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					<name><![CDATA[V Macro Limpieza de Fondos Marinos]]></name>
					<description><![CDATA[<p><strong>¡El mar nos necesita! Súmate a la gran limpieza submarina</strong></p>

<p>Participa en la <strong>V Macro Limpieza de Fondos Marinos de la Región de Murcia</strong> y forma parte de una gran acción conjunta para proteger nuestro Mediterráneo.</p>

<p>Cala del Portús<br />
6 de junio de 2026</p>

<p>Puedes colaborar:<br />
Buceando (titulación mínima B1E)<br />
Haciendo snorkel<br />
O ayudando desde la propia playa</p>

<p>¡Toda ayuda suma!</p>

<p>Cada botella retirada, cada residuo recogido y cada persona que participa… cuenta.</p>

<p>¡Vamos a limpiar el mar entre todos!</p>

<p>COMPLETA AQUÍ TU INSCRIPCION:</p>

<p><a href="https://eventos.upct.es/154456/tickets.html">V Macro Limpieza de Fondos Marinos</a></p>

<p> </p>

<p>Grupo de whatsapp:<br />
<a aria-label="Vínculo https://chat.whatsapp.com/GrIwNo3x6xRHU0zay9gBCy" href="https://chat.whatsapp.com/GrIwNo3x6xRHU0zay9gBCy" id="menurb0" rel="noreferrer noopener" target="_blank" title="https://chat.whatsapp.com/griwno3x6xrhu0zay9gbcy">https://chat.whatsapp.com/GrIwNo3x6xRHU0zay9gBCy</a></p>
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					<name><![CDATA[Taller Libre de Arcilla &quot;San Valentín&quot; Casa del Estudiante UPCT]]></name>
					<description><![CDATA[<p>Taller Libre de Arcilla "San Valentín" en Casa del Estudiante UPCT</p>

<p>Da rienda suelta a tu creatividad modelando con arcilla la pieza más original en las dos jornadas que tendrá lugar el Taller Libre de Arcilla en Casa del Estudiante los días 12 y 16 de febrero, y consigue un premio PACK SAN VALENTÍN.</p>

<p><strong>¡PLAZAS LIMITADAS!</strong></p>
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					<name><![CDATA[CEO UNIVERSITY | MURCIA DIARIO ... ¡CON TU COCHE ELÉCTRICO!]]></name>
					<description><![CDATA[<p>CEO University | Murcia Diario</p>

<p>¡Atención, futuros líderes!</p>

<p>Este martes 28 de octubre tienes una cita con la élite empresarial de la Región de Murcia en una nueva sesión de CEO University (1 ECTS).</p>

<p> </p>

<p>Invitado especial: Antonio Muñoz, CEO de AMC Global, uno de los grandes referentes del sector agroalimentario e innovación internacional.</p>

<p>Aprende de su visión, su liderazgo y su experiencia al frente de una de las compañías murcianas más influyentes.</p>

<p> </p>

<p>Gracias a Huertas Motor, los estudiantes podrán conducir coches eléctricos de última generación para asistir al evento.</p>

<p>Siente la experiencia completa: piensa como un líder, actúa como un CEO y llega como uno.</p>

