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		<title>Eventos|CRUE</title>
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		<description>RSS - Eventos</description>
		<language>en</language>
		<copyright>2026 Eventos - CRUE</copyright>
						
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						<title>Programación de Cine de la Cátedra (18 a 28 agosto)</title>
						<link>http://eventos.crue.org/event_detail/157065.html</link>
						<pubDate>Tue, 18 Aug 2026 20:00:00 +0200</pubDate>
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								<![CDATA[<p>Facultad de Derecho. Universidad de Valladolid (Der-UVa), Plaza de la Universidad, Valladolid, España</p><p><img alt="" src="/getFiles/hash/YyIjZkBjNllzY3UWMjNjN5UmNxM2YjBjMEDZ1YjYhlz:bXdBTVFzcGxsTzY1RC8rQy9valJFOU9vZWsyQzc4YWM4d1RFZ203YjNsVU1oS2dyUVk1SHcwMzB5bGhpUEtNb0lLS0kzdG5VWkt2UmtjOE5PQ2tvWTdmVGJTbUZTNzUraS8rRjF1M2U3bVMrcGpzZlAzNHRaTy9CQTd3dGIxbjlMUXV4WHRsdXVzaktMditia3lqMXh5c2tjL3dxL2QrUFNNcUFCbWo2Tlh0V0tMeUdWdCsydXVETU9FSzFLdnBrUXpUa2FWM1FybTFVWVlDeGVDN0plVmFmbEZVRVJJM2pIS2ZubEd3TkNVdz0=" style="width: 600px; height: 1679px;" /></p>
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						<title>Camino de Santiago para alumnos nuevos</title>
						<link>http://eventos.crue.org/event_detail/155065.html</link>
						<pubDate>Fri, 21 Aug 2026 09:00:00 +0200</pubDate>
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								<![CDATA[<p>Santiago de Compostela, España</p><p><span style="font-size:12pt"><span new="" roman="" style="font-family:" times=""><span style="font-size:11.0pt"><span calibri="" style="font-family:">•             Fechas: 21 agosto - 28 agosto de 2026</span></span></span></span></p>

<p><span style="font-size:12pt"><span new="" roman="" style="font-family:" times=""><span style="font-size:11.0pt"><span calibri="" style="font-family:">•             Precio: 450€. </span></span></span></span></p>

<p><span style="font-size:12pt"><span new="" roman="" style="font-family:" times=""><span style="font-size:11.0pt"><span calibri="" style="font-family:">•             <a href="https://www.caminodesantiago.gal/es/planifica/las-rutas/camino-portugues">Camino Portugues</a> (Desde Tuy, saldremos en autobús desde Madrid)</span></span></span></span></p>

<p><span style="font-size:12pt"><span new="" roman="" style="font-family:" times=""><span style="font-size:11.0pt"><span calibri="" style="font-family:">•             </span></span></span></span>Desde Comillas Espiritualidad sabemos que la Universidad es <strong>más que un camino académico</strong>, es también un <strong>camino de descubrimiento vocacional </strong>y es por eso que proponemos a nuestros alumnos una experiencia diferente antes de iniciar clases. </p>

<p>Además de Peregrinar a Santiago podrás <strong>conocer y compartir con compañeros</strong>, y podrás conocer más de la<strong> identidad de nuestra Universidad.</strong></p>

<p>No se requiere experiencia previa, pero ten en cuenta que al ser una <strong>peregrinación </strong>buscamos <strong>desacomodarnos</strong>. Dormiremos en <strong>pabellones</strong>, albergues y monasterios (Algunas noches en camas sencillas, otras en el suelo en saco de dormir). Tendremos el desayuno antes de salir y la cena caliente al terminar la jornada, la comida será algo sencillo durante la marcha.</p>

<p>Solo alumnos de nuevo ingreso, que inician en 2026.</p>

<p>Cualquier duda puedes escribir a espiritualidad@comillas.edu</p>
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						<title>Camino de Santiago para alumnos</title>
						<link>http://eventos.crue.org/event_detail/155185.html</link>
						<pubDate>Fri, 21 Aug 2026 09:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Santiago de Compostela, España</p><p><span style="font-size:12pt"><span new="" roman="" style="font-family:" times=""><span style="font-size:11.0pt"><span calibri="" style="font-family:">•             Fechas: 21 agosto - 28 agosto de 2026</span></span></span></span></p>

<p><span style="font-size:12pt"><span new="" roman="" style="font-family:" times=""><span style="font-size:11.0pt"><span calibri="" style="font-family:">•             Precio: 450€. </span></span></span></span></p>

<p><span style="font-size:12pt"><span new="" roman="" style="font-family:" times=""><span style="font-size:11.0pt"><span calibri="" style="font-family:">•             <a href="https://www.caminodesantiago.gal/es/planifica/las-rutas/camino-portugues">Camino Portugues</a> (Desde Tuy, saldremos en autobús desde Madrid)</span></span></span></span></p>

<p><span style="font-size:12pt"><span new="" roman="" style="font-family:" times=""><span style="font-size:11.0pt"><span calibri="" style="font-family:">•             </span></span></span></span>Desde Comillas Espiritualidad sabemos que la Universidad es <strong>más que un camino académico</strong>, es también un <strong>camino de descubrimiento vocacional </strong>y es por eso que proponemos a nuestros alumnos una experiencia diferente antes de iniciar clases. </p>

<p>Además de Peregrinar a Santiago podrás <strong>conocer y compartir con compañeros</strong>, y podrás conocer más de la<strong> identidad de nuestra Universidad.</strong></p>

<p>No se requiere experiencia previa, pero ten en cuenta que al ser una <strong>peregrinación </strong>buscamos <strong>desacomodarnos</strong>. Dormiremos en <strong>pabellones</strong>, albergues y monasterios (Algunas noches en camas sencillas, otras en el suelo en saco de dormir). Tendremos el desayuno antes de salir y la cena caliente al terminar la jornada, la comida será algo sencillo durante la marcha.</p>

<p>Cualquier duda puedes escribir a espiritualidad@comillas.edu</p>
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						<title>ECAP12: 12th European Congress of Analytic Philosophy</title>
						<link>http://eventos.crue.org/event_detail/146890.html</link>
						<pubDate>Mon, 24 Aug 2026 09:30:00 +0200</pubDate>
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								<![CDATA[<p>Universidad Complutense de Madrid, Calle del Prof. Aranguren, 5, Moncloa - Aravaca, 28040 Madrid, España</p><p><span style="font-family:Arial,Helvetica,sans-serif;">More information on the web:<a data-saferedirecturl="https://www.google.com/url?q=https://analyticphilosophy.eu/ecap12/&source=gmail&ust=1775886832002000&usg=AOvVaw0LB37nzz2Ymb6D4gX6qako" href="https://analyticphilosophy.eu/ecap12/" target="_blank">https://analyticphilosophy.eu/<wbr />ecap12/</a></span></p>
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						<title>INTENSIVE SPANISH COURSE. August 2026</title>
						<link>http://eventos.crue.org/event_detail/154959.html</link>
						<pubDate>Mon, 24 Aug 2026 09:30:00 +0200</pubDate>
						<description>
								<![CDATA[<p>https://goo.gl/maps/aoPSPy9cFVeeuRQy8, Avenida de Juan de Herrera, 6</p><p><span style="font-size:20px;"><span style="color:#ffffff;"><strong><span style="background-color:#3498db;">INTENSIVE SPANISH COURSE. - August/September</span></strong></span></span><span style="font-size:20px;"><span style="color:#ffffff;"><strong><span style="background-color:#3498db;"> 2026</span></strong></span></span></p>

<p>The  INTENSIVE SPANISH COURSES are designed for<span style="color:#0000ff;"> </span><strong>international students coming to Madrid</strong> to start or continue their studies at the <em>Universidad Politécnica de Madrid (UPM). </em>It is best suited for those who intend to spend a term or a year studying at a Spanish University and require a working and communicative knowledge of the spanish language. It is a<span style="color:#0000ff;"> </span><strong>2-week-long course</strong> that includes a wide range of <strong>cultural activities</strong><span style="color:#0000ff;"> </span>across Madrid, as well as an <strong>intensive scheme in the classroom</strong><span style="color:#0000ff;">.</span></p>
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						<title>SEMINARIOS: 1- “CINE OCULTO: UNA DÉCADA DE CINE VENEZOLANO (2015-2025)&quot;  2- “DOUGLAS SIRK: EL (TECHNI) COLOR DEL DESEO”</title>
						<link>http://eventos.crue.org/event_detail/155554.html</link>
						<pubDate>Wed, 26 Aug 2026 10:30:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Aula 5 (sótano 2), Plaza Colegio de Santa Cruz, 6, 47002 Valladolid, España</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"><b><span style="font-size:14.0pt"><span style="line-height:107%"><span arial="" style="font-family:">SEMINARIO I: <span style="color:#0070c0">“</span></span></span></span></b><b><i><span style="font-size:14.0pt"><span style="line-height:107%"><span arial="" style="font-family:"><span style="color:#0070c0">CINE OCULTO: UNA DÉCADA DE CINE VENEZOLANO (2015-2025).</span></span></span></span></i></b></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><u><span style="font-size:14.0pt"><span arial="" style="font-family:"><span style="color:#121212">Fechas:</span></span></span></u><b><span style="font-size:14.0pt"><span arial="" style="font-family:">  <span style="color:red">26 de agosto de </span><span style="color:#121212">2026</span></span></span></b></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><u><span style="font-size:14.0pt"><span arial="" style="font-family:"><span style="color:#121212">Horario</span></span></span></u><span style="font-size:14.0pt"><span arial="" style="font-family:"><span style="color:#121212">:<b> De 10:30 a 13:30h</b></span></span></span></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><u><span style="font-size:14.0pt"><span arial="" style="font-family:"><span style="color:#121212">Lugar</span></span></span></u><b><span style="font-size:14.0pt"><span arial="" style="font-family:"><span style="color:#121212">:</span></span></span></b><b><span style="font-size:14.0pt"><span arial="" style="font-family:"> <span style="color:red">Aula 5 (Sótano 2). </span><span style="color:#121212">Edificio Rector Tejerina. Plaza de Santa Cruz, 6</span></span></span></b></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><b><span style="font-size:14.0pt"><span arial="" style="font-family:"><span style="color:#121212"> Imparte el Seminario: </span></span></span></b><b><span style="font-size:14.0pt"><span arial="" style="font-family:">Robert Andrés Gómez Barrios</span></span></b></span></span></span></p>

<p style="margin-bottom:16px; text-align:justify"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><b><u><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:#242424">Descripción del Seminario</span></span></span></span></u></b><b><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:#242424">:</span></span></span></span></b></span></span></span></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"><span style="font-size:14.0pt"><span style="line-height:107%"><span arial="" style="font-family:">Aproximación a las coordenadas estéticas, temáticas y creativas del Cine Venezolano durante la década pasada. Un arco que se inicia con el triunfo del film DESDE ALLÁ (2015) de Lorenzo Vigas, León de Oro en Venecia, primer galardón  concedido por este festival a un film latinoamericano. A partir de este hito protagonizado por una cinematografía que para entonces superaba ya su primer siglo de existencia, se plantean las siguientes preguntas: ¿Qué impacto tiene en la nueva generación de creadores? ¿Cómo influye el contexto país en una cinematografía acostumbrada a dialogar con el espectador? ¿Qué valor adquieren las historias y el abordaje de géneros muy poco habituales en la filmografía venezolana? ¿Existe un nuevo punto de vista desde el cine sobre el país? ¿Cuál es su proyección más allá del territorio nacional? ¿Qué relación sostiene con los territorios internacionales y las plataformas digitales? Ficción, documental, cortos y largos. Un nutrido universo para explorar y elegir.</span></span></span></span></span></span></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"><span style="font-size:14.0pt"><span style="line-height:107%"><span arial="" style="font-family:">Un epílogo: La Escuela de Medios Audiovisuales de la Universidad de los Andes (EMA), que continuó la actividad del desaparecido Departamento de Cine de la misma Universidad, es hoy el principal semillero de creadores cinematográficos del país. </span></span></span></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><b><span style="font-size:14.0pt"><span arial="" style="font-family:"> SEMINARIO II: <span style="color:#0070c0">“<i>DOUGLAS SIRK: EL (TECHNI) COLOR DEL DESEO</i>”</span></span></span></b></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><u><span style="font-size:14.0pt"><span arial="" style="font-family:"><span style="color:#121212">Fechas:</span></span></span></u><b><span style="font-size:14.0pt"><span arial="" style="font-family:"> <span style="color:red">27 y 28 de agosto de 2026</span></span></span></b></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><u><span style="font-size:14.0pt"><span arial="" style="font-family:"><span style="color:#121212">Horario</span></span></span></u><span style="font-size:14.0pt"><span arial="" style="font-family:"><span style="color:#121212">:<b> De 10:30 a 13:30h</b></span></span></span></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><u><span style="font-size:14.0pt"><span arial="" style="font-family:"><span style="color:#121212">Lugar</span></span></span></u><b><span style="font-size:14.0pt"><span arial="" style="font-family:"><span style="color:#121212">:</span></span></span></b><b><span style="font-size:14.0pt"><span arial="" style="font-family:"> <span style="color:red">Aula 5 (Sótano 2). </span><span style="color:#121212">Edificio Rector Tejerina. Plaza de Santa Cruz, 6</span></span></span></b></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><b><span style="font-size:14.0pt"><span arial="" style="font-family:"><span style="color:#121212">Imparte el Seminario: Jordi Costa Vila</span></span></span></b></span></span></span></p>

<p style="margin-bottom:16px; text-align:justify"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><b><u><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:#242424">Descripción del Seminario</span></span></span></span></u></b><b><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:#242424">:</span></span></span></span></b></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:#242424">Maltratados en su momento por la crítica, los melodramas a todo color que dirigió Douglas Sirk para la Universal en los años 50 encarnan un fascinante caso de estudio en la historia del análisis cinematográfico. Formalistas, excesivos e inagotables, títulos como “Obsesión”, “Sólo el cielo lo sabe”, “Escrito sobre el viento” e “Imitación a la vida” elaboran un sutil discurso crítico sobre una América especialmente pagada de sí misma, al tiempo que cumplen con todas las exigencias de su género cinematográfico. La reivindicación de la crítica francesa y, en nuestro país, la labor analítica de un cineasta como Antonio Drove contribuyeron a la necesaria reivindicación de estos trabajos, influencia fundamental en la obra de cineastas posteriores como Almodóvar, Fassbinder, Wong Kar Wai, John Waters o Todd Haynes, entre muchos otros. Este seminario propone, así, volver a Sirk para seguir explotando el potencial seductor de sus obras maestras.</span></span></span></span></span></span></span></p>

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<p style="margin-bottom:11px; text-align:justify"><u><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><b><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:#121212">DESTINATARIOS</span></span></span></span></b></span></span></span></u></p>

<p style="margin-bottom:11px; text-align:justify"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:#121212">Los Seminarios están dirigidos a cualquier persona interesada en el tema.</span></span></span></span></span></span></span></p>

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<p style="margin-bottom:11px; text-align:justify"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><b><u><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:#121212">INSCRIPCIONES:</span></span></span></span></u></b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><b><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:#121212">■ PROCEDIMIENTO PARA FORMALIZAR LA MATRÍCULA:<br />
<br />
- </span></span></span></span></b><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:#121212">Cumplimentar el formulario y abonar la matrícula en la siguiente dirección: </span></span></span></span><b><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:#0070c0">https://eventos.uva.es/</span></span></span></span></b></span></span></span></p>

<p style="margin-bottom:11px; text-align:justify"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><b><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:#121212">- </span></span></span></span></b><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:#121212">Una vez abonada la matrícula, se enviará la siguiente documentación al correo electrónico </span></span></span></span><a href="mailto:catedra.cine@uva.es"><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:blue">catedra.cine@uva.es</span></span></span></span></a><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:#121212">, o bien se presentará copia en la Secretaría de la Cátedra, sita en Plaza de Santa Cruz, 6  4ª planta, despacho 404:</span></span></span></span></span></span></span></p>

<ul>
	<li style="margin-left:16px; text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:list 36.0pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:#121212"> Justificante del pago</span></span></span></span></span></span></span></span></li>
	<li style="margin-bottom:11px; margin-left:16px; text-align:justify"><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:list 36.0pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:black">Los miembros de la Comunidad universitaria deberán acreditar su pertenencia a la misma presentando la tarjeta de la UVa.</span></span></span></span></span></span></span></span></li>
</ul>

<p style="margin-bottom:11px; text-align:justify"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:#121212">Una vez recibida la documentación, le confirmaremos, por correo electrónico, su admisión.<b> </b></span></span></span></span></span></span></span></p>

<ul style="list-style-type:square">
	<li style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:150%"><span style="tab-stops:list 36.0pt"><span style="font-family:Calibri,sans-serif"><b><u><span style="font-size:14.0pt"><span style="background:white"><span style="line-height:150%"><span arial="" style="font-family:"><span style="color:#121212">Nº de Plazas</span></span></span></span></span></u></b><b><span style="font-size:14.0pt"><span style="background:white"><span style="line-height:150%"><span arial="" style="font-family:"><span style="color:#121212">: 120 para cada Seminario. </span></span></span></span></span></b><span style="font-size:14.0pt"><span style="background:white"><span style="line-height:150%"><span arial="" style="font-family:"><span style="color:#121212">Se respetará el orden de inscripción.</span></span></span></span></span></span></span></span></span></li>
	<li style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:150%"><span style="tab-stops:list 36.0pt"><span style="font-family:Calibri,sans-serif"><b><u><span style="font-size:14.0pt"><span style="background:white"><span style="line-height:150%"><span arial="" style="font-family:"><span style="color:#121212">Plazo de inscripción y matrícula</span></span></span></span></span></u></b><b><span style="font-size:14.0pt"><span style="background:white"><span style="line-height:150%"><span arial="" style="font-family:"><span style="color:#121212">: Del 17 de julio al 16 de agosto de 2026</span></span></span></span></span></b></span></span></span></span></li>
	<li style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:150%"><span style="tab-stops:list 36.0pt"><span style="font-family:Calibri,sans-serif"><b><u><span style="font-size:14.0pt"><span style="background:white"><span style="line-height:150%"><span arial="" style="font-family:"><span style="color:#121212">Tasas de matrícula</span></span></span></span></span></u></b><b><span style="font-size:14.0pt"><span style="background:white"><span style="line-height:150%"><span arial="" style="font-family:"><span style="color:#121212">: </span></span></span></span></span></b></span></span></span></span></li>
</ul>

<ol style="list-style-type:upper-alpha">
	<li style="margin-left:15px; text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:list 36.0pt"><span style="font-family:Calibri,sans-serif"><b><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:#0070c0">Seminario I (3 horas), el 26-8-2026:</span></span></span></span></b></span></span></span></span></li>
</ol>

<p style="margin-left:47px; text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:black">- Matrícula general: <strong>1</strong><b>0€ </b></span></span></span></span></span></span></span></p>

<p style="margin-left:47px; text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:#121212">- Matrícula reducida: </span></span></span></span><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:black"><b>7€</b></span><span style="color:#121212"> </span></span></span></span><b><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:#c00000">(Únicamente para aquellos que se matriculen también en el Seminario del Profesor Jordi Costa)</span></span></span></span></b></span></span></span></p>

<p style="margin-left:28px; text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:black">B.<b> </b></span></span></span></span><b><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:#0070c0">Seminario II (6 horas), los días 27 y 28 de agosto:</span></span></span></span></b></span></span></span></p>

<p style="margin-left:47px; text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:black">- Matrícula general: <b>20€ </b></span></span></span></span></span></span></span></p>

<p style="margin-left:47px; text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:#121212">- Matrícula reducida: <strong>Miembros de la Comunidad Universitaria</strong> <b>UVa: 15</b> €</span></span></span></span></span></span></span></p>

<ul style="list-style-type:square">
	<li style="margin-left:16px; text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:list 36.0pt"><span style="font-family:Calibri,sans-serif"><a name="_Hlk235011055"><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:#121212">Se expedirá un Certificado de asistencia para lo que será necesario firmar las hojas de control a la entrada del Aula.</span></span></span></span></a></span></span></span></span></li>
</ul>

<div>
<hr align="left" size="1" width="100%" /></div>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><b><u><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:#121212">MÁS INFORMACIÓN</span></span></span></span></u></b><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:#121212">: </span></span></span></span></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:#121212">Cátedra de Cine</span></span></span></span></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:#121212">Edificio Rector Tejerina. Plaza de Santa Cruz, 6. Despacho 404</span></span></span></span></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:#121212">Horario: de lunes a viernes, de 12 a 14 horas</span></span></span></span></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><b><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:#121212">Teléfono: 983 187 805</span></span></span></span></b></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><a href="mailto:catedra.cine@uva.es"><b><span style="font-size:14.0pt"><span style="background:white"><span arial="" style="font-family:"><span style="color:blue">catedra.cine@uva.es</span></span></span></span></b></a></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><b><u><span style="font-size:14.0pt"><span arial="" style="font-family:">Organización</span></span></u></b><span style="font-size:14.0pt"><span arial="" style="font-family:">: Cátedra de Historia y Estética de la Cinematografía de la Universidad de Valladolid.</span></span></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><b><span style="font-size:14.0pt"><span arial="" style="font-family:">AVISO</span></span></b><span style="font-size:14.0pt"><span arial="" style="font-family:">: La Universidad de Valladolid cierra sus instalaciones del 3 al 16 de agosto, ambos inclusive.</span></span></span></span></span></p>

