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					<name><![CDATA[I Congreso Internacional Online de Innovación Docente en Historia y Economía]]></name>
					<description><![CDATA[<p>El I Congreso Internacional Online de Innovación Docente en Historia y Economía nace con la finalidad de crear entre docentes, investigadores y profesionales interesados un espacio de encuentro, reflexión y debate en torno a las nuevas metodologías, recursos y enfoques aplicados a la enseñanza, con el fin de mejorar los procesos de enseñanza-aprendizaje de estas disciplinas.</p>

<p><br />
El congreso se celebrará de forma completamente virtual, lo que permitirá la participación de investigadores, docentes y profesionales de distintos países, favoreciendo el intercambio académico y la creación de redes de colaboración. Los idiomas oficiales del Congreso son: español, inglés, portugués y francés.</p>

<p><br />
La realidad actual exige renovar las metodologías y las herramientas pedagógicas, identificando y analizando las principales tendencias en innovación docente aplicadas a la Historia y la Economía, a fin de responder a los nuevos retos de la formación académica y para contribuir al desarrollo de estudiantes más críticos, autónomos y capaces de interpretar el mundo desde una perspectiva histórica y económica.</p>
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					<name><![CDATA[XV Jornadas Huarte de San Juan]]></name>
					<description><![CDATA[<p data-path-to-node="0"><img alt="" src="https://drive.google.com/drive/folders/15BcXlX5IugsDH6ntNOvYI95Uy8-XJNiK" /></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:18.0pt"><span new="" roman="" style="font-family:" times="">XV Jornadas Huarte de San Juan</span></span></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"><span style="font-size:12.0pt"><span new="" roman="" style="font-family:" times="">El Departamento de Psicología de la <b>Universidad de Jaén</b> celebra las <b>XV Jornadas Huarte de San Juan</b> los próximos días <b>25 y 26 de febrero</b>. Este evento anual reúne a profesionales, investigadores y alumnado para debatir sobre el futuro profesional de la disciplina y los últimos avances en investigación.</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:13.5pt"><span new="" roman="" style="font-family:" times="">Programa </span></span></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:12.0pt"><span new="" roman="" style="font-family:" times="">Miércoles, 25 de febrero</span></span></b></span></span></span></p>

<ul>
	<li style="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:12.0pt"><span new="" roman="" style="font-family:" times="">9:30 - 11:30 H | Mesa redonda: Salidas profesionales de la psicología. Participan expertos en áreas de Justicia, Asuntos Sociales, Discapacidad y Seguridad vial.</span></span></span></span></span></span>

	<ul style="list-style-type:circle">
		<li style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:list 72.0pt"><span style="font-family:Calibri,sans-serif"><i><span style="font-size:12.0pt"><span new="" roman="" style="font-family:" times="">Lugar:</span></span></i><span style="font-size:12.0pt"><span new="" roman="" style="font-family:" times=""> Salón de Grados, A3 (Primera planta).</span></span></span></span></span></span></li>
	</ul>
	</li>
	<li style="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:12.0pt"><span new="" roman="" style="font-family:" times="">11:30 - 13:30 H | Café con la ciencia. Presentación de proyectos de investigación y exposición de pósteres del alumnado de doctorado para el premio "Huarte de San Juan", acompañado de un desayuno.</span></span></span></span></span></span>
	<ul style="list-style-type:circle">
		<li style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:list 72.0pt"><span style="font-family:Calibri,sans-serif"><i><span style="font-size:12.0pt"><span new="" roman="" style="font-family:" times="">Lugar:</span></span></i><span style="font-size:12.0pt"><span new="" roman="" style="font-family:" times=""> Cáterin, sótano del edificio A3.</span></span></span></span></span></span></li>
	</ul>
	</li>
</ul>

<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:12.0pt"><span new="" roman="" style="font-family:" times="">Jueves, 26 de febrero</span></span></b></span></span></span></p>

<ul>
	<li style="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:12.0pt"><span new="" roman="" style="font-family:" times="">10:30 - 12:00 H | Conferencia Magistral. "Más allá de la edad: Cómo el cerebro y la sociedad moldean nuestro envejecimiento", a cargo de Julia Mayas Arellano (UNED).</span></span></span></span></span></span>

	<ul style="list-style-type:circle">
		<li style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:list 72.0pt"><span style="font-family:Calibri,sans-serif"><i><span style="font-size:12.0pt"><span new="" roman="" style="font-family:" times="">Lugar:</span></span></i><span style="font-size:12.0pt"><span new="" roman="" style="font-family:" times=""> Aula E1 del edificio B4.</span></span></span></span></span></span></li>
	</ul>
	</li>
	<li style="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:12.0pt"><span new="" roman="" style="font-family:" times="">12:30 - 14:00 H | Certamen del Humor y Talentos. Una pausa creativa y distendida para la comunidad universitaria.</span></span></span></span></span></span>
	<ul style="list-style-type:circle">
		<li style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:list 72.0pt"><span style="font-family:Calibri,sans-serif"><i><span style="font-size:12.0pt"><span new="" roman="" style="font-family:" times="">Lugar:</span></span></i><span style="font-size:12.0pt"><span new="" roman="" style="font-family:" times=""> Aula E1 del edificio B4.</span></span></span></span></span></span></li>
	</ul>
	</li>
	<li style="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:12.0pt"><span new="" roman="" style="font-family:" times="">14:00 - 14:30 H | Entrega de premios y clausura. Cierre oficial de las jornadas y reconocimiento a los mejores trabajos.</span></span></span></span></span></span>
	<ul style="list-style-type:circle">
		<li style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:list 72.0pt"><span style="font-family:Calibri,sans-serif"><i><span style="font-size:12.0pt"><span new="" roman="" style="font-family:" times="">Lugar:</span></span></i><span style="font-size:12.0pt"><span new="" roman="" style="font-family:" times=""> Aula E1 del edificio B4.</span></span></span></span></span></span></li>
	</ul>
	</li>
</ul>

<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:12.0pt"><span new="" roman="" style="font-family:" times="">Organiza:</span></span></b><span style="font-size:12.0pt"><span new="" roman="" style="font-family:" times=""> Departamento de Psicología de la UJA.</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:12.0pt"><span new="" roman="" style="font-family:" times="">Financia:</span></span></b><span style="font-size:12.0pt"><span new="" roman="" style="font-family:" times=""> Facultad de Humanidades y Ciencias de la Educación</span></span></span></span></span></p>

