span> </p>
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						</description>
					</item>
										<item>
						<title>X Congreso Internacional de Filosofía de la Educación</title>
						<link>http://actes.ub.edu/event_detail/84106.html</link>
						<pubDate>Wed, 06 Sep 2023 09:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Facultat d&#39;Educació - Universitat de Barcelona, Edifici històric de la Universitat de Barcelona, Carrer d&#39;Aribau, Barcelona, España</p><p>AQUÍ -> Descripción breve del congreso</p>
]]>
						</description>
					</item>
										<item>
						<title>13th Summer School on Medicines, Barcelona</title>
						<link>http://actes.ub.edu/event_detail/96430.html</link>
						<pubDate>Sun, 02 Jul 2023 14:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Avinguda Diagonal 643, Barcelona</p><p> </p>

<h2><strong>The 13th Summer School on Medicines (SSM13) will be held in Barcelona from July 2-7, 2023.</strong></h2>

<p> </p>

<p>The SSM13 curriculum covers the entire drug R&D process, from target to market. Participants will take part in interactive lectures, case studies, a visit to a translational medicine research center and a full day of networking with experts from pharmaceutical companies.</p>

<p>SSM13 offers a unique 50-hour training program on drug discovery, development and market access under a multicultural sponsorship in the wonderful setting of Barcelone, Catalonia, Spain.</p>

<p>Make plans now for one full week of lively presentations and direct interactions with the Faculty, including Case Studies and Workshops with Industry, covering the whole value chain of medicines, from “idea to market”. The Faculty members are leaders in their field and contribute to create one of the most innovative and focused programs in drug discovery and development currently offered.</p>

<p>Each year since 2009, the SSM has involved more than 60 students, professors and research companies, bringing the opportunity to learn about drug discovery process in a multicultural context (the participants come from Canada, France, Spain, Brazil and other countries).</p>

<p> </p>

<p><strong>SSM13 – Scientific & Organizing Committee</strong></p>

<p align="justify" data-adtags-visited="true"><span lang="en-US">Local Organizing Committee:</span></p>

<ul>
	<li><strong>Carles Galdeano, </strong>University of Barcelona, IBUB</li>
	<li><strong>Diego Muñoz-Torrero, </strong>University of Barcelona, IBUB</li>
	<li><strong>Marçal Pastor-Anglada</strong>, Director of the Institute of Biomedicine, University of Barcelona, IBUB, <span>CIBEREHD</span></li>
	<li><strong>Jordi Quintana</strong>, Chemotargets, Barcelona, Catalonia, Spain</li>
	<li><strong>Gemma Moreno</strong>, Coordinator, University of Barcelona, IBUB</li>
</ul>

<p align="justify" data-adtags-visited="true"> </p>

<p align="justify" data-adtags-visited="true"><span lang="en-US">Scientific Committee:</span></p>

<ul>
	<li><strong>Pierre Cordelier</strong>, Inserm, Toulouse, France</li>
	<li><strong>Anick Bérard</strong>, University of Montreal, CAMCCO-L, Canada</li>
	<li><strong>Denis de Blois</strong>, University of Montreal, Canada</li>
	<li><strong>Vitor Faça</strong>, Faculdade de Medicina de Ribeirão Preto, Universidade de São Paulo, Brazil</li>
	<li><strong>Carles Galdeano, </strong>Co-chair, Institute of Biomedicine of University of Barcelona, IBUB</li>
	<li><strong>Diego Muñoz-Torrero</strong>, Co-chair, Institute of Biomedicine of University of Barcelona, IBUB</li>
	<li><strong>Marçal Pastor-Anglada</strong>, Chair, Director of Institute of Biomedicine, University of Barcelona, IBUB, <span>CIBEREHD</span></li>
	<li><strong>Rémy Poupot</strong>, Paul Sabatier University, Toulouse, France</li>
	<li><strong>Jordi Quintana</strong>, Co-chair, Chemotargets, Barcelona, Catalonia, Spain</li>
	<li><strong>Bruno Ségui</strong><span lang="en-US"><b>, </b></span>Paul Sabatier University and Inserm, Toulouse, France</li>
</ul>

