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					<name><![CDATA[Diseñar lo Invisible]]></name>
					<description><![CDATA[<p style="text-align:justify; margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,"sans-serif"">Antonio Maciá Mateu, socio fundador y director creativo de World Of Holistic Architecture y de WOHA Parfums , impartirá una conferencia en la que abordará el diseño como un proceso completo de creación de producto y experiencia, mostrando como una idea se desarrolla hasta materializarse en un objeto coherente en todas sus dimensiones, incluidas las sensoriales.</span></span></span></p>
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					<name><![CDATA[“Construir Seguro 2026: Jornadas de Seguridad y Prevención en el Sector de la Construcción”]]></name>
					<description><![CDATA[<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span new="" roman="" style="font-family:" times="">La jornada “Construir Seguro 2026” es una actividad de divulgación técnica organizada por la Universidad Politécnica de Cartagena orientada a acercar la cultura preventiva, la innovación y las tecnologías de seguridad al alumnado y a los profesionales del sector de la construcción.</span></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span new="" roman="" style="font-family:" times="">El evento se desarrollará mediante un formato dinámico tipo feria técnica profesional, con carpas expositivas de empresas especializadas en seguridad y prevención, demostradores prácticos, zona interactiva “toca y prueba” y pequeñas ponencias técnicas impartidas por las empresas participantes. </span></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">Al finalizar la jornada se realizará un sorteo de accesorios, EPIs y material profesional aportado por las empresas participantes entre los asistentes al evento. </span></span></span></p>
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					<name><![CDATA[Ciclo Hablemos de Diseño. Taller Prototipando: Del Concepto al Objeto]]></name>
					<description><![CDATA[<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">Dentro del ciclo “Hablamos de Diseño”, organizado desde la asignatura Taller de Diseño 1 del Grado en Ingeniería en Diseño Industrial y Desarrollo de Producto, tendrá lugar el taller práctico de esta semana, centrado en el prototipado como herramienta fundamental del proceso de diseño.</span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">El taller estará impartido por Fabiola Sánchez Egea, técnica de proyectos en el Centro Europeo de Empresas e Innovación de Cartagena (CEEIC), donde participa en el acompañamiento de proyectos innovadores, procesos de desarrollo de producto y dinámicas de prototipado vinculadas a la innovación, el emprendimiento y la transferencia de conocimiento.</span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">La asistencia está abierta a quien quiera participar. </span></span></span></p>
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					<name><![CDATA[Ciclo de Conferencias. Regeneración creativa: repensando el diseño, diseñando la sostenibilidad.]]></name>
					<description><![CDATA[<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">El diseñador Pedro Sáez Martínez, fundador del estudio <a href="https://monnou.com/" style="color:#467886; text-decoration:underline">Monnou</a>, especializado en diseño sostenible, imparte este viernes, a las 13:10 horas, en el salón de grados de la Escuela de Ingeniería Industrial una conferencia titulada 'Regeneración creativa: repensando el diseño, diseñando la sostenibilidad'.</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">La charla forma parte del ciclo de ponencias 'Hablamos de diseño' organizado en el marco de la asignatura 'Taller de Diseño 1' del grado en Ingeniería en Diseño Industrial y Desarrollo de Producto.</span></span></span></p>
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					<name><![CDATA[I Encuentro de Asociaciones Intercentros IES - FP - UPCT]]></name>
					<description><![CDATA[<p>La Universidad Politécnica de Cartagena (UPCT) tenemos el placer de invitarles a participar en el I Encuentro Intercentros de Asociaciones UPCT-IES-FP, que se celebrará el 27 de febrero en el Patio de la Escuela Técnica Superior de Ingeniería Industrial (ETSII), junto a las empresas en busca de talento.</p>

<p>Este evento tiene como objetivo crear redes de colaboración entre asociaciones y equipos de centros educativos IES y FP de la Comarca de Cartagena, fomentando el intercambio de ideas y experiencias.</p>

<p>En el encuentro tendrá lugar la final del IX Torneo Robbito, patrocinado por la Caja Rural Regional de Murcia.</p>

<p><strong>¿Qué les pedimos?</strong><br />
Que traigan y expongan sus proyectos tecnológicos para compartirlos con otros centros y con la comunidad universitaria.</p>

<p><strong>Objetivos del encuentro:</strong></p>

<ul>
	<li>Potenciar la innovación y la creatividad.</li>
	<li>Establecer sinergias entre asociaciones.</li>
	<li>Dar visibilidad a los proyectos desarrollados en los centros.</li>
</ul>

<p><strong>Reconocimiento y premios:</strong></p>

<ul>
	<li>Certificado de participación para cada centro.</li>
	<li>Premios a los proyectos más destacados.</li>
</ul>

<p><strong>Fecha:</strong> Viernes, 27 de febrero 2026 de 10.00 a 14.00h</p>

<p><strong>Lugar: </strong>Patio ETS Industriales – UPCT</p>

<p> </p>

<p><strong>¡Esperamos contar con su participación para hacer de este encuentro una experiencia enriquecedora para todos!</strong></p>
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					<name><![CDATA[VI Olimpiada Ingeniería en la Edificación: Construyendo con Ingenio]]></name>
					<description><![CDATA[<p><strong>VI Olimpiada de ingeniería de edificación</strong></p>

<p> </p>

<p class="MsoBodyText" style="text-align:justify"><span style="font-size:11.5pt"><span style="line-height:115%"><span style="tab-stops:14.2pt"><span style="font-family:Calibri,sans-serif"><span lang="ES-TRAD" style="font-size:11.0pt"><span style="line-height:115%">El objetivo de la presente <b>OLIMPIADA de “INGENIERÍA EN LA EDIFICACIÓN - ARQUITECTURA TÉCNICA: Construyendo con Ingenio”</b> es la promoción de la cultura científica, de la tecnología y de la innovación, entre el alumnado de ESO, Bachillerato y Ciclos Formativos de grado medio y superior, con objeto de despertar vocaciones entre los escolares e interés por el ámbito tecnológico e ingenieril de la Edificación. </span></span></span></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:101%"><span style="font-family:Calibri,sans-serif"><b>Esta OLIMPIADA propone el desarrollo de un proyecto que </b>integra los aspectos fundamentales en la ejecución de una obra, incluyendo el diseño, los métodos constructivos, la selección de materiales y el coste económico.</span></span></span></p>
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					<name><![CDATA[Las charlas de Artifex. Ciclo de Conferencias sobre ingeniería romana. Minería]]></name>
					<description><![CDATA[<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">La muestra sobre ingeniería romana Artifex se clausura este mes con un ciclo de charlas de divulgación técnica que buscan acercar al público el extraordinario legado constructivo de la antigüedad.</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">El jueves 11 de diciembre, Diego Alcaraz profesor de la UPCT, imparte la conferencia la herencia romana en la metalurgia de hoy</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">Las charlas comenzarán a las 18:30 horas y tendrán lugar en el salón de actos de la Escuela Técnica Superior de Ingeniería de Caminos, Canales y Puertos y de Ingeniería de Minas, ubicada en el campus Alfonso XIII.</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">La exposición, ubicada en el campus Alfonso XIII, da a conocer el legado técnico del mundo romano y sus aplicaciones a la ingeniería civil en Hispania a través de maquetas y objetos.</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">Artifex está impulsada por la Escuela de Caminos y MInas de la UPCT y se realiza con el apoyo de la Demarcación de Murcia del CICCP (Colegio de Ingenieros de Caminos, Canales y Puertos),  el Centro de Estudios Históricos de Obras Públicas y Urbanismo (CEHOPU).</span></span></span></p>
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					<name><![CDATA[Las charlas de Artifex. Ciclo de Conferencias sobre ingeniería romana. Construcción]]></name>
					<description><![CDATA[<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">La muestra sobre ingeniería romana Artifex se clausura este mes con un ciclo de charlas de divulgación técnica que buscan acercar al público el extraordinario legado constructivo de la antigüedad.</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">El miércoles 10 contaremos con dos conferencias impartidas por dos profesores de la UPCT la primera el legado del cemento romano. Qué hemos aprendido en 2000 años impartida por el profesor Mauro M. Tashima y la segunda Bóvedas romanas impartida por el profesor Juan José Jorquera. </span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">Las charlas comenzarán a las 18:30 horas y tendrán lugar en el salón de actos de la Escuela Técnica Superior de Ingeniería de Caminos, Canales y Puertos y de Ingeniería de Minas, ubicada en el campus Alfonso XIII.</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">La exposición, ubicada en el campus Alfonso XIII, da a conocer el legado técnico del mundo romano y sus aplicaciones a la ingeniería civil en Hispania a través de maquetas y objetos.</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">Artifex está impulsada por la Escuela de Caminos y MInas de la UPCT y  se realiza con el apoyo de la Demarcación de Murcia del CICCP (Colegio de Ingenieros de Caminos, Canales y Puertos), el Centro de Estudios Históricos de Obras Públicas y Urbanismo (CEHOPU).</span></span></span></p>
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					<name><![CDATA[Urbactivista. La Nueva Bauhaus Europea: experiencias y herramientas para transformar nuestros entornos]]></name>
					<description><![CDATA[<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">El 28 de noviembre en la Universidad Politécnica de Cartagena tendrá lugar la jornada “Nueva Bauhaus Europea: experiencias y herramientas para transformar nuestros entornos”, organizada por el NEB Chapter de la Región de Murcia.</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">El evento está dirigido a personas profesionales y estudiantes de disciplinas vinculadas a la sostenibilidad, el diseño y la innovación social.</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><b>Inscripción  gratuita:</b> <a href="https://forms.office.com/pages/responsepage.aspx?id=DQSIkWdsW0yxEjajBLZtrQAAAAAAAAAAAANAAUQFu-1UNVA1NTNBTDNLRE1FUkQwS1VUSDdCWEk5VS4u&origin=lprLink&route=shorturl" style="color:#467886; text-decoration:underline">https://forms.office.com/pages/responsepage.aspx?id=DQSIkWdsW0yxEjajBLZtrQAAAAAAAAAAAANAAUQFu-1UNVA1NTNBTDNLRE1FUkQwS1VUSDdCWEk5VS4u&origin=lprLink&route=shorturl</a></span></span></span></p>
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					<name><![CDATA[Conferencia Santacruz Arquitectura]]></name>
					<description><![CDATA[<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">El jueves 20 de noviembre, en el Salón de Actos Isaac Peral tendrá lugar la conferencia Arquitectura y resiliencia. Estrategias de diseño para la transformación y adaptación frente a la crisis climática", impartida por Santacruz Arquitectura.</span></span></span></p>
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					<name><![CDATA[Conferencia Inaugural. XVII Congreso Internacional APEGA. Pensamiento Gráfico]]></name>
					<description><![CDATA[<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">El día 2 de octubre dentro del XVII Congreso Internacional de Expresión Gráfica Aplicada a la Edificación APEGA 2025 tendrá lugar la conferencia inaugural “Pensar con el lápiz en la mano” impartida por Vicente Martínez Gadea.</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">El congreso APEGA  se celebra los días 2,3 y 4 de octubre y está organizado por la Escuela Técnica Superior de Arquitectura y Edificación de la Universidad Politécnica de Cartagena.</span></span></span></p>
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					<name><![CDATA[Inauguración exposición concurso de proyectos de la Catedral Santa María la Mayor de Cartagena]]></name>
					<description><![CDATA[<p style="text-align:justify; margin-bottom:11px"> </p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">El martes 1 de julio a las 11:00h en la sala de exposiciones de la planta baja del Edificio CIM, sede de la Escuela Técnica Superior de Arquitectura y Edificación (ETSAE), de la Universidad Politécnica de Cartagena tendrá lugar la inauguración de la exposición de los trabajos seleccionados para el primer premio y los accésits del concurso de proyectos de la Catedral Santa María la Mayor de Cartagena.</span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><a href="https://urldefense.com/v3/__https:/maps.app.goo.gl/sjxsSHkTRiGC8nxJ7__;!!D9dNQwwGXtA!WBuslE98KYj-Dayo1IwyvAqSqQkpw8zdL7H-2Mxbkfhgg_cy9vDsB7jOBdu6e2v-TSGMmAuTUGmNFXj5HX5ywjGMurBsiIR1G72E$" style="color:#467886; text-decoration:underline" target="_blank" title="https://urldefense.com/v3/__https://maps.app.goo.gl/sjxsSHkTRiGC8nxJ7__;!!D9dNQwwGXtA!WBuslE98KYj-Dayo1IwyvAqSqQkpw8zdL7H-2Mxbkfhgg_cy9vDsB7jOBdu6e2v-TSGMmAuTUGmNFXj5HX5ywjGMurBsiIR1G72E$">https://maps.app.goo.gl/sjxsSHkTRiGC8nxJ7</a></span></span></span></p>
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					<name><![CDATA[Ciclo Simbiosis ETSAE. Conferencia de Pepa Díaz y Francisco J. Guillermo]]></name>
					<description><![CDATA[<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">Este jueves 15 de mayo a la 11:00 horas, en el Salón de Grados de la ETSAE, tendrá lugar una conferencia impartida por la arquitecta Pepa Díaz y el Ingeniero de Edificación Francisco J. Guillermo (egresado de la UPCT). </span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">Esta conferencia será la última de las actividades culturales del ciclo SIMBIOSIS una propuesta cultural programada por los estudiantes de tercer curso del Grado en Ingeniería de Edificación. Como en ediciones anteriores, este ciclo cuenta con el patrocinio de Asemas y Terrapilar.</span></span></span></p>
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					<name><![CDATA[Container punto de encuentro del Festival Mucho Más Mayo]]></name>
					<description><![CDATA[<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span calibri="" style="font-family:">Los estudiantes de Arquitectura de la ETSAE Carmen Cánovas y Juan Carlos del Olmo han diseñado el punto de encuentro del Festival de Arte de Cartagena <a href="https://muchomasmayo.cartagena.es/#propuestasArt" style="color:#467886; text-decoration:underline">Mucho Más Mayo</a>, que estará ubicado en la plaza José María Artés del 8 al 16 de mayo. Se trata de un container de transporte marítimo modificado destinado al encuentro de artistas y público.</span></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span calibri="" style="font-family:">El <a href="https://muchomasmayo.cartagena.es/propuestaArt_16.asp" style="color:#467886; text-decoration:underline">Container MMM25</a>, que han realizado junto a los profesores Jaume Blancafort y Patricia Reus, se usará como escenario para hacer entrevistas a los distintos artistas invitados en el festival, así como lugar donde realizar los podcasts de radio, varios talleres artísticos y algunas performances programadas. Por la noche se cerrará guardando dentro todo el material necesario para las distintas actividades. </span></span></span></span></p>
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					<name><![CDATA[Jornada Técnica. Gestión de Calidad de Estructuras de Hormigón en el Código Estructural_Fundación MUSAAT]]></name>
					<description><![CDATA[<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt"><span style="line-height:107%"><span calibri="" style="font-family:"> La programación cultural del segundo cuatrimestre de la ETSAE se complementará con una serie de jornadas y charlas técnicas, conferencias y mesas redondas de la cátedra de Historia y Patrimonio de Cartagena, y otras actividades culturales impulsadas desde la Subdirección de Posgrado y Cultura de la ETSAE, que sumarán un total de 10 semanas con contenido cultural.</span></span></span></span></span></span></p>
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					<name><![CDATA[V Olimpiada Ingeniería en la Edificación: Construyendo con Ingenio]]></name>
					<description><![CDATA[<p>V Olimpiada de ingeniería de edificación</p>

<p>Esta OLIMPIADA propone el desarrollo de un proyecto que relaciona la ingeniería en la edificación con la sostenibilidad, trata de fomentar la sensibilidad y el respeto por el medio ambiente y a descubrir, aprender y valorar la contribución de la ciencia y la tecnología, así como a comprender los elementos y procedimientos fundamentales de la investigación y de los métodos científicos.</p>

<p>La puesta en valor de los proyectos desarrollados se concibe como una instancia más de aprendizaje y no representa un juicio crítico sobre el conocimiento del estudiantado o la labor de los equipos docentes.</p>
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					<name><![CDATA[Conferencia Joaquín Contreras. Ciclo de conferencias de la ETSAE. V_ida.exe]]></name>
					<description><![CDATA[<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span calibri="" style="font-family:">La última conferencia será de <a href="https://www.instagram.com/coquecontrer/" style="color:#467886; text-decoration:underline">Joaquín Contreras</a>, arquitecto y profesor de la Escuela Superior de Diseño de la Región de Murcia, especialista en diseño de escenografías, que impartirá un taller el 12 de diciembre.</span></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span calibri="" style="font-family:">Con este ciclo se quiere dar a conocer a toda la comunidad universitaria "una arquitectura llena de vida, en la que poder habitar en confort, que revele nuevas experiencias, que nos haga ver lo vital que es la comunidad, una arquitectura diseñada por y para el ser humano”, explican las organizadoras.</span></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span calibri="" style="font-family:">Los estudiantes que acudan a todas las actividades de la programación podrán solicitar el reconocimiento de 0,5 créditos ECTS. </span></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span calibri="" style="font-family:">La programación cultural de la ETSAE cuenta con el patrocinio de las empresas Terrapilar y ASEMAS</span></span></span></span></p>
]]></description>
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				<Placemark>
					<name><![CDATA[Conferencia Studio Animal. Ciclo de conferencias de la ETSAE. V_ida.exe]]></name>
					<description><![CDATA[<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span calibri="" style="font-family:">El ciclo de conferencias de la ETSAE, continua el 14 de noviembre con el estudio de diseño con sede en Madrid y Barcelona <a href="https://studioanimal.es/es/about/" style="color:#467886; text-decoration:underline">STUDIO ANIMAL</a>, especializado en proyectos de interiorismo y arquitectura efímera.</span></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">Con este ciclo se quiere dar a conocer a toda la comunidad universitaria "una arquitectura llena de vida, en la que poder habitar en confort, que revele nuevas experiencias, que nos haga ver lo vital que es la comunidad, una arquitectura diseñada por y para el ser humano”, explican las organizadoras.</span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">Los estudiantes que acudan a todas las actividades de la programación podrán solicitar el reconocimiento de 0,5 créditos ECTS. </span></span></span></p>