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jX92CaCpIFST0oMx9XlMMZISATyFl4np/nDzbb3S3lxLLFf&#xA;zyqIo3b4XRgvFXFG5CvyoT065peU+OEr23Pu/Hm2YhLHiI1R8PNxHgjtIS2AAuPEBZ67d+wZpqX5&#xA;1Q6fPdRzaZGUsmRLmQ30CFDIrOpaNwHA4xt9I4irbZv8UuKAl3hrkKNMl8reafMWtSQyXPl19O02&#xA;eETxX7XltOp5AFU4REvy8dqDxyaGT4qwD81fMOv2ENtYaQjq12D6lxGaMKnZRup3CtU1zW63NUuE&#xA;nhjV+9jkxZ5xrBHil74iqr+cRfPob+8Rbyf5+1LTzdyzs09hZ2k1xd2zsFEbQoXJBIURgsKGuYuj&#xA;MschEfQfucrNLGaAnxZQKyR/myHPfqLsc6uuHbmd2v50m7vYtOtNHjuNSnWNoLWPULYlxKFKUJAA&#xA;qG2rToR1ze047PdEvtVvLRpdS01tLnD8Vt2mjnJXip58oqqPiJFPbAqYYq8V87eaPM83mae3pJBp&#xA;Nq5BKtQAAMEY0+y1d679umaDUzGUkE+q9h7j+PtbMWPMMonIcOlqXFLiF/Sel8XM9x6ct0z0T81N&#xA;Rs9HtPrtul9Nd3Bt7OSW5itmY7UDNIAp+Kort28aZsNBkkbjL+Gvt/H6FyGBN45ccL2lVWPdtve3&#xA;nV9Uy0X81db10zjRfKz35tRGbkR39ovD1uXp/bK9QvI+A/yqrmwa3ocTO0aNIvByoLJWvEkbio60&#xA;wKwvWvyq0bUpnaO5ltLaVzJJaRhTFzLcmZQRtXf2zXHs8cfFE1+Pf+PcxywGSHhn6Cbrar59x+PQ&#xA;8yLS7zP5O83201hbeTuEOlwQ8J42ntImMhckufrOnaiSaEVYMPlmbixCEaCQABQGynbeWPzOtpoG&#xA;FzFciiPM73NjGySBWV0j9LRk5LVgysSDVQPhFa2JZZpnl3X7S9E9z5pv9RtxWtrcQacin4lIq0Fr&#xA;C/QEHfv2xVNtS0601GxmsrtOcEy8XHfxBHuDuMry4xOPCVYfaflLosesjU7u6nvihHpQzceKhTyV&#xA;SQNwDmHj7PERw36e79e/6mueITyjLK5TAoXWwu+gHXqbKRX/AJW/Nl768e2uU9KS4mktq3OnBREZ&#xA;Kop9TRZpOTK3dmpTcmubBsWp5d/OeAySWt4kUhifii3mn8S5ChORGiR7rQnpSvsTirN9C0PzFbzQ&#xA;Xep+YL26Jj/f6ZIlg0AkYdpYbS3lIX5j7tsVVvMnlSw1wRySSPbXsAKw3kNBIqt1U1Bqp60zE1Wk&#xA;jmG/NlGRibGxHX+2x8CK+QY8v5aro+i6l+gJS+vXQ4wXczRx8QZFZgC8N0gqBuTE1fDDh0wgbJs/&#xA;c0YsEMd8I3lz/H4+5KNL8p/mr9dtTqF3CLT1I/rXG505z6fIepRBoUfL4f2fUX/WHXMptZppnlvV&#xA;7GW3LeYry5t4U4y2skNisch5cuZMVvG6k/ZIVgtOgB3xVP8AFWGeY/yw0rWbiSUXU1pHcP6lzbxh&#xA;THI3jQjbffbvmBLQR4+OJo+79oY5o+JjOORPBLmNt/mDXLpXnaD8weSvMFtaWNn5Rm+rW9rFMZUa&#xA;S1T1ZXaPjy+sWN/1VW+JadKUNajKw4hjFBMYgAACgHaL5H83y2fPWPMFxZ3wkJWO1TS7hOHEcT6v&#xA;6MtHDVJr8PYUOWpZZo+lalY8vrms3WrVRVX61Hax0YMzF/8ARoYN2DBfCijvUlVGX1la31pLZ3cY&#xA;ltp1KSxt0IOQnASFFfew1Pyl0Y6jFdXV3cXcMBPp28vH7J6IWAqR49zmBDs4R2v0/j8cvdTHLAZJ&#xA;CU7kY8rr9Vn4k31tKNW8q/mjPrd7JY3UMOmSTsbT/SLAMkRYU/dy6Pctsp2UzHp9rNkBXJkvtfLH&#xA;5qLIo/SP1ErEVa5t7nT5WaTm5HJTo0KlSpXegOwFOrFVPPJenfmDbahPJ5mvTcWrREQxi6trhfUJ&#xA;QglYtM05lIUEVEhX/Jr8WKp15i8s2OuQxrOzwzwEmC5iNHXkKEb9QfDMXU6WOUb82UZmJsfj8fJi&#xA;rfl/a+WtA1q/sJp7vWXtZzBclOUiuyH7CJDdEsfaJ6+BwYdIIEEm65eTTDFGMpS/imbJ26+4AfYw&#xA;JtV89oPUWe9nSP4Zo/qZU8wKnjTywS6f6ldhWor8OY2Jj5c138yn1mKztZ7u5hNHjt7tHs4HUCpr&#xA;L/h6NFD8f2Ze/jXFXtiFioLgBqDkAagHvQ0FfuwKxPzF+XOmaxczXCXEtm1z/vVHHQxyNt8ZU/tb&#xA;b+PfMDLoIynxjY/j3LL1RMbPDLny3+YP2cxsb2SvzB5I8wWOlafY+THWL0nke+eWW3iaQlVCkmex&#xA;1FSfhoOKLTMnBhGMUObGMREUBQQOh+VvzQi1eI6rcwvp3qRl3juLCR0RH5tRF0a1L8gnD7a0DE9a&#xA;UuZPT8VWPPBG6JJIqPIaRqxALHwUHrkJZIggEgE8kiJK/JodirsVdiqxJ4HkeNJFaSOnqICCy13H&#xA;IDpkI5IkkAixzSYkC1+TQ7FXYq0zKqlmIVQKknYAYCQBZUBqKWKWNZInWSNhVXUgqR7EYIzEhYNh&#xA;JBGxXZJDsVdiqyWeCLj6six8zxTkQvJj2FepyE8kY1ZAtIiTyX5NDsVdirsVWLPA0rQrIpmQAvGC&#xA;CwB6EjrkBkiZcNjiHRPCatfk0OxV2KuJAFTsB1OKrIZoZoxJDIssZ6OhDKfpGRhOMhcTY8kmJGxX&#xA;5JDsVdiqyaeCFQ00ixqSFBchQSeg3yE8kYi5EBIiTyX5NDsVdir551vUdfn1W81TUJ0kslZkjdHP&#xA;EOrLt8LVFGXj8JFCOmc1xRy0P8pz3/H4Hk2Y8fgyln1E4y01UIwJ4geLr0sGNbS59LupTZ/mH5rs&#xA;dK0+O2hhvVkhmYSzRXUhrCCwiZ4FdVZgvBeQ2bY9q7jQSJgQehr7mBnGXqj9J5Xzq+vn3+aa+WfO&#xA;X5ia5LHItro9raCYw3Edy1/b3Bpx+OBJYV9QH4uPTsdtwM5D0jArH/Pl/qNj5auZtPKpcbL6jtxC&#xA;r1b4uxNOI9zmHrpmOP3/AI/YkRkfpoH+ly59f7D7i8W0u/1vTNVt4Zp2j1ATB4GaWlVfajEnhxrs&#xA;3L7808RE+vHsPx+P2MhwaaHg55GeoNygY8qOwEuIA9Dexqwb4uU1vfzS82W99NCNNi9MXc1rEDbX&#xA;7OqxNx5uUQoQdyCDQ09xnRwJMQTzYy2LMPKupebL5zLq/wCixaNHzjSxknacFuJQSLMqcPh5ch1r&#xA;QdjhQyTFXl/5v3PmCa5tdL0yRVWWMyGLlxdtyrN16DZd1PXtmo12WMcgE74QPt/H3HvY5NLmzx4M&#xA;M4Ql/Su62BqhLle+1b94DHvKnmrWNOk1JtPInaCFna0f1ZFeRWBNEUluW9CV2Fd+uVaGJhkA6S/V&#xA;t+xyc2p0+WRGLiuN8V8rsfT9vF8E7tfzJ893mowafb2enRvOA63c8WpJbgGP1CJGaJfTYFglG7hq&#xA;0oOW9aHougTazNpkcusC0F8xYsLB3ltwtduLyKjN7/CMCpjirwHzXqPmCbXrrUb2QfUoJDC4WQ8E&#xA;UnYEA1qtaEA9fw5yUo5DR/vD+KbI4jil+Yyzj+WjYMYk8X80bVV2QT6uW/cGQaZ578zaboGmx2kc&#xA;d6kv1orPcJcTUjt0QrGWgBKsS5A9Trt882nZ5lwmJ6fiv0/HuYSnCXqx3wHlfOvP7u/bfdONA86e&#xA;e9cUyW0GlWsdAAl8t9ay82LAcUkjHMbA02I6e+bBD0bAqT+cL66sfLd9c20iwyxx7TOQFQEgFjUr&#xA;0HuMxtZMxxkj8fjkvfuB5nkPM+Q5vCbS+13TbmGa+n9HUJpPUgkEh+FaLXcHovGh5V+eaOoyPFj/&#xA;AIfm2R4dJAw1UuLNOUjAwJ4RsBR4hH07b3e3W2c6n+Z/nKynukTTreaO2dVC/V78yujIXLp6aMj8&#xA;eBU8T9ojoprnQ4ZGUIk8yAwmKJDKfKWr+ddRnil1VdJSwkg9Rks5Lk3SyGnwNFMiUA7kn6MsQyzF&#xA;Xm/5v3WvNHZ6bprhIrkEy/EFZjXtXqF477dx9Oq1+WIkBP6av4rLTZs0eHFKMJG95WO7lQl93x6G&#xA;KeTPMuq2FzfTW7Gae3tJ3uLGryBpLeNmHwLyZ2DDf0xX2zH0sTDIOH6ZfaP2c/h72/JnwTPBAk5Y&#xA;emf83ijsSPj5C7si+R7afmZ52u72OwjsbKOeVI3Wea31CO3X1Ap4ySGOikcjXwp4EHN9TjvRNAm1&#xA;uaxMmrmzNwzn0jp7ySRemABu0gUluXLtgSmWKvCvO195guvNF9NNMv6LsnaOVA4/djiwCsAewYHb&#xA;ifi3zns04zkRL6ydvgfx8QzhinHJ405w/LQvijZ4/p91fxcX1A17gmmg+ePM9nodolmIbpJrgwLL&#xA;cpczLCpUEFmgDsqD/K8R882HZ5l6onpX6VnlxZPVivgJ2vnW3P8AR5Ummi+ePzF1n1ha2mkWkkHp&#xA;1S/N9b8zKCR6bNF8XAfaAHXbpRjsmD0uL1PTT1ePq8R6nGvHlTeld6VwKxzV/wAu/LGq3b3VzA6v&#xA;KQ0qRyMiMwNeRUbcj3I3zDnooGVjb3f2InESFS3B6Wa261dX580q80/l5q1/d2LaDqw0exs4PQNk&#xA;j6jGr0YsD/oN9Yjv3BPv2zJxwEBQ5JSqH8svPcZIHmhBHy5cZW1q5JB5LQmXVqbI56AVND1AImrK&#xA;fI/lnWdCt7tNV1H9IyzyBomEl/IqItdv9Pu79h1/ZYDxr1xVkN1a293byW1xGJYJVKSRt0KntkZw&#xA;EhR5Kxyx/LbypZ6mNSS3eW5U1T1pGkVe4Cg9h2zFjoYDvru6fcx4I8fGd51Vkk0O4WTXwedP5T/M&#xA;O81+/t45NVtba6u52gvJJ76O2t0MjMu0OuqWRl6cIe46UKjMZJ4/5VecHDufNBWcAiIpNrwXfY8q&#xA;6wW6Kv7XXrXFXpGm201tp9tbzyetPFEiTTVc83CgMw9RpHoT/M5PucVQ2ueXtL1uBYb6Nj6Z5RSx&#xA;sUkQ9+LLvv0OUZ9PDJ9SQfxy+0bsc1byRY6T5W1WLy9azHUbpVo8Lv8AWG/eK1EZJ7JlpufhmT+B&#xA;GHTRgb5nzYQhGN8Iq2G+WPI/5kXzGa61K+0hrURmMajLqconfkanhBr867cfiDqBvSh3zIZJu/5W&#xA;+cyLWRfM6pcWwaM8W1kRvH9peajVQWblXkzE8hT+XdV6Jo9teWumW1teyrPcQoI2lT1CGC7KSZXl&#xA;kZuNOTMxJO+KpPrv5feWtbuGnvIZFkkPKX0pGQOR0LKNq7dcxJ6OBlxDY+VfpBY5IicTGW8TzFkX&#xA;XK6Iuuncl3mr8v7y+ttNg8vah+hlsOasol1BFkRyp4kWN5Yk/Z3LE+1MyMWOMBQZKGjfljcJbTw6&#xA;9rd/euzn0ZLPUdZtgIytKOs1/d1O56EfTk1TrTPImkabcQz295qrNDJ6qxz6pfzxlvi+1HLM6MPj&#xA;NQRQ98VZBLFHNE8Uqh43BV0PQg7EZGURIUeRSDTGIPy18pw30d59XeVoSWiilkZ41qa0CnsOwOwz&#xA;EjoMYPWu78b/AK+rAwiSCRvHlzNe6z8h06UqXfkDSLq9nu3vtXje4cyNFBq2owRKSanhFDOiKD4A&#xA;ZmsmpPy90WQRg32sARgKpXWNSDUBZt3+sczXme/gOwxVOdJ0m30u2NvBNczKxDF7u4munqqLHs87&#xA;yMBRASAftVbqScVW6zoWm6xbC3voyyqaxupKuhO1VYbjKM+njlFSSDSRx/l1o1jpGpWmkFrW9v4Z&#xA;IhfyNK7oZFpyBikgcb7/AAOp98GLTRgb5nzYRhGNkDeRs+Z+KQW35XeaI3Bn8yzShY2UFLvXUJkL&#xA;ErIQ2qyrQCg4U3617ZkMl+m/lj5kg1G3e78xyzaej854YbjWopnpGEFJH1SZKFlBoyNQbYq9GVQq&#xA;hRWgFBUknb3O+KpBrnkby/rVwbi7jdZXXhK0TlBIO3Mbgkdj1zEy6KE5cXI+Sy9QIPIijz3Hn3+V&#xA;8ujVz5E0KWxtbGF7ywgtCzJ9QvLmzdi9ORke3kjZ68f2jl+LFGAoKAAKHJST8vtGRXUX2sMHoG9T&#xA;WNTk2Dh6APcMB9mny26E5YqvYeSdKsbuK5hvNVd4m5rHPquoTxE7ijRyzujLv9kimKppdaxpdrOk&#xA;FxcxxTSHiqMd6npX+WvvlGTVY4SEZGifx8PizECRYRYIIBBqDuCMvBtg7FXYq4kAVOwHU4qg7bWN&#xA;Lubh7eC6jkmTqit1/wBXs1O9OmY+PVY5yMYyBI/Hx+DM45AWQjMyGDsVdiqlc3VtaxGa4lWKMdWc&#xA;gDpWmQnkjAXI0EgErbK/s72ETWkyzRnup6exHUH2ORw5oZI8UTYTKJiaKvlrF2KuxVCXmrabZOiX&#xA;VykTyEBVY779z4L7nbKMupx4yBI0T+PweTOMCeSKVldQykMrCqsNwQcuBBFhgQ3hV2KuxVBxazpU&#xA;12bSK6je4Ar6YYb/ACPQ/RmPHV4pS4BIcTM45AXSMzIYOxV2KrJ54IIjLPIsUS/adyFUfScjKYiL&#xA;JoJAtRsdSsb+L1bSZZlGzU6g/wCUpoR9OV4dRDKLgbTKBiaKJy5i7FXYqhL7VtNsADeXCQ8qUDHf&#xA;fvQb09+mUZtTjx/UaZRgTyRSSJIgeNg6NurKag/IjLoyBFjcIIpvCh2KvnTW0votVvtVvrxrgNI8&#xA;L2zp8XIOKjg1K/EKCq7intnNRnx+iqnzv8fb5soY4aaU9VkkcuMjg8Ph5EkfPlttuCKJ5sq0rVfP&#xA;66Rp6aPLdG2MU7ErZx3IDJyaNWMskT0dx6dV5DoRtUjcdn3wEHv/AB9rE5BMcURQPTu32Hw5X15h&#xA;OfLc35m37rcarqz6Skcxjks7nSY/3sQKkOksVxIIy1D9qvEHcEiuZyvSAQemBWOfmBJfR+VrtrOX&#xA;0HoBJKAxIT/Yiu5oK/iOuYeuJGPyvf8AHvpNWCL4fPnXnt5PEtPS403VYNPS5Ml16iTW0ygkR8jx&#xA;+1HyfiGHQfcc09jIOMekcj8N0R8LRx/Km8uWXrhKq4eL0gddvTv3g0zy+178047yc20F5LAbuaJI&#xA;47G2dUhjegZZDMpYEAgErWtKjrTo4Xwi+ay57Mv8rR+ZvV9XV9Y+uK8ZYWTWAs3jZuBoz85A3p0I&#xA;+H+br0wqyXFXlv5w2upX17Y2UN4bWGSNmVeJ4MQTzqxAHLoKBq0rtTNPr83BkBkLjX4/HuY5dCdS&#xA;BjGTwif6N392/dvuOLbmxvylqmtrc6i2ivKLiKFqiKJZA7hwK8Woh+L4fiNfCtMho4GOWPn91f2f&#xA;guRl12HPKXhw4OG7PSRsC/eN/f8A5qf22pfm3capbWck93aWUyB5dQfSbdjCxjDmN1W4epEjFKqp&#xA;Hw/tcgRvGl6L5ej1RNLQanqCanecmL3Udv8AVFIrsohLyFeI8WwKmWKvnzzYL9NdvtUvr31Dbzej&#xA;LDx6B9uHF+ycqD4ad9+p5wy4zwEeo9fP8bJGKGGR1eSfHDHscYHSXpFn/O4uX2klkejan53i0LTk&#xA;0VpzbSNdORFbJcFRGsfBHEzRlBzY04VG/wBGbPs6+Egmxf4/QmWSM/VEcMTyHcP7b+FJvoN3+ZOp&#xA;JJLqGozaJQcViu9KievLlRw0U7qpVaFgxIr4iubFi9JwKkvnOS6j8sX720jRSLHUyRqzOqVHLiqh&#xA;iTT2zE1pIxGvx+Ovkke+vPnXuG+/d5vBYlvNMmgje7M91cuJop415GMNxUkcCSAv+T16AZprGT1A&#xA;cIjssTj0WPwZk58mUmUZgVw3Qsc9hz25/TTPdS1r81oZLw2AvJhA6rBCNPt5UkUoxbjL60ZqjKFq&#xA;4/a5UahXOhw3wRvnQWXMsq8pR+cWuIJ9a1oXEbwcpdMfTRZyLK1K/vRLKpVN/hFf9Y5NDLcVebfm&#xA;/BqF0dPs47o21pMTVdwHcfETyFBVQopv32HcantDLwTBIsV/b+hZaP8AMAY/E8O/K77h0359ftoi&#xA;G+TNS1aG7vW0tpJL2zs7lSFQN6jwxtxC1Kxu/IKR6jAHxynTxIyRI/i3r3/j7A2S1WKZ8KETxYfR&#xA;KR/i4fTfvsdeQJDI7TV/zamvoLORr23glWNpNQl0u3ZImIFVZEn5NQ8uXEeFD2zetT0XQo9TgsSd&#xA;V1Fb+WSQGOf6v9TAUhUVPTLMalwTUneu21MCUzxV4N52iv281alqFzen0rNyJLUqR8JBCha8S4Cs&#xA;KbEdad857JO5mBHqkef4/FV5MoYY48n5qWS4YgeLHw98e/a+d8iOLiHO0x8tan50XRLRNHlukt5r&#xA;po5THZx3Bhj4rVvTleL7OzUjqN+lRTNh2dY4h02+fX9H39Vlmhl9cImESdonoNv2ny+nonWiz/mx&#xA;qRuRe6o2itF6YtzPo6yrIZAeX93cN9jYdRv8XQ8F2TF6ZErrGiyNzcKAz0pyIG5oOlcCpXqHlLy3&#xA;qFy11e6fDNcOoSSQihZQSaNQjl175jz0uORsjf4hBiDzAPTkOXd7ki86flbonmme0nmkFrLZRGGE&#xA;Cz066ThUkAi8trggAnorAZfGIAocmVpJafkPo1o1bfVZYamriPTtESp9Mxg7WH8rsPpPicKGV6D+&#xA;X3lTRmtri3062fU7dSo1M21vFcMWJLMxgjiQElifhUDFWROiSIySKHRgQysKgg9QQcBAIo8lBSmy&#xA;8oeWbG7+t2mnQxXFSwkC1oxNaqDUA/LKI6XGDYG/vJQIgcgB8Aw+T8jPK8+sSajdNHcerdG6lgfT&#xA;9LIkVpTK8Ujm1MhDcuJYMGoBQ1qTkJZC/wCWH5cPG8TeWNL9OQgsgtIQKhSoIou1ASBTpirIbW1t&#xA;rS2itraJYbeFQkUSDiqquwAAxVR1PSdN1S3+r6hbJcw1DBHFaMpqCD1BqMryYozFSCkWKKV3vkjy&#xA;/caDf6NBbR2lvqC8Z3WKKUkinFitwkyPx4igdSMGLBCH0hQAOST+W/ye8kaPABcabZapdpIJIb64&#xA;sLCKWPjTiq/VoIF+Fhy5U5VPXpS1U2j/AC78hx3Vldx+X9PS507gbGZbeNXh9Ni6cCBtxY1Hgd8V&#xA;ZDiqV6n5W8vapOLi/sIp5xt6jCjEeBIpX6coyabHM2Rv7yPuQQDzAPvFqOqeSfJ+rLarqmi2V8tk&#xA;CtotxBHKIwxBYKGBFCQK5bCIiKGwZWg4fyw/LmEq0XljS42RuastpCCGHQ149u2SQnOkaJo+jWpt&#xA;NJsobC1Z2kMFuixpzb7TcVAFTTfFUaQGBBFQdiD0IwEWqT2/k/yxbXi3kGmwx3CuZEYLsrtWrKv2&#xA;QdzuBmONJjBuvv8Au5IAA5AfIdefzQd5+W35fX17PfXvlzTrq8uX9Se4mtopHdyalmLKak98yUrZ&#xA;fyx/LqWNYpPLWmGJAFSP6rCFUAswooWg3kY/ScVTzStK03SdPh07TLaOzsbcFYLaFQiICSxoo8SS&#xA;cVXX+nWGoWxtr6BLiBtzHIAwr45DJjjMVIKgIPKPlmCyubKPTYPqt4hiuonXmJEYUKvz5VU+GQxa&#xA;eGP6R+n71FDlslqflX+WiFWXytpQZKhT9TgrvvX7PXwOXKuf8r/y3kKl/K2lMVCgE2cBNEFFFeHQ&#xA;Db/axVkVnaWtlaQWdpEsFrbRrDbwRgKiRxqFRFUbAKooBiqC1Py3oWpzJPfWUc86KVWU1D8T1HJS&#xA;DTbKMumxzNyH6PuXbmw/8yfy9l1vTtLs9I0+1e304TlbaT6ogUsg9MILqy1BN2WjbLt45bCAiKCj&#xA;Zjugfk1qK3VyL6zsNIhlb1YbqxXTLiWNklEqxrG2kW4MfKhHORivAU8ckrMvJH5XeX/Kc73NssV1&#xA;dlQkN21lYW00a781ElnBblg9RXnXpiqc6l5x8uaddC2u71ElBpKK1EYHdz23IGYmTW44SEeZutha&#xA;aFEkgUL3P4702hmhniSaFxJFIAyOpqCD3BGZMZCQsckEL8krsVWySRxo0kjBEUVZmNAAO5JwSkIi&#xA;zsEgWk9j5z8tXt2LW3vY2lduMJJoshpWiE9f86ZiY9djlIx3vzFJoUCCDfmnWZjF2KuxVB6prGm6&#xA;Vb/WL+dYIt6FupoKmg6nKsuaOMeor0s8lLR/MGk6xG72FwsrRGk0VfjjbwZe2QwamGUXHuujzSRR&#xA;Iu6NJjmQh2KuxVKNU826BplyLa7u1Sc0Lxjcop/aanQfjmJm1uPGQDfOthy97IRvqOVpla3dtd26&#xA;XNtKs0Eg5RyIaqR7EZkwmJCxyYquSV2KtMyqpZiFVRVmOwAHc4CQBZUBJbfzn5anvhZR3qGZiFjJ&#xA;2V2pXipPU03zEjr8Rlw2ffWzLh25jfz+P3J3mYxdirsVQupapp+mWrXV/cJb260Bkc0FT0A7k5Xk&#xA;yxgLkVJoWeSH0jzFpGrhhZTq8qCskJ2dR4keHyyrT6uGUen5HmznDhNJlmSwdirsVSrV/NGh6TII&#xA;r25VJjQ+kvxMFNTyIHQUBOYufWY8Wx5+XmyjG/x+O5H2d7aXtslzaTLPbyCqSoaqQcvhkjMWGKtk&#xA;1dir5z16zOmarfX00s51FGZHtZGpIFLf3lfj4qxBYHlSn005uPFL93IV5+f61E8OilLVx4p5a4eC&#xA;RFUTz6kR2sHl31yBtLrd/o+m6TDPr8fl314Jpfq9zeRWrkfF6TrE8UysnrLQmqkqem1G2/Z8age6&#xA;9l4zMAmPAT/D3b8vd3eXQI3yn5gt7uT61q/5kKjW8xU29vfWk8EkIXmvrP8AVoPTJWF3Yin7W/EU&#xA;Gcr0ux8/+RL+7isrDzHpd3eTtxhtoL23lkdqVoqI5Y9MCqX5gW1zceVrtIGkFAGkEQqxRe1KrtWh&#xA;b27HpmFrwfDsdD+PtpIiDYN0e7n518HiOnQLDrUGl2BkuxNKkgmSjhZeXFvhYryYHenIfRvmp+sc&#xA;UhR5V5fjZiNRi03+C4I+JGfr4yRLhlddOo4Qa2O5tO9V87X1vql7GvnSwheO8mjktn1WFAiI5UDg&#xA;9u5Q/CRxrtX7W2/RQBERfNkeezLvKvm/ydY/6VqH5g298ZYyGgvL21WFJGEbN6bkQ8+IpT2NaCuS&#xA;Qz7TNV0vVbNL3S7yC/spCRHc20iTRMVPFqOhZTQih3wK82/OPSje3dl9auJbawaMp6wPGEOCfgbc&#xA;1Zqinw9uvbNPrpzhkEgL2/H7WGXR4dRHgyylCPeCAOmxvv6bdOe+8U8u318qavfR3Dabb2NuUbUp&#xA;JhDHGeQCc5GVigJYMBxII8NjkdHirLEjzJ+X6/xttdPtM6qUvRwiHp4v52/Xl03G3Inyt9h5smvd&#xA;Ts7W4/MGBLO44Cf6vqls86ymPdIlW0VpOUzH9oVAXYbqd2wek6D538jWFhBZ3Xnax1K7eji4vLy0&#xA;juJBLRk/dqYgAVYcaKKjArMsVfPXm+zfT9cvr65mmfUIpyVgb4ZHDfaZKcvhNag16eHQc76jI