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					<name><![CDATA[Valence Asymmetries Seminar]]></name>
					<description><![CDATA[<p style="text-align:start"><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;"><span style="color:#999999;">UNIVERSITAT POMPEU FABRA | CAMPUS DEL POBLENOU, 52.701</span></span></span></p>

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

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

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

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

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]]></description>
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					<name><![CDATA[HEALTHCOM’26: Comunicació, Terminologia i Salut (invisible) de les nenes i les dones]]></name>
					<description><![CDATA[<p><strong data-end="295" data-start="260">Barcelona, 1 de octubre de 2026</strong><br data-end="298" data-start="295" />
<strong data-end="354" data-start="298">Auditori del Campus Poblenou (Edifici La Nau, UPF)</strong><br data-end="357" data-start="354" />
Carrer de Roc Boronat, 138, 08018 Barcelona, España</p>

<p> </p>

<p><meta charset="UTF-8" /></p>

<p>La jornada <strong>HEALTHCOM’26: Comunicació, terminologia i salut (invisible) de les dones</strong> dona continuïtat a les edicions anteriors (2017, 2019, 2022 i 2024), consolidant-se com un espai de trobada interdisciplinari per a investigadors i professionals dels àmbits de la salut, la lingüística aplicada, la terminologia i la comunicació.</p>

<p>En aquesta edició, la comunicació i la informació en la salut de les dones constitueixen l’eix central de la jornada. S’hi analitzarà com el llenguatge, la terminologia i el discurs influeixen en la comprensió, la visibilitat i la qualitat de l’atenció sanitària, amb la participació de professionals i investigadors de la medicina, la infermeria, la psicologia, la lingüística i la comunicació.</p>

<p>La jornada s’adreça a professorat, estudiants, professionals sanitaris i especialistes que treballen en els àmbits del llenguatge, la comunicació i les ciències de la salut.</p>

<p>HEALTHCOM’26 s’emmarca en les activitats del projecte <strong>COMCALMA (2025–2027)</strong>, centrat en l’estudi lingüístic de la comunicació entre els professionals sanitaris i els pacients grans. A més, la jornada ofereix la possibilitat de difondre projectes de recerca mitjançant pòsters o altres formats. Les propostes es poden comunicar a través del correu electrònic: <a href="mailto:aina.mcfarland@upf.edu"><strong>aina.mcfarland@upf.edu</strong></a>.</p>

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<div align="center" style="text-align:center"> </div>

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					<name><![CDATA[MELIS-UPF Biomedical Research Symposium]]></name>
					<description><![CDATA[<h1><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:20px;">The <a href="https://www.upf.edu/web/biomed">MELIS-UPF</a> 2026 Biomedical Research Symposium will take place on June 4 and 5</span><span style="font-size: 20px;"> in the PRBB Auditorium.</span></span></h1>

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<h2><span style="font-size:20px;"><span style="font-family:Arial,Helvetica,sans-serif;"><font color="#000000"><span style="white-space-collapse: preserve;">List of invited speakers: </span></font></span></span></h2>

<div style="margin-left:36px; text-indent:-.38in; text-align:left"><span style="font-size:20px;"><span style="line-height:36.0pt"><span style="unicode-bidi:embed"><span style="vertical-align:baseline">— <a href="https://immunometnet.eu/board/rafael-j-arguello/"><span style="font-family: Helvetica; color: black;">Rafael Argüello, CNRS, Marseille</span></a></span></span></span></span></div>

<div style="margin-left:36px; text-indent:-.38in; text-align:left"><span style="font-size:20px;"><span style="line-height:36.0pt"><span style="unicode-bidi:embed"><span style="vertical-align:baseline">—<span style="font-family: Helvetica;"> <a href="https://www.rcglab.com/"><span style="color:#000000;">Roger Castells-Graells, Biomolecular Design & Structural Nanomedicine (CNIO)</span></a><span style="color:#000000;">, invited by the MELIS predocs</span></span></span></span></span></span></div>

<div style="margin-left:36px; text-indent:-.38in; text-align:left"><span style="font-size:20px;"><span style="line-height:36.0pt"><span style="unicode-bidi:embed"><span style="vertical-align:baseline"><span style="color:#000000;">—</span><span style="font-family: Helvetica;"><span style="color:#000000;"> </span><a href="https://www.ircm.qc.ca/en/researchers/michel-cayouette"><span style="color:#000000;">Michel Cayouette, McGill University, Montreal Clinical Research Institute (IRCM)</span></a></span></span></span></span></span></div>

<div style="margin-left:36px; text-indent:-.38in; text-align:left"><span style="font-size:20px;"><span style="line-height:36.0pt"><span style="unicode-bidi:embed"><span style="vertical-align:baseline"><span style="color:#000000;">—</span><span style="font-family: Helvetica;"><span style="color:#000000;"> </span><a href="https://www.ucc.ie/en/apc/people/principalinvestigators/johncryan/"><span style="color:#000000;">John Cryan, University College of Cork</span></a></span></span></span></span></span></div>

<div style="margin-left:36px; text-indent:-.38in; text-align:left"><span style="color:#000000;"><span style="font-size:20px;"><span style="line-height:36.0pt"><span style="unicode-bidi:embed"><span style="vertical-align:baseline">—<span style="font-family: Helvetica;"> Athanasios Litsios, MELIS-UPF</span></span></span></span></span></span></div>

<div style="margin-left:36px; text-indent:-.38in; text-align:left"><span style="font-size:20px;"><span style="line-height:36.0pt"><span style="unicode-bidi:embed"><span style="vertical-align:baseline"><span style="color:#000000;">—</span><span style="font-family: Helvetica;"><span style="color:#000000;"> </span><a href="https://search.asu.edu/profile/1938294"><span style="color:#000000;">Carlo Maley, Arizona State University</span></a></span></span></span></span></span></div>

<div style="margin-left:36px; text-indent:-.38in; text-align:left"><span style="font-size:20px;"><span style="line-height:36.0pt"><span style="unicode-bidi:embed"><span style="vertical-align:baseline">— <a href="https://rosamcorral6.wixsite.com/rosa-martinez-corral"><span style="font-family: Helvetica; color: black;">Rosa Martinez Corral, MELIS-UPF</span></a></span></span></span></span></div>

<div style="margin-left:36px; text-indent:-.38in; text-align:left"><span style="font-size:20px;"><span style="line-height:36.0pt"><span style="unicode-bidi:embed"><span style="vertical-align:baseline">— <a href="https://www.unige.ch/medecine/phym/groupes/miriam-stoeber/people/miriam-stoeber"><span style="font-family: Helvetica; color: black;">Miriam Stoeber, University of Geneva</span></a></span></span></span></span></div>

<div style="margin-left:36px; text-indent:-.38in; text-align:left"> </div>

<div style="margin-left:36px; text-indent:-.38in; text-align:left"><span style="font-size:20px;"><span style="font-family:Arial,Helvetica,sans-serif"><font color="#000000"><span style="white-space-collapse:preserve">There will also be flash talks and posters by MELIS pre- and postdocs. </span></font></span></span></div>

<div style="margin-left:36px; text-indent:-.38in; text-align:left"> </div>

<div style="margin-left:36px; text-indent:-.38in; text-align:left"> </div>

<div style="margin-left:36px; text-indent:-.38in; text-align:left"><span style="font-size:20px;"><span style="font-family:Arial,Helvetica,sans-serif"><font color="#000000"><span style="white-space-collapse:preserve">Attendance is free, and registration is required.</span></font></span></span></div>

<div style="margin-left:36px; text-indent:-.38in; text-align:left"> </div>

<div style="margin-left:36px; text-indent:-.38in; text-align:left"><span style="font-size:20px;"><span style="font-family:Arial,Helvetica,sans-serif"><font color="#000000"><span style="white-space-collapse:preserve">We look forward to seeing you there!</span></font></span></span></div>

<div style="margin-left:36px; text-indent:-.38in; text-align:left"> </div>

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<div style="margin-left:36px; text-indent:-.38in; text-align:left">“Unidad de Excelencia María de Maeztu” CEX2024-001431-M, funded by MICIU/AEI/10.13039/501100011033</div>

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					<name><![CDATA[VALENCE ASYMMETRIES CONFERENCE]]></name>
					<description><![CDATA[<p><img alt="" height="283" src="/getFiles/hash/MlJWNxIGMiBTY3IGNyEWZykTYjF2MlVGOgDMwUGM2QD:cG9ZQkw4ZGdqb3JLYTYzUElSWG1YNEFpMHZYd0trckdUbGppdmNCd0d4eDRMaDdwSWltcjRqemVDejVMTkQ2elNGK25wS2RxeTFMeVRoR0JtQlZaOU9nWWRoMU1hWWUySTJpdEhvUGtMbXdPRGRCc2d5MitBbEZNaVJwOUJGaDdKWXRPZU1mWXViODNMY2F5L0RFRHNVSWJ1SC9GYklTbFdQM1FEUDRWRytxQ0hRb05hTFgraWRYOXhuRldWSDNpVHp0YlgvRFVLV0w5R2tKSWJ6dDJrQ29lckxWSmRya2I1MlJnUGlTVDJwcz0=" width="755" /></p>

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<p><span style="color:#444444;"><strong><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="font-size:16px;">VALENCE ASYMMETRIES CONFERENCE: 19/03/2026 TO 20/03/2026</span></span></strong></span></p>

<p><span style="color:#444444;"><strong><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="font-size:16px;">PRE-CONFERENCE WORKSHOP: 18/03/2026</span></span></strong></span></p>

<p><span style="color:#555555;"><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="font-size:16px;">SALA NAU | UNIVERSITAT POMPEU FABRA | ROC BORONAT, POBLENOU, BARCELONA</span></span></span></p>

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<p><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="font-size:16px;"><span style="color:#333333;">The first </span><strong><a href="https://www.upf.edu/web/valence-asymmetries" rel="nofollow"><span style="color:#990000;">Valence Asymmetries</span></a></strong><span style="color:#990000;"> </span><span style="color:#333333;">conference is nearly here. The conference will will take place on </span><span style="color:#990000;"><strong>March 19th-20th 2026</strong></span><span style="color:#333333;"> with a pre-conference workshop on the </span><span style="color:#990000;"><strong>18th of March</strong></span><span style="color:#333333;">. The conference will take place in Sala Nau at the Poblenou Campus of Universitat Pompeu Fabra in </span><span style="color:#990000;"><strong>Barcelona</strong></span><span style="color:#333333;">.</span></span></span></p>

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<p><span style="font-size:16px;"><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="color:#333333;">This interdisciplinary event will discuss themes surrounding the role of valence asymmetries - the systematic ways in which "the bad" and "the good" differ -  in language and cognition. These include the role of affect in perception, language processing, social cognition, communication, judgement and morality. The </span><u><strong><a href="https://www.upf.edu/documents/d/traduccio/valence-asymmetries_abstract-booklet_final"><span style="color:#333333;">program</span></a></strong></u><span style="color:#333333;"> brings together philosophical analysis and argumentation with experimental and corpus-based work in linguistics and psychology, including cross-linguistic work, formal semantics, experimental pragmatics, and computational approaches to affect and emotion in language.</span></span></span></p>

<p><span style="color:#333333;"><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="font-size:16px;">This event brings together researchers at all career levels, with participants joining from around the world. We hope you can join us and contribute your perspective to the discussion.</span></span></span></p>

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<p><strong><span style="color:#990000;"><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="font-size:16px;">Our keynote speakers are: </span></span></span></strong><br />
<span style="font-family:Tahoma,Geneva,sans-serif;"><span style="font-size:16px;"><strong>Hans Alves </strong>(Ruhr Universität Bochum),<br />
<strong>Frédérique de Vignemont </strong>(Institut Jean Nicod),<br />
<strong>Saif M. Mohammad</strong> (National Research Council Canada),<br />
<strong>Pascale Willemsen</strong> (Universität Zürich)</span></span></p>

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<p><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="font-size:16px;">In addition to our invited speakers, we will also have talks by <strong>Filippo Domaneschi</strong> & <strong>Federico Bina</strong>, <strong>Ida Miczke</strong>, <strong>Alexey Tymbay</strong>, <strong>Lelia Glass</strong> and <strong>Valentina Apresyan</strong>. Our pre-conference workshop includes talks from <strong>Saif M. Mohammad</strong>, <strong>Eirini Sossidi</strong>, <strong>Anouch Bourmayan</strong>, as well as talks from the Valence Asymmetries Team (<strong>Morgan Moyer</strong>, <strong>Michelle Stankovic</strong> and <strong>Isidora Stojanovic</strong>).</span></span></p>

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<p><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="font-size:16px;">We hope to see you there!</span></span></p>

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<p><span style="font-size:16px;"><span style="font-family:Tahoma,Geneva,sans-serif;"><em>The registration period has ended, however, if you would like to attend, please email the Valence Asymmetries Team below to check for places.</em></span></span></p>

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<p><span style="font-size:16px;"><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="color:#333333;">Our website: </span><a href="https://www.upf.edu/web/valence-asymmetries"><span style="color:#333333;">https://www.upf.edu/web/valence-asymmetries</span></a><span style="color:#333333;"> </span><br />
Contact us: <strong><span style="color:#990000;">valence.asymmetries@upf.edu</span></strong></span><strong><span style="color:#990000;">  </span></strong></span></p>

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<p><em><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="font-size:16px;">This event is funded by Isidora Stojanovic’s ERC Advanced Grant “Valence Asymmetries: the positive, the negative, the good and the bad in language, mind and morality” (GA n° 101142133).</span></span></em></p>

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]]></description>
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				<Placemark>
					<name><![CDATA[DCASE2025 Workshop]]></name>
					<description><![CDATA[<p>The 10th Workshop on Detection and Classification of Acoustic Scenes and Events, <strong>DCASE 2025, will be held in Barcelona on 30-31 October</strong>. Moreover, a satellite event dedicated to bioacoustics, <strong><a href="https://biodcase.github.io/"><em>BioDCASE</em></a>, will be held the day before, 29th of October</strong>, in the same venue.</p>

<p><strong>NOTE: </strong>This page is for registering to DCASE2025 Workshop only. Registration for BioDCASE <a href="https://eventum.upf.edu/go/BioDCASE2025">should be done separately at this URL</a>.</p>

<p>As in previous years, the workshop is organized in conjunction with the DCASE challenge. We aim to bring together researchers from many different universities, research organizations and companies with an interest in the topic, and provide the opportunity for scientific exchange of ideas and opinions.</p>

<p>The technical program of DCASE will include invited speakers on the topic of computational everyday sound analysis and recognition, and oral and poster presentations of accepted papers. The technical program of BioDCASE will include an invited speaker on the topic of bioacoustics as well as oral and poster presentations of technical reports. </p>

<p>The <strong>BioDCASE event will be free to attend, but registration is required</strong> through the same platform used for DCASE. A BioDCASE/DCASE welcome reception and concert will take place on the 29th of October after the BioDCASE program finishes, so you are welcome to take that into consideration when planning your flights.</p>

<p>In addition to the BioDCASE and DCASE events, on the 28th of October (the day before BioDCASE) we will host a <strong>Freesound 20th anniversary celebration day</strong> which will include talks from Freesound users and a live concert (yes, another concert!). This event will happen at the same venue as BioDCASE/DCASE. This <strong>is not part of the BioDCASE/DCASE program</strong>, but the event can be accessed for free, and the DCASE community is more than welcome to attend.</p>
]]></description>
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				<Placemark>
					<name><![CDATA[BioDCASE - Evaluation &amp; Benchmarking in Automated Bioacoustics]]></name>
					<description><![CDATA[<p>BioDCASE is a new initiative focused on <strong>advancing research in computational bioacoustics through annual challenges and workshops</strong>, modelled after the successful format of the <a href="https://dcase.community/"><u>DCASE challenges</u></a>. By providing benchmark datasets and tasks specific to bioacoustic applications, BioDCASE aims to foster innovation and collaboration within the community.</p>

<p>The workshop will be held at the <a href="https://www.upf.edu/web/campus/campus-poblenou">Campus del Poblenou of Universitat Pompeu Fabra</a>. The BioDCASE workshop will be hosted on the 29th of October, the day before the <a href="https://dcase.community/">DCASE</a> workshop (30-31st of October), at the same venue. The program will include an invited speakers on the topic of bioacoustics as well as oral and poster presentations of technical reports. See full workshop schedule <a href="https://biodcase.github.io/documents/challenge2025/Workshop%20Schedule.pdf">here</a>.</p>
]]></description>
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					<name><![CDATA[Valence Asymmetries Seminar]]></name>
					<description><![CDATA[<p style="text-align:start"><span style="font-size:16px;"><span style="font-family:Verdana,Geneva,sans-serif;"><span style="color:#999999;">UNIVERSITAT POMPEU FABRA | CAMPUS DEL POBLENOU, 52.701</span></span></span></p>

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

<p style="text-align:start"> </p>

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

<p> </p>

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

<p> </p>

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

<p> </p>

<p style="text-align:start"> </p>

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					<name><![CDATA[Of Cells and Embryos #NotInTheGenes]]></name>
					<description><![CDATA[<p style="text-align: center;"><span style="font-size:22px;"><span style="font-family:Calibri,sans-serif"><b><span style="color:black">La Pedrera, Barcelona </span></b></span></span></p>

<p style="text-align: center;"><span style="font-size:22px;"><span style="font-family:Calibri,sans-serif"><b><span style="color:black">18 and 19 September 2025 </span></b></span></span></p>

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<p><span style="font-size:18px;"><span style="font-family:Calibri,sans-serif"><span style="color:black">Thinking about the fundamentals of animal development, Alan Turing famously stated that the description of a biological system consists of two parts: a mechanical and a chemical. He added that their interdependence creates a challenge for understanding and that, for practical reasons, one might want to treat them as separate objects of studies. Over the last forty years developmental biology has focused on the role that genes (the chemical) play in development. However, a complete understanding requires to include the mechanical element, a component that is <em><strong>#NotInTheGenes</strong></em>. Over the last few years, a number of studies with a focus on cells, rather than genes, have begun to delve into this aspect of development. </span></span></span></p>

<p><span style="font-size:18px;"><span style="font-family:Calibri,sans-serif"><span style="color:black">This symposium will explore animal development from the perspective of the contribution of cellular ensembles to the emergence and shaping of the animal body plan.</span></span></span></p>

<p><span style="font-size:18px;"><span style="font-family:Calibri,sans-serif"><span style="color:black">Organized by the<em> Stembryo lab</em> and sponsored by the ERC-2018-ADG-834580-<em>MiniEmbryoBlueprint </em>project and the UPF.</span></span></span></p>

<p><img alt="" src="/getFiles/hash/MmlTMkZzY1YmY1ImY5QTMmVGMmZGMjZTZMDNkJ2NzYT:aUJEeUR1cldVbGtOQmFWbVl3bkFlQmF6VzJlbTVUMG5uWS9UTGZKODh0SG9XYWREZGVjb2diTjM0R21NUFFSVWFKZERSdHBDRmk3ajFkUzVuVWZURG9kZjU4bHhhaUo5Rml0dUpXck5oM3Y5cHdFNzdEdnRnc3o4eTJjU0VoUHo0anFLOVVzNUVJdzF2bUQ2aGdnL1c3RVdiOTlCVm1mZmZLYnQwM2JHcEIyYUZTMFBRaXR4YW1Oa0FlTjFYS24rcERuOXlhRVZIQkhsM2h4V2pmRDVOUT09" style="width: 756px; height: 945px;" /></p>

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<p><img alt="" src="/getFiles/hash/NyETOwE2YhVjNwIzMzcTNwIGOwATOwQDMQ2NkJmMkFW:dlRhdGNtUmhiTkFCRmhZbUlkSU9PaHpTVGowSnBBRmt3R0VJN083VnQxQXQ0N1RpN2Y5UGxSV2RQYXRWVGQvY1F2dmt3NmM0dWdoMndNV0NwMXdWK0ZSUWtjSTV0RldQdGxJeWhFTkoyemdFSnoxaTFRbVlkRTJYQ3lldS9aeDNtL1htTllKOTJOUXI0K2ZuTkFOL1NqVFE1d0RuVzBra3VGR0QyeHRMSG0zODFpN3ZzemdwVXh2Vi9uRlJmeTZuUm5OY3NCWlBzaGx4WEg2N0JjU3FPZz09" /></p>
</div>

<p> </p>

<p> </p>

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<p> </p>
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					<name><![CDATA[Green colonialism and green sacrifice: critical perspectives on the politics of green transitions]]></name>
					<description><![CDATA[<p style="line-height: 1.38; text-align: justify;"><span style="font-size:14px;">Since the launching of the European Green Deal and US discussions for a Green New Deal in 2019, the green transition agenda has taken decisive momentum. With the EU pledging to mobilise at least €1 trillion for its Green Deal, and solar and wind amounting to some 40% of new energy added globally (2023), countries such as Spain now claim that they produce almost 60% of their electricity through renewable sources.</span></p>

<p style="text-align: justify;"><span style="font-size:14px;">Nevertheless, critical analyses have drawn attention to the colonial dimensions of green transitions. They have pointed out how the large-scale extraction of ‘transition minerals’ (Lang et al, 2024) and the installation of industrial-scale renewable energy production facilities (Hamouchene, 2023) in the global South for the benefit of decarbonising global North economies are a manifestation of green colonialism. And they have also highlighted links between green colonialism and the capitalist dimensions of the decarbonisation consensus that drives green transition (Bringel and Svampa, 2023), as well as violent dimensions of renewable energy development that reveal troubling continuities with historical colonial projects (Dunlap, 2017). </span></p>

<p style="text-align: justify;"><span style="font-size:14px;">Parallel to that, a literature that can be related to the idea of green sacrifice (Zografos and Robbins, 2020) has analysed adverse effects of the green energy transition by studying sacrifices as foregone assets (e.g. farmland), as sacrifice zones (Brock et al., 2021), and to a lesser extend by looking at sacrifice as a political practice (van Meer and Zografos, 2024). </span></p>

<p style="text-align: justify;"><span style="font-size:14px;">As new experiences of green sacrifice emerge with communities from the Lithium Triangle in South America, to central Morocco and the Democratic Republic of Congo in Africa, and Sapmi in Northern Europe encountering the green transition in their territories, we want to advance conversation between those two themes. Building on recent contributions that engage sacrifice zone-making and colonialism in the context of energy transitions (Sánchez and Mataran, 2023) and political ecologies of the Green New Deal (Andreucci et al, in press), we invite contributions that critically explore links between green colonialism and green sacrifice in the context of the green transition. </span></p>

<p style="text-align: justify;"><span style="font-size:14px;">Our aim is to advance those conversations through a mini-conference that will bring together a small number of participants in a format that will combine parallel sessions with roundtables and workshop-type of activities to allow for intense interaction, and so help discuss and advance current thinking, networks and collaborations. </span></p>

<p style="text-align: justify;"><span style="font-size:14px;">We are delighted to announce that the keynote for the conference will be given by Prof Miriam Lang of the Universidad Andina Simón Bolívar, Ecuador. <br />
<br />
We invite <u><strong>long abstracts</strong></u> of maximum 800 words on the following topics (this list is not exclusive, we accept proposals also on other topics related to green colonialism and green sacrifice): </span></p>

<ul>
	<li aria-level="1"><span style="font-size:14px;">Green colonialism, extractivism and unequal exchange</span></li>
	<li aria-level="1"><span style="font-size:14px;">The political economy of green transition and green sacrifice</span></li>
	<li aria-level="1"><span style="font-size:14px;">Geopolitics of the green transition </span></li>
	<li aria-level="1"><span style="font-size:14px;">Green colonialism as coloniality, imperiality and epistemological violence</span></li>
	<li aria-level="1"><span style="font-size:14px;">Green sacrifice zones, and the politics of green sacrifice</span></li>
	<li aria-level="1"><span style="font-size:14px;">Geographies of green colonialism; geographies of green sacrifice</span></li>
	<li aria-level="1"><span style="font-size:14px;">Empirical cases of green colonialism and green sacrifice: transition mineral mining, wind and solar farms, green finance, transport networks and green fuels, hydrogen, etc.</span><br />
	 </li>
</ul>

<p><span style="font-size:14px;">The deadline for abstract submission was the <u><strong>7th of February 2025</strong></u>. </span><br />
<br />
<span style="font-size:18px;"><strong><span style="color:#16a085;">Find the book of abstracts</span></strong> <a href="https://drive.google.com/file/d/1yuvdjJ7bPJc1krti8m_tMJJ2nPukQ-7L/view?usp=sharing">here</a>. </span><br />
<br />
<br />
<span style="font-size:14px;">The conference is funded by the Spanish Research Agency (Agencia Española de Investigación - AEI) and EU Next Generation funds through the <a href="https://www.upf.edu/web/gres">GRES</a> research project. It is free of charge, but unfortunately we cannot cover participants' travel and accomodation costs. </span></p>

<p style="text-align: justify;"> </p>

<p style="text-align: justify;"> </p>

<p style="text-align: justify;"><strong><span style="font-size:14px;">References:</span></strong></p>

<p style="text-align: justify;"><span style="font-size:14px;">Andreucci, Diego, Gustavo García-López, Christos Zografos, and Marta Conde. ‘Political ecologies of the Green New Deal: Critiques, contentions, and radical appropriations’. Political Geography (In Press)</span></p>

<p style="text-align: justify;"><span style="font-size:14px;">Bringel, Breno, and Maristella Svampa. ‘Energy Transition and the New Shape of Green Colonialism: The Emergence of the Decarbonisation Consensus’. In Dependency Theories in Latin America. Routledge, 2024.</span></p>

<p style="text-align: justify;"><span style="font-size:14px;">Brock, Andrea, Benjamin K. Sovacool, and Andrew Hook. ‘Volatile Photovoltaics: Green Industrialization, Sacrifice Zones, and the Political Ecology of Solar Energy in Germany’. Annals of the American Association of Geographers 0, no. 0 (22 February 2021): 1–23.<a href="https://doi.org/10.1080/24694452.2020.1856638"> https://doi.org/10.1080/24694452.2020.1856638</a>.</span></p>

<p style="text-align: justify;"><span style="font-size:14px;">Dunlap, Alexander. ‘Wind Energy: Toward a “Sustainable Violence” in Oaxaca: In Mexico’s Wind Farms, a Tense Relationship between Extractivism, Counterinsurgency, and the Green Economy Takes Root.’ NACLA Report on the Americas 49, no. 4 (2 October 2017): 483–88.<a href="https://doi.org/10.1080/10714839.2017.1409378"> https://doi.org/10.1080/10714839.2017.1409378</a>.</span></p>