<p> </p>

<p> Lugar: Cámara de Comercio de Murcia</p>

<p>Fecha: Martes, 28 de octubre</p>

<p>Hora de salida: 16:00 h (recogida de coches eléctricos)</p>

<p>Inicio del evento: 16:00 h</p>

<p> </p>

<p> No vengas solo a escuchar… ven a inspirarte, conectar y liderar.</p>

<p> </p>

<p>Inscripción al evento:</p>

<p>[https://forms.gle/MvhZm5GVPfjWw8CL9]</p>

<p> </p>

<p> </p>

<p> </p>
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					<name><![CDATA[Seminario Becas Fullbright]]></name>
					<description><![CDATA[<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">El próximo 15 de octubre a las 10 h se celebrará en la sala de formación de la biblioteca (edificio Teleco), una sesión sobre el programa FullBright de becas predoctorales presentada por la responsable del programa en España y apadrinada por la Fundación Séneca.</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">Además, contaremos con testimonios de compañeros de la UPCT que actualmente disfrutan de esta beca (predoctoral) y de dos profesores que, en su día, fueron merecedores de esta prestigiosa beca en versión postdoctoral, a los que agradezco de antemano su predisposición.</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">Al final de las intervenciones, habrá un networking café informal para que preguntéis las dudas que osa surjan sobre esta sesión.</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">Programa previsto:</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">•10.00-10.15: Apertura del acto. Roque Torres, Vicerrector de Investigación, Innovación y Transferencia, UPCT. Antonio González, Director de la Fundación Séneca</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">• 10.15-10.50: Presentación institucional a cargo de la Comisión Fulbright.  Victoria Ruiz, Jefe de Programa; y Carlota Corral, Adjunta a la Jefe de Programa.</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">• 10.50-11.00: Intervención a cargo de Baltasar Miras Cabrera, doctorando en Energías Renovables y Eficiencia Energética, UPCT. Beca de investigación predoctoral 2024-25 en New York University.</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">• 11.00-11.15: Intervenciones de profesores Fulbright en la UPCT: Lola Cano y Salvador García-Ayllón. Becas de investigación postdoctoral</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">• 11.15-12.00: Turno de preguntas y café - "networking "</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">Para los doctorandos de la EINDOC se les emitirá un certificado de aprovechamiento de la actividad, considerada como un seminario formativo transversal y reconocible en sus programas de doctorado.</span></span></span></p>
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					<name><![CDATA[¡Lunes 29/9 comienzan los Torneos Recreativos UPCT!]]></name>
					<description><![CDATA[<p><span data-teams="true">Del <strong>29 de septiembre al 10 de octubre</strong>, ven a la Casa del Estudiante y demuestra tus habilidades en nuestros divertidos torneos de:</span></p>

<ul>
	<li><span data-teams="true"><strong>Billar</strong></span></li>
	<li><span data-teams="true"><strong>Ping Pong</strong></span></li>
	<li><span data-teams="true"><strong>Futbolín</strong></span></li>
	<li><span data-teams="true"><strong>Air Hockey</strong></span></li>
	<li><span data-teams="true"><strong>Ajedrez</strong></span></li>
	<li><span data-teams="true"><strong>Dominó</strong></span></li>
</ul>

<p><span data-teams="true">¡Inscríbete, diviértete y compite por premios y reconocimiento!<br />
Las competiciones están abiertas para todos los niveles, ¡no necesitas ser un profesional para participar!</span></p>

<p><span data-teams="true"><strong>Inscripciones abiertas</strong>: Acércate al PIP (1ª PLANTA)  o comunícate con nosotros en Casa del Estudiante para más información sobre horarios y reglas.</span></p>

<p><span data-teams="true">¡No te quedes fuera y vive la emoción de estos torneos recreativos!</span></p>
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					<name><![CDATA[Retrogaming en la UPCT: MUSEO ARCADE VINTAGE]]></name>
					<description><![CDATA[<h3>EVENTO MUSEO ARCADE EN LA UPCT</h3>

<p>¡Vuelve la magia del pixel!</p>

<p>La Universidad Politécnica de Cartagena te invita a una experiencia única de retrogaming con una selección de máquinas arcade adaptadas para un público joven. ¡Ven a jugar con los clásicos que marcaron generaciones!</p>

<p> Pac-Man · Tetris · Super Pang · Ghosts & Ghouls · Metal Slug · Street Fighter II · Cadillac and Dinosaurs · Puzzle Bobble · Aero Fighters 2 · Super Sidekicks 2</p>

<p>Además, disfruta de talleres creativos de Jama Beads (duración: 1 hora) en dos sesiones:<br />
12:00 h · 17:00 h</p>

<p>Horario del evento:<br />
De 10:00 a 14:00 h y de 16:00 a 20:00 h</p>

<p>Una experiencia interactiva, nostálgica y divertida para todos los públicos.<br />
¡Ven a jugar, crear y descubrir la historia del videojuego!</p>
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					<name><![CDATA[Emociones en acción consigue el trabajo que buscas con inteligencia emocional]]></name>
					<description><![CDATA[<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt"><span style="line-height:107%"><span calibri="" style="font-family:">El miércoles 26 de marzo y dentro de la actividad del foro de empleo 2025, tendrá lugar este curso impartido por el formador Fernando Ripoll y en el que te ayudaran a averiguar como la gestión de tus emociones son la herramienta clave para potenciar tu carrera profesional.</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:Aptos,sans-serif"><span style="font-size:12.0pt"><span style="line-height:107%"><span calibri="" style="font-family:">La asistencia es gratuita hasta completar aforo</span></span></span></span></span></span></p>
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					<name><![CDATA[Curso de Verano. Mindfulness para la vida diaria]]></name>
					<description><![CDATA[<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif">Los Cursos de Verano de la UPCT son de tem&aacute;ticas diversas, con ellos el alumnado podr&aacute; formarse en deportes, historia, arquitectura, ofim&aacute;tica, inform&aacute;tica y habilidades transversales, entre otras materias.</span></span></span></p>