45D&#xA;3nz/AB9/msjg0xOruU80LqBIoiXp2HMgRN9arfYJgdZvtI0LRxJrsPl+G7+tzKlxdR2bMQI1QqGS&#xA;ZZlDE1Pw/I5s+z41E91/j9A+CTl8QcXDwcW/D3eXzs/FFeXvNVhe831f8xYrSYDisdpqFtcRsKOz&#xA;F2MEPDin7Qp0rtTNgh6npPnLyhrN0bTSNc0/UboKZDb2l1BPIEBALcI2ZqAkb4FW+c4bmbyzfx2w&#xA;kaQx14Qf3rAEEqm67ke+YutBOI0nbe7+HP4ct+7d4JBara3EFlYyS3z3swZyh5NzBHJKEAM/w1AJ&#xA;7ds0t+ILI4a5D7mMc+LRw/L4Qc0c0iTKRBIOw6V6hw3RIojfYMg17zZqVlqN/ajzpaWN3ayqiWc2&#xA;pwR0oD6scqSW0rRkOq9CfhqAQdz0OEEQiDzoMpcyyfyj5l8tWQg1HVPzDjvVaBRLb3d5aC19Vyy8&#xA;0l9ODkSYnCjp8LUXrliHoWk61o+sWv1vSL+31G05FPrFpKk8fJaVXnGWWor0wKwH84NOe6+oGeaS&#xA;Kw+JHYCsQbcnma7EilNvHcd9T2hKUJiQF7bfj5fgLLTYcw4cspRj5V8LJ5Dn9177wfypc3sR1O4t&#xA;5TaHS7G6C388nCEKkbBGaUj90tSCG4N8jlWnh+9iRzO/u7/0j4pGu8U+EIcMcNwEuZkBsPnQl161&#xA;srWXnSaW9gt7jz9ZxWL+mJpo9WglmVvh5emptV57g9W3r0zeIej6B548h2FmILjzxY6jNKwkSW9v&#xA;bVJuLIoVQgMexA5D4d6174FZrirwXzvpvo+ar++uppvrcDvJBbNUeoj7Fox8fw0YDan0bZz2SUhO&#xA;UCNief2/tHksceHFk/NXI5cQNQsVLbh2G560a6jdux1W80zy7p91NrS6FaX91JyluLxLT1YwF5tC&#xA;XjlWVqEbkLvXfo2bDs+BHF/N2/b+Ph5A/mfHHicIhxkmhy37vfz991tRInQPMUV+9yup/mWsHpLD&#xA;9XayvbS4J5txkMgNtGFHJ0RSa9R+18R2SHrGl+a/Kl81ra2GuWN/cXCMbZYbqGWSYRbSMgRiX40P&#xA;KnTAqYz6fYXDiSe2ilkFAHdFYim43IyuWGEjZiCfckSISzXfKGk63Kk11JeQyxp6aPZ3dzaEKG5f&#xA;7oePf3+jLEIOL8vPL8d9DeCbU2e3kEscMmqajJDyFesTzlCpBoUI402pQkYqyMQQDiRGo4fY2G21&#xA;NvoFMVX4qh4dO0+GUzQ20UUzdZERVY19wK5VHDCJsRAPuSZEpJb+QNAt9VfU45L83Ek5uZI21C9a&#xA;3aQ1+1btKYWHxdCmWoT9rW2ZgzQoWDcwSoJ5UI5fOjHFV6qqiigAeA264qtmggnjMc8ayxnqjgMp&#xA;+g5GUBIURYSCQg77QtMvNMm014jBaXFPVFq72z7MGqskJjdTUdVNcEIRj9IAUklKbT8vdAtJOcE+&#xA;ogmMQuralfOrKFCglXmYcvh+0Pi98mhfo/kPQ9Jvhe2s2oSTcSjLdajfXUbLxKgNFcTSRnipou22&#xA;KsixVQuLCxuWVrm2imZfsmRFcj5VByueGEjcgD8EiRSvX/J+j65Lay3r3cT2autubO8urPjzpv8A&#xA;6NJFUjiKE5YBSEvH5Z+XBcvP9Y1SshdmjGqX4QGRuTcFEw4fFuOFKYqmHl7yfpWgPI9jNey+ogj4&#xA;Xd7dXaKoNf3aTySKn+xAxVO8VQ6adp6TeulrEs9SfVWNQ9T1+ICu+VDDAGxEX7k8RSC5/Lry9car&#xA;LqjTajHdyv6relqV9HGG5h9oVmEXGoHw8ePtlqEVo3kvRdIuzdWsl9LIU9PheX97exj4uQYR3U0y&#xA;K4PRgKjfxOKp4qIooqhR4AU6CmKtSRRSoY5UWRG+0jAEH6DkZREhRFhINJZq2gw3Og6hpmniOwe9&#xA;hkiWWNXRVZ1Khj6DwSbV/ZdT74IY4x+kAe5SSxHQPyx1eyvFOpawbqw2cwwTavHKsiElQks+o3QE&#xA;ZLHkvH4ujVyaE5i/LXy9E/NLrVeXEJVtV1BzQMHpV52NKjp06+JqqyrFVG5sbK5p9Zt45+P2fURX&#xA;p8uQOVzxQl9QBSCUu1vypo+sx20d4LhI7SvoraXVzZU5U6m1khJpxFKnJxAAockEpT/yq/y0UkRr&#xA;nV3SVSsitq+pEGtDX/ejrVRvhVO9G8u6Zo8LRWgldS/qB7mea6kU8BHRZJ2kcDivSvWp6k1VSnVv&#xA;zF8vabqP1BmeeZP78RDkVAoKqo3fdh0/hmBl18YmgCRdE9zKIBkY36wLoAk1Y6D3shsb60vrWO6t&#xA;JBLBKKo69D2zMx5IzjceSCFfJodiqldXVvaW8lzcOI4Il5SOegAyE5iIs8kgMY038zPLV/eC3SRo&#xA;0d/ThncHiW7h/wCQ16V/DMKHaMTMxkDEdD+Px12WPDKAlE2Lrrz7vf5GmWZsEOxV2KpV5h8z6RoF&#xA;r9Y1CXgDXggFSafgB88ozaiOPbmT0ROUYxMpGojqpeXfNula4HS2Zo7mMVkgcEGlackJA5LX9oZV&#xA;pdZHKOVSrk25MZiSO7yI+/p58k6zMa3Yq7FWMa3+YXl/SdQGnyO012N5Y4xUqAKkD+Zh/KMwM+vE&#xA;DQBlvv5fj8FMeEy4L9ZFgcyevTy37080vVbHVLKO9sZRLbydG6EEdQwO4IzLxZYzjYQi8sV2KrJ5&#xA;4oIXmmYJFGCzuegA65GcxEWeQSBbFbX8zvLFxfm1ErLHy9MXJHwBxSoen2PtCle+2YA7RjxUQRGu&#xA;f7Ex4ZR4om6lwnnQO2xPIc+tMtBruOmbFi7FXYqlmv8AmPSdBsvrepS+nGTRFAqzHvQe2U5s4x89&#xA;yegYznGI4pGgEH5d866Nrkhgt39O7C8/Rboy9eSNSjD5ZRptaMuxHDLubZwo7bir94PUd48wn+Zr&#xA;B2KuxVjev+fdC0W6FpM5luv2ok6gAcm+bBRWgzBz64QNAGRFX5MogGQjfqN0OZNC9h8E40nWNP1a&#xA;zW7sZfUhJodiGVh1VlO4YdxmThzRyC4oIRmWodir578yaBPpt1dsljINV5GkYV5FaJn+FlZQqsTT&#xA;l8IrXObjxRl4eTaI/Hy6AsvEjpRLUaeH+E8v4pAxJ8qHmQN7vnzR2o6ff6faaTBqEd5FcTW8rslr&#xA;a6pcsCxYRfHYkKpRxz4OCad/sldxoYGMD5n9SDOct51xnnXKyb2/V05WUT5UtNBVlvNZj1+e6gm5&#xA;W0kVtrsaGLh6gSSOcyNMB6J8ammxZvizUPSbH8wfL19fx2UEWpLLMwSN5tK1KCPkSRRpJbdESlNy&#xA;xAwKq+etMuNR8t3MFvG00q0kEKHiz8ew2PTrT26jMPXQlLHt0/H7UgA7EWPfX2vFrDQ7yTzHDYaR&#xA;Zym1kKGaVVaNlZSQ27BlX4aGpWnzzUQPiC5bzvkFOolhP5bTQEdPMXKRBsSOxq+tCNbHy7kXqk06&#xA;arfCOTUPWS+m+sSJpmusrJ6hEY/ct6ZLcCCw+EitF6U6KAqIB6Kdyy3yrr3krQ7jmINfW/lQpL69&#xA;hrM8bSPwMgijeOZlNVG3WgoemSQznQfNOl66Z/qEd4qwceT3dld2aty/kNzFDzpTenT7sCsM/NfQ&#xA;Evbu0u7u3eWwEfpSTIGYxvy+EcUHIBuW5J/rmn7QM4T4491fj9HfZU6fBmHDmjxR8idjt3C6PU9K&#xA;DC9C07WGstbv57aWGwtojHG6xXEjM5dQpWKD95Id+XwEU713GDR4wcgMenP5fj8c5S7Q1GolLxYi&#xA;MY3GPME7jc3djbntXLfem6bBZ3uqWi3A1ebS3Krc28dj5gUM9ChdJJHMcY9WrfEP9YkqGzdMXpXl&#xA;rzX5U02xt9Os4NcVHaqG807V53JkoayXDwSD9oVLP8PemBWaRSLLEkqV4uoZeQKmhFRVWAI+RxV4&#xA;L500KfTr68k+qSPqAmD2xo7rKhYEsGUKN9zSnzruc5w8UZ+HPaP43ZznHTxOfDC9SPpuyDxHflt9&#xA;JO3O9/eJu9Pv7LR9FW/S9je5F1J6NvaahdMrssaR8TY8PTB68ZORPanTNr2fDhiT0P4v8dyJZZ5P&#xA;VOhOW5A5D3ffvvZ+Dfl+TRRG8uvxa9czmkcb2Vhr0KEfEWRlmMpcDlxG5NNj1zPYvVdD866Drdw9&#xA;vYfW/WT7QubC9tR0J+1cQxL0Hj4eIwKq+brC4v8Ay7e21unqzOlUhqF5lSG4kkN1p4ZjayBljICf&#xA;hf2fbvV+54WuhXSaha6fo1lKxmc/WEZZEZXXZl5Hlw6faoQPfvpITOS+P6xyr8dPxSJZjpo+BpIf&#xA;usnFx8XFttXM/TsPqojqLsBMdfhli1PUbaN9Rju4ZlWKS3sNckjWg4vVrVhFIrvxYcaKaUIINB0O&#xA;GJjCIPQBMjZJZR5Wv/KOiSwX8tvr4vTBxlaSy1maAs7MpYW7pO6sxjO7DlSm9CuWIehaFr+na5Zt&#xA;d6f6/oJIYm+s21xaPyUAmkdzHC5HxfaApXbqDgVh/wCamhG9NldywvNZxApMY6nhU1B4qOXxGm9e&#xA;3Tpmp7R44kTj3V+Pn+NmQw4cm2UEx8ifLu3PJgXljT9Z9DW7pYZYLOytLwQ3KRyycgY2CAxpWWTl&#xA;yrxjZW9xlWlgJZImO56+X45fFTrs+UmE4iOLGSId8ojaN3z2o2K3G/cWWYja/gjuP0s+lyKnrwRa&#xA;Z5hSRynEO0bs5RAvD4TTbep8N4xemeUfM3lW3h+oWMWsoZpVNdQsNTLF3MUK1mmhKgDkg3b4RuaK&#xA;CcCs1xV4d558vG21+/vJbWRr1y8tjJRmWZTu1WAVK/EfhO/uc57MZwmYS2gT+CyEceOX5iEb1MAe&#xA;A2aO1VtQ6kUTZG6iun3tj5b0y41SC6ijubh29GG3v7iRoeK1H+h0kh5VoPU5V8NyubLQY64j/Car&#xA;7f1/jmQdRkzDjygRnLcgbd3Tp+DtdC9Ci0GT602uvr9xGRGbSWC2123YBnEctXnd+QZ5F2U/ZqD8&#xA;Ow2CHrvl/wAzaPqvK1sEvYzbRqWF5Y3tn8P2RRrqGEOdv2ScCpzirsVdirsVdirsVeeXf5KeXLzU&#xA;xfXkqXP+kzTvBNp+lurRTyGUwcja+pxDuzBuXL4jUnsqnk35XflvMP3vljS3PARcmtISwRU4KA3G&#xA;o4rsPD6MVZHa2tva28dtbxrFBCoSONRQKo2AGKqmKqN3Z2l5btb3cKXEDFS0UihlJVgykg7bMARi&#xA;qB0Pyp5Z0AznQ9KtNM+tcfrH1SGOH1OFeHLgFrx5mnzxVNMVdirsVdirsVdirsVdirsVdirsVdiq&#xA;jeWVnfWktnewR3NpcKY57eZQ8bowoVZWBBB98VSM/lx5Aa0js38u6c9pEzNFbvaxNGjNWpVSpC/a&#xA;PTFU9tLS1s7WG0tIkgtbeNYreCMBUSNAFRFUbAKBQDFVXFXYql+t+XdB122FrrOn2+oW4rSK5jWR&#xA;RXw5A06Yqkx/Kr8tCVJ8raXRTyVfqkPGp6njx47032xVkOnabp+mWUVjp9vHaWUA4w20KhI0BNaK&#xA;q0AFTiqIxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2&#xA;KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2K&#xA;uxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Ku&#xA;xV2KuxV2KuxV2KuxV2Kv/9k=</xmpGImg:image>
               </rdf:li>
            </rdf:Alt>
         </xmp:Thumbnails>
         <xmpMM:InstanceID>xmp.iid:757b7a2e-3ec5-41a8-974f-35a59621fe55</xmpMM:InstanceID>
         <xmpMM:DocumentID>xmp.did:757b7a2e-3ec5-41a8-974f-35a59621fe55</xmpMM:DocumentID>
         <xmpMM:OriginalDocumentID>uuid:5D20892493BFDB11914A8590D31508C8</xmpMM:OriginalDocumentID>
         <xmpMM:RenditionClass>proof:pdf</xmpMM:RenditionClass>
         <xmpMM:DerivedFrom rdf:parseType="Resource">
            <stRef:instanceID>xmp.iid: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y3Hq61zTNsvrmLufLnTYxPuG07PS+bCG/N8tBNGn2UpNW5RbgBUjCe0zApne5yP232k21su2PBaGNyhjXBL8+WqlRd2/u8Q/MSTqVLaZX5riG1GZdUpPUt+8Ce+9rtj4awDgvKeb+H8AoeHOWeFG2MpwnMMMr49G4h2JJaN5mS3AQy2+h1o1oMnEnpr46akYHb963L8mVwnwJib+XscWVnc9kNFS8gZu5MagtVGNTInvtyaZchaENmtsya1UstUqUWvUAdJN40+EzMwNPHqb/gODWtRvd42QxMoom8gbUSTJL31174c5biTPdq46ojPTcRl0AEPQeS7LPfhm902OW2Xt8hyOFZuTcdQeQWpKZqbytqH4zlbP97bUpD5ORJDZE4kz3kklGZmZmYFoe2jsh7dqLhTBJOacW43yjm+W49XWuaZtl9cxdz5c6bGJ9w2nZ6XzYQ35vloJo0+ylJq3KLcAMV7Y8RruGu6Xua7YsXSbvCDuO0eb4rhE5xyZHp3rclx7KHHJ9S/vEhZmo0K1LQkl+qNQGGcIdvXAVt3qd8WK2vB/H9ni+JReM1YrjcvGap6BWHPon3pZwoq4xtMG+4RLc8tJb1FqrUwBI3d5XPcx829tvaI/YS6fjDPG7rLeXYNc65FVZVGOsoVCq/MYU2omXpB6OElRaaIUXVJACQ+TuwbtmzXj2biuL8TY3xvksGJvwvPcXgM1VzW2UdOsOUc6MlD7xocSk1E8tW7qZ+17RAZT2Q8r5DzV2ucT57l7xyMukQJNTlEhW7zHptNNfrXH3d3+keKMTq9Om5R6ACMe/uzvLvGuE+BqK4l4+juM5KqsQy+2grNuQjHEpck2rbSy0MlOIQhOmvtJ3JP2VGAM5uuwftItcCcwGJwfjGPsNxFsVmV1kFtjIIj21RNSk3BEcxx1tSt5ea6sjMi3EZFoAK9/DHdkYJ2p8kP5DMduJWG8hZk5eWBqUt2U5XJZOQ7uWalGpw2zPUzM9T6gCHu1qV2X8iYnJ7ge6nkLiDNueuYJcy0ySq5AvaOX9QQCkrarqmNWWUhTcZLEZtGh+SlzRW0z2kRADOOKcg4I4Z70OPsI7X+RMXyDijuRo79vMeOMTv413W0mR49GTYRrJliLIf8Ac/e45ONbeiFbVaF7CdoG28Aado/IHOGB/EA70nOFu3v8/kizrePE5DG/Kysxb6sQ1QtmwvdYtuE/5xrWWiNNuzr9IgBP83nP4gt1Hcq8f7FqTB7aYRoiZVkXJdLbVkNWhmTkiFXNsyXU9NNG1kevyABW8Bcp8EdsXchc49kz+fd0/KtddZRlGa1bSmHJF25FcTGj1DJbVITEbNSYpaEo3D1JKSNLaQII7ZZ/wuZHEeIQ7hrh1GYxKqE5nquU49U3kB3bjWyw95eyJBOrX7w04aksqNtOpGgiStOoGxngvjvg3j7Dlp7f6qggYPkko7RMvHJRToMt1SEt+Y1IS68lSdEFoSFbSPUyLVSjMDXv2qclL4c7LO6jlBlkpEzCOQORrSrjrTvQ5NaWj3RCyIy9hTxoJXqTqAJf7Yuy7h9XGuN8lc2YTUc2c1cqVUXJuRc0ziGxeuKmWjLco48dmah1hlEdKktJNtBHonx2mSSAzPLuN+LeyXhzuN5g4UxdzE5r2Nybj8mWJkp2lTaxI7jcN9mtddXHZNTq0E4aEFqlJF0IAYp2z9lnBzPEOL5Zyvx5Rcw8rcoVMTKOSs7zWCzeT5NpbMJlPk05PJ/yEtm7sI2tm7bvV7RgDou33G43bV3icj9seHPyWOGs9wBnlXAMYlPvSGqKwRZnWWMGCpw1Glp41ecaTPponT0mYHf9nH6ee/n+dWL+55ADB6njvGu7rvD51seYq8sx4z7YX6bFeMuOLHc5UKt58T3u1spcTcTT69xE2SXErSpG3cXsJAHVd5fB3Hfbbh9Z3d8A4ZV8WZ/wpcVEm6r8UjIqa6+oZ1hHgz66fChpbZWhaXyUayQStCPqfs7QM17t4TXOvPPa32wWE6UXFmcIvM75Ur4jrkf63rqKO2uugrcaUhflOyFH5hEovuVF7SUgDIO4jsc7dLjhPM04PxZjnGWa4jjs6xwXOMVgNVFlDnwIxvR1vSoaWnZCVGySHPOUozSpRkZLPcAK30P/ACZH/wCbWy/dR8AX4x7jnFeWe1HAOP8AN3JzWKZFx9jjV2qusJFW/wCS3AiumXvMZxtaUGaPbSZ7VJ1SsjSZkAK8ycJ+FPX0cnBZqu3OHHhk5BmFIt8dRcNKQ4e9K7JckrBLiVEZGZvby+jrp0AH6+G3cxvyB5w4+x/Lfy2454l5bvsa4lvSnJskfk2huM/BaZloUpDrSSdUpCknpor2fZ0AGxsAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAcOfXwbWI/AsojU2FJTtfjPJJaFF8pH6vQYxs3k7ObtSs3oKcJKjTVUz7t3ZW5KUXRreir2ccAvNG9Y4S757XVS6KQvRafkZdV0V8yz1/XGKG5r8IJR4r2luq2/Ck8f1JPb2S/aewl2n8yJ0jmMPtL519HmImx/N8247muQWXXoyGF/wC90M9Cja18T1bVopBn60mRmK80bmvWeWLzsxbik+9auJ8PmdHHti15TdZnT8tn48To67JLb59/lJqwrPOJZuVOZhNxyHh2e2ENyusL9LZJRKZecadWl19skkozWyg9zqdU6aEvTXW7+XvFXSs+1HM/+PdeHextv9fd+slTpZCM1ycsvfeZswjKbTTklSbWDo/reyul9FCHO9PhnK+WGuP8p45pEZI9UtzYl3IiPtG4cV9bCoqkJNZeYlC/N18sjMt2umnhY13hzEY3LTUk96dU11U2lTeIPLmb1B2ZZe3WUOJSWxpOnDg9yo9mOOwungmH1mAYdjeF05F9X43AZhNO7SQbqkJ++PLSWpEp1ZqWr5TMZ0IKEUkTnT8lDJZeFi37MIpdtN/a9r6zLB9GYa/O9hgsmzDt04+bkISvJslcRJaUZGSCdfgxW3Fp0Uen35enT0H0MYWbXFKKRW3Pv8/MZHKvZO7j54xX7zMOjuI7Ru5qRGeP6v4a5gTvaWfSPBWa9SPwQlPub7hp8T2x3SM9VD5/wLn2WYEWuV9bafdyuY8ii6+jgk6dChOrq0SF2C1/n4FyDmLylqm5Rljzb27doaIzDTqVEajPUzXKWR/N4mPvJx7rfWbTw4i55S9fl7U7r9CT9cmXyGYWIUU7/wDGJdtxHSZDEaceTil8y5YkgiNDcWY04wbq/T0eNpJfshh5yNYp9BXniVlZXdOjcj7k032NONf2nFeUjvtZ4SxPkemwnlW35OyLJrrD5kRTeKOSEeRVyqpwvdozqHveFG0SG0KbJBt+wZaaaaF55e0p95vFGt5P0DL5+zZzk79ycrbXcbXDCUPZjR8WCwcaOOFNmwv5jPIWH5lbZLT4tdsXknEnI7N6/E1cjNPSScUllL5F5bi0k2e8kGe09CVorUizY3IybS3Fj5XUsvmpzhZmpO20pU2JvdXY2qYpbN+JmY+zOKw9xvB1Hyy5g9za5kjAlYZKfedvUIT7y4y75ayaZcU42SVpW0SkKPdtPXRJ6jW6lfy+Xh8W/cjbitrk0l6SN69yo9dnZ4ZSjK3JusVWVHTZjg6pNSxoczIOeqmmhM1eMFIyedFZQyq+sCJptxSEkk3VpbS0a1KMtVbUNp1+j06CquYPGHJ5VO3p8Xen9eVY2/mlLzRXQyychyxdaXx5UXkcn207q8nmRAcuxzrk62QytUu9ma6swmS2sMJPpqSS0bbL0GpX2TFN5nPa3zbmlF8d6e6McIQ66YRivtS8rJRC1ldOt1wiul7X877CwWC8CwK02rLMVotZidFN1DZn7q2f/lFdDcMvV0T+yFw8p+EdjKtX9SauT3W1/hr7z2zfVhHp4iNahzHO53LHdXTv8nR6+wsS222y2hppCWmmkkhttBElKUpLQiIi6ERELohCMIqMVRLBJbEiMNturP2Po/AAAAAAAAAAAAAA1J/Db7gOBsD7SMExnOebcBwzJINrkS5uPXuSVddOZS9cS3GjcjSZDbiSWhRKSZp6kZGXQATlz137cLYli07HeG82rObeastjKreM8HwOS3fOv2kwlsxluvQDeZbSysvMWlS95pLon2iMAQ5mfaFmWO/DVpODKqmbyjk7A48HMZWMoJExuxuGbU7mxryLqmQRpeeYQREfmaJIiPUAd7x/yB8K3O8Nh5W/ifb/AITLOPuusQymhxuot6+U2nWRFchzYzLzim1kaNzSFJWZewatSAFmu2C87Xswq8vyjtjwOgxuhbsipbjJsfxNOORLdyGRqJUeQmHFTNaaW4tJKSatqt3gSkmoCgPw/u6fi/jaNzHxLy9lUDjOQ/yblN9geR5K+VbU2sF+UpuU0xPk7IyXI0hhW5KnC3eYkkkaiUAJez3k/DO67u17bMC4WvI+f4vwJczuROV87plnJpoTjMdUaqhtTWlGy+68/u1JBmW09UqVtcJIEUYEfa+vuj7rFd6x4ifLKM1fRxuXKnkFTFgnlI+p/qwrf/cNdu7dt9vXw8VADC+6XLeyNWXdt+HduOO8aSuQUc2YTNvMk45patLEOrTL9pp+4rGCZPznXGyJpLp6mlRqIjQALpd4v6buw3+dt39zXQBf8Aa1OU84xPh74jeA57yfew8GwbNOBp2IUeZXLyIdWdxFyP6xdjOzHlIabMmDSftKLqpJfdEAI57przhnJe6/t0u+4W4r77tMucBnTuPLmRIXJw+Xmbszeh6bIjqVFdbVXmg21OKNs9evsmoAfDuVy34Z+LcMcjN4djvBOT55d4vcwsGrMEpcet7T60chuNxnUKqmHlRfKcWlzzVqRtJKlJMzSAMkyj/lCRv5jqf8EjADYhxD+ibi/wDklSfgDIApngv/ADNudP5mce/D2wBKvfv/AGOO4b+SUn/rtgCuPdbgTl1229rPKa8ERydRcEWGLZVyBgTkNqxT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					<name><![CDATA[HR Excellence in Research: conceptos clave, plan de acción y HR Charter/Code]]></name>
					<description><![CDATA[<p>La Oficina de Proyectos Internacionales UJA (OFIPI) de la Universidad de Jaén invita a una nueva sesión de su ciclo de <strong>seminarios HR Excellence in Research</strong>, dedicada a repasar el sello HR, su relevancia y su implementación práctica para fortalecer una cultura investigadora abierta y responsable.</p>