<p style="margin-bottom:11px"> </p>

<p style="margin-bottom:11px"> </p>
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						<title>Defensa de la tesis doctoral &quot;Study on the Rights of Victims of Sexual Abuse Against Minors and Vulnerable Adults in Current Penal Canon Law in Light of Internationally Recognized Minimum Standards of Protection&quot; de Yeshica Marianne Umaña Calderón</title>
						<link>http://eventos.crue.org/event_detail/156781.html</link>
						<pubDate>Wed, 26 Aug 2026 12:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Sala de Conferencias, Calle de Alberto Aguilera, 23, Madrid, España</p><p>La Doctoranda<br />
D.ª YESHICA MARIANNE UMAÑA CALDERÓN<br />
defenderá públicamente su TESIS DOCTORAL,<br />
el día 26 de agosto de 2026 a las 12:00 horas<br />
“STUDY ON THE RIGHTS OF VICTIMS OF SEXUAL ABUSE AGAINST MINORS AND VULNERABLE ADULTS IN CURRENT PENAL CANON LAW IN LIGHT OF INTERNATIONALLY RECOGNIZED MINIMUM STANDARDS OF PROTECTION”<br />
dirigida por los profesores doctores D. Miguel Campo Ibáñez y Dª. Myriam Wijlens</p>

<p><strong>Facultad de Derecho Canónico</strong></p>
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						<title>Congreso Internacional de Educación: Patrimonio y Creatividad (EPAC X)</title>
						<link>http://eventos.crue.org/event_detail/147594.html</link>
						<pubDate>Mon, 31 Aug 2026 09:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Universidad de Valladolid : Vicerrectorado del Campus Duques de Soria, Calle Universidad, Soria, España</p><p>Del 31 agosto al 2 de septiembre de 2026 tendrá lugar el <a href="http://epac.es/" rel="noopener noreferrer" target="_blank"><strong>Congreso Internacional de Educación, Patrimonio y  Creatividad</strong></a></p>

<p>El congreso pretende incidir en el valor del patrimonio como vehículo para la formación integral de la persona, así como la validez de la creatividad para el desarrollo de la inteligencia, la expresión y las capacidades humanas y profesionales.</p>

<p>A lo largo del congreso se explorará la conexión de los ámbitos: patrimonial, creativo y educativo compartiendo experiencias docentes, investigadoras e innovadoras desde una visión multidisciplinar y con ánimo de reflexión e intercambio de ideas.</p>

<p>El congreso está dirigido a profesionales de la educación formal y no formal, gestores del ámbito cultural y patrimonial, investigadores e interesados en intercambiar conocimientos sobre los entornos científicos de las disciplinas que conforman el congreso.</p>

<p align="justify">Las inscripciones al congreso están abiertas: <strong><a href="http://epac.es/inscripciones/" rel="noopener noreferrer" target="_blank">Inscripciones Congreso Internacional de Educación, Patrimonio y Creatividad</a></strong></p>

<p><strong>Web del Congreso:</strong> <a href="http://epac.es/" rel="noopener noreferrer" target="_blank"><strong>Congreso Internacional de Educación, Patrimonio y  Creatividad</strong></a></p>
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						<title>17th Young Set Theory Workshop</title>
						<link>http://eventos.crue.org/event_detail/148971.html</link>
						<pubDate>Mon, 31 Aug 2026 09:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Facultat de Matemàtiques i Informàtica, Gran Via de les Corts Catalanes, 585, Eixample, 08007 Barcelona</p><p>This September, the University of Barcelona will be hosting the 17th annual edition of the Young Set Theory Workshop. This beloved international workshop is distinctive for taking early career set theorists as its primary audience (although more general attendance is both customary and welcome), and is organized around four three-part tutorials from more senior experts on a range of set theoretic topics, along with six invited talks from more junior researchers.</p>

<p>To get in contact with the Workshop organizers, please use the Contact section on this website, or send an email to <a href="mailto:ystw2026bcn@gmail.com">ystw2026bcn@gmail.com</a>.</p>
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						<title>EMS Summer School 2026</title>
						<link>http://eventos.crue.org/event_detail/151649.html</link>
						<pubDate>Mon, 31 Aug 2026 09:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Facultat de Ciències</p><h2>Membrane Technologies for Water Treatment: From Fundamentals and Lab Practice to Full-Scale Implementation</h2>

<h3>31th of August to the 4 th of September 2026</h3>

<p>The EMS Summer School 2026 will take place at the University of Girona (Spain) and is organized under the umbrella of the Spanish Research Network on Membrane Science and Technology for Water Treatment (MEMBRANET). This network, funded by the Spanish Ministry of Science, Innovation and Universities (MICIU) through the State Research Agency (AEI), is coordinated by the Complutense University of Madrid (UCM) and brings together 11 research groups from 7 universities and 3 research centers across Spain.</p>

<p>The UdG–LEQUIA team has solid experience in hosting international training activities, having successfully organized the 2023 Summer School on Membranes for Water Processes within the BIP Erasmus+ Programme.</p>

<p><img alt="Riu Onyar view from the city center of Girona" src="/getFiles/hash/MzMGZ3MDOxYzM0ImNmVGOjdzM4UTMlZGMIzY0QjY4cz:MGV4cVY0VXlvMWZuRTl6RENDUm4waHdQelR0eVVvNXFsR3A5QmZWOTVQK0QyYVNMbXE1T0l2QlF5MGRoWGt4YjR1NU1JWjRSSUFqRmZYenVMUlczSWw5T3krWkVmUUZaZTh2TlVhcGNZd2VYOHUxbVpJRkJybC94Z2s2N280d2JZNkNMMk05TUJKVkg4RmpOUnJVQThOdkxXcUc4OFl2Vjh3VFljUkpPczI2U0Vlemk5emJlOFZVY0dLWFExbnlpTjV5VTB6ai9hNExwdnN0U0k2R1Iwdz09" style="width: 100%;" /></p>

<h3>Course Objectives</h3>

<p>This Summer School is aimed at postgraduate students and early career professionals seeking advanced training in membrane science and membrane-based water treatment processes. The program offers a strong scientific foundation in membrane engineering, with a special focus on key filtration processes—including microfiltration, ultrafiltration, and reverse osmosis—combined with practical insights into their real-world implementation in water treatment systems.</p>

<p>Participants will gain hands-on laboratory experience, working on experimental setups aligned with their research interests and learning how to design, operate, and evaluate membrane systems. To ensure high-quality practical sessions and small-group work, registration is limited to 30 participants.</p>

<h3>Academic and Industry Perspectives</h3>

<p>The course brings together leading academic experts who will cover the fundamental principles of membrane engineering, alongside industry partners who will provide practical viewpoints on technology deployment, innovation pathways, and business opportunities in the membrane sector.</p>

<h3>A Collaborative Learning Experience</h3>

<p>Beyond technical training, the Summer School offers a unique opportunity to collaborate in teams, share knowledge, and build professional connections with fellow participants, researchers, and industry professionals working in membrane science and technology.<br />
 </p>

<div class="row">
<div class="col-md-2"><img alt="Universitat de Girona" src="/getFiles/hash/OzczY5AjNjN2MygjNxETYzcTOkBDM2gTMMmMmRTZkVT:RklHQVVtenIvb2ZnZGdNUWkxVEdYSzVRa0hLWllRUnhVNHFUb2ZWenRYNEt6by9pbmthOFFTWWFXMG9SUHRHVmhzOUJCNHNUeUZNRnEvWGlOenA1ZUJQUU9CNmMvdTJKcVVZdXIwam5VemNxdkFZdXc1a1hmVTVHQzZyVy8zcGlyc0hPZVpYQWJhOWZHSlEzSUxlNGtaVHdzdGxncXV6b3ZRZ2tWNVBJZklHOC95Q05ERGhYakR3cGRYNVU5UHlI" style="width: 100%;" /></div>

<div class="col-md-4"><img alt="LEQUIA UDG ECO-INNOVATIVE ENVIRONMENTAL SOLUTIONS" src="/getFiles/hash/YxU2YkRDOlJDZmV2N3UjMxYzY4MDO0QjMADN5YjMmNz:U3FZOFYxMVgyQU1yODJGZ0ZYSGxESndzcnNYNlJvMVhXT0FiWEoyS1NSM3R3aGtGYjlscVBoQ3NEVjV0R0hNTEhXNlVERTVSR2FTelZtZWJYektJL2Rva3BiOHNmbktzcnR2VmtoMzVWRXJoS0pvWWJ0bGYwTW0xYnlYdnZuWFM4YXFaUGExS09zWkhRVUdoeWxXZlBnbERXOWx1Z0VlSEcwempTdVA4dGNzbEZYQ2p3ME9NeDl6SUFRSllhUGdXR3l0b3JZeUNmbHdFYkhTZ2RUZXMwQT09" style="width: 100%;" /></div>

<div class="col-md-2" style="text-align:center;"><img alt="MEMBRANET" src="/getFiles/hash/NkZjN1MTZmZWMxUWM3MTO1IjYzMDZ2ETNMDOlljM5QG:bGhYVDloSDVhM2tNL0hrVnl6T3VwK0dwV3RuU205Vm91YTM4a2dKd2VESkYwTkN5blByV3hXd1lkYUI3RlVaV3VIdDBoQkdlUUJpamI0SW05VjA0STEvQ0JkMjBvUDB1NmFDVDJGdlJLZXRweVdBajlrWHErdm1iazVPYU55UzJGZG1LSFJta254TTl2cFo3ZjFhMmxGK1pibCtTRE9Od21tbitoZjB1a0lxcWQvQncxNERleDd2MXg4a0lMcTg3M2VDTVczdDdaOEh6TDYwWTNpSTN5QT09" style="width: 60%;" /></div>

<div class="col-md-4"><img alt="Ministerio de Ciencia, Innovación y Universidades" src="/getFiles/hash/M3YjYyQGNxkTMmRzNkNDO4MDOhFzYkVjNQWZ0YWNhFG:OXpFYjVHMmFXNWJORnhVKzdhS2FsVnJ2RldmTFIyRTZzNUpZVU0yZ0VnVktOcXRCODFBaEEvTk1mRktNOXdDcVNDcnA4TTMzb0d4NVR2MlU0c3FWc0lhNXcxWE5vSzdza01jY2pjdzJwRHhsQmFXUHJrNW5zNlM5STVLOGI3U2VjeUFVV1RzdTN5eUozWFFTZHZOQ0tFcHIwTWZqdFFmRzl5blR3aHZEQ1dnQUNOVzYwdG5oaHI0Sktob0l5QVhvTU0zR3cwVkc4UVpxandnYXhWYjlqQT09" style="width: 100%;" /></div>
</div>
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						<title>Exposició &quot;Intervals: formes de recerca comparada en l&#39;assaig audiovisual entre figures actorals i motius visuals en l&#39;esfera pública&quot;</title>
						<link>http://eventos.crue.org/event_detail/157012.html</link>
						<pubDate>Mon, 31 Aug 2026 17:30:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Campus del Poblenou, Carrer de Roc Boronat, Barcelona, Espanya</p><p><img alt="" src="/_files/_event/_101765/_editorFiles/file/calendar-days-solid-_1_.jpg" style="width: 30px; height: 34px; margin: 10px; float: left;" /><strong>Data</strong><br />
31 d&apos;agost del 2026, de 17.30 a 19.00 h</p>

<hr />
<p><img alt="" src="/_files/_event/_101765/_editorFiles/file/thumbtack-solid.jpg" style="width: 30px; height: 40px; float: left; margin: 10px;" /><strong style="font-size: 13px;">Lloc</strong><br />
Sala Aranyó- Edifici 55. Tànger - Campus del Poblenou, Universitat Pompeu Fabra</p>

<p> </p>

<h2>Sobre la sessió</h2>

<p>En aquesta sessió es presenten els panells de l&apos;exposició Intervals: formes de recerca comparada en l&apos;assaig audiovisual entre figures actorals i motius visuals en l&apos;esfera pública, que recullen els processos de recerca, documentació i muntatge dels assajos audiovisuals que conformen l&apos;exposició. Els panells constitueixen una aproximació als fonaments metodològics que sustenten el treball creatiu de les diverses investigadores, tot fent visibles els processos d&apos;anàlisi, selecció i articulació dels materials audiovisuals desenvolupats en cada peça.</p>

<p>L&apos;exposició es un projecte col·laboratiu de transferencia del coneixement entre els projectes Mutaciones de los Motivos Visuales en la Esfera Pública. Representaciones del poder en España 2017-2021: pandemia, cambio climático, identidades de género y conflictos raciales REF: PID2021-126930OB-I00 i Producción de nuevas subjetividades en los personajes femeninos y las actrices: el cine español del final de la dictadura a la post-transición (1975-1992) REF: PID2021-124377NB-I00.  </p>

<hr />
<p><strong>Requereix inscripció prèvia. Només s&apos;expediran certificats d&apos;assistència a les persones que hagin formalitzat la seva inscripció i assistit a les sessions.</strong></p>

<hr />
<p> </p>

<h2>Organitza</h2>

<p><a href="upf.edu/web/comunicacio"><img alt="" src="/_files/_event/_111286/_editorFiles/file/DEPT_comt_rgb_hcat.png" style="width: 350px; height: 71px;" /></a></p>

<h2> </h2>
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						<title>Introducción al Análisis de Estructuras mediante SAP2000 (edición 3)</title>
						<link>http://eventos.crue.org/event_detail/153877.html</link>
						<pubDate>Tue, 01 Sep 2026 00:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Universidad Politécnica de Madrid, Madrid, España</p><!--
<p style="text-align: center;"><iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" allowfullscreen="" frameborder="0" height="315" referrerpolicy="strict-origin-when-cross-origin" src="https://www.youtube.com/embed/p_bWe1TC6Ik?si=Jm_tSnaB9dt0K1pz" title="YouTube video player" width="560"></iframe></p>
-->
<p> </p>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui="">Para matricularte en este MOOC pulsa sobre <strong>"Inscribirse"</strong>. Te dirigirá a UPM En Abierto, donde deberás identificarte con tu correo UPM o como usuario externo a la universidad e introducir la clave de matriculación:</p>

<div align="center">
<div style="background-color: #0078DC; padding: 10px 20px; display: inline-block; border-radius: 5px;"><a href="https://moodle.upm.es/en-abierto/enrol/index.php?id=445" style="text-decoration: none;" target="_blank"><span style="color: #ffffff; font-weight: bold;">INSCRIBIRSE</span> </a></div>

<p style="color:#0078DC "><strong>Clave de matriculación: sap2000</strong></p>
</div>

<p>Este MOOC se imparte en UPM En Abierto y podrás obtener de manera gratuita un <strong>Diploma de Superación</strong> del curso al superar el 50% de la calificación total del mismo.</p>

<div align="center">
<table>
	<tbody>
		<tr>
			<td>
			<div align="center">
			<div style="background-color: #0078DC; padding: 10px 20px; display: inline-block; border-radius: 5px;"><a href="https://eventos.upm.es/mooc" style="text-decoration: none;" target="_blank"><span style="color: #ffffff; font-weight: bold;">ACCESO A TODA LA OFERTA DE MOOC EN LA UPM</span> </a></div>
			</div>
			</td>
			<td><img alt="" src="/getFiles/hash/MkRmY0ADN2UWN4kzYjF2NyEWN0ATM4IjZkTOlNGOlZD:WksvOUtDQ0F1YmZ0UG5vUDRwZ0pyYklaUzJkVHdXNU0zbVJtK2U3enlVSnNMcGtXOUtLUWRncVBSTnRldkdRY3VJT2dXNnR4Y04vaVhIQ0lWK0xOdGFNTHR2T3gwWmVSRng3Tk95eUo2eldOdENEOHkzQW1HYy9LUTI0SDlwSG4rdTlhci9ndW0vb0dnQUg3QjBxMy9DMkNockZ4VGdBNWltclpiOEx2dmRxbEFpV3E1aFRPdjJNczlUNDZUc3FkNXFaZGlJcy94eGNoV2txcXhYK1ozdz09" style="height: 100px;" /></td>
		</tr>
	</tbody>
</table>
</div>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""> </h5>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41);" ui=""><strong>Duración del curso</strong></h5>

<p>50 horas (10 semanas).</p>

<p> </p>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong style="box-sizing: border-box; font-weight: bolder;">Descripción del curso</strong></h5>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui="">Este curso se orienta a la utilización del programa SAP-2000 como herramienta de cálculo de estructuras. Se trata por tanto de una introducción al análisis de estructuras con ayuda de un programa de cálculo, explorando las principales funcionalidades del programa y proporcionando los conceptos necesarios para evaluar de forma crítica los resultados devueltos por el programa.</p>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""> </h5>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong style="box-sizing: border-box; font-weight: bolder;">Objetivos del curso</strong></h5>

<p id="yui_3_17_2_1_1726590946885_912">Con la realización del curso se espera que los estudiantes que lo terminen adquieran los siguientes</p>

<ul>
	<li>Conocer los fundamentos del análisis de estructuras a través de un programa de cálculo de estructuras reconocido.</li>
	<li>Aprender los fundamentos de la modelización de estructuras mediante una herramienta informática.</li>
	<li>Conocer las limitaciones de los modelos informáticos.</li>
	<li>Hacer aflorar conceptos fundamentales de la teoría de estructuras.</li>
	<li>Adquirir unas destrezas básicas del uso de la herramienta.</li>
</ul>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""> </h5>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong style="box-sizing: border-box; font-weight: bolder;">¿A quién va dirigido el curso?</strong></h5>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui="">Este curso está dirigido a estudiantes de arquitectura e ingeniería interesados en el campo de las estructuras.</p>

<p> </p>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong style="box-sizing: border-box; font-weight: bolder;">Conocimientos previos recomendados</strong></h5>

<ul id="yui_3_17_2_1_1726590946885_1013">
	<li id="yui_3_17_2_1_1726590946885_1012"> Conocimientos básicos sobre comportamiento mecánico de materiales estructurales.</li>
	<li>Conocimientos medios sobre análisis de estructuras de edificación.</li>
	<li>Conocimientos básicos de simulación mediante SAP-2000.</li>
</ul>

<p> </p>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong>Requisitos técnicos</strong></h5>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui="">Acceso al programa SAP-2000 (disponible en el escritorio virtual de la UPM).</p>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""> </p>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong style="box-sizing: border-box; font-weight: bolder;">Sistema de evaluación</strong></h5>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui="">En curso consta de 10 ejercicios prácticos y en cada uno de ellos se debe desarrollar un modelo de SAP-2000. Para su calificación de debe exportar el modelo al formato $2k y enviarlo a la dirección mooc.etsam@gmail.com. Los ejercicios serán calificados de 0 a 10 y para la superación del curso se deben aprobar todos los ejercicios (mínimo 5 puntos).</p>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""> </p>
]]>
						</description>
					</item>
										<item>
						<title>Piezas 3D: Potenciando tu visión espacial (edición 4)</title>
						<link>http://eventos.crue.org/event_detail/156996.html</link>
						<pubDate>Tue, 01 Sep 2026 00:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Universidad Politécnica de Madrid, Madrid, España</p><p style="text-align: center;"><iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" allowfullscreen="" frameborder="0" height="315" referrerpolicy="strict-origin-when-cross-origin" src="https://www.youtube.com/embed/p_bWe1TC6Ik?si=Jm_tSnaB9dt0K1pz" title="YouTube video player" width="560"></iframe></p>

<p> </p>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui="">Para matricularte en este MOOC pulsa sobre <strong>"Inscribirse"</strong>. Te dirigirá a UPM En Abierto, donde deberás identificarte con tu correo UPM o como usuario externo a la universidad e introducir la clave de matriculación:</p>

<div align="center">
<div style="background-color: #0078DC; padding: 10px 20px; display: inline-block; border-radius: 5px;"><a href="https://moodle.upm.es/en-abierto/enrol/index.php?id=448" style="text-decoration: none;" target="_blank"><span style="color: #ffffff; font-weight: bold;">INSCRIBIRSE</span> </a></div>

<p style="color:#0078DC "><strong>Clave de matriculación: piezas3D</strong></p>
</div>

<p>Este MOOC se imparte en UPM En Abierto y podrás obtener de manera gratuita un <strong>Diploma de Seguimiento </strong>del curso al superar el 50% de la calificación total del mismo.</p>

<p>Todos los cursos MOOC de la UPM son <strong>online, asíncronos y gratuitos</strong>.</p>

<div align="center">
<table>
	<tbody>
		<tr>
			<td>
			<div align="center">
			<div style="background-color: #0078DC; padding: 10px 20px; display: inline-block; border-radius: 5px;"><a href="https://eventos.upm.es/mooc" style="text-decoration: none;" target="_blank"><span style="color: #ffffff; font-weight: bold;">ACCESO A TODA LA OFERTA DE MOOC EN LA UPM</span> </a></div>
			</div>
			</td>
			<td><img alt="" src="/getFiles/hash/MkRmY0ADN2UWN4kzYjF2NyEWN0ATM4IjZkTOlNGOlZD:WksvOUtDQ0F1YmZ0UG5vUDRwZ0pyYklaUzJkVHdXNU0zbVJtK2U3enlVSnNMcGtXOUtLUWRncVBSTnRldkdRY3VJT2dXNnR4Y04vaVhIQ0lWK0xOdGFNTHR2T3gwWmVSRng3Tk95eUo2eldOdENEOHkzQW1HYy9LUTI0SDlwSG4rdTlhci9ndW0vb0dnQUg3QjBxMy9DMkNockZ4VGdBNWltclpiOEx2dmRxbEFpV3E1aFRPdjJNczlUNDZUc3FkNXFaZGlJcy94eGNoV2txcXhYK1ozdz09" style="height: 100px;" /></td>
		</tr>
	</tbody>
</table>
</div>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""> </h5>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41);" ui=""><strong>Duración del curso</strong></h5>