<p> </p>

<p><strong>SSM13 Partners & Sponsors</strong>:</p>

<table border="0" cellpadding="1" cellspacing="1" style="width:100%;">
	<tbody>
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			<td>    <img alt="" height="50" src="/_files/_event/_96430/_editorFiles/file/UB%20png.png" width="174" /></td>
			<td>
			<p>  <img alt="" height="83" src="/_files/_event/_96430/_editorFiles/file/IBUB%20institut-biomedicina-tr_logo1_white.png" width="289" /></p>
			</td>
		</tr>
		<tr>
			<td>
			<p>    <img alt="" height="95" src="/_files/_event/_96430/_editorFiles/file/USP.png" width="127" /></p>
			</td>
			<td>      <img alt="" src="/_files/_event/_96430/_editorFiles/file/LOGO-SELO%2070%20ANOS%20FMRP%20ORIGINAL%20-%20FUNDO%20TRANSPARENTE.png" style="width: 95px; height: 74px;" /></td>
		</tr>
		<tr>
			<td>
			<p>    <img alt="" height="65" src="/_files/_event/_96430/_editorFiles/file/Universit%C3%A9%20de%20Monter%C3%A9al.png" width="162" /></p>
			</td>
			<td>
			<p>   </p>

			<p><img alt="" height="64" src="/_files/_event/_96430/_editorFiles/file/GRUM.png" width="136" /></p>

			<p> </p>
			</td>
		</tr>
		<tr>
			<td><img alt="" height="62" src="/_files/_event/_96430/_editorFiles/file/Universit%C3%A9%20de%20Toulouse.png" width="192" /></td>
			<td>
			<p> </p>

			<p><img alt="" height="63" src="/_files/_event/_96430/_editorFiles/file/INSERM.jpg" width="157" /></p>

			<p> </p>
			</td>
		</tr>
		<tr>
			<td>
			<p>   <img alt="" height="130" src="/_files/_event/_96430/_editorFiles/file/A%20Berard.jpg" width="159" /></p>
			</td>
			<td>
			<p> </p>

			<p><img alt="CAMCCO-L" height="134" src="/_files/_event/_96430/_editorFiles/file/CAMCCO-L.png" width="160" /></p>

			<p> </p>
			</td>
		</tr>
		<tr>
			<td>
			<p>   <img alt="CARE" height="96" src="/_files/_event/_96430/_editorFiles/file/CARE.png" width="177" /></p>
			</td>
			<td>
			<p><img alt="Escola de Doctorat" height="104" src="/_files/_event/_96430/_editorFiles/file/Escola%20de%20Doctorat%20UB.jpg" width="104" /></p>
			</td>
		</tr>
	</tbody>
</table>

<p> </p>

<p> </p>

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]]>
						</description>
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										<item>
						<title>XVII Congreso Nacional de Educación Comparada</title>
						<link>http://actes.ub.edu/event_detail/73509.html</link>
						<pubDate>Wed, 02 Feb 2022 09:00:00 +0100</pubDate>
						<description>
								<![CDATA[<p>Campus Mundet - Universitat de Barcelona, Paseo del Valle de Hebrón, Barcelona, España</p><p>El Departamento de Teorías de la Educación y Pedagogía Social de la Universitat Autònoma de Barcelona (UAB) y el Departamento de Teoría e Historía de la Educación de la Universitat de Barcelona (UB) toman el relevo en la organización del XVII Congreso de la Sociedad Española de Educación Comparada, que tendrá lugar en Barcelona el 2, 3 y 4 de febrero de 2022.</p>