<p style="margin-bottom:11px">&nbsp;</p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><a href="https://www.upct.es/cursos/curso.php?sistema=VER&amp;cod_curso=53355&amp;curso_acad=2021/22&amp;convocatoria=A&amp;turno=U" style="color:#0563c1; text-decoration:underline">Curso de Verano. Mindfulness para la vida diaria</a></span></span></span></p>
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					<name><![CDATA[Videocharlas - Admisión a la UPCT]]></name>
					<description><![CDATA[<p>Una vez que concluya la <strong>EBAU </strong>y se den a conocer las notas obtenidas, será el momento en el que miles de estudiantes preuniversitarios tendrán que escoger el grado con el que empiece su carrera universitaria. Para orientar a estos alumnos y facilitar su elección informada, la <strong>UPCT </strong>realizará videocharlas en directo a través de <strong><a href="https://www.youtube.com/user/canalUPCT" target="_blank">YouTube</a></strong> y <strong>TEAMS </strong>desde el <u>14 hasta el 16 de junio</u>.</p>

<p>El día 14 de junio se llevará a cabo una sesión específica con la información básica que deben conocer los estudiantes para la admisión a la universidad, la matriculación, becas y los servicios y recursos complementarios de los que pueden disfrutar los alumnos de la Politécnica de Cartagena. Esta se emitirá a través del canal de YouTube de la UPCT.</p>

<p>Mientras, y a través de la aplicación TEAMS, profesores y responsables de los distintos centros de la UPCT organizarán sesiones en las que explicarán los estudios que imparten, las salidas profesionales que tienen sus egresados y responderán a las dudas de los futuros estudiantes.</p>

<p> </p>
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					<name><![CDATA[Aprendiendo ingeniería con los clásicos, en el CEIP Azorín de Cartagena]]></name>
					<description><![CDATA[<p style="text-align:justify; margin-bottom:11px"><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;"><span style="line-height:107%"><span arial=""><strong>Francisco Javier Pérez de la Cruz y José María Carrillo</strong>, profesores de la <strong>Escuela Técnica Superior de Ingeniería de Caminos, Canales y Puertos y de Ingeniería de Minas</strong> de la <strong>Universidad Politécnica de Cartagena</strong>, llevarán a cabo el taller <strong>Aprendiendo Ingeniería con los clásicos </strong>el próximo lunes 14 de marzo en el <strong>CEIP Azorín</strong> de Cartagena. Este taller forma parte del programa de actividades de las <strong>‘VIII jornadas de Educación para el siglo XXI. Miradas desde las Ciencias y las Artes’</strong>, que promueven docentes ya jubilados. </span></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;"><span style="line-height:107%"><span arial="">La actividad ha sido coordinada por la <a href="https://www.upct.es/unidad-cultura-cientifica/es/inicio/" target="_blank"><strong>Unidad de Cultura Científica y de la Innovación (UCC+i)</strong></a> de la UPCT, que cuenta con la colaboración de la <a href="https://www.fecyt.es/" target="_blank"><strong>Fundación Española para la Ciencia y la Tecnología - Ministerio de Ciencia e Innovación</strong></a>.</span></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;"><span style="line-height:107%"><span arial="">El objetivo del taller es acercar a estudiantes de primaria conceptos básicos de la ingeniería a través de actividades interactivas en las que se puede aprender de forma práctica cómo funciona el reparto de esfuerzos en una estructura o la acción del aire sobre los fluidos. </span></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;"><span style="line-height:107%"><span arial="">El taller consta de tres partes:</span></span></span></span></p>

<ul>
	<li style="text-align:justify; margin-bottom:11px; margin-left:8px"><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;"><span style="line-height:107%"><span arial="">En la primera, se propone la construcción de un arco de medio punto con piezas de madera. Para ello, el alumnado debe colaborar para ir sujetando las piezas hasta que el último coloca la piedra angular y permite que la estructura se sostenga.</span></span></span></span></li>
</ul>

<p align="center" style="margin-left:47px; text-align:center; margin-bottom:11px"><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;"><span style="line-height:107%"><img alt="1ºESO – Construcción de un arco de medio punto – EducarFilando" 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" style="width:95px; height:117px" />        <img alt="Dibujo de video juego

Descripción generada automáticamente con confianza media" 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" style="width:150px; height:118px" /></span></span></span></p>