<p>50 horas (7 semanas).</p>

<p> </p>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong style="box-sizing: border-box; font-weight: bolder;">Descripción del curso</strong></h5>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui="">Curso para la mejora de la visión espacial mediante piezas 3d descargables de dificultad creciente y ejercicios de búsqueda en la imagen.</p>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""> </h5>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong style="box-sizing: border-box; font-weight: bolder;">Objetivos del curso</strong></h5>

<p>El objetivo principal del MOOC es facilitar un recurso para mejorar la competencia de Visión Espacial, de una manera innovadora respecto a los recursos disponiblesactualmente en internet.</p>

<p>Otros objetivos que también se pretenden son:</p>

<ul>
	<li>Realizar un curso que sea atractivo para los alumnos, centrado en la práctica y con materiales novedosos.</li>
	<li>Mejorar la competencia de los alumnos preuniversitarios en Dibujo Técnico, para facilitar su incorporación a la Universidad, así como para fomentar un mayor interés por las carreras técnicas.</li>
</ul>

<p>El principal objetivo de aprendizaje es mejorar la inteligencia visual espacial, entendiendo ésta como “la capacidad de percepción de la realidad y sus detalles para la formación de modelos mentales que puedan ser rotados y manipulados de manera<br />
abstracta, o bien reproducidos gráficamente”.</p>

<p>A partir de ella se pueden especificar los siguientes objetivos:</p>

<ul>
	<li>Identificar y manipular formas y objetos en el espacio: los estudiantes aprenderán a identificar diversas formas geométricas y serán capaces de manipular estos objetos visualmente.</li>
	<li>Visualizar estructuras tridimensionales: los estudiantes aprenderán a representar objetos en tres dimensiones (imaginar, planificar y modelar estructuras espaciales), lo que mejorará su comprensión de cómo diferentes elementos interactúan y se relacionan en un espacio</li>
</ul>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""> </h5>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong style="box-sizing: border-box; font-weight: bolder;">¿A quién va dirigido el curso?</strong></h5>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui="">Alumnos de Educación Secundaria Obligatoria y Alumnos de Bachillerato Alumnos de Primer Curso de Grados de Ingeniería y Arquitectura.</p>

<p> </p>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong style="box-sizing: border-box; font-weight: bolder;">Conocimientos previos recomendados</strong></h5>

<p>No se requieren conocimientos previos.</p>

<p> </p>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong>Requisitos técnicos</strong></h5>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui="">Conexión a internet. (Durante el curso se recomienda la visualización tridimensional de piezas, la cual se puede realizar mediante visores online gratuitos).</p>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""> </p>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong style="box-sizing: border-box; font-weight: bolder;">Sistema de evaluación</strong></h5>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui="">En cada módulo habrá cinco piezas 3D y para cada pieza tres ejercicios (seleccione la vista, encuentra el error y dibuja la vista). Cuestionario al final del curso de acuerdo con las bases de la convocatoria.</p>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""> </p>
]]>
						</description>
					</item>
										<item>
						<title>Basics of Economics for Engineers (edition 4)</title>
						<link>http://eventos.crue.org/event_detail/157137.html</link>
						<pubDate>Tue, 01 Sep 2026 00:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Universidad Politécnica de Madrid, Madrid, España</p><!--
<p style="text-align: center;"><iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" allowfullscreen="" frameborder="0" height="315" referrerpolicy="strict-origin-when-cross-origin" src="https://www.youtube.com/embed/GjiHdSp4svI?si=gXfJXXc0S9yN7yv1" title="YouTube video player" width="560"></iframe></p>

<p> </p>
-->
<p>Para matricularte en este MOOC pulsa sobre <strong>"Inscribirse"</strong>. Te dirigirá a UPM En Abierto, donde deberás identificarte con tu correo UPM o como usuario externo a la universidad e introducir la clave de matriculación:</p>

<div align="center">
<div style="background-color: #0078DC; padding: 10px 20px; display: inline-block; border-radius: 5px;"><a href="https://moodle.upm.es/en-abierto/enrol/index.php?id=457" style="text-decoration: none;" target="_blank"><span style="color: #ffffff; font-weight: bold;">INSCRIBIRSE</span> </a></div>

<p style="color:#0078DC "><strong>Clave de matriculación: basics-EE</strong></p>
</div>

<p>Este MOOC se imparte en UPM En Abierto y podrás obtener de manera gratuita un <strong>Diploma de Superación</strong> del curso al superar el 50% de la calificación total del mismo.</p>

<p>Todos los cursos MOOC de la UPM son <strong>online, asíncronos y gratuitos</strong>.</p>

<div align="center">
<table>
	<tbody>
		<tr>
			<td>
			<div align="center">
			<div style="background-color: #0078DC; padding: 10px 20px; display: inline-block; border-radius: 5px;"><a href="https://eventos.upm.es/mooc" style="text-decoration: none;" target="_blank"><span style="color: #ffffff; font-weight: bold;">ACCESO A TODA LA OFERTA DE MOOC EN LA UPM</span> </a></div>
			</div>
			</td>
			<td><img alt="" src="/getFiles/hash/MkRmY0ADN2UWN4kzYjF2NyEWN0ATM4IjZkTOlNGOlZD:WksvOUtDQ0F1YmZ0UG5vUDRwZ0pyYklaUzJkVHdXNU0zbVJtK2U3enlVSnNMcGtXOUtLUWRncVBSTnRldkdRY3VJT2dXNnR4Y04vaVhIQ0lWK0xOdGFNTHR2T3gwWmVSRng3Tk95eUo2eldOdENEOHkzQW1HYy9LUTI0SDlwSG4rdTlhci9ndW0vb0dnQUg3QjBxMy9DMkNockZ4VGdBNWltclpiOEx2dmRxbEFpV3E1aFRPdjJNczlUNDZUc3FkNXFaZGlJcy94eGNoV2txcXhYK1ozdz09" style="height: 100px;" /></td>
		</tr>
	</tbody>
</table>
</div>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""> </h5>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41);" ui=""><strong>Duración del curso</strong></h5>

<p>25 horas (4 semanas).</p>

<p> </p>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong style="box-sizing: border-box; font-weight: bolder;">Objetivos del curso</strong></h5>

<ul>
	<li>Comprender los supuestos básicos del funcionamiento de la economia, de acuerdo a la Teoria Económica establecida a lo largo de la historia del pensamiento económico.<br />
	 </li>
	<li>Entender y saber aplicar las metodologías básicas de medición y modelización económica, asi como su interpretación.<br />
	 </li>
	<li>Desarrollar, al menos a un nivel intuitivo, correctos esquemas de pensamiento al abordar diversos problemas económicos</li>
</ul>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""> </h5>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong style="box-sizing: border-box; font-weight: bolder;">¿A quién va dirigido el curso?</strong></h5>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui="">Es una realidad que los ingenieros, en una proporción no desdeñable, necesitan conocer los fundamentos básicos del funcionamiento dela economia para un mejor desempeño de su profesión.</p>

<p> </p>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong style="box-sizing: border-box; font-weight: bolder;">Conocimientos previos recomendados</strong></h5>

<p>Los mínimos relativos al acceso a estudios universitarios.</p>

<p> </p>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong>Requisitos técnicos</strong></h5>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui="">Conexión a internet.</p>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""> </p>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong style="box-sizing: border-box; font-weight: bolder;">Sistema de evaluación</strong></h5>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui="">Todas online, y automatizadas. Mediante cuestionarios y entrega de trabajos.</p>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""> </p>
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										<item>
						<title>Inteligencia Artificial, Competencia y Regulación (edición 3)</title>
						<link>http://eventos.crue.org/event_detail/157140.html</link>
						<pubDate>Tue, 01 Sep 2026 00:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Universidad Politécnica de Madrid, Madrid, España</p><!--
<p style="text-align: center;"><iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" allowfullscreen="" frameborder="0" height="315" referrerpolicy="strict-origin-when-cross-origin" src="https://www.youtube.com/embed/GjiHdSp4svI?si=gXfJXXc0S9yN7yv1" title="YouTube video player" width="560"></iframe></p>

<p> </p>
-->
<p>Para matricularte en este MOOC pulsa sobre <strong>"Inscribirse"</strong>. Te dirigirá a UPM En Abierto, donde deberás identificarte con tu correo UPM o como usuario externo a la universidad e introducir la clave de matriculación:</p>

<div align="center">
<div style="background-color: #0078DC; padding: 10px 20px; display: inline-block; border-radius: 5px;"><a href="https://moodle.upm.es/en-abierto/enrol/index.php?id=458" style="text-decoration: none;" target="_blank"><span style="color: #ffffff; font-weight: bold;">INSCRIBIRSE</span> </a></div>

<p style="color:#0078DC "><strong>Clave de matriculación: IA-Comp-Reg</strong></p>
</div>

<p>Este MOOC se imparte en UPM En Abierto y podrás obtener de manera gratuita un <strong>Diploma de Superación</strong> del curso al superar el 50% de la calificación total del mismo.</p>

<p>Todos los cursos MOOC de la UPM son <strong>online, asíncronos y gratuitos</strong>.</p>

<div align="center">
<table>
	<tbody>
		<tr>
			<td>
			<div align="center">
			<div style="background-color: #0078DC; padding: 10px 20px; display: inline-block; border-radius: 5px;"><a href="https://eventos.upm.es/mooc" style="text-decoration: none;" target="_blank"><span style="color: #ffffff; font-weight: bold;">ACCESO A TODA LA OFERTA DE MOOC EN LA UPM</span> </a></div>
			</div>
			</td>
			<td><img alt="" src="/getFiles/hash/MkRmY0ADN2UWN4kzYjF2NyEWN0ATM4IjZkTOlNGOlZD:WksvOUtDQ0F1YmZ0UG5vUDRwZ0pyYklaUzJkVHdXNU0zbVJtK2U3enlVSnNMcGtXOUtLUWRncVBSTnRldkdRY3VJT2dXNnR4Y04vaVhIQ0lWK0xOdGFNTHR2T3gwWmVSRng3Tk95eUo2eldOdENEOHkzQW1HYy9LUTI0SDlwSG4rdTlhci9ndW0vb0dnQUg3QjBxMy9DMkNockZ4VGdBNWltclpiOEx2dmRxbEFpV3E1aFRPdjJNczlUNDZUc3FkNXFaZGlJcy94eGNoV2txcXhYK1ozdz09" style="height: 100px;" /></td>
		</tr>
	</tbody>
</table>
</div>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""> </h5>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41);" ui=""><strong>Duración del curso</strong></h5>

<p>30 horas.</p>

<p> </p>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong style="box-sizing: border-box; font-weight: bolder;">Descripción del curso</strong></h5>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui="">Este curso ofrece un híbrido de Inteligencia Artificial y de Fundamentos de Economía y Empresa que son de interés para (actuales y futuros) profesionales de la ingeniería en el mercado.</p>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""> </h5>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong style="box-sizing: border-box; font-weight: bolder;">Objetivos del curso</strong></h5>

<ul>
	<li>Entender qué es la Inteligencia Artificial y los impactos que puede tener en un mercado que adopte o se vea impactado por su uso.</li>
	<li>Conocer las principales teorías sobre el comportamiento de la economía tanto a nivel individual como agregado.</li>
	<li>Comprender el contexto tecnológico, legal y económico, regional, nacional e internacional que rodea a la empresa, así como interpretar su impacto en la misma.</li>
	<li>Entender el funcionamiento de la IA en una economía de mercado tanto a nivel microeconómico como macroeconómico.</li>
</ul>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""> </h5>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong style="box-sizing: border-box; font-weight: bolder;">¿A quién va dirigido el curso?</strong></h5>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui="">Cualquier profesional de cualquier ingeniería -o estudiante de cualquier ingeniería- preocupado por el impacto de la IA en su sector.</p>

<p> </p>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong style="box-sizing: border-box; font-weight: bolder;">Conocimientos previos recomendados</strong></h5>

<p>MOOC "Basics of Economics for Engineers” (particularmente los vídeos 1, 2, 3, 4, 5 y 6).</p>

<p> </p>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong>Requisitos técnicos</strong></h5>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui="">Disponer de un ordenador, smartphone o videocámara para grabarse en vídeo presentando sus ideas.</p>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""> </p>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong style="box-sizing: border-box; font-weight: bolder;">Sistema de evaluación</strong></h5>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui="">Cuestionarios y entregas de trabajos (uno de cada por módulo).</p>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""> </p>
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						<title>Mercados internacionales de combustibles fósiles (edición 1)</title>
						<link>http://eventos.crue.org/event_detail/157239.html</link>
						<pubDate>Tue, 01 Sep 2026 00:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Universidad Politécnica de Madrid, Madrid, España</p><!--
<p style="text-align: center;"><iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" allowfullscreen="" frameborder="0" height="315" referrerpolicy="strict-origin-when-cross-origin" src="https://www.youtube.com/embed/GjiHdSp4svI?si=gXfJXXc0S9yN7yv1" title="YouTube video player" width="560"></iframe></p>

<p> </p>
-->
<p>Para matricularte en este MOOC pulsa sobre <strong>"Inscribirse"</strong>. Te dirigirá a UPM En Abierto, donde deberás identificarte con tu correo UPM o como usuario externo a la universidad e introducir la clave de matriculación:</p>

<div align="center">
<div style="background-color: #0078DC; padding: 10px 20px; display: inline-block; border-radius: 5px;"><a href="https://moodle.upm.es/en-abierto/enrol/index.php?id=286" style="text-decoration: none;" target="_blank"><span style="color: #ffffff; font-weight: bold;">INSCRIBIRSE</span> </a></div>

<p style="color:#0078DC "><strong>Clave de matriculación: mercados</strong></p>
</div>

<p>Este MOOC se imparte en UPM En Abierto y podrás obtener de manera gratuita un <strong>Diploma de Seguimiento </strong>del curso al superar el 50% de la calificación total del mismo.</p>

<p>Todos los cursos MOOC de la UPM son <strong>online, asíncronos y gratuitos</strong>.</p>

<div align="center">
<table>
	<tbody>
		<tr>
			<td>
			<div align="center">
			<div style="background-color: #0078DC; padding: 10px 20px; display: inline-block; border-radius: 5px;"><a href="https://eventos.upm.es/mooc" style="text-decoration: none;" target="_blank"><span style="color: #ffffff; font-weight: bold;">ACCESO A TODA LA OFERTA DE MOOC EN LA UPM</span> </a></div>
			</div>
			</td>
			<td><img alt="" src="/getFiles/hash/MkRmY0ADN2UWN4kzYjF2NyEWN0ATM4IjZkTOlNGOlZD:WksvOUtDQ0F1YmZ0UG5vUDRwZ0pyYklaUzJkVHdXNU0zbVJtK2U3enlVSnNMcGtXOUtLUWRncVBSTnRldkdRY3VJT2dXNnR4Y04vaVhIQ0lWK0xOdGFNTHR2T3gwWmVSRng3Tk95eUo2eldOdENEOHkzQW1HYy9LUTI0SDlwSG4rdTlhci9ndW0vb0dnQUg3QjBxMy9DMkNockZ4VGdBNWltclpiOEx2dmRxbEFpV3E1aFRPdjJNczlUNDZUc3FkNXFaZGlJcy94eGNoV2txcXhYK1ozdz09" style="height: 100px;" /></td>
		</tr>
	</tbody>
</table>
</div>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""> </h5>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41);" ui=""><strong>Duración del curso</strong></h5>

<p>25 horas (4 semanas).</p>

<p> </p>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong style="box-sizing: border-box; font-weight: bolder;">Objetivos del curso</strong></h5>

<p>Al finalizar este curso, los participantes serán capaces de: </p>

<ul>
	<li><span style="tab-stops:list 36.0pt"><strong>Evaluar Recursos Energéticos:</strong> Analizar los diversos <strong>recursos energéticos</strong>, incluyendo una comparativa de su valor energético y económico inherente.</span><br />
	 </li>
	<li><span style="tab-stops:list 36.0pt"><strong>Comprender la Cadena de Valor:</strong> Trazar las <strong>fases de transformación</strong> de los combustibles fósiles, desde su origen hasta el consumo final. </span><br />
	 </li>
	<li><span style="tab-stops:list 36.0pt"><strong>Identificar Actores Clave:</strong> Reconocer y caracterizar a los <strong>participantes principales</strong> en las cadenas de producción y consumo de combustibles fósiles. </span><br />
	 </li>
	<li><span style="tab-stops:list 36.0pt"><strong>Analizar la Formación de Precios:</strong> Examinar los mecanismos y factores que determinan la <strong>formación de precios</strong> en los mercados internacionales. </span><br />
	 </li>
	<li><span style="tab-stops:list 36.0pt"><strong>Distinguir Estructuras de Mercado:</strong> Diferenciar entre los <strong>distintos mercados</strong> existentes donde se negocian los combustibles fósiles. </span></li>
</ul>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""> </h5>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong style="box-sizing: border-box; font-weight: bolder;">¿A quién va dirigido el curso?</strong></h5>

<p>Este curso está dirigido a profesionales del sector energético, analistas de mercado, reguladores y estudiantes universitarios avanzados que busquen una comprensión rigurosa y estratégica de los mercados internacionales de combustibles fósiles. </p>

<ul>
	<li><span style="tab-stops:list 36.0pt">Profesionales del Sector Energético </span></li>
</ul>

<ul>
	<li><span style="tab-stops:list 36.0pt">Analistas Financieros e Inversores </span></li>
</ul>

<ul>
	<li><span style="tab-stops:list 36.0pt">Gestores de Riesgos y Logística </span></li>
</ul>

<ul>
	<li><span style="tab-stops:list 36.0pt">Reguladores y Formuladores de Políticas </span></li>
</ul>

<ul>
	<li><span style="tab-stops:list 36.0pt">Estudiantes Universitarios de Posgrado y Grado Avanzado </span></li>
</ul>

<ul>
	<li><span style="tab-stops:list 36.0pt">Investigadores y Académicos </span></li>
</ul>

<p> </p>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong style="box-sizing: border-box; font-weight: bolder;">Conocimientos previos recomendados</strong></h5>

<p><!-- x-tinymce/html -->Conocimientos de energía y economía. Además de geografía y geopolítica.</p>

<p> </p>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong>Requisitos técnicos</strong></h5>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui="">Conexión a internet.</p>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""> </p>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong style="box-sizing: border-box; font-weight: bolder;">Sistema de evaluación</strong></h5>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><!-- x-tinymce/html -->Al final de cada módulo un test con diferentes preguntas relacionadas y al final uno global.</p>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""> </p>
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										<item>
						<title>Gestión de proyectos de Aprendizaje-Servicio con enfoque de cooperación al desarrollo en la USAL</title>
						<link>http://eventos.crue.org/event_detail/156742.html</link>
						<pubDate>Tue, 01 Sep 2026 09:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Servicio de Asuntos Sociales - USAL, Patio de Escuelas, Salamanca, España</p><p><strong>Finalidad del curso</strong></p>

<p>Propuesta de formación orientada a incentivar el diseño y desarrollo de proyectos de ApS vinculados con cooperación al desarrollo, así como la participación en la convocatoria de proyectos de ApS de la Universidad de Salamanca.</p>

<p><strong>Personas destinatarias</strong></p>

<p>Comunidad universitaria de diferentes áreas de conocimiento que se inician en el desarrollo de proyectos de ApS o tienen conocimientos y experiencia previas en el diseño y desarrollo de proyectos, pero que quieren profundizar y ahondar en las vinculaciones entre el ApS y el marco de la educación para el desarrollo de la ciudadanía global y la cooperación al desarrollo.</p>

<p><strong>Modalidad</strong></p>

<p>Curso autoformativo de 40 horas de duración a través de la plataforma Studium.</p>

<p><strong>Certificado de aprovechamiento del curso</strong></p>

<p>Se emitirá un certificado al alumnado que complete el curso, supere la prueba de evaluación y evalúe la calidad de la formación.</p>
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						<title>Taller BATUCADA UJA 2026/27</title>
						<link>http://eventos.crue.org/event_detail/157306.html</link>
						<pubDate>Tue, 01 Sep 2026 09:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Universidad de Jaén, Campus de Las Lagunillas de la Universidad de Jaén</p><p><img alt="Taller Batucada UJA 2026/27" src="/getFiles/hash/N0EmZkN2Y5ITYzUWY2gTYxQGZ1IjN2EWNgTYyYmNwAD:Y2YwZjBRbTFsUW1HWkJwdXVwY0JnTXVlZ25JUVo3SmlPMmRvMmRKcks3Y1dKOHR6c0hEcmowK1YxQUY1alJvNzBUVkc1dVIvNGloQkFweVRRaDRDOFhMbEY2b003V29OZ1JYcGlRSmN2UGlndDkwbHBTUHNCMjB5ejlBWjhrL2xxTWxNY3ZOM2s3U251RmFzRHAvWVZXZ2dpSDNKaHZ6RGtNVjdMRHdybkxuazF4d29IQ0ZhOEJDbm5Gck52aXBQSmZpU2RDUDFqTGkydkVKL2RKcHJxRDUvZlJlRUVSdnBKYTAwT3VjakszVT0=" style="width: 800px; height: 1000px;" /></p>