<p>Esta reunión científica, avalada por el éxito de las ediciones anteriores, se propone actualizar y consolidar un espacio de debate sobre la Educación Comparada en España y a nivel internacional. Para ello acoge trabajos que permitan aportar respuestas al interrogante que plantea el Congreso: <strong>¿Hacia dónde va la educación? Aportes desde la educación comparada </strong></p>

<p>Más que una pregunta retórica, el contexto actual obliga a repensar la senda o las sendas que está tomando la educación y lo que puede aportar la perspectiva comparada e internacional a este interrogante.</p>

<p>Este congreso se dirige tanto a investigadores y estudiantes de doctorado y máster, como a profesionales de la educación y de las administraciones educativas.</p>

<table border="0" bordercolor="#ccc" cellpadding="0" cellspacing="0">
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			<h2 style="margin-top: 3px; text-align: center;"><img alt="" height="72" src="/_files/_event/_73509/_editorFiles/file/UB.jpg" width="242" /></h2>
			</td>
			<td style="border-color: white; border-style: none solid solid none; border-width: medium 1px 1px medium; width: 300px; padding: 0cm 7px;" valign="top">
			<h2 style="margin-top: 3px; text-align: center;"><img alt="" src="/_files/_event/_73509/_editorFiles/file/UAB.png" style="width: 200px; height: 111px;" /></h2>
			</td>
		</tr>
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			<h2 style="margin-top: 3px; text-align: center;"><img alt="" src="/_files/_event/_73509/_editorFiles/file/GREPPS2.png" style="width: 175px; height: 52px;" /></h2>
			</td>
			<td style="border-color: white; border-style: none solid solid none; border-width: medium 1px 1px medium; width: 300px; padding: 0cm 7px;" valign="top">
			<h2 style="margin-top: 3px; text-align: center;"><img alt="" height="118" src="/_files/_event/_73509/_editorFiles/file/CER.png" width="101" /></h2>
			</td>
		</tr>
		<tr>
			<td colspan="2" style="border-bottom:none; width:601px; padding:0cm 7px 0cm 7px; border-top:none; border-right:none; border-left:none" valign="top">
			<h2 align="center" style="text-align:center; margin-top:3px"><span style="font-size:13pt"><span calibri="" style="font-family:"><span style="color:black"><span lang="ES" open="" sans="" style="font-family:">Con la colaboración de</span></span></span></span></h2>
			</td>
		</tr>
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			<td colspan="2" style="border-bottom:none; width:601px; padding:0cm 7px 0cm 7px; border-top:none; border-right:none; border-left:none" valign="top">
			<h2 align="center" style="text-align:center; margin-top:3px"><img alt="" height="103" src="/_files/_event/_73509/_editorFiles/file/OEI_marca_rgb_positivo_grafito.jpg" width="158" /></h2>
			</td>
		</tr>
		<tr>
			<td colspan="2" style="border-bottom:none; width:601px; padding:0cm 7px 0cm 7px; border-top:none; border-right:none; border-left:none" valign="top">
			<h3 align="center" style="text-align: center; margin-top: 3px;"><span style="font-size:13pt"><span calibri="" style="font-family:"><span style="color:black"><span lang="ES" open="" sans="" style="font-family:">Con la participación de</span></span></span></span></h3>
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			<td style="border-bottom:none; width:300px; padding:0cm 7px 0cm 7px; border-top:none; border-right:none; border-left:none" valign="top">
			<h2 style="margin-top: 3px; text-align: center;"><img alt="" src="/_files/_event/_73509/_editorFiles/file/Fmrp.png" style="width: 175px; height: 71px;" /></h2>
			</td>
			<td style="border-bottom:none; width:300px; padding:0cm 7px 0cm 7px; border-top:none; border-right:none; border-left:none" valign="top">
			<h2 style="margin-top: 3px; text-align: center;"><img alt="" src="/_files/_event/_73509/_editorFiles/file/fundesplai.png" style="width: 175px; height: 88px;" /></h2>
			</td>
		</tr>
	</tbody>
</table>
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