<p>El seminario se realizará on-line y contará con la participación de <strong>Lorena Muñoz Vivas</strong>, CEO de Effectia Innovation Solutions y consultora experta en gestión del talento científico, y <strong>Emilio Muñoz Cerón</strong>, director de la OFIPI de la UJA. En esta sesión se repasarán los conceptos clave del HR se abordará la aplicación práctica del HR Charter y HR Code, mostrando cómo estas herramientas refuerzan la transparencia, equidad y excelencia en la carrera investigadora. Se presentará el plan de acción institucional de la UJA y los pormenores encontrados al afrontar la etapa de renovación del sello.</p>

<p>Es necesario realizar la inscripción gratuita mediante el enlace: <a data-saferedirecturl="https://www.google.com/url?q=https://lnkd.in/eXDW3dDt&source=gmail&ust=1765617222233000&usg=AOvVaw2lKUJwcTWFAuZH2qYeQBN_" href="https://lnkd.in/eXDW3dDt" target="_blank">https://lnkd.in/eXDW3dDt</a></p>
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					<name><![CDATA[III Congreso Internacional sobre investigaciones léxicas (InLÉXICO 2025)]]></name>
					<description><![CDATA[<p><meta charset="UTF-8" /></p>

<p>El Grupo de Investigación Seminario de Lexicografía Hispánica (SLH_HUM922) organiza el <strong>III Congreso internacional sobre investigaciones léxicas</strong>(<strong>InLÉXICO2025</strong>), que se celebrará en la Universidad de Jaén del <em>20 al 21 de noviembre de 2025</em>.</p>

<p>Los esquemas conceptuales en los que se han basado tradicionalmente el estudio del léxico español, los diccionarios que lo registran y su enseñanza como lengua extranjera han experimentado profundas transformaciones en las últimas décadas; muchas de ellas derivadas, por un lado, del desarrollo de nuevas metodologías y, por otro lado, de la aparición e implementación de tecnologías disruptivas, las cuales han llevado necesariamente al replanteamiento de cuestiones secularmente aceptadas. En este panorama, el congreso está especialmente dirigido a profesores, investigadores, alumnos y público general interesado en cuestiones sobre el léxico. De esta forma, se pretende crear un espacio interdisciplinar que fomente el debate, el intercambio de ideas innovadoras y la transferencia de nuevos conocimientos y métodos vinculados al estudio y la investigación del componente léxico de la lengua española, su codificación lexicográfica y su enseñanza como lengua extranjera.</p>

<p>El II Congreso internacional sobre investigaciones léxicas se desarrollará en la modalidad virtual implementada por primera vez en la edición anterior: InLÉXICO2021. Este sistema virtual tuvo una magnífica acogida por parte de la comunidad científica y académica nacional e internacional. Sin embargo, este año, también tendrá cabida el tradicional formato presencial; así, las conferencias plenarias se realizarán presencialmente y serán retransmitidas en directo, y los comunicantes que lo deseen podrán realizar de forma presencial las presentaciones de sus trabajos.</p>

<p>En la página web oficial del congreso (https://www.inlexico.es), encontrarán información sobre el envío de propuestas de comunicación.</p>

<p><b>Equipo InLÉXICO</b></p>
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					<name><![CDATA[Seminarios HR Excellence in Research: “OTMR: un caso práctico”]]></name>
					<description><![CDATA[<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="background:white"><span style="font-family:"Times New Roman",serif"><span style="font-family:"Arial",sans-serif"><span style="color:#222222">La Universidad de Jaén (UJA) invita a una nueva sesión del ciclo de seminarios <b>HR Excellence in Research</b>, dedicada a compartir experiencias reales sobre cómo fortalecer una cultura investigadora abierta y responsable.</span></span></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="background:white"><span style="line-height:13.8pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:12.0pt"><span style="font-family:"Arial",sans-serif"><span style="color:#222222">El seminario sobre los principios OTMR para la contratación de personal investigador en Europa se realizará on-line y contará con la participación de <b>Iván Barreda-Tarrazona</b>, Vicerrector Adjunto de Planificación y Calidad de la Universidad Jaume I (Castellón), catedrático de Economía y experto en investigación responsable y ética institucional. En esta sesión se presentará <b>un caso práctico de implementación OTMR</b>, mostrando cómo la Universidad Jaume I ha integrado los principios de transparencia, mérito y equidad en sus procesos de selección e investigación.</span></span></span></span></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="background:white"><span style="line-height:13.8pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:12.0pt"><span style="font-family:"Arial",sans-serif"><span style="color:#222222">Es necesario realizar la inscripción gratuita mediante el enlace:</span></span></span> <span style="font-size:12.0pt"><span style="font-family:"Arial",sans-serif"><span style="color:#222222"><a href="https://us02web.zoom.us/webinar/register/WN_DRS2vZD_Tru52d9yLaom_A" target="_blank"><span style="color:#467886">https://us02web.zoom.us/webinar/register/WN_DRS2vZD_Tru52d9yLaom_A</span></a></span></span></span></span></span></span></span></p>

<p style="margin-bottom:11px"> </p>
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					<name><![CDATA[18th International Forum of Mechanical and Mechatronics Engineering]]></name>
					<description><![CDATA[<p>The <em data-end="256" data-start="174">18th International Forum of Mechanical and Mechatronics Engineering (IFM2E 2025)</em> will bring together academics, researchers, and professionals to discuss innovative approaches in mechanical and mechatronics engineering education and practice. Under the topic <em data-end="525" data-start="435">“Enhancing the Connection Between Research and Teaching in Engineering Higher Education”</em>, the forum will explore international cooperation frameworks, the role of artificial intelligence in education, the transfer of research to industry, and the promotion of research among early-career engineers. The event will offer a dynamic program combining technical sessions, networking opportunities, and cultural activities in Jaén, Spain.</p>
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					<name><![CDATA[Seminario formativo vinculado al sello europeo HR Excellence in Research (HRS4R)]]></name>
					<description><![CDATA[<p>La Oficina de Proyectos Internacionales (OFIPI) de la UJA reanuda su ciclo de seminarios formativos vinculados al sello europeo HR Excellence in Research (HRS4R). El próximo lunes 15 de septiembre a las 13:00 horas tendrá lugar una nueva sesión dedicada a las claves, errores y buenas prácticas en la aplicación del modelo OTM-R (Open, Transparent and Merit-based Recruitment). <br />
La sesión contará con la participación de Xavier Ariño, jefe de Proyectos Institucionales en la Universidad Autónoma de Barcelona, asesor de EURAXESS y evaluador de la Comisión Europea y su intervención ofrecerá una guía útil para aquellas organizaciones comprometidas con procesos de selección abiertos, transparentes y basados en el mérito, fundamentales para atraer y retener talento investigador y reforzar su posicionamiento institucional.</p>

<p>Para asistir es necesario <b>inscribirse gratuitamente</b> a través del siguiente enlace:<br />
<a data-saferedirecturl="https://www.google.com/url?q=https://us02web.zoom.us/webinar/register/WN_0MGkf8iJQiy2_MliJcjzhQ&source=gmail&ust=1757499434359000&usg=AOvVaw0DeUfxsL0D1kxCubsJPBj3" href="https://us02web.zoom.us/webinar/register/WN_0MGkf8iJQiy2_MliJcjzhQ" target="_blank">https://us02web.zoom.us/<wbr />webinar/register/WN_<wbr />0MGkf8iJQiy2_MliJcjzhQ</a></p>
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					<name><![CDATA[Taller Metodológico con Sistema de Información geográfica. Mapeando realidades: vulnerabilidades urbana y género]]></name>
					<description><![CDATA[<p>Este taller se inserta en el marco del Proyecto TRAHIS “Transversalizando la Historia: formación, trabajo y derechos de las mujeres en la Edad Moderna y Contemporánea financiado por el Vicerrectorado de Igualdad de Género de la Universidad de Jaén.</p>

<p><strong>Objetivos: </strong><br />
La actividad formativa está planteada como un taller metodológico en el que se analizará la percepción de la vulnerabilidad urbana y el género a través del empleo de sistemas de información geográfica (SIG).<br />
Los objetivos específicos del taller serán:<br />
- Enfatizar en la percepción de la vulnerabilidad urbana que experimentan las mujeres en los entornos urbanos a través del análisis del trazado urbano, su iluminación, elementos de seguridad y /o confianza.<br />
- Analizar la percepción de rutas “seguras” o “inseguras” a través de la existencia o no de ciertos elementos urbanos (iluminación, ocupación, mobiliario urbano, trasiego, aforo…)<br />
- Dotar a los participantes de herramientas y/o técnicas que les permitan representar cartográficamente estos datos que serán empleados en sus trabajos e investigaciones.<br />
<strong>Fecha y modalidad:</strong><br />
El taller se celebrará el 12 de junio de 2025 en modalidad VIRTUAL de 12:00 a 14:00 horas.<br />
Será impartido por la profesora D.ª Noelia Ruiz Moya, profesora del Dpto. de Antropología, Geografía e Historia de la Universidad de Jaén.<br />
<strong>Requisitos de los participantes:</strong><br />
El taller está pensado para un alumnado con conocimiento bajo-medio de Sistemas de Información Geográfica y de los contenidos teóricos tratados (vulnerabilidad, percepción, género, urbanismo). Por ello, se recomienda que sean estudiantes de último año de Grado (Geografía, Historia, Historia del Arte, Antropología…), Máster o Doctorado.<br />
La modalidad virtual en la que se impartirá el taller limita la participación de 20 estudiantes.<br />
<strong>Software:</strong><br />
Se empleará un software libre como QGIS para llevar a cabo la actividad que el alumnado deberá tener instalado previamente en su equipo. El resto de los archivos necesarios para realizar el taller serán proporcionados por la docente antes de la fecha de celebración de la actividad.<br />
<strong>FORMULARIO DE INSCRIPCIÓN:</strong><br />
Los estudiantes que estén interesados en participar deben formalizar su inscripción a través del siguiente enlace o escaneando el QR.</p>