<h1 style="text-align: center;"> </h1>

<h1 style="text-align: center;"><strong>Taller BATUCADA UJA</strong></h1>

<p style="text-align: center;"><span style="font-size:18px;">CURSO 2026/27</span></p>

<p style="text-align: center;"><a href="https://giepropias.ujaen.es/index.php?r=site%2Fficha-curso&id_estudio=2188"><span style="font-size:18px;">Más información</span></a></p>

<p style="text-align: center;"> </p>

<p style="text-align: center;"><strong>UNIVERSIDAD DE JAÉN</strong></p>

<table border="0" cellpadding="0" cellspacing="0" style="width:100%;">
	<tbody>
		<tr>
			<td style="text-align: center;"><a href="https://www.facebook.com/UJA.Cultura"><img alt="" src="https://my.sendinblue.com/public/upload/new_images/rnb/theme1/rnb_ico_fb.png" /></a></td>
			<td style="text-align: center;"> </td>
			<td style="text-align: center;"><a href="https://www.flickr.com/photos/ujacultura/"><img alt="" src="https://my.sendinblue.com/public/upload/new_images/rnb/theme1/rnb_ico_ig.png" /></a></td>
			<td style="text-align: center;"><a href="https://www.youtube.com/c/ujacultura"><img alt="" src="https://my.sendinblue.com/public/upload/new_images/rnb/theme1/rnb_ico_yt.png" /></a></td>
		</tr>
	</tbody>
</table>

<p> </p>

<p style="text-align: center;"> </p>

<p> </p>

<p style="text-align: center;"><a href="https://www.ujaen.es/aviso-legal" target="_blank">Aviso legal </a>  |   <a href="http://administracionelectronica.ujaen.es/node/129" target="_blank">Sugerencias y quejas</a></p>
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						<title>Taller de Teatro UJA 2026/27</title>
						<link>http://eventos.crue.org/event_detail/157322.html</link>
						<pubDate>Tue, 01 Sep 2026 09:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Universidad de Jaén, Campus de Las Lagunillas de la Universidad de Jaén</p><p> </p>

<h1 style="text-align: center;"><img alt="Cartel taller de Teatro UJA 2026/27" src="/getFiles/hash/N2UDMlFTY4IjZzQDZjdjY3UTYhZ2M3UzYIWN3ITNhJm:ZVBzYzgyMnV6OGNoVXBmTkQ2L1R5UGdhYXZIUnlpNGdQY3JrNmtseWMrVG80cDRPMVB0dzh6UGIydFduMHlEcWwxUTREVXdFQ2lyWDFmeE01dFlJNjNPa2t1QUZvdm92MUtnZjNlTGRSYUFPSGh0bWNuc3IrT2JqV0t4b2tscDIzdFpPUFpmdWc2RzY5TlM4WEpsUXg2V1lnaHhzQmJBTzBIQWVpaThzWSs4azFmRWlNaUQ0cnNKZXAvczFJL1VWakZiRjVRNERBaWR1WEF6S3hydFNFZFlwakQzbjMvL29UM1dkY0VhTWJoTT0=" style="width: 700px; height: 875px;" /></h1>

<h1 style="text-align: center;"><strong>Taller Teatro de la UJA</strong></h1>

<p style="text-align: center;"><span style="font-size:18px;">CURSO 2026/27</span></p>

<p style="text-align: center;"><a href="https://giepropias.ujaen.es/index.php?r=site%2Fficha-curso&id_estudio=2195"><span style="font-size:18px;">Más información</span></a></p>

<p style="text-align: center;"> </p>

<p style="text-align: center;"><strong>UNIVERSIDAD DE JAÉN</strong></p>

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<p style="text-align: center;"><a href="https://www.ujaen.es/aviso-legal" target="_blank">Aviso legal </a>  |   <a href="http://administracionelectronica.ujaen.es/node/129" target="_blank">Sugerencias y quejas</a></p>
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						<title>XLI Seminario de Estudios Flamencos dedicado a Rosario López</title>
						<link>http://eventos.crue.org/event_detail/157425.html</link>
						<pubDate>Tue, 01 Sep 2026 09:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>C/Virgen de la Cabezanº 2C,Jaén</p><p style="text-align: center;"><img alt="XLI Seminario de Estudios Flamencos dedicado a Rosario López" src="/getFiles/hash/ZxMjY0UTOmNTYxEWMwQDNiVWO3UjNxkzNgjZ0gDNwQD:dHhvWDM1aGpnbGppYllDMHJoQ1BZWE9xWTd4aVI5ekhvZDlEWG5lMmRGOXZ4MC9weDRMT29HZ0tKM3ZsOG9xNlFQNENGdjF5eUFLQ0xVM0k4MHpVQWl0K1hkWm9oNEt0L1ZqWTNzYzBLWDh5T1QwckZCZTN5cDF5WVE1ZE5abTlQTEU3U1BKT2NLU3g4MzJnRFpzQ1gwTHJiQ3dQTnk0SFQwbEZsU2pQeVBWbittZzlnVG1XcXVVY0lLRFhTdml5S3BIMFVOWm5HbTZwcmVmWHovN1JSZz09" style="width: 800px; height: 1000px;" /></p>

<p style="text-align: center;"><br />
<span style="font-family:Trebuchet MS,Helvetica,sans-serif;"><span style="font-size: 24px;"><b><i>XLI Seminario de Estudios Flamencos dedicado a Rosario López </i></b></span><br />
<br />
<span style="font-size:18px;"><em>Organiza:Peña Flamenca de Jaén</em></span></span></p>

<p style="text-align: center;"><span style="font-family:Trebuchet MS,Helvetica,sans-serif;"><span style="font-size:18px;"><em>Colabora: Universidad de Jaén, UJACultura</em></span></span></p>

<p style="text-align: center;"><span style="font-family:Trebuchet MS,Helvetica,sans-serif;"><span style="font-size:18px;"><em>Patrocinan: Fundación Unicaja, Diputación de Jaén, Rodisur y Mercedes BenZ-JADISA</em></span></span></p>

<p style="text-align: center;"><span style="font-family:Trebuchet MS,Helvetica,sans-serif;"><strong><span style="font-size:18px;">del 11 al 25 de septiembre</span></strong></span></p>

<p style="text-align: center;"><strong ms="" style="font-size: 18px; font-family: " trebuchet="">Entrada libre hasta completar aforo</strong></p>

<p style="text-align: center;"> </p>

<p style="text-align: center;"><img alt="" src="/getFiles/hash/O2EDNwU2YhVGNhNTNyMWMjRWYhV2M5ATMUjY0YjM1YW:djJXNmV1YW85VUlwbWc1dW9hdEdPVDl4REN5aDFVbnZoSWFVLys3OUo5L3BJcjNNUGRhTHhYSWNYelRDY2x6b21tbENUU3lFYTk5Y0ZRL2M4dkppRmRiR21VVGJqZjkzdVhxVHBKSFFFT3hnYlRQOGZOaThyZzVBcE9DbTBTMmxvT1V1a1BUVWk5cll2dmdkaGUxcVArOCtrdUNMVm5hdjVMcVBqTmtPYm1sV3FibFBXTW5qQ3FZMGNmb3RJcjNvbXBlMHhuUFFvTUhydTlLeFRhZHE5dz09" style="width: 100px; height: 100px;" /></p>

<p style="text-align: center;"><img alt="" src="/getFiles/hash/NxQTN4MmZ3MmM2QzYwkzMmNDM2QTNldTZYTZlZjZzkT:SFN3c3dpaDh1ZXcyMWRUcXB2SUhndDZIaHpCWFE0SzhrelB0dHlJZjQ4ZnJXVUlQeFlXL2ZlTGs5NVFQRG1CRjNxUXNSNjU2UW9XTXhTUXNyK0tQQmxWVkxObm9TU0N6dlZyaHVTTWI1VFZMU2NtVFRBaVJzUGRDT3pkajNDWHJuczlJQmR1UkdRK0FYN0pRZHBoZVBOODhSaXVJSXYxLzFDYUorS3F2MUh2Y2pKbnV6bnJXVFFNVW1IbTlFczFHRTN5eHQwYy9mRXZLeHNRT0dvK3BQUT09" style="width: 200px; height: 160px;" /></p>

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<p><a href="https://www.ujaen.es/aviso-legal" target="_blank">Aviso legal </a>  |   <a href="http://administracionelectronica.ujaen.es/node/129" target="_blank">Sugerencias y quejas</a></p>

<p><strong>© 2026 Vicerrectorado de Cultura  - Universidad de Jaén</strong></p>

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						<title>Curs d’estratègies d’aprenentatge de llengües estrangeres 2026</title>
						<link>http://eventos.crue.org/event_detail/155038.html</link>
						<pubDate>Tue, 01 Sep 2026 09:30:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Universitat Pompeu Fabra | Campus del Poblenou, Carrer de Roc Boronat, Barcelona, Espanya</p><p style="text-align: center;"><span style="color:#cc0000;"><span style="font-size:22px;"><strong>El període d&apos;inscripció és de l&apos;1 de juliol al 5 d&apos;agost </strong></span></span></p>

<p style="text-align: justify;"><span style="font-size:14px;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;"><font style="vertical-align: inherit;">L’objectiu bàsic del curs és oferir als estudiants els instruments necessaris per poder abordar autònomament l’aprenentatge de la seva segona llengua estrangera (francès, alemany i LSC). Paral·lelament, es pretén treballar les competències receptives i productives del nivell inicial del Marc Europeu Comú de Referència per tal d’assolir el nivell mínim exigit (A1+) en començar les assignatures d’idioma en els graus de Traducció i Interpretació i Llengües Aplicades. Cal precisar que l’activitat no és un curs “tradicional” d’idiomes —si ho fos recomanaríem als estudiants que cursessin l’oferta d’UPF Idiomes—, sinó que és un curs que no queda cobert per l’oferta formativa existent.<br />
<br />
L’experiència ens ha mostrat que la informació sobre requisits de coneixement d’idiomes que reben els nous estudiants en fer les tutories de primer curs no és suficient perquè els assoleixin de manera autònoma. Per això creiem necessari que, en una primera fase d’ensenyament/aprenentatge presencial, els fem conscients de les seves necessitats i de les millors estratègies per començar i/o continuar l’aprenentatge dels idiomes al primer trimestre.<br />
<br />
Amb aquest curs esperem que els alumnes de l’ensenyament secundari arribin a les assignatures d’Idioma i de Traducció amb els coneixements mínims indispensables per abordar amb èxit el primer curs dels seus estudis. D’altra banda, pel que fa a la LSC, tenim la certesa que no existeix en el nostre context immediat cap formació equivalent que poguessin seguir els nostres estudiants.</font></font></font></font></span></p>
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						<title>Valence Asymmetries Seminar</title>
						<link>http://eventos.crue.org/event_detail/155856.html</link>
						<pubDate>Tue, 01 Sep 2026 12:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Universitat Pompeu Fabra | Campus del Poblenou, Carrer de Roc Boronat, Barcelona, Espanya</p><p style="text-align:start"><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;"><span style="color:#999999;">UNIVERSITAT POMPEU FABRA | CAMPUS DEL POBLENOU, 52.701</span></span></span></p>

<p><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;"><span style="color:#999999;">CARRER DE ROC BORONAT, BARCELONA, ESPANYA</span></span></span></p>

<p style="text-align:start"> </p>

<p><span style="font-size: 16px; font-family: Verdana, Geneva, sans-serif;">We are delighted to welcome you to the second year of the Valence Asymmetries Seminar Series. W</span><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;">e invite both local and international academics to speak on matters relating to emotion and how it impacts all facets of language, cognition and moral decision-making. The sessions discuss themes which are central to the <a href="https://www.upf.edu/web/valence-asymmetries" rel="nofollow">Valence Asymmetries project</a>, including the role of valence asymmetries in perception, emotion, morality, language, and communication. Discussion will draw upon insights from philosophy, psychology, and linguistics. </span></span></p>

<p> </p>

<p><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;">If you are interested in presenting your work, please send your abstracts and information to <a href="mailto:valence.asymmetries@upf.edu" rel="nofollow">valence.asymmetries@upf.edu</a> </span></span></p>

<p> </p>

<p><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;">The<b> </b>Valence Asymmetries Seminar Series will be held within the framework of the ERC Advanced Grant "VALENCE ASYMMETRIES: The positive, the negative, the good and the bad in language, mind and morality" </span></span><meta charset="UTF-8" /><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;">(GA n° 101142133).</span></span></p>

<p> </p>

<p style="text-align:start"> </p>

<p style="text-align:start"><span style="font-size:medium"><span style="font-family:Aptos, sans-serif"><span style="color:#000000"><span style="font-style:normal"><span style="font-weight:400"><span style="white-space:normal"><span style="text-decoration:none"><img alt="A logo with red text

AI-generated content may be incorrect." 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" style="width:651px; height:125px" /></span></span></span></span></span></span></span></p>
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						</description>
					</item>
										<item>
						<title>78è Congrés de la ICHRPI</title>
						<link>http://eventos.crue.org/event_detail/151854.html</link>
						<pubDate>Tue, 01 Sep 2026 16:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>UPF Campus de la Ciutadella, Carrer de Ramon Trias Fargas, Barcelona, Espanya</p><p style="text-align: justify;">Ens plau informar-vos que el <strong>78è. Congrés de la Comissió Internacional per a l’Estudi de la Història de les Institucions Representatives i Parlamentàries (ICHRPI)</strong> tindrà lloc a Barcelona de l’1 al 4 de setembre del 2026. El congrés estarà organitzat en el marc de la Universitat Pompeu Fabra i gràcies a la valuosa col·laboració del Parlament de Catalunya, el Departament d’Humanitats de la Universitat Pompeu Fabra, l’Observatori Europeu de Memòries (EUROM) de la Fundació Solidaritat UB, l’Institut d’Història Jaume Vicens i Vives (IUHJVV) i la Societat Catalana d’Estudis Històrics, de l’Institut d’Estudis Catalans (SCEH/IEC).</p>
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						</description>
					</item>
										<item>
						<title>Proyecto de estructuras: Aprendizaje mediante casos prácticos (edición 10)</title>
						<link>http://eventos.crue.org/event_detail/157106.html</link>
						<pubDate>Wed, 02 Sep 2026 00:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Universidad Politécnica de Madrid, Madrid, España</p><p style="text-align: center;"><iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" allowfullscreen="" frameborder="0" height="315" referrerpolicy="strict-origin-when-cross-origin" src="https://www.youtube.com/embed/w-AJ-mlfktU?si=7qZQKNQCr12CS0j_" title="YouTube video player" width="560"></iframe></p>

<p> </p>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui="">Para matricularte en este MOOC pulsa sobre <strong>"Inscribirse"</strong>. Te dirigirá a UPM En Abierto, donde deberás identificarte con tu correo UPM o como usuario externo a la universidad e introducir la clave de matriculación:</p>

<div align="center">
<div style="background-color: #0078DC; padding: 10px 20px; display: inline-block; border-radius: 5px;"><a href="https://moodle.upm.es/en-abierto/enrol/index.php?id=453" style="text-decoration: none;" target="_blank"><span style="color: #ffffff; font-weight: bold;">INSCRIBIRSE</span> </a></div>

<p style="color:#0078DC "><strong>Clave de matriculación: pro-estructuras</strong></p>
</div>

<p>Este MOOC se imparte en UPM En Abierto y podrás obtener de manera gratuita un <strong>Diploma de Seguimiento</strong> del curso al superar el 50% de la calificación total del mismo.</p>

<p>Todos los cursos MOOC de la UPM son <strong>online, asíncronos y gratuitos</strong>.</p>

<div align="center">
<table>
	<tbody>
		<tr>
			<td>
			<div align="center">
			<div style="background-color: #0078DC; padding: 10px 20px; display: inline-block; border-radius: 5px;"><a href="https://eventos.upm.es/mooc" style="text-decoration: none;" target="_blank"><span style="color: #ffffff; font-weight: bold;">ACCESO A TODA LA OFERTA DE MOOC EN LA UPM</span> </a></div>
			</div>
			</td>
			<td><img alt="" src="/getFiles/hash/MkRmY0ADN2UWN4kzYjF2NyEWN0ATM4IjZkTOlNGOlZD:WksvOUtDQ0F1YmZ0UG5vUDRwZ0pyYklaUzJkVHdXNU0zbVJtK2U3enlVSnNMcGtXOUtLUWRncVBSTnRldkdRY3VJT2dXNnR4Y04vaVhIQ0lWK0xOdGFNTHR2T3gwWmVSRng3Tk95eUo2eldOdENEOHkzQW1HYy9LUTI0SDlwSG4rdTlhci9ndW0vb0dnQUg3QjBxMy9DMkNockZ4VGdBNWltclpiOEx2dmRxbEFpV3E1aFRPdjJNczlUNDZUc3FkNXFaZGlJcy94eGNoV2txcXhYK1ozdz09" style="height: 100px;" /></td>
		</tr>
	</tbody>
</table>
</div>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""> </h5>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41);" ui=""><strong>Duración del curso</strong></h5>

<p>36 horas (12 semanas).</p>

<p> </p>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong style="box-sizing: border-box; font-weight: bolder;">Descripción del curso</strong></h5>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui="">El curso explica el proceso del proyecto estructural de diez edificios, de complejidad creciente, empezando desde edificios de viviendas o pequeñas instituciones, pasando por soluciones (fundamentalmente de cubierta) para grandes espacios, a los problemas ligados a las intervenciones de carácter singular, sin olvidar las condiciones particulares de los problemas de rehabilitación y reforma. Para cada uno de los edificios se describen las intenciones formales o estilísticas manejadas por los arquitectos, y los correspondientes condicionantes que estos suponen para la geometría y comportamiento de la estructura, los condicionantes de lugar, normativos, así como los ligados a la tipología y los materiales estructurales elegidos, y el proceso de decisión requerido para hacer compatibles dichos condicionantes en el desarrollo del proyecto de la estructura adoptada y construida finalmente. Se presentan por los autores responsables de la estructura, del cuadro docente del MOOC.</p>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""> </h5>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong style="box-sizing: border-box; font-weight: bolder;">Objetivos del curso</strong></h5>

<p>- Plantear las tipologías estructurales más adecuadas para nuevos edificios.<br />
- Detectar los problemas críticos en dicho planteamiento y anticipar su solución.<br />
- Establecer un orden de magnitud para los elementos estructurales.<br />
- Poner en contexto la solución asegurando la viabilidad de los detalles estructurales relevantes.</p>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""> </h5>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong style="box-sizing: border-box; font-weight: bolder;">¿A quién va dirigido el curso?</strong></h5>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui="">Universidad Politécnica de Madrid 6 Modelo de compromiso El perfil de alumno al que se dirige el curso es el de ingeniero o arquitecto junior (recién titulado o en vías de finalizar los correspondientes estudios) o que con una cierta experiencia profesional, desee profundizar en la incorporación de las técnicas de proyecto estructural al desarrollo del proyecto arquitectónico.</p>

<p> </p>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong style="box-sizing: border-box; font-weight: bolder;">Conocimientos previos recomendados</strong></h5>

<p>Es precisa una formación previa en las bases de la ingeniería estructural, incluyendo conocimientos de resistencia de materiales, de teoría de análisis de estructuras y del comportamiento básico de los materiales estructurales y una cierta experiencia (sea por vía académica o profesional) en la concepción y desarrollo de proyectos de edificación.</p>

<p> </p>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong>Requisitos técnicos</strong></h5>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui="">Los de la plataforma.</p>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""> </p>

<h5 segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-weight: 500; line-height: 1.2; font-size: 1.25rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""><strong style="box-sizing: border-box; font-weight: bolder;">Sistema de evaluación</strong></h5>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui="">Cuestionarios, uno por tema.</p>

<p segoe="" style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: -apple-system, BlinkMacSystemFont, " ui=""> </p>
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						<title>XXVI Congreso Internacional de Interacción Persona-Ordenador Interacción 2026</title>
						<link>http://eventos.crue.org/event_detail/143811.html</link>
						<pubDate>Wed, 02 Sep 2026 09:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Escuela Superior de Ingeniería Informática, Paseo de los Estudiantes, Albacete, España</p><p style="text-align:justify; margin-top:8px; margin-bottom:8px"><font color="#b30033" face="Arial, Helvetica, sans-serif"><span style="font-size: 18px;"><b>Introducción</b></span></font></p>

<p style="text-align:justify; margin-top:8px; margin-bottom:8px"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">La XXVI edición del Congreso Internacional de Persona-Ordenador (Interacción 2026), tendrá lugar en Albacete (Castilla-La Mancha, España), en la Universidad de Castilla-La Mancha (UCLM), campus de Albacete, del miércoles 2 al viernes 4 de septiembre de 2026, con el auspicio de la Asociación Interacción Persona-Ordenador (AIPO), el apoyo del capítulo español de ACM SIGCHI (CHISPA) y la organización del grupo de investigación ISE de la UCLM. El congreso se ha organizado en la modalidad presencial.</span></span></span></p>

<p style="text-align:justify; margin-top:8px; margin-bottom:8px"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">El objetivo principal de Interacción 2026 es reunir a investigadores, estudiantes y profesionales de Interacción Persona-Ordenador (IPO), tanto del mundo académico como de la industria, para promover la presentación de propuestas innovadoras, el intercambio de ideas y la discusión.</span></span></span></p>