<p style="text-align: justify;"><span style="font-size:14px;">Hamouchene, Hamza. Dismantling Green Colonialism: Energy and Climate Justice in the Arab Regio. Pluto Press, 2023.<a href="https://library.oapen.org/handle/20.500.12657/77035"> https://library.oapen.org/handle/20.500.12657/77035</a>.</span></p>

<p style="text-align: justify;"><span style="font-size:14px;">Lang, Miriam, Mary Ann Manahan, and Breno Bringel. ‘The Geopolitics of Green Colonialism’. Pluto Press, 2024.<a href="https://www.plutobooks.com/9780745349343/the-geopolitics-of-green-colonialism"> https://www.plutobooks.com/9780745349343/the-geopolitics-of-green-colonialism</a>.</span></p>

<p style="text-align: justify;"><span style="font-size:14px;">Sánchez Contreras, Josefa, Alberto Matarán Ruiz, Alvaro Campos-Celador, and Eva Maria Fjellheim. ‘Energy Colonialism: A Category to Analyse the Corporate Energy Transition in the Global South and North’. Land 12, no. 6 (2023): 1241.</span></p>

<p style="text-align: justify;"><span style="font-size:14px;">van Meer, Dominique, and Christos Zografos. "“Take your responsibility”: the politics of green sacrifice for just low-carbon transitions in rural Portugal." Sustainability Science 19, no. 4 (2024): 1313-1326.</span></p>

<p style="text-align: justify;"><span style="font-size:14px;">Zografos, Christos, and Paul Robbins. ‘Green Sacrifice Zones, or Why a Green New Deal Cannot Ignore the Cost Shifts of Just Transitions’. One Earth 3, no. 5 (2020): 543–46.<a href="https://doi.org/10.1016/j.oneear.2020.10.012"> https://doi.org/10.1016/j.oneear.2020.10.012</a>.</span></p>

<p> </p>
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					<name><![CDATA[II Congreso Internacional en Humanidades Ecológicas]]></name>
					<description><![CDATA[<p>En mayo de 2023 se celebró en la Universidad Autónoma de Madrid el <a href="http://ecohumanidades.webs.upv.es/wp-content/uploads/2022/11/Circular-comunicaciones-Congreso-Internacional-Humanidades-Ecologicas.pdf">I Congreso Internacional de Humanidades Ecológicas</a>. El evento articuló diferentes nociones de la naturaleza y las respuestas a las crisis ecosociales desde la filosofía, la ética, la estética, el arte y la comunicación audiovisual. La originalidad del Congreso fue su aspiración de generar diálogos inter y transdisciplinarios, que tuvieran en cuenta el realismo termodinámico y ecológico de las relaciones humanas en y con la Tierra. Su notable resonancia ayudó a consolidar la Red de Humanidades Ecológicas (RHECO).</p>

<p>Convocamos al II Congreso Internacional de Humanidades Ecológicas que tendrá lugar en Barcelona entre el 30 de junio y el 1 de julio de 2025, con la Universitat Pompeu Fabra (UPF) como anfitriona. </p>

<h2><span style="color:#3f5b7b;">Convocan</span></h2>

<p>Desde la UPF, lanza la convocatoria el Johns Hopkins University-Universitat Pompeu Fabra Public Policy Center (JHU-UPF PPC), junto al Centro de Estudios en Bienestar Planetario, y los Departamentos y Facultades en Ciencias Políticas y Sociales, Humanidades, y Medicina y Ciencias de la Vida. </p>

<p>Se unen a la convocatoria otras instituciones y grupos de investigación: el Institut Barcelona d’Estudis Internacionals (IBEI), el Instituto de Historia de la Ciencia (IHC-UAB) y, articulados con la RHECO, el Grupo de Investigación en Humanidades Ecológicas (GHECO) y el Grupo de Investigación en Técnica y Humanidades Ecológicas (THECO-UC3M) - ambos a través del proyecto Speak4Nature -, así como el grupo de investigación Ekopol. Desde el Instituto de Historia del CSIC, se suma el proyecto de investigación ”Cultura (post)fósil: imaginarios socio-culturales, calentamiento global y transición energética (KULTUR(P)FOSSIL)”.</p>

<h2><span style="color:#3f5b7b;">¿Qué nos mueve institucionalmente?</span></h2>

<p>Nuestra motivación es enlazar ideas entre los diferentes grupos interesados en las Humanidades Ecológicas. Cientos de personas participaron en encuentros sobre el rol de las humanidades en la crisis socioecológica organizados por los lxs convocantes en los últimos años (p.e., el I Congreso, la conferencia digital STREAMS, y diversas Jornadas promovidas por integrantes de la RHECO). Aspiramos a que esta edición del Congreso promueva nuevos encuentros y traiga más grupos internacionales a la conversación, fortaleciendo también la RHECO.</p>

<p>El idioma del Congreso será mixto (inglés/castellano). Además de las notables conexiones internacionales ya establecidas, la UPF promoverá el Congreso entre comunidades interesadas dentro de la alianza de universidades EUTOPIA. En este mismo espíritu, la incorporación de talento joven - estudiantes de grado y posgrado- al campo de las Humanidades Ecológicas y el bienestar planetario es una motivación para la organización de esta edición.</p>

<h2><span style="color:#3f5b7b;">¿Qué nos motiva intelectualmente?</span></h2>

<p>El II Congreso se convoca desde la UPF, una universidad que ha hecho del bienestar planetario un desafío intelectual y formativo central. De ahí que el anclaje conceptual principal de esta edición del Congreso sea la exploración de las <strong>conexiones entre las Humanidades Ecológicas y el paradigma del bienestar planetario</strong>. Las Humanidades Ecológicas aspiran a tender puentes  necesarios entre disciplinas para que se enfrenten las crisis ecosociales desde la transformación de sistemas y cosmovisiones. De igual manera, el paradigma del bienestar planetario trasciende lo técnico en la búsqueda de soluciones a estas crisis. Desde esta perspectiva, una reflexión colectiva sobre los límites planetarios se concibe indisolublemente ligada a la equidad, la justicia, la diversidad y la relacionalidad en las sociedades del presente y del pasado. Así pues, esta edición abraza la naturaleza política y moral de las conversaciones sobre el metabolismo social, como vía hacia un humanismo no antropocéntrico.</p>

<h2><span style="color:#3f5b7b;">Seis senderos al bienestar planetario</span></h2>

<p>Las Humanidades Ecológicas constituyen un espacio de encuentro inter y transdisciplinario entre los campos científicos, la política y la ética. En este espíritu, el II Congreso conecta orgánicamente instancias concretas de trabajo en las organizaciones convocantes, para abrirlas a investigadorxs interesadxs, y dejarlas prosperar en su interacción.</p>

<p>Los senderos del II Congreso invitan a fortalecer las conexiones en torno a temas centrales que están capturando la atención política e intelectual. Pensamos que son temas ineludibles y necesarios en estos tiempos. A la vez, abrazamos la sorpresa y la exploración de lo extravagante como motor creativo de transformación. Puedes ver la descripción de los senderos en la pestaña "Ejes temáticos".</p>

<h2><span style="color:#3f5b7b;">Modalidades de participación</span></h2>

<p>Presentaciones orales</p>

<ul>
	<li>Comunicaciones presenciales en sesiones organizadas por el comité organizador.</li>
	<li>Se aceptan propuestas de paneles que se enmarquen dentro de los senderos descritos. De manera excepcional, el comité organizador considerará paneles fuera de estas áreas, cuando el grupo proponente justifique adecuadamente su relevancia en relación con la temática general del Congreso.</li>
</ul>

<p>Expresiones artísticas</p>

<ul>
	<li>La conferencia acepta propuestas para sesiones/intervenciones artísticas y experimentales. Esto incluye, pero no se limita a: exposiciones de fotografía y arte, proyecciones de video, performances y representaciones teatrales. Por sesiones experimentales nos referimos a cualquier tipo de propuesta que vaya más allá del formato de mesa redonda/panel. Si envías tu propuesta en esta categoría, por favor: describe detalladamente tu propuesta y especifica las necesidades técnicas para realizarla (incluyendo el tipo de sala y el tiempo necesario).</li>
	<li>Se abrirá un espacio en el Congreso para la inclusión de expresiones artísticas producidas por lxs investigadores, fomentando así un enfoque interdisciplinario que integre la investigación académica con la creación artística.</li>
</ul>

<p>¿Habrá sesiones virtuales?</p>

<ul>
	<li>No se organizan sesiones en formato híbrido. Con el ánimo de ampliar el alcance del Congreso, se trabajará en la línea de ofrecer streaming y organizar exclusivamente sesiones virtuales. Revisa esta página para actualizaciones al respecto. </li>
</ul>

<h2><span style="color:#3f5b7b;">Un congreso para todxs</span></h2>

<p>Con el fin de alentar la participación, las cuotas de incripción se han reducido lo máximo posible. El pago de las cuotas no es un requisito para enviar una propuesta de participación, pero sí para la participación misma en el Congreso. Se ofrece una cuota de solidaridad a estudiantes (incluido doctorado) y a participantes de países de ingreso bajo y medio-bajo. La cuota reducida por pronto pago aplica hasta el 1 de abril de 2025.</p>

<table align="center" border="1" cellpadding="1" cellspacing="1">
	<thead>
		<tr>
			<th scope="col">Tipo</th>
			<th scope="col">Cuota reducida, por pronto pago (EUR)</th>
			<th scope="col">Cuota regular (EUR)</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>Conferencista, estándar</td>
			<td>80</td>
			<td>100</td>
		</tr>
		<tr>
			<td>Conferencista, solidaria</td>
			<td>50</td>
			<td>60</td>
		</tr>
		<tr>
			<td>Asistente</td>
			<td colspan="2" rowspan="1">Gratis (con registro previo)</td>
		</tr>
	</tbody>
</table>

<p> </p>

<h2><span style="color:#3f5b7b;">Streaming</span></h2>

<p>Las sesiones plenarias (inauguración y clausura) se podrán seguir virtualmente vía streaming a través de <a href="https://www.upf.edu/web/jhu-ppc/streaming-cihe-2025">este enlace</a>.</p>
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					<name><![CDATA[MELIS-UPF Biomedical Research Symposium]]></name>
					<description><![CDATA[<h1><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:20px;">The <a href="https://www.upf.edu/web/biomed">MELIS-UPF</a> Biomedical Research Symposium will take place on June 5 and 6</span><span style="font-size: 20px;"> in the PRBB Auditorium.</span></span></h1>

<p> </p>

<h2><span style="font-family:Arial,Helvetica,sans-serif;"><font color="#000000"><span style="font-size: 16px; white-space-collapse: preserve;">List of invited speakers:</span></font></span></h2>

<div style="margin-left:36px; text-indent:-.38in; text-align:left"><span style="font-size:16px;"><span style="line-height:36.0pt"><span style="unicode-bidi:embed"><span style="vertical-align:baseline">— <span style="font-family:Helvetica"><span style="color:black">Anna Alemany, Leiden University Medical Center</span></span></span></span></span></span></div>

<div style="margin-left:36px; text-indent:-.38in; text-align:left"><span style="font-size:16px;"><span style="line-height:36.0pt"><span style="unicode-bidi:embed"><span style="vertical-align:baseline">— <span style="font-family:Helvetica"><span style="color:black">Marta Barniol, MELIS-UPF</span></span></span></span></span></span></div>

<div style="margin-left:36px; text-indent:-.38in; text-align:left"><span style="font-size:16px;"><span style="line-height:36.0pt"><span style="unicode-bidi:embed"><span style="vertical-align:baseline">— <span style="font-family:Helvetica"><span style="color:black">Anna Bigas, Hospital del Mar Research Institute Barcelona </span></span></span></span></span></span></div>

<div style="margin-left:36px; text-indent:-.38in; text-align:left"><span style="font-size:16px;"><span style="line-height:36.0pt"><span style="unicode-bidi:embed"><span style="vertical-align:baseline">— <span style="font-family:Helvetica"><span style="color:black">Juan Pedro Bolaños, Universidad de Salamanca</span></span></span></span></span></span></div>

<div style="margin-left:36px; text-indent:-.38in; text-align:left"><span style="font-size:16px;"><span style="line-height:36.0pt"><span style="unicode-bidi:embed"><span style="vertical-align:baseline">— <span style="font-family:Helvetica"><span style="color:black">Geoff Faulkner, Queensland Brain Institute </span></span></span></span></span></span></div>

<div style="margin-left:36px; text-indent:-.38in; text-align:left"><span style="font-size:16px;"><span style="line-height:36.0pt"><span style="unicode-bidi:embed"><span style="vertical-align:baseline">— <span style="font-family: Helvetica; color: black;">David C. Gershlick, University of Cambridge </span></span></span></span></span></div>

<div style="margin-left:36px; text-indent:-.38in; text-align:left"><span style="font-size:16px;"><span style="line-height:36.0pt"><span style="unicode-bidi:embed"><span style="vertical-align:baseline">— <span style="font-family: Helvetica; color: black;">Claire Wyart, Paris Brain Institute</span></span></span></span></span></div>

<p> </p>

<p dir="ltr"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:16px;">Attendance is free, and registration is required. If you have not registered in time, please email Regina López (regina.lopez@upf.edu).</span></span></p>

<p dir="ltr"> </p>

<p dir="ltr"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:16px;">We hope to see you there!</span></span></p>
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					<name><![CDATA[8th Barcelona VPH Summer School]]></name>
					<description><![CDATA[<h2 style="padding-bottom:10px; text-align:center; margin-top:10px; margin-bottom:10px"><span style="font-size:20px"><span style="box-sizing:border-box"><span style="font-family:Verdana, Geneva, sans-serif"><span style="font-weight:normal"><span style="line-height:normal"><span style="color:#c8102e"><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="white-space:normal"><span style="background-color:#ffffff"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><span style="text-rendering:optimizelegibility"><span style="box-sizing:border-box"><span style="color:#e67e22"><strong style="box-sizing:border-box; font-weight:bold">The 8th Barcelona VPH Summer School will be held on June 2-6, 2025, and will focus on Integrative Medicine. </strong></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></h2>

<h2 style="padding-bottom:10px; text-align:center; margin-top:10px; margin-bottom:10px"><span style="font-size:20px"><span style="box-sizing:border-box"><span style="font-family:Verdana, Geneva, sans-serif"><span style="font-weight:normal"><span style="line-height:normal"><span style="color:#c8102e"><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="white-space:normal"><span style="background-color:#ffffff"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><span style="text-rendering:optimizelegibility"><span style="box-sizing:border-box"><span style="color:#e67e22"><span style="font-size:14px; text-align:justify"><span style="box-sizing:border-box">This webpage will be updated continuously!</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></h2>

<hr helvetica="" neue="" style="box-sizing:content-box; height:0px; margin-top:20px; margin-bottom:20px; border-width:1px 0px 0px; border-right-style:initial; border-bottom-style:initial; border-left-style:initial; border-right-color:initial; border-bottom-color:initial; border-left-color:initial; border-image:initial; border-top-style:solid; border-top-color:#eeeeee; color:#333333; font-family:" />
<p style="text-align:justify; margin-bottom:10px"><span style="font-size:14px; text-align:justify"><span style="box-sizing:border-box"><span style="color:#353430"><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-weight:400"><span style="white-space:normal"><span style="background-color:#ffffff"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><span style="font-family:verdana, geneva, sans-serif">The 8th Barcelona VPH Summer School</span></span></span></span></span></span></span></span></span></span></span></span><span style="font-size:14px;"><span style="box-sizing:border-box"><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-weight:400"><span style="white-space:normal"><span style="background-color:#ffffff"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><span style="color:#353430"><span style="font-family:Verdana, Geneva, sans-serif"><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif"> is co-organized by </span></span><a href="https://www.upf.edu/web/bcn-medtech" style="box-sizing:border-box; color:#cc7137; text-decoration:none" target="_blank"><span style="box-sizing:border-box"><span style="color:#e67e22"><font face="verdana, geneva, sans-serif"><font style="box-sizing:border-box"><span style="box-sizing:border-box; border-color:currentcolor">BCN MedTech</span></font></font></span></span></a><font color="#c8102e"><font face="verdana, geneva, sans-serif"><font style="box-sizing:border-box"> </font></font></font><font face="verdana, geneva, sans-serif"><font style="box-sizing:border-box"><span style="box-sizing:border-box; border-color:currentcolor">at</span></font></font><font color="#c8102e"><font face="verdana, geneva, sans-serif"><font style="box-sizing:border-box"> </font></font></font><font face="verdana, geneva, sans-serif"><font style="box-sizing:border-box"><span style="box-sizing:border-box; border-color:currentcolor">the</span></font></font><font color="#c8102e"><font face="verdana, geneva, sans-serif"><font style="box-sizing:border-box"><span style="box-sizing:border-box; border-color:currentcolor"> </span></font></font></font></span></span><span style="font-family:Verdana, Geneva, sans-serif"><font face="verdana, geneva, sans-serif"><font style="box-sizing:border-box"><span style="box-sizing:border-box; border-color:currentcolor"><a href="https://www.upf.edu/en/web/etic"><span style="color:#e67e22;">Department of</span></a></span></font></font></span><a href="https://www.upf.edu/en/web/etic"><span style="font-family:Verdana, Geneva, sans-serif"><font face="verdana, geneva, sans-serif"><font style="box-sizing:border-box"><span style="box-sizing:border-box; border-color:currentcolor"><span style="color:#e67e22;"> Engeneering</span><span style="color:#e67e22;">, Universitat Pompeu Fabra (UPF)</span></span></font></font></span></a><span style="color:#353430"><span style="font-family:Verdana, Geneva, sans-serif"><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif"> and by the </span></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-family:Verdana,Geneva,sans-serif;"><a href="http://www.vph-institute.org/" target="_blank"><span style="color:#e67e22;"><span style="background-color:#ffffff;">Virtual Physiological Human Institute (VPHi)</span></span></a></span><span style="box-sizing:border-box"><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-weight:400"><span style="white-space:normal"><span style="background-color:#ffffff"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><span style="color:#353430"><span style="font-family:Verdana, Geneva, sans-serif"><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif">, with the collaboration of the </span></span></span></span><span style="font-family:Verdana, Geneva, sans-serif"><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif"><a href="https://www.upf.edu/web/biomed" style="box-sizing:border-box; color:#cc7137; text-decoration:none" target="_blank"><span style="color:#e67e22;">UPF department of Medicine and Life Science</span></a><font color="#e67e22"> and the </font></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-family:Verdana,Geneva,sans-serif;"><a href="https://www.upf.edu/web/catedra-quaes-upf" target="_blank"><span style="color:#e67e22;">QUAES-UPF Chair</span></a><span style="color:#e67e22;">.</span></span></span></p>

<p style="text-align:justify; margin-bottom:10px"><span style="font-size:14px"><span style="box-sizing:border-box"><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-weight:400"><span style="white-space:normal"><span style="background-color:#ffffff"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><span style="color:#353430"><span style="font-family:Verdana, Geneva, sans-serif"><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif">It provides junior engineers, early researchers and medical doctors with an integrative view of state-of-the-art research for<strong style="box-sizing:border-box; font-weight:bold"> <em style="box-sizing:border-box">in silico</em> medicine</strong>, following a complete pipeline from basic science and clinical needs, to model application. The Summer School has the support of the European Society of Biomechanics, of the Spanish Network of Excellence in Biomechanics and CompBioMed.</span></span></span></span></span></span></span></span></span></span></span></span></span></span></p>

<p style="text-align:justify; margin-bottom:10px"><span style="font-size:14px;"><span style="box-sizing:border-box"><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-weight:400"><span style="white-space:normal"><span style="background-color:#ffffff"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><span style="color:#353430"><span style="font-family:Verdana, Geneva, sans-serif"><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif">The key methodological and </span></span><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif">technological </span></span><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif">concepts are enriched by <strong style="box-sizing:border-box; font-weight:bold">afternoon hands-on sessions</strong> that</span></span><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif"> stand for 15,5 hours of <strong style="box-sizing:border-box; font-weight:bold">transversal training in <em style="box-sizing:border-box">in silico</em> medicine</strong> technologies during the whole week, under the supervision of expert researchers.</span></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-family:Verdana,Geneva,sans-serif;"><strong> </strong></span></span><strong><span style="font-family:Verdana,Geneva,sans-serif;">A Best Hands-On Award will be given!</span></strong></p>

<p style="margin-bottom: 10px;"><span style="font-size:14px"><span style="box-sizing:border-box"><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-weight:400"><span style="white-space:normal"><span style="background-color:#ffffff"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><span style="color:#353430"><span style="font-family:Verdana, Geneva, sans-serif"><span style="box-sizing:border-box"><span style="color:#ffffff"><span style="font-size:18px"><span style="box-sizing:border-box"><b style="box-sizing:border-box; font-weight:bold"><span style="box-sizing:border-box"><span style="background-color:#e67e22">BEST VPHi THESIS AWARD IN </span></span><em style="box-sizing:border-box"><span style="box-sizing:border-box"><span style="background-color:#e67e22">IN SILICO</span></span></em><span style="box-sizing:border-box"><span style="background-color:#e67e22"> MEDICINE</span></span></b></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></p>

<p style="margin-bottom: 10px; text-align: justify;"><span style="font-size:14px"><span style="box-sizing:border-box"><span helvetica="" neue="" style="font-family:"><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-weight:400"><span style="white-space:normal"><span style="background-color:#ffffff"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><span style="color:#353430"><span style="box-sizing:border-box"><span style="font-family:Verdana, Geneva, sans-serif">The goal of the Best VPHi Thesis Award in In Silico Medicine is to reward individuals for outstanding achievements during their PhD thesis.</span></span><font face="verdana, geneva, sans-serif"><font style="box-sizing:border-box"><b style="box-sizing:border-box; font-weight:bold">  </b></font></font></span></span></span></span></span></span></span></span></span></span></span></span><strong><span style="font-family:Verdana,Geneva,sans-serif;"><span style="font-size:14px;">The winner will be awarded 1000€ and will be invited to give a presentation during the event!</span></span></strong><br />
<span style="font-size:18px;"><span style="font-family:Verdana,Geneva,sans-serif;"><a href="https://www.vph-institute.org/news/open-call-vphi-best-thesis-award-in-in-silico-medicine-2025.html"><span style="color:#e67e22;"><span style="background-color:#ffffff;">Apply here</span></span></a><span style="color:#e67e22;">! </span></span></span><span style="font-size:14px;"><span style="font-family:Verdana,Geneva,sans-serif;"><strong>Deadline: 28 February 2025</strong><br />
VPHi members who have defended their thesis between 1st January 2024 and 31st December 2024 can apply.</span></span></p>

<p style="margin-bottom: 10px; text-align: justify;"><img src="https://ci3.googleusercontent.com/meips/ADKq_NZtiYUMUQR5vMqGderRa66v_AoHnFDxA1ovoT3IlGFRqGHfguFeuHji0CCkYTaD-VH-_7QPVjTs0xno2J1dVFY2qzF2lb4Mg3dKp63r3GoiZm7tpcs-vuLK5FxBhWaGO9QZvBquA_SFR8QWCqlixw=s0-d-e1-ft#https://us-ms.gr-cdn.com/getresponse-BoaC/photos/4619ab73-9843-42e3-bfdd-b0945d01167f.png" style="height: 200px; width: 400px;" /></p>

<p><span style="font-size:18px;"><span style="font-family:Verdana,Geneva,sans-serif;"><strong><span style="color:#ffffff;"><span style="background-color:#e67e22;"><em>VPHi Travel Award</em> for VPHi Summer School</span></span></strong></span></span></p>

<p><span style="font-size:14px;"><span style="font-family:Verdana,Geneva,sans-serif;"><span style="background-color:#ffffff;">The VPHi Institute will give 2 Travel Vouchers <strong>(500</strong></span></span></span><strong><span style="font-family:Verdana,Geneva,sans-serif;"><span style="font-size:14px;">€) </span></span></strong><span style="font-size:14px;"><span style="font-family:Verdana,Geneva,sans-serif;"><span style="background-color:#ffffff;">to student members that are registering to participate at the VPHi Summer School in Barcelona. </span></span></span><span style="font-size:18px;"><span style="font-family:Verdana,Geneva,sans-serif;"><a href="https://www.vph-institute.org/news/vphi-travel-award-for-vphi-summer-school.html"><span style="color:#e67e22;"><span style="background-color:#ffffff;">Apply here</span></span></a><span style="color:#e67e22;">!</span> </span></span><span style="font-size:14px;"><span style="font-family:Verdana,Geneva,sans-serif;"><strong>Deadline: 30 April 2025</strong></span></span></p>

<p><span style="font-size:14px;"><span style="font-family:Verdana,Geneva,sans-serif;"><strong><img alt="" src="/getFiles/hash/Z2YWNxMTYzkTZ0QjNlV2YwMWYjJDMmZGMYmY1IjZ3YW:cG5RQVJDQ0JaY2lVYm5UcVV0NjdGRURaSkJPWUprbmVoMm9sTHllcHI5S25QZkZJQU9taG0rR0ZYdzFCTzlqNGJNNDN3eTdXb2FoNDVKUmcrSVJJQVNnaGNnbnhhY2RoYjlBQzNvWTM4NmtCMnVkQmhJQlBRZG5aVnl4L20weUNEK04rZnorbnhhNFpVS29pTnBSOFdaOWVPSTMrcmViWHRSc1dwZFZ5dDBUZXVZZ2JQMkYvMW5yaEpmMmRibGpIZUJmbmhZZ2xmRG5YRUsramw4WFRLZz09" style="width: 250px; height: 315px;" /></strong></span></span></p>

<p style="text-align: justify;"><span style="color:#e67e22;"><span style="font-size:14px;"><span style="font-family:Verdana,Geneva,sans-serif;"><strong>POSTER PRESENTATIONS:</strong></span></span></span></p>

<p style="text-align: justify;"><span style="font-size:14px;"><span style="font-family:Verdana,Geneva,sans-serif;">Please include poster presentation in the registration form. The poster is open format in terms of content. The size is the typical A0 portrait format. No need to submit anything in forehand. You should bring your poster with you and on the first day, you will be able to hang in the exposition hall.</span></span></p>