<p><a href="https://docs.google.com/forms/d/e/1FAIpQLScMGy9BAPqeyF5proHTVMNciRqXq3mmotQFI2Oj4SSMwLJ2uQ/viewform?usp=header">https://docs.google.com/forms/d/e/1FAIpQLScMGy9BAPqeyF5proHTVMNciRqXq3mmotQFI2Oj4SSMwLJ2uQ/viewform?usp=header</a></p>
]]></description>
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				<Placemark>
					<name><![CDATA[Presentación del &quot;Informe GUESSS Jaén - Espíritu Emprendedor del Estudiantado de la Universidad de Jaén 2023-24&quot;]]></name>
					<description><![CDATA[<p>Acto de Presentación del "Informe GUESSS Jaén - Espíritu Emprendedor del Estudiantado de la Universidad de Jaén 2023-24", en el marco de las Jornadas de Emprendimiento organizadas por la Cátedra  Universitaria de Emprendimiento Fiugencio Meseguer de la Universidad de Jaén. El acto tendrá lugar a las que tendrá el miércoles 07 de mayo a las 10:30 horas, en el Salón de Grados del Edificio D1 del Campus Las Lagunillas</p>
]]></description>
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					<name><![CDATA[VII Ciclo de Conferencias Internacionales: Movilidad internacional y Erasmus del estudiantado y profesorado]]></name>
					<description><![CDATA[<p><span style="font-size:14px;"><span style="font-family:"Avenir Book"">El VII Ciclo de Conferencias Internacionales: Movilidad internacional y Erasmus del estudiantado y profesorado, organizado por el Departamento de Pedagogía y patrocinado por la Facultad de Humanidades y Ciencias de la Educación y el Vicerrectorado de Internacionalización, está indicado para aquellas personas que en los próximos meses vayan a realizar alguna movilidad internacional a algún país de Europa, América o Asia. </span></span></p>

<p><span style="font-size:14px;"><span style="font-family:"Avenir Book"">En el evento intervendrán D. Aldalkis David Rodríguez Medina, estudiante de la Universidad del Norte (Colombia) y el Dr. </span><em><span lang="ES-TRAD"><span style="font-family:"Avenir Book""><span style="color:black">Sławomir Pasikowski, </span></span></span></em><span style="font-family:"Avenir Book"">profesor de la Universidad de </span></span>Łódź y durante este segundo cuatrimestre profesor visitante <span style="font-size:14px;"><span style="font-family:"Avenir Book"">en el Departamento de Pedagogía.</span></span></p>

<p><span style="font-size:14px;"><span style="font-family:"Avenir Book"">El VII Ciclo de Conferencias Internacionales: Movilidad internacional y Erasmus del estudiantado y profesorado es gratuito y puede asistir cualquier miembro de la Comunidad Universitaria.</span></span></p>

<p><font face="Avenir Book"><span style="font-size: 14px;">Se realizará también online para las personas que se encuentren fuera de la Universidad de Jaén y será a través del enlace de google meet: </span></font><a href="https://meet.google.com/zyp-exar-afn">https://meet.google.com/zyp-exar-afn</a> </p>

<p> </p>

<p> </p>
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					<name><![CDATA[Taller online: Solución Ideal y Prototipado]]></name>
					<description><![CDATA[<p>Con la publicación de la 2ª Fase del Concurso de Emprendimiento INSIDE UJA 2024-25, el Vicerrectorado de Estudiantes y Empleabilidad de la UJA promueve la formación en <strong>Solución Ideal y Prototipado</strong> con el objetivo formar a todo el alumnado matriculado y titulado que quiera participar en el concurso de emprendimiento, así como, aprender a dar una solución ideal a una de las necesidades identificadas en la 1ª fase del programa y que puedan tener un recorrido empresarial. </p>

<p>El taller <strong>«</strong><strong>Solución Ideal y Prototipado</strong><strong>»</strong> tiene como finalidad, favorecer la empleabilidad y la adquisición de competencias en materia de emprendimiento. Por ello, se imparte en cuatro sesiones, dos de mañana y dos de tarde, de forma que nadie quede sin formarse por problemas de horario.</p>

<p>Si estás interesado/a, sólo tienes que <strong>inscribirte a través del siguiente...</strong></p>

<h2><img alt="cara" data-entity-type="" data-entity-uuid="" src="https://empleo.ujaen.es/sites/default/files/2024-10/cara.jpg" /> <a href="https://forms.gle/BfcAvizBr1iTVDme8"><strong>ENLACE</strong></a></h2>

<h3><strong>El día anterior a la fecha de celebración del taller en el que te inscribas, mañana o tarde, recibirás un correo electrónico con el enlace a MEET</strong></h3>

<p>El objetivo del taller de emprendimiento <strong>«Solución Ideal y prototipado»</strong> es favorecer la empleabilidad de estudiantes y titulados/as mediante la formación y la adquisición de competencias en materia de emprendimiento.</p>

<p>Los contenidos formativos son:</p>

<ul>
	<li>Cómo dar solución a las necesidades ganadoras de la 1ª fase de INSIDE UJA</li>
	<li>Aprender a materializar ideas y propuestas de soluciones y obtener una versión inicial</li>
	<li>Poder validar si el producto o servicio ideado cubre la necesidad identificada </li>
</ul>

<p><strong>¡Se emite certificado de asistencia!</strong></p>

<p style="box-sizing: border-box; margin: 0px 0px 10px; color: rgb(51, 51, 51); font-family: Montserrat; font-size: 14px; text-align: justify;"> </p>
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					<name><![CDATA[I Jornada de Empleabilidad de Relaciones Laborales y Recursos Humanos]]></name>
					<description><![CDATA[<p><span style="font-size:14px;"><span style="font-family:Times New Roman,Times,serif;">El día <strong>24 de octubre de 2024</strong> en horario de <strong>9.30h a 14.00h </strong>se desarrollará la <strong>I Jornada de Empleabilidad de Relaciones Laborales y Recursos Humanos en la Universidad de Jaén (aula 15, edificio A-4)</strong>. </span></span></p>

<p><span style="font-size:14px;"><span style="font-family:Times New Roman,Times,serif;">Este evento estará coordinado por Ana Hueso Moral (Graduada en Relaciones Laborales y Recursos Humanos. Becaria del Departamento de Derecho Público y Derecho Privado Especial) y por Cristóbal Molina Navarrete (Catedrático de Derecho del Trabajo y Seguridad Social de la Universidad de Jaén). En él colaboran la Universidad de Jaén, la Facultad de Ciencias Sociales y Jurídicas, el Colegio de Graduados Sociales de Jaén y la Junta de Andalucía junto con el Centro de Prevención de Riesgos Laborales de Jaén.</span></span></p>

<p><span style="font-size:14px;"><span style="font-family:Times New Roman,Times,serif;"><span style="line-height: 107%;">Esta jornada conlleva tres significantes objetivos: En primer lugar, revitalizar el grado de Relaciones Laborales y Recursos Humanos, invitando a la reflexión sobre su trascendencia y perspectivas de futuro. En segundo lugar, mostrar al alumnado las oportunidades profesionales a las que pueden acceder y cuáles son las tareas laborales que desarrollarán en el mercado de trabajo. En tercer lugar, visibilizar la relevancia del grado en otros países contando con la participación de docentes e investigadores de Uruguay.</span></span></span></p>
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					<name><![CDATA[Edpuzzle: una herramienta innovadora para formadores de la UJA]]></name>
					<description><![CDATA[<p>Dentro de la estrategia para la innovación y mejora docente la UJA ha cerrado un acuerdo con <strong>Edpuzzle</strong>, herramienta tecnológica de creación, edición e implementación de vídeos interactivos que puede ser utilizada en todas las modalidades de docencia en Educación Superior: presencial, semipresencial, online o virtual.</p>

<p>La herramienta es una solución de tecnología aplicada a la innovación docente  que permite al docente crear experiencias de aprendizaje atractivas a través de vídeo-lecciones interactivas a partir de estos sencillos pasos:</p>

<ul>
	<li>Seleccionar un vídeo (de la biblioteca de Edpuzzle, de YouTube), subir uno propio (desde el dispositivo o desde Google Drive) o crear un vídeo (directamente usando Edpuzzle para grabar la pantalla y/o la cámara). </li>
	<li>Intercalar evaluaciones en los vídeos, insertando preguntas o notas escritas o de audio. De esta manera, el vídeo se convierte en interactivo y permite, entre otras, trabajar el pensamiento crítico y comprobar la comprensión. Además, haciendo uso de herramientas de IA generativa, sugiere preguntas.</li>
	<li>Hacer un seguimiento del progreso del alumnado con la analítica ofrecida por la herramienta, que permitirá al docente analizar el nivel de comprensión y aprendizaje de cada estudiante y del grupo en general. </li>
</ul>

<p>El nuevo Plan de Formación de la UJA incluye píldoras formativas agrupadas en itinerarios, para las cuales se usará esta plataforma. Supondrá una innovación docente con formación centrada en cada estudiante, siendo una formación activa e interactiva (las píldoras darán lugar a diferentes itinerarios y diplomas de mayor contenido dirigible). Además permitirá a todo el profesorado el uso en su docencia habitual, pues además tiene una posibilidad de uso en las clases presenciales interactivas, de manera que se vaya haciendo necesario que cualquier vídeo sea visto y consultado de manera simultánea en distintos dispositivos en el aula, actuando sobre él.  </p>

<p>Para sacar mayor partido a la herramienta, e ir preparando al profesorado de la UJA, <strong>la semana del 15 al 19 de abril de 2024</strong> se realizará una formación <strong>online</strong> para el personal docente e investigador de la UJA, con una sesión básica y una avanzada.</p>

<ul>
	<li>Sesión básica: lunes, 15 de abril, de 9h30 a 10h30.</li>
	<li>Sesión avanzada: miércoles 17 de abril, de 9h30 a 10h30</li>
</ul>

<p><a href="https://forms.gle/jYbBnCx24U3cBLtL8" target="_blank">Enlace al formulario de inscripción</a></p>

<p> </p>

<p style="margin-bottom:11px"> </p>

<p style="margin-bottom:11px"> </p>

<p style="margin-bottom:11px"> </p>

<p> </p>
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					<name><![CDATA[IV Ciclo de Conferencia Internacionales: organización y funcionamiento de las instituciones educativas en México, Colombia, Italia y Ecuador]]></name>
					<description><![CDATA[<p><b>IV CICLO DE CONFERENCIAS INTERNACIONALES: </b><b>ORGANIZACIÓN Y FUNCIONAMIENTO DE LAS INSTITUCIONES EDUCATIVAS EN MÉXICO, COLOMBIA, ITALIA Y ECUADOR. </b></p>

<p><b>Organiza: Departamento de Pedagogía de la Universidad de Jaén.</b></p>

<p><b>Patrocina: Facultad de Humanidades y Ciencias de la Educación de la Universidad de Jaén.</b></p>

<p><b>Incripción gratuita en: </b><a href="https://docs.google.com/forms/d/e/1FAIpQLScdo7J7ytgqkrJFLhLaPWpsRxguw8JvMh40Xgop-QTRFsVoWQ/viewform">https://docs.google.com/forms/d/e/1FAIpQLScdo7J7ytgqkrJFLhLaPWpsRxguw8JvMh40Xgop-QTRFsVoWQ/viewform</a> </p>

<p>Enlace google meet para Conferencias: <a href="https://meet.google.com/zxy-dbzt-ynz">https://meet.google.com/zxy-dbzt-ynz</a> </p>

<p><b>Dirigido a estudiantes, preferentemente de las titulaciones de Educación Primaria, Educación Infantil y Educación Social. También, para el Máster de Profesorado y cualquier otra titulación de Grado, Máster o Doctorado de la Universidad de Jaén.</b></p>

<p><b>Intervienen: <br />
Dra. Guadalupe Aurora Maldonado Berea. Universidad Autónoma "Benito Juárez" de Oaxaca (México)</b></p>

<p><b>Dra. Carmen Tulia Ricardo Barreto. Universidad del Norte (Barranquilla-Colombia)</b></p>

<p><b>Dr. Wilman Enrique Pérez Benítez. Universidad del Norte (Barranquilla-Colombia)</b></p>

<p><b>Dr. Enrico Bocciolesi. Universidad de Urbino (Italia)</b></p>

<p><b>Dra. Margarita Alexandra Rodríguez Acosta. Universidad de las Fuerzas Armanas -ESPE- (Ecuador)</b></p>

<p><b>Minivídeo presentación del IV CIclo de Conferencias: </b><a href="https://www.youtube.com/watch?v=7dCo8AOoX1Q&t=26s">https://www.youtube.com/watch?v=7dCo8AOoX1Q&t=26s</a> </p>

<p> </p>
]]></description>
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					<name><![CDATA[Edpuzzle: una herramienta innovadora para formadores de la UJA]]></name>
					<description><![CDATA[<p style="margin-bottom:11px"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial,sans-serif"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Dentro de la estrategia para la innovación y mejora docente la UJA ha cerrado un acuerdo con </span></span></span></span></span></span><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial,sans-serif"><span style="color:#000000"><span style="font-weight:700"><span style="font-style:normal"><span style="text-decoration:none">Edpuzzle</span></span></span></span></span></span><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial,sans-serif"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">, herramienta tecnológica de creación, edición e implementación de vídeos interactivos que puede ser utilizada en todas las modalidades de docencia en Educación Superior: presencial, semipresencial, online o virtual.</span></span></span></span></span></span></p>

<p><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial,sans-serif"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">La herramienta es una solución de tecnología aplicada a la innovación docente  que permite al docente crear experiencias de aprendizaje atractivas a través de vídeo-lecciones interactivas a partir de estos sencillos pasos:</span></span></span></span></span></span></p>

<ul>
	<li aria-level="1" style="list-style-type:disc"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial,sans-serif"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Seleccionar un vídeo (de la biblioteca de Edpuzzle, de YouTube), subir uno propio (desde el dispositivo o desde Google Drive) o crear un vídeo (directamente usando Edpuzzle para grabar la pantalla y/o la cámara). </span></span></span></span></span></span></li>
	<li aria-level="1" style="list-style-type:disc"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial,sans-serif"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Intercalar evaluaciones en los vídeos, insertando preguntas o notas escritas o de audio. De esta manera, el vídeo se convierte en interactivo y permite, entre otras, trabajar el pensamiento crítico y comprobar la comprensión. Además, haciendo uso de herramientas de IA generativa, sugiere preguntas.</span></span></span></span></span></span></li>
	<li aria-level="1" style="list-style-type:disc"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial,sans-serif"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Hacer un seguimiento del progreso del alumnado con la analítica ofrecida por la herramienta, que permitirá al docente analizar el nivel de comprensión y aprendizaje de cada estudiante y del grupo en general. </span></span></span></span></span></span></li>
</ul>

<p><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial,sans-serif"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">El nuevo Plan de Formación de la UJA, que se aprobará en las próximas semanas, incluirá píldoras formativas agrupadas en itinerarios, donde esta plataforma será crucial. Supondrá una innovación docente con formación centrada en cada estudiante, siendo una formación activa e interactiva (las píldoras darán lugar a diferentes itinerarios y diplomas de mayor contenido dirigible). Además permitirá a todo el profesorado el uso en su docencia habitual, pues además tiene una posibilidad de uso en las clases presenciales interactivas, de manera que se vaya haciendo necesario que cualquier vídeo sea visto y consultado de manera simultánea en distintos dispositivos en el aula, actuando sobre él.  </span></span></span></span></span></span></p>

<p><br />
<span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial,sans-serif"><span style="color:#000000"><span style="background-color:#ffffff"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Para sacar mayor partido a la herramienta, e ir preparando al profesorado de la UJA, </span></span></span></span></span></span></span><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial,sans-serif"><span style="color:#000000"><span style="background-color:#ffffff"><span style="font-weight:700"><span style="font-style:normal"><span style="text-decoration:none">del 5 al 7 de febrero</span></span></span></span></span></span></span><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial,sans-serif"><span style="color:#000000"><span style="background-color:#ffffff"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none"> se realizará una formación presencial para el personal docente e investigador de la UJA, con diversas sesiones presenciales, básicas y avanzadas, en diferentes horarios de mañana y tarde (ver tabla y elegir sesiones en la inscripción), que permitirán a la vez mostrar la potencialidad de creación de contenidos del </span></span></span></span></span></span></span><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial,sans-serif"><span style="color:#000000"><span style="background-color:#ffffff"><span style="font-weight:700"><span style="font-style:normal"><span style="text-decoration:none">CRAi.lab</span></span></span></span></span></span></span><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial,sans-serif"><span style="color:#000000"><span style="background-color:#ffffff"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">.</span></span></span></span></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif">La formación se realizará en el CRAI-lab de la Biblioteca, planta baja del Edificio B2, Campus Las Lagunillas.</span></span></span></p>