<p style="text-align:justify; margin-top:8px; margin-bottom:8px"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Interacción 2026 tiene un enfoque multidisciplinar en la IPO, de forma que se busca atraer a quienes trabajan en informática, pero también en otras disciplinas. </span></span></span></p>

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

<p style="text-align:justify; margin-top:8px; margin-bottom:8px"><span style="font-family:Arial,Helvetica,sans-serif;"><strong><span style="font-size:18px;"><span style="color:#b30033">Temas</span></span></strong></span></p>

<p style="text-align:justify; margin-top:8px; margin-bottom:8px"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Las contribuciones pueden abordar cualquier tema relacionado con la disciplina de IPO, en un sentido amplio, considerando la naturaleza multidisciplinar de la misma. Así, serán bienvenidas contribuciones sobre, aunque no reducidas a:</span></span></span></p>

<ul>
	<li style="text-align: justify; margin-top: 8px; margin-left: 8px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Experiencia de Usuario y Usabilidad</span></span></span>

	<ul>
		<li style="margin-left: 8px; text-align: justify;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Diseño centrado en el usuario, UX, heurísticas, evaluación y métricas de usabilidad.</span></span></span></li>
	</ul>
	</li>
</ul>

<ul>
	<li style="text-align: justify; margin-left: 8px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Accesibilidad e Inclusión Digital</span></span></span>

	<ul>
		<li style="margin-left: 8px; text-align: justify;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Diseño inclusivo, diversidad de usuarios, accesibilidad web y móvil.</span></span></span></li>
	</ul>
	</li>
</ul>

<ul>
	<li style="text-align: justify; margin-left: 8px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Interfaces Naturales y Multimodales</span></span></span>

	<ul>
		<li style="margin-left: 8px; text-align: justify;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Interacción por voz, gestos, háptica, visión por computador y combinaciones multimodales.</span></span></span></li>
	</ul>
	</li>
</ul>

<ul>
	<li style="text-align: justify; margin-left: 8px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Realidad Virtual, Aumentada y Mixta</span></span></span>

	<ul>
		<li style="margin-left: 8px; text-align: justify;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Experiencias inmersivas, metaverso, entornos colaborativos.</span></span></span></li>
	</ul>
	</li>
</ul>

<ul>
	<li style="text-align: justify; margin-left: 8px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Interacción Humano-Robot y Sistemas Autónomos</span></span></span>

	<ul>
		<li style="margin-left: 8px; text-align: justify;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Robótica social, robótica asistencial, interacción con drones.</span></span></span></li>
	</ul>
	</li>
</ul>

<ul>
	<li style="text-align: justify; margin-left: 8px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Hardware y Dispositivos para la Interacción</span></span></span>

	<ul>
		<li style="margin-left: 8px; text-align: justify;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Sensores, wearables, dispositivos tangibles e innovaciones en hardware.</span></span></span></li>
	</ul>
	</li>
</ul>

<ul>
	<li style="text-align: justify; margin-left: 8px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Arte Digital e Interacción Creativa</span></span></span>

	<ul>
		<li style="margin-left: 8px; text-align: justify;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Instalaciones interactivas, arte generativo, creatividad computacional.</span></span></span></li>
	</ul>
	</li>
</ul>

<ul>
	<li style="text-align: justify; margin-left: 8px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Factores Humanos y Psicología Cognitiva en IPO</span></span></span>

	<ul>
		<li style="margin-left: 8px; text-align: justify;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Procesos perceptivos, emocionales y cognitivos en la interacción.</span></span></span></li>
	</ul>
	</li>
</ul>

<ul>
	<li style="text-align: justify; margin-left: 8px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Enseñanza y Aprendizaje de IPO</span></span></span>

	<ul>
		<li style="margin-left: 8px; text-align: justify;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Metodologías docentes, herramientas y recursos para la formación.</span></span></span></li>
	</ul>
	</li>
</ul>

<ul>
	<li style="text-align: justify; margin-left: 8px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">IPO y Salud</span></span></span>

	<ul>
		<li style="margin-left: 8px; text-align: justify;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Tecnologías para rehabilitación, interfaces médicas, bienestar digital.</span></span></span></li>
	</ul>
	</li>
</ul>

<ul>
	<li style="text-align: justify; margin-left: 8px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Interacción en Videojuegos y Entretenimiento Digital</span></span></span>

	<ul>
		<li style="margin-left: 8px; text-align: justify;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Mecánicas interactivas, gamificación, experiencias inmersivas.</span></span></span></li>
	</ul>
	</li>
</ul>

<ul>
	<li style="text-align: justify; margin-left: 8px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Inteligencia Artificial e IPO</span></span></span>

	<ul>
		<li style="margin-left: 8px; text-align: justify;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">IA generativa, asistentes conversacionales, personalización inteligente.</span></span></span></li>
	</ul>
	</li>
</ul>

<ul>
	<li style="text-align: justify; margin-left: 8px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Interacción en Entornos Colaborativos y Telepresencia</span></span></span>

	<ul>
		<li style="margin-left: 8px; text-align: justify;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Trabajo remoto, colaboración mediada por tecnología, espacios virtuales compartidos.</span></span></span></li>
	</ul>
	</li>
</ul>

<ul>
	<li style="text-align: justify; margin-left: 8px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Interacción y Sostenibilidad</span></span></span>

	<ul>
		<li style="margin-left: 8px; text-align: justify; margin-bottom: 8px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Diseño responsable, eficiencia energética y tecnología verde.</span></span></span></li>
	</ul>
	</li>
</ul>

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

<p style="margin-left:8px; text-align:justify; margin-bottom:8px"><span style="font-family:Arial,Helvetica,sans-serif;"><strong><span style="font-size:18px;"><span style="color:#b30033">Fechas importantes</span></span></strong></span></p>

<p style="margin-left:8px; text-align:justify; margin-top:8px; margin-bottom:8px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black"><b>Apertura</b> del sistema de envíos:                                                <b>16</b> de <b>febrero</b> de 2026</span></span></span></p>

<p style="margin-left:8px; text-align:justify; margin-top:8px; margin-bottom:8px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Fecha límite para propuestas de <b>workshops</b> temáticos:           <b>27</b> de <b>febrero</b> de 2026</span></span></span></p>

<p style="margin-left:8px; text-align:justify; margin-top:8px; margin-bottom:8px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Fecha límite para los <b>artículos largos y cortos</b>:                       <b>10</b> de <b>abril</b> de 2026</span></span></span></p>

<p style="margin-left:8px; text-align:justify; margin-top:8px; margin-bottom:8px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Fecha límite para el <b>resto</b> de las contribuciones:                       <b>15</b> de <b>mayo</b> de 2026</span></span></span></p>

<p style="margin-left:8px; text-align:justify; margin-top:8px; margin-bottom:8px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black"><b>Respuesta a los autores</b>:                                                          <b>1</b> de <b>junio</b> de 2026</span></span></span></p>

<p style="margin-left:8px; text-align:justify; margin-top:8px; margin-bottom:8px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Versión <b>final</b>:                                                                               <b>26</b> de <b>junio</b> de 2026</span></span></span></p>

<p style="margin-left:8px; text-align:justify; margin-top:8px; margin-bottom:8px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><span style="color:black">Celebración del <b>congreso</b>:                                                         <b>2 al 4 de septiembre </b>de 2026</span></span></span></p>
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						<title>Jornada de Bienvenida ETSISI para estudiantes de nuevo ingreso 2026/2027</title>
						<link>http://eventos.crue.org/event_detail/155853.html</link>
						<pubDate>Wed, 02 Sep 2026 09:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>ETS de Ingeniería de Sistemas Informáticos</p><p><meta charset="UTF-8"></p>

<p style="caret-color: rgb(0, 0, 0); color: rgb(0, 0, 0); font-style: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; text-decoration-line: none; text-decoration-thickness: auto; text-decoration-style: solid;">Los días<span> </span><strong>2, 3 y 4  de septiembre de 2026</strong>, la<span> </span><strong>Escuela Técnica Superior de Ingeniería de Sistemas Informáticos (ETSISI)</strong><span> </span>de la<span> </span><strong>Universidad Politécnica de Madrid (UPM)</strong><span> </span>celebrará las<span> </span><strong>Jornadas de Bienvenida</strong><span> </span>dirigidas al estudiantado de nuevo ingreso de los distintos programas académicos y grados impartidos en la Escuela:</p>

<ul style="caret-color: rgb(0, 0, 0); color: rgb(0, 0, 0); font-style: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; text-decoration-line: none; text-decoration-thickness: auto; text-decoration-style: solid;">
	<li>
	<p>Programa Académico de Ingeniería en Sistemas Informáticos Distribuidos y Embebidos.</p>
	</li>
	<li>
	<p>Programa Académico de Ingeniería del Software.</p>
	</li>
	<li>
	<p>Grado en Ciencia de Datos e Inteligencia Artificial.</p>
	</li>
	<li>
	<p>Grado en Ingeniería de Computadores.</p>
	</li>
	<li>
	<p>Grado en Ingeniería del Software.</p>
	</li>
	<li>
	<p>Grado en Sistemas de Información.</p>
	</li>
	<li>
	<p>Grado en Tecnologías para la Sociedad de la Información.</p>
	</li>
</ul>

<p style="caret-color: rgb(0, 0, 0); color: rgb(0, 0, 0); font-style: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; text-decoration-line: none; text-decoration-thickness: auto; text-decoration-style: solid;">Estas jornadas, que se desarrollarán de forma presencial, tienen como objetivo facilitar la integración del nuevo estudiantado en la vida universitaria. Durante las distintas sesiones se presentarán la estructura y organización de la Escuela, los servicios que ofrecen tanto la ETSISI como la UPM, la Delegación de Estudiantes y las asociaciones estudiantiles. Asimismo, constituirán una excelente oportunidad para conocer a compañeros y compañeras, representantes estudiantiles, miembros del profesorado y del equipo directivo.</p>

<p style="caret-color: rgb(0, 0, 0); color: rgb(0, 0, 0); font-style: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; text-decoration-line: none; text-decoration-thickness: auto; text-decoration-style: solid;">Las actividades comenzarán el<span> </span><strong>miércoles 2 de septiembre</strong><span> </span>en el<span> </span><strong>Bloque IX</strong>, con las dos primeras sesiones del<span> </span><strong>Curso Cero de Matemáticas</strong>, en las que se repasarán conceptos fundamentales de Bachillerato que conviene refrescar, ya que se consideran conocimientos previos en numerosas asignaturas de los estudios de ingeniería.</p>

<p style="caret-color: rgb(0, 0, 0); color: rgb(0, 0, 0); font-style: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; text-decoration-line: none; text-decoration-thickness: auto; text-decoration-style: solid;">El<span> </span><strong>jueves 3 de septiembre</strong><span> </span>tendrá lugar el<span> </span><strong>acto institucional de bienvenida</strong><span> </span>en el<span> </span><strong>Auditorio del Campus Sur</strong>. La jornada se iniciará con una sesión inaugural en la que las autoridades académicas darán la bienvenida al nuevo estudiantado. A continuación, se presentarán los grados impartidos en la ETSISI y los principales servicios que la Escuela y el Campus ponen a disposición de la comunidad universitaria. Posteriormente, la Delegación de Estudiantes y las asociaciones de la ETSISI darán a conocer sus actividades y proyectos. La jornada concluirá con la presentación del programa de actividades lúdicas previsto para ese día, que incluirá distintas iniciativas participativas, así como regalos y premios. Acabaremos la jornada degustando una sabrosa paella.</p>

<p style="caret-color: rgb(0, 0, 0); color: rgb(0, 0, 0); font-style: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; text-decoration-line: none; text-decoration-thickness: auto; text-decoration-style: solid;">El<span> </span><strong>viernes 4 de septiembre</strong><span> </span>se celebrará en el<span> </span><strong>Bloque IX</strong><span> </span>la última sesión del Curso Cero de Matemáticas. Posteriormente, en el <strong>Auditorio</strong>, tendrá lugar una sesión de orientación académica especialmente recomendable, en la que diversos especialistas ofrecerán pautas y recomendaciones para afrontar con éxito esta nueva etapa formativa. Entre otros aspectos, se abordarán cuestiones relacionadas con las metodologías de estudio, la planificación del trabajo, la organización del tiempo y el aprovechamiento de los recursos universitarios.</p>
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						<title>XLVII Jornadas de Automática en la UCO (02 - 04 septiembre)</title>
						<link>http://eventos.crue.org/event_detail/157154.html</link>
						<pubDate>Wed, 02 Sep 2026 09:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Aulario Averroes, Campus Rabanales, N-IV, Córdoba, España</p><p>La edición de las <strong>XLVII Jornadas de Automática, a celebrar en septiembre de 2026, tendrá como sede la Universidad de Córdoba</strong>. El objetivo de las JJAA es la difusión de la Automática y su aplicación a los diferentes ámbitos del saber, principalmente a nivel nacional pero también internacional, además de ser un mecanismo de encuentro y puesta en común de los socios de CEA, así como un escaparate público de la mayor relevancia para la propia sociedad científico-tecnológica que es CEA. Las JJAA velan especialmente por la calidad de las contribuciones científicas, razón de ser de todo congreso de calidad como es éste, así como por la mejor difusión de las mismas, procurando para ello la indexación de los trabajos aceptados en bases de datos de reconocimiento nacional e internacional.</p>

<p>Más información de las jornadas en <a href="https://www.uco.es/congresos/jautomatica2026/">https://www.uco.es/congresos/jautomatica2026/</a></p>

<p> </p>
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						<title>BIENVENIDA DE LA ETSIAAB AL NUEVO ALUMNADO (SESIÓN I)</title>
						<link>http://eventos.crue.org/event_detail/156636.html</link>
						<pubDate>Wed, 02 Sep 2026 09:30:00 +0200</pubDate>
						<description>
								<![CDATA[<p>09:30, Salón de Actos (edificio Agrícolas), ETS de Ingeniería Agronómica, Alimentaria y de Biosistemas</p><div class="cuerpo">
<div class="row">
<div class="col-md-12">
<div class="cuerpo">
<div class="cuerpo">
<p><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="font-size:14px;">La <a href="http://www.etsiaab.upm.es">Escuela Técnica Superior de Ingeniería Agronómica, Alimentaria y de Biosistemas</a> (ETSIAAB) celebra un año más el tradicional evento de bienvenida para el nuevo estudiantado de grado que comienza su etapa universitaria en nuestra Escuela. En concreto, el acto tendrá lugar el <strong>miércoles 2 de septiembre</strong> en el <a href="https://www.etsiaab.upm.es/sfs/ETSIAAB/Subdireccion%20de%20Infraestructuras/PDF/Salon%20de%20Actos%20ed%20agronomos%202022.pdf">salón de actos del edificio Agrónomos</a> y en el <a href="https://www.etsiaab.upm.es/sfs/ETSIAAB/Subdireccion%20de%20Infraestructuras/PDF/Salon%20de%20Actos%20ed%20agricolas%202022.pdf">salón de actos del edificio Agrícolas</a>, en diferentes horarios según la titulación de grado en la que el estudiante se haya matriculado.</span></span></p>

<p><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="font-size:14px;">En primer lugar, se celebrará una reunión conjunta en la que participarán representantes de la dirección de la ETSIAAB, de la <a href="https://www.epes.upm.es/">Escuela Politécnica de Enseñanza Superior</a> (EPES), de la <a href="https://www.etsiaab.upm.es/Estudiantes/Delegacion">Delegación de Alumnos de la Escuela</a> y de las distintas <a href="https://www.etsiaab.upm.es/Estudiantes/Asociacion%20ETSIAAB">asociaciones estudiantiles</a> para informar sobre cuestiones prácticas y relevantes de la vida académica. Posteriormente, el respectivo coordinador/a de cada grado informará sobre los aspectos específicos al alumnado de cada titulación.</span></span></p>

<p><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="font-size:14px;">Ya por la tarde, de 16:30 a 17:30, se celebrará una sesión telemática complementaria sobre aspectos diferentes a los tratados en las charlas presenciales. En ella, intervendrá el <a href="https://web.upm.es/defensoriauniversitaria/es">Defensor Universitario de la UPM</a>, <strong>Ángel Rodríguez Sevillano</strong>, que explicará sus funciones y la importancia de velar por el respeto a los derechos y libertades de toda la comunidad universitaria. Asimismo, participará la adjunta a la dirección para Atención a Estudiantes y Emprendimiento, <strong>Lourdes Pomposo</strong>, para informar sobre los recursos y servicios para estudiantes disponibles en la ETSIAAB. Por último, también intervendrán miembros del EPES y los representantes del <a href="https://www.upm.es/oad/gate">Gabinete de Tele-educación</a> (GATE) para abordar cuestiones fundamentales sobre el correcto uso de la plataforma Moodle, que permite el acceso a los contenidos de asignaturas.</span></span></p>

<p><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="font-size:14px;">A través de este <a href="https://upm.zoom.us/j/3402342442" rel="noopener" target="_blank">enlace</a> de Zoom se puede acceder al aula virtual.</span></span></p>

<p> </p>

<h3><span style="font-family:Tahoma,Geneva,sans-serif;">Inscribirse en la Jornada de Bienvenida</span></h3>

<p><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="font-size:14px;">Es necesario inscribirse en la jornada de bienvenida correspondiente, indicada en el cuadro que aparece a continuación, <strong>antes del 1 de septiembre.</strong></span></span></p>

<p> </p>

<p><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="color: #377c37; margin: 0px 0px 0px 1em;">El alumnado de nuevo ingreso en periodo extraordinario también tiene la posibilidad de inscribirse en la Jornada de Bienvenida.</span></span></p>

<h3> </h3>

<table align="left" border="0" cellpadding="0" cellspacing="0" style="width: 100%;">
	<tbody>
		<tr style="background-color: #e7e0f0;">
			<td colspan="8" width="100%">
			<h3><span style="font-family:Tahoma,Geneva,sans-serif;">GRADO EN BIOTECNOLOGIA </span></h3>
			</td>
		</tr>
		<tr style="background-color: #f5f0ff;">
			<td colspan="8" style="text-align: left;" width="100%"><span style="font-size:14px;"><span style="font-family:Tahoma,Geneva,sans-serif;"><strong>2 de septiembre a las 09:30 h, <a href="https://www.etsiaab.upm.es/sfs/ETSIAAB/Subdireccion de Infraestructuras/PDF/Salon de Actos ed agricolas 2022.pdf" rel="noopener" target="_blank">salón de actos del edificio Agrícolas</a> | 10:30 h, <a href="https://www.etsiaab.upm.es/sfs/ETSIAAB/Subdireccion de Infraestructuras/PDF/Aula B10 240123.pdf" rel="noopener" target="_blank">Aula B10</a></strong></span></span></td>
		</tr>
		<tr>
			<td colspan="8" style="text-align: left;" width="100%"><span style="font-family:Tahoma,Geneva,sans-serif;">Coordinadora de Grado: <strong>Emilia López Solanilla</strong> -  <a href="mailto:gradobiotecnologia.etsiaab@upm.es" rel="noopener" target="_blank">gradobiotecnologia.etsiaab@upm.es</a><br />
			Coordinador de 1er curso: <strong>Juan Pedro Martín Clemente</strong> - <a href="mailto:juanpedro.martin@upm.es" rel="noopener" target="_blank">juanpedro.martin@upm.es</a></span></td>
		</tr>
		<tr style="background-color: #f5f0ff;">
			<td colspan="8" style="text-align: left;" width="100%"><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="color: #377c37; margin: 0px 0px 0px 1em;"><em><span class="novedad">Se recomienda acudir a la cita 15 minutos antes del inicio.</span></em></span></span></td>
		</tr>
	</tbody>
</table>

<table border="0" cellpadding="0" cellspacing="0" style="width: 100%;">
	<tbody>
		<tr style="background-color: #e7e0f0;">
			<td colspan="7" width="99%">
			<h3><span style="font-family:Tahoma,Geneva,sans-serif;">GRADO EN CIENCIAS AGRARIAS Y BIOECONOMÍA</span></h3>
			</td>
		</tr>
		<tr style="background-color: #f5eeff;">
			<td colspan="7" width="99%"><span style="font-size:14px;"><span style="font-family:Tahoma,Geneva,sans-serif;"><strong>2 de septiembre a las 09:30 h, <a href="https://www.etsiaab.upm.es/sfs/ETSIAAB/Subdireccion de Infraestructuras/PDF/Salon de Actos ed agricolas 2022.pdf" rel="noopener" target="_blank">salón de actos del edificio Agrícolas</a> | 10:30 h, <a href="https://www.etsiaab.upm.es/sfs/ETSIAAB/Subdireccion de Infraestructuras/PDF/Aula B1 170723.pdf" rel="noopener" target="_blank">Aula B1</a></strong></span></span></td>
		</tr>
		<tr>
			<td colspan="7" width="99%"><span style="font-family:Tahoma,Geneva,sans-serif;">Coordinador de Grado: <strong>Javier García Alonso</strong> - <a href="mailto:gradocagrbioec.etsiaab@upm.es">gradocagrbioec.etsiaab@upm.es</a><br />
			Coordinadora de 1er curso: <strong>Lourdes García Torres</strong> - <a href="mailto:lourdes.gtorres@upm.es" rel="noopener" target="_blank">lourdes.gtorres@upm.es</a></span></td>
		</tr>
		<tr style="background-color: #f5f0ff;">
			<td colspan="7" width="99%"><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="color: #377c37; margin: 0px 0px 0px 1em;"><em><span class="novedad">Se recomienda acudir a la cita 15 minutos antes del inicio.</span></em></span></span></td>
		</tr>
	</tbody>
</table>