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<p style="text-align:justify; margin-bottom:10px"><span style="font-size:14px"><span style="box-sizing:border-box"><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-weight:400"><span style="white-space:normal"><span style="background-color:#ffffff"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><span style="color:#353430"><span style="font-family:Verdana, Geneva, sans-serif"> </span></span></span></span></span></span></span></span></span></span></span></span></p>

<p style="text-align:justify; margin-bottom:10px"><span style="font-size:14px"><span style="box-sizing:border-box"><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-weight:400"><span style="white-space:normal"><span style="background-color:#ffffff"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><span style="color:#353430"><span style="font-family:Verdana, Geneva, sans-serif"><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif"><strong style="box-sizing:border-box; font-weight:bold">LOCATION:</strong> Event hosted by <a href="https://www.upf.edu/web/campus/campus-poblenou" style="box-sizing:border-box; color:#cc7137; text-decoration:none" target="_blank">UPF Poblenou Campus</a>, Sala Nau (Roc Boronat 138, Barcelona) - See <a href="https://www.upf.edu/web/campus/campus-poblenou" style="box-sizing:border-box; color:#cc7137; text-decoration:none">Venue</a>.</span></span></span></span></span></span></span></span></span></span></span></span></span></span></p>

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

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<p style="text-align:justify; margin-bottom:10px"><span style="font-size:14px"><span style="box-sizing:border-box"><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-weight:400"><span style="white-space:normal"><span style="background-color:#ffffff"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><span style="color:#353430"><span style="font-family:Verdana, Geneva, sans-serif"><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif"><strong style="box-sizing:border-box; font-weight:bold">REGISTRATION FEES</strong>:</span></span></span></span></span></span></span></span></span></span></span></span></span></span></p>

<p style="text-align:justify; margin-bottom:10px"><span style="color:#e67e22;"><span style="font-size:14px"><span style="box-sizing:border-box"><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-weight:400"><span style="white-space:normal"><span style="background-color:#ffffff"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><span style="font-family:Verdana, Geneva, sans-serif"><span style="box-sizing:border-box"><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif"><span style="box-sizing:border-box"><span style="background-color:#ffffff">On-site fees include: participation in all activities, coffee breaks, lunch, Farewell Social Event. </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></p>

<p style="text-align:justify; margin-bottom:10px"><span style="font-size:14px"><span style="box-sizing:border-box"><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-weight:400"><span style="white-space:normal"><span style="background-color:#ffffff"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><span style="color:#353430"><span style="font-family:Verdana, Geneva, sans-serif"><strong style="box-sizing:border-box; font-weight:bold"><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif">Tickets: </span></span></strong></span></span></span></span></span></span></span></span></span></span></span></span></p>

<p style="text-align:justify; margin-bottom:10px"><span style="font-size:14px;"><span style="box-sizing:border-box"><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-weight:400"><span style="white-space:normal"><span style="background-color:#ffffff"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><span style="color:#353430"><span style="font-family:Verdana, Geneva, sans-serif"><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif">-<strong> </strong></span></span></span></span><strong><u><em><span style="font-family:Verdana, Geneva, sans-serif"><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif"><a href="https://www.vph-institute.org/membership.html"><span style="color:#e67e22;">VPHi Members</span></a> </span></span></span></em></u></strong><span style="color:#353430"><span style="font-family:Verdana, Geneva, sans-serif"><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif">(on site): 149 €; </span></span></span></span></span></span></span></span></span></span></span></span></span></span></p>

<p style="text-align:justify; margin-bottom:10px"><span style="font-size:12px;"><span style="box-sizing:border-box"><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-weight:400"><span style="white-space:normal"><span style="background-color:#ffffff"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><span style="color:#353430"><span style="font-family:Verdana, Geneva, sans-serif"><em style="box-sizing:border-box"><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif">Applies to students (BSc, MSc, PhD) VPHi Members <u style="box-sizing:border-box">with proof of membership. </u><u style="box-sizing:border-box">Please, send proof of your afficliation with the registration.  </u></span></span></em></span></span></span></span></span></span></span></span></span></span></span></span></p>

<p style="text-align:start; margin-bottom:10px"><span style="font-size:12px;"><em>- Are you a VPHi student member? Enter your personal membership code  to register with the discounted fee. Your personal membership code can be found by logging in to your personal area here:<span style="color:#e67e22;"> </span><a data-saferedirecturl="https://www.google.com/url?q=https://www.vph-institute.org/login.html&source=gmail&ust=1732009051113000&usg=AOvVaw2EmR08bt6c1Jx7mBEEd_ZQ" href="https://www.vph-institute.org/login.html" target="_blank"><span style="color:#e67e22;">https://www.vph-institute.org/<wbr />login.html</span></a><span style="color:#e67e22;"> </span></em></span></p>

<p style="text-align:start; margin-bottom:10px"><span style="font-size:12px;"><em>- Not a member yet? Register here to claim your VPHi discount, link: <a data-saferedirecturl="https://www.google.com/url?q=https://www.vph-institute.org/register.html&source=gmail&ust=1732009051113000&usg=AOvVaw2yVbj93JoeixjGEvjUHskX" href="https://www.vph-institute.org/register.html" target="_blank"><span style="color:#e67e22;">https://www.vph-institute.org/<wbr />register.html</span></a></em></span></p>

<p style="text-align:justify; margin-bottom:10px"><strong><span style="font-size:14px;"><span style="box-sizing:border-box"><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-weight:400"><span style="white-space:normal"><span style="background-color:#ffffff"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><span style="color:#353430"><span style="font-family:Verdana, Geneva, sans-serif"><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif">- </span></span></span></span></span></span></span></span></span></span></span></span></span></span></strong><span style="font-size:14px;"><span style="box-sizing:border-box"><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-weight:400"><span style="white-space:normal"><span style="background-color:#ffffff"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><span style="font-family:Verdana, Geneva, sans-serif"><em style="box-sizing:border-box"><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif"><a href="https://eventum.upf.edu/125390/sponsors/8th-barcelona-vph-summer-school.html"><span style="color:#e67e22;"><u style="box-sizing:border-box">Dissemination Partners</u></span></a></span></span></em></span><span style="color:#353430"><span style="font-family:Verdana, Geneva, sans-serif"><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif"> (on site): 159 €;</span></span></span></span></span></span></span></span></span></span></span></span></span></span></p>

<p style="text-align:justify; margin-bottom:10px"><em>Applies to </em><em><a href="https://eventum.upf.edu/125390/sponsors/8th-barcelona-vph-summer-school.html"><span style="color:#e67e22;"><u>Dissemination Partners</u></span></a></em><em> <u>with proof of membership/affiliations. </u><u>Please, send proof of your afficliation with the registration.  </u></em></p>

<p style="text-align:justify; margin-bottom:10px"><span style="font-size:14px"><span style="box-sizing:border-box"><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-weight:400"><span style="white-space:normal"><span style="background-color:#ffffff"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><span style="color:#353430"><span style="font-family:Verdana, Geneva, sans-serif"><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif">- Regular  (on site): 199 €; </span></span></span></span></span></span></span></span></span></span></span></span></span></span></p>

<p style="text-align:justify; margin-bottom:10px"><span style="font-size:12px;"><span style="box-sizing:border-box"><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-weight:400"><span style="white-space:normal"><span style="background-color:#ffffff"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><span style="color:#353430"><span style="font-family:Verdana, Geneva, sans-serif"><em style="box-sizing:border-box"><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif">Applies to individuals without proof of </span></span></em></span></span></span></span></span></span></span></span></span></span></span></span><em><u>membership/affiliations.</u></em></p>

<p style="text-align:justify; margin-bottom:10px"><span style="font-size:14px"><span style="box-sizing:border-box"><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-weight:400"><span style="white-space:normal"><span style="background-color:#ffffff"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><span style="color:#353430"><span style="font-family:Verdana, Geneva, sans-serif"><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif">- Online **: 80 €; </span></span></span></span></span></span></span></span></span></span></span></span></span></span></p>

<p style="text-align:justify; margin-bottom:10px"><span style="font-size:12px;"><span style="box-sizing:border-box"><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-weight:400"><span style="white-space:normal"><span style="background-color:#ffffff"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><span style="color:#353430"><span style="font-family:Verdana, Geneva, sans-serif"><em style="box-sizing:border-box">All activities without hands-ons afternoon sessions and social events. </em></span></span></span></span></span></span></span></span></span></span></span></span></p>

<p style="text-align:justify; margin-bottom:10px"><span style="font-size:14px"><span style="box-sizing:border-box"><span style="font-variant-ligatures: normal;"><span style="font-weight: 400;"><span style="white-space: normal;"><span style="background-color: rgb(255, 255, 255);"><span style="text-decoration-thickness: initial;"><span style="text-decoration-style: initial;"><span style="text-decoration-color: initial;"><span style="color: rgb(53, 52, 48);"><span style="font-family: Verdana, Geneva, sans-serif;"><span style="box-sizing: border-box;"><span style="font-family: verdana, geneva, sans-serif;">- Free<i> </i></span></span><span style="font-style: normal; box-sizing: border-box;"><span style="font-family:verdana, geneva, sans-serif">(on site)</span></span></span></span></span></span></span></span></span></span></span></span></span></p>

<p style="text-align:justify; margin-bottom:10px"><span style="font-size:12px;"><span style="box-sizing:border-box"><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-weight:400"><span style="white-space:normal"><span style="background-color:#ffffff"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><span style="color:#353430"><span style="font-family:Verdana, Geneva, sans-serif"><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif">Applies to UPF Biomedical Engineering Students enrolled in the Advanced Biomechanics & Systems Mechanobiology programme and Disc4All Partners. <strong style="box-sizing:border-box; font-weight:bold">The registration is mandatory</strong>. </span></span>Please, UPF Students mention your institution/course during the registration. We may contact you back for verification. </span></span></span></span></span></span></span></span></span></span></span></span></p>

<p style="text-align:justify; margin-bottom:10px"><span style="color:#e67e22;"><span style="font-size:14px"><span style="box-sizing:border-box"><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-weight:400"><span style="white-space:normal"><span style="background-color:#ffffff"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><span style="font-family:Verdana, Geneva, sans-serif"><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif"><strong style="box-sizing:border-box; font-weight:bold">D</strong></span></span><strong style="box-sizing:border-box; font-weight:bold"><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif"><strong style="box-sizing:border-box; font-weight:bold">e</strong>adline: 19/05/2025</span></span></strong></span></span></span></span></span></span></span></span></span></span></span></span></p>

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

<hr helvetica="" neue="" style="box-sizing:content-box; height:0px; margin-top:20px; margin-bottom:20px; border-width:1px 0px 0px; border-right-style:initial; border-bottom-style:initial; border-left-style:initial; border-right-color:initial; border-bottom-color:initial; border-left-color:initial; border-image:initial; border-top-style:solid; border-top-color:#eeeeee; color:#333333; font-family:" />
<p style="text-align:center; margin-bottom:10px"><span style="font-size:15.36px"><span style="box-sizing:border-box"><span style="color:#333333"><span helvetica="" neue="" style="font-family:"><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-weight:400"><span style="white-space:normal"><span style="background-color:#ffffff"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><strong style="box-sizing:border-box; font-weight:bold"><span style="font-size:14px"><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif">If you want to receive updates about the programme, please leave your e-mail <a href="https://goo.gl/forms/B8POuJUz6uD9STv23" style="box-sizing:border-box; color:#cc7137; text-decoration:none" target="_blank">here</a> or follow us on <a href="https://twitter.com/bcnvph" style="box-sizing:border-box; color:#cc7137; text-decoration:none" target="_blank">Twitter</a> (@bcnvph)</span></span></span></strong></span></span></span></span></span></span></span></span></span></span></span></span></p>

<p style="text-align:center; margin-bottom:10px"><span style="font-size:15.36px"><span style="box-sizing:border-box"><span style="color:#333333"><span helvetica="" neue="" style="font-family:"><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-weight:400"><span style="white-space:normal"><span style="background-color:#ffffff"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/cse_GBcHcsc" style="box-sizing:border-box" width="560"></iframe></span></span></span></span></span></span></span></span></span></span></span></span></p>

<p style="text-align:center; margin-bottom:10px"><span style="font-size:15.36px"><span style="box-sizing:border-box"><span style="color:#333333"><span helvetica="" neue="" style="font-family:"><span style="font-style:normal"><span style="font-variant-ligatures:normal"><span style="font-weight:400"><span style="white-space:normal"><span style="background-color:#ffffff"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial"><img src="https://eventum.upf.edu/_files/_event/_46693/_editorFiles/file/2020/BCN-MedTech-Presentation_Fig-comp.png" style="box-sizing:border-box; border:0px; vertical-align:middle; width:920px; height:429px" /></span></span></span></span></span></span></span></span></span></span></span></span></p>

<p style="text-align:start; margin-bottom:10px"> </p>
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					<name><![CDATA[Rethinking the eco-social determinants of health inequities through the transdisciplinary and intersectoral lens: European Conference 2025]]></name>
					<description><![CDATA[<h2><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:20px;"><span style="color:#3399cc;"><b>Rethinking the eco-social determinants of health inequities through the transdisciplinary and intersectoral lens: ESDHI European Conference 2025</b></span></span></span></h2>

<p style="text-align: justify;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;">The JHU-UPF Public Policy Center presents the European Conference ‘<em>Rethinking the Eco-Social Determinants of Health Inequities Through the Transdisciplinary and Intersectoral Lens</em>,’ addressing the urgent need to understand and tackle these inequities from a transdisciplinary, intersectoral, and transnational approach. This conference, funded by the European Union, aims to establish a regional network and community of practice on these issues across Europe, contributing to the implementation of the EU ProHealth Program. By fostering cooperation among Member States and promoting collaboration among diverse actors, disciplines, and countries, the conference will enhance the coordination needed to address unjust health inequities and improve the well-being of European populations.</span></span></p>

<h2><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:20px;"><span style="color:#3399cc;"><strong>Context</strong></span></span></span></h2>

<p style="text-align: justify;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;">In a world marked by complexity, inequality, and interconnection, it is vital to create spaces for plural knowledge exchange in order to rethink existing theoretical and policy paradigms, and to co-create new approaches that are capable of responding to today's major challenges. These challenges are reflected in the United Nations' 2030 Sustainable Development Goals (SDGs). Social and ecological systems are inextricably interrelated, shaping the health and well-being of populations in complex ways. The social and environmental factors that shape and reproduce social inequities, impacting the health of individuals and communities – such as wealth, education, work conditions, the climate crisis, structural racism, access to healthcare and environmental injustices – are known as the Eco-Social Determinants of Health Inequities. </span></span></p>

<p><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;">In the European Union (EU), health inequities rooted in cultural, ethnic, racial, economic, gender, and social class inequalities have persisted for decades. Despite efforts to address these issues, health inequities persist or are even worsening, underscoring the need for more integrated, coordinated action across multiple disciplines, sectors, and regions to promote both social justice and ecological sustainability. In order to successfully rise to this challenge, it is necessary to analyse and understand the Eco-Social Determinants of Health Inequities.</span></span></p>

<h2><span style="font-family:Arial,Helvetica,sans-serif;"><span style="color:#3399cc;"><strong>Further information</strong></span></span></h2>

<p><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;">For more information and details about this event, please visit the main event website <a href="https://www.socialdeterminants.org/" target="_blank">here</a>.</span></span></p>
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					<name><![CDATA[The UPF Biomedical Engineering Congress]]></name>
					<description><![CDATA[<h1><span style="color:#c0392b;"><strong>15-17 July 2024</strong></span></h1>

<p>Auditorium - Campus del Poblenou</p>

<p> </p>

<p>The UPF Biomedical Engineering Congressseries is a three-days open event that showcases the 2023-24 research, innovation & development projects performed by the Biomedical Engineering Bachelor Students from the UPF School of Engineering, in the final year of study. Topics are multidisciplinary, covering multiple methodological and application fields in engineering, medicine, biomedicine, entrepreneurship, and innovation.<strong> </strong></p>

<p><strong>Attendance is free, yet <a href="https://eventum.upf.edu/event_detail/119560/tickets.html"><span style="color:#c0392b;">registration</span></a> is mandatory.</strong></p>

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					<name><![CDATA[Jornada El impacto de la IA en la comunicación política]]></name>
					<description><![CDATA[<p>La Càtedra Ideograma-UPF organitza una jornada sobre els efectes de la IA en la comunicació política. </p>
]]></description>
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					<name><![CDATA[The Human Digital Twin Summer School Barcelona]]></name>
					<description><![CDATA[<h2 style="margin: 10px 0px; text-align: center; color: rgb(200, 16, 46); line-height: normal; padding-bottom: 10px; font-family: Verdana, Geneva, sans-serif; font-size: 20px; font-weight: normal; text-rendering: optimizeLegibility;"> </h2>

<h2 style="margin: 10px 0px; text-align: center; color: rgb(200, 16, 46); line-height: normal; padding-bottom: 10px; font-family: Verdana, Geneva, sans-serif; font-size: 20px; font-weight: normal; text-rendering: optimizeLegibility;"><span style="color:#e67e22;"><strong>The Human Digital Twin Summer School Barcelona will be held on June 3-7, 2024, and will focus on Models and Simulation in Translational Research. </strong></span></h2>

<h2 style="margin: 10px 0px; text-align: center; color: rgb(200, 16, 46); line-height: normal; padding-bottom: 10px; font-family: Verdana, Geneva, sans-serif; font-size: 20px; font-weight: normal; text-rendering: optimizeLegibility;"><span style="color:#e67e22;"><span style="font-size: 14px; text-align: justify;">This webpage will be updated continuously!</span></span></h2>

<hr />
<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">The Human Digital Twin Barcelona Summer School<span style="font-family: verdana, geneva, sans-serif;"> series is co-organized by<span style="color:#e67e22;"> </span></span><a href="https://www.upf.edu/web/bcn-medtech/" target="_blank"><span style="color:#e67e22;"><font face="verdana, geneva, sans-serif"><span style="border-color: currentcolor;">BCN MedTech</span></font></span></a><font color="#c8102e" face="verdana, geneva, sans-serif"><span style="border-color: currentcolor;"> </span></font><font face="verdana, geneva, sans-serif"><span style="border-color: currentcolor;">at</span></font><font color="#c8102e" face="verdana, geneva, sans-serif"><span style="border-color: currentcolor;"> </span></font><font face="verdana, geneva, sans-serif"><span style="border-color: currentcolor;">the</span></font><font color="#c8102e" face="verdana, geneva, sans-serif"><span style="border-color: currentcolor;"> <a href="https://www.upf.edu/web/etic" target="_blank">Department of Information and Communication Technologies, Universitat Pompeu Fabra (UPF)</a></span></font><span style="font-family: verdana, geneva, sans-serif;"> and by the Barcelona International Summer School (BISS), with the collaboration of the <a href="https://www.upf.edu/web/biomed" target="_blank">UPF department of Medicine and Life Science</a>.</span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family: verdana, geneva, sans-serif;">It provides junior engineers, early researchers and medical doctors with an integrative view of state-of-the-art research for<strong> <em>in silico</em> medicine</strong>, following a complete pipeline from basic science and clinical needs, to model application. The Summer School has the support of the European Society of Biomechanics, of the Spanish Network of Excellence in Biomechanics and CompBioMed.</span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family:verdana,geneva,sans-serif;">The key methodological and </span><span style="font-family: verdana, geneva, sans-serif;">technological </span><span style="font-family: verdana, geneva, sans-serif;">concepts are enriched by <strong>afternoon hands-on sessions</strong> that</span><span style="font-family: verdana, geneva, sans-serif;"> stand for 15,5 hours of <strong>transversal training in <em>in silico</em> medicine</strong> technologies during the whole week, under the supervision of expert researchers. </span></p>

<hr />
<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"> </p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family:verdana,geneva,sans-serif;"><strong>LOCATION:</strong> Event hosted by <a href="https://www.upf.edu/web/campus/campus-poblenou" target="_blank">UPF Poblenou Campus</a> (Roc Boronat 138, Barcelona) - See <a href="https://eventum.upf.edu/86817/section/39125/7th-barcelona-vph-summer-school.html">Venue</a>.</span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"> </p>

<hr />
<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family: verdana, geneva, sans-serif;"><strong>REGISTRATION FEES</strong>:</span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="color:#b22222;"><span style="font-family: verdana, geneva, sans-serif;"><span style="background-color:#ffffff;">On-site fees include: participation in all activities, coffee breaks, lunch, Farewell Social Event. </span></span></span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><strong><span style="font-family: verdana, geneva, sans-serif;">Tickets: </span></strong></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family: verdana, geneva, sans-serif;">- Reduced* (on site): 150 €;</span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family: verdana, geneva, sans-serif;">- Regular  (on site): 180 €; </span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family: verdana, geneva, sans-serif;">- Online **: 80 €; </span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family: verdana, geneva, sans-serif;">- Disc4All Consortium Members (on site): 60€;</span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family: verdana, geneva, sans-serif;">- Free</span><em><span style="font-family: verdana, geneva, sans-serif;">**</span></em><span style="font-family: verdana, geneva, sans-serif;"> (on site)</span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family: verdana, geneva, sans-serif;"><strong>D</strong></span><strong><span style="font-family: verdana, geneva, sans-serif;"><strong>e</strong>adline: 22/05/2024</span></strong></p>

<p style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><em><span style="font-family: verdana, geneva, sans-serif;">* Applies to students (BSc, MSc, PhD) and <u>Dissemination Partners</u></span></em><em><span style="font-family: verdana, geneva, sans-serif;"> <u>with proof of membership/affiliations.</u></span></em>We may contact you back for verification.</p>

<p style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><em><span style="font-family: verdana, geneva, sans-serif;">**</span>All activities without hands-ons afternoon sessions and social events. </em></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><em><span style="font-family: verdana, geneva, sans-serif;">***</span></em><span style="font-family: verdana, geneva, sans-serif;">Speakers, Organisers, UPF Biomedical Engineering Students enrolled in the Advanced Biomechanics & Systems Mechanobiology programme. <strong>The registration is mandatory</strong>. </span>Please, UPF Students mention your institution/course during the registration. We may contact you back for verification. </p>

<hr />
<p style="text-align: center;"><strong><span style="font-family: verdana, geneva, sans-serif; font-size: 14px;">If you want to receive updates about the programme, please leave your e-mail <a href="https://goo.gl/forms/B8POuJUz6uD9STv23" target="_blank">here</a> or follow us on <a href="https://twitter.com/bcnvph" target="_blank">Twitter</a> (@bcnvph)</span></strong></p>

<p style="text-align: center;"><iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/cse_GBcHcsc" width="560"></iframe></p>

<p style="text-align: center;"><img src="/_files/_event/_46693/_editorFiles/file/2020/BCN-MedTech-Presentation_Fig-comp.png" style="width: 920px; height: 429px;" /></p>

<p><a class="twitter-timeline" data-height="850" data-width="500" href="https://twitter.com/bcnvph?ref_src=twsrc^tfw">Tweets by bcnvph</a></p>
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					<name><![CDATA[MELIS-UPF & RIKEN BDR Symposium]]></name>
					<description><![CDATA[<h1><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:20px;">The <a href="https://www.upf.edu/web/biomed">MELIS-UPF</a> and <a href="https://www.bdr.riken.jp/en/index.html">RIKEN BDR</a> Symposium will take place </span><span style="font-size:20px;">on April 18 and 19</span><span style="font-size: 20px;"> in the PRBB Auditorium.</span></span></h1>

<p> </p>

<h2><span style="font-family:Arial,Helvetica,sans-serif;"><font color="#000000"><span style="font-size: 16px; white-space-collapse: preserve;">List of invited speakers:</span></font></span></h2>

<p style="margin-bottom:11px"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:11pt"><span style="line-height:107%">Sa Kan Yoo (RIKEN)</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:11pt"><span style="line-height:107%">Ana Janic (UPF)</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:11pt"><span style="line-height:107%">Hironobu Fujiwara (RIKEN)</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:11pt"><span style="line-height:107%">Cristina Pujades (UPF)</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:11pt"><span style="line-height:107%">Ichiro Hiratani (RIKEN) </span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:11pt"><span style="line-height:107%">Roderic Guigó (CRG)</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:11pt"><span style="line-height:107%">Yumi Konagaya (RIKEN) </span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:11pt"><span style="line-height:107%">Kristina Haase (EMBL)</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:11pt"><span style="line-height:107%">Manuel Irimia (UPF)</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:11pt"><span style="line-height:107%">Katsuyuki Shiroguchi (RIKEN)</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:11pt"><span style="line-height:107%">Tomoya Kitajima (RIKEN)</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:11pt"><span style="line-height:107%">Elvan Böke (CRG)</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:11pt"><span style="line-height:107%">Yasushi Okada (RIKEN)</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:11pt"><span style="line-height:107%">Oriol Gallego (UPF) </span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:11pt"><span style="line-height:107%">Tatsuo Shibata (RIKEN)</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:11pt"><span style="line-height:107%">Alejandro Torres- Sanchez (EMBL)</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:11pt"><span style="line-height:107%">Makito Miyazaki (RIKEN)</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:11pt"><span style="line-height:107%">Berta Alsina (UPF)</span></span></span></p>

<p> </p>

<p dir="ltr"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:16px;">Attendance is free, but registration is required. We hope to see you there!</span></span></p>
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				<Placemark>
					<name><![CDATA[Genes, cells and embryos in development and evolution: Pere Alberch 25 years on]]></name>
					<description><![CDATA[<h2 style="text-align: center;"><span style="font-size:22px;"><span style="font-family:Calibri,sans-serif"><b><span style="color:black">9 and 10 of November 2023</span></b></span></span></h2>

<p style="text-align: center;"><span style="font-size:22px;"><span style="font-family:Calibri,sans-serif"><b><span style="color:black">Auditorium of the PRBB</span></b></span></span></p>

<p> </p>

<div><span style="font-size:22px;"><span style="font-family:Calibri,sans-serif"><span style="color:black">The last forty years have witnessed a deep transformation in our views of animal development from a multicellular black box where over time a mass of cells acquires shape in the form of organs and tissues, into a detailed account of this process in terms of gene expression, multicellular activity and morphogenesis. Recently this new vantage point has raised questions about the relationship between genes, cells and organism that is having an impact in the way we think about evolution. The argument echoes ideas and questions expressed in a visionary manner by Pere Alberch. The 25<sup>th </sup>anniversary of his untimely death offers an opportunity to discuss his ideas in the context of the new findings. It is this that we aim to do in the Symposium with a group of leading scientists in the fields of development and evolution, over one day and a half at the auditorium of the PRBB in Barcelona.</span></span></span></div>