<table align="center" border="1" cellpadding="1" cellspacing="1" style="width:100%;">
	<tbody>
		<tr>
			<td>Horario</td>
			<td><strong>Lunes</strong></td>
			<td><strong>Martes</strong></td>
			<td><strong>Miércoles</strong></td>
		</tr>
		<tr>
			<td><strong>9:30</strong></td>
			<td>BÁSICA</td>
			<td>BÁSICA</td>
			<td>AVANZADA</td>
		</tr>
		<tr>
			<td><strong>11:00</strong></td>
			<td>BÁSICA</td>
			<td>BÁSICA</td>
			<td>AVANZADA</td>
		</tr>
		<tr>
			<td><strong>12:30</strong></td>
			<td>BÁSICA</td>
			<td>AVANZADA</td>
			<td>AVANZADA</td>
		</tr>
		<tr>
			<td><strong>16:30</strong></td>
			<td>BÁSICA</td>
			<td>AVANZADA</td>
			<td>AVANZADA</td>
		</tr>
	</tbody>
</table>

<p style="margin-bottom:11px"> </p>

<p style="margin-bottom:11px"><a href="https://groove.edpuzzle.com/url/afwlb6lc4hbf618gbbmckt/aHR0cHM6Ly9kcml2ZS5nb29nbGUuY29tL2ZpbGUvZC8xYTdwSC1SVFJKeUFYMWNaUkEtZ0pxM1FfYTJJSG11X1kvdmlldz91c3A9c2hhcmluZyNncm9vdmVzdW06LTE2MTY1NDM5NDQ%3D" target="_blank">Video promocional UJA-EdPuzzle</a></p>

<p style="margin-bottom:11px"><a href="https://docs.google.com/forms/d/e/1FAIpQLSewAWjXd_6Nhv9fu51G39kVeedvR7G-Ma-xWv0feDJbYGR8Tg/viewform" target="_blank">Enlace al formulario de inscripción</a></p>

<p style="margin-bottom:11px"> </p>

<p style="margin-bottom:11px"><iframe frameborder="0" height="1117" marginheight="0" marginwidth="0" src="https://docs.google.com/forms/d/e/1FAIpQLSewAWjXd_6Nhv9fu51G39kVeedvR7G-Ma-xWv0feDJbYGR8Tg/viewform?embedded=true" width="640">Cargando…</iframe></p>

<p style="margin-bottom:11px"> </p>

<p style="margin-bottom:11px"> </p>

<p> </p>
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					<name><![CDATA[Jornada Informativa sobre Diseño de Propuestas de Microcredenciales Universitarias]]></name>
					<description><![CDATA[<p>El Vicerrectorado de Formación Permanente, Tecnologías Educativas e Innovación Docente de la Universidad de Jaén, celebra una Jornada Informativa sobre Diseño de Propuestas de Microcredenciales Universitarias.</p>

<p>Tendrá lugar el lunes, 29 de enero de 2024, de 10:30 a 12:30 horas, en el Salón de Grados Verde del Edificio C1, Campus Las Lagunillas, Universidad de Jaén.</p>

<p><a href="https://drive.google.com/file/d/1lP2V3o1nWN-zbTA8XTqY6fnCHdL4QkW4/view?usp=sharing" target="_blank">Programa de la Jornada</a></p>

<p>Formulario de inscripción:</p>

<p><iframe frameborder="0" height="1319" marginheight="0" marginwidth="0" src="https://docs.google.com/forms/d/e/1FAIpQLSfWvZaqyEqBf6oaKB73IQ8DAgzm47GRuTm0GjU36APKsMifNA/viewform?embedded=true" width="640">Cargando…</iframe></p>

<p> </p>
]]></description>
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					<name><![CDATA[Jornadas sobre Orientación de Prácticas Curriculares 2023-24]]></name>
					<description><![CDATA[<h1><span style="font-size:14px;">Jornadas sobre Orientación de Prácticas Curriculares 2023-24 de la Facultad de Ciencias Sociales y Jurídicas, dirigidas al estudiantado de últimos cursos de los estudios de Grado y a quienes estén Matriculados en la asignatura de Prácticas. Tendrán lugar el jueves 14 de diciembre a las 12:00 horas en el Salón de Grados del Edificio D1. Esta actividad se encuadrá en e Plan de Acción Tutorial del Centro.</span></h1>
]]></description>
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					<name><![CDATA[II Congreso Internacional sobre investigaciones léxicas (InLÉXICO 2023)]]></name>
					<description><![CDATA[<p>El Grupo de Investigación Seminario de Lexicografía Hispánica (SLH_HUM922) organiza el II Congreso internacional sobre investigaciones léxicas (InLÉXICO2023), que se celebrará en la Universidad de Jaén del 29 al 30 de noviembre de 2023.</p>

<p>Los esquemas conceptuales en los que se han basado tradicionalmente el estudio del léxico español, los diccionarios que lo registran y su enseñanza como lengua extranjera han experimentado profundas transformaciones en las últimas décadas; muchas de ellas derivadas, por un lado, del desarrollo de nuevas metodologías y, por otro lado, de la aparición e implementación de tecnologías disruptivas, las cuales han llevado necesariamente al replanteamiento de cuestiones secularmente aceptadas. En este panorama, el congreso está especialmente dirigido a profesores, investigadores, alumnos y público general interesado en cuestiones sobre el léxico. De esta forma, se pretende crear un espacio interdisciplinar que fomente el debate, el intercambio de ideas innovadoras y la transferencia de nuevos conocimientos y métodos vinculados al estudio y la investigación del componente léxico de la lengua española, su codificación lexicográfica y su enseñanza como lengua extranjera.</p>

<p>El II Congreso internacional sobre investigaciones léxicas se desarrollará en la modalidad virtual implementada por primera vez en la edición anterior: InLÉXICO2021. Este sistema virtual tuvo una magnífica acogida por parte de la comunidad científica y académica nacional e internacional, si bien, este año, también tendrá cabida el tradicional formato presencial; así, las conferencias plenarias se realizarán presencialmente y serán retransmitidas en directo, y los comunicantes que lo deseen podrán realizar de forma presencial las presentaciones de sus trabajos.</p>

<p>En la página web oficial del congreso (https://www.inlexico.es), encontrarán información sobre el envío de propuestas de comunicación.</p>
]]></description>
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					<name><![CDATA[Conferencia ‘ISO 45001: Sistema de Gestión de Seguridad y Salud en el Trabajo&#39;]]></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"><span style="color:#333333">El Centro de Estudios de Postgrado de la Universidad de Jaén celebra la conferencia <b>‘ISO 45001: Sistema de Gestión de Seguridad y Salud en el Trabajo’</b>, dentro del X Ciclo de Conferencias de Enseñanzas de Postgrado (Máster Universitario en Prevención de Riesgos Laborales).</span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="font-family:"Times New Roman",serif"><span style="font-size:11.0pt"><span style="font-family:"Calibri",sans-serif"><span style="color:#333333">Intervendrá <b>Manuel Berrios Díaz</b>, Técnico de PRL de SOMAJASA.</span></span></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="font-family:"Times New Roman",serif"><span style="font-size:11.0pt"><span style="font-family:"Calibri",sans-serif"><span style="color:#333333">Fecha: 23 de mayo de 2023 de 16:00 a 21:00 horas.</span></span></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span style="font-family:"Times New Roman",serif"><span style="font-family:"Calibri",sans-serif"><span style="color:#333333">Lugar: Aula 10 del Edificio B5, Campus de Las Lagunillas. Universidad de Jaén.</span></span></span></span></span></p>

<p style="margin-bottom:11px"> </p>

<p style="margin-bottom:11px"> </p>

<p style="margin-bottom:11px"> </p>

<p style="margin-bottom:11px"> </p>
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					<name><![CDATA[Ceremonia de Graduación de los estudios de Gestión y Administración Pública, Relaciones Laborales y Recursos Humanos y del Doble Grado en Derecho y Administración y Dirección de Empresas]]></name>
					<description><![CDATA[<p>Acto Académico de Graduación del estudiantado de la promoción 2019-23 de los estudios de Gestión y Administración Pública, y de Relaciones Laborales y Recursos Humanos; así como de la promoción 2017-23 del Doble Grado en Derecho y Administración y Dirección de Empresas, a celebrar en el Aula Magna de la UJA a las 19:30 horas</p>
]]></description>
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					<name><![CDATA[Encuentro de presentación del aula universitaria “José Vida Soria” de estudios avanzados en relaciones laborales y derecho social internacional]]></name>
					<description><![CDATA[<p>Encuentro de presentación del aula universitaria “José Vida Soria” de estudios avanzados en relaciones laborales y derecho social internacional, incluyendo la conferencia <b>Políticas de solidaridad intergeneracional y sindicalismo en el siglo XXI: empleo juvenil y pensiones públicas</b>, a cargo de D. José María Álvarez Suárez, Secretario General de la Unión General de Trabajadoras y Trabajadores de España – UGT.</p>
]]></description>
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					<name><![CDATA[Conferencia ‘El impacto de factores de bienestar laboral en la gestión estratégica de recursos humanos y en la prevención de riesgos psicosociales’]]></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"><span style="color:#333333">El Centro de Estudios de Postgrado de la Universidad de Jaén celebra la conferencia <b>‘El impacto de factores de bienestar laboral en la gestión estratégica de recursos humanos y en la prevención de riesgos psicosociales’</b>, dentro del X Ciclo de Conferencias de Enseñanzas de Postgrado (Máster Universitario en Ingeniería Industrial).</span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span new="" roman="" style="font-family:" times=""><span style="font-size:11.0pt"><span calibri="" style="font-family:"><span style="color:#333333">Intervendrá <b>David Castillo García</b>, Director RRHH y PRL en Smurfit Kappa.</span></span></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span new="" roman="" style="font-family:" times=""><span style="font-size:11.0pt"><span calibri="" style="font-family:"><span style="color:#333333">Fecha: 2 de mayo de 2023 de 10:30 a 12:30 horas.</span></span></span></span></span></span></p>

<p><span style="font-size:12pt"><span style="background:white"><span new="" roman="" style="font-family:" times=""><span style="font-size:11.0pt"><span calibri="" style="font-family:"><span style="color:#333333">Lugar:</span></span></span><span style="font-size:11.0pt"><span calibri="" style="font-family:"> Aula 5 del Edificio B5, Campus de las Lagunillas. Universidad de Jaén.</span></span></span></span></span></p>

<p style="margin-bottom:11px"> </p>

<p style="margin-bottom:11px"> </p>

<p style="margin-bottom:11px"> </p>

<p style="margin-bottom:11px"> </p>
]]></description>
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					<name><![CDATA[Jornadas de Orientación Laboral (ámbito económico y empresarial) 2022-23]]></name>
					<description><![CDATA[<p>Jornadas de Orientación profesional dirigidas al estudiantado de los grados del ámbito económico y empresarial de la Facultad de Ciencias Sociales y Jurídicas. El evento tendrá lugar el próximo martes, 18 de abril, a las 16:30 horas, en el aula 13 (A4).</p>

<p>Esta actividad ha sido organizada desde la Facultad, al amparo del Plan de Acción tutorial.</p>
]]></description>
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					<name><![CDATA[Taller Currículum 5.0]]></name>
					<description><![CDATA[<p style="text-align: justify;">Continuamos con la programación de formación organizada para el curso académico 2022/2023 por el Vicerrectorado de Transferencia del Conocimiento, Empleabilidad, Emprendimiento y Universidad Digital de la UJA, en colaboración con <a href="https://www.trespasosconsultores.com/">Trespasos Consultores</a>, te presentamos el Taller «<strong>CURRICULUM 5.0» </strong>que se impartirá de forma PRESENCIAL.</p>

<p><strong>Lugar y hora de celebración:</strong></p>

<ul>
	<li>Fecha:<strong> martes, 31 de enero de 2023</strong></li>
	<li>Lugar:<strong> </strong>
	<ul>
		<li><strong>Aula 6 del edificio C-4</strong></li>
	</ul>
	</li>
</ul>

<ul>
	<li>Hora:<strong> 10:30 h. a 13:00 h.</strong></li>
	<li>Duración:<strong> 2 hora 30 min.</strong></li>
</ul>

<p> </p>

<p><strong>Contenidos:</strong></p>

<ul>
	<li>Nuevas formas de Currículum en la era digital</li>
	<li>¿Qué incluir en tu CV?</li>
	<li>Tips para mejorar nuestro currículum</li>
	<li>Otras formas de presentarnos a la empresa</li>
</ul>

<p> </p>

<h3><a href="https://forms.gle/NBe8Xhe9XvJX5uXm8">FORMULARIO DE <strong>INSCRIPCIÓN</strong></a></h3>

<h3>Se emite certificado de asistencia a todas las personas participantes</h3>

<h4> </h4>
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					<name><![CDATA[Asamblea de ADECA]]></name>
					<description><![CDATA[<p>Asamblea anual de la Asociación de Decanas y Decanos de Economía y Empresa de Andalucía, Canarias, Ceuta y Melilla</p>
]]></description>
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					<name><![CDATA[Conferencia &#39;La concurrencia de empresas y sus efectos en materia de Prevención de Riesgos Laborales&#39;]]></name>
					<description><![CDATA[<p>El Centro de Estudios de Postgrado de la Universidad de Jaén celebra la conferencia <strong>'La concurrencia de empresas y sus efectos en materia de Prevención de Riesgos Laborales'</strong>, dentro del X Ciclo de Conferencias de Enseñanzas de Postgrado.</p>

<p>Intervendrá <strong>Luis Pérez Capitán </strong>. Secretario de Recursos y Estudios - UGT Madrid</p>

<p>Fecha: 26 de enero de 2023, de 16:00 a 21:00 horas</p>

<p>Lugar: Aula 10 del Edificio B5, Campus Las Lagunillas, Universidad de Jaén.</p>
]]></description>
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					<name><![CDATA[Conferencia &#39;La coordinación de actividades empresariales en materia de prevención de riesgos laborales&#39;]]></name>
					<description><![CDATA[<p>El Centro de Estudios de Postgrado de la Universidad de Jaén celebra la conferencia <strong>'La coordinación en prevención de riesgos laborales en obras de construcción'</strong>, dentro del X Ciclo de Conferencias de Enseñanzas de Postgrado.</p>

<p>Intervendrá <strong>José Jorge del Castillo Pérez</strong>. Instituto Nacional de Seguridad e Higiene en el Trabajo.</p>

<p>Fecha: 24 de enero de 2023, de 16:00 a 21:00 horas</p>

<p>Lugar: Aula 10 del Edificio B5, Campus Las Lagunillas, Universidad de Jaén.</p>
]]></description>
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					<name><![CDATA[Conferencia &#39;La coordinación en prevención de riesgos laborales en obras de construcción&#39;]]></name>
					<description><![CDATA[<p>El Centro de Estudios de Postgrado de la Universidad de Jaén celebra la conferencia <strong>'La coordinación en prevención de riesgos laborales en obras de construcción'</strong>, dentro del X Ciclo de Conferencias de Enseñanzas de Postgrado.</p>

<p>Intervendrá <b>Carlos Arévalo Serrate </b>(Presidente ISSCO)</p>

<p>Fecha: 18 de enero de 2023, de 16:00 a 21 horas</p>

<p>On-line: <b><a data-saferedirecturl="https://www.google.com/url?q=https://meet.google.com/ccm-omee-hvy&source=gmail&ust=1674116499100000&usg=AOvVaw040z03ZIC1iWz_pcMQ36ZL" href="https://meet.google.com/ccm-omee-hvy" target="_blank">https://meet.google.com/ccm-<wbr />omee-hvy</a></b></p>
]]></description>
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					<name><![CDATA[Taller LinkedIn y marca personal]]></name>
					<description><![CDATA[<p>Continuamos con la programación de formación organizada para el curso académico 2022/2023 por el Vicerrectorado de Transferencia del Conocimiento, Empleabilidad, Emprendimiento y Universidad Digital de la UJA, en colaboración con <a href="https://www.trespasosconsultores.com/">Trespasos Consultores</a>, te presentamos el Taller «<strong>TALLER LINKEDIN Y MARCA PERSONAL» </strong>que se impartirá de forma PRESENCIAL.</p>

<p><strong>Lugar y hora de celebración:</strong></p>

<ul>
	<li>Fecha:<strong> jueves, 13 de diciembre de 2022</strong></li>
</ul>

<ul>
	<li>Lugar:<strong> </strong><strong>Aula 9 del edificio B-5</strong></li>
</ul>

<ul>
	<li>Hora:<strong> 10:30 h. a 13:00 h.</strong></li>
</ul>

<ul>
	<li>Duración:<strong> 2 hora 30 min.</strong></li>
</ul>

<p> </p>

<p><strong>Contenidos:</strong></p>

<ul>
	<li>La marca personal: Tú mejor versión</li>
	<li>Cómo trabajar tu marca personal</li>
	<li>¿Qué es LinkedIn? ¿Cómo puede ayudarme en mi proyecto profesional?</li>
	<li>Crear un perfil de LinkedIn y conectar con otras personas</li>
	<li>Tips para aprovechar al máximo esta red profesional</li>
</ul>

<p> </p>

<h3><a href="https://www.ujaen.es/estudios/oferta-academica/titulos-propios/actividades-formativas-especificas/focoempleabilidad-y-emprendimiento-curso-sobre#preinscripcion-y-matricula"><strong>INSCRIPCIÓN</strong></a></h3>