<table border="0" cellpadding="0" cellspacing="0" style="width: 100%;">
	<tbody>
		<tr style="background-color: #e7e0f0;">
			<td width="100%">
			<h3><span style="font-family:Tahoma,Geneva,sans-serif;">GRADO EN MATEMÁTICAS    </span></h3>

			<h5><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="color: #377c37; margin: 0px 0px 0px 1em;"> <span class="novedad">Adscrito a la Escuela Politécnica de Enseñanza Superior (EPES)</span></span></span></h5>
			</td>
		</tr>
		<tr style="background-color: #f5f0ff;">
			<td width="100%"><span style="font-size:14px;"><span style="font-family:Tahoma,Geneva,sans-serif;"><strong>2 de septiembre a las 9:30 h, <a href="https://www.etsiaab.upm.es/sfs/ETSIAAB/Subdireccion de Infraestructuras/PDF/Salon de Actos ed agricolas 2022.pdf">salón de actos del edificio Agrícolas</a> | 10:30 H, <a href="https://www.etsiaab.upm.es/Centro/InstalacionesdelCentro?fmt=detail&prefmt=articulo&id=3e78cc4aabb9f510VgnVCM10000009c7648a____">Aula D33</a></strong></span></span></td>
		</tr>
		<tr>
			<td width="100%"><span style="font-size:14px;"><span style="font-family:Tahoma,Geneva,sans-serif;">Coordinador del grado: <strong>Bernardo de la Calle Ysern </strong> - <a href="mailto:bernardo.delacalle@upm.es" rel="noopener" target="_blank">bernardo.delacalle@upm.es</a><br />
			Coordinadora de 1er curso: <strong>María de la Cruz Vilela</strong> - <a href="mailto:maricruz.vilela@upm.es" rel="noopener" target="_blank">maricruz.vilela@upm.es</a></span></span></td>
		</tr>
		<tr style="background-color: #f5f0ff;">
			<td width="100%"><span style="font-size:14px;"><span style="font-family:Tahoma,Geneva,sans-serif;"><span class="novedad" style="color: #377c37; margin: 0px 0px 0px 1em;"><em>Se recomienda acudir a la cita 15 minutos antes del inicio.</em></span></span></span></td>
		</tr>
	</tbody>
</table>
</div>
</div>
</div>
</div>
</div>

<p> </p>
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						<title>Jornadas de Bienvenida de la Escuela de Ingeniería Industrial y Aeroespacial de Toledo</title>
						<link>http://eventos.crue.org/event_detail/157198.html</link>
						<pubDate>Wed, 02 Sep 2026 10:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Escuela de Ingeniería Industrial y Aeroespacial, UCLM, Campus de la Fábrica de Armas, Toledo, España</p><p>La Escuela de Ingeniería Industrial y Aeroespacial de Toledo da la bienvenida a su nuevo alumnado con las <strong>Jornadas de Bienvenida del curso 2026/2027</strong>, en las que se presentarán los estudios, servicios y recursos que estarán a su disposición desde el primer día.</p>

<p>Para facilitar la llegada a los edificios del Campus de la Fábrica de Armas donde se desarrollarán las distintas actividades, se pone a disposición de los asistentes un mapa interactivo con la ubicación de los edificios y las indicaciones de acceso correspondientes.</p>

<p><a href="https://canva.link/ri45pxaxe9yyez5">Mapa Interactivo</a></p>

<p> </p>

<p> </p>
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						<title>BIENVENIDA DE LA ETSIAAB AL NUEVO ALUMNADO (SESIÓN II)</title>
						<link>http://eventos.crue.org/event_detail/156638.html</link>
						<pubDate>Wed, 02 Sep 2026 11:30:00 +0200</pubDate>
						<description>
								<![CDATA[<p>11:30, Salón de Actos (edificio Agrónomos), ETS de Ingeniería Agronómica, Alimentaria y de Biosistemas</p><div class="cuerpo">
<div class="row">
<div class="col-md-12">
<div class="cuerpo">
<div class="cuerpo">
<p><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="font-size:14px;">La <a href="http://www.etsiaab.upm.es">Escuela Técnica Superior de Ingeniería Agronómica, Alimentaria y de Biosistemas</a> (ETSIAAB) celebra un año más el tradicional evento de bienvenida para el nuevo estudiantado de grado que comienza su etapa universitaria en nuestra Escuela. En concreto, el acto tendrá lugar el <strong>miércoles 2 de septiembre</strong> en el <a href="https://www.etsiaab.upm.es/sfs/ETSIAAB/Subdireccion%20de%20Infraestructuras/PDF/Salon%20de%20Actos%20ed%20agronomos%202022.pdf">salón de actos del edificio Agrónomos</a> y en el <a href="https://www.etsiaab.upm.es/sfs/ETSIAAB/Subdireccion%20de%20Infraestructuras/PDF/Salon%20de%20Actos%20ed%20agricolas%202022.pdf">salón de actos del edificio Agrícolas</a>, en diferentes horarios según la titulación de grado en la que el estudiante se haya matriculado.</span></span></p>

<p><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="font-size:14px;">En primer lugar, se celebrará una reunión conjunta en la que participarán representantes de la dirección de la ETSIAAB, de la <a href="https://www.epes.upm.es/">Escuela Politécnica de Enseñanza Superior</a> (EPES), de la <a href="https://www.etsiaab.upm.es/Estudiantes/Delegacion">Delegación de Alumnos de la Escuela</a> y de las distintas <a href="https://www.etsiaab.upm.es/Estudiantes/Asociacion%20ETSIAAB">asociaciones estudiantiles</a> para informar sobre cuestiones prácticas y relevantes de la vida académica. Posteriormente, el respectivo coordinador/a de cada grado informará sobre los aspectos específicos al alumnado de cada titulación.</span></span></p>

<p><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="font-size:14px;">Ya por la tarde, de 16:30 a 17:30, se celebrará una sesión telemática complementaria sobre aspectos diferentes a los tratados en las charlas presenciales. En ella, intervendrá el <a href="https://web.upm.es/defensoriauniversitaria/es">Defensor Universitario de la UPM</a>, <strong>Ángel Rodríguez Sevillano</strong>, que explicará sus funciones y la importancia de velar por el respeto a los derechos y libertades de toda la comunidad universitaria. Asimismo, participará la adjunta a la dirección para Atención a Estudiantes y Emprendimiento, <strong>Lourdes Pomposo</strong>, para informar sobre los recursos y servicios para estudiantes disponibles en la ETSIAAB. Por último, también intervendrán miembros del EPES y los representantes del <a href="https://www.upm.es/oad/gate">Gabinete de Tele-educación</a> (GATE) para abordar cuestiones fundamentales sobre el correcto uso de la plataforma Moodle, que permite el acceso a los contenidos de asignaturas.</span></span></p>

<p><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="font-size:14px;">A través de este <a href="https://upm.zoom.us/j/3402342442" rel="noopener" target="_blank">enlace</a> de Zoom se puede acceder al aula virtual.</span></span></p>

<p> </p>

<h3><span style="font-family:Tahoma,Geneva,sans-serif;">Inscribirse en la Jornada de Bienvenida</span></h3>

<p><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="font-size:14px;">Es necesario inscribirse en la jornada de bienvenida correspondiente, indicada en el cuadro que aparece a continuación, <strong>antes del 1 de septiembre.</strong></span></span></p>

<p> </p>

<p><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="color: #377c37; margin: 0px 0px 0px 1em;">El alumnado de nuevo ingreso en periodo extraordinario también tiene la posibilidad de inscribirse en la Jornada de Bienvenida.</span></span></p>

<div class="row">
<div class="col-md-12">
<div class="cuerpo">
<h3> </h3>

<table border="0" cellpadding="0" cellspacing="0" style="width: 100%;">
	<tbody>
		<tr style="background-color: #e7e0f0;">
			<td colspan="7" width="99%">
			<h3><span style="font-family:Tahoma,Geneva,sans-serif;">GRADO EN INGENIERÍA AGRÍCOLA y PARS</span></h3>
			</td>
		</tr>
		<tr style="background-color: #f5eeff;">
			<td colspan="7" width="99%"><span style="font-size:14px;"><span style="font-family:Tahoma,Geneva,sans-serif;"><strong> 2 de septiembre a las 11:30 h, <a href="https://www.etsiaab.upm.es/sfs/ETSIAAB/Subdireccion%20de%20Infraestructuras/PDF/Salon%20de%20Actos%20ed%20agronomos%202022.pdf" rel="noopener" target="_blank">salón de actos del edificio Agrónomos</a> | 12:30 h, <a href="https://www.etsiaab.upm.es/gsfs/SFS27444" rel="noopener" target="_blank">Aula C5-C6</a></strong></span></span></td>
		</tr>
		<tr>
			<td colspan="7" width="99%"><span style="font-size:14px;"><span style="font-family:Tahoma,Geneva,sans-serif;">Coordinador del grado: <strong>Alicia Perdigones Borderías</strong>  - <a href="mailto:gradoinagricola.etsiaab@upm.es">gradoinagricola.etsiaab@upm.es</a><br />
			Coordinador de 1er curso: <strong>Francisco Javier Caniego Monreal </strong>- <a href="mailto:j.caniego@upm.es" rel="noopener" target="_blank">j.caniego@upm.es</a></span></span></td>
		</tr>
		<tr style="background-color: #f5f0ff;">
			<td colspan="7" width="99%"><span style="font-size:14px;"><span style="font-family:Tahoma,Geneva,sans-serif;">Confirmar asistencia a través del siguiente <strong>ENLACE </strong><span class="novedad" style="color: #377c37; margin: 0px 0px 0px 1em;"><em>Se recomienda acudir a la cita 15 minutos antes del inicio.</em></span></span></span></td>
		</tr>
	</tbody>
</table>

<table border="0" cellpadding="0" cellspacing="0" style="width: 100%;">
	<tbody>
		<tr style="background-color: #e7e0f0;">
			<td colspan="7" width="99%">
			<h3><span style="font-family:Tahoma,Geneva,sans-serif;">GRADO EN INGENIERÍA AGROAMBIENTAL</span></h3>
			</td>
		</tr>
		<tr style="background-color: #f5eeff;">
			<td colspan="7" width="99%"><span style="font-size:14px;"><span style="font-family:Tahoma,Geneva,sans-serif;"><strong> 2 de septiembre a las 11:30 h, <a href="https://www.etsiaab.upm.es/sfs/ETSIAAB/Subdireccion%20de%20Infraestructuras/PDF/Salon%20de%20Actos%20ed%20agronomos%202022.pdf" rel="noopener" target="_blank">salón de actos del edificio Agrónomos</a> | 12:30 h, <a href="https://www.etsiaab.upm.es/sfs/ETSIAAB/Subdireccion%20de%20Infraestructuras/PDF/Aula%20B7%20180123.pdf" rel="noopener" target="_blank">Aula B7</a></strong></span></span></td>
		</tr>
		<tr>
			<td colspan="7" width="99%"><span style="font-size:14px;"><span style="font-family:Tahoma,Geneva,sans-serif;">Coordinador del grado: <strong>Mª del Carmen Marín Ferrer </strong> - <a href="mailto:gradoinagroambiental.etsiaab@upm.es">gradoinagroambiental.etsiaab@upm.es</a><br />
			Coordinadora de 1er curso: <strong>Ana Belén Muñiz González</strong> - <a href="mailto:ab.mgonzalez@upm.es" rel="noopener" target="_blank">ab.mgonzalez@upm.es</a></span></span></td>
		</tr>
		<tr style="background-color: #f5f0ff;">
			<td colspan="7" width="99%"><span style="font-size:14px;"><span style="font-family:Tahoma,Geneva,sans-serif;">Confirmar asistencia a través del siguiente <strong>ENLACE. </strong><span class="novedad"><em> <span style="color: #377c37; margin: 0px 0px 0px 1em;">Se recomienda acudir a la cita 15 minutos antes del inicio.</span></em></span></span></span></td>
		</tr>
	</tbody>
</table>

<table border="0" cellpadding="0" cellspacing="0" style="width: 100%;">
	<tbody>
		<tr style="background-color: #e7e0f0;">
			<td colspan="7" width="99%">
			<h3><span style="font-family:Tahoma,Geneva,sans-serif;">GRADO EN INGENIERÍA ALIMENTARIA</span></h3>
			</td>
		</tr>
		<tr style="background-color: #f5eeff;">
			<td colspan="7" width="99%"><span style="font-size:14px;"><span style="font-family:Tahoma,Geneva,sans-serif;"><strong> 2 de septiembre a las 11:30 h, <a href="https://www.etsiaab.upm.es/sfs/ETSIAAB/Subdireccion%20de%20Infraestructuras/PDF/Salon%20de%20Actos%20ed%20agronomos%202022.pdf" rel="noopener" target="_blank">salón de actos del edificio Agrónomos</a> | 12:30 h, <a href="http://www.etsiaab.upm.es/sfs/ETSIAAB/Subdireccion%20de%20Infraestructuras/PDF/Aula%20D31%20070923.pdf" rel="noopener" target="_blank">Aula D31</a></strong></span></span></td>
		</tr>
		<tr>
			<td colspan="7" width="99%"><span style="font-size:14px;"><span style="font-family:Tahoma,Geneva,sans-serif;">Coordinadora del grado: <strong>Carmen López Díaz</strong>  - <a href="mailto:gradoinalimentaria.etsiaab@upm.es">gradoinalimentaria.etsiaab@upm.es</a><br />
			Coordinadora de 1er curso: <strong>Mercedes Flórez García</strong> - <a href="mailto:mercedes.florez@upm.es" rel="noopener" target="_blank">mercedes.florez@upm.es</a></span></span></td>
		</tr>
		<tr style="background-color: #f5f0ff;">
			<td colspan="7" style="height: 18px;" width="99%"><span style="font-size:14px;"><span style="font-family:Tahoma,Geneva,sans-serif;">Confirmar asistencia a través del siguiente <strong>ENLACE</strong><strong>.  </strong><span style="color: #377c37; margin: 0px 0px 0px 1em;"><em><span class="novedad">Se recomienda acudir a la cita 15 minutos antes del inicio.</span></em></span></span></span></td>
		</tr>
	</tbody>
</table>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>

<p> </p>
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										<item>
						<title>Actividad formativa de Doctorado (Presencial) Introducción a la programación con R (4ª Edición)</title>
						<link>http://eventos.crue.org/event_detail/143169.html</link>
						<pubDate>Wed, 02 Sep 2026 16:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Facultad de Ciencias Biológicas, C. de José Antonio Novais, 12, Moncloa - Aravaca, 28040 Madrid, España</p><p style="text-align: center;"><strong><span style="font-size:14px;"><span style="font-family:Georgia,serif;">Presencial</span></span></strong></p>

<p style="text-align: center;"><strong><span style="font-size:14px;"><span style="font-family:Georgia,serif;">Lugar de Celebración: Facultad de Biológicas (Aula A02)</span></span></strong></p>

<p style="text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;">Dirigida a Estudiantes de doctorado de cualquier área interesados en aplicar la programación y el análisis de datos para su investigación de doctorado</span></span></p>

<p style="text-align: justify;"> </p>

<p class="TableParagraph" style="margin-right: 5px; margin-left: 8px; text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;"><span style="color:#212529">El objetivo principal de este curso es introducir a los estudiantes de doctorado en el lenguaje de programación </span>R y su aplicación en el análisis de datos. Este <span style="color:#212529">lenguaje es ampliamente usado en ámbitos profesionales y académicos por su versatilidad para la manipulación, análisis y visualización de datos. En ese sentido, R se está convirtiendo en un estándar del que es cada vez más importante tener, al menos, unas nociones básicas.</span></span></span></p>

<p class="TableParagraph" style="margin-top: 4px; text-align: justify;"> </p>

<p class="TableParagraph" style="margin-left: 8px; text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;"><span style="color:#212529"><span style="letter-spacing:-.1pt"><strong>OBJETIVOS</strong>:</span></span></span></span></p>

<p class="TableParagraph" style="margin-top: 8px; margin-left: 8px; text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;"><span style="color:#212529">Se pretende que el alumno <span style="letter-spacing:-.1pt">pueda:</span></span></span></span></p>

<ul>
	<li class="TableParagraph" style="margin-top: 8px; margin-right: 5px; margin-left: 15px; text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;"><span style="line-height:97%"><span style="line-height:97%"><span style="color:#212529">Familiarizarse con R como lenguaje de programación: sintaxis, variables, funciones. Uso de R a través de Rstudio, instalación de paquetes, consulta de documentación y ayuda <span style="letter-spacing:-.1pt">online.</span></span></span></span></span></span></li>
	<li class="TableParagraph" style="margin-right: 5px; margin-left: 16px; text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;"><span style="color:#212529">Conocer los fundamentos del manejo de datos: entrada y salida con y desde R. Tipos y estructuras de datos. Manipulación de datos con &apos;tidyverse&apos; y generación de tablas y figuras básicas.</span></span></span></li>
	<li class="TableParagraph" style="margin-right: 5px; margin-left: 16px; text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;"><span style="line-height:97%"><span style="line-height:97%"><span style="color:#212529">Utilizar el lenguaje R para programación avanzada: estructuras de control, vectorización y programación funcional.</span></span></span></span></span></li>
	<li class="TableParagraph" style="margin-top: 1px; margin-right: 5px; margin-left: 16px; text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;"><span style="line-height:95%"><span style="line-height:95%"><span style="color:#212529">Analizar y presentar datos: uso de modelos estadísticos básicos con &apos;tidymodels&apos;. Visualización de datos con &apos;ggplot2&apos;.</span></span></span></span></span></li>
	<li class="TableParagraph" style="margin-left: 16px; text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;"><span style="color:#212529">Utilizar el control de versiones para colaborar en proyectos y documentar sus <span style="letter-spacing:-.1pt">resultados</span></span></span></span></li>
</ul>

<p class="TableParagraph" style="margin-top: 4px; text-align: justify;"> </p>

<p class="TableParagraph" style="margin-left: 8px; text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;"><span style="color:#212529"><span style="letter-spacing:-.1pt"><strong>CONTENIDO</strong>:</span></span></span></span></p>

<p class="TableParagraph" style="margin-top: 8px; margin-left: 8px; text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;"><em><strong><span style="color:#212529">Tema 1. Introducción al entorno y lenguaje de programación de<span style="letter-spacing:-.25pt"> R.</span></span></strong></em></span></span></p>

<ul>
	<li class="TableParagraph" style="margin-top: 8px; margin-left: 8px; text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;"><span style="color:#212529">Introducción a R, uso de R desde Rstudio, y uso de StackOverflow y otras fuentes de <span style="letter-spacing:-.1pt">ayuda</span></span></span></span></li>
	<li class="TableParagraph" style="margin-top: 8px; margin-left: 8px; text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;"><span style="color:#212529">Estructura del lenguaje: estructura del programa, funciones y constantes predefinidas, y creación y modificación de variables.</span></span></span></li>
	<li class="TableParagraph" style="margin-top: 8px; margin-left: 8px; text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;"><span style="line-height:100%"><span style="line-height:100%"><span style="color:#212529">Sintaxis del lenguaje: tipos de objetos de datos (vectores, matrices, dataframes y listas), construcción de los objetos de datos, y manipulación e indexación para extraer o modificar subconjuntos de datos.</span></span></span></span></span></li>
</ul>

<p class="TableParagraph" style="margin-left: 8px; text-align: justify;"><em><strong><span style="font-size:14px;"><span style="font-family:Georgia,serif;"><span style="color:#212529">Tema 2. Lectura, creación y manipulación de <span style="letter-spacing:-.1pt">datos.</span></span></span></span></strong></em></p>

<ul>
	<li class="TableParagraph" style="margin-top: 8px; margin-left: 16px; text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;"><span style="color:#212529">Importación y exportación de datos en los formatos más <span style="letter-spacing:-.1pt">habituales.</span></span></span></span></li>
	<li class="TableParagraph" style="margin-left: 16px; text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;"><span style="line-height:10.9pt"><span style="color:#212529">Conversión entre tipos de <span style="letter-spacing:-.1pt">datos.</span></span></span></span></span></li>
	<li class="TableParagraph" style="margin-left: 16px; text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;"><span style="line-height:10.9pt">Procesamiento de texto y expresiones <span style="letter-spacing:-.1pt">regulares.</span></span></span></span></li>
	<li class="TableParagraph" style="margin-left: 16px; text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;"><span style="color:#212529">Limpieza, selección, ordenación y resumen de datos con el paquete <span style="letter-spacing:-.1pt">&apos;tidyverse&apos;.</span></span></span></span></li>
</ul>

<p class="TableParagraph" style="margin-left: 8px; text-align: justify;"><em><strong><span style="font-size:14px;"><span style="font-family:Georgia,serif;"><span style="color:#212529">Tema 3. Programación avanzada en<span style="letter-spacing:-.25pt"> R.</span></span></span></span></strong></em></p>

<ul>
	<li class="TableParagraph" style="margin-top: 8px; margin-left: 16px; text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;"><span style="color:#212529">Estructuras de <span style="letter-spacing:-.1pt">control.</span></span></span></span></li>
	<li class="TableParagraph" style="margin-left: 16px; text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;"><span style="line-height:10.9pt"><span style="color:#212529">Creación de <span style="letter-spacing:-.1pt">funciones.</span></span></span></span></span></li>
	<li class="TableParagraph" style="margin-left: 16px; text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;"><span style="line-height:10.9pt">Reglas de <span style="letter-spacing:-.1pt">alcance.</span></span></span></span></li>
	<li class="TableParagraph" style="margin-left: 16px; text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;"><span style="color:#212529">Vectorización en R base y a través de <span style="letter-spacing:-.1pt">&apos;tidyverse&apos;.</span></span></span></span></li>
</ul>