<p><span style="font-size:11.0pt"><span style="line-height:107%"><span aptos="" style="font-family:">La programación cultural de la ETSAE cuenta con el patrocinio de las empresas Terrapilar y ASEMAS</span></span></span></p>
]]></description>
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				<Placemark>
					<name><![CDATA[Conferencia Estudio Piano Piano Ciclo de conferencias de la ETSAE. V_Ida.exe]]></name>
					<description><![CDATA[<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span calibri="" style="font-family:">El jueves 17 de octubre dará una conferencia el estudio valenciano <a href="https://pianopiano-studio.com/" style="color:#467886; text-decoration:underline">PIANO PIANO</a>, cuyos proyectos destacan por sus formas, texturas y materiales mediterráneos.</span></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span calibri="" style="font-family:">Con este ciclo se quiere dar a conocer a toda la comunidad universitaria "una arquitectura llena de vida, en la que poder habitar en confort, que revele nuevas experiencias, que nos haga ver lo vital que es la comunidad, una arquitectura diseñada por y para el ser humano”, explican las organizadoras.</span></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span calibri="" style="font-family:">Los estudiantes que acudan a todas las actividades de la programación podrán solicitar el reconocimiento de 0,5 créditos ECTS. </span></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span calibri="" style="font-family:">La programación cultural de la ETSAE cuenta con el patrocinio de las empresas Terrapilar y ASEMAS.</span></span></span></span></p>

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

<p style="text-align:justify; margin-bottom:11px"> </p>
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					<name><![CDATA[H Arquitectes imparte la conferencia inaugural de la ETSAE]]></name>
					<description><![CDATA[<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">Arquitectura Recíproca es el título de la conferencia, el estudio<a href="https://www.harquitectes.com/" style="color:#467886; text-decoration:underline"> H Arquitectes</a> inaugurará el curso académico en la Escuela Técnica Superior de Arquitectura y Edificación (ETSAE) de la Universidad Politécnica de Cartagena.</span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">La conferencia será impartida en el salón de actos Isaac Peral del CIM por el arquitecto Josep Ricart Ulldemolins, uno de los cuatro socios de este estudio de reconocido prestigio internacional, que ya cuenta con veinte años de trayectoria y una amplia producción arquitectónica. Su trabajo ha sido reconocido con multitud de premios, tanto por su obra construida como por su participación en concursos de ideas, así como con la publicación en medios nacionales e internacionales especializados. </span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif">El evento cuenta con el apoyo de Grupo Porcelanosa.</span></span></span></p>
]]></description>
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					<name><![CDATA[Conferencia Estudio de Arquitectura Escalar. Ciclo de conferencias de la ETSAE. V_ida.exe]]></name>
					<description><![CDATA[<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span calibri="" style="font-family:">La Escuela de Arquitectura y Edificación inicia un nuevo ciclo de programación cultural ideada por sus propios estudiantes. La primera actividad será el jueves 26 de septiembre, a las 11 horas en el salón de actos Isaac Peral del CIM. Correrá a cargo del estudio de arquitectura alicantino <a href="https://escalar.xyz/" style="color:#467886; text-decoration:underline">ESCALAR</a>, especializado en trabajos de mejora de espacios urbanos.</span></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span calibri="" style="font-family:">Con este ciclo se quiere dar a conocer a toda la comunidad universitaria "una arquitectura llena de vida, en la que poder habitar en confort, que revele nuevas experiencias, que nos haga ver lo vital que es la comunidad, una arquitectura diseñada por y para el ser humano”, explican las organizadoras.</span></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span calibri="" style="font-family:">Los estudiantes que acudan a todas las actividades de la programación podrán solicitar el reconocimiento de 0,5 créditos ECTS. </span></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span calibri="" style="font-family:">La programación cultural de la ETSAE cuenta con el patrocinio de las empresas Terrapilar y ASEMAS.</span></span></span></span></p>
]]></description>
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					<name><![CDATA[Conferencia. “Diseñando, no buscando el estilo, si no la felicidad”]]></name>
					<description><![CDATA[<p style="text-align:justify"><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif">Conferencia impartida por Carlos Jiménez Cenamor, arquitecto, ceramista y diseñador de DelAmorYlaBelleza dentro del proyecto Mucho Más Diseño en colaboración con el Festival Mucho Más Mayo que lleva a cabo el Ayuntamiento de Cartagena.</span></span></p>
]]></description>
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					<name><![CDATA[Conferencia del Profesor Felipe Vicencio]]></name>
					<description><![CDATA[<p class="xx"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">Dentro del programa de movilidad de personal docente Erasmus+ 2024 de la UPCT, el jueves 9 de mayo tendrá lugar la conferencia titulada: “Parámetros claves en el análisis de la interacción estructura-suelo-estructura (SSSI) durante terremotos”, impartida por el profesor de la Facultad de Ingeniería, Arquitectura y Diseño de la Universidad de San Sebastián de Chile, Ph.D. Felipe Vicencio.</span></span></p>

<p class="xx"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">La asistencia será libre hasta completar aforo</span></span></p>
]]></description>
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				<Placemark>
					<name><![CDATA[Conferencia. Programación Cultural de la ETSAE. “Lo Efímero” de Blancafort+Reus]]></name>
					<description><![CDATA[<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span style="font-family:"Calibri",sans-serif">El jueves 9 de mayo a las 11:00h en el Salón de Grados del edificio CIM concluirá la programación cultural de la ETSAE del segundo cuatrimestre con la conferencia’ Lo Efímero’. Será la cuarta de las conferencias del ciclo ARTEE, acrónimo de Arquitectura También Es Esto.</span></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span style="font-family:"Calibri",sans-serif">Para más información: <a href="https://www.upct.es/noticias/2024-02-13-el-ciclo-artee-arquitectura-tambies-es-esto-arranca-la-programacion-cultural-de-la-etsae" style="color:blue; text-decoration:underline">https://www.upct.es/noticias/2024-02-13-el-ciclo-artee-arquitectura-tambies-es-esto-arranca-la-programacion-cultural-de-la-etsae</a></span></span></span></span></p>

<p style="margin-bottom:11px"> </p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span style="font-family:"Calibri",sans-serif"><span style="color:black">Blancafort+Reus (<a href="https://www.blancafort-reus.com/" style="color:blue; text-decoration:underline">https://www.blancafort-reus.com/</a> y <a href="https://www.instagram.com/blancafort_reus_arquitectura/" style="color:blue; text-decoration:underline">https://www.instagram.com/blancafort_reus_arquitectura/</a>)</span></span></span></span></span></p>
]]></description>
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					<name><![CDATA[Debate sobre el tren en Cartagena]]></name>
					<description><![CDATA[<p style="text-align:justify"><span style="font-size:12pt"><span style="font-family:Aptos,sans-serif"><span style="font-family:"Calibri",sans-serif">El próximo miércoles 8 de mayo a las 19 horas en el Salón de Actos de la UNED tendrá lugar el debate sobre la situación el ferrocarril en Cartagena que organiza la asociación cultural Cartagena Siempre, en el que participaran los profesores Patricio Franco y Salvador García-Ayllón.</span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span style="font-family:Aptos,sans-serif"><span style="font-family:"Calibri",sans-serif">En el acto se compartirán distintos puntos de vista sobre la línea ferroviaria Madrid-Cartagena, así como otras cuestiones interesantes para Cartagena desde punto de vista de las infraestructuras ferroviarias como el soterramiento del AVE en la ciudad, su conexión logística con la ZAL, los servicios de cercanías con Murcia, las implicaciones con la terminal de contenedores del puerto, etc.</span></span></span></p>
]]></description>
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					<name><![CDATA[Conferencia. “Economía circular alternativa. Aprende a transformar tus residuos”]]></name>
					<description><![CDATA[<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span style="font-family:"Calibri",sans-serif">Conferencia impartida por Carmen Ladrón de Guevara Muñoz, investigadora y directora de Marea Plastic dentro del proyecto Mucho Más Diseño en colaboración con el Festival Mucho Más Mayo que lleva a cabo el Ayuntamiento de Cartagena.</span></span></span></span></p>

<p style="margin-left:96px"> </p>

<p style="margin-left:96px"> </p>

<p style="margin-left:96px"> </p>
]]></description>
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					<name><![CDATA[Conferencia Nuria Moliner. Programación Cultural ETSAE]]></name>
					<description><![CDATA[<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="background:white"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span style="font-size:11.5pt"><span style="line-height:107%"><span calibri="" style="font-family:"><span style="color:#1d2125">El próximo jueves 18 de abril a las 11:00h tendrá lugar  la tercera de las actividades de la programación cultural de la ETSAE de este cuatrimestre con la charla con Nuria Moliner<b>  </b></span></span></span></span></span></span></span></span><span style="font-size:11pt"><span style="background:white"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span style="font-size:11.5pt"><span style="line-height:107%"><span calibri="" style="font-family:"><span style="color:#1d2125"><b> </b>(</span></span></span></span><span style="font-size:11.5pt"><span style="line-height:107%"><span calibri="" style="font-family:"><span style="color:#1a4d8d"><a data-auth="NotApplicable" href="https://urldefense.com/v3/__https:/www.nuriamoliner.com/__;!!D9dNQwwGXtA!UUICW7Mtca0COmbbP0WcLMrthZl8G7O2vtw71xfQYCjQ9GhBY4qWFsz-l-IyE5tzH9CfSabr664wC9ZGpHTWA50$" style="color:blue; text-decoration:underline"><span style="color:#1a4d8d">https://www.nuriamoliner.com/</span></a></span></span></span></span><span style="font-size:11.5pt"><span style="line-height:107%"><span calibri="" style="font-family:"><span style="color:#1d2125"> </span></span></span></span></span></span></span></span><span style="font-size:11pt"><span style="background:white"><span style="line-height:107%"><span style="font-family:Aptos,sans-serif"><span style="font-size:11.5pt"><span style="line-height:107%"><span calibri="" style="font-family:"><span style="color:#1d2125"> Esta arquitecta se ha centrado profesionalmente en comunicar e investigar, hacer televisión (reconocida como presentadora del programa "Escala Humana" o con colaboraciones en "Curiosity" o "El condesador de fluzo”</span></span></span></span><span style="font-size:11.5pt"><span style="line-height:107%"><span style="color:#1d2125">).</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:107%"><span style="font-family:Aptos,sans-serif"><span style="font-size:11.5pt"><span style="line-height:107%"><span style="color:#1d2125">Más información: </span></span></span><span style="font-size:11.5pt"><span style="line-height:107%"><span style="color:#1a4d8d"><a data-auth="NotApplicable" href="https://www.upct.es/noticias/2024-02-13-el-ciclo-artee-arquitectura-tambies-es-esto-arranca-la-programacion-cultural-de-la-etsae-" style="color:blue; text-decoration:underline"><span style="color:#1a4d8d">https://www.upct.es/noticias/2024-02-13-el-ciclo-artee-arquitectura-tambies-es-esto-arranca-la-programacion-cultural-de-la-etsae-</span></a></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:107%"><span style="font-family:Aptos,sans-serif"><span style="font-size:11.5pt"><span style="line-height:107%"><span calibri="" style="font-family:"><span style="color:#1d2125">La organización de estos ciclos cuenta con en el patrocinio de ASEMAS y Terrapilar.</span></span></span></span></span></span></span></span></p>
]]></description>
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					<name><![CDATA[Programación Cultural ETSAE 2º Cuatrimestre. Ciclo ARTEE (Arquitectura También Es Esto)]]></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">Esta propuesta de programación cultural se presenta como un ciclo de talleres y conferencias que pretende mostrar otras vertientes de la profesión, un reclamo del sector estudiantil que plantea traer a la escuela todo aquello que creemos necesario para nuestra formación.</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">ARTEE es una oportunidad para permitirnos mirar la arquitectura desde otro punto de vista.</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">Los asistentes al ciclo completo obtendrán un reconocimiento de 0,5 ECTS.</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">Este ciclo fue seleccionado en una convocatoria abierta a todos los miembros del centro para la selección de la programación cultural de la ETSAE. </span></span></span></p>
]]></description>
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					<name><![CDATA[IV Olimpiada Ingeniería en la Edificación: Construyendo con Ingenio]]></name>
					<description><![CDATA[<p>IV Olimpiada de ingeniería de edificación</p>

<p>Esta OLIMPIADA propone el desarrollo de un proyecto que relaciona la ingeniería en la edificación con la sostenibilidad, trata de fomentar la sensibilidad y el respeto por el medio ambiente y a descubrir, aprender y valorar la contribución de la ciencia y la tecnología, así como a comprender los elementos y procedimientos fundamentales de la investigación y de los métodos científicos.</p>

<p>La puesta en valor de los proyectos desarrollados se concibe como una instancia más de aprendizaje y no representa un juicio crítico sobre el conocimiento del estudiantado o la labor de los equipos docentes.</p>
]]></description>
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					<name><![CDATA[Charla. Divulgación sobre Emprendimiento en Arquitectura en el Siglo XXI]]></name>
					<description><![CDATA[<p style="margin-bottom:10px; text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="font-family:"Times New Roman",serif"><span style="font-size:13.5pt"><span style="font-family:"Calibri",sans-serif"><span style="color:black">El lunes 2 de octubre a las 10h en el salón de actos Isaac Peral del CIM, tendrá lugar la charla 'Divulgación sobre Emprendimiento en Arquitectura en el Siglo XXI'.</span></span></span></span></span></span></p>

<p style="margin-bottom:10px; text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="font-family:"Times New Roman",serif"><span style="font-size:13.5pt"><span style="font-family:"Calibri",sans-serif"><span style="color:black">En ella intervendrán dos arquitectos que han alcanzado notoriedad por su faceta comunicadora: <a href="https://www.linkedin.com/in/lopedetoledo/?originalSubdomain=es" style="box-sizing:border-box; color:blue; text-decoration:underline"><span style="color:#016ca2">Lope de Toledo</span></a>, conocido por divulgar contenidos arquitectónicos en medios de comunicación y plataformas de vídeo y audio; e <a href="https://www.instagram.com/inmabas/" style="box-sizing:border-box; color:blue; text-decoration:underline"><span style="color:#016ca2">Inma Bas</span></a>, egresada de la Escuela de Arquitectura y Edificación de la UPCT, que comparte en redes sociales a sus 100.000 seguidores consejos para llevar una vida saludable.</span></span></span></span></span></span></p>

<p style="margin-bottom:10px; text-align:justify"><span style="font-size:12pt"><span style="background:white"><span style="font-family:"Times New Roman",serif"><span style="font-size:13.5pt"><span style="font-family:"Calibri",sans-serif"><span style="color:black">La finalidad de esta jornada es promover el intercambio de experiencias y conocimiento. La asistencia es libre para startups, emprendedores, inversores, organismos y cualquier persona interesada en el emprendimiento. <a href="http://eventos.institutofomentomurcia.es/eventos/inscripcion/foroInscripcion.htm?foro=1190" style="box-sizing:border-box; color:blue; text-decoration:underline"><span style="color:#016ca2">Enlace para reservar plaza.</span></a> </span></span></span></span></span></span></p>
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					<name><![CDATA[Conferencia Inaugural del Curso en la ETSAE. Toni Gironés, Premio de Arquitectura Española]]></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">La Escuela de Arquitectura y Edificación iniciará el curso con la conferencia inaugural de un arquitecto de prestigio, Toni Gironés Saderra, Premio de Arquitectura Española en 2019 por su <a href="https://tonigirones.com/proyecto/clima/" style="color:#0563c1; text-decoration:underline">proyecto de Museo del Medio Ambiente y el Clima en Lleida</a>.</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 charla será el jueves 28 de septiembre a las 19:00 en el salón de actos Isaac Peral del CIM.</span></span></span></p>
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					<name><![CDATA[Conferencia Ciclo H. Programación Cultural ETSAE]]></name>
					<description><![CDATA[<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif">Los estudiantes de la Escuela Técnica Superior de Arquitectura y Edificación (ETSAE) tienen tres nuevas oportunidades de aproximarse al trabajo de estudios arquitectónicos singulares con la programación cultural de este cuatrimestre, coordinada por la profesora Montse Solano, que comienza este jueves 21 de septiembre y se titula 'Ciclo H', por estar centrado en proyectos para el hábitat.</span></span></span></p>
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					<name><![CDATA[Exposición 15 años de Arquitectura en la Universidad Politécnica de Cartagena]]></name>
					<description><![CDATA[<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><span style="font-size:12.0pt"><span style="line-height:107%">El próximo 1 de junio con motivo del 15 aniversario del inicio de los estudios de Arquitectura de la UPCT, la Escuela Técnica Superior de Arquitectura y Edificación (ETSAE) mostrará mediante una exposición los trabajos más destacados <span style="color:black">que se han producido durante este periodo del Grado en Arquitectura.</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:normal"><span style="font-family:Calibri,sans-serif"><span style="font-size:12.0pt"><span style="color:black">Para esta exposición, </span></span><span style="font-size:12.0pt"><span style="color:black">se han seleccionado los TFG más destacados de cada una de las promociones, que obtuvieron calificación de matrícula de honor.</span></span></span></span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="background:white"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><span style="font-size:12.0pt"><span style="line-height:107%"><span style="color:black">La exposición se inaugurará el próximo jueves 1 de junio a las 19:00h en la Sala de Exposiciones de la sede de la ETSAE en el edificio CIM (C/Real, nº3, Cartagena).</span></span></span></span></span></span></span></p>
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					<name><![CDATA[Microformación en eficiencia energética]]></name>
					<description><![CDATA[<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif">El Colegio Oficial de Arquitectos de la Región de Murcia (COAMU) realiza este jueves 27 de abril en el campus CIM de la UPCT una jornada de microformación en eficiencia energética y orientación profesional para los estudiantes de Arquitectura en la Universidad Politécnica de Cartagena.</span></span></span></p>

<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif">La sesión se desarrollará de 9 a 14 horas e incluirá un taller práctico sobre simulaciones de eficiencia energética. El alumnado interesado deberá acudir con su propio equipo informático.</span></span></span></p>

<p><span style="font-size:11.0pt"><span style="line-height:107%"><span style="font-family:"Calibri",sans-serif">Para asistir es necesario <a href="https://forms.office.com/pages/responsepage.aspx?id=gRt-lvZcA0u7YNcb9IBp-f_Ru5NpgJpBnUXpLup_cYRUNldXRFEwNkZFSzhNWlZVU08wWjdJVlFHVy4u" style="color:#0563c1; text-decoration:underline">inscribirse en este formulario.</a></span></span></span></p>
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					<name><![CDATA[Exposición de los TFM Universitario en Arquitectura 2021-22 para la reactivación del circuito de la Torrica en Fuente Álamo]]></name>
					<description><![CDATA[<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif">La Casa de la Cultura de Fuente Álamo expondrá desde el 27 de enero al 5 de marzo los Trabajos Finales de Máster en Arquitectura realizados por estudiantes de la Universidad Politécnica de Cartagena para proponer como reactivar el espacio del antiguo circuito de velocidad de La Torrica. La muestra se inaugura el día 27 a las 19 horas.</span></span></span></p>