<p style="margin-left:47px; text-align:justify; margin-bottom:11px"><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;"><span style="line-height:107%"><span arial="">Después se cuenta la aplicación que esta técnica ha tenido en la historia de la construcción como, por ejemplo, en los acueductos romanos.</span></span></span></span></p>

<ul>
	<li style="text-align:justify; margin-bottom:11px; margin-left:8px"><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;"><span style="line-height:107%"><span arial="">En la segunda parte del taller, se realizará una competición entre dos grupos de estudiantes que consistirá en transportar agua de un recipiente a otro mediante una clepsidra. La clepsidra es un invento del <strong>filósofo griego Empédocles</strong> que permite llenar de agua una esfera al sumergirla en agua gracias a los orificios de su base y que, al ser tapado el tubo al que está unida, permite que el agua se mantenga en el interior hasta que se destapa el tubo.</span></span></span></span></li>
</ul>

<p align="center" style="margin-left:94px; text-align:center; margin-bottom:11px"><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;"><span style="line-height:107%"><img alt="Un dibujo de un personaje animado

Descripción generada automáticamente con confianza media" 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style="width:212px; height:100px" /></span></span></span></p>

<p style="margin-left:47px; text-align:justify; margin-bottom:11px"><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;"><span style="line-height:107%"><span arial="">Después de la prueba se contará como Empédocles utilizó este elemento para demostrar la existencia del aire y como este es un fluido que se comporta como tal.</span></span></span></span></p>

<ul>
	<li style="text-align:justify; margin-bottom:11px; margin-left:8px"><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;"><span style="line-height:107%"><span arial="">En la última parte del taller se construirá entre todo el alumnado un puente autoportante de acuerdo al diseño realizado por <strong>Leonardo da Vinci</strong>.</span></span></span></span></li>
</ul>

<p align="center" style="text-align:center; margin-bottom:11px"><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;"><span style="line-height:107%"><img alt="Imagen que contiene sabor, hecho de madera, alimentos, interior

Descripción generada automáticamente" 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" 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<p style="margin-left:47px; text-align:justify; margin-bottom:11px"><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;"><span style="line-height:107%"><span arial="">Después de la construcción se hablará de la importancia de la ingeniería en el desarrollo de las sociedades con el fin de despertar la vocación a la ingeniería entre los alumnos y que comprendan el papel de los ingenieros en el desarrollo y progreso de la sociedad.</span></span></span></span></p>