<p><span style="font-size:22px;"><em><span style="font-family:Calibri,sans-serif"><b><span style="color:black">Organizers: </span></b></span></em></span></p>

<p><span style="font-size:22px;"><span style="font-family:Calibri,sans-serif"><span style="color:black">Denis Duboule (EPFL, Lausanne; Switzerland)</span></span></span></p>

<p><span style="font-size:22px;"><span style="font-family:Calibri,sans-serif"><span style="color:black">Alfonso Martinez Arias (UPF, Barcelona; Spain)</span></span></span></p>

<p><span style="font-size:22px;"><font color="#000000" face="Calibri, sans-serif">James Sharpe (EMBL-Barcelona, Barcelona; Spain)</font></span></p>

<p> </p>

<p><img alt="" src="/_files/_event/_94510/_editorFiles/file/Poster%20confernce.png" style="width: 945px; height: 1323px;" /></p>

<p> </p>
]]></description>
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					<name><![CDATA[UPF Biomedical Research Symposium 2023]]></name>
					<description><![CDATA[<h1> </h1>

<h1><span style="font-size:20px;"><span style="font-family:Arial,Helvetica,sans-serif;">The 2023 MELIS-UPF Biomedical Research Symposium will take place</span></span></h1>

<h1><span style="font-size:20px;"><span style="font-family:Arial,Helvetica,sans-serif;">on October 19 and </span></span><span style="font-family: Arial, Helvetica, sans-serif; font-size: 20px;">20 in the PRBB Auditorium.</span></h1>

<p> </p>

<h2><strong><span style="font-size:16px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Invited speakers</span></span></span></span></span></span></span></strong></h2>

<p><a href="https://www.bakerlab.org/"><span style="font-size:16px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">David Baker, Institute for Protein Design, University of Washington</span></span></span></span></span></span></span></a></p>

<p><a href="https://www.imim.cat/programesrecerca/cancer/en_thipertermia.html"><span style="font-size:16px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Fernando Burdío,</span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none"><span style="white-space:pre"> </span></span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Hospital del Mar Research Institute Barcelona</span></span></span></span></span></span></span></a></p>

<p><a href="https://www.imim.cat/programesrecerca/neurociencies/en_mecanismes_cellulars.html"><span style="font-size:16px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Arnau Busquets,<span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none"><span style="white-space:pre"> </span></span></span></span></span></span>Hospital del Mar Research Institute Barcelona</span></span></span></span></span></span></span></a></p>

<p style="line-height:1.38"><a href="https://www.brunel.ac.uk/people/cristina-pina/research"><span style="font-size:16px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Cristina Pina, Brunel University London</span></span></span></span></span></span></span></a></p>

<p style="line-height:1.38"><a href="https://www.mpi-dortmund.mpg.de/research-groups/schroeter"><span style="font-size:16px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Christian Schröter, Max Planck Institute of Molecular Physiology</span></span></span></span></span></span></span></a></p>

<p style="line-height:1.38"><a href="https://www.ebi.ac.uk/research/uhlmann/"><span style="font-size:16px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Virginie Uhlmann,</span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none"><span style="white-space:pre"> </span></span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">EMBL-EBI Cambridge</span></span></span></span></span></span></span></a></p>

<p style="line-height:1.38"><a href="https://mireiavallescolomer.github.io/"><span style="font-size:16px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Mireia Vallès-Colomer,</span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none"><span style="white-space:pre"> </span></span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">MELIS-UPF</span></span></span></span></span></span></span></a></p>

<p> </p>

<p dir="ltr"><span style="font-size:16px;"><span style="font-family:Arial,Helvetica,sans-serif;">Attendance is free but registration is required. </span></span></p>

<p><em><span style="font-size:16px;"><span style="font-family:Arial,Helvetica,sans-serif;">We hope to see you there!</span></span></em></p>

<p> </p>

<p> </p>

<p> </p>
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					<name><![CDATA[TEDxUPF. Engineering the Planetary Wellbeing]]></name>
					<description><![CDATA[<p>TEDxUPF. Engineering the Planetary Wellbeing </p>

<p>TEDxUPF<br />
Ariadna Quingles,<br />
Ariadna Plans & Laura Triay<br />
Engineering the Planetary Wellbeing<br />
TEDx talk at UPFPoblenou<br />
1. Description of the project & Goal<br />
Planetary Wellbeing. With all the technological advancements and cultural changes, global society is<br />
facing major challenges affecting the wellbeing of humans, animals and the planet itself.<br />
The aim of this project is to organize a TED talk at UPF's campus to expose some of the main<br />
challenges and solutions the planet is, or will be, facing in the near future and that can be related to<br />
the biomedical engineering field. The talks will be centered around: the future of the planet, the<br />
alimentation, the medicine, the housing and the need to grow a new mentality.<br />
We want to create a space where different professionals can share their recent and most interesting<br />
thoughts and discoveries.<br />
The health of the planet is a recent growing topic that has lots of potential, and biomedical<br />
engineering tools have a great power to contribute to the good path.<br />
2. Event information &<br />
contact<br />
Date: 5 Octubre 2023<br />
Schedule: 16pm - 20pm<br />
16:30 pm Ricard Solé<br />
16:50 pm Manuel Portela<br />
17:10 pm Laura Batlle<br />
17:30 pm - - - - - - - - - - - -<br />
18:00 pm Roser Sanchez<br />
18:20 pm Vicente Guallard<br />
18:40 pm Lela Melón<br />
19: 00 pm Appetizer<br />
Localization: Auditori Campus de Poblenou UPF<br />
(Roc Boronat, 138, 08018 Barcelona).<br />
Email: tedxupf2022@gmail.com<br />
Instagram: @tedxupf2022<br />
YouTube Channel: TEDxUPF</p>
]]></description>
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				<Placemark>
					<name><![CDATA[Seminario sobre el Microbioma]]></name>
					<description><![CDATA[<p>El próximo <strong>15 de junio a las 13:00h</strong>  tendrá lugar el seminario <strong>“El microbioma humano: nuestro organismo como ecosistema”</strong>, una actividad impulsada por el Departamento de Medicina y Ciencias de la Vida de la Universidad Pompeu Fabra a través de la Cátedra QUAES-UPF de Biomedicina e Ingeniería Biomédica.</p>

<p>¿Por qué es tan importante el microbioma de nuestro intestino? ¿Qué relación tienen estos microorganismos con el cáncer, el envejecimiento o la resistencia a fármacos? ¿Qué aplicaciones terapéuticas y preventivas vislumbramos en el futuro? </p>

<p><strong>Fernando Peláez</strong>, Director del Programa de Biotecnología del Centro Nacional de Investigaciones Oncológicas (CNIO), nos guiará en este recorrido por nuestro ecosistema invisible, mostrándonos la importancia de esta orquesta interna de microorganismos, sus funciones, y todo lo que aún está por descifrar.</p>

<p>Este seminario está dirigido hacia toda persona interesada en conocer más acerca de este “tapiz” de seres que conforman nuestro día a día y por qué su investigación es crucial. El acto será impartido de forma online y es gratuito.</p>

<p> </p>

<p>Os esperamos el día 15 para descubrir este universo microscópico.</p>

<p> </p>

<p>*El enlace de conexión será enviado unos días antes del evento.</p>

<p>*Para realizar la inscripción, asegurarse de marcar la casilla de seleccion que hay a mano derecha.</p>
]]></description>
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				<Placemark>
					<name><![CDATA[7th Barcelona VPH Summer School]]></name>
					<description><![CDATA[<h2 style="margin: 10px 0px; text-align: center; color: rgb(200, 16, 46); line-height: normal; padding-bottom: 10px; font-family: Verdana, Geneva, sans-serif; font-size: 20px; font-weight: normal; text-rendering: optimizeLegibility;"> </h2>

<h2 style="margin: 10px 0px; text-align: center; color: rgb(200, 16, 46); line-height: normal; padding-bottom: 10px; font-family: Verdana, Geneva, sans-serif; font-size: 20px; font-weight: normal; text-rendering: optimizeLegibility;">The 7th VPH Summer School will be held <span style="color:#b22222;">on June 5-9, 2023</span>, and will focus on<strong> </strong></h2>

<h2 style="margin: 10px 0px; text-align: center; color: rgb(200, 16, 46); line-height: normal; padding-bottom: 10px; font-family: Verdana, Geneva, sans-serif; font-size: 20px; font-weight: normal; text-rendering: optimizeLegibility;"><strong>Models interoperability and reuse.<strong style="color: rgb(0, 0, 0);"> </strong></strong></h2>

<h2 style="margin: 10px 0px; text-align: center; color: rgb(200, 16, 46); line-height: normal; padding-bottom: 10px; font-family: Verdana, Geneva, sans-serif; font-size: 20px; font-weight: normal; text-rendering: optimizeLegibility;"><span style="font-size: 14px; text-align: justify; color: rgb(178, 34, 34);">This webpage will be updated continuously!</span></h2>

<hr />
<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family: verdana, geneva, sans-serif;">The VPH Summer School series is co-organized by </span><a href="https://www.upf.edu/web/bcn-medtech/" target="_blank"><font color="#c8102e" face="verdana, geneva, sans-serif"><span style="border-color: currentcolor;">BCN MedTech</span></font></a><font color="#c8102e" face="verdana, geneva, sans-serif"><span style="border-color: currentcolor;"> </span></font><font face="verdana, geneva, sans-serif"><span style="border-color: currentcolor;">at</span></font><font color="#c8102e" face="verdana, geneva, sans-serif"><span style="border-color: currentcolor;"> </span></font><font face="verdana, geneva, sans-serif"><span style="border-color: currentcolor;">the</span></font><font color="#c8102e" face="verdana, geneva, sans-serif"><span style="border-color: currentcolor;"> <a href="https://www.upf.edu/web/etic" target="_blank">Department of Information and Communication Technologies, Universitat Pompeu Fabra (UPF)</a></span></font><span style="font-family: verdana, geneva, sans-serif;"> and by the </span><a href="http://www.vph-institute.org/" style="font-family: verdana, geneva, sans-serif; border: 0px currentcolor; color: rgb(200, 16, 46);" target="_blank">Virtual Physiological Human Institute (VPHi)</a><span style="font-family: verdana, geneva, sans-serif;">, with the collaboration of the <a href="https://www.upf.edu/web/biomed" target="_blank">UPF department of Medicine and Life Science</a> and the <a href="https://www.fundacionquaes.org" target="_blank">QUAES Foundation</a>.</span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family: verdana, geneva, sans-serif;">It provides junior engineers, early researchers and medical doctors with an integrative view of state-of-the-art research for<strong> <em>in silico</em> medicine</strong>, following a complete pipeline from basic science and clinical needs, to model application. The Summer School has the support of the European Society of Biomechanics, of the Spanish Network of Excellence in Biomechanics, CompBioMed and the QUAES-UPF Chair.</span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family:verdana,geneva,sans-serif;"><span style="font-size:14px;">This summer school includes <strong>15 morning lectures</strong> plus one <strong>honorary VPH lecture</strong>, given <strong>by leading international researchers</strong>. </span></span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family:verdana,geneva,sans-serif;">The key methodological and </span><span style="font-family: verdana, geneva, sans-serif;">technological </span><span style="font-family: verdana, geneva, sans-serif;">concepts are enriched by <strong>afternoon hands-on sessions</strong> that</span><span style="font-family: verdana, geneva, sans-serif;"> stand for 15,5 hours of <strong>transversal training in <em>in silico</em> medicine</strong> technologies during the whole week, under the supervision of expert researchers. A</span><span style="font-family: verdana, geneva, sans-serif;"> </span><strong style="font-family: verdana, geneva, sans-serif;">best hands-on award</strong><span style="font-family: verdana, geneva, sans-serif;"> sponsored by the<strong> </strong></span><a href="https://www.upf.edu/web/catedra-quaes-upf" style="font-family: verdana, geneva, sans-serif;" target="_blank">QUAES-UPF Chair</a><span style="font-family: verdana, geneva, sans-serif;">.</span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family:verdana,geneva,sans-serif;">The Summer School also includes <strong>poster sessions</strong> with the <strong>best VPHi poster award and </strong></span><span style="font-family:verdana,geneva,sans-serif;"><a href="https://www.vph-institute.org/news/call-for-2023-vphi-best-thesis-award-in-in-silico-medicine.html">VPHi Best PhD Thesis Award in In Silico Medicine</a>.</span></p>

<hr />
<p style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px; text-align: center;"> </p>

<p style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px; text-align: center;"><span style="color:#ffffff;"><span style="font-size:18px;"><b><span style="background-color:#e67e22;">BEST VPHi THESIS AWARD IN </span><em><span style="background-color:#e67e22;">IN SILICO</span></em><span style="background-color:#e67e22;"> MEDICINE</span></b></span></span></p>

<p style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-size: 14px; text-align: center;"><span style="font-family: Verdana, Geneva, sans-serif;">The goal of the Best VPHi Thesis Award in In Silico Medicine is to reward individuals for outstanding achievements during their PhD thesis. <strong>T</strong></span><font face="verdana, geneva, sans-serif"><b><strong>he winner of the award will be presented on June, 5th.</strong>   </b></font></p>

<p style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px; text-align: center;"> </p>

<hr />
<p style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px; text-align: center;"><span style="font-size:18px;"><span style="font-family:verdana,geneva,sans-serif;"><strong>ABOUT POSTER PRESENTATIONS:</strong></span></span></p>

<p style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px; text-align: center;"><span style="font-family:verdana,geneva,sans-serif;">Please include poster presentation in the <a href="https://eventum.upf.edu/86817/tickets/7th-barcelona-vph-summer-school.html" target="_self">registration form</a>. </span>The poster is open format in terms of content. The size is the typical A0 portrait format. No need to submit anything in forehand. You should bring your poster with you and on the first day, you will be able to hang in the exposition hall.</p>

<hr />
<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"> </p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family:verdana,geneva,sans-serif;"><strong>LOCATION:</strong> Event hosted by <a href="https://www.upf.edu/web/campus/campus-poblenou" target="_blank">UPF Poblenou Campus</a> (Roc Boronat 138, Barcelona) - See <a href="https://eventum.upf.edu/86817/section/39125/7th-barcelona-vph-summer-school.html">Venue</a>.</span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"> </p>

<hr />
<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family: verdana, geneva, sans-serif;"><strong>REGISTRATION FEES</strong>:</span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="color:#b22222;"><span style="font-family: verdana, geneva, sans-serif;"><span style="background-color:#ffffff;">On-site fees include: participation in all activities, coffee breaks, lunch, Catalan beer tasting and farewell drinks. </span></span></span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><strong><span style="font-family: verdana, geneva, sans-serif;">Early Bird ticket only until 28th of February 2023:</span></strong></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family: verdana, geneva, sans-serif;">- Reduced* (on site): 90 €;</span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family: verdana, geneva, sans-serif;">- Affiliated** (on site): 110 €; </span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family: verdana, geneva, sans-serif;">- Regular*** (on site): 150 €; </span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family: verdana, geneva, sans-serif;">- Online (lectures only): 55 €; </span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family: verdana, geneva, sans-serif;">- Free</span><em><span style="font-family: verdana, geneva, sans-serif;">****</span></em><span style="font-family: verdana, geneva, sans-serif;"> (on site)</span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family: verdana, geneva, sans-serif;"><strong>After 28th of February, standard fees: </strong></span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family: verdana, geneva, sans-serif;">- Reduced* (on site): 120 €;</span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family: verdana, geneva, sans-serif;">- Affilated** (on site): 140 €; </span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family: verdana, geneva, sans-serif;">- Regular*** (on site): 180 €; </span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family: verdana, geneva, sans-serif;">- Online (lectures only): 70 €; </span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family: verdana, geneva, sans-serif;">- Free</span><em><span style="font-family: verdana, geneva, sans-serif;">**** </span></em><span style="font-family: verdana, geneva, sans-serif;"> (on site)</span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family: verdana, geneva, sans-serif;"><strong>D</strong></span><strong><span style="font-family: verdana, geneva, sans-serif;"><strong>e</strong>adline: 21/05/2023</span></strong></p>

<p style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><em><span style="font-family: verdana, geneva, sans-serif;">* Applies to students (BSc, MSc) and <u><a href="https://www.vph-institute.org/membership.html" target="_blank">VPHi</a> members with proof of membership</u> at the time of registration.</span></em></p>

<p style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><em><span style="font-family: verdana, geneva, sans-serif;">** Applies to <a href="https://esbiomech.org/esb-membership-benefits/" target="_blank">ESB</a>, </span><a href="https://www.simcardiotest.eu/wordpress/">SimCardioTest</a>, <a href="https://www.compbiomed.eu/">CompBioMed</a></em><strong> </strong><em><span style="font-family: verdana, geneva, sans-serif;">members <u>with proof of membership</u>, who are <u>non VPHi members</u> at the time of registration</span></em>.<em><span style="font-family: verdana, geneva, sans-serif;"> For students, a one-year individual free VPHi Membership is <u>included in the registration</u>. </span></em></p>

<p style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><em style="font-family:Verdana, Geneva, sans-serif; font-size:14px; font-variant-ligatures:normal; font-weight:400; text-align:start; white-space:normal; background-color:#ffffff; text-decoration-thickness:initial; text-decoration-style:initial; text-decoration-color:initial; color:#353430; box-sizing:border-box"><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif">*** Applies to</span></span></em><em style="color:#222222; font-family:Verdana, Geneva, sans-serif; font-size:14px; font-variant-ligatures:normal; font-weight:400; text-align:start; white-space:normal; background-color:#ffffff; text-decoration-thickness:initial; text-decoration-style:initial; text-decoration-color:initial; box-sizing:border-box"><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif"><font color="#353430"> </font><u style="color:#353430; box-sizing:border-box">non affiliated and non VPHi members </u></span></span></em><em style="color:#222222; font-family:Verdana, Geneva, sans-serif; font-size:14px; font-variant-ligatures:normal; font-weight:400; text-align:start; white-space:normal; background-color:#ffffff; text-decoration-thickness:initial; text-decoration-style:initial; text-decoration-color:initial; box-sizing:border-box"><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif"><font color="#353430">at the time of registration.</font></span></span></em><em style="color:#222222; font-family:Verdana, Geneva, sans-serif; font-size:14px; font-variant-ligatures:normal; font-weight:400; text-align:start; white-space:normal; background-color:#ffffff; text-decoration-thickness:initial; text-decoration-style:initial; text-decoration-color:initial; box-sizing:border-box"><span style="box-sizing:border-box"><span style="font-family:verdana, geneva, sans-serif"><font color="#353430"> For students</font><font color="#9900ff">,</font><font color="#353430"> one-year individual free VPHi Membership is </font><u style="color:#353430; box-sizing:border-box">included in the registration. </u></span></span></em></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><em><span style="font-family: verdana, geneva, sans-serif;">**** </span></em><span style="font-family: verdana, geneva, sans-serif;">For Disc4All Consortium Members, Speakers, Organisers, UPF Biomedical Engineering Students enrolled in the Advanced Biomechanics & Systems Mechanobiology programme. <strong>The registration is mandatory</strong>. </span>Disc4All Consortium members, speakers, instructors, organisers, UPF Students mention your institution /course (for UPF student) during the registration. We may contact you back for verification. </p>

<hr />
<p style="text-align: center;"><strong><span style="font-family: verdana, geneva, sans-serif; font-size: 14px;">If you want to receive updates about the programme, please leave your e-mail <a href="https://goo.gl/forms/B8POuJUz6uD9STv23" target="_blank">here</a> or follow us on <a href="https://twitter.com/bcnvph" target="_blank">Twitter</a> (@bcnvph)</span></strong></p>

<p style="text-align: center;"><iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/cse_GBcHcsc" width="560"></iframe></p>

<p style="text-align: center;"><img src="/_files/_event/_46693/_editorFiles/file/2020/BCN-MedTech-Presentation_Fig-comp.png" style="width: 920px; height: 429px;" /></p>

<p><a class="twitter-timeline" data-height="850" data-width="500" href="https://twitter.com/bcnvph?ref_src=twsrc^tfw">Tweets by bcnvph</a></p>
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					<name><![CDATA[Café científico sobre el cáncer de mama de la Cátedra QUAES-UPF]]></name>
					<description><![CDATA[<p><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Retomamos los </span></span></span></span></span></span><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:700"><span style="font-style:normal"><span style="text-decoration:none">Cafés Científicos</span></span></span></span></span></span><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">, esta vez con una nueva edición sobre el </span></span></span></span></span></span><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:700"><span style="font-style:normal"><span style="text-decoration:none">cáncer de mama.</span></span></span></span></span></span><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none"> Organizada por el Departamento de Medicina y Ciencias de la Vida de la Universidad Pompeu Fabra a través de la Cátedra QUAES-UPF de Biomedicina e Ingeniería Biomédica.</span></span></span></span></span></span></p>

<p style="line-height:1.38"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">El café tendrá lugar el </span></span></span></span></span></span><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:700"><span style="font-style:normal"><span style="text-decoration:none">martes 30 de mayo a las 18:00 en la Sala Marie Curie del PRBB</span></span></span></span></span></span><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none"> (Parque de Recerca Biomédica de Barcelona)</span></span></span></span></span></span></p>

<p style="line-height:1.38"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">¿Cuáles son los factores de riesgo más comunes asociados con el cáncer de mama? ¿Cuáles son los desafíos actuales en investigación? ¿Cuáles son las terapias emergentes más prometedoras en el campo del cáncer de mama? Expertos en la materia responderán estas y otras muchas preguntas en el Café Científico.</span></span></span></span></span></span></p>

<p style="line-height:1.38"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Se trata de una actividad dirigida a pacientes, familiares de pacientes, clínicos, investigadores, estudiantes, y a un público general interesado en aprender más sobre esta enfermedad en un ambiente informal. Este evento se organizará de forma presencial y gratuita y tiene aforo limitado. </span></span></span></span></span></span></p>

<p style="line-height:1.38"> </p>

<p style="line-height:1.38; text-align:justify"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Las charlas serán impartidas por ponentes expertos como:</span></span></span></span></span></span></p>

<ul>
	<li aria-level="1" style="list-style-type:disc"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:700"><span style="font-style:normal"><span style="text-decoration:none">Sònia Servitjà</span></span></span></span></span></span><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none"> </span></span></span></span></span></span><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:700"><span style="font-style:normal"><span style="text-decoration:none">Tormo, </span></span></span></span></span></span><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none"> del Servei d'Oncologia Mèdica de l'Hospital del Mar</span></span></span></span></span></span></li>
	<li aria-level="1" style="list-style-type:disc"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:700"><span style="font-style:normal"><span style="text-decoration:none">Dr. José Ramón García Garzón</span></span></span></span></span></span><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">, Jefe de servicio del grupo biomédico Cetir Ascires</span></span></span></span></span></span></li>
</ul>

<p style="line-height:1.38"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Con la moderación de:</span></span></span></span></span></span></p>

<ul>
	<li aria-level="1" style="list-style-type:disc"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:700"><span style="font-style:normal"><span style="text-decoration:none">Ana Janic</span></span></span></span></span></span><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">, investigadora principal en el grupo de Biología del Cáncer del Departamento de Medicina y Ciencias de la Vida.</span></span></span></span></span></span></li>
</ul>

<p> </p>

<p style="line-height:1.38"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">¡Os esperamos el día 30!</span></span></span></span></span></span></p>

<p> </p>
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					<name><![CDATA[El camí del poble gitano: una història de diversitat]]></name>
					<description><![CDATA[<p>El camí del poble gitano: una història de diversitat</p>

<p>La història del poble gitano es pot explicar des de diferents perspectives. </p>

<p>Xerrades sobre Genòmica, Llengua i Història del poble gitano i actuació musical. </p>

<p>Amb: <strong>David Comas</strong>, Catedràtic de Biologia del MELIS - UPF i investigador de l'IBE, <strong>Toni Díaz</strong> i <strong>Carlos Muñoz</strong> del grup Amaro Aviben, <strong>Annabel Carballo</strong>, estudiant de doctorat de la UB i actuació muscial d'<strong>Enrique and Band</strong>. </p>

<p>Acte conduït pel sociòleg <strong>Aaron Giménez Cortés</strong>. </p>

<p> </p>

<p>Amb el suport de la FAGiC i el Vicerectorat de Compromís social i Sostenibilitat de la UPF. </p>

<p> </p>
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					<name><![CDATA[2023 Presentation of the International Journal of Social Determinants of Health and Health Services]]></name>
					<description><![CDATA[<p>Celebration of the journal’s 53-year heritage under its former title, the <em>International Journal of Health Services</em>, and welcomed in a new phase of the journal, which aims to push boundaries in scholarship on how structural injustices, social inequalities and power dynamics impact and shape the health of populations worldwide. It brought together experts in the social determinants of health (SDOH) from across the world to explore and discuss the major questions and future pathways for research, policy and action regarding the SDOH and health services.</p>

<p> </p>

<p style="text-align: center;"><a href="https://www.upf.edu/web/jhu-ppc/"><img alt="Johns Hopkins University - Pompeu Fabra University Public Policy Center" src="/getFiles/hash/MyMDNxQGOwADZ0YmNlRmYkdTMiZWYkhTZgzMwMmM2Mz:WW53dC9ZZHpKL0EyWFpYVEg1TzdOTnlSZm0wVjFzbC9pNCtNYmoySzBOOFArUlJ1cE96MmxzUHRSSGtGcUp5eVcrYmFvT3MxeWNJYk82QklRUjJXUVpNOVRNMEJpSFNmY25wdnZYVFBGYXY1SlB6dzVzVlpmWmlvRmQ1bUUwd2lILy9ENjNXWGFnWTZhVEkyWm1IT0lsRCtnNldjVCtOZXZaQ1BoSDVjbG8yTFdYWEtlWUo5VVlJaGl4WlpiczhXSy9KYk5iV09CbktYQzFobmlGMlR4QT09" style="width: 100%;" /></a></p>

<p style="text-align: center;"> </p>
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					<name><![CDATA[2023 Presentation of the International Journal of Social Determinants of Health and Health Services]]></name>
					<description><![CDATA[<h1 style="text-align: center;"><span style="color:#336699;">Join us in Barcelona, Spain, this May for the 2023 Presentation of the <em>International Journal of Social Determinants of Health and Health Services</em>!</span></h1>

