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    <title>IfI News 2017</title>
    <link>https://www.ifi.uzh.ch/en/news-archive/2017.html</link>
    <description />
    <item>
      <title>BSc, MSc, and PhD Graduations</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/graduation-ceremonies-2017-12.html</link>
      <media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://www.ifi.uzh.ch/dam/jcr:0038f7fa-d0cd-43ab-aef4-fc04deefdeea/Abschluss%20geschafft.jpg" width="90" height="60" />
      <description><![CDATA[<p>The Department of Informatics congratulates its 30 Bachelor, 25 Master, and 13 PhD students for having successfully completed their degrees! &#x1f389;</p>]]></description>
      <pubDate>Thu, 14 Dec 2017 07:41:59 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/graduation-ceremonies-2017-12.html</guid>
      <dc:date>2017-12-14T07:41:59Z</dc:date>
    </item>
    <item>
      <title>Abraham Bernstein on Digitalization and Politics</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/bernstein-digitalization-politics.html</link>
      <media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://www.ifi.uzh.ch/dam/jcr:00000000-0be5-73e2-0000-000008690321/GoodStraightExtraSmall.jpg" width="90" height="60" />
      <description><![CDATA[<p>Abraham Bernstein encourages the government to embrace digitalization also in political processes.&amp;nbsp;</p>]]></description>
      <pubDate>Thu, 14 Dec 2017 16:30:37 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/bernstein-digitalization-politics.html</guid>
      <dc:date>2017-12-14T16:30:37Z</dc:date>
    </item>
    <item>
      <title>Thomas Fritz appointed Professor for Human-Oriented Software Engineering</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/fritz-appointed-professor.html</link>
      <media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://www.ifi.uzh.ch/dam/jcr:ffffffff-e1a4-1a83-ffff-fffff39a5dcb/t_fritz.jpg" width="90" height="60" />
      <description><![CDATA[<p>Thomas Fritz has been appointed <strong>Associate Professor for Human-Oriented Software Engineering</strong>.</p>]]></description>
      <pubDate>Tue, 12 Dec 2017 13:07:59 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/fritz-appointed-professor.html</guid>
      <dc:date>2017-12-12T13:07:59Z</dc:date>
    </item>
    <item>
      <title>Bitcoins vs. Bargeld</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/uzh-journal-bitcoins.html</link>
      <media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://www.ifi.uzh.ch/dam/jcr:dc93e4d4-5724-4b36-a058-31eaf0dc7ab1/michael-longmire-689531-unsplash.jpg" width="90" height="60" />
      <description><![CDATA[<p><strong>Wie sicher ist die Bezahlung mit Bitcoins wirklich?</strong></p>