<p class="TableParagraph" style="margin-left: 8px; text-align: justify;"><em><strong><span style="font-size:14px;"><span style="font-family:Georgia,serif;"><span style="color:#212529">Tema 4. Visualización avanzada de <span style="letter-spacing:-.1pt">datos.</span></span></span></span></strong></em></p>

<ul>
	<li class="TableParagraph" style="margin-top: 8px; margin-left: 16px; text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;">Introducción del paquete &apos;ggplot2&apos; para visualización de datos de diferentes <span style="letter-spacing:-.1pt">tipos.</span></span></span></li>
</ul>

<p class="TableParagraph" style="margin-left: 8px; text-align: justify;"><em><strong><span style="font-size:14px;"><span style="font-family:Georgia,serif;">Tema 5. Análisis de datos <span style="letter-spacing:-.1pt">básicos.</span></span></span></strong></em></p>

<ul>
	<li class="TableParagraph" style="margin-top: 8px; margin-right: 57px; margin-left: 16px; text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;">Procesamiento de datos, ajuste, evaluación y validación de modelos estadísticos básicos, y creación de flujos de trabajo mediante el marco ´tidymodels´.</span></span></li>
</ul>

<p class="TableParagraph" style="margin-left: 8px; text-align: justify;"><em><strong><span style="font-size:14px;"><span style="font-family:Georgia,serif;">Tema 6. Programación colaborativa y <span style="letter-spacing:-.1pt">reproducible.</span></span></span></strong></em></p>

<ul>
	<li class="TableParagraph" style="margin-top: 8px; margin-left: 16px; text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;">Repositorios de datos y <span style="letter-spacing:-.1pt">código.</span></span></span></li>
	<li class="TableParagraph" style="margin-left: 16px; text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;"><span style="line-height:10.9pt">Documentación con Quatro<span style="letter-spacing:-.1pt">.</span></span></span></span></li>
	<li class="TableParagraph" style="margin-left: 16px; text-align: justify;"> </li>
</ul>

<hr />
<p style="text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;"><strong>                 NÚMERO DE HORAS: 14                                                        NÚMERO DE PLAZAS: 30</strong></span></span></p>

<hr />
<p style="margin-bottom: 10px; text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;"><span style="background:white"><span style="line-height:12.75pt"><span style="color:#454545">Las inscripciones se realizarán hasta el 19 de julio de 2.026. Es requisito, obligatorio, que la inscripción se realice con la cuenta de correo institucional (</span><a href="mailto:xxx@ucm.es" target="_blank"><span style="color:#0066cc">xxx@ucm.es</span></a><span style="color:#454545">) </span></span></span></span></span></p>

<p style="margin-bottom: 10px; text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;"><span style="background:white"><span style="line-height:12.75pt"><b><span style="color:#454545">(Le recordamos que, de acuerdo con el Reglamento de Actuación y Funcionamiento de la Universidad Complutense de Madrid por medios electrónicos, usted tiene la obligatoriedad del uso del correo electrónico de la UCM para cualquier comunicación o acción con esta universidad. </span></b></span></span></span></span></p>

<p style="margin-bottom: 10px; text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;"><span style="background:white"><span style="line-height:12.75pt"><b><span style="color:#454545">Por tanto, para la inscripción al evento, usted, como miembro de la comunidad universitaria deberá usar su cuenta de correo @ucm)</span></b></span></span></span></span></p>

<p style="text-align: justify;"><span style="font-size:14px;"><span style="font-family:Georgia,serif;"><b><span style="line-height:107%"><span style="color:#e74c3c">No se tendrán en cuenta las inscripciones realizadas con otros correos electrónicos</span></span></b></span></span></p>
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						<title>XXI Annual Conference of The European Society of International Law</title>
						<link>http://eventos.crue.org/event_detail/135950.html</link>
						<pubDate>Thu, 03 Sep 2026 09:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Facultad de Derecho, Bulevar Louis Pasteur, Málaga, España</p><h3 data-end="227" data-start="194" style="text-align: center;"><span style="font-size:20px;"><strong>ESIL 2026 Annual Conference</strong></span></h3>

<p data-end="286" data-start="228" style="text-align: center;"><span style="font-size:18px;"><strong data-end="284" data-start="228">International Law and Conflict: An Enduring Tension?</strong></span></p>

<p data-end="286" data-start="228" style="text-align: center;"> </p>

<p data-end="539" data-start="288" style="text-align: justify;">The European Society of International Law (ESIL) is delighted to announce that its 2026 Annual Conference will take place at the Faculty of Law, University of Málaga, under the overarching theme <em data-end="537" data-start="483">International Law and Conflict: An Enduring Tension?</em></p>

<p data-end="539" data-start="288" style="text-align: justify;"> </p>

<p data-end="1207" data-start="541" style="text-align: justify;">From its very inception, international law has been shaped by the need to address and contain conflict. While the aspiration of peaceful coexistence and cooperation among nations has remained central, today’s international order is marked by renewed tensions and systemic challenges. Political polarization, the rise of populist movements, conspiracy narratives, and radicalization are increasingly undermining multilateral institutions and eroding confidence in the international legal framework. These dynamics not only fuel confrontation between states and non-state actors but also call into question the very effectiveness and legitimacy of international law.</p>

<p data-end="1207" data-start="541" style="text-align: justify;"> </p>

<p data-end="1855" data-start="1209" style="text-align: justify;">The conference seeks to engage critically with the multiple dimensions of this enduring tension. In recent years, we have witnessed how ideological extremism and intolerance destabilize democratic societies, fueling hostile attitudes towards human rights and the rule of law. At the same time, economic and trade relations are increasingly weaponized, as illustrated by the paralysis of the WTO’s dispute settlement mechanism, the rise of unilateral sanctions, and growing frictions among the world’s major economic actors. These developments have deep repercussions for global equity, development, and the protection of vulnerable populations.</p>

<p data-end="1855" data-start="1209" style="text-align: justify;"> </p>

<p data-end="2415" data-start="1857" style="text-align: justify;">The persistence of armed conflict further highlights the urgency of reassessing the role of international law. Contemporary conflicts have evolved beyond the traditional categories of interstate and civil wars to embrace hybrid, asymmetric, and polycentric forms involving a variety of actors, including terrorist groups, mercenaries, and private military companies. This changing reality strains the ability of international humanitarian law and international criminal law to adapt, leaving critical questions of accountability and enforcement unresolved.</p>

<p data-end="2415" data-start="1857" style="text-align: justify;"> </p>

<p data-end="3092" data-start="2417" style="text-align: justify;">Alongside these challenges, new domains of conflict have emerged. The exponential growth of information and communication technologies, together with the transformative potential of artificial intelligence, has multiplied threats in cyberspace. Disinformation campaigns, election interference, cyberattacks on critical infrastructure, and the increasing deployment of autonomous systems in warfare all pose pressing questions for the regulation of international relations. These developments cut across every area of international law, from security and human rights to trade and environmental protection, demanding innovative legal responses and international cooperation.</p>

<p data-end="3092" data-start="2417" style="text-align: justify;"> </p>

<p data-end="3504" data-start="3094" style="text-align: justify;">Against this background, the ESIL 2026 Annual Conference will provide a unique forum for scholars, practitioners, and policymakers to reflect on how international law confronts conflict in its many forms. By revisiting fundamental concepts and examining contemporary crises, the conference aims to illuminate paths for reinforcing the effectiveness, legitimacy, and fairness of the international legal order.</p>

<p data-end="3504" data-start="3094" style="text-align: justify;"> </p>

<p data-end="3834" data-start="3506" style="text-align: justify;">Málaga, with its long history as a crossroads of cultures and ideas, offers a fitting setting for such a conversation. The Faculty of Law at the University of Málaga looks forward to welcoming participants from around the world to engage in a rich and interdisciplinary dialogue on one of the most pressing issues of our time.</p>
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						<title>Congreso Internacional Mente, cuerpo, cultura y educación (Séptima edición)</title>
						<link>http://eventos.crue.org/event_detail/147597.html</link>
						<pubDate>Thu, 03 Sep 2026 09:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Universidad de Valladolid : Vicerrectorado del Campus Duques de Soria, Calle Universidad, Soria, España</p><p>Evento multidisciplinar que reúne a académicos, profesionales y expertos en diversas áreas para explorar la relación entre la mente, el cuerpo, la cultura y la educación. Durante este evento de vanguardia, se examinarán las conexiones entre estos elementos, así como su influencia en el desarrollo humano, en el aprendizaje, en la formación de la identidad cultural y en el bienestar integral.<br />
El congreso proporciona un espacio para el intercambio de ideas, investigaciones innovadoras y prácticas pedagógicas que promueven un enfoque holístico hacia el crecimiento personal y social. Se busca fomentar un diálogo enriquecedor que inspire nuevas perspectivas y enfoques para abordar los desafíos contemporáneos en el ámbito de la mente, el cuerpo, la cultura y la educación.</p>
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						<title>Curs de preparació per al grau: «Psicologia, la ciència de la conducta»</title>
						<link>http://eventos.crue.org/event_detail/156170.html</link>
						<pubDate>Thu, 03 Sep 2026 09:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>edifici Margalida Comas i Camps</p><p><span style="color:#000000;">Forma part dels <strong>«Cursos de preparació per al grau 2026-27».</strong></span></p>

<p><span style="color:#000000;">Data: 3 i 4 de setembre</span></p>

<p><span style="color:#000000;">Lloc: </span>Aula A02 de l&apos;edifici Margalida Comas i Camps</p>

<p><a href="https://portal.uib.cat/web/estudis-de-la-uib/cursos-i-tallers/preparacio-grau/2026-27"><strong>Més informació</strong></a></p>
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						<title>Diseño y Elaboración de un Trabajo Fin de Grado en Ciencias de la Salud</title>
						<link>http://eventos.crue.org/event_detail/157102.html</link>
						<pubDate>Thu, 03 Sep 2026 09:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Avenida Camilo José Cela, 14, Ciudad Real, España</p><div style="text-align: center;"><span style="color:#c0392b;"><strong>CURSO ALTAMENTE RECOMENDABLE PARA LA ELABORACIÓN DEL TRABAJO FIN DE GRADO</strong></span></div>

<div>
<p style="margin-bottom:11px"><strong><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">Dirigido:</span></span></span></strong></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">Alumnado de 4º Curso de Grado en Enfermería de Ciudad Real (<span style="font-size:11px;"><em><strong><a href="https://lead.apps.uclm.es/actividades/106184">Inscripción a través de LEAD</a></strong></em></span>)</span></span></span></p>

<p style="margin-bottom:11px"><strong><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">Objetivos del Curso</span></span></span></strong></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">- Familiarizar al alumnado con los fundamentos teóricos y prácticos de la investigación científica aplicada al TFG.</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">- Capacitar en el uso de herramientas digitales y metodológicas para la elaboración de trabajos académicos rigurosos.</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">- Promover la ética investigadora y el uso responsable de tecnologías como la inteligencia artificial.</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Contenidos del Curso (por sesiones)</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Sesión 1</b>: Tipos de TFG, estructura general, cronograma, evaluación, uso de inteligencia artificial y prevención del plagio.<br />
<b>Sesión 2</b>: Conceptos básicos, tipos de investigación, planteamiento del problema, formulación de objetivos e hipótesis.<br />
<b>Sesión 3</b>: Búsqueda eficiente en bases de datos académicas (CINAHL, Scopus, PubMed, Scielo, Cochrane), selección de fuentes.<br />
<b>Sesión 4</b>: Instalación y uso de Zotero y Mendeley, organización de referencias, generación de citas y bibliografía.<br />
<b>Sesión 5</b>: Tipos de estudios cuantitativos, diseño de muestras, identificación y control de variables, minimización de sesgos.<br />
<b>Sesión 6</b>: Metodología PRISMA, elaboración de diagramas de flujo, criterios de inclusión y exclusión.<br />
<b>Sesión 7</b>: Herramientas de evaluación del sesgo (Cochrane RoB 2, QUADAS-2), interpretación de gráficos.<br />
<b>Sesión 8</b>: Técnicas cualitativas, codificación y análisis de datos, interpretación de resultados.<br />
<b>Sesión 9</b>: Introducción a SPSS, estadística descriptiva, pruebas de hipótesis, análisis de varianza.</span></span></span></p>
</div>
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						<title>Bienvenida UPCT_BUC 26/27</title>
						<link>http://eventos.crue.org/event_detail/157238.html</link>
						<pubDate>Thu, 03 Sep 2026 09:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Escuelas y Facultad UPCT, Paraninfo UPCT</p><p>¡Hola y bienvenid@s a la UPCT!</p>

<p data-end="194" data-start="35">El próximo <strong data-end="65" data-start="46">3 de septiembre</strong> arrancamos con la <strong data-end="117" data-start="84">primera Jornada de Bienvenida</strong> pensada especialmente para ti, que comienzas esta nueva etapa universitaria.</p>

<p data-end="243" data-start="196">Durante esta jornada tendrás la oportunidad de:</p>

<ul>
	<li data-end="680" data-start="245"><strong data-end="268" data-start="247">Conocer tu centro</strong> y dar tus primeros pasos por sus pasillos.</li>
	<li data-end="680" data-start="245"><strong data-end="352" data-start="316">Saludar a tus futuros profesores</strong>, al <strong data-end="377" data-start="357">Equipo Directivo</strong> y a tu <strong data-end="430" data-is-only-node="" data-start="385">tutor/a del Plan de Acción Tutorial (PAT)</strong>, quien te acompañará en tu adaptación a la vida universitaria.</li>
	<li data-end="680" data-start="245"><strong data-end="540" data-start="498">Disfrutar de un descanso en la cantina</strong> con tus nuevos compañeros.</li>
	<li data-end="680" data-start="245"><strong data-end="596" data-start="572">Visitar el Paraninfo</strong>, donde te contaremos cómo puedes conseguir tu <strong data-end="677" data-start="643">¡primer crédito universitario!</strong></li>
</ul>

<p data-end="788" data-start="682"><strong data-end="745" data-start="685">Y sí, hay regalo de bienvenida para todos los asistentes</strong>… ¡pero tendrás que venir para descubrirlo!</p>

<p data-end="865" data-is-last-node="" data-is-only-node="" data-start="790">No faltes: esta jornada está pensada para ti. ¡Te esperamos con ganas!</p>
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						<title>Thesis Defence | Vladimir Bellavista Parent @ Room U2.1</title>
						<link>http://eventos.crue.org/event_detail/156030.html</link>
						<pubDate>Thu, 03 Sep 2026 11:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Carrer del Perú, 52, Barcelona, España</p><p>You are invited to attend the public defence of</p>

<ul>
	<li>Candidate: <b>VLADIMIR BELLAVISTA PARENT</b></li>
	<li>Titled:<i> "A methodological bridge from Wi-Fi fingerprinting to real 5G localization using OpenAirInterface"</i></li>
	<li>Thesis Supervisors: Dr Antoni Pérez-Navarro and Dr Joaquín Torres Sospedra</li>
	<li>Doctoral Programme: Network and Information Technologies (NIT)</li>
</ul>

<p> </p>

<p> Please confirm your attendance by completing this form. The defence will take place</p>

<p>* on <b>Thursday 3 September - 11am</b><br />
* at <b>UOC room U.2.1 Building U (Entrance via C/Perú 52, Barcelona)</b></p>
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						<title>XXXVIII Cross Rector Universidad Carlos III de Madrid</title>
						<link>http://eventos.crue.org/event_detail/157375.html</link>
						<pubDate>Thu, 03 Sep 2026 11:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Universidad Carlos III de Madrid Campus de Colmenarejo, Avenida de Gregorio Peces-Barba Martínez, Colmenarejo, España</p><p>2ª Prueba de Circuito Universitario de Cross de Madrid 2026-2027 con una distancia de 5.000 m para la categoría femenina y masculina.</p>

<p><strong>HORARIO: SALIDA CONJUNTA CARRERA FEMENINA Y MASCULINA A LAS 11.30H.</strong></p>

<ul>
	<li><a href="https://www.uc3m.es/deporte/competiciones/campeonatos_uc3m/Cross_rector">Más información</a></li>
</ul>
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						<title>Jornada d&#39;acolliment de la Facultat de Dret</title>
						<link>http://eventos.crue.org/event_detail/156684.html</link>
						<pubDate>Thu, 03 Sep 2026 12:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>edifici Gaspar Melchor de Jovellanos</p><p>Data: 3 de setembre</p>

<p>Lloc: Saló d&apos;Actes de l&apos;edifici Gaspar Melchor de Jovellanos</p>

<p>L&apos;acte es durà a terme de forma presencial, el dijous <strong>3 de setembre del 2026 de 12:00 a 13:00h al Saló d&apos;Actes de l&apos;edifici G.M. de Jovellanos.</strong> Per als estudiants de les Seus de Menorca i dEivissa i Formentera es retransmetrà per videoconferència als respectius edificis. L´esdeveniment consistirà en la presentació, per part de l´equip deganal, dels diferents estudis i de la Facultat. També es podran resoldre de primera mà els dubtes dels estudiants.</p>

<p>Respecte de les <strong>seus universitàries</strong>, també es faran dues reunions presencials de benvinguda amb el vicedegà responsable de les seus, el Dr. Joan David Janer. Aquestes seran en les dates següents:</p>

<p>Divendres 2 octubre a les 12 Eivissa</p>

<p>Divendres 9 octubre a les 12 Menorca.</p>

<p><a href="https://fdret.uib.cat/estudiants/accions-d-accolliment-als-alumnes-de-nou-ingres"><strong>Més informació </strong></a></p>
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						<title>Accions d’acolliment dels nous estudiants curs acadèmic de la Facultat d&#39;Economia i Empresa</title>
						<link>http://eventos.crue.org/event_detail/156821.html</link>
						<pubDate>Thu, 03 Sep 2026 12:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>edifici Gaspar Melchor de Jovellanos</p><p>Dates: 3 i 8 de setembre</p>

<p>Lloc: Saló d&apos;Actes de l&apos;edifici Gaspar Melchor de Jovellanos</p>

<p>En una sessió presencial, el degà i un vicedegà donaran la benvinguda, presentaran al equip deganal i parlaran del funcionament bàsic de la FEE i de l’oferta bàsica d’activitats.</p>

<p><a href="https://fee.uib.cat/alumnat/activitats-de-benvinguda"><strong>Més informació </strong></a></p>
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						<title>Activitats de benvinguda de la Facultat de Filosofia i Lletres</title>
						<link>http://eventos.crue.org/event_detail/157241.html</link>
						<pubDate>Thu, 03 Sep 2026 12:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Campus de la UIB</p><p>Data: 3 de setembre</p>

<p>Lloc: campus de la UIB</p>

<p>L&apos;horari detallat de la jornada es publicará en breu.</p>

<p><a href="https://ffl.uib.cat/alumnes/Jornada-dacolliment/"><strong>Més informació </strong></a></p>
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						<title>Defensa de Tesis María Consuelo Cruz Ramos</title>
						<link>http://eventos.crue.org/event_detail/156898.html</link>
						<pubDate>Thu, 03 Sep 2026 15:30:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Universidad Loyola, Sevilla, Sala de grados</p><p><span style="font-size:16px;"><span style="font-family:Arial,Helvetica,sans-serif;">El próximo <strong>jueves 3 de septiembre, a las 15:30 horas</strong>, tendrá lugar la lectura de la tesis de <strong>Dña. M.ª Consuelo Cruz Ramos</strong>, estudiante del <strong>Programa de Doctorado en Psicología con Mención Internacional</strong>.</span></span></p>

<p><span style="font-size:16px;"><span style="font-family:Arial,Helvetica,sans-serif;">La tesis, titulada <strong>«Transiciones no normativas hacia la maternidad: un análisis cualitativo desde la perspectiva de la mujer»</strong>, ha sido realizada bajo la dirección de las profesoras <strong>Dra. Davinia María Resurrección Mena</strong> y <strong>Dra. Yolanda Hernández Albújar</strong>, y tutorizada por la <strong>Dra. Davinia María Resurrección Mena</strong>.</span></span></p>

<p><span style="font-size:16px;"><span style="font-family:Arial,Helvetica,sans-serif;">El tribunal estará constituido por:</span></span></p>

<p><span style="font-size:16px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong>Presidenta:</strong> Dr. Manuel de la Mata Benítez, de la Universidad de Sevilla.</span></span></p>

<p><span style="font-size:16px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong>Secretaria:</strong> Dra. Stephanie Carretero Gómez, de la Universidad Loyola Andalucía.</span></span></p>

<p><span style="font-size:16px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong>Vocal:</strong> Dra. Alejandra Bibiana Barcala, de la Universidad Nacional de Lanús.</span></span></p>

<p><span style="font-size:16px;"><span style="font-family:Arial,Helvetica,sans-serif;">El acto se celebrará en modalidad híbrida: presencialmente en la <strong>Sala de Grados del Campus de Sevilla de la Universidad Loyola</strong> y de manera virtual <strong><a href="https://loyola.webex.com/loyola/j.php?MTID=mbcbde4fe2e1a3f238509b24158c3d4d4" target="_blank">a través del siguiente enlace</a></strong>. </span></span><span style="font-size:16px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong>Contraseña:</strong> Tesis</span></span></p>