<p style="text-align: center;">Global developments of the last decades, such as the reported drop in life expectancy before and after COVID in many rich countries; the multiple ravages generated by the climate and environmental crises and wars, mostly in low-income countries; or “new pandemics'' such as obesity, metabolic syndrome, and nonalcoholic fatty liver disease, have increased health inequities at the local, national, and global levels. There is an urgent need to tackle the injustices and inequalities caused by these phenomena. The <em>International Journal of Social Determinants of Health and Health Services </em>(IJSDOHS) publishes pioneering research from across the globe that aims to understand this reality and how we can work towards greater health equity for all.</p>

<p style="text-align: center;">The 2023 Presentation of the IJSDOHS will bring together experts in the social determinants of health (SDOH) from across the world to explore and discuss the <strong>major questions and future pathways for research, policy and action regarding the SDOH and health services</strong>. It will be a celebration of the journal’s 53-year heritage under its former title, the <em>International Journal of Health Services, </em>and will inaugurate a new phase of the journal, which aims to <strong>push boundaries in scholarship on how inequalities, power dynamics and structural injustices impact and shape the health of populations worldwide</strong>.</p>

<p style="text-align: center;">The presentation will include <strong>four roundtable discussions</strong>, a<strong> poster exhibition</strong>, <strong>speeches from key figures</strong> in the field of SDOH and <strong>networking opportunities</strong>. It is an opportunity to reflect on the 21st Century challenges and opportunities for research and action in the fields of SDOH and health equity, and future pathways for a more equitable and healthy world.</p>

<p style="text-align: center;">This is an English language event. Attendance certificates will be provided to all attendees.</p>

<h4 style="text-align: center;"> </h4>

<h4 style="text-align: center;"><strong><span style="color:#336699;">If you missed the deadline for registering, don't worry! </span></strong><br />
<strong><span style="color:#336699;">We will be re-opening registrations on Monday 8th May until Friday 12th May.</span></strong></h4>

<p style="text-align: center;"><strong>TICKETS</strong>:<br />
Standard Admission: 100€<br />
Accessible admission: donation (please click the "donate" button to register)<br />
UPF members admission: free<br />
Student admission: free</p>

<p style="text-align: center;">Tickets include access to all activities, 1 catered coffee break, buffet lunch, and drinks reception.</p>

<h4> </h4>

<h4 style="text-align: center;">F﻿or more information on the IJSDOHS, visit our <a href="https://journals.sagepub.com/home/joh" target="_blank">website</a> or follow us on Twitter: @intj_sdohs.</h4>
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					<name><![CDATA[Foro Discapacidad Intelectual: presente y futuro de la investigación 13/03/2023 18.00 h]]></name>
					<description><![CDATA[<p><strong><span style="font-size:14px;">Foro Discapacidad Intelectual: presente y futuro de la investigación 13/03/2023 18.00 h. ONLINE</span></strong></p>

<p>Conectarse al Foro:  <a href="https://upf-edu.zoom.us/j/91632872721" target="_blank">https://upf-edu.zoom.us/j/91632872721</a></p>

<p dir="ltr" style="text-align:justify"><span style="font-size:14px;"><span style="line-height:1.38"><b id="docs-internal-guid-0ece3d95-7fff-bd43-3157-4e40ad6dd6a8" style="font-weight:normal"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="font-variant:normal"><span style="text-decoration:none"><span style="vertical-align:baseline"><span style="white-space:pre-wrap">La discapacidad intelectual es una condición del neurodesarrollo que surge en los inicios de la infancia y se proyecta a lo largo de la vida. Puede estar producida por diferentes causas, pero generalmente son genéticas. Los problemas genéticos producirán el llamado síndrome </span></span></span></span></span></span></span></span></b></span><span style="line-height:1.38"><b id="docs-internal-guid-0ece3d95-7fff-bd43-3157-4e40ad6dd6a8" style="font-weight:normal"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="font-variant:normal"><span style="text-decoration:none"><span style="vertical-align:baseline"><span style="white-space:pre-wrap">X frágil, que es la forma más común de discapacidad intelectual hereditaria, o la trisomía 21 </span></span></span></span></span></span></span></span></b></span><span style="line-height:1.38"><b id="docs-internal-guid-0ece3d95-7fff-bd43-3157-4e40ad6dd6a8" style="font-weight:normal"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="font-variant:normal"><span style="text-decoration:none"><span style="vertical-align:baseline"><span style="white-space:pre-wrap">que produce el síndrome de Down. La discapacidad intelectual puede acompañarse de </span></span></span></span></span></span></span></span></b></span><span style="line-height:1.38"><b id="docs-internal-guid-0ece3d95-7fff-bd43-3157-4e40ad6dd6a8" style="font-weight:normal"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="font-variant:normal"><span style="text-decoration:none"><span style="vertical-align:baseline"><span style="white-space:pre-wrap">alteraciones del lenguaje, comportamentales o incluso afectar a otras regiones del cuerpo </span></span></span></span></span></span></span></span></b></span><span style="line-height:1.38"><b id="docs-internal-guid-0ece3d95-7fff-bd43-3157-4e40ad6dd6a8" style="font-weight:normal"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="font-variant:normal"><span style="text-decoration:none"><span style="vertical-align:baseline"><span style="white-space:pre-wrap">fuera del cerebro. La intervención temprana puede producir buenos resultados </span></span></span></span></span></span></span></span></b></span><span style="line-height:1.38"><b id="docs-internal-guid-0ece3d95-7fff-bd43-3157-4e40ad6dd6a8" style="font-weight:normal"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="font-variant:normal"><span style="text-decoration:none"><span style="vertical-align:baseline"><span style="white-space:pre-wrap">particularmente en relación con los retrasos en la función cognitiva y adaptativa. Por esta </span></span></span></span></span></span></span></span></b></span><span style="line-height:1.38"><b id="docs-internal-guid-0ece3d95-7fff-bd43-3157-4e40ad6dd6a8" style="font-weight:normal"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="font-variant:normal"><span style="text-decoration:none"><span style="vertical-align:baseline"><span style="white-space:pre-wrap">razón la Cátedra QUAES-UPF de Biomedicina e Ingeniería Biomédica organizará, el próximo 13 de marzo a las 18h, el “Foro sobre Discapacidad Intelectual: presente y futuro de la investigación”.</span></span></span></span></span></span></span></span></b></span></span></p>

<p dir="ltr" style="text-align:justify"><span style="font-size:14px;"><span style="line-height:1.38"><b id="docs-internal-guid-0ece3d95-7fff-bd43-3157-4e40ad6dd6a8" style="font-weight:normal"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="font-variant:normal"><span style="text-decoration:none"><span style="vertical-align:baseline"><span style="white-space:pre-wrap">En este foro contaremos con </span></span></span></span></span></span></span></span></b><b style="font-weight:normal"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="font-variant:normal"><span style="text-decoration:none"><span style="vertical-align:baseline"><span style="white-space:pre-wrap">Dña. María Teresa Navarro</span></span></span></span></span></span></span></span></b><b style="font-weight:normal"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="font-variant:normal"><span style="text-decoration:none"><span style="vertical-align:baseline"><span style="white-space:pre-wrap">, Defensora de las Personas con </span></span></span></span></span></span></span></span></b><b id="docs-internal-guid-0ece3d95-7fff-bd43-3157-4e40ad6dd6a8" style="font-weight:normal"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="font-variant:normal"><span style="text-decoration:none"><span style="vertical-align:baseline"><span style="white-space:pre-wrap">Discapacidad del Ayuntamiento de Valencia, </span></span></span></span></span></span></span></span></b><b style="font-weight:normal"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="font-variant:normal"><span style="text-decoration:none"><span style="vertical-align:baseline"><span style="white-space:pre-wrap">Dr. Andrés Ozaita</span></span></span></span></span></span></span></span></b><b style="font-weight:normal"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="font-variant:normal"><span style="text-decoration:none"><span style="vertical-align:baseline"><span style="white-space:pre-wrap">, neurocientífico experto en neurotransmisión de la Universitat Pompeu Fabra de Barcelona, Dr. Jorge Busciglio, </span></span></span></span></span></span></span></span></b></span><span style="line-height:1.38"><b id="docs-internal-guid-0ece3d95-7fff-bd43-3157-4e40ad6dd6a8" style="font-weight:normal"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="font-variant:normal"><span style="text-decoration:none"><span style="vertical-align:baseline"><span style="white-space:pre-wrap">neurocientífico experto en Síndrome de Down de la Universidad de California en Irvine, y el Dr. Rafael de la Torre, farmacólogo investigador en el tratamiento de discapacidades intelectuales del IMIM-Parc de Salut Mar de Barcelona.</span></span></span></span></span></span></span></span></b></span></span></p>

<p><span style="text-align: justify; font-size: 14px;"><span style="line-height:1.38"><span id="docs-internal-guid-0ece3d95-7fff-bd43-3157-4e40ad6dd6a8"><span style="font-family:Arial"><span style="color:#000000"><span style="font-variant-numeric: normal; font-variant-east-asian: normal;"><span style="vertical-align:baseline"><span style="white-space:pre-wrap">Será una actividad dirigida a familiares de pacientes, clínicos, científicos, estudiantes de </span></span></span></span></span></span></span></span><span style="text-align: justify; font-size: 14px;"><span style="line-height:1.38"><span id="docs-internal-guid-0ece3d95-7fff-bd43-3157-4e40ad6dd6a8"><span style="font-family:Arial"><span style="color:#000000"><span style="font-variant-numeric: normal; font-variant-east-asian: normal;"><span style="vertical-align:baseline"><span style="white-space:pre-wrap">Ciencias de la Salud, y a un público general interesado en aprender más sobre esta </span></span></span></span></span></span></span></span><span style="text-align: justify; font-size: 14px;"><span style="line-height:1.38"><span id="docs-internal-guid-0ece3d95-7fff-bd43-3157-4e40ad6dd6a8"><span style="font-family:Arial"><span style="color:#000000"><span style="font-variant-numeric: normal; font-variant-east-asian: normal;"><span style="vertical-align:baseline"><span style="white-space:pre-wrap">enfermedad. La inscripción es gratuita, pero es necesario inscribirse.</span></span></span></span></span></span></span></span></p>

<p> </p>
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					<name><![CDATA[RECSM Winter Methods School 2023]]></name>
					<description><![CDATA[<p><span style="font-family:Times New Roman,Times,serif;"><span style="font-size:18px;"><span style="line-height:normal"><span lang="EN-US">The fourth edition of <b>RECSM Winter Methods School</b> (March 06-10, 2023) is comprised of three courses. </span></span></span></span></p>

<p> </p>

<p><span style="font-family:Times New Roman,Times,serif;"><span style="font-size:18px;"><span style="line-height:normal"><span lang="EN-US">The courses are open to <b>academics</b> (students, professors, individuals employed by colleges and universities, and other institutions of higher education) and <b>non-academics</b> (consultants and other practitioners from the private sector or national and international organizations) and will be held <b>online</b> and <b>on-site</b>.</span></span></span></span></p>

<p> </p>

<p><span style="font-family:Times New Roman,Times,serif;"><span style="font-size:18px;"><span style="line-height:normal">The <b>courses</b> are:</span></span></span></p>

<ul>
	<li style="margin-bottom:11px; text-align:justify">
	<p><span style="font-family:Times New Roman,Times,serif;"><span style="font-size:18px;"><span style="line-height:normal"><b><span lang="EN-US">Survey data harmonization across time and space</span></b><span lang="EN-US">. Instructor: Marta Kołczyńska. March 6th-7th. </span><b>8-hour course</b>. </span></span></span></p>
	</li>
	<li style="margin-bottom:11px; text-align:justify">
	<p><span style="font-family:Times New Roman,Times,serif;"><span style="font-size:18px;"><span style="line-height:normal"><b><span lang="EN-US">Questionnaire design for cross-cultural survey research</span></b><span lang="EN-US">. Instructor: Diana Zavala-Rojas. March 8th-10th. </span><b>12-hour course</b>.</span></span></span></p>
	</li>
	<li style="margin-bottom:11px; text-align:justify">
	<p><span style="font-family:Times New Roman,Times,serif;"><span style="font-size:18px;"><span style="line-height:normal"><b><span lang="EN-US">Social network analysis</span></b><span lang="EN-US">. Instructor: Luca De Benedictis. March 9th-10th. </span><b>8-hour course</b>. </span></span></span></p>
	</li>
</ul>

<p> </p>

<p><span style="font-family:Times New Roman,Times,serif;"><span style="font-size:18px;"><span style="line-height:normal"><b>Fees</b>:</span></span></span></p>

<p><span style="font-family:Times New Roman,Times,serif;"><span style="font-size:18px;"><span style="line-height:normal">8-hour course:</span></span></span></p>

<ul>
	<li style="margin-right:72px; margin-bottom:11px; margin-left:40px; text-align:justify">
	<p><span style="font-family:Times New Roman,Times,serif;"><span style="font-size:18px;"><span style="line-height:normal">Students: 250€</span></span></span></p>
	</li>
	<li style="margin-right:72px; margin-bottom:11px; margin-left:40px; text-align:justify">
	<p><span style="font-family:Times New Roman,Times,serif;"><span style="font-size:18px;"><span style="line-height:normal">Researchers: 400€</span></span></span></p>
	</li>
	<li style="margin-right:72px; margin-bottom:11px; margin-left:40px; text-align:justify">
	<p><span style="font-family:Times New Roman,Times,serif;"><span style="font-size:18px;"><span style="line-height:normal">Professionals: 500€</span></span></span></p>
	</li>
</ul>

<p><span style="font-family:Times New Roman,Times,serif;"><span style="font-size:18px;"><span style="line-height:normal">12-hour course:</span></span></span></p>

<ul>
	<li style="margin-right:72px; margin-bottom:11px; margin-left:40px; text-align:justify">
	<p><span style="font-family:Times New Roman,Times,serif;"><span style="font-size:18px;"><span style="line-height:normal">Students: 300€</span></span></span></p>
	</li>
	<li style="margin-right:72px; margin-bottom:11px; margin-left:40px; text-align:justify">
	<p><span style="font-family:Times New Roman,Times,serif;"><span style="font-size:18px;"><span style="line-height:normal">Researchers: 500€</span></span></span></p>
	</li>
	<li style="margin-right:72px; margin-bottom:11px; margin-left:40px; text-align:justify">
	<p><span style="font-family:Times New Roman,Times,serif;"><span style="font-size:18px;"><span style="line-height:normal">Professionals: 600€</span></span></span></p>
	</li>
</ul>

<p><span style="font-family:Times New Roman,Times,serif;"><span style="font-size:18px;"><strong>Universitat Pompeu Fabra (UPF) students</strong> will have a <strong>15% discount</strong> on the student fee. If you are a UPF student, please contact us (<a href="mailto:recsm@upf.edu" style="color:blue; text-decoration:underline">recsm@upf.edu</a>) before enrolling in the courses and we will provide you with a <strong>discount code</strong>.</span></span></p>

<p><span style="font-family:Times New Roman,Times,serif;"><span style="font-size:18px;">You can pay via credit/debit card or with a bank transfer. </span></span></p>

<p><span style="font-family:Times New Roman,Times,serif;"><span style="font-size:18px;"><span lang="EN-US"><span style="color:#353430">​</span></span><b>Cancellation Policy</b>: All refund/cancellation requests must be provided via email to <a href="mailto:recsm@upf.edu" style="color:blue; text-decoration:underline">recsm@upf.edu</a> and received prior to February 17th, 2023. From February 18th cancellation will not be refunded.</span></span></p>

<p><span style="font-family:Times New Roman,Times,serif;"><span style="font-size:18px;"><span style="font-variant-ligatures:normal"><span style="text-decoration-thickness:initial"><span style="text-decoration-style:initial"><span style="text-decoration-color:initial">Invoices are sent upon demand.</span></span></span></span></span></span></p>
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					<name><![CDATA[Foro Próstata de la Cátedra QUAES-UPF: &quot;De la hipertrofia benigna al cáncer”]]></name>
					<description><![CDATA[<p><strong><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;">Foro Próstata de la Cátedra QUAES-UPF: "De la hipertrofia benigna al cáncer”</span></span></strong></p>

<p><strong><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;">26/10/2022 18.00 h ONLINE </span></span></strong></p>

<p><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;">Ponentes:</span></span></p>

<p><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong>D. Jordi Pruñonosa Sala</strong>, participante social</span></span></p>

<p><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong>Dr. Alejandro García Larrosa</strong>, urólogo experto en hipertrofia prostática del Hospital del Mar de Barcelona</span></span></p>

<p><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong>Dr. José Pablo Maroto Rey</strong>, oncólogo experto en cáncer de próstata del Hospital de la Santa Creu i Sant Pau de Barcelona</span></span></p>

<p><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong>Dr. José Ramón García Garzón</strong>, médico nuclear experto en Diagnóstico por Imagen en cáncer de próstata de Cetir Ascires.</span></span></p>

<p><span style="font-size:14px;"><span style="color: rgb(0, 0, 0); white-space: pre-wrap; font-family: Arial, Helvetica, sans-serif; text-align: justify;">La hipertrofia benigna prostática es una enfermedad que afecta a la calidad de vida de los pacientes y les condiciona dramáticamente su día a día. Pese a tener una prevalencia superior al 50%, una vez pasados los 50 años es muy poco el conocimiento que tenemos sobre sus causas. Por otra parte, la hiperplasia tumoral de la próstata es una enfermedad cuya incidencia crece con la edad y que no suele presentar síntomas, por lo que las revisiones resultan fundamentales pues los efectos secundarios de la extirpación de la próstata pueden suponer una importante merma de la calidad de vida: entre el 50% y el 70% de los pacientes padecerán disfunción eréctil o impotencia y, el 10%, incontinencia. Por tanto el diagnóstico precoz y los avances en su abordaje y tratamiento adquieren un papel principal. Por esta razón la Cátedra QUAES-UPF de Biomedicina e Ingeniería Biomédica  organizará, el próximo 26 de octubre a las 18h, el Foro Próstata: “De la hipertrofia benigna al cáncer”.</span></span></p>

<p style="line-height:1.3800000000000001; text-align:justify; margin-bottom:13px"><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">En este foro contaremos con </span></span></span><span style="font-weight:700"><span style="font-style:normal"><span style="text-decoration:none">D. Jordi Pruñonosa Sala</span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">, participante social, </span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:700"><span style="font-style:normal"><span style="text-decoration:none">Dr. Alejandro García Larrosa</span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">, urólogo experto en hipertrofia prostática del Hospital del Mar de Barcelona, </span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:700"><span style="font-style:normal"><span style="text-decoration:none">Dr. José Pablo Maroto Rey</span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">, oncólogo experto en cáncer de próstata del Hospital de la Santa Creu i Sant Pau de Barcelona, y </span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:700"><span style="font-style:normal"><span style="text-decoration:none">Dr. José Ramón García Garzón</span></span></span><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">, médico nuclear experto en Diagnóstico por Imagen en cáncer de próstata de Cetir Ascires.</span></span></span></span></span></span></span></p>

<p style="line-height:1.3800000000000001; text-align:justify; margin-bottom:8px"><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Será una actividad dirigida a pacientes, familiares de pacientes, estudiantes, científicos y a un público general interesado en aprender más sobre esta enfermedad.</span></span></span></span></span></span></span></p>

<p> </p>
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					<name><![CDATA[UPF Biomedical Research Symposium 2022]]></name>
					<description><![CDATA[<p> </p>

<p><span style="font-size:18px;"><span style="font-family:Arial,Helvetica,sans-serif;">The 2022 MELIS-UPF Biomedical Research Symposium will take place on October 21 in the</span></span></p>

<p><span style="font-size:18px;"><span style="font-family:Arial,Helvetica,sans-serif;">PRBB Auditorium</span></span>.</p>

<p> </p>

<p><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;">The invited speakers are:</span></span></p>

<p><a href="https://www.crick.ac.uk/research/find-a-researcher/paul-nurse" style="font-size: 14px; font-family: Arial, Helvetica, sans-serif;">Sir Paul Nurse, the Francis Crick Institute</a></p>

<p><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><a href="https://lsi.princeton.edu/joshua-akey">Joshua Akey, Princeton University</a></span></span></p>

<p><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><a href="https://www.irbbarcelona.org/en/research/direna-alonso">Direna Alonso, IRB Barcelona</a></span></span></p>

<p><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><a href="https://www.embl.org/groups/bernabeu/">Maria Bernabeu, EMBL Barcelona</a></span></span></p>

<p><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><a href="http://brennanlab.sbcs.qmul.ac.uk/brennanlab.html">Caroline Brennan, Queen Mary University of London</a></span></span></p>

<p><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><a href="https://sysbio.med.harvard.edu/jeremy-gunawardena">Jeremy Gunawardena, Harvard Medical School</a></span></span></p>

<p><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><a href="https://www.bayer.com/en/">Thomas Steger-Hartmann, Investigational Toxicology, Bayer</a></span></span></p>

<p dir="ltr"> </p>

<p><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;">We hope to see you there!</span></span></p>

<p> </p>

<p> </p>

<p> </p>
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					<name><![CDATA[One-day PFA school: meet the electroporation experts]]></name>
					<description><![CDATA[<hr />
<p><img alt="" src="/_files/_event/_80493/_editorFiles/file/Logo_v1_smaller.png" style="width: 100%;" /></p>

<p><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;">The aim of this one-day school is to introduce the bases of Irreversible Electroporation  to cardiologists and other biomedical professionals doing (or aiming at doing) research on cardiac <strong>Pulsed Field Ablation (PFA).</strong></span></span><br />
 </p>

<p><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;">The main distinctive aspect of this PFA school is that most lecturers, and also the organizers, are <strong>recognized researchers in the field of electroporation</strong> with expertise that predates its use for cardiac ablation. Through the lectures, we will review the basic aspects and mechanisms of action of irreversible electroporation and how they are relevant in the field of cardiac ablation. We will also provide a complete update on the PFA technology development status. At the end of day, attendees will have a better understanding of the electroporation phenomenon, its limitations and current challenges. The goal is to provide a basic suite of tools to generate quality research in the field of PFA.</span></span><br />
 </p>

<p><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;">Join us in Barcelona for this educational event just the day before de <strong><a href="https://www.escardio.org/Congresses-&-Events/ESC-Congress"><span style="color:#c0392b;">ESC2022 Congress</span></a></strong> begins. This is an on-site only event.</span></span></p>

<p><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong>Video-recorded sessions</strong> will be available after the school for a limited period of time only for registered people.</span></span></p>

<p><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;">Need assistance with accomodation? <strong><a href="mailto:tomas.garcia@upf.edu?subject=PFA%20School"><span style="color:#c0392b;">Contact us!</span></a></strong></span></span></p>

<hr />
<p><span style="font-family:Arial,Helvetica,sans-serif;"><span style="font-size:14px;"><strong>This is a CME accredited activity (7 credits) - ECMECs (European CME Credits)</strong></span></span></p>

<p><img alt="" src="/_files/_event/_80493/_editorFiles/file/logo_certificado_creditos_UEMS.png" style="width: 35%;" /></p>

<hr />
<h2><span style="font-size:14px;"><strong><u>Registration fees*:</u></strong></span></h2>

<ul>
	<li><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;">Regular:                       <strong>150 €</strong> <em> </em></span></span></li>
	<li><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;">ISEBTT members :      <strong>120 €</strong> </span></span></li>
</ul>

<p style="text-align: right;"><span style="font-size:12px;"><em>*Registration fees include a social event and a group dinner at the end of the day.</em></span></p>

<hr />
<h2><span style="font-size:14px;"><strong style="font-size: 16px;">Organized by:</strong></span></h2>

<p><span style="font-size:14px;"><span style="font-family:Arial,Helvetica,sans-serif;">Tomás García-Sanchez, Quim Castellví and Antoni Ivorra.</span></span></p>

<p><strong style="font-size: 16px;"><img alt="" src="/_files/_event/_80493/_editorFiles/file/LOGO%20BERG.png" style="width: 42%; margin-top: 10px; margin-bottom: 10px;" /></strong></p>

<hr />
<h2><span style="font-size:14px;"><strong style="font-size: 16px;">Sponsored by:</strong></span><img alt="" src="/_files/_event/_80493/_editorFiles/file/Sponsors_2.png" style="width: 100%;" /></h2>

<p style="text-align: right;"> </p>

<p style="text-align: right;"><span style="font-size:14px;">This webpage is continuously updated!</span></p>

<p> </p>
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					<name><![CDATA[2022 TEATRONIKA]]></name>
					<description><![CDATA[<p><span style="font-size:18px;"><strong><span style="font-family: tahoma,geneva,sans-serif;">Concurso Teatronika </span></strong></span><strong style="font-size: 18px;"><span style="font-family: tahoma, geneva, sans-serif;"><a href="https://eventum.upf.edu/lang/index/ca">(versió en Català)</a></span></strong></p>

<p><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;">Organiza el concurso la <a href="http://www.upf.edu/es/">Universidad Pompeu Fabra (UPF)</a> y la <a href="https://teatronika.org/">Asociación Teatronika</a>, con la colaboración del <a href="https://tallerestampa.com/es/">Colectivo Estampa</a> y <a href="http://www.rtve.es/radio/radio3/">Radio 3</a>,  y el apoyo del <a href="https://ajuntament.barcelona.cat/culturaieducacio/es/">Ayuntamiento de Barcelona</a>.</span></span></p>

<p><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;">La convocatoria<span style="color:#daa520;"> </span><span style="background-color: rgb(255, 255, 255);">está <s><strong><span style="color:#008000;">ABIERTA </span></strong>y se cerrará el</s></span><s> <span style="color:#f39c12;">domingo 02 de octubre de 2022</span></s><span style="color:#f39c12;">.   </span><span style="color:#e74c3c;">CERRADA</span></span></span></p>

<p><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="background-color: rgb(255, 255, 255);">Los guiones seleccionados se harán públicos a finales de octubre de 2022: ¡Gracias por vuestra paciencia!</span></span></span></p>

<p><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="color:#008080;">Sigue Teatronika en Facebook</span><span style="color:#daa520;">  </span>(<a href="http://facebook.com/teatronika">link</a>)</span></span></p>

<p><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;"><a href="https://eventum.upf.edu/event_detail/20231/videos/2018-concurso-de-guion-corto-para-cuatro-robots_-teatronika.html">Videos</a> / <a href="http://teatronika.org">información</a> de ediciones pasadas.</span></span></p>