<p>&amp;nbsp;</p>]]></description>
      <pubDate>Tue, 12 Dec 2017 07:48:09 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/uzh-journal-bitcoins.html</guid>
      <dc:date>2017-12-12T07:48:09Z</dc:date>
    </item>
    <item>
      <title>Burkhard Stiller über Blockchains</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/blockchain-explained.html</link>
      <media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://www.ifi.uzh.ch/dam/jcr:76a88834-bc3a-4eae-9782-ad3c06ae79cc/Burkhard%20Stiller.jpg" width="90" height="60" />
      <description><![CDATA[<p>Im Rahmen der UZH Lunchveranstaltung&amp;nbsp;&amp;laquo;Digitales Marketing und digitale Transformation&amp;raquo;&amp;nbsp;hielt Burkhard Stiller einen Vortrag.</p>]]></description>
      <pubDate>Mon, 27 Nov 2017 12:05:11 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/blockchain-explained.html</guid>
      <dc:date>2017-11-27T12:05:11Z</dc:date>
    </item>
    <item>
      <title>Sven Seuken among &quot;Top 40 under 40&quot;</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/seuken-top-40.html</link>
      <media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://www.ifi.uzh.ch/dam/jcr:2f7a0e3b-383a-4b47-9be5-0657e597bc13/Sven_Seuken%20Auswahl%20UZH%20Journal.JPG" width="90" height="60" />
      <description><![CDATA[<p>Sven Seuken was selected by the&amp;nbsp;magazine <em>Capital</em> as one of the outstanding talents under 40 years.&amp;nbsp;Congratulations!&amp;nbsp;</p>]]></description>
      <pubDate>Thu, 23 Nov 2017 09:54:52 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/seuken-top-40.html</guid>
      <dc:date>2017-11-23T09:54:52Z</dc:date>
    </item>
    <item>
      <title>Live Paper in SRF Wissen</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/live-paper-in-srf.html</link>
      <description><![CDATA[<p>In der Hypothekarbank Lenzburg kommt &amp;laquo;Live Paper&amp;raquo; zum Einsatz: Objekte der realen Welt (Papierbl&amp;auml;tter, menschliche H&amp;auml;nde) werden &amp;uuml;ber ein Projektionssystem mit digitalen Inhalten kombiniert. Entwickelt wird das Projekt von der Fachhochschule Nordwestschweiz zusammen mit Informatikern der Information Management Research Group. <a href=&quot;https://www.srf.ch/kultur/wissen/schweizer-erfindung-ein-kleines-haus-erweckt-den-tisch-zum-leben&quot;>Beitrag auf der Seite von &amp;laquo;SRF Wissen&amp;raquo;</a></p>]]></description>
      <pubDate>Sun, 19 Nov 2017 23:00:00 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/live-paper-in-srf.html</guid>
      <dc:date>2017-11-19T23:00:00Z</dc:date>
    </item>
    <item>
      <title>UZH Teaching Funds for ZPAC project</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/uzh-teaching-funds-2017-zpac.html</link>
      <description><![CDATA[<p>Each year the University of Zurich supports innovative concepts in teaching. The project&amp;nbsp;<em>ATStat: Active Training in Statistics</em> (Chat Wacharamanotham, People and Computing Lab, together with Carolin Strobl, Rudolf Debelak, and Stella Bollmann from the Department of Psychology) is one of this year&amp;#39;s funding recipients.</p>]]></description>
      <pubDate>Fri, 17 Nov 2017 12:11:16 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/uzh-teaching-funds-2017-zpac.html</guid>
      <dc:date>2017-11-17T12:11:16Z</dc:date>
    </item>
    <item>
      <title>UZH-Lehrkredit für IMRG-Projekt</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/uzh-lehrkredit-2017-imrg.html</link>
      <description><![CDATA[<p>Jedes Jahr schreibt die Universit&amp;auml;t Z&amp;uuml;rich einen kompetitiven Lehrkredit zur Unterst&amp;uuml;tzung innovativer Lehrprojekte aus. <em>Erfahrbare ERP-Systeme und ERP-Systementwicklung</em> (Gerhard Schwabe, Information Management Research Group) hat in der Ausschreibung 2017 einen Zuschlag gekriegt.</p>]]></description>
      <pubDate>Fri, 17 Nov 2017 11:44:43 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/uzh-lehrkredit-2017-imrg.html</guid>
      <dc:date>2017-11-17T11:44:43Z</dc:date>
    </item>
    <item>
      <title>Blockchain-based Car Dossier</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/car-dossier-blockchain.html</link>
      <media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://www.ifi.uzh.ch/dam/jcr:0f337ab9-4925-4137-ab6a-1b88512b0a48/AutoCycle.png" width="90" height="60" />
      <description><![CDATA[<p>Managing the history of a vehicle is useful for insurance companies, garages, used-car dealers, and other stakeholders. Blockchain technology has the potential to ensure a transparent and secure way the stakeholders can access and administer this information.</p>

<p>Swiss software company AdNovum in cooperation with the Information Management Research Group and other partners is now developing a Car Dossier based on blockchain technology.</p>