<p style="text-align:start; margin-bottom:11px"><span style="font-size:11pt"><span style="box-sizing:border-box"><span style="font-variant-ligatures:normal"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif">La exposición, comisariada por los profesores de la Escuela de Arquitectura y Edificación de la UPCT María José Muñoz y Jaume Blancafort, es fruto del convenio entre el Ayuntamiento de Fuente Álamo y la Politécnica de Cartagena para centrar el trabajo de esta promoción de egresados en Arquitectura en unos terrenos que el consistorio quiere poner en valor.</span></span></span></span></span></span></span></span></p>

<p style="text-align:start; margin-bottom:11px"><span style="font-size:11pt"><span style="box-sizing:border-box"><span style="font-variant-ligatures:normal"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif">El catálogo de la exposición con los diez proyectos realizados por los ya arquitectos por la UPCT se puede consultar en el repositorio académico de la Politécnica, en <a href="https://repositorio.upct.es/handle/10317/12045" style="color:blue; text-decoration:underline">este enlace</a>.</span></span></span></span></span></span></span></span></p>
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					<name><![CDATA[III Olimpiada Ingeniería en la Edificación: Construyendo con Ingenio]]></name>
					<description><![CDATA[<p>III Olimpiada de ingeniería de edificación</p>

<p>Esta OLIMPIADA propone el desarrollo de un proyecto que relaciona la ingeniería en la edificación con la sostenibilidad, trata de fomentar la sensibilidad y el respeto por el medio ambiente y a descubrir, aprender y valorar la contribución de la ciencia y la tecnología, así como a comprender los elementos y procedimientos fundamentales de la investigación y de los métodos científicos.</p>

<p>La puesta en valor de los proyectos desarrollados se concibe como una instancia más de aprendizaje y no representa un juicio crítico sobre el conocimiento del estudiantado o la labor de los equipos docentes.</p>
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					<name><![CDATA[I Jornada de Conferencias sobre La Arquitectura de las Bases Militares Americanas en España: Desde la Infraestructura a las Formas de Vida]]></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">Investigadores de la UPCT y de las universidades de Kent, en Estados Unidos, de Navarra, de la Carlos III de Madrid y de la IE University, as&iacute; como del Ayuntamiento de Cartagena impartir&aacute;n conferencias sobre la arquitectura americana militar, la geograf&iacute;a de sus bases, la americanizaci&oacute;n en la cultura popular, las casas de los americanos y su consumo.</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 jornada ha sido subvencionada por la secretar&iacute;a general de Pol&iacute;tica de Defensa del Ministerio de Defensa y est&aacute; dirigida por Pedro Garc&iacute;a Mart&iacute;nez.</span></span></span></p>
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					<name><![CDATA[Congreso de Expresión Gráfica Arquitectónica en la UPCT]]></name>
					<description><![CDATA[<p style="text-align:justify; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif">Durante los d&iacute;as 2, 3 y 4 de junio se va a celebrar en la Escuela T&eacute;cnica Superior de Arquitectura y Edificaci&oacute;n de la UPCT el XIX Congreso Internacional de Expresi&oacute;n Gr&aacute;fica Arquitect&oacute;nica (EGA22). Asistir&aacute;n m&aacute;s de 160 congresistas investigadores del &aacute;rea de Expresi&oacute;n Gr&aacute;fica Arquitect&oacute;nica a nivel internacional y el prestigioso arquitecto Rafael Moneo Vall&eacute;s impartir&aacute; la conferencia inaugural.</span></span></span></p>
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					<name><![CDATA[Jornadas sobre Salidas Profesionales]]></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">El potencial creativo y la multidisciplinariedad de la profesión de arquitecto será expuesto este miércoles y este jueves en dos jornadas sobre salidas profesionales que organiza el Máster en Arquitectura de la UPCT en el Colegio Oficial de Arquitectos de Murcia (COAMU) y en la Escuela Técnica Superior de Arquitectura y Edificación (ETSAE).</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 primera parte del programa se desarrollará de 9:30 a 13:30 en la sede del COAMU, en Murcia, con charlas sobre la responsabilidad del arquitecto, sus tipos de trabajo y consejos sobre el inicio de esta actividad profesional.</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 segunda jornada, este jueves, se realiza en el antiguo Cuartel de Instrucción de Marinería (CIM) de Cartagena, sede de la ETSAE, desde las 10 horas, con charlas de arquitectos que están ejerciendo la profesión de manera especial.</span></span></span></p>
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					<name><![CDATA[Aprendiendo ingeniería con los clásicos, en el CEIP Azorín de Cartagena]]></name>
					<description><![CDATA[<p style="text-align:justify; margin-bottom:11px"><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;"><span style="line-height:107%"><span arial=""><strong>Francisco Javier Pérez de la Cruz y José María Carrillo</strong>, profesores de la <strong>Escuela Técnica Superior de Ingeniería de Caminos, Canales y Puertos y de Ingeniería de Minas</strong> de la <strong>Universidad Politécnica de Cartagena</strong>, llevarán a cabo el taller <strong>Aprendiendo Ingeniería con los clásicos </strong>el próximo lunes 14 de marzo en el <strong>CEIP Azorín</strong> de Cartagena. Este taller forma parte del programa de actividades de las <strong>‘VIII jornadas de Educación para el siglo XXI. Miradas desde las Ciencias y las Artes’</strong>, que promueven docentes ya jubilados. </span></span></span></span></p>