<h3>Se emite certificado de asistencia a todas las personas participantes</h3>

<p> </p>

<p> </p>

<h4> </h4>
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					<name><![CDATA[XI Congreso Internacional de la RIAICES (Red Ibero-Americana de Investigación para la Calidad de la Educación Superior)]]></name>
					<description><![CDATA[<p>Web del XI Congreso Internacional de la RIAICES:</p>

<p><a href="http://blogs.ujaen.es/riaices">www.blogs.ujaen.es/riaices </a></p>

<p> </p>

<p>El <strong>XI Congreso Internacional RIAICES</strong> (Red Ibero-Americana de Investigación para la Calidad de la Educación Superior)  tendrá lugar los días 10, 11 y 12 de noviembre de 2022, en la Universidad de Jaén, en la ciudad de Jaén, subordinado al tema general “Educación Superior en contexto post-Covid. Retos de la investigación e innovación”.</p>

<p>Sin perder de vista el tema general, se enumeran los siguientes ejes temáticos, como tópicos:</p>

<ol>
	<li>Modelos y prácticas de enseñanza para la mejora de la educación superior.</li>
	<li>Espacios y recursos. Retos y alternativas. Presencialidad/virtualidad.</li>
	<li>Políticas universitarias y gestión.</li>
	<li>Universidad y sistemas de producción. Formación dual.</li>
	<li>Avances en metodología docente e integración de las TIC.</li>
	<li>Impactos de la investigación e innovación en la educación superior.</li>
</ol>

<p><strong>Universidad de Jaén (España)</strong></p>
]]></description>
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					<name><![CDATA[Taller &#39;Entrevista personal&#39;]]></name>
					<description><![CDATA[<p>Continuamos con la programación de formación organizada para el curso académico 2021/2022 por el Vicerrectorado de Transferencia del Conocimiento, Empleabilidad y Emprendimiento de la UJA, en colaboración con <a href="https://www.trespasosconsultores.com/">Trespasos Consultores</a>, te presentamos el Taller «<strong>TALLER ENTREVISTA PERSONAL» </strong>que se impartirá de forma SEMIPRESENCIAL.</p>

<p><strong>Lugar y hora de celebración:</strong></p>

<ul>
	<li>Fecha:<strong> jueves, 7 de abril de 2022</strong></li>
	<li>Lugar:<strong> </strong>
	<ul>
		<li><strong>Laboratorio de Emprendimiento. Edificio C-4, Dependencia 005</strong></li>
		<li><strong>Videoconferencia MEET </strong>(quienes se inscriban recibirán el enlace por correo electrónico el 6 de abril a las 15 horas)</li>
	</ul>
	</li>
</ul>

<ul>
	<li>Hora:<strong> 10:30 h. a 13:00 h.</strong></li>
	<li>Duración:<strong> 2 hora 30 min.</strong></li>
</ul>

<p> </p>

<p><strong>Contenidos:</strong></p>

<ul>
	<li>¿Qué es el Talento? ¿Qué es una entrevista de selección?</li>
	<li>La entrevista de selección: tipos</li>
	<li>Tendencias en la selección de personal</li>
	<li>Qué hacer para tener una entrevista de selección con éxito</li>
	<li>Preguntas frecuentes y cómo gestionarlas</li>
</ul>

<p> </p>

<h3>FORMULARIO DE <a href="https://forms.gle/aee1A8ECQ9ogVxHM8"><strong>INSCRIPCIÓN</strong></a></h3>

<h3>Se emite certificado de asistencia a todas las personas participantes</h3>

<p> </p>

<h4> </h4>
]]></description>
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					<name><![CDATA[Taller Currículum 5.0]]></name>
					<description><![CDATA[<p>Continuamos con la programación de formación organizada para el curso académico 2021/2022 por el Vicerrectorado de Transferencia del Conocimiento, Empleabilidad y Emprendimiento de la UJA, en colaboración con <a href="https://www.trespasosconsultores.com/">Trespasos Consultores</a>, te presentamos el Taller «<strong>CURRICULUM 5.0» </strong>que se impartirá de forma SEMIPRESENCIAL.</p>

<p><strong>Lugar y hora de celebración:</strong></p>

<ul>
	<li>Fecha:<strong> jueves, 3 de marzo de 2022</strong></li>
	<li>Lugar:<strong> </strong>
	<ul>
		<li><strong>Laboratorio de Emprendimiento. Edificio C-4, Dependencia 005</strong></li>
		<li><strong>Videoconferencia MEET </strong>(quienes se inscriban recibirán el enlace por correo electrónico el 2 de marzo a las 15 horas)</li>
	</ul>
	</li>
</ul>

<ul>
	<li>Hora:<strong> 10:30 h. a 13:00 h.</strong></li>
	<li>Duración:<strong> 2 hora 30 min.</strong></li>
</ul>

<p> </p>

<p><strong>Contenidos:</strong></p>

<ul>
	<li>Nuevas formas de Currículum en la era digital</li>
	<li>¿Qué incluir en tu CV?</li>
	<li>Tips para mejorar nuestro currículum</li>
	<li>Otras formas de presentarnos a la empresa</li>
</ul>

<p> </p>

<h3>FORMULARIO DE <a href="https://forms.gle/aee1A8ECQ9ogVxHM8"><strong>INSCRIPCIÓN</strong></a></h3>

<h3>Se emite certificado de asistencia a todas las personas participantes</h3>

<h4> </h4>
]]></description>
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					<name><![CDATA[Encuentro de Centros Innovadores en Jaén (15-2-2022)]]></name>
					<description><![CDATA[<p><b>Congreso Internacional</b></p>

<p><b>60&ordm; ENCUENTRO DE CENTROS INNOVADORES</b>&nbsp;-&nbsp;<b>11&ordm; en ANDALUC&Iacute;A</b></p>

<p>&nbsp;</p>

<table style="padding:2px; border:none; outline:0px; vertical-align:baseline; background:#ffffff; font-size:11px; border-collapse:collapse; border-spacing:0px; color:#4e4e54; font-family:Arial, Helvetica, sans-serif; font-style:normal; font-variant-ligatures:normal; font-weight:400; white-space:normal; text-decoration-thickness:initial; text-decoration-style:initial; text-decoration-color:initial; margin-bottom:7px" width="95%">
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			<p style="border:0px; padding:0px"><span style="font-size:9px"><span style="outline:0px"><span style="font-size:1em"><span style="outline:0px"><span style="vertical-align:baseline"><span style="min-height:1em"><b style="padding:0px; border:0px; outline:0px; vertical-align:baseline; font-size:9px"><font color="#FF0000"><font style="margin:0px; padding:0px; border:0px; outline:0px; vertical-align:baseline; font-size:9px">martes 15 de febrero de 2022</font></font></b>&nbsp;en el&nbsp;<font color="#FF0000"><font style="margin:0px; padding:0px; border:0px; outline:0px; vertical-align:baseline; font-size:9px">Sal&oacute;n de Grados del Edificio Zabaleta (D1). .Fac. Humanidades y Ciencias de la Educaci&oacute;n. Universidad de Ja&eacute;n</font></font>. Campus de Las Lagunillas&nbsp;<font face="Verdana, Arial, Helvetica, sans-serif"><font color="#FF0000"><font style="margin:0px; padding:0px; border:0px; outline:0px; vertical-align:baseline; font-size:10px">JA&Eacute;N&nbsp;<font color="#000000"><font style="margin:0px; padding:0px; border:0px; outline:0px; vertical-align:baseline; font-size:10px">- 23071 (<a href="https://www.google.com/maps/place/Universidad+de+Ja%C3%A9n/@37.7885415,-3.7776546,15z/data=!4m2!3m1!1s0x0:0xf05fe5191735ab43?sa=X&amp;ved=2ahUKEwj2oYDXi9nxAhUVxBQKHZpKC2YQ_BIwG3oECFMQBQ" rel="noopener" style="padding:0px; border-top:0px; border-right:0px; border-bottom:none; border-left:0px; border-image:initial; outline:0px; vertical-align:baseline; font-size:10px; text-decoration:none; color:#e87d25; font-weight:normal" target="_blank">ver mapa</a>)</font></font></font></font></font></span></span></span></span></span></span></p>

			<p style="border:0px; padding:0px"><span style="font-size:9px"><span style="outline:0px"><span style="font-size:1em"><span style="outline:0px"><span style="vertical-align:baseline"><span style="min-height:1em">Es una jornada h&iacute;brida (con actividades presenciales y actividades on-line) en&nbsp;<strong style="padding:0px; border:0px; outline:0px; vertical-align:baseline; font-size:9px">SESI&Oacute;N CONTINUA</strong>&nbsp;para todos los inscritos, donde cada uno, (seg&uacute;n su disponibilidad de tiempo e intereses) asistir&aacute; a las actividades que sean m&aacute;s de su inter&eacute;s.</span></span></span></span></span></span></p>

			<p style="border:0px; padding:0px">&nbsp;</p>

			<p style="border:0px; padding:0px; margin-bottom:7px"><span style="font-size:9px"><span style="outline:0px"><span style="font-size:1em"><span style="outline:0px"><span style="vertical-align:baseline"><span style="min-height:1em">Se inscribe en el marco del&nbsp;<a href="http://peremarques.net/ambitosdeinnovacion00.htm" rel="noopener" style="padding:0px; border-top:0px; border-right:0px; border-bottom:none; border-left:0px; border-image:initial; outline:0px; vertical-align:baseline; font-size:9px; text-decoration:none; color:#e87d25; font-weight:normal" target="_blank">Proyecto Centros Innovadores</a>&nbsp;de la&nbsp;<a href="http://dimglobal.net/" rel="noopener" style="padding:0px; border-top:0px; border-right:0px; border-bottom:none; border-left:0px; border-image:initial; outline:0px; vertical-align:baseline; font-size:9px; text-decoration:none; color:#e87d25; font-weight:normal" target="_blank">RED EDUCATIVA DIM-EDU</a>&nbsp;y est&aacute; organizado conjuntamente con el&nbsp;<a href="https://www.ujaen.es/departamentos/pedago/" rel="noopener" style="padding:0px; border-top:0px; border-right:0px; border-bottom:none; border-left:0px; border-image:initial; outline:0px; vertical-align:baseline; font-size:9px; text-decoration:none; color:#e87d25; font-weight:normal" target="_blank">Departamento de Pedagog&iacute;a</a>&nbsp;de la Universidad de Ja&eacute;n, el&nbsp;<a href="https://www.grupocomunicar.com/" rel="noopener" style="padding:0px; border-top:0px; border-right:0px; border-bottom:none; border-left:0px; border-image:initial; outline:0px; vertical-align:baseline; font-size:9px; text-decoration:none; color:#e87d25; font-weight:normal" target="_blank">Grupo Comunicar</a>&nbsp;y la&nbsp;<a href="https://ciberespiral.org/es/" rel="noopener" style="padding:0px; border-top:0px; border-right:0px; border-bottom:none; border-left:0px; border-image:initial; outline:0px; vertical-align:baseline; font-size:9px; text-decoration:none; color:#e87d25; font-weight:normal" target="_blank">Asociaci&oacute;n ESPIRAL</a>.</span></span></span></span></span></span></p>

			<p style="border:0px; padding:0px; margin-bottom:7px">&nbsp;<span style="font-size:9px"><span style="outline:0px"><span style="font-size:1em"><span style="outline:0px"><span style="vertical-align:baseline"><span style="min-height:1em"><font color="#FF0000"><font style="padding:0px; border:0px; outline:0px; vertical-align:baseline; font-size:9px"><b style="padding:0px; border:0px; outline:0px; vertical-align:baseline; font-size:9px">DIRIGIDO</b></font></font>&nbsp;a los equipos directivos, coordinadores de innovaci&oacute;n y profesores en general de todos los niveles educativos, inspectores y gestores de la Administraci&oacute;n Educativa, y especialistas de empresas del sector.</span></span></span></span></span></span></p>

			<p style="border:0px; padding:0px; margin-bottom:7px"><span style="font-size:9px"><span style="outline:0px"><font color="#FF0000"><font style="padding:0px; border:0px; outline:0px; vertical-align:baseline; font-size:9px"><b style="padding:0px; border:0px; outline:0px; vertical-align:baseline; font-size:9px">OBJETIVO</b></font></font>: facilitar el intercambio de conocimientos y experiencias entre los agentes educativos, con el prop&oacute;sito de adquirir ideas que faciliten la mejora de su eficacia formativa.</span></span></p>
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			<p style="border:0px; padding:0px">&nbsp;</p>
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			<p style="border:0px; padding:0px; margin-bottom:7px">&nbsp;</p>

			<p style="border:0px; padding:0px; margin-bottom:7px"><span style="font-size:9px"><span style="outline:0px"><span style="font-size:1em"><span style="outline:0px"><span style="vertical-align:baseline"><span style="min-height:1em">&nbsp;</span></span></span></span></span></span></p>
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<table style="padding:0px; border:none; outline:0px; vertical-align:baseline; background:#ffffff; font-size:11px; border-collapse:collapse; border-spacing:0px; color:#4e4e54; font-family:Arial, Helvetica, sans-serif; font-style:normal; font-variant-ligatures:normal; font-weight:400; white-space:normal; text-decoration-thickness:initial; text-decoration-style:initial; text-decoration-color:initial; margin-bottom:7px" width="95%">
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				<Placemark>
					<name><![CDATA[TALLER LINKEDIN Y MARCA PERSONAL]]></name>
					<description><![CDATA[<p>Continuamos con la programación de formación organizada para el curso académico 2021/2022 por el Vicerrectorado de Transferencia del Conocimiento, Empleabilidad y Emprendimiento de la UJA, en colaboración con <a href="https://www.trespasosconsultores.com/">Trespasos Consultores</a>, te presentamos el Taller «<strong>TALLER LINKEDIN Y MARCA PERSONAL» </strong>que se impartirá de forma SEMIPRESENCIAL.</p>

<p><strong>Lugar y hora de celebración:</strong></p>

<ul>
	<li>Fecha:<strong> jueves, 3 de febrero de 2022</strong></li>
	<li>Lugar:<strong> </strong>
	<ul>
		<li><strong>Laboratorio de Emprendimiento. Edificio C-4, Dependencia 005</strong></li>
		<li><strong>Videoconferencia MEET </strong>(quienes se inscriban recibirán el enlace por correo electrónico el 2 de febrero a las 15 horas)</li>
	</ul>
	</li>
</ul>

<ul>
	<li>Hora:<strong> 10:30 h. a 13:00 h.</strong></li>
	<li>Duración:<strong> 2 hora 30 min.</strong></li>
</ul>

<p> </p>

<p><strong>Contenidos:</strong></p>

<ul>
	<li>La marca personal: Tú mejor versión</li>
	<li>Cómo trabajar tu marca personal</li>
	<li>¿Qué es LinkedIn? ¿Cómo puede ayudarme en mi proyecto profesional?</li>
	<li>Crear un perfil de LinkedIn y conectar con otras personas</li>
	<li>Tips para aprovechar al máximo esta red profesional</li>
</ul>

<p> </p>

<h3>FORMULARIO DE <a href="https://forms.gle/aee1A8ECQ9ogVxHM8"><strong>INSCRIPCIÓN</strong></a></h3>

<h3>Se emite certificado de asistencia a todas las personas participantes</h3>

<p> </p>

<p> </p>

<h4> </h4>
]]></description>
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					<name><![CDATA[Conferencia: La Guardia Civil del futuro y su papel en la Educación del siglo XXI]]></name>
					<description><![CDATA[<p>El pr&oacute;ximo d&iacute;a 2 de diciembre, a partir de las 11:30 h., en el Aula Magna&nbsp;de la UJA tendr&aacute; lugar la conferencia con t&iacute;tulo: &quot;La Guardia Civil del&nbsp;futuro y su papel en la Educaci&oacute;n del siglo XXI&quot;, impartida por D. Manuel&nbsp;Llamas Fern&aacute;ndez, Teniente General de la Guardia Civil. Jefe del Mando de&nbsp;Personal.<br />
La actividad, organizada desde el Departamento de Pedagog&iacute;a, quiere conocer,&nbsp;entre otras cosas, su papel en la Educaci&oacute;n de este siglo.</p>
]]></description>
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				<Placemark>
					<name><![CDATA[Taller &#39;Salidas profesionales de las 5 áreas de conocimiento&#39;]]></name>
					<description><![CDATA[<p>Comenzando con la programación de formación organizada para el curso académico 2021/2022 por el Vicerrectorado de Transferencia del Conocimiento, Empleabilidad y Emprendimiento de la UJA, en colaboración con <a href="https://www.trespasosconsultores.com/">Trespasos Consultores</a>, te presentamos el Taller «<strong>TALLER SALIDAS PROFESIONAL DE LAS 5 ÁREAS DE CONOCIMIENTO» </strong>que se impartirá de forma SEMIPRESENCIAL.</p>

<p><strong>Lugar y hora de celebración:</strong></p>

<ul>
	<li>Fecha:<strong> Miércoles, 24 de noviembre de 2021</strong></li>
	<li>Lugar:<strong> </strong>
	<ul>
		<li><strong>Laboratorio de Emprendimiento. Edificio C-4, Dependencia 005</strong></li>
		<li><strong>Videoconferencia MEET </strong>(quienes se inscriban recibirán el enlace por correo electrónico el 23 de noviembre a las 15 horas)</li>
	</ul>
	</li>
</ul>

<ul>
	<li>Hora:<strong> 10:30 h. a 13:00 h.</strong></li>
	<li>Duración:<strong> 2 hora 30 min.</strong></li>
</ul>