<p><a href=&quot;https://www.adnovum.ch/en/company/media/media_releases/2017/adnovum_develops_car_dossier_based_on_blockchain_technology&quot;>More&amp;hellip;</a></p>]]></description>
      <pubDate>Thu, 12 Oct 2017 10:02:00 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/car-dossier-blockchain.html</guid>
      <dc:date>2017-10-12T10:02:00Z</dc:date>
    </item>
    <item>
      <title>Das Finanzwesen im Umbruch</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/finanzwesen-im-umbruch.html</link>
      <description><![CDATA[<p>Am <strong>Swiss FinTech Innovation Lab</strong> der Universit&amp;auml;t Z&amp;uuml;rich dreht sich alles um die Frage: Wie l&amp;auml;sst sich moderne Technologie im Finanzwesen nutzen, um den Finanz- und Versicherungsplatz Schweiz f&amp;uuml;r die Zukunft fit zu machen?</p>

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&quot; /></p>

<p>Portrait in den <a href=&quot;http://www.news.uzh.ch/de/articles/2017/fintech.html&quot;>UZH News</a>.</p>]]></description>
      <pubDate>Mon, 09 Oct 2017 06:35:37 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/finanzwesen-im-umbruch.html</guid>
      <dc:date>2017-10-09T06:35:37Z</dc:date>
    </item>
    <item>
      <title>Swiss FinTech Innovation Lab on Digital Change</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/digital-change-in-the-financial-sector.html</link>
      <description><![CDATA[<p>The <strong>Swiss FinTech Innovation Lab</strong> of the University of Zurich was established in 2016 by the Department of Informatics and the Department of Banking and Finance. Its research revolves around the question: How can modern technologies be used to make the Swiss financial sector fit for the digital future?</p>

<p><img alt=&quot;&quot; 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&quot; /></p>

<p>Portrait in <a href=&quot;http://www.news.uzh.ch/en/articles/2017/fintech0.html&quot;>UZH News</a>.</p>]]></description>
      <pubDate>Mon, 09 Oct 2017 08:28:44 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/digital-change-in-the-financial-sector.html</guid>
      <dc:date>2017-10-09T08:28:44Z</dc:date>
    </item>
    <item>
      <title>Procivis and Communication Systems Group develop Blockchain-based e-voting solution</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/blockchain-e-voting.html</link>
      <description><![CDATA[<p>The Communication Systems Group and Swiss e-government startup Procivis will develop an electronic voting solution. Based on Blockchains, the platform will cover the entire voting process and is planned to be made available publicly as open source software. <a href=&quot;https://procivis.ch/procivis-and-university-of-zurich-develop-blockchain-based-e-voting-solution/&quot;>More&amp;hellip;</a></p>]]></description>
      <pubDate>Tue, 26 Sep 2017 12:38:03 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/blockchain-e-voting.html</guid>
      <dc:date>2017-09-26T12:38:03Z</dc:date>
    </item>
    <item>
      <title>Drones can almost see in the dark</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/drones-can-almost-see.html</link>
      <description><![CDATA[<p>A group of researchers around Davide Scaramuzza, head of the Robotics and Perception Group, have taught drones to orient themselves using an eye-inspired event camera. This enables agile maneuvers even in low-light environments.</p>

<p><a href=&quot;https://youtu.be/jIvJuWdmemE&quot; target=&quot;_blank&quot;>Video (on Youtube)</a></p>

<p><a href=&quot;http://www.media.uzh.ch/en/Press-Releases/2017/Drones-in-the-dark.html&quot;>UZH News release&amp;hellip;</a></p>]]></description>
      <pubDate>Fri, 22 Sep 2017 10:36:31 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/drones-can-almost-see.html</guid>
      <dc:date>2017-09-22T10:36:31Z</dc:date>
    </item>
    <item>
      <title>Wenn Computer lügen lernen</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/wenn-computer-luegen-lernen.html</link>
      <description><![CDATA[<p>Vom 22. bis 24. September findet in Vitznau der <a href=&quot;https://www.salon-public.ch&quot; target=&quot;_blank&quot;>Salon Public</a> statt. Unter dem Motto &amp;laquo;Kluge K&amp;ouml;pfe erkl&amp;auml;ren die Welt&amp;raquo; werden Themen wie die Digitalisierung, das Weltall, Armut und das Gehirn diskutiert. Abraham Bernstein (Dynamic and Distributed Information Systems Group) erkl&amp;auml;rt die k&amp;uuml;nstliche Intelligenz.</p>

