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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</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>

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<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>

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<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>

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<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>

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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> <img alt="" height="333" src="/getFiles/hash/ZlNGN4ITMwIzMxEmY4gjZ4IzMxQzNhRDOIDOzMTN3Yj:L28xZysxM3hXakQ2WWxQM0JRWVZXbnVSSkZ2MGZJZlVlMlU1emhITnk3ZnZYMzc2azBwZFBkRzN4NG1weER3TG9IMGZWbjhxdU4raWErWUxoTVJHNUJkN25EeTJreFp1Z1d6UWtTaGZXc0hRN1dSYjBPUVlhN3dpemV2dzlXU3NuMFZxTkNtNUxXZnhRY0hzVkZKRnY0VUY4THpEWDNPSkJLdHlxQ3RIYllINFREanc0U3dNK2xXamw2SzZjMFdXSFNNVGhSa2dZK3R4R3FBc2N1aXlMQT09" style="float: left;" width="239" /><img alt="" height="333" src="/getFiles/hash/ZlNGN4ITMwIzMxEmY4gjZ4IzMxQzNhRDOIDOzMTN3Yj:L28xZysxM3hXakQ2WWxQM0JRWVZXbnVSSkZ2MGZJZlVlMlU1emhITnk3ZnZYMzc2azBwZFBkRzN4NG1weER3TG9IMGZWbjhxdU4raWErWUxoTVJHNUJkN25EeTJreFp1Z1d6UWtTaGZXc0hRN1dSYjBPUVlhN3dpemV2dzlXU3NuMFZxTkNtNUxXZnhRY0hzVkZKRnY0VUY4THpEWDNPSkJLdHlxQ3RIYllINFREanc0U3dNK2xXamw2SzZjMFdXSFNNVGhSa2dZK3R4R3FBc2N1aXlMQT09" style="float: left;" width="239" /><img alt="" height="333" src="/getFiles/hash/ZlNGN4ITMwIzMxEmY4gjZ4IzMxQzNhRDOIDOzMTN3Yj:L28xZysxM3hXakQ2WWxQM0JRWVZXbnVSSkZ2MGZJZlVlMlU1emhITnk3ZnZYMzc2azBwZFBkRzN4NG1weER3TG9IMGZWbjhxdU4raWErWUxoTVJHNUJkN25EeTJreFp1Z1d6UWtTaGZXc0hRN1dSYjBPUVlhN3dpemV2dzlXU3NuMFZxTkNtNUxXZnhRY0hzVkZKRnY0VUY4THpEWDNPSkJLdHlxQ3RIYllINFREanc0U3dNK2xXamw2SzZjMFdXSFNNVGhSa2dZK3R4R3FBc2N1aXlMQT09" style="float: left;" width="239" /> </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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<p><span style="font-size:medium"><span style="font-family:Aptos, sans-serif"><span style="color:#000000"><span style="font-style:normal"><span style="font-weight:400"><span style="white-space:normal"><span style="text-decoration:none"><img alt="A logo with red text

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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>
<p>
  </p>
<h2 style="text-align: center;">
 <span style="font-family:arial,helvetica,sans-serif;">We hope to see you there!</span></h2>
<p>
  </p>
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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>
<p style="text-align: center;">
  </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>
<p style="text-align: align;">
  </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>
<p style="text-align: center;">
  </p>
<p>
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<p style="text-align: center;">
 <img alt="" src="/_files/_event/_28646/_editorFiles/file/13713054334_449db79506_z.jpg" style="width: 640px; height: 442px;" /></p>
<p style="text-align: align;">
  </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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					<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>
]]></description>
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					<name><![CDATA[6th Myocardial Strain Hands-on Conference]]></name>
					<description><![CDATA[<p align="center">
 <strong><em>6th Barcelona Myocardial Strain Hands-on Conference</em></strong></p>
<p align="center">
 <strong><em>May, 9th-10th 2019</em></strong></p>
<p align="center">
 <a href="http://www.bcn-strain.com">www.bcn-strain.com</a></p>
<p>
 The 6th Barcelona Myocardial Strain Hands-on Conference will be organised in Barcelona, on Thursday 9th and Friday 10th May, 2019.</p>
<p>
 This conference provides a throughout overview and hands-on experience in myocardial strain analysis (speckle tracking as well as Tissue Doppler-based). The concepts of the strain analysis, together with tips-and-tricks for the processing, will be represented using illustrative cases and enriched with pathophysiologic knowledge of cardiac mechanics and ventricular remodelling to provide advanced interpretation for clinical practice or research projects. Participants get plenty of time for hands-on analysis of cases provided as well as their own cases to analyse them under supervision of experts.</p>
]]></description>
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					<name><![CDATA[2018 DCEXS-UPF Symposium]]></name>
					<description><![CDATA[<h2>
 The 2018 Symposium will bring together everyone at the Department of Experimental and Health Sciences of the Universitat Pompeu Fabra, as it encompasses the 6th symposium of the Department and the 2nd DCEXS PhD students&#39; symposium.</h2>
<p>
  </p>
<p>
 Like last year, PhD students will have a collaborative poster session and scientific talks, with a prize for the winner.</p>
<p>
 Postdocs will give short scientific talks, and there will be a roundtable with representatives from all collectives to discuss the future of Science and of Scientists.</p>
<p>
 Two international scientists, Carolina Florian (CMRB) and Mustafa Khammash (ETH Zurich), will be the keynote speakers. </p>
<p>
  </p>
<h2 style="text-align: center;">
 We hope to see you there!</h2>
<p>
  </p>
]]></description>
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