<div> </div>
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						<title>Jornada Descubre UPCT_BUC 26/27</title>
						<link>http://eventos.crue.org/event_detail/157243.html</link>
						<pubDate>Fri, 04 Sep 2026 08:45:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Salida desde el CIM a los distintos campus y centros deportivos, C. Real, 3, 30201 Cartagena</p><h3><strong>Jornada Descubre UPCT BUC 26/27</strong></h3>

<p>Como parte de las Jornadas de Bienvenida BUC 26/27 para nuevos estudiantes, te invitamos a participar en Descubre la UPCT, una actividad diseñada especialmente para los estudiantes de nuevo ingreso.</p>

<h3>¿En qué consiste?</h3>

<p>El objetivo es daros a conocer los servicios y puntos de interés que os ofrece la UPCT. Haréis un recorrido por los principales puntos de interés, escuelas, la facultad y centros deportivos e iréis recopilando información. En cada parada, los nuevos estudiantes iréis resolviendo cuestiones que os permitirán obtener hasta 0,5 créditos ECTS.</p>

<p>No os preocupéis por si os perdéis, ya que iréis acompañados por los tutores del PAT (Plan de Acción Tutorial).</p>

<h3>¿Qué os encontraréis?</h3>

<ul>
	<li>Información clave para comenzar tu etapa universitaria con buen pie.</li>
	<li>Actividades y sorpresas que harán de esta jornada una experiencia enriquecedora y divertida.</li>
	<li>Un ambiente acogedor para conocer mejor tu universidad y conectar con otros estudiantes.</li>
</ul>

<h3>Para cerrar la jornada...</h3>

<p>Al finalizar el recorrido, os esperaremos en Ilusión Sport Center, donde el buen ambiente y un aperitivo harán el resto.</p>

<p>Podréis hacer uso de las instalaciones deportivas Ilusión Sport</p>

<p>Una excelente oportunidad para relajarse y compartir la experiencia con compañeros.</p>

<p><strong>¡TRAE ROPA DE BAÑO SI TE APETECE UN BAÑO EN LA PISCINA!</strong></p>

<hr />
<h3><a href="https://www.upct.es/cursos/curso.php?sistema=AEC&cod_curso=26DESC&curso_acad=2026/27&convocatoria=A&turno=U" target="_blank">INSCRÍBETE AQUÍ PARA CONSEGUIR TU 0.5 CRÉDITO</a></h3>

<h3>Las plazas son limitadas y la jornada promete ser inolvidable.</h3>
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						<title>Curso de Rehabilitación integral del paciente amputado de extremidad inferior y superior 2026</title>
						<link>http://eventos.crue.org/event_detail/147340.html</link>
						<pubDate>Fri, 04 Sep 2026 09:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Fundació Tecnocampus</p><p> </p>

<p><span style="color:#f1c40f;"><span style="font-size:18px;"><strong>PRESENTACIÓN DEL CURSO</strong></span></span></p>

<p><span style="font-size:14px;">El abordaje terapéutico del paciente amputado debe ser contemplado desde una vertiente multidisciplinar integrando profesionales de diferentes ámbitos sanitarios: médicos especialistas en medicina física y rehabilitación, enfermería, terapeutas ocupacionales, técnicos ortopedas, fisioterapeutas, psicólogos, etc.</span></p>

<p><span style="font-size:14px;">El objetivo principal del equipo que trata al paciente amputado debe ser conseguir la mayor autonomía y funcionalidad posible a nivel loco-regional y también global en el conjunto del esquema corporal dada la pérdida del miembro / s afecto / s. La rehabilitación del paciente amputado pues, deberá considerar el uso y utilización y control de la prótesis para conseguir el máximo de independencia en las actividades de la vida diaria, profesional y recreativa.</span></p>

<p><span style="font-size:14px;">Esta rehabilitación no deberá limitarse sólo a la adaptación protésica sino que debe tener en cuenta el proceso inicial de recuperación y la sistemática de atención integral muy importante desde el inicio de la fase hospitalaria. El resultado y evolución del proceso de rehabilitación del paciente amputado debe estar acompañado de escalas específicas de valoración respecto de la funcionalidad.</span></p>

<p><span style="font-size:14px;">Este curso va dirigido al profesional sanitario con la intención de capacitar, profundizar y actualizar en los conocimientos en la atención al paciente amputado ofreciendo un seguimiento completo desde el inicio del proceso hasta su completa recuperación.</span></p>

<p><span style="font-size:14px;"><span style="color:#f1c40f;"><strong>Fechas:</strong> </span></span><br />
- Primer Seminario: 2 y 3 de octubre de 2026<br />
- Segundo Seminario: 6 y 7 de noviembre de 2026</p>

<p><span style="font-size:14px;"><span style="color:#f1c40f;"><strong>Horario</strong>:</span></span><br />
- Viernes de 9h a 13:30h y 14:30h a 18:30h<br />
- Sábados de 9h a 14h y 15:30h a 18:30h</p>

<p><span style="font-size:14px;"><span style="color:#f1c40f;"><strong>Modalidad:</strong> </span>Presencial</span></p>

<p><span style="font-size:14px;"><span style="color:#f1c40f;"><strong>Horas:</strong> </span>30 horas</span></p>

<p><span style="font-size:14px;"><span style="color:#f1c40f;"><strong>Lugar de realización: </strong></span>TecnoCampus, Avinguda Ernest Lluch, 32, Mataró</span></p>

<p><span style="font-size:14px;"><span style="color:#f1c40f;"><strong>Precio:</strong> </span>485€</span></p>

<p><span style="color:#f1c40f;"><span style="font-size:14px;"><strong>Descuentos:</strong></span></span></p>

<ul>
	<li><span style="font-size:14px;">10% para Alumni del TecnoCampus</span></li>
	<li><span style="font-size:14px;">10% de descuento para las personas colegiadas en colegios oficiales vinculados a los estudios</span></li>
	<li><span style="font-size:14px;">10% de descuento para trabajadores/as con una antigüedad mínima de un año de las entidades colaboradoras con convenio específico con TecnoCampus o porcentaje indicado en el convenio </span></li>
</ul>

<p><strong><span style="font-size:14px;"><em>Descuentos acumulables hasta un máximo del 15%</em></span></strong></p>

<p> </p>

<p> </p>
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						<title>Sessió Acollida (curs 2026-2027)</title>
						<link>http://eventos.crue.org/event_detail/155406.html</link>
						<pubDate>Fri, 04 Sep 2026 09:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>EEBE, Avinguda d'Eduard Maristany, Barcelona, Espanya</p><p><span style="font-size:16px;"><span style="font-family:Arial,Helvetica,sans-serif;">Et donem la benvinguda a l&apos;EEBE!!</span></span></p>

<p><span style="font-size:16px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="line-height:normal"><span tahoma="">T&apos;esperem a la Sessió d&apos;Acollida el<span style="color:black"> <b>divendres 4 de setembre 2026</b></span></span></span></span></span></p>

<p><span style="font-size:16px;"><span style="font-family:Arial,Helvetica,sans-serif;">Inscriu-te a la sessió corresponent al grau en què t&apos;has matriculat:</span></span></p>

<ul>
	<li style="margin-left:23px; margin-bottom:11px"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-size:16px;"><b><span lang="CA"><span arial=""><span style="color:black">1a sessió: </span></span></span></b><b><span lang="CA"><span tahoma=""><span style="color:black">09.00 h</span></span></span></b></span><b>  </b><span style="font-size:14px;"><span lang="CA"><span arial=""><span style="color:black"> </span></span></span></span></span></span><span style="font-size:16px;"> Grau en Enginyeria Electrònica Industrial i Automàtica i Grau en Enginyeria de Materials</span></span></li>
	<li style="margin-left:23px; margin-bottom:11px"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:11pt"><span style="line-height:normal"><b><span lang="CA" style="font-size:12.0pt"><span tahoma=""><span style="color:black">2a sessió: 10.30 h </span></span></span></b>   Grau en Enginyeria BIomèdica</span></span><span style="font-size:16px;"> i Grau en Enginyeria  Química.</span></span></li>
	<li style="margin-left:23px; margin-bottom:11px"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:11pt"><span style="line-height:normal"><b><span lang="CA" style="font-size:12.0pt"><span tahoma=""><span style="color:black">3a sessió: 12.00 h</span></span></span></b>   </span></span><span style="font-size:16px;">Grau en Enginyeria Mecànica.</span></span></li>
	<li style="margin-left:23px; margin-bottom:11px"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:11pt"><span style="line-height:normal"><b><span lang="CA" style="font-size:12.0pt"><span tahoma=""><span style="color:black">4a sessió: 15.00 h</span></span></span></b></span></span></span><span style="font-family:Comic Sans MS,cursive;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:11pt"><span style="line-height:normal"><b><span lang="CA" style="font-size:12.0pt"><span tahoma=""><span style="color:black"> </span></span></span></b>  </span></span></span><span style="font-size:16px;"><span style="font-family:Arial,Helvetica,sans-serif;">Grau en Enginyeria Elèctrica i Grau en  Enginyeria de l&apos;Energia.   </span> </span></span> </li>
</ul>

<p style="margin-left:23px; margin-bottom:11px"><span style="font-size:16px;"><span style="font-family:Arial,Helvetica,sans-serif;">Durada prevista de la sessió: 1:30 h  </span></span></p>

<p style="margin-left:23px; margin-bottom:11px"><span style="font-size:16px;"><span style="font-family:Arial,Helvetica,sans-serif;">Un cop t&apos;hagis inscrit, rebràs un correu electrònic amb les instruccions per descarregar el codi QR que et permetrà identificar-te al registre.</span></span></p>

<p style="margin-left:23px; margin-bottom:11px"> </p>

<p style="margin-left:23px; margin-bottom:11px"> </p>
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						<title>Jornadas de bienvenida 2026-2027</title>
						<link>http://eventos.crue.org/event_detail/155943.html</link>
						<pubDate>Fri, 04 Sep 2026 09:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Todos los campus de Nebrija</p><h1 style="text-align: center;"><span style="color:#ffffff;"><strong><span style="font-family:Arial,Helvetica,sans-serif;"><big><span style="background-color:#c2002f;">Jornadas de Bienvenida 2026-27</span></big></span></strong></span></h1>

<div style="background: rgb(238, 238, 238); border: 1px solid rgb(204, 204, 204); padding: 5px 10px; text-align: center;"><span style="color:#c2002f;"><span style="font-size:20px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong>Universidad Nebrija</strong></span></span></span></div>

<p style="text-align:justify"> </p>

<p style="text-align:justify"><span style="font-size:22px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong><span style="background:white"><span arial=""><span style="color:#333333">¡Bienvenido/a a Nebrija!</span></span></span></strong></span></span></p>

<p style="text-align:justify"> </p>

<p style="text-align:justify"><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="background:white"><span arial=""><span style="color:#333333">En septiembre comenzarás tu andadura universitaria con nosotros y, para ello, hemos preparado unas <strong>J</strong><b><strong>o</strong>rnadas de Bienvenida</b> donde tendrás la oportunidad de familiarizarte con tu Facultad, conocer a tus profesores y descubrir muchos de los servicios y herramientas que ponemos a tu disposición durante tu etapa universitaria.</span></span></span></span></span></p>

<p style="text-align:justify"><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="background:white"><span arial=""><span style="color:#333333">Así, los próximos </span><span style="color:#c2002f;"><strong>4 o 7 de septiembre</strong></span><span style="color:#333333"><strong>, según la Facultad a la que pertenezcas, </strong>te esperamos en el campus en el vas a estudiar. <strong><span arial="">Serán jornadas presenciales </span></strong>y es <b>imprescindible inscribirse</b> gratuitamente para poder asistir. Puedes consultar la ubicación y cómo llegar a los diferentes campus en <a href="https://www.nebrija.com/la-universidad/campus/"><strong>este enlace</strong></a>.</span></span></span></span></span></p>

<p style="text-align:justify"> </p>

<p style="text-align:justify"><span style="font-size:16px;"><span style="font-family:Arial,Helvetica,sans-serif;"><u><strong>AGENDA:</strong></u></span></span></p>

<p style="text-align:justify"><span style="display: none;"> </span><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong><span style="color:#ffffff;"><u><span style="background-color:#f9b023;">Viernes 4 de septiembre - Facultad de Medicina y Ciencias de la Salud</span></u></span></strong></span></span></p>

<p style="text-align:justify"><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong>En el campus de Ciencias de la Vida en La Berzosa, en dos turnos:</strong></span></span></p>

<ul>
	<li style="text-align: justify;"><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong>09:00 h </strong>si estudias <strong>grado en Medicina</strong> o <strong>grado en Ingeniería Biomédica</strong>.</span></span></li>
	<li style="text-align: justify;"><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong>10:00 h</strong> si estudias <strong>grado en Odontología</strong>.</span></span></li>
</ul>

<p style="text-align:justify"><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="color:#ffffff;"><strong><u><span style="background-color:#05a68a;">Viernes 4 de septiembre - Facultad de Ciencias de la Vida y la Naturaleza</span></u></strong></span></span></span></p>

<p style="text-align: justify;"><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong>En el campus de Ciencias de la Vida en La Berzosa, en dos turnos:</strong></span></span></p>

<ul>
	<li style="text-align: justify;"><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong>11:00 h </strong>si estudias <strong>grado en Ciencias de la Actividad Física y del Deporte</strong> y <strong>grado en Fisioterapia</strong>.</span></span></li>
	<li style="text-align: justify;"><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong>12:00 h</strong> si estudias <strong>grado en Enfermería</strong>.</span></span></li>
	<li style="text-align: justify;"><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;">Si estudias <strong>grado en Psicología o doble grado en Psicología y Criminología y Ciencias Forenses</strong>, tu Jornada de Bienvenida será en el campus de Lenguas, Educacion y Psicología en Madrid-Arturo Soria el 7 de septiembre. </span></span></li>
</ul>

<p style="text-align: justify;"><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="color:#ffffff;"><strong><u><span style="background-color:#f98e2b;">Lunes 7 de septiembre - Facultad de Economía y Empresa</span></u></strong></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong>En el campus de la Politécnica y Ciencias Sociales en Madrid-Princesa:</strong></span></span></p>

<ul>
	<li style="text-align: justify;"><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong>09:30 h</strong> si estudias <strong>grado en Creación, Administración y Dirección de Empresas</strong>, <strong>grado en Economía y Negocios Internacionales</strong>, <strong>grado en Análisis de Negocios (<em>Business Analytics</em>)</strong>, <strong>grado en Turismo y Empresas Turísticas, grado en Filosofía, Política y Economía y grado en Empresa y Tecnología.</strong></span></span></li>
</ul>

<p style="text-align:justify"><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong><span style="color:#ffffff;"><u><span style="background-color:#e1261c;">Lunes 7 de septiembre - Facultad de Derecho y de Relaciones Internacionales</span></u></span></strong></span></span></p>

<p style="text-align:justify"><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong>En el campus de la Politécnica y Ciencias Sociales en Madrid-Princesa:</strong></span></span></p>

<ul>
	<li style="text-align: justify;"><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong>11:00 h</strong> si estudias <strong>grado en Derecho</strong>, <strong>grado en Relaciones Internacionales</strong>, <strong>grado en Criminología y Ciencias Forenses y grado en Dirección y Gestión de la Ciberseguridad.</strong></span></span></li>
</ul>

<p style="text-align:justify"><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong><span style="color:#ffffff;"><u><span style="background-color:#705152;">Lunes 7 de septiembre - Politécnica Nebrija</span></u></span></strong></span></span></p>

<p style="text-align:justify"><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong>En el campus de la Politécnica y Ciencias Sociales en Madrid-Princesa, en dos turnos:</strong></span></span></p>

<ul>
	<li style="text-align: justify;"><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong>16:00 h </strong>si estudias <strong>grado en Ingeniería en Diseño Industrial y Desarrollo del Producto</strong>, <strong>grado en Ingeniería en Tecnologías Industriales</strong>, <strong>grado en Ingenería en Logística y Organización Industrial</strong>, <strong>grado en Ingeniería del Automóvil</strong>, <strong>grado en Ingeniería Mecánica y grado en Ingeniería de la Energía.</strong></span></span></li>
	<li style="text-align: justify;"><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong>17:00 h</strong> si estudias <strong>grado en Fundamentos de la Arquitectura</strong>, <strong>grado en Diseño de Interiores</strong>, <strong>grado en Matemáticas Aplicadas</strong>, <strong>grado en Física Aplicada</strong>, <strong>grado en Ingeniería Civil,</strong> <strong>grado en Ingeniería Informática y grado en Inteligencia Artificial</strong>.</span></span></li>
</ul>

<p style="text-align:justify"><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="color:#ffffff;"><strong><u><span style="background-color:#497593;">Lunes 7 de septiembre - Facultad de Comunicación y Artes</span></u></strong></span></span></span></p>

<p style="text-align:justify"><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong>En el campus de Comunicación y Artes en Madrid-San Francisco de Sales:</strong></span></span></p>

<ul>
	<li style="text-align: justify;"><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong>09:30 h</strong> si estudias <strong>grado en Periodismo</strong>, <strong>grado en Comunicación Audiovisual</strong>, <strong>grado en Comunicación Estratégica, Protocolo y Organización de Eventos, grado en Comunicación Empresarial y Medios Digitales, grado en Publicidad y Relaciones Públicas</strong>, <strong>grado en Marketing</strong>, <strong>grado en Diseño Digital y Multimedia</strong>, <strong>grado en Bellas Artes</strong>, <strong>grado en Artes Escénicas</strong> y<strong> grado en Diseño de Moda</strong>.</span></span></li>
</ul>

<p style="text-align:justify"><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong><span style="color:#ffffff;"><u><span style="background-color:#65beec;">Lunes 7 de septiembre - Facultad de Lenguas y Educación </span><span style="background-color:#05a68a;">y grado en Psicología de la Facultad de Ciencias de la Vida y La Naturaleza</span></u></span></strong></span></span></p>

<p style="text-align:justify"><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong>En el campus de Lenguas y Educación en Madrid-Arturo Soria, en dos turnos:</strong></span></span></p>

<ul>
	<li style="text-align: justify;"><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong>09:30 h </strong>si estudias <strong>grado en Educación Primaria</strong>, <strong>grado en Educación Infantil</strong> y <strong>grado en Lenguas Modernas Aplicadas</strong>.</span></span></li>
	<li style="text-align: justify;"><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong>11:00 h</strong> si estudias <strong>grado en Psicología</strong> o <strong>doble grado en Psicología y Criminología y Ciencias Forenses</strong>.</span></span><span style="display: none;"> </span></li>
</ul>

<p style="text-align:justify"> </p>

<p style="text-align:justify"><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;">Te recomendamos quedes atento/a a esta página y a tu correo electrónico, te iremos informando de todas las novedades. </span></span></p>

<p style="text-align:justify"><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;">La <strong>agenda</strong> para saber a dónde dirigirte cada día está disponible en la pestaña "Agenda y Facultades". </span></span></p>

<p style="text-align: center;"> </p>

<p style="text-align: center;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:16px;"><span style="color:#c2002f;"><strong>¡Qué ganas tenemos de conocerte!</strong></span></span></span></p>

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						<title>Curs de preparació per al grau: «Matemàtiques sense por. Posa&#39;t en forma»</title>
						<link>http://eventos.crue.org/event_detail/156172.html</link>
						<pubDate>Fri, 04 Sep 2026 09:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>En línia</p><p><span style="color:#000000;">Forma part dels <strong>«Cursos de preparació per al grau 2026-27».</strong></span></p>

<p><span style="color:#000000;">Dates: 4, 11, 18 i 25 de setembre i 2 d&apos;octubre</span></p>

<p><span style="color:#000000;">Lloc: </span>En línia</p>

<p><a href="https://portal.uib.cat/web/estudis-de-la-uib/cursos-i-tallers/preparacio-grau/2026-27"><strong>Més informació</strong></a></p>
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						<title>Activitats de benvinguda del Grau de Bioquímica</title>
						<link>http://eventos.crue.org/event_detail/156678.html</link>
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								<![CDATA[<p>edifici Guillem Colom Casasnovas</p><p>Data: 4 de setembre</p>

<p>Lloc: Aula GMA18 de l&apos;edifici <a href="https://www.uib.cat/lauib/Visitants/localitzacio/Campus/Edificis/Informacio-edifici/Guillem-Colom-Casasnovas.cid177960">Guillem Colom Casasnovas</a></p>

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						<title>Activitats de benvinguda del Grau de Física</title>
						<link>http://eventos.crue.org/event_detail/156681.html</link>
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						<description>
								<![CDATA[<p>Edifici Mateu Orfila i Rotger</p><p>Data: 4 de setembre</p>

<p>Lloc: Aula MOA10 de l&apos;edifici <a href="https://www.uib.cat/lauib/localitzacio/Campus/Edificis/informacio/Mateu-Orfila-i-Rotger.cid177961">Mateu Orfila i Rotger</a></p>

<p><a href="https://fciencies.uib.cat/apren/nou-alumnat"><strong>Més informació </strong></a></p>
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						<title>Activitats de benvinguda del Grau de Química</title>
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								<![CDATA[<p>Edifici Mateu Orfila, campus universitari</p><p>Data: 4 de setembre</p>

<p>Lloc: Aula MOA10bis de l&apos;edifici <a href="https://www.uib.cat/lauib/localitzacio/Campus/Edificis/informacio/Mateu-Orfila-i-Rotger.cid177961">Mateu Orfila i Rotger</a></p>

<p><a href="https://fciencies.uib.cat/apren/nou-alumnat"><strong>Més informació </strong></a></p>
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