<p> </p>

<p><strong>Contenidos:</strong></p>

<ul>
	<li>El autoconocimiento como punto de partida: los 3 pasos</li>
	<li>Competencias transversales más demandadas en el mercado laboral</li>
	<li>Diseño del objetivo profesional</li>
	<li>El emprendimiento como opción de acceso al mercado laboral</li>
	<li>Perfiles profesionales más demandados en cada sector</li>
</ul>

<p> </p>

<h3><a href="https://forms.gle/aee1A8ECQ9ogVxHM8"><strong>INSCRIPCIÓN</strong></a></h3>

<h3>Se emite certificado de asistencia a todas las personas participantes</h3>

<p> </p>

<p> </p>

<h4> </h4>
]]></description>
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					<name><![CDATA[Detección de necesidades (On-Line)]]></name>
					<description><![CDATA[<p>Con la publicación de la 1ª Fase del concurso INSIDE UJA 2021-22 el Vicerrectorado de Transferencia del Conocimiento, Empleabilidad y Emprendimiento de la UJA promueve la formación en DETECCIÓN DE NECESIDADES con el objetivo formar a todo el alumnado matriculado y titulado que quiera participar en el concurso, así como, aprender a identificar necesidades que puedan tener un recorrido empresarial. </p>

<p>El taller «Detección de Necesidades» tiene como finalidad, favorecer la empleabilidad y la adquisición de competencias en materia de emprendimiento. Por ello, se imparte tanto en horario de mañana como de tarde, de forma que nadie se queda sin formarse por problemas de horario.</p>

<p>¡Tú eliges! si lo cursar por la mañana o si prefieres inscribirte por la tarde</p>

<p style="box-sizing: border-box; margin: 0px 0px 10px; color: rgb(51, 51, 51); font-family: Montserrat; font-size: 14px; text-align: justify;"><span style="box-sizing: border-box;">Esta formación se impartirá a través de <strong style="box-sizing: border-box;">GSuite MEET</strong> el próximo <strong style="box-sizing: border-box;">jueves 18 de noviembre</strong> en dos grupos:</span></p>

<ul style="box-sizing: border-box; margin: 0px; padding-left: 30px; color: rgb(51, 51, 51); font-family: Montserrat; font-size: 14px; text-align: justify;">
	<li style="box-sizing: border-box; list-style: inherit;"><span style="box-sizing: border-box;"><strong style="box-sizing: border-box;">Taller de mañana, de 10:30 a 12:30 horas </strong>(2 horas)</span></li>
	<li style="box-sizing: border-box; list-style: inherit;"><span style="box-sizing: border-box;"><strong style="box-sizing: border-box;">Taller de tarde, de 16:30 a 18:30 horas </strong>(2 horas)</span></li>
</ul>

<p style="box-sizing: border-box; margin: 0px 0px 10px; color: rgb(51, 51, 51); font-family: Montserrat; font-size: 14px; text-align: justify;"> </p>

<p>Si estás interesado/a sólo tienes que <span style="font-size:14px;"><strong>inscribirte a través del siguiente <a href="https://forms.gle/rvTmFC6S2HGyCXj77">ENLACE</a></strong></span></p>

<h3><strong>El día anterior a la fecha de celebración del taller en el que te inscribas, recibirás un correo electrónico con el enlace a MEET</strong></h3>

<p> </p>

<p><strong>¡Se emite certificado de asistencia!</strong></p>

<p style="box-sizing: border-box; margin: 0px 0px 10px; color: rgb(51, 51, 51); font-family: Montserrat; font-size: 14px; text-align: justify;"> </p>
]]></description>
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					<name><![CDATA[Charla: Las materias técnicas centrales en los nuevos puestos de trabajo]]></name>
					<description><![CDATA[<p>Desde el Vicerrectorado de Transferencia del Conocimiento, Empleabilidad y Emprendimiento os invitamos a participar en la charla de Dª María Cecilia Hergueta Fernández, ingeniera del Grupo Petroprix, que hablará sobre "Las materias técnicas son centrales en los nuevos puestos de trabajo" que están por aparecer y en la sociedad que se está construyendo, dado el acelerón tecnológico en el que nos vemos inmersos. Ahí está el futuro y ahí tienen que estar las mujeres.</p>

<p><strong>Lugar y hora de celebración:</strong></p>

<ul>
	<li>Fecha:<strong> Jueves, 28 de octubre de 2021</strong></li>
	<li>Lugar:<strong> Salón de Grados. Edificio A3</strong></li>
	<li>Hora:<strong> 12:00 h. a 13:00 h.</strong></li>
	<li>Duración:<strong> 1 hora </strong></li>
</ul>

<p> </p>

<h3><a href="https://forms.gle/GJGvjjXgv8VepBB27"><strong>INSCRIPCIÓN</strong></a></h3>

<p>Se emite certificado de asistencia a todas las personas inscritas</p>

<p> </p>

<p style="text-align:justify; margin-bottom:10px"> </p>
]]></description>
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					<name><![CDATA[Sucesión y cambio generacional en el grupo Ávolo]]></name>
					<description><![CDATA[<p>
 El Centro de Estudios de Postgrado de la Universidad de Jaén celebra el seminario <strong>-  </strong>Sucesión y cambio generacional en el grupo Ávolo<strong>,</strong> dentro del VIII Ciclo de Conferencias de Estudios de Postgrado. Será impartida por D. Oscar Arévalo Chacón del Grupo Ávolo - Jaén - Será el día 10 de mayo de 2021 a las 16:00h.</p>
<p>
  </p>
<p>
 Lugar Aula 14 Edificio B5</p>
<p>
  </p>
<p>
  </p>
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					<name><![CDATA[Implantación de sistemas de gestión de calidad, medioambiente y PRL en las empresas: El caso de GESTAMP]]></name>
					<description><![CDATA[<p>
 El Centro de Estudios de Postgrado de la Universidad de Jaén celebra el seminario - Implantación de sistemas de gestión de calidad, medioambiente y PRL en las empresas: El caso de GESTAMP, dentro del VIII Ciclo de Conferencias de Estudios de Postgrado. Será impartida por D. Juan Carlos García Morillas - Director de Administración y Recursos Humanos de Gestamp Linares - Será el día 05 de mayo de 2021 de 16:00h a 21:00h en el aula 25 del edificio A-4 en el Campus Las Lagunillas de la Universidad de Jaén.</p>
<p>
  </p>
]]></description>
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					<name><![CDATA[Herramienta del coaching para la vida y el aula]]></name>
					<description><![CDATA[<p>
 El Centro de Estudios de Postgrado de la Universidad de Ja&eacute;n celebra el seminario <strong>-</strong> Las decisiones de fijaci&oacute;n de precios. Herramienta del coaching para la vida y el aula<strong>,</strong> dentro del VIII Ciclo de Conferencias de Estudios de Postgrado. Ser&aacute; impartida por D&ntilde;a. Desir&eacute;e Amaro Vega - Licenciada en Ciencias del Trabajo, especialista en Recursos Humanos y Coaching - Ser&aacute; el d&iacute;a 11 de febrero de 2021 de 16:30h.</p>
<p>
 Lugar &ndash; Enlace: https://meet.google.com/xjs-xtqc-riy</p>
<p>
 &nbsp;</p>
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					<name><![CDATA[La melodía y el ritmo musical en el aprendizaje de la lectura en Lengua Extranjera]]></name>
					<description><![CDATA[<p>
 El Centro de Estudios de Postgrado de la Universidad de Jaén celebra la conferencia La melodía y el ritmo musical en el aprendizaje de la lectura en Lengua Extranjera<strong>,</strong> dentro del VIII Ciclo de Conferencias de Estudios de Postgrado. Será impartida por la Dra. Mª del Carmen Fonseca Mora - Será el día 03 de febrero de 2021 las 16:30h.</p>
<p>
 Lugar-Enlace: <a href="https://meet.google.com/thn-sxfq-pnz">https://meet.google.com/thn-sxfq-pnz</a></p>
<p>
  </p>
]]></description>
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					<name><![CDATA[Videoconferencia &quot;Organización y gestión de la Prevención de Riesgos Laborales&quot;]]></name>
					<description><![CDATA[<div -="" 01="" 16:00h="" 2020="" 21:00h="" a="" border:="" celebra="" centro="" ciclo="" color:="" conferencias="" de="" del="" dentro="" div="" el="" estudios="" impartida="" inherit="" inspectora="" itss="" jefa="" junio="" la="" las="" line-height:="" lorite="" lucida="" margin-block-end:="" margin-block-start:="" margin-inline-end:="" margin-inline-start:="" margin:="" mariola="" n="" n.="" outline:="" overflow:="" padding:="" palacios="" por="" position:="" postgrado="" postgrado.="" riesgos="" sans="" seguridad="" social.="" style="font-family: " trabajo="" universidad="" vii="" y="">
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  El centro de estudios de postgrado de la Universidad de Jaén celebra la videoconferencia Organización y gestión de la Prevención de Riesgos Laborales, dentro del VII ciclo de conferencias de estudios de postgrado. Será impartida por Mariola Palacios Lorite - Inspectora de Trabajo y Seguridad Social. Jefa de la ITSS de Jaén. Será el día 01 de Junio de 2020 las 16:00h a 21:00h por Google Meet.<span style="color: rgb(34, 34, 34); font-family: Arial, Verdana, sans-serif;">  </span><a href="https://meet.google.com/wea-hnbp-vat" style="font-family: Arial, Verdana, sans-serif;">Link de videoconferencia</a></div>
 <div -="" 01="" 16:00h="" 2020="" 21:00h="" a="" border:="" celebra="" centro="" ciclo="" color:="" conferencias="" da="" de="" del="" dentro="" div="" el="" enlace="" estudios="" impartida="" inherit="" inspectora="" itss="" jefa="" junio="" la="" las="" line-height:="" lorite="" lucida="" margin-block-end:="" margin-block-start:="" margin-inline-end:="" margin-inline-start:="" margin:="" mariola="" n="" n.="" outline:="" overflow:="" padding:="" palacios="" por="" position:="" postgrado="" postgrado.="" riesgos="" sans="" seguridad="" social.="" style="font-family: " trabajo="" universidad="" videoconferencia="" vii="" y="">
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					<name><![CDATA[Ciclo de conferencias &#39;Trabajo y género: sobre la historia de la desigualdad&#39;]]></name>
					<description><![CDATA[<div style="font-family: Helvetica, Arial, sans-serif; line-height: normal; margin: 0px; padding: 0px; margin-block-start: 0px; margin-block-end: 0px; margin-inline-start: 0px; margin-inline-end: 0px; border: 0px; outline: 0px; font-size: 13px; max-width: 100%; color: rgb(0, 0, 0);">
 El Departamento de Antropolog&iacute;a, Geograf&iacute;a e Historia de la Facultad de Humanidades y Ciencias de la Educaci&oacute;n de la Universidad de Ja&eacute;n organiza el Ciclo de conferencias &#39;Trabajo y g&eacute;nero: sobre la historia de la desigualdad&#39;.</div>
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 El lunes, 4 de mayo de 2020, a 12 horas, Arantza Pareja Alonso (Universidad del Pa&iacute;s Vasco), hablar&aacute; de &#39;Mitos y leyendas sobre las mujeres trabajadoras en la historia contempor&aacute;nea. Bilbao, 1825-1935&#39;. Ser&aacute; en el Sal&oacute;n de Grados del edificio D 1 del Campus Las Lagunillas</div>
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 El lunes, 11 de mayo de 2020, a las 12 horas, Pilar D&iacute;az S&aacute;nchez (Universidad Aut&oacute;noma de Madrid) imopartir&aacute; la charla &#39;Al final de la cadena: el trabajo de las mujeres en las f&aacute;bricas&#39;.</div>
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					<name><![CDATA[Ciclo de conferencias &#39;Trabajo y género: sobre la historia de la desigualdad&#39;]]></name>
					<description><![CDATA[<div>
 El Departamento de Antropolog&iacute;a, Geograf&iacute;a e Historia de la Facultad de Humanidades y Ciencias de la Educaci&oacute;n de la Universidad de Ja&eacute;n organiza el Ciclo de conferencias &#39;Trabajo y g&eacute;nero: sobre la historia de la desigualdad&#39;.</div>
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 La primera de las conferencias tendr&aacute; lugar el jueves, 21 de noviembre, a las 17.30 horas, en el Sal&oacute;n de Grados del edificio D 1 del Campus Las Lagunillas. Tendr&aacute; por t&iacute;tulo &#39;Las nodrizas de los hospitales exp&oacute;sitos: trabajo de las mujeres, sistemas p&uacute;blicos de cuidado y econom&iacute;as campesinas en los siglos XVIII y XIX&#39;, que ser&aacute; impartida por&nbsp;Carmen Saras&uacute;a (Universitat Aut&ograve;noma de Barcelona).</div>
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 El mi&eacute;rcoles, 11 de diciembre, a las 11.30 horas, Mercedes Arbaiza Vilallonga (Universidad del Pa&iacute;s Vasco) impartir&aacute; la conferencia &#39;Historia cultural del trabajo femenino (siglos XIX y XX)&#39;.</div>
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 El lunes, 4 de mayo de 2020, a 12 horas, Arantza Pareja Alonso (Universidad del Pa&iacute;s Vasco), hablar&aacute; de &#39;Mitos y leyendas sobre las mujeres trabajadoras en la historia contempor&aacute;nea. Bilbao, 1825-1935&#39;.</div>
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<div>
 El lunes, 11 de mayo de 2020, a las 12 horas, Pilar D&iacute;az S&aacute;nchez (Universidad Aut&oacute;noma de Madrid) imopartir&aacute; la charla &#39;Al final de la cadena: el trabajo de las mujeres en las f&aacute;bricas&#39;.</div>
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					<name><![CDATA[#Reto5mil Donaciones de Sangre]]></name>
					<description><![CDATA[<p class="p1">
 <span style="font-size:11px;"><span class="s1">La Universidad de Ja&eacute;n celebra, por segundo a&ntilde;o consecutivo, el 8 de octubre se celebra el #Reto5mil. Las donaciones de sangre que se consigan el martes 8 de octubre formar&aacute;n parte de este reto, una iniciativa promovida por la Red Espa&ntilde;ola de Universidades Saludables (REUS).<span class="Apple-converted-space">&nbsp;</span></span></span></p>
<p class="p1">
 <span style="font-size:11px;"><span class="s1">Bajo el lema <b>&laquo;desaf&iacute;ate y dona&raquo;</b> se pretende concienciar a la poblaci&oacute;n universitaria del valor que tiene hacerse donante de sangre, una sustancia que no se puede fabricar y solo puede obtenerse por medio de donaciones altruistas.</span></span></p>
<p class="p1">
 <span style="font-size:11px;"><span class="s1">El objetivo de este reto, al que ya se han apuntado 29 universidades saludables espa&ntilde;olas, entre las que figura la <b>Universidad de Ja&eacute;n</b>, est&aacute; en conseguir 5000 donaciones de sangre en un d&iacute;a.<span class="Apple-converted-space">&nbsp;</span></span></span></p>
<p class="p1">
 <span style="font-size:11px;"><span class="s1">El #Reto5mil se enmarca dentro del D&iacute;a de las Universidades Saludables, una jornada que sirve para visibilizar el trabajo que las universidades espa&ntilde;olas realizan en promoci&oacute;n de la salud entre la comunidad universitaria (alumnado, profesorado y personal de administraci&oacute;n y servicios) y la sociedad en general.<span class="Apple-converted-space">&nbsp;</span></span></span></p>
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					<name><![CDATA[Ciudadanía y nuevas tecnologías: desafíos a la protección de los derechos humanos]]></name>
					<description><![CDATA[<p>
 La Universidad de Ja&eacute;n colabora en la celebraci&oacute;n del evento organizado por la Diputaci&oacute;n de Ja&eacute;n &quot;<strong>Ciudadan&iacute;a y nuevas tecnolog&iacute;as: desaf&iacute;os a la protecci&oacute;n de los derechos humanos</strong>&quot; los d&iacute;as 3 y 4 de octubre de 2019. Se abordar&aacute;n temas de actualidad relacionados con la protecci&oacute;n de datos y el uso de las nuevas tecnolog&iacute;as en la privacidad e integridad de la sociedad.</p>
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					<name><![CDATA[2ª Jornada en Valores Universitarios: Hacia una Cultura de Paz]]></name>
					<description><![CDATA[<p>
 La Universidad de Ja&eacute;n celebra la 2&ordf; Jornada en Valores Universitarios en el Aula Magna el 3 de octubre de 2019. La jornada se plantea como una actividad complementaria del Programa FoCo-acad&eacute;mco-profesional, principalmente centrada en la Cultura de la Paz como parte esencial del &aacute;mbito de las competencias en valores c&iacute;vicos y sociales.</p>
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					<name><![CDATA[Conferencia de Empleabilidad. 25 Aniversario UJA]]></name>
					<description><![CDATA[<p>
 El pr&oacute;ximo jueves, 26 de abril, tendr&aacute; lugar la Conferencia: <strong>&ldquo;La empleabilidad de los estudiantes universitarios: situaci&oacute;n actual y perspectivas&rdquo; </strong>impartida por D. Francisco Michavila Pitarch.</p>
<p>
 Esta actividad se realizada dentro de la programaci&oacute;n del <a href="https://25aniversario.uja.es/">25 Aniversario de la UJA</a>, en el Sal&oacute;n de Grados 2 del Edificio C1 del Campus de Las Lagunillas, a las 12:30 horas.</p>
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