<p>Der Eintritt ist frei, <a href=&quot;https://www.salon-public.ch/programm&quot; target=&quot;_blank&quot;>Anmeldung</a> ist erforderlich.</p>]]></description>
      <pubDate>Mon, 18 Sep 2017 07:42:40 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/wenn-computer-luegen-lernen.html</guid>
      <dc:date>2017-09-18T07:42:40Z</dc:date>
    </item>
    <item>
      <title>Awards at RE&#039;17 for RERG members</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/rerg-awards-at-re17.html</link>
      <description><![CDATA[<p>Apart from <a href=&quot;${link:{uuid:{0f7bd3ea-8555-4097-b9e2-5e74711b464e},repository:{website},path:{/ifi/en/news/martin-glinz-re07-most-influential-paper}}}&quot;>Martin Glinz&amp;#39; Most Influential Paper Award</a>, members of the Requirements Engineering Research Group have been collecting other trophies: Parisa Ghazi, Zahra Shakeri Hossein Abad and Martin Glinz have won the <strong>Best Poster and Research Demo Award</strong> at the 25th IEEE International Requirements Engineering Conference. <a href=&quot;${link:{uuid:{1ed9f865-acc9-4300-b916-cb48b99ad5e3},repository:{website},path:{/ifi/en/rerg/news/best_poster_award_RE17}}}&quot;>More&amp;hellip;</a></p>

<p><strong>Congratulations!</strong></p>]]></description>
      <pubDate>Thu, 14 Sep 2017 10:01:53 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/rerg-awards-at-re17.html</guid>
      <dc:date>2017-09-14T10:01:53Z</dc:date>
    </item>
    <item>
      <title>SNSF Professorship at IfI: Alberto Bacchelli</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/alberto-bacchelli-snsf-professor.html</link>
      <description><![CDATA[<p>Alberto Bacchelli, former assistant professor at TU Delft, has joined IfI in August. He was awarded a professorship by the Swiss National Science Foundation and is now establishing the &amp;ldquo;Zurich Empirical Software Engineering Team&amp;rdquo; (ZEST) here. Welcome to the IfI, Alberto!</p>]]></description>
      <pubDate>Mon, 11 Sep 2017 06:35:12 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/alberto-bacchelli-snsf-professor.html</guid>
      <dc:date>2017-09-11T06:35:12Z</dc:date>
    </item>
    <item>
      <title>Martin Glinz receives the Most Influential Paper Award at RE’17</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/martin-glinz-re07-most-influential-paper.html</link>
      <description><![CDATA[<p>Martin Glinz, head of the Requirements Engineering Research Group, received the Most Influential Paper Award at the <a href=&quot;http://www.re2017.org&quot; target=&quot;_blank&quot;>25th IEEE International Requirements Engineering Conference</a> for his paper &quot;<a href=&quot;http://www.merlin.uzh.ch/contributionDocument/download/4209&quot; target=&quot;_blank&quot;>On Non-Functional Requirements</a>&quot; from ten years ago. <a href=&quot;${link:{uuid:{ca9cb3a4-1fad-4e41-b645-40f1ea7abdba},repository:{website},path:{/ifi/en/rerg/news/mip_award_for_martin_glinz}}}&quot;>More&amp;hellip;</a></p>

<p>Congratulations!</p>]]></description>
      <pubDate>Wed, 13 Sep 2017 06:23:37 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/martin-glinz-re07-most-influential-paper.html</guid>
      <dc:date>2017-09-13T06:23:37Z</dc:date>
    </item>
    <item>
      <title>BandwidthX Appoints Sven Seuken as Chief Economist</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/bandwidthx-sven-seuken.html</link>
      <description><![CDATA[<p>Sven Seuken, head of the Computation and Economics Research Group at IfI, has been appointed Chief Economist at <a href=&quot;http://www.bandwidthx.com&quot; target=&quot;_blank&quot;>BandwidthX</a>, the operator of a B2B cloud-based mobile data market. At BandwidthX, Sven Seuken will be overseeing the design and analysis of market mechanisms and trading rules.</p>