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

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

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

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

<p align="center" style="margin-left:47px; text-align:center; margin-bottom:11px"><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;"><span style="line-height:107%"><img alt="1ºESO – Construcción de un arco de medio punto – EducarFilando" 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R8qDB9+K0lU+rrmSucF/aM/MbwN4O0G28E29hcXN9ayXHkx3cNqQqsu35gc87sgZ9gRXY/DrwpqXjfWJPDnhyzu7y8htpGtbS1gaaaYxqTjaASeFJP0r7B/b6+B/w00+zuvFusaQujXdlbPdTarYR8SgPHGDKi/fJaVegB68mrX7JHxA/YK8M/Frw/8AtA/swya5FqljpbaZ4i8D6nHE0z3TxCIXMIaUsAz45BKncRw2RXu4jMsDisjpQp6VJVak5qz0TUIw12dkn6anVmFZ1atGEb8tKlCCv3Tk5Na6Jt3Pz40HQJ/EPxa8N+GPKfzrrxHBEEK4wC4XB/E/lX9CPwgkh8G/AvSrq6IWO30tZPTqMj+dfnn+3B+zJd2H/BUn4eeL9N+HC6T4f1iG3ulu7e3WOG5vYVlnlPy8bgiJuzjPHXmvuz4m6o3h74YaP4Qgfa0ltCsw/wBlEH9a/MuLa37ynBdm/vPo+F6fNSnPu7fcdF8PNck1K5W8uD89xH5n4V+X/wDwU50zxv8ADT9s3Vru+tLrUP8AhIgl/p8cWsAeVBtCDd/d5RsL1AxX1Z+2x8Rte+HvwOgsfCuu3OnX2pahZ2aXFnMY5FQtvcBlIIyqEcHvX5y/G/WfEPxM8f6xHq2tXt9ctarbLcXV47SHCZwGJJHJx1ryctoSb9r02Nc8xUEvq9tWr3K3xJ8b+Pvhf4SXx54j8Hat/ZatlpLHXEkK56ZVnDY98VXsfj5fw+GZPFFxoXiCCOLT1vGtbi8SOV4mKqpUMRuJLDHNXf2u9TsZf2bdLsNDv1eOaGNEjeTlvlCbW9wTzn3rH1nwpb+HtEh8d/FfWH1K+h09DZreRxRx2v7tXEKpH94DggnJAPbt9ZypTjFdT5CnThKlKUltaxlxftweGZpPJk0HxtGeT+5SOQjn2kqa0/bX+HMgYSjxwzD+FrNePyNeA+FviRq3hLxJNrfhVo/PkjcSSeSrJhmy3Dj1HWvZv2a/DPw61jSNU1vxybRri4uI/JjuphuCgN823OFySfyr0Pq0Il1KWFjQjKMm5O91bRdrO+t+uisfPsV/qUSbEvplVfuqJCB0/wDr1FPLDct/pen2sv8AvW6qSfqoB6+9aBsuOVqKbT1YY2nrn6cV6nIYcxlS6dpjHK2bxsevk3Bx+TZ/nUDaLGCfIvm9f3kQ5/EH+laz6c2dq9ai+yTc4FS4j5ifwr4y+J3gifzPBvjrUtMOc/8AEu1SWEH6gEA/qK+hPhv+1J+3R8PhZ+LpPD7eKLdIRJa3moeHUvliR1BOJrcBlJHXLZHevnhLN0Cll5q1Z3l/pV0t5p97NbzR4KTQSFGHuCORWMsLh6ms4JlqvVj8LPUPjf8AHrxZ+0F4/m+IPjDQLXTb6SCKCaxt0bahjXbkCTLDPpk1gWOrfZz89vuX+6rcD3wwI/SpNF+PfxfEwstU8cXWrwSNlrfxAqajHnB/hulkA79AM10S/E3wxqtxHP4m+Dfhu44Akk01Z9PdvcLBIsQP/bMjPauinRpciUVojGVSpzalO08QQrGIxO6D+7yAfyyv/jtXrW5hlTEbxspOdu4cfgOPzSpHn+BerwzNHY+KtDmbm3Vbi31KP6EFbdgPxY0N4A8L3aq3hz4raTNuj3fZ9Tt57OXP93lGj6/9NKUsPfZgq/chvJA0KoYshTlVXoD6gdj/AMBFeb+JnMt9bjzM7rxMHd0+b6mvRj4R8ZWdsZorGS6t92CdPuEu1/HymbH44p3w6/ZI/aT/AGiPF9ppXwR+B3ibxBHHqcUNzd2GlStaWsnJImuGAig4/wCejqK561ajgKLq4iahFbuTSS+bsio3ryUYK77LVlmK7Fv+z/4zUj5rjVtHhB3ds3L4/wDHK5DwzLH/AGfb2bd487vrzX6LfBr/AIIJftGePfhjeaB8bPiHovgQane2t4Le3h/ta8gaBbhPLljjeOHDecGDJO+AMEZPHdeG/wDg248PWDIut/td3l15SgKbPwOkPGMH715J3/L9a/NsT4scA4DE1IVMYpO/2YzmtkvijFx6dz2/7FzKrSg4w6dWl18z5j/YM/4JwfEX/go9oHjnQ/h/8RtM8OXvhWxs5YTqdi8kV3JO0oEZdGymPJ+9tbr04rvPDX7D37Qv/BOHwkt38Xf2W5Nauorq7t77xBpFnPr1jLHNwLyPyips3iRjh5EGChODnNfpV+wB+w14O/4J5aL4isPhh4y1DW7jxRLbPqV1r9unyeSrhRGsWwgfvGzknt07++ah4h8T3Vs8t7rFnaRhf3k0NqFUe5MrOPzry8R44cC04+5UqS9IP/26w48O5jJ62Xq/8kz8Hv23/iB8Gde+KdnD8MPEa3cNxoejrf3TxsGjuF1B7iWNsj5Si7AR2r5i+FuieM7Pxnb33h7xHd6bqEl/G4ubKVly7ygkn36nkdenSv36+P8A+zL+xx8d57e8+KXwn0vxJqEB/eahZWiWM05zwZLi2WN+P9kj3rxH4m/sd/sV/A/4e698SfAn7MujW+qWGkzCxkvNWv7wRyOnlhts9wyZBbcr7QyMAykMA1eRW8euE6k/Z06NaTbSXuwSu/8At878PwjmMpL3o/j/AJHxz8c/ir4w+JPww1/4YeMNIuL69Gl6ZbWN9azBri5We9DwxgN1x5C5JJJGeRmvMv2Of2NPjgn7RfhG78d+D7jRtMXxFazXmoS3EeYo45VlPCsWyQuBx1Nfpz42/wCCafwH+OXg2x8d/CvxPq3w38XXWn6ZcQ6vpLf2hax3FurNFI9rcs24KJWG1JIwcKTkg58b+In7An7cfw2aGXQfF9r4uEwdNS8UaDbJb3KrJOE802aKJDJsO/ZD5oGCC5xmvWyPxg4NzqKpUa6p1NuSr7jv5O7i/lK/kcmMyPHYeo+aOndanv37aOqWfjP9p/4T+BNOmiurWHRdd1mZOGBZUgtoifTmdvxFa/xevhrPidYI/uLMsMar6Zx/jXxZ/wAE69D8W3X7VvxP1HxFr2uatN4Rji0OFNaaQy2f+moJRtfmPPk5I6jofSvsq8tjqPjSzhbLYkMjfgDXo59iPbY5K+yW2q7/AKn0XD9H2OX37ts5n4tfAfwZ+0FLDoPjjUtQtbfSrlrm3m0+ZUZZBGVydykEYz2r8wPDdhp+r/EDUorfWeupyrDdTMN0q+YdrHt0Ffr34ajUeJpfOUMrTMCG7jOOlfnb8S/2TPgx8SvH/iDV5NNurGOTWro28en3RjjRfNYLhcY6Yrhw2cUcul++vy36ammPyOtmivRspLdvQ8v8bfs8Wfxi+LPhP4a6h4mOiyavdSG5nj2PCPLieUSbSQuSYwM9eecmuTm/Zo8TaD8X/ERv7qbU9HsfCY1eRTdrvFuV2kkuv3iRwg7EV738Pv2WPhv8JLiXxjpd7ql/e26SJZnUbzzFiyOSq4Az25/CsDWb/XtY8SfEPSNEv4d2prY6BZzyLu8kJGm8gdwrRliO9e5l2fRzTNLUb+zjF3ut22vyPKxOQSyzK2q9nOUla3RW/U4vRP2Hvh94rsbfSPFF9cQ6oumhtQj023hLm4lJKRKAo4VBuYk4yRzXzt8aPhZqP7L/AI6k+H/xG1ae4kntY7yxk01lYeSzMvzbuh+XpX6Qfsn/AA4uvCfwps9Q1/WrjVtW1SSS5vNZvlHn3Ks5EZOAMARhcAcAV8T/APBQjR9T8UftZ+IItRkhVLGwsYbVGk3YjMW7PHTLFjitcrzfFYjNalHnvBX/AAdtDvzbJcHh8np1VC03bbzV9Tlrv9j34hwqfIvYpPdrZ1/qayL/APZc+KdtylnZy9vlmYH9Vr+rYfA34FOmxvg14SYf9i7bf/EVW1f4Lfs3aZp1xq+t/BzwXDb20LSXE0/hu02pGoyWJ8voBzX2scLm8d6yf/bn+TPjp43J5bYeS9J/8Bn8nV/8BvijYHdL4Skbn/lnMnP6isi6+GnjazP77wjfDP8AEsJYZ/DNf0OfGv4hfC3x1qc2leAvgj4P0fR0LLHJH4Xs/tVyP77N5f7vpwq4I7k9vIdb+B/wa8T2slnq/wAMdEcSLhpIdOjikAz2kQBh+Brtjg81UL80G/Rr8bv8iebLZPWMo/NP9F+Z+GMvh7V7QlbrSLqLb18y3ZcfmKXR/DOs+I71dJ0LSbm+uWyVt7WBpGI7nAH5npX6Z/Hf4C/BP4Z6nLpdjqv2y7ZQ66btDSQg44kYDC8cjjJBzjHNea6Vp2l6RG8Wi6VDbrMcyNGuN+OmT3xX1fBvBvEXEdR1MbR9hRT+Ju7l/gXVf3m7dr6o+V4s4kyHIIKnhK3tqz+ylZR/xPo/7q172Pl3wD+yX8TfEzreagbXRVjmCyR6tHOkmO7KBEVb/voc9x1r17w3+xx8LrRpl8T+Odc1A8C3WxtIbPB/2gxm3fgR/j6M08jOV3/eXLc/57VasLK51G5S2somkkmbZGi8ktkiv2jAeHfDOD1nTdR95N/krL8D8mxnG+fYhe7NQX91L83d/iZegfCL9n7wovmaR8Lbe6mEOySTVma4V+fvYlZ0U+6qPp1r6q/Zx/4J2/D3xh4Qj8eeN/Ath4duLiVX02z07R7ZZfJx9+QlAVLcYXggDnrga37Jn7IWmXCWfxO+JVitxGypNpNkxDJJ/EsrDoy9CvXd15GC31ZFOkSYBWv4p+kR9IrB8O4p8M8BuEKtN2rYiEYPla3p02002n8c7Oz92Lum1+xeHfAGMzKis04gcpKSvCnJvZ/amr9fsx7avojjfBP7M/wh8Dru07wbpc03lhGm1Gz+1bueuydnjB91UV3pk8cSwNb2PxP1CziC7Yls9NsR5QHpvgYfpVQXpZcq238qUXJ27Of96v4RzrjHiziPEe3zXG1K8u9STnb0UrpLyWh+6YPLMuy+nyYWjGC7Ril+SESy+IMAH2j9oDxVJg8/8S3R/m/Kwq8LfxzflXg+MPiKGONMySfZdKCjHJY7rI9voBijT7Ce9kCrhRxup2pX/wBtK2dt8tnHycMQZmHf/dHYdzye2PG+vYhvVr7l/kdSpxk9jzP47/tI/Ff9n6Lw34k0vxJceINEPiK3s9fbWtMt/Pa2lY7pgbeOJYwoHy/L1I3ZzhfVfE8Go6tdfaNRu5rj5jtDsSieyr0HboK8g/a18N23if4BeK9NkufJKaZ9peReywssxH4iMj6Guy/Zo8dyfEr4C+GfEd5JuuBpqW93IzFmaSL90WPu2zdn/ar1KlaOIy2FVJJxk4uyte9nH9V9xt7CFOKkkaT2/wBnOwLjB+avG/22tXW0/Z514LLt3TWUfDYyGvIVI/I17xrFi7HenzMeretfMf7d95JafCv+xirNJqWuWMEeQcELcJIT+SUsq/eZhSX95P7nc6KHvVF6n0j8KLw23gXRQpO1tLtu/wD0yWu2g1J2G5XP0rzj4aXm/wABaG5GA2k2546f6peK6mHVGTDbR64zXytX+JL1YTguYi+J3jDSbfUdG8LX+jxzXGuzSWr6isUbT6faxRSTmbJG4xiURRlQQM3C8jPPB6T4bvdP+JssGoxDENqZIZUOY5Ub7rqe4P6EEHBBAxrjWrvx98ePEerK1x9g8LaRb6HZN5g8lrucrd3mADywQWC89CGA611/haX+zL6Oz1O7ka1uFZGG0MYGbGHT06DIyAw68hSP1jgfjifDFaGDxrcqEkm3q3BvVNf3eW3NH5rW6fLWwa9m/Zqz7dzl9Q1aHQNP1fX7mQKtnbzTM3oFDH+lfGHh28c2YuZn3NMPMYnqd3Oa+sf2rLPUvAfwS8WC+UBptPMcMyEmORZWCK4b0OfqDwQCCB8h2nmR2iOoPl+UArKMg9hX7visVh8ZThUozUotXTTutdd0Vl/uxbL3iG8W28ORvIQFaRSwz23c/pXzn8HtWufGmoSSLqBRtb1W+njO3/lrM/lIPw8wt+Feo/H/AOI2leGPCo0EalH/AGlNCRBahxvwylQxHYZryb4QeLvgt4f+I/hnSr65vLaTw+sE83kxu63Fw29pcgdlXZgf7We1fX8K4WtTwdbEcru1p52vt8z5ziLGYapjKNCU0rPXy23+R95aVpdtpWnW+l2ceyG2hWKFfRVUAD8hWH4n+CHwj8aaw3iHxf8ADHQdUvpI1je8vtMjkkZV+6CzAnjJrF079p34M3ZUnxX5WT/y2tnX+la0fx6+DssauvxC08D/AKaSFf5ivKWFx9F35JJ+jR78syyytG3tYNeqP1yGv4XPmCvDf2ufjn4MtoY/hVq/iaK3aaNbjUofmJZP+WaHAPcbiOvCmu7k8QhV3tIAAPyr4D+Lfi+T4ifEXVvGF40jfb71mg3KTsiHyxr+CKo/Cv6LzLAxxWFdHmcebrHR/wBPY/DcHifqeIjVUVK3R6r+ka+sap4YgvJ59B8QRXVjEm/7Rkr5a4OQ24DGMH8K+Z/jL/wUA0GaKbw58LL2+jh2tHNrX9l3BdjnH7kbDtH+2fm54CkAnN/bS+Jq+GfC9r8M9MvFjn1j9/qKrjctsjZUYxxukHBH/PJh3r5Zv9SJ/dxnOeV+bt6V+j8G5DRWEji8V772ipdbaczStdt9Nup8PxVxBWdaWFw3uX+Jx6X6Leyt8+h3UnxW0LUryS4N9dTSMTJcStYzk8nlj8nPPU96jj+KvhNpDFd6pFB5Z2lp1aNVbHQscKCQeASD9e3m9zqjwsVjmI3HDfNjJ5qnc6lMY9qzHqe/+f8AJr9Neb1aatZH5z/Z9Kp3PUrf4ufDKbVrXT9S8b6fZNdzFIZLq4Cx5GNxLfdGB+PPqcV9Y/sqfs22Pjx7fx/4mtG/4Rv79ja3EIDayQfvOO1r6R/8tTy2UAD/ABx+z78K/Bfxe+Jeg/Drx1oMOrWMdwdd1eFlj3KsAxBjzUkRv3kkQKshVkkdGBUsK++rdtZ0y2ZNB+IfiS1kGBDvns5I0XuNv2UZ7YOePev5M+kj41Z/keHlwvk01Sq1oKVSqm+aEJXXJG20pJXct1F6atNfsPhj4e5ZmElm+MvKMJNRg1eMmre89NUn06ta7Wf0ZaTRwptx+HYVP9tkA2oq/j2r5wTxN8a4Jsw/Gu78n+COTQbJmB9yIxn349asaf4++O0JPmfFOxul24Bn8MoG6nk7JlHTjgDpX+blTIsTKTfPF/f/AJH9IaLZn0ILhmwc1asA11ciFCfXJ7e9eAL8VPjt92HxR4UZS2f3nha5Bx+F9iu3+BHxL+Lr3+o33xE0TStS0G3hBe60PTZYp4xkbmKtO+4Ac7VXOAxyCAG48Rk9ejTc3KOnm7/K6QmexSymW3/szT5P3ecXEyn/AFh4+Rf9n1Pfp0+9HqEbQQ5iB3dF/wAa6a103T9U0631HRzHPazxK9rNbsGR0blSpHUEHrUN94eZkwq/Nt/A187Uqe9bYunKMTznxR4eHiHSrzR70eZHdW0kMyt0ZWUgj8jXlf8AwTp8cfZvC3if4ceIrqC3m0O9+1TrnYkAcYlUsTgBGTHsc17Z8VPF/wAOvhB8OdY+LPxM8TQaHoehWzXGpahdH5VQHaFAHLuzbURFBZ3dVUFmAP8APz+01+0/44+PfjzxdqFj4o1jRPC/iTVrmaPw1Y35ij+zSTmYQzFMGfLEOwclN/KqoVAv654X+HeceIUMTSov2dGLjepJNpSvtFfalbW10krXaur+RnXEmByWhyVU5Tlqory6vsvv9D9oPjj/AMFFvhR4GMmk/Dgx+Jb1TgTRyFbSPp1fq3G77vcenNfFPxI/aw+IPxc8XW978SPGQZbe6DWmmxadPFZoy45UYwWI/iO48kA9RX57/Crxt4m+C175/hHW5pbNpWe40m/2y20rEAZK4BVhgfMhDcAEkcH6u+GPjbwZ8XfDlj4qn0b7NcncrWpumJhcHBHykA9M5IBwRwK/TM88JP8AUaKqt+1py09pZKSdtmne1/LS3W52cI8WZRmSlB02qq1admraap6fp9x+hXww/wCCj/7PVl4Y0nw14luNQs76G0jjmbZEY8hQCwzIrkZH9zOO1epW37YX7N+oaXeanp3xX02T7FZvcNDcM8LShQTtQSKDI56BU3Mc8A1+cNppmjFAY42x/d8w/wCNEngPwpqM32uSzjMn8RaGJmz65ZCf1r8jxPB+TyqXUpx+af5o+snSyufvQnL0cV/8kfol+z3oN7oPwqj13XI3XUvEWoXWt6m0j7meS4lLJwOAREIlwO612Vu/nyqynKhq8J/Z6/ab0vxr4c0/4U+J777Nrkax2ul3Fy+FvEXaFj35GZMYAydzD+8wLN6p4s8XTeF9H+zx7pNQnVorNIYS2ZdpwSOwBHJJHp1IB+IzDB4qOMlGovelJ27W6W8kvuPN15mdBcXGgfEx9U8BeNNKjvtBjs5dOuoZo8ee1xHtnRZBiSPbEVXKMMmXrlAR8U+PvhB8UP2djL8PZ/GngmKw0tFj0m61zxRDaz3dluKpcGEkuCQDkAEB1ZQTjNfYWgaEvhTQ7bShcSSSxrvurhs7ppmO6SQ/VyT7A47V4Z/wU4/Z2g+NnwRX4n+H7BD4k8FwvOGSNA95pp5nhZjgt5eDMgJOMSqqlpa/QPDfPMPk+fRwWIf7iq1HfRT2jL0b0fk03ojy8wp1fYudHda+q6nx5+0T4XtPifeafrGheMfAcmp2sbLcTL4iSPcuflBJHzc5PtXAfDD/AIJ9+P8A4o/Fuw1zxF8RvCtxo0d6s+pW2keJYWuGgC5IUAg8kBcY4HOa5zSbTzZVBHG7BIr1n4WaZbwvGoT5twZmH0r+uaGIng8L7GnovxPiamFp4jEe2nq/wPpnw1+yx8E9ctVns/g7occKv5az6lFDbbiOCcTMrEf7WMe9aw/ZF+AcRMV74U+H9oy/wXOsWSk++PMrgfBOl2ReG7j0+Mv/ABNsBJ+v/wBevWNH0m2e1EsiD5lB9f6V5Mpcv2pf+Bf8A9f6zU/kh/4D/wAE+yvjF4z/ALA+GetaoJCrfYWijZf4Wk/dg/gWz+FfGeseItO0PTLrU9QnjhtbeFpbiaX7sUajczH2ABr3z9p/xQ8Hw6WxD/8AH5qEcbLkdArP/NR+NfCP7bfxVj8F/DOPwfZXLLeeIZGjfaxDLbJgynj+8SiEHhlZhziv6Kw9Cpj8dDDw3k0vRdX8lqfj2OxEcJh5VZdF/wAN9582/GH4m33xO+IOoeNL6Vtl1Nts4Cw/cQqMRpgHg7cE44LFj3NcnNdOeMnv909Kp3F+fN3FVUdOD09P6fWoJbpm5UnOeff9K/aKfs8PRjSpqyikl6I/I6ntK1Rznq27v5k11dI7EN1yQuGpljaDULxYyd3zZZVbnb7c+lU7i7QnGOx+9zitbwvpOq6zd2+haIP9O1q+hsLItDuRHdwN7AZO1chmx0VWz0rmxGIo4ejOvWlywgnKTeySV2/kkbUqNSpONKmryk0ku7eiPqb9g/wJJp3hrVfifeRbZdfvPKswvRbSAsicYGCZDMcjIZdhzX0NDOFON3tWB4L8P6T4M8Laf4T0aHy7XT7GK2tVZixSNFCqCT14A68mtbzQ33W6e/Wv8puOOJK3F3FWLzapf97NtJ9IrSC+UUkf1/kWV08mymjg4fYik/N7t/N3ZdNyQchvrSR3uxssfl/lVZZFAznn86hnnRQFHfg18c0euaEFxNeTrBbfxEBfevpj4YaA/gzwtaRQr5c64kkZf7x5/SvBfgz4Vl8T+L7dJIz5VuwkdvYduP8APNfS1gAE8pj7YFfNZ5XjzKkvV/oUZJ8QT/A+5m8cabayXHgSeRn8S6XbR75PDszHJvoEXlrRjkyxKCYm3OoKkqvrFvcWOuaZBq2k3MVza3Eay288EgZJY2GVZSOCCCCCODXnNvcXnh/UlvEwysCjq3KyIeqkdwR9a8w8ceJ9U/Z7vNY+Gnw31pj4X8RaX9s0/S5xmTQpppXE0du+TiF1V8RkDYz7lIIbdWQ8LYzjTNKWBwNvbSere3KrXk/8K17u1lra/n5hjKWX4eVap02830Xr59tz4Z/4OI/j58RbqPwr4W0HU7dfhrHfSLP9jzvvNYVWw8pzhohFuEW0feEzMTuiA/KK8+J9oGYLFI3/AAA1+z37YHwsT42fs7694Jt7XztQitftuk/uwzC5hy6qvoXAaLPpIa/Iu+tovMYCJQd3I21/o5wfw3lfCuQUsrwEbQprfrKT3lLu5PV/ctEkfiWaYytjMY69bVy/BdEvJHGt8VbMnBEnr9011Hwi/aR/4V14ri8Qafcq0DMF1HT5mxHdR5+6c9GHVW7H1BYGve6dpN2Nl7ptvMR/z1hVsfmKx9Y+HXhHUYpZ7XRY45/LO3ycqOnZQdufwr2swwFHMMHPD14qUJKzT/r7n0McHivquIjVptxlF3TR+iHw88feFvH/AIZs/FfhTU47izvIt0M0L5HoVODwQcgjsQRXW2zbyCrn/wCvXwR+wZ471rwj4vj+HtxqLra37TLHC5/diZfmDYzwSqleOp2jnAr7e0zVZ1RWaPdj/ar+QeNuF6nDuayw6fNFrmi+vK77+aaaZ+98P5xHNsEqrVmnZ+q/q50h3SrskAZR2da9V+Fv7Tvivw94x0vUviLq93q1jY+TFG0kaPLHGJULnJK73KqRvdsk43NjJrxGXXdVC+Xb6dCw/vNcsuPwCGqD3njRuIpbZV9GZm/UjJr4Orl0cTHlqpPfe2l9NOx9Byxktz9aYLXQ/EGnwajourRXlrfQpPaXcPCyRsu5WHsQc099YstI1CLwd4dgjutUlUPfXTH5dNixkHrnzW42qCCB85IAXf8ADH7JP7WfirwLpS/CLxVoBvFkulHh2+t5NwtZJJPmjKMRuXLF1GcByQflbK/evhbw3aaDaeTErNIzF7iabl5XP3mY88nH4cDoBX5fmeCqZHieWqr6+6+jXf5aadzjlDl0bPya/bL+HHh/4a/tZ+L/AAb4b0uCz0+1voJLe1tYxHHEJrWGbAVeAMyHgAVB8PonSaMJ8q8bvlJHNeh/8FLPDc1h+2d4g1G4zGuo2On3MLFeHUWscPHr80JFcl8OrOOMIXTd0LZU9f8AJr+xOGcVUxnDOCrTd5SpQbfd8qu/vPjcQlHEzXmz2fwBDGlsqJEzFufLVc8fSvS7Y3AhQghfl6bQa4X4fRTSW3lvsjVWGVTuMe34etegWSJDAEMisfbPFehVepmdx+055mqWOk2iTsv7yZwytjDAJgkd+pr8t/2z9d8UT/tMXfhfxJ4u0k21jawwx3U1jNbpaRMpmSPahmaXiT5pMAs7HCKoAr9Vfip4J8YeLdZsz4d0F7q3jt9rTCRQsTFiTkE5PG3oDX5Tf8FPPCOqeC/2ttW0nXPknbTbGVlXOADAuOw/l+fWv6YyX2lPH86bWj1Xy73Px3O4xlh7SSeq0PGtf8a6ZoRY6jfq0C8fbLWCZ4nb+6uYw34lVFLpfjLw9rCq1jq9u/mD5Y/PXOQMkMCeD0ODzgj1BrnU1G+09/Osbx4m9UkIqSy1WxNx/wATfw7pl9GFb93NaCMk4xkvFsc9e5Ir7iOYYiK1lf1X6r/I+QeCw0ns16P9H/mdU9yUuxbOzKPvbZFORkZBx7gj8K98/Yk8ASa58YJvFGoWf+h+E9P2QtJvH+n3AKnbgbW2RecGBOR5sZxyCPj2+ju77XRrsnjbxNbt5rOIbfW98as0hdmC3CS7SSx6YHfHWvvD9lbWtO+HPwT0f+zYLrUY9csYdavr+5mH2qa4uIldlKqojcqgijVh5YYJkgHr+Q+NnGNbL+Bq2BoK1XFfu07r4N6mum8fd/7ePseAuHY4riCGJk7worm2+1tHv11+R9FJdoxJG3inNfIG2E15hF+0F4Bjla21bVLjS2U53axatAmM4H7wjyzn0DkiuhtPFljfrHcWd4s0UigrJDIGVl9iOK/gKtg8RS+OLXyP6IOwN6CuUOaI2MrBVGd3vWLp16t0Qwkytb/hnTZta1u30y1XdJNKqL7knFcNTljqxo96/Z58MnSvDba1PHiW8bKH/YHH8816bBsDZ259d1Y+k2dv4b0i30q2zst4VQbvYVNBqizNtiGV/vbulfnmKrfWK0p93+BZrXM0csBS5QNxjKn7p9a+VPH/AI7i8WeMNQ19JN0c0xFv2/dKNqHHbKgE+5Ne7fHDxJdeG/hfqk2nqGvLuH7JZx+ZtLNJ8pIPqqbmH+7Xy1p/gvW7yZbnUrzyYzyyDDMDn8v51/TH0ecsy/A4fF55jJqLbVKHeytKbS31fKr26NHw3F31zF1KeFw8W18T7dlrt3+8m1Hxfaabujmb5l4ZehFfk3+2XoWj/C79onxN4Z0Oymawa++1WcdtanbDHOizeXhc4Cb9o9lB71+v0ngHTta1FLy+ieaYb3kklC5mLNuLMMYPX8BX5rf8FXPCtvoH7U017bxBf7S0OzuGUKB91Wh7f9ca/qXIc8wWZ5g8NQT+Fu70Ts1036nwWaZXicDg1WqtbpWXn5nyhL4jtXXeLe6PP/PrJ/8AE02LxZYo+JPPj5/5aW7r/MVoyxj7qrx9KgUbjjI+lfYSoNdT51VIvoZNx4luPCPiKz8W6PdRs8N0l3ZsvzfvY2VsEfXb+B5r9EPAHimw8XeGdP8AFGmSM1tqFnHcQBhhtrqGGR2ODz6Gvz88TQiTQLgcfKQw+ozzX2j+zPoreH/gp4XjsJWkim0WC52SEkq0qCVgD6bnOB29cCvwbxmwFGOHw9Z/FdpejV39zWnqz9R8PcVUlVq0+lk36rRfmeuW/lkcj3qwiADbtrLt9TeOIM9lIzei45/Wmr4utjkz6XeR9tzRq3/oJNfzjKnUcnZH63TaNiC6nsLmO8tJWjkgmWSKRWwysDkEemDX6weFdd0/XvDVj4g028+0299aRzw3C4xIrKCG/HPrX5Ew+J9Eu5/ssepxLJx+5dtrfka/SD9krxne+PvgH4T0TwDob3NxY6SltfeZJsgt/JLwl5JMHaCYy20BmxjCkc18XxthZSwtGq18La+9X/QxrLqz5Z/4KwW6v+01oF0MhZfBNsvH8TC8u/6EV5n8N41iKgLxuwVT+L3FfSn/AAVd8JeFdMsfAd2s8epa9cXV5HNq0OVRYI1iJiRMkFd8gYE7mBJw2GwPn34dQbGjmZdxXj0PQentX754dYv6zwVhH/KnH/wGTX6HxuN5frcmup694MhcIqW/y5xhiRzn8a7qzt7ZbVftADH/AHckfWuQ8EuiqnlH+Hbzn8+ldksZjjXP/oNfVSOaR6J4J/bq+FvhHwBNBdeAdbvtea8dobdZIY7cx4XG6bcWB4P/ACzNflB/wU5+KOvfGD9rLWfG/iDRYNNmuLC0SG1t5jIqxrEAvzEDJx1OByOlfoDN4Y8O3C/vNHt93+wu39RX5+f8FLtLtdI/aLjhto9it4dtHUc8DdIvXv8Adr+lsirVpYzlk9LP9D8r4go0Y4PmgteZfqfOsm8Ns/lVaQEtuFTyAtyF/i7moZCGXJ/DNfWSPjImdrF35FnNMH27IWbd9BX3r8OPDsvhT4b+H/C0o+bTNDtLVl9DHCqH+VfAXi1YpPD98jjrZyf+gmv0bnbcScd6/mv6QFR2wFP/AK+P/wBIP1zwxh/vMv8ACv8A0opzbXXy2UH+8rVz914F8MidtR021l024Y5a40m5e2Zz1+byyA/JP3ga3p9oJYfhVWZwCcGv5yp1KkfhZ+rGG8vxZ0BvN8O+Po9SVdvl22tQlW69pocY49Y2r2X9kD9ojxFpnxl0bw98QvhxqM/268+z295p1yLmNJGBCvhEMjc442LntzXlUytu3CvQv2UtLbWvj/4ZgC7hHfGfoOPLRpM/morkzaOGq5bV9rBaRlqlZ7eVl+Az7e8QeP8AT9KaSXxTrFnpaRswZr+6SFQR2y5AzVrw5438FapZfatH8YaVdRnDb7XUI5FxnrlWI6/rXVNb2Gt6a2k6vptreWkifvbe8tI5oySMHKupH4YwRXnOr/sffs5meXUfDvwr0rR7qb782k26wqGzncIx+7zn/Yr8ZwzyuatXlOPolL9Y/qHN5FX4867Za19h0COKO6t44/PlKyqVMh4UAeoXJ+jivNreB441tLK2Fsu7KtIvH071B4mgOieIbrSdO1mV47W4khj85vmG1ioPCgZ4zRY61fzKlpMyy8bVjaT8z1HP5fSv6r4Xy3D5PklHDUW2kr3as25e821rbfvpsfOYiU6lRzaNRLS/kiklkhZnC/MUm2gdeccZr8zf+CsuveGNU/aA0+20rXLGa6tPD6W2qQwXSO0Ey3E52PtJ2thuVbDAYJAyM/pL/aL28m0zH7wUmIZx+H/16/JP/godawQ/tg+NkjiP7y+t5vmHPz2sLk/iWzX634e05VM6lO/wwb9btL9T43i2fs8tUd+aS/V/oeIz3dr52wXkZbOOGFJgr/D14qC/0nTb1dl7YwTD+ETRq38xWVL8P/DLBmtbKS1dufMtZ2Uj8M4/Sv2STq9l9/8AwD87j7Lq39xqa8znQrpRj/UMa+5v2eI8/BHweSD/AMizY/8ApOlfn1q+gPpGkXEj+JdQkBXbGskwPXOQex6DoBX378IbrVfCXw30Dwxr2iXFrdabo1vbXEbhWyY41QkbCcgkcV+DeNk5TweFhs+Zu19dj9S8N6Ep16zhrovzPRBHHt7KKja2ifrHWIPH2is3lvc+W3dZEZf5gVdtvEVhdLuguY3Vv7rZFfzp7OrHdM/YJYapBe9FliTR9Pu4/Ku7OOZc52yxhhn8a+7/APgnUvi7Sv2b5NAaX7PpF54hubizVZGZmi8uKNk+YnCeZHIdowMknvx8LWt3BImVPpX6QfsbeHjpX7NvhOzY8zWL3HIx/rZpJP8A2evkeNcTKGUxh/NJfgmzlqxtHVHh/wDwU+uIYrj4f6fbyZaNdUcqT83JtAD/AOOmvGvAVrcHy2Kg/wB3f0+tei/8FKpZ4fj34e0W5uN0cfhhZ0VR0L3E4P6RiuB+Haxkxt5bKu7G3B4X/Oa/avDqk6PA+DXdSf3zk/1PjswlfHS/roj1/wAIQMixxEZVOct6V3eiWet6ikkujTRx7WAk3xhs+nXp3ri/DMISNX3feUYKjGVPSvYPhtHDZ+HN7W3zSzM2eRkA4/pX1yjzSPOrSaiectHtGetfnz/wVWUQfHjTbmO2unmbw1D5y+VGsYiE0ux0bzCzksZFKlEK7BjcGyP0HmlZTsCcdN2a+If+Crvhq3tvGnhHxjE58y/0u4spFboFglVwf/Jhvyr+i8jqWzBLun/mfnufU+bLm+zX+R8ZW2q2N+7R2s6uy8tGeGT6qeR+VLLMD1YcVLq2i6fec3FhGzbsrJ0Yc9iOQfcVn/2fe2Ixaag0kf8ADHc5Y4xwA2c/UnJr7OTPhUh11pM+vJ/Y0HDXbeTGf9p/l/rX6F3LKxbbnrXwZ8M5h/wtLwvpupr5fneJNPiVkXckm64QYz27DkAZNfeEybC2D15r+XfH6tzZhgafaM397iv0P2Hwzp8uFxEu8or7k/8AMqSsduD6VVkYn5s9OKszhi2CfbpVeRWXGa/AYn6eRvGG5PT6V7D+wro/2/4+Wtzs/wCPLTrmZufVPLz+cleQOjodrqV4yAe9e/f8E8tNMvxT1jU/L3LDoTR7vRnmjP8AJTXk8QVfZ5PXf91r79P1BH2XZzojbTwMc5qw0+4cL2qmIxtxuqDxJqUul+HNQv4QfMt7OWSNQP4ghI/WvxOjTlWrRpx3bS+9ky0i2fMeo20OoX8mpjUtk0kjMyq25mYnOCD059zT7ePUY0zBarv6ruXJb/vnH+NUrHTtBt1a5hafz/uySS/Mw569x/X0q8PD2l6HpvmX2uLJ8xMfnSb5Bx0wOgz3Y1/bGHlGnTUUtFZHzNSnzbswvEWreKtNlJj0y1WONcOHDqf1OD9a/LT9uHV08Q/tTeLtV2BD9thiZR03R20UZ/VDX6ZfFBdT1NxpVrp+oQ2t4ArXWk3gWaDH8RYtkf8AAc8dq/Kv9o3I+PHjJN8jeX4ov4x5zEt8s7ryTzniv1Hw4hTlmNaa/kt98l/kfFcZc0MFTj/e/JP/ADOClCs1RFfK+YfpUkwJYnBqFiVGSSa/W5H55ErnRB4m8Q6D4WkbaNU122tWYdg7hM/+PV+iIs4LmA2lzFvRxtdeeRXwl8G9IHiX49+CdKfhU1o3WR6wJ5w/9Ar70tR8y4NfzL41YrmzihRT+GDf3u36H7R4d0eXLqlTvJL7v+HK8vgXSNRiYkyRswA3K33fYKQV/SqCfCS9S9aW3u7XycZi2RvHID6EhiD9QPwrrbME7QR71o2yEhT/ABV+E1MbiKd0mfqVHEVqfwyZxNl8P/HFldRpDdQGMt9+Sbcq/XgMfwFfpr8IL7xV4Z+C3hfw3pmr6HLdW+gWKRyWcdxdK37lMs4dYPLyc8ZZh3FfB9tCZbmGENy0ir+ZFfpt4e8I6R4U0SGxjjSGCzt0VpG/hVFxk/QCvhOMMU8RGjCaT1bsuuy/UzxVZzS5kvuPzr/ak+JPiL4oftH6v/wk8kMzeHpn0WGSGPyw6wSybsjv+8aQj0BA5xmtD4e2wR1WVtu7g/N932rzHR9Wn8V+K9R8VakXaXU9SmuriQf89JJC5+vLV7B8P4JpisUGd0eC2SOf8/0r+ostwdPLcro4WCsoRirLySv+J+e1ZOpWlN9WemeFrMCQFtx+XDc9DivX/Dtzrtjo9vbRWe6NYVKsu7vzjt0z715d4PtlQoZJAzSMu5uy5x1r2geGLK8gjktLKORdv34kDA/zrpsctWS6nkk0AjBO35a+S/8Agqt4btrr4a+GvF5/11jrj2i9fuzws7frbrX2Pc2eY2DelfK//BUa08v9nyxdgfk8VW+30/1E45r9+y+To4+m/NL79D4vNI+0y+ovL8tT885y5G1vpnPSqc43Hir10exx71UlXDcCvvJH51bUwvGmpanoukHXdGvpra8sZ4ri1ubdyrxSK4Kup7EHkHsRX6DXmmeI9OQnRL+O7XPyW2pMQQuAqqJlBbjBJLq7MT1Hb8+/F1ot34evIXHH2div1Az/AEr76+Cd9e6z8FfCGs6pOZrq88L6fNcSydXdraNmJ9ySa/mnx7puP1Kukvtxen+Fr8mfrnhnPmjiKb/uv8xDrtsJhDqlvNYSM2I/tagK3zFRh1JTJ7Lu3YxlR0qy6tjGOOorWvLGKWNldQwx91lrnb7wlPaL5nhvVHsGVMJDs823PHGYyflAPPyFCe5r+do1KU/7v4r/AD/M/U5RkixKxPf7uB+lfTX/AATm04b/ABTq5+8PskK57f61j/IV8ptq2p6XGV8RaSy7et1Z7po2HY4A3rn+7ggdNxxmvrD/AIJ/eKvDFh8ONW8Qf23beXfawkVqUkDNcOsf3EUZLtnd8oBPynjg14XFUan9iVFFXu4rTX7SFHfU+oHuViXaR/ntXN/FHXY9N8C6pIZ13PatFtBG4b/lJx9Dn8KvaXY+LvFEXnab4O1BI5ACs2tK2nw4JIYFXUzll4O3ylVh/wAtF4NSeNvh9bWXw88SJ4gvbfUo5vD97CbFNOjS1Csm7O197sw2Abmc8FuBkivy7KPZUM0oSq7Kcbrq/eWnX8bIVb+G0ux8y6vqPlfPpFq7xrlZJJo/4R3yu4Enrwe30rNe5kf5Z7Rts2CsrEk9jn39KueD/Cuh+CJ5G0Lw/HZ28isyWenKRAO5Plr+7zx1xnn61rHxPc6xGtlc2VvC3mfufNthvHGOmOCOM8Y56jpX9ix96LlHZen+Z83GpyNRkt/67GXZWlnDB9luQ7LIwYFpTlT26dBX5A/H68hvPjX4xvYpN8cvirUHRv7ym5kIP5V+x0PhzVjbNIbOOSZuVitGMgwD1L7QAceuPSvxL8R6hLqWrXV/cjLzXLySc92Ymv1HwvUvbYqcuigvvcv8j4njmcHToRi+sn+RnySknKrwagLHcwbjv/8AWp5kHHPr1b3qNjzjdX61I/PYnoP7JWjDVv2kNJuB/wAwvSry8PsGUQ/+1a+17JV3Yx+dfJf7C+iyXXxe1rxAOFs/Dkdsw/2prjd/KGvrixjBav5H8XcT7bi6pD+SMV+F/wBT944Fo+zyCD/mbf6foaVnGAuQMVp2qAjG3mqVkh4YDrWlap8vSvxutLU+6idV8FdCi8SfF3wzotxCJIbnWrOKaNh/C0yqf0Nfoj8YUt1+FniC2uZHC3OkXFvujPzbpUMY2++WH418PfsW6XFqH7SHh2OZdypNPL9GS3lcH81FfZ37Qcsf/CsJ9PuYfMS8vIImGD2cSdun3OtfJYyj9e4qwWG6OUL+jlr+COPHT5abfZM+O/Af7GenXN+y6Bq10JlDHy7uaDYo7f3SSPTOTXoT/sv694euWsrLx4luzR70E+j9McdQ4BHbrXYeAPDslzdyf2rp5aPzN0ahWZsg4PzYIPbkdB36mu4aDQNNhW+1c+Za28qmQyMQ0gz0LDscgdM5ycV/UUZ1vicrq21tfvv/AF3Pz+tUqKdkcT4f+DGmafooPiLxVczvsUyQ2gijRumf4S2OOmR6c15/4j+Jll8O79tGX7YiMxdI3VJMDjkEHv8Aj/MV7x8QNd8OaxIsvhrQpLS2axxNFJc78nJ+XJ5XP0PrXBjwS+qXTOJlt444UWOC2sIn2fe6s+0tXsZfKjPDqdWDV+j0a9bNo8XFVcVOp7nT0B7UqDG4r5+/4KD+HtN1T9nXWb7UIvNTTf36xjP+sKPFG34PKrfhX1ZqPg68DGQREbf7wryb9prwAdV+DfiBbmx86OzsxfTRsowwt3WfH0Pl4NftsadSFSMrbNM82tKFSjKN900fjZeIuflX/gVVJgrLgjn+dXr0NExRhhlJDKeCKzpiuc1969Vc/NyhqMYktpYCfvKQwx6ivuz9nyaG6+AvgtoCGEfhawiOO7Jboh/UGvhm5APQV9nfsdTy3v7Nvht7h8sovIh9EvJ0A/75Ar+ffH6jfh/C1e1W33wk/wBD9N8M6lsyrQ7wv9zX+Z6FLGCdwzVe5iYj7ox3q9IoxjFV5kOea/lOMtT9nMyVUWX5hX1f/wAE9bJPDXgPWPEGhW8Vrc3euPHPcQwKrOiwxYUkDPBJPXvXync2vmyFipX/AHa+uP2A3V/hJqloxYvF4gkPPcGCDH48GvC4slJZLKz6q5J9DWeq3VyP9IuJGYnJZ2JzUPj6SNvh5rTyltv9j3JYr1x5TdKjsTs6/pWb8ZNQuNK+CnjDUrefypLbwvfyxycfIy20hB/DFfl2B0x1JL+aP5oxqfCz558O6zayFbeCyhkQtmaARmSRTuOATwO3oTnvWvpvg62e/m1i3tdS8m4m8xLe4uH+R+xRWyEB9sDjpnNfNXgz9rjxZo06fu7e6jjZfOnuFZpGUf3TgHI/H39D1mn/APBSvwfh49S8MXcccb4eSOQfd6ZO4DqeOcY/Sv7fo4TEQp7HxeIlep7v5nsXxSbW/Bnwc8Qa7ounPata6Vd3MkkP+sOyJmzkjjp9T2wOa/Bu8mJf8a/Xj4w/t1/CXxf8DfFenaT49/s68uPDd9HHp+oWEh89mt3+VX2kAn7o+bknPHb8fbqfEmOnev1fw4pzp0MRKStdx/BP/M+F4rvKpST7N/l/kDSDPy9BTS4JBK1D5jdc89aVZBuyD1NfpEpHyfKfR/7AekzR/wDCXa8+DHPcWVonsYo5JD/6PFfTWn4OE714B+w3YS2Pwtvr6bpf+IJpY+MfKsUUP84jXvulk5C4HvX8W+IeIeI4txk/79v/AAFKP6H9DcL0vY5Dh4/3b/fr+puWceQAtakMQVeBWbYMSwC1qQkKnNfmtXc+ojse/f8ABOzRft3xg1PWZLQtHY6G+yXbxHI8qKOfUrv/AABr6b+PN8sWl6ZpJvDE9xdNIgC7t21dpBG09n/+vXjv/BNzQJbfwn4l8WMfkvNShtkHvEhY/wDo4flXovx0srvXfFdvbwozQafpvmH92W2OWJO3Azu2gdM5wBivM4WofXvEKDeqppv7o2X/AJNI8jNp2w8r+SJvCuhRQ27m3uWAZfmSZhubC53DnOOpI6etaGv2Ghf2dHZQ3LNdSrJErRsCQzLwByPmGASAegrJ077FpXl6jvt7z7Mk0Qu5LiIGAAkOFYkfLvAypIPyH0xWafC/h3SdqeKTpDeH7eT7aqakqpJHfs7QptOHGxgWQsWDIUHB38f0jGKPiJS94m1zw5o3inRNS8J+MzNGtvOsM0aTTQu0ihZFZZlPCENw3c/KeQRVzwP8N7NLCSLw2Z/KjZUkVrppFDbQxxk8ct0qfxJb+BNWvdM0PU7y8WaRiLe6h3FMeSG8tnjyArIQy7sbtoYcjI24/CKWrZ0W7a1jZV3eTAMOcdTkgk9ue2Peux1nGmoX2OZYeLk5dzwXwz+01qgXytf8J6DrUIQtdXSWaafqM455Etm0ajkf88j25qj4/wDj9Le6HdaX4f8AhTeyW+pWskU1vN8QC6yRMpVh/pVk2MgnkNnH4GvO4dRsYHfUIHdZvnFuskfO0jO9eSvyk5GccZyCKS/8cadrVq2kM377zQd3C7xnO3jPA4P5deo97C8XcQUocvteb/Ek397V/wATtxGSZbUlfkt6Nr8D82vjhpkWhfFzxRo9vpzWUdv4gvEitftfneSnnNtTzdq+ZhcfNtGeuBnFcbcbWwVB/wAivWP209Mm0n9orxAj2hgjuFtpYflADg20YLDHB+YNkjvnvXkkp5z0Ar+gstxTxmWUa8t5Qi36tJv8T8VzCisPjqtJbRk0vRPQinKkHOMdK+uP2ENRfUfgfNp8gYf2b4gurce+5Y5v/atfIspGOM19O/8ABPbXvN8M+J/Cnl/8eupQXvmevnxGPHtgWw/Ovybxww3t+Bp1Ev4dSEvvfL/7cfX+HlX2fEKj/NGS/X9D6BkjzktUEkKsobNWyNwyfxFRSBfxr+M4vU/eShJDuC8V9UfsB3EbfD3WtPR/mj1rzCvpuhjGf/Hf0r5flQD5tvevo79gVmg0/wASbclWubclewO1+a8Tij3smn5OP5oD6UtoyDuIrD+OCeb8C/GkH/PTwnqS9u9rJ6jH58VvWkquwJFYfxxW4n+CPjKOwiMk7eFNREMajlnNrJgD3zivzPAf79Sv/NH80c9X+G/Q/GK+uNVtBJHbTTLIny7j8qg/ge/v/QgYt9c3dykL3Miru6xyLuRGX1OcBgw98EVv+IdbsGjaa3jkhkVsq/UlumQfb+nc1zN1ot74h3NcyTIsnEbeWxUkZ9Bjn6Y9q/0Eo8i3Pg5+0lqcz4t1ySbSrzSZ5jcefG0Zk3AAAjnkfU/55rwLXdC1fRp2WePzIw2FkjU/qO2PxA9q9x8b6PHoUcI1DVocSZ+z7kAdmxk7R35OOma42fR5ZJWu7hZHVAf3jD7ox6ev16V9RlGZ1ctv7PZ7rozxMwwNPH/Futn2PL/Pyo5qSNwV6V1mr+DbPVXa4FpNbyEf62NSvPuCOfyrDl8F69a3KxQItynXdGQrD6gn+tfZYbiDA4jSb5X57fefMV8lxVHWK5l5b/cfW37J0LWHwU0dZW/10l1Nx3WS6ldf0Ir2TR5FO3y/rXh/7PXiXTF+GWh6NFeobix02CG8hwQ0cgQBgQQD94HB6HqMjmvXNA1aKRlGRzX8fcURqVc4xNSS+Kcn98mz96yuCpYCjBdIxX3JHbae2MYPPfHataNcR/e7cZrE0a4STbz9a20XCbg3avhasbS1PXjsfeH7D2jW+l/s36Tc26fPf3V1czH1bzmj/wDQY1qx4v0vUtX+JUkttqMUcS3scbR+SzM5RFypOO5AXAPvz0rb/Zs0SDRPgP4SsLBP3c2iwXPH96ZfOY/m5rOGq3dxrsl9vhjkkvlit2ntXbYXlVnVyB8ny4wScfdPGNtLwvw/t+Jsbieya/8AApX/ACifPZzU5aKXdkt/NAklu2jzTSeWrwfZbW4dpJFYR/vCS4kk2lsk4OM8/cNONu2qeE5INOLSfapmM1zfxo4tMPsEjCTYH2lWO4nJAyN/GUlgvLpY9Tl1NbOa6iiAeWQGeOJ0O9PNjA5yy/NkcDqSKb4V0EeDku9Zl8b6nqVrd6hHL9k1i5RksGODIsL+Xv2li2EdiAOhAzn9+5j5P2bNDXtN1Wz0B7SxYzX0kch0+JhHCrNlsOrrkDAAKqx6BQ2CzEweDtIsb21ur+bxVbaRcTXsjXTa6siNM/oFikVRs6dMlTGxyWyd63ntY72Ce3tM/ZriT54Zz5b/ALwbD90HcVfnkjP0zSWfhjRtWkkn1TSIZpGVHZvM2ncVAOQpxn5R064qZeZt9k/OA+JLexuY9N1e/wB14wKq8bOdozwPmwT9RgDHUniuWPjSw0bXwuvTv/Z/mNG005UL5pDYHXc3AJOcHA7YIPF6x8XfGNqyNaalHNbqv72BlPmtxliGbr/vEDkHnmo5fHttPMovdN+7xNGjNl/m/i6A5wcds8+lfRUKMaNSM7J26PYurKpUg433PLv247mTUPiRpviKMqLa70VVt9sZj5SWQn5SBjh1xx0PHGK8OnuAhyD+Oa9x/bAvjrGg6HqiwxxmzupoWj2/NiVFK5OOR+5bHoSeBXgEt1uPt7V+8cPYuOJyalNea9LM/Ic6w0qGZVIvyf4ImmuGPzDFfRX/AAT11AwXnixC/wDrI7ElR3wZ/wDE180yXC/dJ/8Ar17X+wvrZg+IuraXn5J9HMv12SoP/alfH+KVP61wNjYeUX904v8AQ9Xgv91xHQl5tffFo+xjeowxmkN3G3FYsd27nBPSrCyHH3+9fxLKjys/oU0GljLfM1fRv7AU8bxeKrT/AJ5tZOv/AALzx/SvmgOpTANfRH7AEyrrHieAv/rIbM/e9DN/jXz/ABJG+S1fl/6UhM+oLcruHt65p3imGK58IatBImRJps6lfUeW1EMe3GD1+9UmvxG68J6lBEgZ5dPmRQeMkxsK/LsNpi6b/vL80Y1F7rPyX/4VfZuiy3E7LHMwEi3cO0Ke+WOR9McfU4zj+I/hrHJcRyWulyMkUxWN7WTesmWHAKD/ANCySfXt61qGleI9UlW20K5ktbfiT9zIhKfLz8vcYHBIAODk4FVRYWfhSzheaxvJJmmkj8zS9PVgCAXClVUDbt5L8ggEA5Ir+8Y4pU92fB+zqT2PB9T/AGZdB+KviKz8YX8dwTo7ELH5h8l3UkgfMe3BPbpn0NyH4Q6Ve2N1DNoturRRkmK3OzzMer5wSCVzjnJGATXs2uz+OL21SDT7CzuI13vI1xG8Lf7A4IVRkLleSOM8kAWPCU0N5c/2D4h8AyXEyLCYfJuZFwxVgMBlDKSM4PIPzEHrmpZlVdknohxwW7lueAX/AOzlogs/KfR51jVSzttZ0QbQR8xyc4PtkjtnNZ837H41SL7R4X8QCRZlDpbtHtZBjoxJPP0x0PHGK+tYPC2paqn2VtB023sJZtt3Hdf665ygyFCc/KpBYnPDc966y3+Cmg2epwX3h7Tre2t7ecN5NmGQzlSpGdp+Zemchjkcc/LWf9qS1tI3jRoxj7ys/wAD8+rj9mb4leHrzZYh0mjZljaOYrgYx67sE46gHoeAQTZ0LWvjX4FVH8R+Grq4hWTbItzZvGw7fLIoxwc9Q27sa/RE+DGD/Y/sLRqUYvJGq5iUnn68Z6EYHAJBG1kfhnwdNLB/bjWsDzK72sN0dpGAW3DG7cODwXxnIIyePNxUqOKi1iIKS/H7zso4qpTsoXPjrwF8efCd/KtpqVzJY3AbZ5F8oTJzwA2drH2BJ9QOlev6PqdvqlqrWkiybuBtNeweJP2efgfqNyNO8Q/Bu1dbhS97NeQxp5CdMvIDzwAflYDB5I6Vn6b+xn8JNEuv7e8C6pq+mwXF1iG20jVBLAFChgI45llVVZSrHHILEbgNtfE5pwxh60XUwsrNdHt96/yfqexh82nzKNSO/Y+7rSPTvA3w90XQ7RhJdR6LBDp9gj/vZFjhVdxH8KjAy3TOAMsVU8r4RtA0MCXOiTBjIGEhkLeWzgoAccso3dx2zjIFR+FtPvf+EVXUbnXbia+vlX7be3EgleUDAUkIBsUZzsQhQOgAwDtPpHjS1vbe2u/Gmlqs0gWNrqALJO4y22NG6kSEA/e4O7quK5+BeG1w7hajm+apUacn00vZLyV3q9X2Wx5+YVvbSUb6Iy9aleTU5Z5tPRoVXCiS2dTCrhUOxww2nDIwJ5HZhyKjfQU8R+H49Jgurho5lK3H2xdjyD5QGyvKkK46gkk8gEVc1PV9B06NNPvtVR2aVnhXz2jWL92x8ncuTGC0MXLfxdOozM2leHbHwzDNFYX1rqM14UnS8mfdcwhmRJWPG4rHEoyTuwqgngV+gUv3nU8tx5Sj4e8Np4Jgg0W7uXkXzh9nWbcfmYqSEOSVx3bAx83bJGT4r8WafotxGs1todrJJzcW95rIhHmBEDOp4D54Gdqn5eRk8ay3ul3d1d+HtRu3WWJQ/wBnuYlchPm2uOc7cdPXjrzUek/Du3giZvEKaVr29s281xCiSxrk5DFfvZOcDgKMAAAc7exqVFdWK92OjPyRttQ0xIlurKzFqvl8O6qm4+4+8+Tj14Y5xWDf64mySwh01kjEjCRpQDIxOBuIzjHHBwTgdM5qx4jnju7gWrqqSfZ38ppGHzN0AAOARz7YII54J838Q2njXW9Ut21bxDcxxwQ487T1ZU4OQWUsvmEnAbAPG4HaSAfqqUeZ7nO5cq2uWP2hdRutY+HDrHMrwadfxSthl+UkMnJ/iPzfXv0Jx4HLf8/er1b4s6prereGJvC41KdraFQixLIEQlWzvbAJJGD1yO4ALEnxHUIdR0rIvRkE5DJ/dzwSMnHbPpX6Nwvj6OHwP1acrSu2vnY+H4gwNativbwjdWSfyNSS9DN8rfhXp37HutvZ/GmGCIjFxp08UnqRlG/morxePUfNGQe1d9+zNq7Wvxz8PsDhZJp0ceoNvJx+eKrjKP1nhfGU11py/BN/ocfD69jneHk/54/i0j70tZsjnn1rQtpd/GKw9LuRKq8/hW9aRCReO1fxHWjys/oYmUDAywFfQn7A5i/4SXxBF5n7w2luyru6qHfJx9SPpmvn1UYdzzXtX7Cs9zF8abuGNW8uTw3cFvl4yLi2xz26mvnc+jz5TWXlf7mmDPsKBiq5z9avQjzrWSJlbbsIPTnjtVG1AZvmq9D8kLNnb8pr8jo/x4+q/Mxl8LPgPTvB2oG/ilubGDVRbwq8PlRxsEkA+Xk8qvfjqBjnrV7XPAsOqRLZXx09YdQkW4EMmGXYi7VUYDDH90nGAe56dF4Gni8Ut9vazk0+W4mka6RYxMXCkPjdt3O+GJVTkIGJwelbvjLR5LK6tbLRYG8tG3eTuV4WGP4U6M3X5uSQSfSv7aliaa95anxsaFTm5XoeW3Xhi70nTYbXw94ovGmVke1ggV5be3AYnLA8FSRgrgtnaO+RP4c0/wAV3122j+JLSzuZlSQ27GzRZIHQjLhVYDdgyMCQBucDptx2Gk6rpemzz2Et1fWumzQiRl+yqWdscAfKCBg9u20AjkVYtbm/fSHvfD9zdXLKscjPNGB9kIDZfjc38IPb5HHHznZzvGKNuRp9zqVCUr8yt2Zi6LpVroDyWEli14q3AeWIznZHGw3FSpbhQ4fjBBHZ1BxuWWv29nL9k8OfD28eO13Sx3Fneb3PX76u4fO0Y685OCNi10UWmeF/EmkJ4t0/TrVjMGTUpfOdVjm3HKkAY3ByFPPUBmOIyWxXsddltftnhXS2WPds3TLgptwoj3ctnlQFLLwU5JznqjiuaPvQi/RNfl/kcrw8U9JNeruWE8c7rc2M3hSbT/s9wJL5LgA8h92MMuATt8zeAPu4BGRUsUthr01xbeK7TT5NLdXuF8q3WQpsXDbm+9kBVPIyRjjoC+xOtf2etn4g0y2eOWdVdJGLbI3bOxs5G05AxgEgg8FTnS/sXT105LNtSjimnaN/s7qxhhjRiw2jDHLAM53YOE4KhhjOrKjUit4+X+ZdOnUpydrNd+vyCxt/C1l4rawutea3/tSzYLo88KBZY1hGI/ujeSiZC9SN5525qTwh4B07QfGV1J4I1zVtMF0kUT6erGSziWLf8sYaLdGNh4xtVWXABUDOlpttNpNsj/8ACWKfNVIrqC8YyqsbfIpODkbM/dGUI6g/MRsRXOseD5xql/ZKZJp0/wBKsxsi2nOVy7blI+Y+w7DFaUpUZJxgZVadWPvSPRfB822WFtVuUmVdzLOse0lVZhzgYJxwzA9ewro/EqXbaMtwumWuoTQou2xaQhwxxI+Dzk/NEBnH3Tzyc+d+E/EXhbXfEsmjayt3DeKsZh1CEfK0RaRT83Cyt+7bKlcYZSASpK2dVg+Iml3ejXOk/Ei11Se3WMzS3Cr5l8jyu4R0jAERVV3eYuARxsHy7ajRjE53Uk5G3oF78LviRbT37tZ3lxHPGmoqrfaPIkhleLkx8Fk+zSdCMFcjk5OmkHh+x0pLbRds1w0cs2n2F9MRvkYKHQbs9DI3TO0EDuM1tUv9OshdaRJp959oN0JPOtWWOYtEEgBDj5Wy7OpJYEjcBwDiv4W8T3nijSFWPVFhmWPdO3kkBcSvIpDAqdv7vaQfX5sA4qo8qlZGnvSiO17w1oesTabcw28scK7hcLb/ALuJW8oFGOF3IOXAGQuXPXseH08PX8c0Vv4qsWWGZx5lrfedvzK/LFUUbvUAYHQZAzW7Yia1s5mtfPjhkl2rEx3b/LZV3LkY3ZYN05zXMeKrX4ey+MroeIvG2j6femxt3kt9ZhjKFCZAkkZl28so+bazAFRwp+91RuVJH4YahrdzdFpZ9QWHZy0kv3hj6HP9P1FZ0/iC5uVkSTUZGVcr5iq24HbjI7A57dOe1d1488EQwtvihVWiBM0yZPtjPoR0ySfpmvPtS8O30Oofafs8yKciJpAR8x5PynkfU8jkg9TX19H2djGpOUtDnNYgdbNhLIZpJCwy/wA3zAn5gAMc9uMVxtxptrv+zajs+VmQC4kLnHcbicjqMZJ9s13mo2TyxOvP7xVXDdFbnkdM+2f61zOrWNjp8vlXkC7edssyY3egJPb6YP4A57adSxx1KZwF54fkW6kbRHeVVbPlRxnaFzwB6d+57ADrW38FPEEulfFrQJJIisy6pHE0bejnyzj8Gq1faY9jbt5tw0nVvlGyNPy+vX68cGm+FrO3PiDSfEdzFHGthqME+/J4CyKxwQDxx2z7V3Vs0qSy6th6nvRlGUV31TRwRyyEsZTrU1Zxkn62Z9xeGtdKfJLJ2H4Gu40S/imUHfxnNeO+FfEFrqdnDcW9zGzmFGby5AwOR1BHUdcEZBrtPDmumN9rOPlPev5fx+DaurWaP1mMtLo9I3h125/KvXv2IHuo/jVK8Eu1V0O4Ey/3l8yHj2+bafwrxDSNQW5RTv7dK9t/YlY/8LsMazFf+JLcMy/3xviGPzIP4V8XnNNxy2sn/KzQ+yrQMTu2/jWlBEZQyMfvDHTPUVnWTKf3a9q0bbgfIOd35V+Or3aiaJkj5N8HQ6ZFpd1d6NqDW99HK6zLa2oC+X13BdpJ3HJP93gYxnbmyaxo9zrg0H+2JkmLqfOkvQyicvnnnJ+8rYxgkjovTsp/h1aX2ly6lrcF5bySRs15GsrqFHl5UkFFb7zDIwNuGDchieJ1zSdB8PajF4s0DR7i8sLiZY5LWeEGIYJ+4Sq7cqBwM5IA4ywX+zKeFq1bXaXZXsvveh8m8VTj8N38v8ixrOgX0Vj/AGwpgubdiCrWqmQqM4LyKVyvfAxksD2DVraC/wBj0ux1rUbVln1G3xY/2XAimRgSBI+4DLbmGM9WIB6NUmj63P4i8UNB4O86HbNtaa3m3RzxAHKtHjkBc7eMYdfVsbvjDTm1+RU1NY7Kbd5Md0u7bJ8u0A4UnqXhVs4x5j4GNp56cYyTnFnVKUotRmv+B5HMeHdS0uLTV8MiwsoVYtdTw/aHjhhlVAdxkYjOSm5UBUFUBzl+es8IN4h1Tw7ayatDHDcRbJvJhmWSONJGwqjBwQVPUcsA4xuCscnRvAPiTwldWs93PAbqS4C3ksNnub7ygR4y2QQMHAAYyeWxBIA0PhDrtx4m07+xo/DraZc2N7Ims6dcuriJVDKrRSqQrqR5eHVs4QDhiwHoYT2ihaXQ4cVycz5dbkk2laD4UjufEer2klrHCqvcSWdqzOASAXO0OXPynPOCVbntToYfDmsq+sxXUMkDKj7o12MIuqbc/KQEUKFIIwuO/Fu+tW1qebwjoU+pQ3SzvDLPfJ93O4qItzDzIyQUKg4I5zkc51jLaaV5g1xNSGoW7stvNJ5jqCpUFtpJ3qV2sUO4kcgjg11VqMqlPmVm76rr5Mxw1T2crSvYzbrxrpXhiT+09fsLqCSOVVZo4BI8Qk4XzNzAxq2yT2IDBc8V23hvXjJbrrei3btFaq51CN5I2DbWJwcFg5OYyGBAAHUhqzfDM3hy61m3jtjayXdnZeTZ3yuzSkEMxVyz/vFyzNtYgqQep5rW8MaVquo+JrGytU8uGR9k0ccQGY1bzGfkAbS+F+UccZAxmvP9l7OpGPN/wD0XU5qcpWO0uNT02PTobrxFoTahcXGo/Zbc7UbdMQ0T8AnKqPtDYOQAMEA4FRpD8NtG0DT9W1bFp5hVobNrdmEEoRYysagfKiRx7cAFgsrYA3ACOLS/ElrompLpOuRWd3KzS6XMbHdBBKq7N7x7wWDkl+CGIc4ORmuf+KEGrHw7aLqmlNdagF8/ztHiMimXC5ZYmOTETGePmIEo+bJXPq0f3kkjyJR5btGh4ZvNGtxJ4g0bxor6ncMvlzXHk5dhM8wgbYQxDSSpGJCGYALkk7i+94Q0VdBs2ku4LeHy7h4Jp7RsNcFAsP7xygZto3HcOSE4OKj8O3tlpOi6TpVj4dnj/tiTMcYt9hMPnRpIHViCp2k9Rzhs9hUHjf4h6l4dtbS9mutLt7P7ZGkurahqJhWVmVpgm4Iy4MOWUnbyF+b5yBrTpc1TlTX3pfmHNLlvYp6f8Yr608QLZgTizuryUreGRGkt8M0yoIdil/ufeZht3ZCsCK6iLxt4H1LRNP1BtT0qZpLZS099eCJWO0ZEeEbgEnIPIJ6nNeFaV4mj8azXPiDwto9jHDp+La4u4vtVzE96gzICfLiVkdN+12J4KFVZWFekfBD4f/2ENa1zw/qdpp9vqd4om0+zthhZ4VMTzM5cb3fau75QQUwSxGa6fep6Sa/r0NJRjKKcUz869R+HkemW8KalZ2ckskkkrbLcSeXuJIAVsleCPbgEDGQPN/Hfhc3Mk19BpbJCBlm3KcLkgE8HnpgZ5xxknNfbXiHwTouuazNY6LZ2cNuG2eSZFWZpO43NnLsVVjyQBy7DFcT4/wDg74aZfsGjW3y2vz3s9nJ8o3EAlN+NxyMBuDk8YGWXDD5pPnvKR6M8PHltGJ+dHxU1j/hDtX/sHSfDtzeXbSfvLRYdzIOnO0GuKufC/jzxGvnalpEOnFfmtY7nPmDGRvxg4OD0OOe4xx9wfE74L2+jaTJ4g16+ls7DcyQvIm53bG7ao+9kAcnGOwycCvnG3/t74pavNoHw00Wa8hs8far+42pEox/q1kOd7Y+9tDHB4HAJ+nw2MVWjzRW27PKqUOWpaT+R5fpvgiysb5Xv75nkVdrLPNujK85I6dff/wCub17YSXy/arZY1ijO237MRjJbnHtxjoeK9ST4Ka/oVk7appE1xeSR5UCLGDgkfLk/Lx1PJ/SsXUPhV4t017G9uPDN0VubxYrj7UrBUUq53jA4A285yOemTmsqmI53udFOnCmrnKaJdeNvBN6uqaJefu2wZrMsdsg6HHXDEDrg5IXIYACvafAXxHstfVRKfJukwJoWIBDYPGMnBwM4yQQDgnBx5ffeHfFFvfzR2sDN5LnogbAP9cEce4qtBb6rY3qzxTstyVJLMTuUehH4A/gD1Ar57NMrw+Ywu7Kffv6nqYfESoWtqu3+R9XeFNYEiLhx6Y5/Ovff2M9eSw+O2k2rR7jqdtcWqsf4P3Rmz+Pk479fxr4f+FXxkAni0nxC6wzdPN6JIR1x7d/UAHPTJ+sf2TdVS/8Ajl4Mlt5A2/WDuIPb7PMSR+Ar8Z4qyutg8LWhUVvdl+TPdoVYVopxP0Tt02nO39KsT6lp+k2rX+pXkcMMS7pJZWAVF7k57Vzfj/4k+F/hpoq6v4jvfLM0ohsrWJS813MQSsUSDl3IBOB0AJOACR5hqdh8VvF/iGy8f+PbzUNN0+O+VdH8I6UxLMpyPNu2SNtzYIO0FY0baN4wZD+TcM8JZhxFWvD3Kaes2tPRd3+C6tEYjEU6Edd+wninw3qcV1FD5lre6dHIszSXSnfAd6ncoPDtnYNv3R8uFGCKg1HwrceIvCcjOgma7UwK1q0xEUTvgyOG67VY7G2Bj8uDI0gJ5X4zfHLTPg/rtnp3jnXLSHSriOR5ITpFxKjQBFZkaeLo4HmlcqCwLEqxKBu80qOHRdAWDRtQ+wtPefbrx45C0ghUK2wIwZj8xVeQTuPH3M1/VUVakozjoz5KVOUanPB2ZhaN4d8L/Dezh0ezF48l4vlNfLMsskTkndygVC2TsViBlixHypk5PiTwrb3kei6loBs7yeJjbXU0LqZbpN0aAjJ+4uxQu/KHaobBIA9C07UI3uzDoxt5EkheSRrROpUiMLljyAvyqARuJlZSCBXKXN348fxtJcaDpsMllIq2v2TmNCzBWNw/zDzFIxyNxCJMp+ZTnndCMrpaI66dWa1e/mVfCT+KrjUI5dWst1nGxe41CaQCRG2pGEVGAYM3TIYkb0zgxELu6TPG3g3UtcsUure4hjllkMm+OWIBmUMckbcgNhcsBlTgbsUaabHRtK/4R2O7kmuLOPfND9llkI+VnaST5Afm5YZ+UmRgAABjUivLPWvD4kHlWTXSrJFHZgRqsrJ+6JyPlBjKE4AJWRRzsrp96MLI57KVTm8zH0DVvEEgW9tNxuI/nlmurr94pO0SKNxOUCrk5IHO5CSCBT+I1r/wkGkSSpbSWt1CqJe3UTKrBdp2sAOfQbgNpwTnnA2vFXw1vfEHhSPT9K1W702RvJmZbO6Zpvkcu6I4xvEqNsDEk7WP3nUCqWj/AAx1LTnWzTxEy2sluq3F1MFF8qHkRvIVUNHyQVwpAQckkg1h4yppNs0rSjPRI8W+Geq+KNJ8QahAbue4s7rbALi8kb5AGwiodv8ABkZ3BS2T9T9NfDHWNHtnutdidbhLeBLW3vjISV3bQxKk7sgBDkjgE+hFeXePvgA6+KdLh8Ea3NZ2NpIkkd15jhjncW3SSYAIQ9iMD7oHb3WDwBH4J8H3GtaV4W+3zSaeby8jmk2x+YuDEjICBtVQATx/qwcHmuucKNaaqW1OOVSpTpuCejIdA1ca/oVr4htrma8s7ixikg/diONlEY+QxgBmKyO/3s8rgg4Jp/8AZtjFrC6df6LLeppErXkdxeRgrHLGgTYm0AFiWbt/EMc5Ah8OzahfeBdOvbvwrJY3kOlxL9hkji82FYoNzAYwoZndgBwctghTkCoLXx1beK7D7ZqEcdnPD5DR28OPMkVvNdcnexwq8kHkryQCQc5ytsKnG+50gii1Z7MW8lu09rG8YuZV4baoLg5IG4u56nqaxfFGkxzXKw6nJE0E1qsc1rPY/aEZ0/du5Ut91yxbaACGG75g2AWXjjTbvxqfBtpCs3k27SatIsixpZZVJmVty9ZElRvvb9rBsYYEeS+If2gdY0P4myeF9Qklj+xR+f5NxbopSPeWXcWB3Bs54/iOM7lIAoyXQ7cPRliLqGtj0n4Z/CXwR8P7rxDbwzfaLPULkXVxpc1000cJihWJseYN4UqGyoyvGCSoCjtEsYiJLbTH8mNJ2LCGNVy5Vd2cg56dQcZz06Dxj4RfHTwv4putS0jXtLs3u7iMw3FxHCZWuWZYwGuAMnIAwS2AAQOAOPaNPXRpEa9vLW2Mczf6Oy3zFGVRsGxfN2ouFU/KACSTyea2u5epNWjWoy5ZI+X9N0CAp9vvxLILiQrcSMoVZlJ+5GG5POevTq2ec6B13QdI8RC3sNEgbT9hV1Ex2tn7zMR7DliTwAB0OaPxAsW0LRrvxR8S/E+n6OlqrGRriT93Em4AZ29ASwCoMu5wDjqNbRfBGn/Y0vtU8T28cSxrMxjCgRxFco7k4+bOMKOnBz6eBRjiOa3LZd2enUqUeW/NfyR5z8Wv2bPhT4z8V2/iL4q6Zf6tBbzLNYWrN5NpIpXAdlRsnHI25w2AGHyqVra58MfBCabb2Wm+FoYTHJIY7OG2S3MbcgttA6jk87cdT7fQzeDvCHiLRLJNTu/tVquHtW84B2ZiO6kAZGeOAOMcA1J4f+FnhOUDXDoBhmUYtobheikA+uSeOWbJxxx29OUcdUtGM/dWxwRrYWGsou54N4B/Z00vULSTxF4j8PRoykLaxhw2IgMb2IUdMng59eM8aOq/sw6DaWtzqepW9u0a5ICw7fl9DjkkD/62M4r6JY6DpZbzZYo1WMny9vVQOm0EnjB4A/WuL8U/EKLw/wCI7fRr3S4Lya8Yy2OmWvyTso5VyHyG4jY5AHO3ocV2Q57cqepxuq5S5j5z1j9j7w/cQyfafC7RSybmWOSPaeBknHbHPr7+tcDqv/BPLwprVvN/Z+szW8xk+WZohMsjbf8AV7TgkBuPlZT6EE4H1frN14piN5qviDwoPt15bBIpjcn91atjccKn7ticjlWLcZKhio5+1+J/gPWtbtNBeK6s4bWM20NwxEdjaSJ8sgLtjoc5c7WJHTkA4+2rKXunVGS5dT4w8Sf8EyvEUkjQaF4iUyWnlItw8OPOmz9xWXjfnkkAAHA6c13H7HnwI/aG+FXx+8O6VeWml6tZWl8ztdR6moSHYGXBJXJU8rlA2QQQABz9jS6b4R1O0W5vZ9kP2eRluYmP2e3iiceYDKSNmfnY8k4Vs4J50LJvhOH0+30XXdPabUIUkgaG+hLXEMpQxtH82B5n7uNG4+8oBHArzczo1M0wsqFWKnBr5672a2OqjiIYeV72ZJL8EvDvjj/isfFWpWfiDxNa+c2k32oZWztpw3yrFEN3lxqyKOA7EAlmcjJ3vG/hnVPiNdrb+HNais4bdY4xqVpfSKskhyHRYUO102kr8xONzOCrKrjVs9K0jav2a2WSMrlmZsqGVfyCKFOMdtx6sDWNrPj7StMvWtIb8Lbq3zXW4CPO4qy9SxZiF2xgsSNijk15+ForC0YUoRUYx0SS0RFT95Uck992zl7f9lj4ZWuvW2p63p13dW9tMLzybiTMLTgkRlISSB5YxtQ8Mdpbexcnq3jttKkkuJ7OOR1j2+XIhCtzxGmP9YUJxuAO55DjGCBJZ+KR4jsIJLSSZo5F82PzomVkkUbjIxGfljzgg5DSNjgiqk08+qXE+mNu/cvtkZikgRX+VYiCfvFfmfeMEvtDZC16kakqmj6GHJymVqT6PY30t9cQIlxwqtGoYAScZBYD5FAI2jhsNkFxzL4WsPCkepz3Ul9FHJHPtmmaRSs0gY43FS29s7lZid/32P381g+Or621mVra11iPZu8i3Xf5qSSptMhXILfcOcjhmMLEZ34tfBPQNK0q2n0WwsruGaSNZrpRDIId+Q2xZCAHIZgMKTgKuMgkHojTjy3MpSLV1oPhDRZ7jx5rupm1ZmlNnLcOV3IQ7NIWIG3cXbBztXcNu0PirGn6aLi3t7SXVbe6utSjW5u5Ibr93I8rhkCOAVz+7IXBGCcEDeKueMY4W1vRdB0eD7ZLPcS3WqLZ+U4S3ji/5aHltp3Ngqu8nyTuySrX9V0ixtdTk1i5MbtJIsi+YdrRAA8Hb93srFeMeVIM4JGkldK5FPyMKLTzfa/JNpt9Cu7bFJeW8HmNPFCH2KSDnDSGSRWwSjFhwMit3RrXWVu7zUNYuY3tpVKRqEJMhA54XhkI5weMkg+lUE1W70PTrXXpbLzJtUmhW8k84xyJEFYIfkU8qgAKjC8MRjdWz4i0HR/FEdqdTjvopk2pLdabLJCxVdxKySRspZOThTkfPwQxzRJRuX7xZ06w0+OJPD11BHHbXzYRltSzDn5Tt5yUA3gEcL2wDXS2Wq6vPbPZTSiPYZLpnktSY5oEQooT5hgeZ5bFcnj/AHsjA8Oavu8WudMslWe100XUnm+ZGzq7GONCWzuOzzCAScYXn5uLPiG08TeILtvCutaZDeaY8nnQ6layGG5ttsu4RmPGxwo+zrkyqXHJXOVNRcY6I5qkby1Kkmk+L4PHtyb7VIZtHurFftEgmINpdQqrSKYyh3LMAOjDayMNp3Fq6KXREi06O81C3hb7RYyQ3SzSD9ylxudgxIYYH3eoGGJyO6eDvEM00l1a+JbVFuI42El1GxCXRkjiUSAHnIKuvBJHIz1FaWuW5utAvraKOWF/s04jtFzHGY0j8shcAHI5wTjnbgjmq3FrcwNPt9MtLd5rK4kvJJLy4VmXyyBCFxBnp+7IZgoOSCrcYxjjdR+Gvgn4j6rH4h8a+FY1vbOOW2W4lWMu3lFfnVwB8uSxB+U/PkgcCm+IL7x1pGs2ul+GbSPVv7GubCz8QafEGSRoZl/eyQlQ4l2MVZo2VQy5+ZSnPWado8WtOLq1KrdW9q2ImmLfZ7iZj8gz0HHpgjt6E+eJ00aipy5oux4H8Uf2XPDmheCft3hy1mtJoZIVuy0LTLkuADuJOQODw2G3NwMArj6no2s/C/ydNvPHUlnJcQ+Z5GmrLcQlcnDgEEoTk9cA4AGdtfQ3jLwhbeL/AAzf+DvF/hS11bTNSM0WsW9r5irLE9vsdF2YdDyMMpBBZuRgZ8t8M/DvTPgNocPglZNQ8TXG5ppNU8RZmuhG53xwmXIEoTcy71VQTnKht2dqNary+8z1qObVKaam+Y+ffj9+xJ4Q/aU+LqfED4gfGbXF09bcfaNDt5t8BkQEK43ACMkN0HIzgYyTXURfAazbS9N8DfDLTbzT9B0qT99I8h2XDNhgygn53DBm3Hu56/MB698KvAGq6P4Bh1H4i22nyqqtI0traui3LE/LtSVmZFGerHJwWwoJrrvCvh/S4Le71Sx1mNdQ1O32STW8jMlrHztA5+VuSRgADHG7GW441sVW5aUp6R2XQ82cqNJOcY6vdnO+EvBcumvZwXE0jfZSUtxA33ADhhlc/NkNk5Bz3BAx1GmO+sSy2lwkk1uJD5jSTY+62OACd2QOc45HfPHM/DGDU/BPh278MeLtdj1EnWLhrG4W6ebzLZ33+Y5JxGQWZRGpI2ouclia6TQbKxTVrqXQtFgtYZNhmvOPNm4O1RnOFGW5OOvTqTUXGE3GMrmc+acVKSscf4l0z4w2fxQg8SaZfRyeExMILnw/JFGsVxt84eaJdvmqxLxNuwU/c4O1SWHXW2r6TcOupafGzTs7QWtuV3SRMv3mYnHT+6CQQuV3Zq14i8O+INW0SaHwzbSeWzFbq6upgw3M3RQWH+1heANv+zgY9r4H0vTrddBTUZ4LiNGW9uo7zy1jXGOSMMfvZUfmOQtb1JXW1jCFolO+8P6T4svPJi1K4aSK9PnMyBXlkj7DIxtU9x8vQc4FYGq+CfCPizU2EiyaxOhaSKTUNu2ANtHBIwYztBO4lmOBnAIHU6/4Uu7aCHSfDGmXMtxfBYjJMrhYbcfwFiRjd82cdyQfUyTeB4NN0truW5gRZJUke+TOyQhRlo15ICj5UP0YD5gD5tT2m6O+nKmc1o+qaro+sp4fuNJsZLZmNnaq8iqscBOW3nb0zuZ8ZzkDGQSdqfwNpF94ksfFWp/YLe00No/sLW7Kvm7Y2QtICuFUb8qFIPyjkYAOTrfgKXUtRtTp5SG4eP8A48/MH7pe3H8QAzuOTkjHPUTP4L8UR2lpa22uxszXwk1C4fc0gVVYhowD1L7SSck7wBzgjmo4rExk4ONl3Nq1GhKKalqdD4Y8cQatquopZatY/wBmwkfZnaNlleQPIbjcCBtyxjIVS2eBkliBpw6X+7W5fTdt41w1zHJNIJPKcAq0zqvy7Y8hj2MjBcjvzum+AYX8UXd3fw2scNpcI8YtbVt+BliXJ+VyOR/ESzZIAAFdjc6Vb6nHKL59qzOiTQ5I3Ko3RwMfujGfMf72AerDGD2kpS2sZ8kYxVncxdYuppL5pobcrI7KV3dY5SPlQ57gN5jZxuaSNdxDHGFrgSNJNK014WWdfNuo5LtssXBH70nl0IVwSTlo1kz80fzdT4y1TULTQ7yXbHcXbW8/2Vr2ORy7FTkSAcku7HI4J5j6hDXk/hzxfr+ra648QyQlYVkaGC4swqQjYvHzfOd5QEncx5b+/k9FKm90wlU01R0Gl22m6jq0zS6jNcSWU7MpuoEjmjy3mqOCMZDsWYKrEzR5yUOd7RN+rWbapaTRrbxRquEDfIoG4EnJAXceNy4CbtuNtVdNvbXUNQmk0/wrEqW22K3vXmO90dNxkYICY1YucMwGSwBGQcX7qGDQ75IoLCVZpo1haRY4/wBygErjgfKRvLHAJyXYD7ox1epzy96Wh01hfQ/8fNyyxvNtCo+wTbs7RjsWBHqdrEjG1hhn9o2s8bTvJbPbwWvlyOreXCuUyCh5UJhuBknZKy9Y65ebwhZeJfCVzpqeIJvt00TG1mN+6bZQwwCQcFWUorBvvBlzjaQdLwloF7ongnT9G1fVLjULhFhjvtQ3lfNKru3ZyWYli5+YDJ3AjJql8F7mNmqljJ1XRrnTrJL3w7pUN5HZzjy9Ourryd6vJ84WUyPyobgFQMggkBtw0Y/EuseH9Ku49StrKH7NZNJbwiTe6IWKKpKZPDZAbBzk8jGK1fEmkafqVnNbG/urVFgRpmtbhYZBj6gDoAeuCW5HauV1BJIJrfwvoGlGSS8kMUNxY4WSMbVyx3ZB3F5D3yRnnoZl7yutzopy6M9C+HNpZ6o9r4mjlPmXsJM1q7eaZYYtwQB2PHzsG9Bvx6k9MuvaDBpUxvbXy4pkiuFs/LfcCzllUqmem1RtHXGMHODyul3UkHhyMtYPZ5t4bG2kdtzQ+YR8/QNzkZBwcpzyCBa0+bw/p+txwCN44rmZXhmlJXYseV2Zb5tyugPOOZOOnBflRyy96TZY13xRpc/ir/hH/D8dot5NHBcx/aOQpUTxhfJBVlVXhG4kdGCgA8rttFYeP9FutIuY2iW6hRGk2lcOzCQ8EdtoP0ryLxF8bNF8IfFzS/g7r+ias2oXli13p+sW0KtbedM27yJHHKSF8YzhWDuCcgBvWdY+32N21/ot/HJcwW5aGO6YlZFChGBC4A++McZBOecnNRjJag/I5y3aS48cXksOizR3XlzSxXE05VWghAiwcEDG6RmBPJxg5XAGsYdJ8+58MajdLDPJJFFtZeW+QuDnkbt3Q8DkfQZt6sviDV4rpNV8u8+z2MV8tncD5E8yY7XXJwWaYk/3ig6gCvMv2xPiv4g+DHgvw7400+1szZR+KJDrVxeK7yRWyh28sCM7nHkrNgYPzbfx0fvSRUIyOxg0q5v4418J+Irpf7HkvJriSS4fzLs7GTc2HIk+d1Yl8kNEeGJBHF6V8H/i3r+s6l/wtjV49ShhkQaPfWNwf3qkHzCyFR5eSAwjy+wPt3ybd7aHhSe0+Eng3VviCJ9V1SObTTqZsbaHzbjzLqaWee3VVRcN5oKqHOdzYLZIxZ+Evx68N/G3wh/wsLwVo+pXFtNeNBNCsUavBKsUTEN+8UEFXUggvkd+1aKpXp03KK93RXt1M6kac5pPci8ZeH7+fwheabY6y32yW6XyZPLVS0xbGAANv90ZOD6k9a5f4i+DNasdHj/tDX+FkQeTCu1Rx83TAyRleh65oorzK3u03Jb2O7Dvmkk9rknhN11G1Eby+Xa2KtcXkqjBjUc8Y5J47dh34q58LtN/tjxRcfEnT7m4XR7uNzHaCReCT/rmyu8u+CMbtqo2MbuQUVll0bU0+5rjn+8t6Hdajrr6JPD9mn/eXaxQRx3Ee6PG5cAqMZ6j9OeM0eBtGl0K0XWJ7yS8M7FpJNoUysSS0p/LgYyB6nmiivSk3ynAorQteJrqPVrlY1jk8vy91xiTaQjAKsakfd3N1YAkKuBjPOPf3b6hf6fc3OF02wbdtRAqfu8fvCo5KqSAEHOeecCiiuOo9kdEe5NNc/ZbWS6+yR7pySY/MIAjABC9CAQgHr8x9CcZvg6w0CezOoaOZordZJPOXy1Xy2QnzGwPvN05Ocsyk5wSCitJQi6Ll5k02/aWOwWEXEkkCWUZX7QisDwDMQpjTPJKrkMzY5OMdxVTVZDFOum25eaSNd1uGbG9ix/eNggHc6MSpOMIqnAZsFFcaOg4rVvFFnrHiKTRbhZFhtvMMzJ95kUheD79ieQNhIzGCYbvwwL2+bV7jTYfsf2G4ikVZX3b2ZEIUBgAmGYcBSACeWbIKK6n7jshbmp4a0DRfA3h1dE8OaVHbW2nNj7Oq8RFhkseRuOGBJB5G7gEgVY1TR21Hc12CsiqSy7/AJVyCORyGI28H+9zgZJBRVR1RHKrleNQNIOmazarJOrOZEsY1VLgqcOOduCd59FHmgfwkhfCniZvFen2etWsaLDPhrkwoVZlXPXJ/vJIMDI/Oiit+WPsbmO9Qs659n1CKKZr+6t1SYu0lvcMhZlX7pHIYfvPQcduBTfBHgkN4ysYZb+4H9k7ZzGpw0rZV1O5WXoHjGCCCiMpHzUUUqOuhOI92ndGlqkOv6h8Utc8FSX0K2fh+OG+W3RGDb54RkM2cON5mIwFxhRjucnR/EviODU9Z8EXUey40mX7HbyNcmQzxOREZRwAn7xGwmTgAHIyRRRWVTcKa2RuXstxc2sd5qvhSz1i6sNVhe0MiojQzJGuWQsDsPy9j0wMnmrnjEeJfEXgtl8Fan/ZuqSW++G8nUTeSzPnbhshlG1R247jFFFVGT5QlFKRDoena5f6Tb2/jJIH1KaForyS2jELPHGCnO0kcHcQAT1PIzmmxQ3thYRx6uYriP7L56+dGG2swGTggjjb6enfNFFZVGzqo6j9L1LSDbi8n+X7RdQQIqx4VmDvKMjB6lWOSOp/LM8d/EbRfAV0p8U6d/x/TSNbvaofnCBEYsARg5HcnjvRRW1P3qauY1YxVSx//9k=" style="width:95px; height:117px" />        <img alt="Dibujo de video juego