<p><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span id="result_box" lang="en"><strong><span style="color:#4b0082;">Instrucciones:</span></strong> </span>Para enviar tu guion, haz click en el botón "inscribirse", rellena los datos, adjunta tu documento pdf y haz click en el botón "aceptar alta y continuar". Recibirás un correo electrónico de confirmación.  No olvides consultar las bases de participación en la pestaña "Más.../Bases".</span></span></p>

<p><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;"><strong>Premios</strong></span></span></p>

<p><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="color:black">En esta edición el concurso contará con dos categorías:</span></span></span></p>

<ol style="list-style-type:lower-alpha">
	<li style="margin-left:8px"><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="color:black">100% biológicos.</span></span></span></li>
	<li style="margin-left:8px"><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="color:black">Cyborguiones.</span></span></span></li>
</ol>

<p><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="color:black">En la categoría a) participarán los guiones escritos por autoras y autores humanos, de su propio puño, letra e imaginación, como en las anteriores ediciones del concurso Teatronika.</span></span></span></p>

<p><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="color:black">En la categoría b) participarán los guiones que hayan sido escritos utilizando, en su total extensión o en algunos fragmentos, algún generador de texto (IA), como por ejemplo, <a href="https://openai.com/api/">GPT3</a> o alguno de estos otros agrupados en <a href="https://transformer.huggingface.co/">esta web</a> por las amigas y amigos de </span></span></span>huggingface.<span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;"><span style="color:black"> En el caso de participar en esta categoría, además de enviar el guion original, será necesario adjuntar al final del documento pdf la información relativa al uso del generador: modelo del generador utilizado, las instrucciones a partir de las que se ha generado cada fragmento de texto  y el extracto de texto generado (el mismo que ha quedado incrustado en el guion presentado). Los guiones que no incluyan esta información quedarán descartados de esta categoría.</span></span></span></p>

<p><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;">Se premiarán un total de 10 guiones seleccionados por un jurado multidisciplinar. Fragmentos o la totalidad de los guiones ganadores se llevarán a escena con cuatro robots NAO de la Universidad Pompeu Fabra. Los premios se repartirán de la siguiente manera:</span></span></p>

<ul>
	<li><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;">   1<sup>er</sup> premio categoría a):  1.000 euros</span></span></li>
	<li><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;">   1<sup>er</sup> premio categoría b):  1.000 euros</span></span></li>
	<li><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;">   3<sup>o</sup> - 7<sup>o</sup> premios (indistintamente de la categoría): 100 euros </span></span></li>
	<li><span style="font-size:12px;"><span style="font-family:Arial,Helvetica,sans-serif;">   3 guiones destacados (que también serán publicados en el libro)</span></span></li>
</ul>

<p style="text-align: center;"><a href="https://teatronika.org/">Teatronika Web</a></p>

<p style="text-align: center;">teatronika@gmail.com</p>

<p><span style="font-size: 12px;">          </span><span style="font-size: 12px;">          </span></p>

<p style="text-align: right;"> </p>
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					<name><![CDATA[Inscripcions per al Curs d&#39;Introducció a les Matemàtiques 22-23]]></name>
					<description><![CDATA[<p>Les inscripcions per al Curs d'Introducció a les Matemàtiques 22-23 estaran disponibles de l'1 al 29 de juliol del 2022, o fins exhaurir les <strong>120 places</strong> disponibles.</p>

<p>Consulteu informació detallada a:</p>

<p><a href="https://www.upf.edu/web/econ/cim">https://www.upf.edu/web/econ/cim</a></p>
]]></description>
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					<name><![CDATA[RECSM Summer Methods School 2022]]></name>
					<description><![CDATA[<p>The RECSM Summer Methods School is a<strong> three-week intensive program</strong> covering diverse topics on <strong>survey methodology</strong> and <strong>advanced statistical analysis of survey data</strong>. Participants can <strong>create their own program</strong> choosing from 16 courses covering different topics.<br />
<br />
All courses are taught by leading experts around the world. During the first week, we will offer five introductory courses including three on software programming in R, STATA & Phyton.<br />
<br />
<strong>Target group</strong>: Professionals, Researchers, and Students, who wish to develop high-quality surveys and employ up-to-date statistical methods for survey data analysis. Potential attendees include survey practitioners, marketing professionals, social science students, and researchers.<br />
<br />
<strong>Objective:</strong> To provide participants with the knowledge and skills needed to design surveys, implement statistical analysis and carry out quantitative research.<br />
<br />
<strong>Format: On-site & Online</strong></p>

<p> </p>

<hr />
<h3><a href="https://www.upf.edu/documents/3966940/256251991/RECS-SUMMER-SCHOOL2022-program.pdf/02d02fba-4730-c395-9721-5eb81aff908e" target="_blank">CALENDAR</a></h3>

<h3>Week 1- Introductory courses</h3>

<p>June 27 to July 1<br />
Format: online & on-site</p>

<ul>
	<li><a href="https://eventum.upf.edu/80340/section/36362/recsm-summer-methods-school-2022.html">STATA</a> - Jordi Gumà</li>
	<li><a href="https://eventum.upf.edu/80340/section/36363/recsm-summer-methods-school-2022.html">R </a>-Toni Rodon</li>
	<li><a href="https://eventum.upf.edu/80340/section/36364/recsm-summer-methods-school-2022.html">Python</a> - Tom Paskhalis</li>
	<li><a href="https://eventum.upf.edu/80340/section/36365/recsm-summer-methods-school-2022.html">Quantitative methods in social research</a> - Burak Sonmez</li>
	<li><a href="https://eventum.upf.edu/80340/section/36366/recsm-summer-methods-school-2022.html">Regression analysis</a> - Daniele Toninelli  (*Preferred prerequisites: basic knowledge of statistics and a basic knowledge of Stata)</li>
</ul>

<h3>Week 2</h3>

<p>July 4 to 8<br />
Format: online & on-site</p>

<ul>
	<li><a href="https://eventum.upf.edu/80340/section/36367/recsm-summer-methods-school-2022.html">Multilevel 1 (Introduction to multilevel models) </a>- Carla Rampichini and Leonardo Grilli (*Prerequisites: Basic knowledge of statistical inference and linear regression. Knowledge of Stata is helpful but not necessary)</li>
	<li><a href="https://eventum.upf.edu/80340/section/36368/recsm-summer-methods-school-2022.html">Causal inference</a> - Bruno Arpino (*Prerequisites: Familiarity with regression analysis and basic statistical concepts).</li>
	<li><a href="https://eventum.upf.edu/80340/section/36369/recsm-summer-methods-school-2022.html">Structural Equation Modeling</a> - Terrence D. Jorgensen (*Prerequisites: R, fundamental statistical concepts, linear mode, basic psychometrics (classical test theory, reliability, and validity)</li>
	<li><a href="https://eventum.upf.edu/80340/section/36371/recsm-summer-methods-school-2022.html">Longitudinal Panel Models with Structural Equations</a> - Terrence D. Jorgensen (*Prerequisites: R, fundamental statistical concepts, linear model (GLM) and its special cases: regression, t tests, ANOVA, and correlation. Familiarity with SEM).</li>
</ul>

<h3>Week 3</h3>

<p>July 11 to 15<br />
Format: online & on-site</p>

<ul>
	<li><a href="https://eventum.upf.edu/80340/section/36373/recsm-summer-methods-school-2022.html">Big Data: Computational Analysis of Text</a> - Carlos Arcila (*Prerequisites: Some bases in statistics is desirable).</li>
	<li><a href="https://eventum.upf.edu/80340/section/36374/recsm-summer-methods-school-2022.html">Machine Learning for Social Sciences </a>- Christoph Kern (*Prerequisites: Solid knowledge of basic statistics, including linear and logistic regression. Familiarity with R is recommended)</li>
	<li><a href="https://eventum.upf.edu/80340/section/36375/recsm-summer-methods-school-2022.html">Experiments in Social Science: Survey experiments </a>- Jordi Muñoz</li>
	<li><a href="https://eventum.upf.edu/80340/section/36370/recsm-summer-methods-school-2022.html">Probability sampling methods</a> - Tarek Al-Baghal</li>
	<li><a href="https://eventum.upf.edu/80340/section/36376/recsm-summer-methods-school-2022.html">Questionnaire design </a>- Diana Zavala-Rojas</li>
	<li><a href="https://eventum.upf.edu/80340/section/36377/recsm-summer-methods-school-2022.html">Multilevel 2 (Analyzing Comparative Longitudinal Survey Data Using Multilevel Models) </a>- Malcolm Fairbrother (*Prerequisites: Basic understanding of multilevel models, and some experience of designing and fitting them).</li>
	<li><a href="https://eventum.upf.edu/80340/section/36372/recsm-summer-methods-school-2022.html">Social Networks</a> - Luca De Benedictis (*Prerequisites: Basic knowledge of statistics. Previous use of R and R-Studio is strongly recommended).</li>
</ul>

<h3>Fees </h3>

<h4><u>Introductory course</u></h4>

<p>Duration: 8 hours/2 days</p>

<p>Students: 125€<br />
Researchers: 230€<br />
Professionals: 300€</p>

<h4><u>Regular course</u></h4>

<p>Duration: 12 hours/3 days</p>

<p>Students: 275€<br />
Researchers: 450€<br />
Professionals: 550€</p>

<h4><u>Regular course</u></h4>

<p>Duration: 8 hours/2 days</p>

<p>Students: 200€<br />
Researchers: 300€<br />
Professionals: 450€</p>

<p>*Registration opens March 14th, 2022</p>

<h4><u>Discount</u></h4>

<ul>
	<li>5% early bird discount to those who pay before May 16th, 2022</li>
	<li>10% registering for at least 3 regular courses</li>
	<li>20% registering for at least 5 regular courses </li>
	<li>25% UPF Members</li>
</ul>

<p> </p>

<h3>Payment details</h3>

<p>You can pay by bank transfer or with online payment.</p>

<p>The payment request with the payment details would be sent to the e-mail address you used in the online registration form.</p>

<p>​Cancellation Policy: All refund/cancellation requests must be provided via email to recsm@upf.edu and received prior to May 23, 2022. From May 24 cancellation will not be refunded.</p>

<hr />
<p> </p>

<p>Organized by: <a href="https://www.upf.edu/web/survey">RECSM</a></p>
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					<name><![CDATA[6th Barcelona VPH Summer School]]></name>
					<description><![CDATA[<h2 style="margin: 10px 0px; text-align: center; color: rgb(200, 16, 46); line-height: normal; padding-bottom: 10px; font-family: Verdana, Geneva, sans-serif; font-size: 20px; font-weight: normal; text-rendering: optimizeLegibility;">The 6th VPH Summer School will be held <span style="color:#b22222;">on May 23-27, 2022</span>, and will focus on<strong> Highly Multifactorial Disorders.<strong style="color: rgb(0, 0, 0);"> </strong></strong></h2>

<h2 style="margin: 10px 0px; text-align: center; color: rgb(200, 16, 46); line-height: normal; padding-bottom: 10px; font-family: Verdana, Geneva, sans-serif; font-size: 20px; font-weight: normal; text-rendering: optimizeLegibility;"><span style="font-size: 14px; text-align: justify; color: rgb(178, 34, 34);">This webpage will be updated continuously!</span></h2>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family: verdana, geneva, sans-serif;">The VPH Sum</span><span style="font-family: verdana, geneva, sans-serif;">mer School series is co-organized by </span><a href="https://www.upf.edu/web/bcn-medtech/" target="_blank"><font color="#c8102e" face="verdana, geneva, sans-serif"><span style="border-color: currentcolor;">BCN MedTech</span></font></a><font color="#c8102e" face="verdana, geneva, sans-serif"><span style="border-color: currentcolor;"> </span></font><font face="verdana, geneva, sans-serif"><span style="border-color: currentcolor;">at</span></font><font color="#c8102e" face="verdana, geneva, sans-serif"><span style="border-color: currentcolor;"> </span></font><font face="verdana, geneva, sans-serif"><span style="border-color: currentcolor;">the</span></font><font color="#c8102e" face="verdana, geneva, sans-serif"><span style="border-color: currentcolor;"> <a href="https://www.upf.edu/web/etic" target="_blank">Department of Information and Communication Technologies, Universitat Pompeu Fabra (UPF)</a></span></font><span style="font-family: verdana, geneva, sans-serif;"> and by the </span><a href="http://www.vph-institute.org/" style="font-family: verdana, geneva, sans-serif; border: 0px currentcolor; color: rgb(200, 16, 46);" target="_blank">Virtual Physiological Human Institute (VPHi)</a><span style="font-family: verdana, geneva, sans-serif;">, with the collaboration of the <a href="https://www.upf.edu/web/biomed" target="_blank">UPF department of Experimental and Health Science</a> and the <a href="https://www.fundacionquaes.org" target="_blank">QUAES Foundation</a>.</span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family: verdana, geneva, sans-serif;">It provides junior engineers, early researchers and medical doctors with an integrative view of state-of-the-art research for<strong> <em>in silico</em> medicine</strong>, following a complete pipeline from basic science and clinical needs, to model application. The Summer School has the support of the European Society of Biomechanics, of the Spanish Network of Excellence in Biomechanics, CompBioMed and the QUAES-UPF Chair.</span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family:verdana,geneva,sans-serif;"><span style="font-size:14px;">This summer school includes <strong>15 morning lectures</strong> plus one <strong>honorary VPH lecture</strong>, given <strong>by leading international researchers</strong>. </span></span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family:verdana,geneva,sans-serif;">The key </span><span style="font-family: verdana, geneva, sans-serif;">methodological and </span><span style="font-family: verdana, geneva, sans-serif;">technological </span><span style="font-family: verdana, geneva, sans-serif;">concepts are enriched by <strong>afternoon hands-on sessions</strong> that</span><span style="font-family: verdana, geneva, sans-serif;"> stand for 15,5 hours of <strong>transversal training in <em>in silico</em> medicine</strong> technologies during the whole week, under the supervision of expert researchers. A</span><span style="font-family: verdana, geneva, sans-serif;"> </span><strong style="font-family: verdana, geneva, sans-serif;">best hands-on award</strong><span style="font-family: verdana, geneva, sans-serif;"> sponsored by the </span><a href="https://www.upf.edu/web/catedra-quaes-upf" style="font-family: verdana, geneva, sans-serif;" target="_blank">QUAES-UPF Chair</a><span style="font-family: verdana, geneva, sans-serif;">.</span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family:verdana,geneva,sans-serif;">The last afternernoon of the VPH Summer School will host a round table, gathering patients, physicians, researchers and public authority representatives to discuss on </span><strong><em>"Good practices and Ethics in In Silico Medicine & e-Health" (Auditorium)</em></strong>.</p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family:verdana,geneva,sans-serif;">The Summer School also includes <strong>poster sessions</strong> with the <strong>best VPHi poster award. </strong></span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family:verdana,geneva,sans-serif;"><strong>ABOUT THE POSTER FORMAT: </strong></span>The poster is open format in terms of content. The size is the typical A0 portrait format. You should bring your poster with you and on the first day, you will be able to hang in the exposition hall. </p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family:verdana,geneva,sans-serif;">Location: Event hosted by <a href="https://www.upf.edu/web/campus/campus-poblenou" target="_blank">UPF Poblenou Campus</a> (Roc Boronat 138, Barcelona)</span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"> </p>

<hr />
<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family: verdana, geneva, sans-serif;"><strong>Registration fees</strong>: Reduced* (on site): 113 €; Regular (on site): 150 €; Online (lectures only): 60 €; Free</span><em><span style="font-family: verdana, geneva, sans-serif;">*** </span></em><span style="font-family: verdana, geneva, sans-serif;"> for Disc4All Consortium Members, Speakers, Organisers: (on site), Free for All participants</span><em><span style="font-family: verdana, geneva, sans-serif;">****</span></em><span style="font-family: verdana, geneva, sans-serif;">Round Table (on site only)</span></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><span style="font-family: verdana, geneva, sans-serif;"><strong>D</strong></span><strong><span style="font-family: verdana, geneva, sans-serif;"><strong>e</strong>adline: 08/05/2022</span></strong></p>

<p style="margin: 0px 0px 10px; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><em><span style="font-family: verdana, geneva, sans-serif;">* Applies to students** (BSc, MSc, PhD) and to <a href="https://www.vph-institute.org/membership.html" target="_blank">VPHi</a>, <a href="https://esbiomech.org/esb-membership-benefits/" target="_blank">ESB</a>, <a href="http://www.bioinformaticsbarcelona.eu" target="_blank">BiB</a>, </span><a href="https://www.simcardiotest.eu/wordpress/">SimCardioTest</a>, <a href="https://www.compbiomed.eu/">CompBioMed</a></em><strong> </strong><em><span style="font-family: verdana, geneva, sans-serif;">members</span></em></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><em><span style="font-family: verdana, geneva, sans-serif;">**A one-year individual VPHi Student Membership is included in the registration fees for students, <a href="https://www.vph-institute.org/login.html" target="_blank">upon request</a></span></em></p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><em><span style="font-family: verdana, geneva, sans-serif;">*** </span></em>Disc4All Consortium members, spekers, organisers mention your institution during the registration. We may turn back to you for verification. </p>

<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;"><em><span style="font-family: verdana, geneva, sans-serif;">****</span></em><span style="font-family: verdana, geneva, sans-serif;">Round Table (on-site and online), 27th of May 2022. If you have reduced or regular ticket, you don´t need to register again. </span></p>

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

<p style="text-align: center;"><span style="color:#b22222;"><strong><span style="font-size:14px;">- Concerned about Coronavirus? Check the <u><a href="https://www.upf.edu/web/focus/informacio-coronavirus" target="_blank">dedicated UPF webpage</a></u> and </span></strong></span><strong><span style="font-size:14px;"><a href="https://experience.arcgis.com/experience/685d0ace521648f8a5beeeee1b9125cd" target="_blank"><u>updated contamination data worlwide and per region</u></a></span></strong><span style="color:#b22222;"><strong><span style="font-size:14px;"> -</span></strong></span></p>

<p style="text-align: center;"> </p>

<hr />
<p style="text-align: center;"><strong><span style="font-family: verdana, geneva, sans-serif; font-size: 14px;">If you want to receive updates about the programme, please leave your e-mail <a href="https://goo.gl/forms/B8POuJUz6uD9STv23" target="_blank">here</a> or follow us on <a href="https://twitter.com/bcnvph" target="_blank">Twitter</a> (@bcnvph)</span></strong></p>

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					<name><![CDATA[IX Col·loqui Internacional sobre la Història dels Llenguatges Iberoromànics d’Especialitat (CIHLIE)]]></name>
					<description><![CDATA[<div>
<h2 style="text-align: center;"><strong>IX Col·loqui Internacional sobre la Història dels Llenguatges Iberoromànics d’Especialitat (CIHLIE)</strong></h2>

<p style="text-align: center;"><span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">Barcelona, 12-14 de maig de 2022</span></span></p>

<p align="center"><span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;"><em>La creació i l'emergència de nous gèneres textuals</em></span></span></p>

<p align="center"><span style="font-size:14px;"><span style="font-family:arial,helvetica,sans-serif;">Campus del Poblenou – UPF</span></span></p>

<p>Congrés científic internacional que porta 8 edicions celebrades a la UPF, Salzburg, Leipzig, Alcalá de Henares i Pisa.</p>

<p> </p>

<h2><strong>Descripció</strong></h2>

<p>Al llarg de les dues últimes dècades, el CIHLIE ha representat una cita obligada per a la recerca en els llenguatges d’especialitat a l’àmbit iberoromànic. En les vuit edicions que es van celebrar des de la primera en 1996 s’han adoptat enfocaments molt variats, des de la terminologia i la divulgació de la ciència, la traducció de textos científics, la estandardització dels llenguatges especialitzats, passant per la comparació textual, les tradicions culturals i discursives fins a la perspectiva dialògica intertextual i social i, per últim, la lexicografia especialitzada.</p>

<p>En aquesta novena edició, ens proposem a indagar en la creació i el desenvolupament de nous gèneres textuals d’especialitat, i en el naixement de nous recursos discursius que sorgeixen al llarg dels segles, fins a finals del segle xx.</p>

<p> </p>

<h2><strong>Objectius i línies de treball</strong></h2>

<p>Com en les edicions anteriors del Col·loqui, els objectius generals seran:</p>

<ul>
	<li>examinar la situació actual de la recerca en els llenguatges d’especialitat en general, i en les llengües iberoromàniques en particular.</li>
	<li>identificar aquelles solucions i camins històrics que puguin servir per a harmonitzar els problemes actuals en l’àmbit de la comunicació especialitzada.</li>
</ul>

<p>Els objectius específics del Col·loqui seran:</p>

<ul>
	<li>descriure el desenvolupament de nous gèneres textuals des del començament de la documentació sobre els llenguatges iberoromànics fins a finals del segle xx;</li>
	<li>fomentar la recerca diacrònica com a instrument per descobrir i descriure la creació i l’adaptació de nous gèneres textuals;</li>
	<li>estudiar la incorporació de nous gèneres textuals en una comunitat científica mitjançant la traducció i promoure l’interès per a la traducció especialitzada i els problemes que els traductors han encarat al llarg de la història d’aquesta activitat;</li>
	<li>investigar la història de la recepció de determinats gèneres textuals i la seva transformació en les cultures d’especialitat d’arribada;</li>
	<li>identificar la constitució de noves tradicions discursives que s’estableixen gràcies al desenvolupament o la incorporació de nous gèneres textuals en una comunitat científica d’una llengua o de diverses llengües;</li>
	<li>identificar els recursos específics i els canvis operats en les llengües a través de la incorporació o la creació de nous gèneres textuals;</li>
	<li>descriure el comportament sintàctic-discursiu i les línies argumentals dels nous gèneres constituïts.</li>
	<li>estudiar i determinar els conceptes, termes i lèxic creats o modificats amb el sorgiment d’un nou gènere textual;</li>
</ul>

<p> </p>

<h2><strong>Comunicacions</strong></h2>

<p>Les persones interessades en presentar una comunicació hauran d’enviar les seves propostes en un arxiu adjunt (.doc, .docx o .rtf) a l’adreça <a href="mailto:cihlieIX@upf.edu">cihlieIX@upf.edu</a>. Els arxius tindran una extensió de 250 a 300 paraules (Times New Roman, 12 punts, interlineat senzill, títol centrat e en negreta) –bibliografia inclosa– especificant clarament l’objectiu i el marc teòric considerat.</p>

<p>En el document adjunt només han de figurar el títol i el resum de la proposta, sense cap dada que identifiqui el seu autor o autores.</p>

<p>En el cos del correu electrònic s’inclouran el nom i la filiació institucional del autor o autors, i el títol de la proposta.</p>

<p>El Col·loqui manté la forma tradicional de comunicacions de <strong>20 minuts</strong>, seguits de <strong>10 minuts</strong> de discussió per donar la possibilitat d’exposició a qualsevol dels participants.</p>

<p> </p>

<h2><strong>Terminis</strong></h2>

<p>La data límit per enviar propostes és el <strong>30 de novembre de 2021</strong>. Els resums se sotmetran a un procés d’avaluació doble i cega por part del Comitè Científic, les decisions del qual es comunicaran abans del 21 de gener de 2022.</p>

<p>Les inscripcions romandran obertes des del 31 de gener del 2021 fins al dia 11 de maig de 2022.</p>

<p> </p>

<h2><strong>Llengües</strong></h2>

<p>Les llengües del Col·loqui seran totes les llengües iberoromàniques, més el francès.</p>

<p> </p>

<h2><strong>Inscripció</strong></h2>

<p>Quota d'inscripció: 120 €.</p>

<p>Quota reduïda (estudiants i llicenciats en atur): 35 €.</p>

<p>Els professors i estudiants de la UPF no pagaran quota d’inscripció.</p>

<p>Els inscrits tindran dret a un certificat oficial de participació en el Col·loqui.</p>

<p> </p>

<h2><strong>Organització</strong></h2>

<p><a href="https://www.upf.edu/web/infolex"><img alt="logo InfoLex" src="/_files/_event/_62410/_editorFiles/file/infolex.png" style="width: 200px; height: 70px;" /></a></p>
</div>

<p> </p>
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					<name><![CDATA[Teorías Poscoloniales y la Problemática de los Estudios Negro-africanos]]></name>
					<description><![CDATA[<h4><var><big><span style="font-size:14px;"><tt><span style="font-family:Georgia,serif;"><strong>Introducción</strong></span></tt></span></big></var></h4>

<h4 style="line-height: 1.2; text-align: justify; margin-bottom: 11px;"><var><big><span style="font-size:14px;"><tt><span style="font-family:Georgia,serif;"><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Este curso quiere proponer alternativas para enriquecer el currícul</span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">um en </span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">ciencias sociales y </span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">h</span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">umanidades desde la perspectiva de las teorías poscoloniales y los estudios negroafricanos. La finalidad es dotar a los alumnos de nuevos instrumentos para abordar con una mirada crítica las políticas en torno a la representación de las personas, la ocupación de los espacios y la producción de las subjetividades, esencialismo y vulnerabilidad del otro. Apostamos por las teorías poscoloniales porque nos proporcionan herramientas para explorar los sistemas epistémicos ancestrales de los pueblos catalogados como tradicionales, ahistóricos y atrasados para extraer los conocimientos inscritos en sus textos orales y sus discursos sociales y ontológicos. </span></span></span></span></span></span></tt></span></big></var></h4>

<h4 style="line-height: 1.2; text-align: justify; margin-bottom: 11px;"><var><big><span style="font-size:14px;"><tt><span style="font-family:Georgia,serif;"><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Al acabar el curso los alumnos podrán responder a preguntas como: ¿Qué entendemos por teorías poscoloniales? ¿Cuáles son las principales corrientes y en qué se diferencian? ¿Cómo repensar el mundo, en concreto África, desde el poscolonialismo? ¿Cuál es el papel de la espiritualidad y la religión en la construcción de las nuevas identidades africanas? ¿Cuál es el papel del género en la construcción de las nuevas subjetividades y las prácticas ciudadanas? ¿Cómo analizar las relaciones entre Africa y el resto del mundo (Europa, Estados Unidos y China)? </span></span></span></span></span></span></tt></span></big></var></h4>

<h4 style="line-height: 1.2; text-align: justify; margin-bottom: 11px;"><var><big><span style="font-size:14px;"><tt><span style="font-family:Georgia,serif;"><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Es necesaria una nueva comprensión de las múltiples formas de ver el mundo lejos del universalismo dominante de la racionalidad eurocéntrica para encarar nuestras ambigüedades ontológicas (fruto de la ansiedad poscolonial) con el fin de adaptarnos a los cambios impulsados desde la posmodernidad. </span></span></span></span></span></span></tt></span></big></var></h4>