<p>Congratulations on this appointment!</p>

<p>Read the full story <a href=&quot;http://www.prweb.com/releases/2017/09/prweb14675570.htm&quot;>here!</a></p>]]></description>
      <pubDate>Tue, 12 Sep 2017 06:19:44 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/bandwidthx-sven-seuken.html</guid>
      <dc:date>2017-09-12T06:19:44Z</dc:date>
    </item>
    <item>
      <title>Es geht um unsere Zukunft</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/es-geht-um-unsere-zukunft.html</link>
      <media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://www.ifi.uzh.ch/" width="90" height="60" />
      <description><![CDATA[<p>Die Schweiz macht digital mobil: Abraham Bernstein (Dynamic and Distributed Information Systems Group) und J&amp;uuml;rgen Schmidhuber (Universit&amp;agrave; della Svizzera Italiana) geh&amp;ouml;ren zu den hellsten K&amp;ouml;pfen der Schweiz. <a href=&quot;https://www.blick.ch/news/wirtschaft/die-schweiz-macht-digital-mobil-es-geht-um-unsere-zukunft-id7284120.html&quot; target=&quot;_top&quot;>Bericht des SonntagsBlicks vom 10. September 2017</a></p>]]></description>
      <pubDate>Mon, 11 Sep 2017 06:19:59 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/es-geht-um-unsere-zukunft.html</guid>
      <dc:date>2017-09-11T06:19:59Z</dc:date>
    </item>
    <item>
      <title>CSG partner modum.io raises 4.2 million USD in 10 minutes</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/modum-io-raises-over-4-million-usd.html</link>
      <description><![CDATA[<p>Pioneering the use of blockchain and IoT technologies in the pharmaceutical supply chain, UZH start-up modum.io partners with Burkhard Stiller&amp;#39;s Communication Systems Group. <strong>This technology is hot:</strong> On its first day modum.io was offered at the International Token Offering it raised 4.2 Million USD within 10 minutes! <a href=&quot;http://www.csg.uzh.ch/csg/en/news/The-UZH-Start-up-modum.io-Raises-4.2-Million-USD-in-10-Minutes.html&quot;>More&amp;hellip;</a></p>]]></description>
      <pubDate>Wed, 06 Sep 2017 12:33:34 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/modum-io-raises-over-4-million-usd.html</guid>
      <dc:date>2017-09-06T12:33:34Z</dc:date>
    </item>
    <item>
      <title>Cross-disciplinary Project between the Department of Film Studies and IfI</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/film-studies-and-vmml.html</link>
      <description><![CDATA[<p>Prof. Pajarola&amp;#39;s research group, the Visualization and MultiMedia Lab, is supporting the ERC AdvG research project <em>FilmColors. Bridging the Gap Between Technology and Aesthetics</em> of Prof. Barbara Fl&amp;uuml;ckiger through the development of film and color analysis tools as presented at the Workshop on Computer Vision in Digital Humanities as part of the Digital Humanities Conference 2017 in Montreal.</p>

<p>See the article of the Special Interest Group AudioVisual material in Digital Humanities <a href=&quot;https://avindhsig.wordpress.com/deep-learning-tools-for-foreground-aware-analysis-of-film-colors/&quot; target=&quot;_blank&quot;>here</a>.</p>]]></description>
      <pubDate>Mon, 04 Sep 2017 22:00:00 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/film-studies-and-vmml.html</guid>
      <dc:date>2017-09-04T22:00:00Z</dc:date>
    </item>
    <item>
      <title>Two New Associate Professorships at IfI</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/new-associate-professorships-2017.html</link>
      <description><![CDATA[<p>As per 1 September 2017, the <a href=&quot;http://www.media.uzh.ch/de/universitaetsrat/2017/August.html&quot;>Board of the University has appointed</a> Dr. Davide Scaramuzza as <em>Associate Professor ad Personam for Robotics and Perception</em> and Dr. Sven Seuken as <em>Associate Professor for Computation and Economics</em>.</p>