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

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

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

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

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

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

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

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

Descripción generada automáticamente" 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style="width:194px; height:86px" /></span></span></span></p>

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

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

<p style="margin-left:47px; text-align:justify; margin-bottom:11px"><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;"><span style="line-height:107%"><span arial=""><a href="https://www.fecyt.es/" target="_blank"><img alt="" src="/_files/_event/_80225/_editorFiles/file/mcin-fecyt-web.jpg" style="width: 720px; height: 146px;" /></a></span></span></span></span></p>
]]></description>
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					<name><![CDATA[Taller de construcciones a escala en el CEIP Gabriela Mistral]]></name>
					<description><![CDATA[<p><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;">La investigadora de la <strong>UPCT </strong>Macarena Salcedo, junto con dos estudiantes de la universidad, llevarán a cabo el taller <strong>'Construcciones a escala'</strong> el próximo lunes 7 de marzo en el <strong>CEIP Gabriela Mistral de Cartagena</strong>. Participarán en la actividad, que llevará a cabo dos sesiones, estudiantes de 5º de Primaria.</span></span></p>

<p><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;">Este taller forma parte del programa de actividades de las <strong>‘VIII jornadas de Educación para el siglo XXI. Miradas desde las Ciencias y las Artes’</strong>, que promueven docentes ya jubilados. </span></span></p>

<p><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;">Con la actividad de 'Construcciones a escala', el alumnado podrá elaborar modelos semejantes a los edificios y sistemas construidos en la vida real. Estas estructuras a escala son en realidad juegos de piezas con distintas formas y geometrías que imitan a los distintos sistemas constructivos empleados a lo largo de la historia de la arquitectura, desde la construcción en piedra de la Antigua Roma, hasta las estructuras trianguladas de acero actuales, pasando por la tradicional construcción de tablones de madera. Los estudiantes podrán enfrentarse a la resolución de problemas de equilibrio, de estabilidad y de resistencia de los distintos materiales según la geometría de las piezas empleando la creatividad y la lógica al mismo tiempo.</span></span></p>

<ul>
</ul>

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

<p> </p>

<p><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;"><img alt="" src="/_files/_event/_79788/_editorFiles/file/mcin-fecyt-web.jpg" style="border-width: 0px; border-style: solid; margin: 0px; float: left; width: 720px; height: 146px;" /></span></span></p>
]]></description>
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					<name><![CDATA[II Olimpiada &quot;Ingeniería en la Edificación: Construyendo con Ingenio&quot;]]></name>
					<description><![CDATA[<p>II Olimpiada de ingeniería de edificación</p>
]]></description>
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				<Placemark>
					<name><![CDATA[Conferencia sobre el proceso urbanizador de La Manga en el Casino de Cartagena]]></name>
					<description><![CDATA[<p><span><span><span>El profesor de la UPCT Salvador Garc&iacute;a- Ayll&oacute;n, imparte el pr&oacute;ximo jueves 11 de noviembre a las 20h&nbsp;en el Casino de Cartagena la conferencia titulada &ldquo;La historia del proceso urbanizador de La Manga: luces y sombras de un proyecto singular&rdquo;. </span></span></span></p>
]]></description>
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					<name><![CDATA[Cursos de Verano. La Agenda Urbana Como Herramienta de Planificación Urbana Integrada de Nuestras Ciudades. Como diseñar y elaborar planes de acción integrales y participativos para el desarrollo urbano integrado y sostenible]]></name>
					<description><![CDATA[<p>
 El Objetivo de este curso es proporcionar a los participantes el conocimiento y las herramientas necesarias para afrontar la elaboración de Agendas Urbanas y Planes de Acción como herramientas para la planificación y el desarrollo urbano sostenible e integrado de nuestras ciudades. Este curso se dirige a estudiantes, a los responsables de elaborar las políticas urbanas, a los técnicos de las administraciones públicas y a todos aquellos profesionales que desarrollen o quieran desarrollar su actividad en el campo de la planificación y el desarrollo urbano sostenible e integrado.</p>
<p>
 <a href="https://www.upct.es/cursos/cursosverano/curso.php?id=655&cat=2">Programa del curso</a></p>
<p>
  </p>
]]></description>
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				<Placemark>
					<name><![CDATA[Cursos de Verano. El Patrimonio Cultural de Cartagena: Ciudad y Territorio]]></name>
					<description><![CDATA[<p>
 En el presente curso se abordar&aacute; el Patrimonio Cultural de Cartagena desde la perspectiva de la relaci&oacute;n entre Ciudad y el Territorio. Las sesiones comenzar&aacute;n abordando la riqueza paleontol&oacute;gica de la comarca, siguiendo por sus valores culturales, donde la Bah&iacute;a de Cartagena, se convierte en un punto esencial ya que su puerto y su posici&oacute;n geogr&aacute;fica ha sido la raz&oacute;n de la Ciudad a lo largo de la Historia. Nos adentraremos en los &uacute;ltimos avances sobre su topograf&iacute;a antigua. Tambi&eacute;n se abordar&aacute; otras novedades como el proyecto de renovaci&oacute;n del &aacute;rea portuaria, Plaza Mayor de Cartagena, o las colecciones del Nuevo Museo de Isaac Peral.</p>
<p>
 <a href="https://www.upct.es/cursos/cursosverano/curso.php?id=650&cat=2">Programa del curso</a></p>
<p>
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					<name><![CDATA[Charla de Carlos Moreno: La ciudad de los quince minutos: vida urbana y proximidad en la época del COVID-19]]></name>
					<description><![CDATA[<p>
 Patricia Reus, arquitecta y profesora en la Escuela Técnica Superior de Arquitectura y Edificación de la UPCT presenta la charla online de Carlos Moreno: La ciudad de los quince minutos: vida urbana y proximidad en la época del COVID-19, dentro del programa Cartagena Piensa.</p>
<p>
 La charla tendrá lugar el día 11 de febrero a las 19:00h</p>
<p>
 Enlace a la conferencia:</p>
<p>
 <a data-auth="NotApplicable" href="https://us02web.zoom.us/j/87187935570?pwd=QXpsOGtHSFZtVy9XaW9mNmxwK3J4QT09" target="_blank">https://us02web.zoom.us/j/87187935570?pwd=QXpsOGtHSFZtVy9XaW9mNmxwK3J4QT09</a></p>
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					<name><![CDATA[Víctor Martínez Pacheco. La Impresión 3D como cambio de modelos de producción y consumo]]></name>
					<description><![CDATA[<h2 style="color:black;">
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<p>
 <span style="font-family:arial,helvetica,sans-serif;"> El arquitecto por la UPCT, Víctor Martínez Pacheco impartirá una charla sobre impresión 3D  dentro del programa Cartagena Piensa, en el que vuelve a colaborar la UPCT, a través de su Unidad de Cultura Científica y de la Innovación.</span></p>
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					<name><![CDATA[Ciclo Sociedades innovadoras para ciudades del futuro. Proyección de la Película Flores en la Basura]]></name>
					<description><![CDATA[<p>
 Dentro del ciclo <em>Sociedades innovadoras para ciudades del futuro</em>, la Cátedra Abierta para la Innovación y la Participación (UPCT-UMU), el Ayuntamiento de Molina de Segura y la Federación de Asociaciones Vecinales Interbarrios han organizado la proyección de la película “Flores en la Basura” del director José Antonio Romero.</p>
<p>
 Presentará <strong>Longinos Marín</strong>, Vicerrector de Responsabilidad Social y Transparencia de la UMU, que a su vez, después de la proyección conducirá un debate coloquio con en el director y algunos de sus protagonistas.</p>
<p>
 Inscripciones gratuitas en: <a data-auth="NotApplicable" href="http://webinar.molinadesegura.es/" id="LPlnk114913" target="_blank">webinar.molinadesegura.es</a></p>
]]></description>
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					<name><![CDATA[Conferencia de Carles Manera: Los retos de los mercados]]></name>
					<description><![CDATA[<p>
 El jueves 3 de diciembre Carles Manera impartirá la ponencia  por videoconferencia, Los retos de los mercados dentro del ciclo de conferencias Sociedades innovadoras para ciudades del futuro.</p>
<p>
 Carles Manera, es consejero del Banco de España, catedrático de Historia Económica y expresidente del Consejo Económico y Social de las Islas Baleares.</p>
<p>
 D. José Antonio Cobacho. Presidente del CES Región de Murcia y exrector de la UMU será el encargado de presentar la ponencia</p>
<p>
 Inscripciones gratuitas en: <a href="http://webinar.molinadesegura.es/" target="_blank">webinar.molinadesegura.es</a></p>
<p>
  </p>
]]></description>
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					<name><![CDATA[UPCT LAB]]></name>
					<description><![CDATA[<p style="text-align: justify;">
 <span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">Selección de talleres y charlas online, realizados por estudiantes y profesorado de la <strong>Universidad Politécnica de Cartagena</strong>, con el objetivo de divulgar ciencia y tecnología.</span></span></p>
<p style="text-align: justify;">
 <span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">Las propuestas de <strong>#UPCTLAB</strong> están dirigidas a aquellas personas interesadas en los avances tecnológicos que la UPCT desarrolla en la actualidad. #UPCTLAB pretende acercar la ciencia a la ciudadanía y poner de manifiesto la importancia que tiene la investigación para mejorar el bienestar social. Esta actividad estará disponible en el portal <strong><a href="http://tv.upct.es/" target="_blank">UPCT.tv</a></strong>.</span></span></p>
<p style="text-align: justify;">
 <span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">Los talleres que se publicarán con motivo de la <strong>Noche Mediterránea de los Investigadores '<a href="https://mednight.eu/" target="_blank">Mednight</a>'</strong> serán los siguientes:</span></span></p>
<p style="text-align: justify;">
  </p>
<p style="text-align: center;">
 <u><strong><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">23 de noviembre</span></span></strong></u></p>
<p style="text-align: justify;">
 <strong style="font-family: arial, helvetica, sans-serif; font-size: 16px;">“¿Sabes qué hacer antes, durante y después de un terremoto?”</strong></p>
<p style="text-align: justify;">
 <span style="font-size: 16px;"><span style="font-family: arial, helvetica, sans-serif;">Por Marco David Vásconez Maza y María Cristina García Nieto, estudiantes de la <strong><a href="https://caminosyminas.upct.es/" target="_blank">Escuela de Caminos, Canales y Puertos de la UPCT</a>.</strong></span></span></p>
<p style="text-align: center;">
 <a href="https://media.upct.es/videos/?vim=MTQwMDA=" target="_blank"><font face="arial, helvetica, sans-serif"><span style="font-size: 16px;"><b>Pincha aquí para ver el vídeo dirigido a estudiantes de Primaria</b></span></font></a></p>
<p style="text-align: center;">
 <a href="https://media.upct.es/videos/?vim=MTQwMDI=" target="_blank"><b style="font-family: arial, helvetica, sans-serif; font-size: 16px;">Pincha aquí para ver el vídeo dirigido a </b><b style="font-size: 16px; font-family: arial, helvetica, sans-serif;">estudiantes de ESO</b></a></p>
<p style="text-align: center;">
 <a href="https://media.upct.es/videos/?vim=MTQwMDM=" target="_blank"><b style="font-family: arial, helvetica, sans-serif; font-size: 16px;">Pincha aquí para ver el vídeo dirigido a </b><b style="font-size: 16px; font-family: arial, helvetica, sans-serif;">estudiantes de Bachillerato </b></a></p>
<p style="text-align: justify;">
  </p>
<p style="text-align: justify;">
 <strong style="font-family: arial, helvetica, sans-serif; font-size: 16px;">“Música, sonido, luz y ondas”</strong></p>
<p style="text-align: justify;">
 <span style="font-size: 16px;"><span style="font-family: arial, helvetica, sans-serif;">Por David Cañete Rebenaque, profesor de la <a href="https://teleco.upct.es/" target="_blank"><strong>Escuela de Teleco de la UPCT</strong></a> y Antonio Manuel Huéscar de la Cruz y Joaquín García Fernández, estudiantes de máster de la UPCT.</span></span></p>
<p style="text-align: center;">
 <strong><a href="https://media.upct.es/videos/?vim=MTQwMDg=" target="_blank"><span style="font-family: arial, helvetica, sans-serif; font-size: 16px;">Pincha aquí para ver el vídeo</span></a></strong></p>
<p style="text-align: justify;">
  </p>
<p style="text-align: center;">
 <u><strong style="font-family: arial, helvetica, sans-serif; font-size: 16px;">24 de noviembre</strong></u></p>
<p style="text-align: justify;">
 <span style="font-size: 16px;"><span style="font-family: arial, helvetica, sans-serif;"><strong>“Mucho más que piedra”</strong></span></span></p>
<p style="text-align: justify;">
 <span style="font-family: arial, helvetica, sans-serif; font-size: 16px;">Por David Navarro Moreno, profesor de la <a href="https://etsae.upct.es/" target="_blank"><strong>Escuela de Arquitectura de la UPCT</strong></a>, y Ana Martínez Arredondo, estudiante de doctorado de la UPCT.</span></p>
<p style="text-align: center;">
 <strong><a href="https://media.upct.es/videos/?vim=MTQwNDg=" target="_blank"><span style="font-family: arial, helvetica, sans-serif; font-size: 16px;">Pincha aquí para ver el vídeo</span></a></strong></p>
<p style="text-align: justify;">
  </p>
<p style="text-align: center;">
 <u><strong><span style="font-size:16px;">25 de noviembre</span></strong></u></p>
<p style="text-align: justify;">
 <span style="font-size: 16px;"><span style="font-family: arial, helvetica, sans-serif;"><strong>“Cultivar en Marte usando hidroponía”</strong></span></span></p>
<p style="text-align: justify;">
 <span style="font-family: arial, helvetica, sans-serif; font-size: 16px;">Por María del Carmen Martínez Ballesta, profesora de la <a href="https://agronomos.upct.es/" target="_blank"><strong>Escuela de Agrónomos de la UPCT</strong></a>.</span></p>
<p style="text-align: center;">
 <a href="https://media.upct.es/videos/?vim=MTQxMDU=" target="_blank"><strong><span style="font-family: arial, helvetica, sans-serif; font-size: 16px;">Pincha aquí para ver el vídeo</span></strong></a></p>
<p style="text-align: justify;">
  </p>
<p style="text-align: center;">
 <u><strong style="font-family: arial, helvetica, sans-serif; font-size: 16px;">26 de noviembre</strong></u></p>
<p style="text-align: justify;">
 <strong style="font-family: arial, helvetica, sans-serif; font-size: 16px;">“Coches ultraeficientes para mejorar la sostenibilidad energética”</strong></p>
<p style="text-align: justify;">
 <span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">Por Rosa María Bueno Jiménez, José Antonio Lorente Sánchez, Juan Pablo Montoro Mouzo y Marta Sempere Frutos, estudiantes de la <a href="https://etsii.upct.es/" target="_blank"><strong>Escuela de Industriales de la UPCT</strong></a> y miembros de <strong>UPCT Solar Team</strong>.</span></span></p>
<p style="text-align: center;">
 <u><strong style="font-family: arial, helvetica, sans-serif; font-size: 16px;">27 de noviembre</strong></u></p>
<p style="text-align: justify;">
 <strong style="font-family: arial, helvetica, sans-serif; font-size: 16px;">“Fraude en mieles y otras aplicaciones forenses de la Palinología”</strong></p>
<p style="text-align: justify;">
 <span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">Por Manuel Munuera Giner, profesor de la Escuela de Agrónomos de la UPCT.</span></span></p>
]]></description>
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