<p style="margin-left:47px; text-align:justify; margin-bottom:11px"> </p>

<p style="margin-left:47px; text-align:justify; margin-bottom:11px"><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;"><span style="line-height:107%"><span arial=""><a href="https://www.fecyt.es/" target="_blank"><img alt="" src="/_files/_event/_80225/_editorFiles/file/mcin-fecyt-web.jpg" style="width: 720px; height: 146px;" /></a></span></span></span></span></p>
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					<name><![CDATA[Webinar Canales de Comunicación]]></name>
					<description><![CDATA[<p class="xxmsonormal" style="margin: 0cm 0cm 0.0001pt; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
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  </p>
<p class="xxmsonormal" style="margin: 0cm 0cm 0.0001pt; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
 <span style="font-size:12.0pt;font-family:">Taller con el objetivo de determinar una <b>estrategia comunicativa</b> para poder llevar a cabo una mejor interacción digital con la comunidad de nuestro emprendimiento.</span><span style="color:#201F1E"><o:p></o:p></span></p>
<p>
  </p>
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					<name><![CDATA[Jornada innovación y red de cátedras]]></name>
					<description><![CDATA[<h1 style="text-align: center;">
 <span style="color:#ff8c00;">¡AVISO!</span></h1>
<p>
 <span style="font-size:16px;">El acceso al catamarán, correspondiente a<strong> la segunda parte de la jornada no está disponible por tener el aforo completo</strong>. En estos momentos sólo está disponible el acceso a la primera parte de la jornada en el CIM.</span></p>
<h1>
 <span style="font-size: 20px; color: rgb(0, 153, 255);">Jornada 2019 Innovación y Red de Cátedras UPCT</span></h1>
<p>
 <br />
 <span style="font-size:16px;"><span style="color:#00ccff;"><strong>12:30 </strong></span>Bienvenida y presentación de la jornada en la Sala de Poniente del CIM</span></p>
<p>
 <span style="font-size:16px;"><span style="color:#00ccff;"><strong>12:45 </strong></span>Ponencia por Guillermo Robles (Nido Robotics)</span></p>
<p>
 <span style="font-size:16px;"><span style="color:#00ccff;"><strong>13:15 </strong></span>Entrega Premios CaixaBank Solver y Telefónica Open Future</span></p>
<p>
  </p>
<p>
 <span style="font-size:16px;"><span style="color:#ff8c00;">------- </span>SEGUNDA PARTE</span><span style="font-size: 16px;">​ <span style="color:#ff8c00;">------- (Aforo completado)</span></span></p>
<p>
 <span style="font-size:16px;"><span style="color:#00ccff;"><strong>13:45</strong></span> Desplazamiento al Puerto de Cartagena</span></p>
<p>
 <span style="font-size:16px;"><span style="color:#00ccff;"><strong>14:00</strong></span> Salida en catamarán</span></p>
<p>
 <span style="font-size:16px;"><span style="color:#00ccff;"><strong>14:15</strong></span> Comida a bordo</span></p>
<p>
 <span style="font-size:16px;"><span style="color:#00ccff;"><strong>15:00 </strong></span>Llegada al Portús y fondeo junto a la bahía</span></p>
<p>
 <span style="font-size:16px;"><span style="color:#00ccff;"><strong>15:15</strong></span> Taller de creatividad dinamizado por Fabián García Pastor - EIT Digital</span></p>
<p>
 <span style="color:#00ccff;"><span style="font-size: 16px;"><strong>16:00</strong></span></span><span style="font-size: 16px;"> </span><span style="font-size: 16px;">Presentaciones de Emprendedores y Becarios de Cátedras UPCT</span></p>
<div>
 <span style="color:#00ccff;"><span style="font-size: 16px;"><strong>17:00</strong></span></span><span style="font-size: 16px;"><span style="color:#00ccff;"> </span>Regreso a Cartagena</span></div>
<p>
 <span style="color:#00ccff;"><span style="font-size:16px;"><strong>18:00</strong></span><span style="font-size: 16px;"><strong> </strong></span></span><span style="font-size: 16px;">Llegada al puerto de Cartagena</span></p>
<p>
  </p>
<p>
 <i style="box-sizing: border-box; color: rgb(32, 31, 30); font-family: Calibri, sans-serif; font-size: 14.6667px;"><span style="box-sizing: border-box; margin: 0px; padding: 0px; border: 0px; font-style: inherit; font-variant: inherit; font-weight: inherit; font-stretch: inherit; font-size: 10pt; line-height: inherit; font-family: Arial, sans-serif; vertical-align: baseline; color: inherit;">Programa cofinanciado por el Fondo Europeo de Desarrollo Regional (FEDER), el Instituto del Fomento de la Región de Murcia (INFO) y la Universidad Politécnica de Cartagena (UPCT) a través del convenio de colaboración de 21 de mayo del 2019 entre la Universidad Politécnica de Cartagena y el Instituto de Fomento de la Región de Murcia para el desarrollo de actividades de emprendimiento.</span></i></p>
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					<name><![CDATA[Creatividad Emprendedora]]></name>
					<description><![CDATA[<p style="text-align: center;">
 <img alt="" src="https://upload.wikimedia.org/wikipedia/commons/thumb/5/5e/Exclamation.svg/240px-Exclamation.svg.png" style="width: 120px; height: 120px;" /></p>
<p style="text-align: center;">
 <span style="font-size: 16px;"><strong>Aún puede inscribirte a los talleres escribiendo al correo <a href="mailto:emprendedores@upct.es"><span style="color: rgb(255, 140, 0);">emprendedores@upct.es</span></a></strong></span></p>
<p>
 Esta serie de talleres tiene por objetivo potenciar las capacidades creativas del alumno y enforcarlo al mundo emprendedor. Desarrolla tus habilidades y creatividad y dispondrás de más y mejores herramientas para tu día a día tanto como estudiante como emprendedor.</p>
<p>
 <i style="color: rgb(32, 31, 30); font-family: Calibri, sans-serif; font-size: 14.6667px;"><span style="margin: 0px; padding: 0px; border: 0px; font-style: inherit; font-variant: inherit; font-weight: inherit; font-stretch: inherit; font-size: 10pt; line-height: inherit; font-family: Arial, sans-serif; vertical-align: baseline; color: inherit;">Programa cofinanciado por el Fondo Europeo de Desarrollo Regional (FEDER), el Instituto del Fomento de la Región de Murcia (INFO) y la Universidad Politécnica de Cartagena (UPCT) a través del convenio de colaboración de 21 de mayo del 2019 entre la Universidad Politécnica de Cartagena y el Instituto de Fomento de la Región de Murcia para el desarrollo de actividades de emprendimiento.</span></i></p>
<p>
 <strong>*1 Crédito ECTS en tramitación</strong></p>
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