<p>The Department Management and everybody at IfI congratulate Davide and Sven on their appointments! &#x1f389;</p>]]></description>
      <pubDate>Tue, 29 Aug 2017 08:28:50 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/new-associate-professorships-2017.html</guid>
      <dc:date>2017-08-29T08:28:50Z</dc:date>
    </item>
    <item>
      <title>CAPATHITY: Simulating the Post-fossil Swiss City</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/capathity.html</link>
      <description><![CDATA[<p>The Informatics and Sustainability Research group and Empa&amp;rsquo;s Technology and Society Lab will work together on CAPATHITY (<u>C</u>onstraint-<u>A</u>ware&amp;nbsp;<u>Path</u>ways to the Post-Fossil Swiss C<u>ity</u>).</p>

<p>This project is supported by the National Research Program 73 &quot;Sustainable Economy&quot; and aims to provide both visionary and realistic pathways to a post-fossil economy.</p>

<p>A major outcome of CAPATHITY will be a simulation game that shows what the &quot;Swiss City&quot; 2050 could look like. The simulations take into account materials, technology, the natural environment, and societal constraints.</p>

<p><a href=&quot;${link:{uuid:{cf2638cb-b03b-4c76-bdb2-3cd5104262e0},repository:{website},path:{/ifi/en/isr/news/news/CAPATHITY_accepted}}}&quot;>More&amp;hellip;</a></p>]]></description>
      <pubDate>Mon, 28 Aug 2017 13:44:25 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/capathity.html</guid>
      <dc:date>2017-08-28T13:44:25Z</dc:date>
    </item>
    <item>
      <title>New Study on Digitalization and Climate Protection Published</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/digitalization-and-climate-protection.html</link>
      <description><![CDATA[<p>The Informatics and Sustainability Research group published a new study on &amp;ldquo;Opportunities and Risks of Digitalization for Climate Protection in Switzerland&amp;rdquo; in cooperation with the World Wildlife Fund (WWF) and Swisscom, authored by Lorenz Hilty and Jan Bieser.</p>

<p><a href=&quot;${link:{uuid:{b4130d1f-8be6-4b78-a7ae-8a4238714f24},repository:{website},path:{/ifi/en/isr/news/news/Study-Digitalization-Climate-Protection-Published}}}&quot;>More&amp;hellip;</a></p>]]></description>
      <pubDate>Mon, 28 Aug 2017 13:39:31 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/digitalization-and-climate-protection.html</guid>
      <dc:date>2017-08-28T13:39:31Z</dc:date>
    </item>
    <item>
      <title>100 Digital Shapers 2017: Die Vordenker</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/digital-shapers-2017.html</link>
      <description><![CDATA[<p>Das Schweizer Wirtschaftsmagazin <strong>Bilanz</strong> hat 100 Menschen zu den &amp;laquo;<a href=&quot;http://www.bilanz.ch/bildergalerie/die-wichtigsten-digitalen-koepfe-der-schweiz&quot; target=&quot;_blank&quot;>Digital Shapers 2017</a>&amp;raquo; gek&amp;uuml;rt.</p>

<p>Abraham Bernstein, Gr&amp;uuml;nder der UZH Digital Society Initiative, geh&amp;ouml;rt dabei zu den <a href=&quot;https://storytelling.blick.ch/digital-shapers/vordenker.html&quot; target=&quot;_blank&quot;>Vordenkern</a>: <em>&amp;laquo;Sie denken ihrer Zeit voraus und sehen das grosse Ganze: Was macht die Digitalisierung mit dem Menschen und der Gesellschaft?&amp;raquo;</em></p>]]></description>
      <pubDate>Mon, 28 Aug 2017 08:15:30 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/digital-shapers-2017.html</guid>
      <dc:date>2017-08-28T08:15:30Z</dc:date>
    </item>
    <item>
      <title>Globales Hirn: Interview in UZH News</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/globales-hirn.html</link>
      <description><![CDATA[<p>Interview in den UZH News: <em>&amp;laquo;Die Digitalisierung beschleunigt die Wissenschaft und ver&amp;auml;ndert die Forschung. Abraham Bernstein und Michael Hengartner &amp;uuml;ber die digitale Revolution und die Rolle der UZH.&amp;raquo;</em> <a href=&quot;http://www.news.uzh.ch/de/articles/2017/Interview_Hengartner_Bernstein.html&quot;>Zum Beitrag</a></p>]]></description>
      <pubDate>Wed, 23 Aug 2017 14:07:31 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/globales-hirn.html</guid>
      <dc:date>2017-08-23T14:07:31Z</dc:date>
    </item>
    <item>
      <title>We put the &quot;IfI&quot; in &quot;Scientifica&quot; :-)</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/scientifica-2017.html</link>
      <description><![CDATA[<p>The Department of Informatics is represented with a number of events at this year&amp;#39;s <a href=&quot;http://www.scientifica.ch&quot; target=&quot;_blank&quot;>Scientifica</a>:</p>