<h4 style="line-height: 1.2; text-align: justify; margin-bottom: 11px;"><var><big><span style="font-size:14px;"><tt><span style="font-family:Georgia,serif;"><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:700"><span style="font-style:normal"><span style="text-decoration:none">Formato y metodología docente</span></span></span></span></span></span></tt></span></big></var></h4>

<h4 style="line-height: 1.2; text-align: justify; margin-bottom: 11px;"><var><big><span style="font-size:14px;"><tt><span style="font-family:Georgia,serif;"><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">El curso es coordinado e impartido por</span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none"> </span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Saiba Bayo (UFF) y cont</span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">ar</span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">á con invitados  para cada módulo. </span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Consta de </span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">cinco módulos y un seminario. </span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Cada</span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none"> módulo comprende</span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none"> </span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">dos clases (online o presencial</span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">,</span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none"> o ambas </span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">modalidades </span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">seg</span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">ún sea más conveniente</span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">) apoyadas en lecturas recomendadas sobre los grandes ejes del poscolonialismo y los estudios negroafricanos. </span></span></span></span></span></span></tt></span></big></var></h4>

<h4 style="line-height: 1.2; text-align: justify; margin-bottom: 11px;"><var><big><span style="font-size:14px;"><tt><span style="font-family:Georgia,serif;"><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Sin embargo, el curso rompe con el formato clásico de clases magistrales y apuesta por interacciones entre docentes y alumnos. La colaboración de profesionales (docentes, investigadores, actores culturales y activistas) procedentes de diferentes ámbitos refuerza la diversidad de puntos de vista y eleva el nivel del debate. </span></span></span></span></span></span></tt></span></big></var></h4>

<h4 style="line-height: 1.2; text-align: justify; margin-bottom: 11px;"><var><big><span style="font-size:14px;"><tt><span style="font-family:Georgia,serif;"><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Las clases tienen una duración de dos horas con una pausa de 10 minutos. Al final del curso se organizará un seminario de manera intensiva durante dos días, en sesiones de diez horas al día con dos pausas de un total de 1hora y 30 minutos. La duración total es de 36 a 40 horas incluido el seminario. </span></span></span></span></span></span></tt></span></big></var></h4>

<h4 style="line-height: 1.2; text-align: justify; margin-bottom: 11px;"><var><big><span style="font-size:14px;"><tt><span style="font-family:Georgia,serif;"><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Los alumnos podrán solicitar un certificado si asisten, al menos, al 80% de las clases</span></span></span></span></span></span></tt></span></big></var></h4>

<h4 style="line-height: 1.2; text-align: center; margin-bottom: 11px;"><var><big><span style="font-size:14px;"><tt><span style="font-family:Georgia,serif;"><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:700"><span style="font-style:normal"><span style="text-decoration:none">Idioma del curso: </span></span></span></span></span></span></tt></span></big></var></h4>

<h4 style="line-height: 1.2; text-align: center; margin-bottom: 11px;"><var><big><span style="font-size:14px;"><tt><span style="font-family:Georgia,serif;"><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Español</span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:700"><span style="font-style:normal"><span style="text-decoration:none"> </span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">e inglés. </span></span></span></span></span></span></tt></span></big></var></h4>

<h4 style="line-height: 1.2; text-align: center; margin-bottom: 11px;"><var><big><span style="font-size:14px;"><tt><span style="font-family:Georgia,serif;"><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:700"><span style="font-style:normal"><span style="text-decoration:none">Inicio del curso: </span></span></span></span></span></span></tt></span></big></var></h4>

<h4 style="line-height: 1.2; text-align: center; margin-bottom: 11px;"><var><big><span style="font-size:14px;"><tt><span style="font-family:Georgia,serif;"><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">21 de enero 2022 </span></span></span></span></span></span></tt></span></big></var></h4>

<h4 style="line-height: 1.2; text-align: center; margin-bottom: 11px;"><var><big><span style="font-size:14px;"><tt><span style="font-family:Georgia,serif;"><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:700"><span style="font-style:normal"><span style="text-decoration:none">Coste del curso (subvencionado)</span></span></span></span></span><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">  </span></span></span></span></span></span></tt></span></big></var></h4>

<h4 style="list-style-type: disc; text-align: center;"><var><big><span style="font-size:14px;"><tt><span style="font-family:Georgia,serif;"><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none"><strong> 30 euros</strong> para los miembros de la comunidad UPF (se requerirá justificación) </span></span></span></span></span></span></tt></span></big></var></h4>

<h4 style="list-style-type: disc; text-align: center;"><var><big><span style="font-size:14px;"><tt><span style="font-family:Georgia,serif;"><span style="font-variant: normal; white-space: pre-wrap;"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none"><strong> 75 euros </strong>para el resto de participantes. </span></span></span></span></span></span></tt></span></big></var></h4>

<h4 style="line-height: 1.2; margin-bottom: 11px;"> </h4>

<h4 style="line-height: 1.2; margin-bottom: 11px; text-align: center;"> </h4>
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					<name><![CDATA[Curs &quot;Economia feminista&quot;]]></name>
					<description><![CDATA[<h3 style="text-align:justify"><span style="font-size:13.5pt"><span new="" roman="" style="font-family:" times=""><span style="font-weight:bold"><strong><span lang="CA" style="font-size:14.0pt"><span arial="" style="font-family:">Introducció</span></span></strong></span></span></span></h3>

<p style="text-align:justify"><span style="font-size:12pt"><span new="" roman="" style="font-family:" times=""><span arial="" lang="CA" style="font-family:">Aquest curs introdueix l’alumnat en l’economia feminista. Des de la perspectiva feminista s’analitza el diferent posicionament de dones i homes en l’economia i les vinculacions entre el capitalisme i el patriarcat, i es critica que l’economia tradicional hagi confinat el seu estudi als límits del mercat. El curs inicia amb l’origen d’aquest camp de pensament, amb especial èmfasi en l’androcentrisme de les principals escoles econòmiques. La segona part del curs tracta sobre els temps i els treballs i se centra especialment en el treball de cures, comunament invisibilitat tant a l’acadèmia, com a la política i a la societat en general. Es mostren les desigualtats resultants del menyspreu i la manca de reconeixement d’aquest treball, així com el concepte de divisió sexual del treball. La tercera part està relacionada amb el capitalisme patriarcal, tot proporcionant una visió crítica de les polítiques econòmiques en el marc de la globalització neoliberal des d’una perspectiva feminista. Per últim, a la quarta part, s’analitzaran la crisi financera i la seva relació amb la crisi de cures, i es discutirà l’aposta política de l’economia feminista entorn el concepte de sostenibilitat de la vida. </span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span new="" roman="" style="font-family:" times=""><span arial="" lang="CA" style="font-family:">El curs s’adreça a l’alumnat de la UPF, però està obert a tota la comunitat universitària interessada en l’economia feminista i al públic extern a la UPF.</span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span new="" roman="" style="font-family:" times=""><span lang="CA" style="background:white"><span arial="" style="font-family:"><span style="color:#222222">La inscripció es fa en línia per mitjà d'aquest formulari. S’estableix una única modalitat de pagament, en forma de pagament per TPV (targeta de crèdit) i transferència. Cal fer el pagament el dia 17 de gener del 2022</span></span></span><span lang="CA" style="background:white"><span arial="" style="font-family:"> <span style="color:#222222">com a molt tard. Cal fer arribar el comprovant de la transferència a l’adreça secretaria.cpis@upf.edu amb el títol del missatge “Comprovant de pagament: pagament únic Curs Economia Feminista.</span></span></span></span></span></p>

<p style="text-align:justify"> </p>

<h3><span style="font-size:13.5pt"><span new="" roman="" style="font-family:" times=""><span style="font-weight:bold"><strong><span lang="CA" style="font-size:14.0pt"><span arial="" style="font-family:">Avaluació</span></span></strong></span></span></span></h3>

<p style="text-align:justify"><span style="font-size:12pt"><span new="" roman="" style="font-family:" times=""><span arial="" lang="CA" style="font-family:">Es combinarà la classe magistral amb el debat, així com el visionat de textos audiovisuals i el comentari de lectures. </span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span new="" roman="" style="font-family:" times=""><span arial="" lang="CA" style="font-family:">L’avaluació consistirà en un assaig breu de 3-4 pàgines en què s’analitzin textos o material audiovisual tot posant-los en relació amb els conceptes treballats a les sessions presencials. </span></span></span></p>

<p style="text-align:justify"><span style="font-size:12pt"><span new="" roman="" style="font-family:" times=""><span arial="" lang="CA" style="font-family:">Durant el curs es realitzaran debats sobre conceptes centrals del curs que es tindran en compte per a l’avaluació.</span></span></span></p>

<p style="text-align:justify"> </p>

<h3 style="text-align:justify"><span style="font-size:13.5pt"><span new="" roman="" style="font-family:" times=""><span style="font-weight:bold"><strong><span lang="CA" style="font-size:14.0pt"><span arial="" style="font-family:">Reconeixement de crèdits</span></span></strong></span></span></span></h3>

<p><span style="font-size:12pt"><span new="" roman="" style="font-family:" times=""><span arial="" lang="CA" style="font-family:">Aquest curs estarà reconegut amb 1 ECTS (RAC) i integra l’oferta formativa del mínor en Estudis de Gènere.<b> </b> </span></span></span></p>

<p><span style="font-size:12pt"><span new="" roman="" style="font-family:" times=""><span arial="" lang="CA" style="font-family:">Es reconeixerà sempre i quan se superi l’avaluació i s’hagi assistit a un mínim del 80% de les sessions. Si no se supera l’avaluació però es compleix amb el mínim d’assistència, s’emetrà un certificat d’aprofitament.</span></span></span></p>

<p><span style="font-size:12pt"><span new="" roman="" style="font-family:" times=""><span arial="" lang="CA" style="font-family:">Per sol·licitar el reconeixement de crèdits, caldrà estar matriculat/da a la UPF durant el curs acadèmic 2021-2022.</span></span></span></p>

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

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

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

<p style="text-align:justify"> </p>
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					<name><![CDATA[UPF Biomedical Research Symposium 2021]]></name>
					<description><![CDATA[<h2 ><span >The </span>2021 DCEXS-UPF Biomedical Research Symposium will take place</h2>

<h2 >on the 14th of October</h2>

<p> </p>

<h2 >Invited speakers:</h2>

<h2 ><a href="https://lsi.princeton.edu/joshua-akey"><span ><span >Joshua Akey, </span><span >Lewis-Sigler Institute for Integrative Genomics, Princeton University</span></span></a></h2>

<h2 dir="ltr" ><a href="https://www.crick.ac.uk/research/labs/lucia-prieto-godino"><span ><span id="docs-internal-guid-ee77e217-7fff-3386-f467-97829bfce5bd"><span >Lucia Prieto-Godino, The Francis Crick Institute</span></span></span></a></h2>

<h2 dir="ltr" ><a href="https://wp.unil.ch/martinlab/lab-members/sophie-martin/"><span ><span id="docs-internal-guid-ee77e217-7fff-3386-f467-97829bfce5bd"><span >Sophie Martin, University of Lausanne</span></span></span></a></h2>

<h2 dir="ltr" ><a href="https://www.kcl.ac.uk/people/juan-martin-serrano"><span ><span id="docs-internal-guid-ee77e217-7fff-3386-f467-97829bfce5bd"><span >Juan Martín-Serrano, King’s College London</span></span></span></a></h2>

<h2 dir="ltr" ><a href="https://www.upf.edu/web/stembryo-engineering-lab"><span ><span id="docs-internal-guid-ee77e217-7fff-3386-f467-97829bfce5bd"><span >Alfonso Martínez Arias, DCEXS-UPF</span></span></span></a></h2>

<h2 dir="ltr" ><a href="http://pelechanolab.com"><span ><span id="docs-internal-guid-ee77e217-7fff-3386-f467-97829bfce5bd"><span >Vicent Pelechano, Karolinska Institutet</span></span></span></a></h2>

<h2 dir="ltr" ><a href="https://www.crg.eu/en/programmes-groups/sdelci-lab"><span ><span id="docs-internal-guid-ee77e217-7fff-3386-f467-97829bfce5bd"><span >Sara Sdelci, Centre for Genomic Regulation</span></span></span></a></h2>

<h2 dir="ltr" ><a href="https://csbphd.mit.edu/faculty/caroline-uhler">Caroline Uhler, Massachusetts Institute of Technology</a></h2>