<p>Exhibition: <a href=&quot;http://www.scientifica.ch/ausstellung/technik-ki/Wie-aus-r-umlichen-Daten-Wissen-wird-Big-Data-in-3D/&quot;>Wie aus r&amp;auml;umlichen Daten Wissen wird: Big Data in 3D</a></p>

<p>Exhibition: <a href=&quot;http://www.scientifica.ch/ausstellung/technik-ki/Wie-fliegende-Roboter-sehen-lernen/&quot;>Wie fliegende Roboter sehen lernen</a></p>

<p>Exhibition: <a href=&quot;http://www.scientifica.ch/ausstellung/technik-ki/zuerich-interaktiv/&quot; target=&quot;_blank&quot;>Z&amp;uuml;rich interaktiv</a></p>

<p>Science Caf&amp;eacute;: <a href=&quot;http://www.scientifica.ch/events/science-cafe/mehr-daten-weniger-verbrauch/&quot;>Mehr Daten &amp;ndash; weniger Verbrauch?</a></p>

<p>Science Caf&amp;eacute;: <a href=&quot;http://www.scientifica.ch/events/science-cafe/nehmen-roboter-uns-die-arbeit-weg/&quot;>Nehmen Roboter uns die Arbeit weg?</a></p>

<p>Show: <a href=&quot;http://www.scientifica.ch/events/b-hnenprogramm/Fliegende-Roboter/&quot;>Fliegende Roboter</a></p>

<p>Talk: <a href=&quot;http://www.scientifica.ch/events/kurzvorlesungen/crowds/&quot;>Wenn Computer Hilfe brauchen - Datenanalyse mit Crowds</a></p>

<p>Workshop: <a href=&quot;http://www.scientifica.ch/events/workshops/Data-Science-im-Unternehmen-Was-k-nnen-Sie-aus-Ihren-Daten-herausholen/&quot;>Data Science im Unternehmen: Was k&amp;ouml;nnen Sie aus Ihren Daten herausholen?</a></p>

<p>Visit us at Scientifica from 1 to 3 September at the main buildings of UZH and ETHZ!</p>]]></description>
      <pubDate>Wed, 02 Aug 2017 07:34:18 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/scientifica-2017.html</guid>
      <dc:date>2017-08-02T07:34:18Z</dc:date>
    </item>
    <item>
      <title>Thomas Puschmann appointed Innovation Council member</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/innovation-council.html</link>
      <description><![CDATA[<p>As of 1 January 2018, Innosuisse will take over the functions of the current Commission for Technology and Innovation (CTI). The Innosuisse Board <a href=&quot;https://www.admin.ch/gov/en/start/documentation/media-releases.msg-id-67587.html&quot; target=&quot;_blank&quot;>has now appointed</a> the 20 members of the Innovation Council. <strong>Thomas Puschmann from the Swiss FinTech Innovation Lab is one of them -- congratulations!</strong><br />
&amp;nbsp;</p>]]></description>
      <pubDate>Mon, 24 Jul 2017 09:07:56 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/innovation-council.html</guid>
      <dc:date>2017-07-24T09:07:56Z</dc:date>
    </item>
    <item>
      <title>Fokus: Social Bots</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/fokus-social-bots.html</link>
      <media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://www.ifi.uzh.ch/dam/jcr:ac0978e9-0ddc-4b6f-9ec0-bc2b62a73945/SRF_10vor10_2017-07-04_Bernstein.jpg" width="90" height="60" />
      <description><![CDATA[<p>Was sind Social Bots? Wie beeinflussen sie die &amp;ouml;ffentliche Meinung?</p>