<h2 > </h2>

<h2 >The PhD students of the department will have a poster session.</h2>

<p> </p>

<h2 ><em><span >We hope to see you there!</span></em></h2>

<p> </p>
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					<name><![CDATA[RECSM Summer Methods School 2021]]></name>
					<description><![CDATA[<p>
 The Research and Expertise Centre for Survey Methodology (RECSM) of the Pompeu Fabra University (UPF) announces the <strong>8th edition of the RECSM Summer Methods School (June 28 to July 16th, 2021).</strong><br />
 The RECSM Summer Methods School is a three-week intensive program covering diverse topics on survey methodology and advanced statistical analysis of survey data. Participants can create their own program choosing from 17 courses covering different topics.<br />
 All courses are taught by leading experts around the world. During the first week, we will offer five introductory courses including three on software programming in R, STATA & Phyton.</p>
<ul>
 <li>
  <strong>Target group:</strong> Professionals, Researchers, and Students, who wish to develop high-quality surveys and employ up-to-date statistical methods for survey data analyses. Potential attendees include survey practitioners, marketing professionals, social science students, and researchers.</li>
 <li>
  <strong>Objective: </strong>To provide participants with the knowledge and skills needed to design surveys, implement statistical analyses and carry out quantitative research.</li>
</ul>
<p>
  </p>
<hr />
<h2>
 Courses</h2>
<h3>
 Week 1- Introductory courses</h3>
<p>
 <strong>June 28 to July 1 - Format: online</strong></p>
<ul>
 <li>
  <a href="https://eventum.upf.edu/event_detail/64915/section/30364/introduction-r.html">R -Toni Rodon</a></li>
 <li>
  <a href="http://eventum.upf.edu/event_detail/64915/section/30358/introduction-to-stata.html">STATA - Jordi Gumà</a></li>
 <li>
  <a href="https://eventum.upf.edu/64915/section/30365/recsm-summer-methods-school-2021.html">Python - Tom Paskhalis</a></li>
 <li>
  <a href="https://eventum.upf.edu/64915/section/30367/recsm-summer-methods-school-2021.html">Regression analysis - Danielle Toninelli</a></li>
 <li>
  <a href="https://eventum.upf.edu/64915/section/30366/recsm-summer-methods-school-2021.html">The quantitative methods of empirical social research - Burak Sonmez</a></li>
</ul>
<h3>
 Week 2</h3>
<p>
 <strong>July 5 to 9 - Format: online</strong></p>
<ul>
 <li>
  <a href="https://eventum.upf.edu/64915/section/30370/recsm-summer-methods-school-2021.html">Multilevel 1 (Introduction to multilevel models)</a><a href="https://www.upf.edu/web/survey/multilevel-1-practical-multilevel-modeling-"> - Carla Rampichini and Leonardo Grilli</a></li>
 <li>
  <a href="https://eventum.upf.edu/64915/section/30371/recsm-summer-methods-school-2021.html">Causal inference - Bruno Arpino</a></li>
 <li>
  <a href="https://eventum.upf.edu/64915/section/30372/recsm-summer-methods-school-2021.html">Structural Equation Modeling - Terrence D. Jorgensen</a></li>
 <li>
  <a href="https://eventum.upf.edu/64915/section/30374/recsm-summer-methods-school-2021.html">Probability sampling methods - Tarek Al-Baghal</a></li>
 <li>
  <a href="https://eventum.upf.edu/64915/section/30375/recsm-summer-methods-school-2021.html">Multilevel 2 (Analyzing Comparative Longitudinal Survey Data Using Multilevel Models) - Malcolm Fairbrother</a></li>
</ul>
<h3>
 Week 3</h3>
<p>
 <strong>July 12 to 16 - Format: online</strong></p>
<ul>
 <li>
  <a href="https://eventum.upf.edu/64915/section/30377/recsm-summer-methods-school-2021.html">Big data 1 - Carlos Arcila</a></li>
 <li>
  <a href="https://eventum.upf.edu/64915/section/30379/recsm-summer-methods-school-2021.html">Machine Learning for Social Sciences  Christoph Kern</a></li>
 <li>
  <a href="https://eventum.upf.edu/64915/section/30376/recsm-summer-methods-school-2021.html">Social Networks - Luca De Benedictis</a></li>
 <li>
  <a href="https://eventum.upf.edu/64915/section/30383/recsm-summer-methods-school-2021.html">Experiments in Social Science: Survey experiments - Jordi Muñoz</a></li>
 <li>
  <a href="https://eventum.upf.edu/64915/section/30384/recsm-summer-methods-school-2021.html">Questionnaire design - Wiebke Weber</a></li>
 <li>
  <a href="https://eventum.upf.edu/64915/section/30385/recsm-summer-methods-school-2021.html">Big data 2 (Predictive analytics) - Carlos Arcila</a></li>
</ul>
<p>
  </p>
<hr />
<h2>
 Fees</h2>
<h3>
 Introductory course</h3>
<p>
 <strong>Duration: 8 hours/2 days</strong></p>
<ul>
 <li>
  Students: 115€</li>
 <li>
  Researchers: 200€</li>
 <li>
  Professionals: 295€</li>
</ul>
<h3>
 Regular course</h3>
<p>
 <strong>Duration: 12 hours/3 days</strong></p>
<ul>
 <li>
  ​Students: 250€</li>
 <li>
  Researchers: 450€</li>
 <li>
  Professionals: 550€​</li>
</ul>
<h3>
 Regular course</h3>
<p>
 <strong>Duration: 8 hours/2 days</strong></p>
<ul>
 <li>
  Students: 170€</li>
 <li>
  Researchers: 300€</li>
 <li>
  Professionals: 440€​</li>
</ul>
<p>
  </p>
<h3>
 Discount</h3>
<ul>
 <li>
  5% early bird discount to those who pay before May 10th, 2021</li>
 <li>
  10% registering for at least 3 regular courses</li>
 <li>
  20% registering for at least 5 regular courses </li>
</ul>
<p>
 <strong>Introductory courses are not included in the discount.</strong></p>
<p>
  </p>
<hr />
<h2>
 Payment details</h2>
<p>
 You can pay by bank transfer or with online payment.</p>
<p>
 The payment request with the payment details would be sent to the e-mail address you used in the online registration form.</p>
<p>
 ​<strong>Cancellation Policy:</strong> All refund/cancellation requests must be provided via email to <a href="mailto:recsm@upf.edu">recsm@upf.edu</a> and received prior to May 18, 2021. From May 19 cancellation will not be refunded.</p>
<hr />
<p>
  </p>
<p>
 Organized by: <a href="https://www.upf.edu/web/survey">RECSM</a></p>
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					<name><![CDATA[5th Barcelona VPH Summer School]]></name>
					<description><![CDATA[<h2 style="margin: 10px 0px; text-align: center; color: rgb(200, 16, 46); line-height: normal; padding-bottom: 10px; font-family: Verdana, Geneva, sans-serif; font-size: 20px; font-weight: normal; text-rendering: optimizeLegibility;">
 The 5th VPH Summer School will be held ONLINE, <span style="color:#b22222;">on June 7-11, 2021</span>, and will focus on<strong> Tackling Complexity in Health & Medicine.</strong><strong style="color: rgb(0, 0, 0);"> </strong></h2>
<h2 style="margin: 10px 0px; text-align: center; color: rgb(200, 16, 46); line-height: normal; padding-bottom: 10px; font-family: Verdana, Geneva, sans-serif; font-size: 20px; font-weight: normal; text-rendering: optimizeLegibility;">
 <span style="font-size: 14px; text-align: justify; color: rgb(178, 34, 34);">This webpage will be updated continuously!</span></h2>
<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-family: verdana, geneva, sans-serif;">The VPH Sum</span><span style="font-family: verdana, geneva, sans-serif;">mer School series is co-organized by </span><a href="https://www.upf.edu/web/bcn-medtech/" target="_blank"><font color="#c8102e" face="verdana, geneva, sans-serif"><span style="border-color: currentcolor;">BCN MedTech</span></font></a><font color="#c8102e" face="verdana, geneva, sans-serif"><span style="border-color: currentcolor;"> </span></font><font face="verdana, geneva, sans-serif"><span style="border-color: currentcolor;">at</span></font><font color="#c8102e" face="verdana, geneva, sans-serif"><span style="border-color: currentcolor;"> </span></font><font face="verdana, geneva, sans-serif"><span style="border-color: currentcolor;">the</span></font><font color="#c8102e" face="verdana, geneva, sans-serif"><span style="border-color: currentcolor;"> <a href="https://www.upf.edu/web/etic" target="_blank">Department of Information and Communication Technologies, Universitat Pompeu Fabra (UPF)</a></span></font><span style="font-family: verdana, geneva, sans-serif;"> and by the </span><a href="http://www.vph-institute.org/" style="font-family: verdana, geneva, sans-serif; border: 0px currentcolor; color: rgb(200, 16, 46);" target="_blank">Virtual Physiological Human Institute (VPHi)</a><span style="font-family: verdana, geneva, sans-serif;">, with the collaboration of the <a href="https://www.upf.edu/web/biomed" target="_blank">UPF department of Experimental and Health Science</a> and the <a href="https://www.fundacionquaes.org" target="_blank">QUAES Foundation</a>.</span></p>
<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-family: verdana, geneva, sans-serif;">It provides junior engineers, early researchers and medical doctors with an integrative view of state-of-the-art research for<strong> <em>in silico</em> medicine</strong>, following a complete pipeline from basic science and clinical needs, to model application. The Summer School has the support of the European Society of Biomechanics, of the Spanish Network of Excellence in Biomechanics, CompBioMed and the QUAES-UPF Chair.</span></p>
<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-family:verdana,geneva,sans-serif;"><span style="font-size:14px;">This summer school includes <strong>15 morning lectures</strong> plus one <strong>honorary VPH lecture</strong>, given <strong>by leading international researchers</strong>. </span></span></p>
<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-family:verdana,geneva,sans-serif;">The key </span><span style="font-family: verdana, geneva, sans-serif;">methodological and </span><span style="font-family: verdana, geneva, sans-serif;">technological </span><span style="font-family: verdana, geneva, sans-serif;">concepts are enriched by <strong>afternoon hands-on sessions</strong> that</span><span style="font-family: verdana, geneva, sans-serif;"> stand for 15,5 hours of <strong>transversal training in <em>in silico</em> medicine</strong> technologies during the whole week, under the supervision of expert researchers. A</span><span style="font-family: verdana, geneva, sans-serif;"> </span><strong style="font-family: verdana, geneva, sans-serif;">best hands-on award</strong><span style="font-family: verdana, geneva, sans-serif;"> sponsored by the </span><a href="https://www.upf.edu/web/catedra-quaes-upf" style="font-family: verdana, geneva, sans-serif;" target="_blank">QUAES-UPF Chair</a><span style="font-family: verdana, geneva, sans-serif;">.</span></p>
<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-family:verdana,geneva,sans-serif;">The last afternernoon of the VPH Summer School will host a round table, gathering patients, physicians, researchers and public authority representatives to discuss on <strong><em>In silico</em> Medicine and new medical technologies for the society:</strong></span><span style="font-family: verdana, geneva, sans-serif;"><strong> Awareness, expectations and effective capacity</strong>. </span></p>
<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-family:verdana,geneva,sans-serif;">The Summer School also includes <strong>poster sessions</strong> with the <strong>best VPHi poster award.</strong></span></p>
<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-family:verdana,geneva,sans-serif;">Location: Online Event hosted by <a href="https://www.upf.edu/web/campus/campus-poblenou" target="_blank">UPF Poblenou Campus</a> (Roc Boronat 138, Barcelona)</span></p>
<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
  </p>
<hr />
<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-family:verdana,geneva,sans-serif;"><strong>Registration fees</strong>: R</span><span style="font-family: verdana, geneva, sans-serif;">educed*: 30 € - Regular</span><span style="font-family: verdana, geneva, sans-serif;">: </span><span style="font-family: verdana, geneva, sans-serif;">50 €  <strong>D</strong></span><strong><span style="font-family: verdana, geneva, sans-serif;"><strong>e</strong>adline: 31/05/2021</span></strong></p>
<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <em><span style="font-family: verdana, geneva, sans-serif;">* Applies to students** (BSc, MSc, PhD) and to <a href="https://www.vph-institute.org/membership.html" target="_blank">VPHi</a>, <a href="https://esbiomech.org/esb-membership-benefits/" target="_blank">ESB</a> and <a href="http://www.bioinformaticsbarcelona.eu" target="_blank">BiB</a> members</span></em></p>
<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <em><span style="font-family: verdana, geneva, sans-serif;">**A one-year individual VPHi Student Membership is included in the registration fees for students, <a href="https://www.vph-institute.org/login.html" target="_blank">upon request</a></span></em></p>
<hr />
<p style="text-align: center;">
  </p>
<p style="text-align: center;">
 <span style="color:#b22222;"><strong><span style="font-size:14px;">- Concerned about Coronavirus? Check the <u><a href="https://www.upf.edu/web/focus/informacio-coronavirus" target="_blank">dedicated UPF webpage</a></u> and </span></strong></span><strong><span style="font-size:14px;"><a href="https://experience.arcgis.com/experience/685d0ace521648f8a5beeeee1b9125cd" target="_blank"><u>updated contamination data worlwide and per region</u></a></span></strong><span style="color:#b22222;"><strong><span style="font-size:14px;"> -</span></strong></span></p>
<p style="text-align: center;">
  </p>
<hr />
<p style="text-align: center;">
 <strong><span style="font-family: verdana, geneva, sans-serif; font-size: 14px;">If you want to receive updates about the programme, please leave your e-mail <a href="https://goo.gl/forms/B8POuJUz6uD9STv23" target="_blank">here</a> or follow us on <a href="https://twitter.com/bcnvph" target="_blank">Twitter</a> (@bcnvph)</span></strong></p>
<p style="text-align: center;">
 <iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/cse_GBcHcsc" width="560"></iframe></p>
<p style="text-align: center;">
 <img src="/_files/_event/_46693/_editorFiles/file/2020/BCN-MedTech-Presentation_Fig-comp.png" style="width: 920px; height: 429px;" /></p>
<p>
 <a class="twitter-timeline" data-height="850" data-width="500" href="https://twitter.com/bcnvph?ref_src=twsrc^tfw">Tweets by bcnvph</a></p>
]]></description>
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				<Placemark>
					<name><![CDATA[Book presentation &quot;Mediatization(s). Theoretical Conversations between Europe and Latin America&quot;]]></name>
					<description><![CDATA[<p style="text-align: center;">
 <img alt="place" src="/_files/_event/_45482/_editorFiles/file/ubicacio.png" style="text-align: center; width: 40px; height: 32px;" /><span style="text-align: center; font-family: verdana, geneva, sans-serif;"> <strong><span style="font-size:18px;">Online - <a href="https://eu.bbcollab.com/guest/1a1dce218f8d4bc3bd9eb2777b2dd50b">Platform Collaborate</a></span></strong></span></p>
<p class="data_esdeveniment" style="text-align: center;">
 <img alt="dates" src="/_files/_event/_45482/_editorFiles/file/dates.png" style="width: 40px; height: 32px;" /> <strong><span style="font-size:18px;"><span style="font-family:verdana,geneva,sans-serif;">May 13, 2021 - 4.00 pm</span></span></strong></p>
<p class="data_esdeveniment" style="text-align: center;">
  </p>
<p>
 <span style="font-size:14px;"><span style="font-family:verdana,geneva,sans-serif;">The second special edition of the MEDIUM’s Book Club will be a roundtable to discuss the book “Mediatization(s). Theoretical Conversations between Europe and Latin America” of Carlos A. Scolari, Jose L. Fernandez, and Joan R. Rodriguez-Amat.</span></span></p>
<p>
 <span style="font-size:14px;"><span style="font-family:verdana,geneva,sans-serif;">Júlia Vilasís-Pamos (UPF) will moderate the session, where will account with Stefanie Averbeck-Lietz (Universität Bremen), Cornelia Brantner (Karlstads Universitet), José L. Fernández (Universidad de Buenos Aires), Joan R. Rodriguez-Amat (Sheffield Hallam University), and Carlos A. Scolari (UPF). </span></span></p>
]]></description>
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				<Placemark>
					<name><![CDATA[Online course on Advanced methods for EEG / MEG oscillatory data analysis (FULLY BOOKED)]]></name>
					<description><![CDATA[<p style="text-align: center;">
 <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Online course on <span style="line-height: 115%; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">Advanced methods for EEG / MEG oscillatory data analysis</span></span></span></p>
<p style="text-align: center;">
 <span style="font-size:14px;">Center for Brain and Cognition  -  Universitat Pompeu Fabra </span></p>
<p style="text-align: center;">
 <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 115%; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">November 5th, 2020, 14.30 h</span></span></span></p>
<p style="text-align: center;">
  </p>
<p style="text-align: justify;">
 <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">This course aims at introducing students to advanced analysis of the electrophysiological (EEG and MEG) signals for neurocognitive research. The topics will include electrode-based methods of coherence measurement, as well as cross-frequency coupling measures and, last, an introduction to inverse methods for localization of cortical sources of behavioural relevant activity. The lectures are addressed to master, PhD students and postdoctoral researchers with some experience in EEG/MEG analysis. The course will be accessible exclusively online.</span></span></p>
]]></description>
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					<name><![CDATA[2020 DCEXS-UPF Biomedical Research Symposium]]></name>
					<description><![CDATA[<h2 style="text-align: center;">
 <span style="font-family:arial,helvetica,sans-serif;">The </span>2020 DCEXS-UPF Biomedical Research Symposium will take place</h2>
<h2 style="text-align: center;">
 online on the 20th of October</h2>
<p>
  </p>
<h2 style="text-align: center;">
 There will be talks by ten invited speakers:</h2>
<h2 style="text-align: center;">
 <span style="background-color: transparent; font-family: Arial; font-size: 11.5pt; white-space: pre-wrap; color: rgb(17, 85, 204); text-decoration-line: underline; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline;"><a data-saferedirecturl="https://www.google.com/url?q=https://biosciences.gatech.edu/people/gregory-gibson&source=gmail&ust=1596270904424000&usg=AFQjCNGG2spMD6bMbHzw1U6hZHx7qQQsaw" href="https://biosciences.gatech.edu/people/gregory-gibson" style="background-color: transparent; font-family: Arial; font-size: 11.5pt; white-space: pre-wrap; color: rgb(17, 85, 204); text-decoration-line: none;" target="_blank">Greg Gibson (Georgia Institute of Technology)</a></span></h2>
<h2 style="text-align: center;">
 <a data-saferedirecturl="https://www.google.com/url?q=https://www.cardiff.ac.uk/people/view/1448991-grieneisen-veronica&source=gmail&ust=1596270904424000&usg=AFQjCNGHHQ09Y-Nsj-RwwTW43qhqoBy4Zw" href="https://www.cardiff.ac.uk/people/view/1448991-grieneisen-veronica" style="background-color: transparent; font-family: Arial; font-size: 11.5pt; white-space: pre-wrap; color: rgb(17, 85, 204); text-decoration-line: none;" target="_blank"><span style="background-color: transparent; font-family: Arial; font-size: 11.5pt; white-space: pre-wrap; color: rgb(17, 85, 204); text-decoration-line: underline; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline;">Veronica Grieneisen (Cardiff University)</span></a></h2>
<h2 style="text-align: center;">
 <a data-saferedirecturl="https://www.google.com/url?q=https://statweb.stanford.edu/~susan/susan_person.html&source=gmail&ust=1596270904425000&usg=AFQjCNEPIJ1gVzmoXTVGLgH5rAS2ylUW9w" href="https://statweb.stanford.edu/~susan/susan_person.html" style="background-color: transparent; font-family: Arial; font-size: 11.5pt; white-space: pre-wrap; color: rgb(17, 85, 204); text-decoration-line: none;" target="_blank"><span style="background-color: transparent; font-family: Arial; font-size: 11.5pt; white-space: pre-wrap; color: rgb(17, 85, 204); text-decoration-line: underline; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline;">Susan Holmes (Stanford University)</span></a></h2>
<h2 style="text-align: center;">
 <a data-saferedirecturl="https://www.google.com/url?q=https://devneuro.org.uk/marinlab/&source=gmail&ust=1596270904425000&usg=AFQjCNFYiAnDnHcO99IwX4t30uwuc3ZTjQ" href="https://devneuro.org.uk/marinlab/" style="background-color: transparent; font-family: Arial; font-size: 11.5pt; white-space: pre-wrap; color: rgb(17, 85, 204); text-decoration-line: none;" target="_blank"><span style="background-color: transparent; font-family: Arial; font-size: 11.5pt; white-space: pre-wrap; color: rgb(17, 85, 204); text-decoration-line: underline; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline;">Oscar Marín (King’s College London)</span></a></h2>
<h2 style="text-align: center;">
 <a data-saferedirecturl="https://www.google.com/url?q=http://biologiaevolutiva.org/tmarques/&source=gmail&ust=1596270904425000&usg=AFQjCNGOXOmcWgxIVRK8VKwuwpSSSqnChg" href="http://biologiaevolutiva.org/tmarques/" style="background-color: transparent; font-family: Arial; font-size: 11.5pt; white-space: pre-wrap; color: rgb(17, 85, 204); text-decoration-line: none;" target="_blank"><span style="background-color: transparent; font-family: Arial; font-size: 11.5pt; white-space: pre-wrap; color: rgb(17, 85, 204); text-decoration-line: underline; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline;">Tomàs Marquès Bonet (DCEXS-UPF)</span></a></h2>
<h2 style="text-align: center;">
 <a data-saferedirecturl="https://www.google.com/url?q=https://www.crick.ac.uk/research/labs/snezhana-oliferenko&source=gmail&ust=1596270904425000&usg=AFQjCNEf8FDQ7becmh9pHmqvowSly6IWLQ" href="https://www.crick.ac.uk/research/labs/snezhana-oliferenko" style="background-color: transparent; font-family: Arial; font-size: 11.5pt; white-space: pre-wrap; color: rgb(17, 85, 204); text-decoration-line: none;" target="_blank"><span style="background-color: transparent; font-family: Arial; font-size: 11.5pt; white-space: pre-wrap; color: rgb(17, 85, 204); text-decoration-line: underline; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline;">Snezhana Oliferenko (The Francis Crick Institute)</span></a></h2>
<h2 style="text-align: center;">
 <a data-saferedirecturl="https://www.google.com/url?q=https://www.upf.edu/web/endocrine-regulatory-genomics&source=gmail&ust=1596270904425000&usg=AFQjCNGJTcGZ6kOUU2p0cvNBv04CmeKq_Q" href="https://www.upf.edu/web/endocrine-regulatory-genomics" style="background-color: transparent; font-family: Arial; font-size: 11.5pt; white-space: pre-wrap; color: rgb(17, 85, 204); text-decoration-line: none;" target="_blank"><span style="background-color: transparent; font-family: Arial; font-size: 11.5pt; white-space: pre-wrap; color: rgb(17, 85, 204); text-decoration-line: underline; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline;">Lorenzo Pasquali (DCEXS-UPF)</span></a></h2>
<h2 style="text-align: center;">
 <a data-saferedirecturl="https://www.google.com/url?q=https://www.mcb.harvard.edu/directory/elena-rivas/&source=gmail&ust=1596270904425000&usg=AFQjCNEmIyIlFmimpv788CZ7J1BTo-Cmog" href="https://www.mcb.harvard.edu/directory/elena-rivas/" style="background-color: transparent; font-family: Arial; font-size: 11.5pt; white-space: pre-wrap; color: rgb(17, 85, 204); text-decoration-line: none;" target="_blank"><span style="background-color: transparent; font-family: Arial; font-size: 11.5pt; white-space: pre-wrap; color: rgb(17, 85, 204); text-decoration-line: underline; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline;">Elena Rivas (Harvard University)</span></a></h2>
<h2 style="text-align: center;">
 <a data-saferedirecturl="https://www.google.com/url?q=https://www.kcl.ac.uk/people/professor-jody-rosenblatt&source=gmail&ust=1596270904425000&usg=AFQjCNGL76dkTmZKfgn6Zt9p4WSUX3QIAg" href="https://www.kcl.ac.uk/people/professor-jody-rosenblatt" style="background-color: transparent; font-family: Arial; font-size: 11.5pt; white-space: pre-wrap; color: rgb(17, 85, 204); text-decoration-line: none;" target="_blank"><span style="background-color: transparent; font-family: Arial; font-size: 11.5pt; white-space: pre-wrap; color: rgb(17, 85, 204); text-decoration-line: underline; font-variant-numeric: normal; font-variant-east-asian: normal; vertical-align: baseline;">Jody Rosenblatt (King’s College London)</span></a></h2>
<h2 style="text-align: center;">
 <a data-saferedirecturl="https://www.google.com/url?q=https://www.ibecbarcelona.eu/member/189/Xavier+Trepat/&source=gmail&ust=1596270904425000&usg=AFQjCNGcLGbg2bjNNBiYR-M4xDxXIaZenQ" href="https://www.ibecbarcelona.eu/member/189/Xavier+Trepat/" style="background-color: transparent; font-family: Arial; font-size: 11.5pt; white-space: pre-wrap; color: rgb(17, 85, 204); text-decoration-line: none;" target="_blank"><span style="font-size: 11.5pt; background-color: transparent; font-variant-numeric: normal; font-variant-east-asian: normal; text-decoration-line: underline; vertical-align: baseline;">Xavier Trepat (IBEC)</span></a></h2>
<p>
  </p>
<h2 style="text-align: center;">
 The PhD students of the department will have a poster session on Twitter.</h2>
<p>
  </p>
<h2 style="text-align: center;">
 <em><span style="font-family:arial,helvetica,sans-serif;">We hope to see you there!</span></em></h2>
<p>
  </p>
]]></description>
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					<name><![CDATA[2020 TEATRONIKA]]></name>
					<description><![CDATA[<p>
 <span style="font-size:18px;"><strong><span style="font-family: tahoma,geneva,sans-serif;">Concurso Teatronika <a href="https://eventum.upf.edu/lang/index/en">(English version)</a> </span></strong></span><strong style="font-size: 18px;"><span style="font-family: tahoma, geneva, sans-serif;"><a href="https://eventum.upf.edu/lang/index/ca">(versió en Català)</a></span></strong></p>
<p>
 Organiza el concurso la <a href="http://www.upf.edu/es/">Universidad Pompeu Fabra (UPF)</a> y la <a href="http://teatronika.org">asociación Teatronika</a>, con la colaboración de <a href="http://www.rtve.es/radio/radio3/">Radio 3</a>,  y el soporte del <a href="https://www.barcelona.cat/barcelonacultura/ca/icub">ICUB</a> y la <a href="http://www.fecyt.es/">Fundación Española para la Ciencia y la Tecnología (FECYT)</a>.</p>
<p>
 La convocatoria<span style="color:#daa520;"> </span><span style="font-size: 12px;"><span style="font-family: arial, helvetica, sans-serif;"><span style="background-color: rgb(255, 255, 255);">está <strike><strong><span style="color:#008000;">ABIERTA </span></strong></strike>y se cerrará el </span></span></span><span style="color:#008000;"><span style="font-size: 12px;"><span style="font-family: arial, helvetica, sans-serif;"><span style="background-color: rgb(255, 255, 255);"><strike>23 de Diciembre 2020</strike>  <strike>3 de Enero</strike>    </span></span></span></span><span style="color:#ff0000;"><span style="font-size: 12px;"><span style="font-family: arial, helvetica, sans-serif;"><span style="background-color: rgb(255, 255, 255);">CERRADA</span></span></span></span></p>
<p>
 <span style="font-size: 12px;"><span style="font-family: arial, helvetica, sans-serif;"><span style="background-color: rgb(255, 255, 255);">Los guiones seleccionados se harán públicos en Enero 2021: ¡Gracias por vuestra paciencia!</span></span></span></p>
<p>
 <span style="color:#008080;">Sigue Teatronika en Facebook</span><span style="color:#daa520;">  </span>(<a href="http://facebook.com/teatronika">link</a>)</p>
<p>
 <a href="https://eventum.upf.edu/event_detail/20231/videos/2018-concurso-de-guion-corto-para-cuatro-robots_-teatronika.html">Videos</a> / <a href="http://teatronika.org">información</a> de ediciones pasadas.</p>
<p>
 <span id="result_box" lang="en"><strong><span style="color:#4b0082;"><span>Instrucciones:</span></span></strong><span> </span></span>Inscríbete para recibir información sobre el proyecto usando el botón <a href="https://eventum.upf.edu/54908//tickets.html"><span style="color:#ff8c00;">(Inscribirse)</span></a>. Puedes subir tu guión en formato pdf en el momento de la inscripción o más tarde. Una vez inscrito recibirás un email con la información (login y password) para volver a acceder al sistema (<a href="https://eventum.upf.edu/login.html">clicando aquí)</a> o en el botón Acceder arriba a la izquierda).</p>
<p>
 <span style="font-size:16px;"><strong>Premios</strong></span></p>
<p>
 Se premiarán un total de 10 guiones seleccionados por un jurado multidisciplinar. Fragmentos o la totalidad de los guiones ganadores se realizarán físicamente con cuatro robots NAO de la Universidad Pompeu Fabra. Los premios se repartirán de la siguiente manera:</p>
<ul>
 <li>
     1<sup>er</sup> premio:  1000 euros</li>
 <li>
     2<sup>o</sup> premio: 500 euros</li>
 <li>
     3<sup>o</sup> - 7<sup>o</sup> premios: 100 euros</li>
 <li>
     3 guiones destacados (que también serán publicados en el libro)</li>
</ul>
<p style="text-align: center;">
 <a href="http://martisanchez.com/3-teatronika/">Teatronika Web</a></p>
<p style="text-align: center;">
 teatronika@gmail.com</p>
<p>
 <span style="font-size: 12px;">          </span><span style="font-size: 12px;">          </span></p>
<p style="text-align: right;">
  </p>
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					<name><![CDATA[Theory and Practice of Blockchains (Online Weekly Seminar Series )]]></name>
					<description><![CDATA[<p style="text-align: justify;">
 <span style="font-family: tahoma, geneva, sans-serif;">As a consequence of the COVID-19 crisis, TPBC2020 has been moved to an online weekly seminar event starting on May 2020. It is organized by the </span><a data-mce-="" href="https://www.upf.edu/web/etic" style="font-family: tahoma, geneva, sans-serif;" target="_blank">Department</a><a data-mce-="" href="https://www.upf.edu/web/etic" style="font-family: tahoma, geneva, sans-serif;" target="_blank"> of Information and Communication Technologies</a><span style="font-family: tahoma, geneva, sans-serif;"> at Pompeu Fabra University in collaboration with the </span><a data-mce-="" href="http://concordium.au.dk/" style="font-family: tahoma, geneva, sans-serif;" target="_blank">Concordium blockchain research center</a><span style="font-family: tahoma, geneva, sans-serif;"> at Aarhus University bringing together researchers working on the theory and implementation of blockchains.</span></p>
<p font-size:="" helvetica="" line-height:="" style="font-family: ">
 <span style="font-family:tahoma,geneva,sans-serif;">The program included recent research in the sub-themes of consensus protocols, zero-knowledge proofs, privacy, and anonymity-preserving techniques, language design and semantics for smart contracts, formal verification of cryptographic protocols, and implementations, among other relevant topics. The workshop aimed to enable interdisciplinary research and foster collaboration among theoreticians and practitioners in blockchain protocols, distributed systems, and cryptography.</span></p>
<p font-size:="" helvetica="" line-height:="" style="font-family: ">
  </p>
<p font-size:="" helvetica="" line-height:="" style="font-family: ">
 The event is free but requires <a href="https://www.eventbrite.es/e/theory-and-practice-of-blockchains-online-weekly-seminar-series-tickets-105830429664">registration</a>.</p>
]]></description>
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					<name><![CDATA[Advanced methods of EEG / MEG oscillatory data analysis (REGISTRATION CLOSED)]]></name>
					<description><![CDATA[<p style="text-align: center;">
 <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Workshop: <span style="line-height: 115%; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">Advanced methods of EEG / MEG oscillatory data analysis</span></span></span></p>
<p style="text-align: center;">
 <span style="font-size:14px;">Center for Brain and Cognition  -  Universitat Pompeu Fabra </span></p>
<p style="text-align: center;">
 <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 115%; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">26th March, 2020, 14.30 h</span></span></span></p>
<p style="text-align: center;">
 <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 115%; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">Room 24.009, Campus de la Ciutadella</span></span></span></p>
<p>
  </p>
<p>
 <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">This course aims at introducing students to advanced analysis of the electrophysiological (EEG and MEG) signals for neurocognitive research. The topics will include electrode-based methods of coherence measurement, as well as cross-frequency coupling measures and, last, an introduction to inverse methods for localization of cortical sources of behavioural relevant activity. The lectures are addressed to master, PhD students and postdoctoral researchers with some experience in EEG/MEG analysis. No equipment (laptop) is required.</span></span></p>
]]></description>
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					<name><![CDATA[2019 DCEXS-UPF Symposium]]></name>
					<description><![CDATA[<h2>
 <span style="font-family:arial,helvetica,sans-serif;">The 2019 Symposium will bring together everyone at the Department of Experimental and Health Sciences of the Universitat Pompeu Fabra.</span></h2>
<p>
 <span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:16px;">PhD students will have a collaborative poster session and scientific talks, with a prize for the winner.</span></span></p>
<p>
 <span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:16px;">Postdocs will give short scientific talks, and there will be an interactive session on Career Development. </span></span></p>
<p>
 <span style="font-family:arial,helvetica,sans-serif;"><span style="font-size:16px;">Two international scientists, Ana M. Cuervo (Albert Einstein College of Medicine, NY, USA) and Daniel Speiser (Department of Oncology, UNIL- CHUV) will be the keynote speakers. </span></span></p>
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  </p>
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 <span style="font-family:arial,helvetica,sans-serif;">We hope to see you there!</span></h2>
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					<name><![CDATA[4th Barcelona VPH Summer School]]></name>
					<description><![CDATA[<h2 style="margin: 10px 0px; text-align: center; color: rgb(200, 16, 46); line-height: normal; padding-bottom: 10px; font-family: Verdana, Geneva, sans-serif; font-size: 20px; font-weight: normal; text-rendering: optimizeLegibility;">
 <span style="font-family:verdana,geneva,sans-serif;">Registrations open!</span></h2>
<p style="text-align: center;">
 <span style="font-size:12px;"><span style="font-family:verdana,geneva,sans-serif;"><strong>Regular Early Bird </strong>(15-05-2019, 23:59h)<strong>:</strong> 200 €</span></span></p>
<p style="text-align: center;">
 <span style="font-size:12px;"><span style="font-family:verdana,geneva,sans-serif;"><strong>Regular Late Registration: </strong>250 €</span></span></p>
<p style="text-align: center;">
  </p>
<p style="text-align: center;">
 <span style="font-size:12px;"><span style="font-family:verdana,geneva,sans-serif;"><strong style="font-family: Arial, Helvetica, sans-serif; font-size: small; box-sizing: border-box;">VPHi members, ESB* members, Students and Technicians Early Bird</strong><strong> </strong>(15-05-2019, 23:59h)<strong>:</strong> 100 €</span></span></p>
<p style="text-align: center;">
 <span style="font-size:12px;"><span style="font-family:verdana,geneva,sans-serif;"><strong style="font-family: Arial, Helvetica, sans-serif; font-size: small; box-sizing: border-box; background-color: rgba(255, 255, 255, 0);">VPHi members, ESB* members, </strong><span style="background-color: rgba(255, 255, 255, 0);"><strong style="box-sizing: border-box;">Students and Technicians Late Registration</strong></span><strong>:</strong> 150 €</span></span></p>
<p style="text-align: center;">
 <span style="font-family:verdana,geneva,sans-serif;"><em>*European Society of Biomechanics</em></span></p>
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  </p>
<h2 style="margin: 10px 0px; text-align: center; color: rgb(200, 16, 46); line-height: normal; padding-bottom: 10px; font-family: Verdana, Geneva, sans-serif; font-size: 20px; font-weight: normal; text-rendering: optimizeLegibility;">
 <span style="font-family:verdana,geneva,sans-serif;">June 10th - 14th, 2018</span></h2>
<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-family:verdana,geneva,sans-serif;">The 4th VPH Summer School will be held in Barcelona, Spain, on June 10-14, 2019. This 4th edition will focus on<strong> Machine Learning and Mechanistic Modelling. </strong><strong style="color: rgb(0, 0, 0);">Leave your e-mail <a href="https://goo.gl/forms/sR5e1JuUikq6AiE43" style="border: 0px currentColor; color: rgb(200, 16, 46); -ms-word-break: normal !important;" target="_blank">here</a> to receive the updates  about the program.</strong></span></p>
<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-family:verdana,geneva,sans-serif;">The VPH Summer School series is co-organized by <a href="https://www.upf.edu/web/bcn-medtech" style="border: 0px currentColor; color: rgb(200, 16, 46); -ms-word-break: normal !important;" target="_blank">BCN MedTech - Universitat Pompeu Fabra</a> and by the <a href="http://www.vph-institute.org/" style="border: 0px currentColor; color: rgb(200, 16, 46); -ms-word-break: normal !important;" target="_blank">Virtual Physiological Human Institute</a> (VPHi). It aims to provide junior engineers, early researchers and medical doctors with a complete overview of state-of-the-art Virtual Physiological Human (VPH) research, following a complete pipeline from basic science and clinical needs, to model application. The Summer School has the support of the Marie Curie ITN <a href="https://cardiofunxion.upf.edu/" style="border: 0px currentcolor; color: rgb(200, 16, 46);" target="_blank">CardioFunXion</a> and <a href="http://picnet.eu/" target="_blank"><span style="color:#b22222;">PIC</span></a><span style="color: rgb(178, 34, 34);">.</span></span></p>
<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-family:verdana,geneva,sans-serif;"><span style="font-size: small;">This summer school includes 15 morning lectures plus one honorary VPH lecture, given by international experts. </span>The key concepts of the methodological and technological frameworks presented will be enriched with afternoon hands-on sessions under the supervision of expert researchers. The focus on this 4th edition will be Machine Learning and Mechanistic Modelling. The Summer School also includes poster sessions with a best poster award sponsored by <span style="border-style: initial; border-color: currentcolor; border-image: initial;">the VPHi</span> and a best hands-on award sponsored by the <a href="https://www.upf.edu/web/catedra-quaes-upf" target="_blank">QUAES-UPF Chair</a>.</span></p>
<p style="margin: 0px 0px 10px; text-align: justify; color: rgb(53, 52, 48); font-family: Verdana, Geneva, sans-serif; font-size: 14px;">
 <span style="font-family:verdana,geneva,sans-serif;">Location: <a href="https://www.upf.edu/web/campus/campus-poblenou" target="_blank">UPF Poblenou Campus</a> (Roc Boronat 138, Barcelona)</span></p>
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  </p>
<p style="text-align: align;">
 <span style="font-family:verdana,geneva,sans-serif;"><strong><span style="font-size:14px;">If you want to receive updates about the programme, please leave your e-mail <a href="https://goo.gl/forms/B8POuJUz6uD9STv23" target="_blank">here</a></span></strong></span></p>
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 <img alt="" src="/_files/_event/_28646/_editorFiles/file/13713054334_449db79506_z.jpg" style="width: 640px; height: 442px;" /></p>
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<p>
 <a class="twitter-timeline" data-height="850" data-width="500" href="https://twitter.com/bcnvph?ref_src=twsrc^tfw">Tweets by bcnvph</a></p>
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					<name><![CDATA[RNAseq - How low can you go?]]></name>
					<description><![CDATA[<h3 style="color:red;">
 RNAseq- How low can you go?</h3>
<p>
 <strong>Aim of this course is to prepare RNA-Seq libraries for lllumina sequencing by using the novel NEBilext Ultra ll Directional RNA kit for low input applications, not including single cells transcriptomics. </strong></p>
<p>
 Throughout the course, we will be generating libraries from ultra-low as well as from normal amounts of RNA (1 ng to 50 ng) ¡nput to better understand the impact of input amounts and PCR cycles on the bioinformatics dealing with complexity, coverage  duplication rates and unìformity of libraries. The course participants will be guided with tips and tricks through the work flow. Finally, the bioinformatics analysis of lhe data will be discussed.</p>
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