<p>Antworten gibt Abraham Bernstein im <a href=&quot;https://www.srf.ch/play/tv/10vor10/video/fokus-social-bots?id=d7adaf08-d8dc-4914-b7d7-fa016cc3795a&quot; target=&quot;_blank&quot;>Beitrag in &amp;laquo;10 vor 10&amp;raquo;, SRF vom 4. Juli 2017</a></p>]]></description>
      <pubDate>Wed, 05 Jul 2017 06:18:59 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/fokus-social-bots.html</guid>
      <dc:date>2017-07-05T06:18:59Z</dc:date>
    </item>
    <item>
      <title>Das Shopping der Zukunft</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/shopping-der-zukunft.html</link>
      <description><![CDATA[<p>Wie kann maschinelles Lernen die Zukunft des Shoppings verbessern? Wie sieht es mit der Werbung aus?</p>

<p>Antworten gibt Abraham Bernstein im Interview auf Radio SRF: <a href=&quot;https://www.srf.ch/sendungen/trend/das-shopping-der-zukunft&quot; target=&quot;_blank&quot;>Wirtschaftsmagazin &amp;laquo;Trend&amp;raquo; vom 1. Juli 2017 (ab Minute 20)</a>.</p>]]></description>
      <pubDate>Tue, 04 Jul 2017 08:03:03 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/shopping-der-zukunft.html</guid>
      <dc:date>2017-07-04T08:03:03Z</dc:date>
    </item>
    <item>
      <title>Kickstarting the UX/HCI Community in Thailand</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/kickstart-ux-hci-in-thailand.html</link>
      <description><![CDATA[<p>Chat Wacharamanotham and his colleagues in Thailand had been awarded a funding from ACM SIGCHI Development Fund to organize a workshop to kickstart UX/HCI community in Thailand.</p>

<p>The workshop held on 11 June 2017 attracted 28 practitioners and academics. Participants brainstormed about problems and action items for the UX/HCI community in Thailand. The results of this workshop are a concrete plan to grow the community as well as the founding of <em>ThaiCHI: The Thai ACM SIGCHI Local Chapter</em> of which Chat Wacharamanotham is now the secretary.</p>]]></description>
      <pubDate>Wed, 21 Jun 2017 13:29:15 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/kickstart-ux-hci-in-thailand.html</guid>
      <dc:date>2017-06-21T13:29:15Z</dc:date>
    </item>
    <item>
      <title>Informatiktage 2017 at IfI</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/ittage17-at-ifi.html</link>
      <media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://www.ifi.uzh.ch/dam/jcr:ad36648f-7310-47e4-9473-a04e7d63a1a7/ITTage17_Logo_SQUARE_DATE_LOW.jpg" width="90" height="60" />
      <description><![CDATA[<p>For informatics you need full concentration, keen perception &amp;ndash; and some perseverance, too. But in the end it&amp;rsquo;s a lot of fun!</p>

<p>Visitors of the <a href=&quot;https://informatiktage.ch&quot; target=&quot;_blank&quot;>Informatiktage 2017</a> had the opportunity to experience this for themselves at the Department of Informatics on 16 and 17 June.</p>

<p>We look forward to many visitors again next time!</p>]]></description>
      <pubDate>Wed, 21 Jun 2017 06:28:03 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/ittage17-at-ifi.html</guid>
      <dc:date>2017-06-21T06:28:03Z</dc:date>
    </item>
    <item>
      <title>Semester Award for Markus Göckeritz</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/semester-award-markus-goeckeritz.html</link>
      <description><![CDATA[<p>DDIS student Markus G&amp;ouml;ckeritz wins the University of Zurich&amp;#39;s <a href=&quot;http://www.uzh.ch/en/about/portrait/awards/semesterprizes.html&quot;>Semester Award</a> for his bachelor thesis <em>Quantifying and Correcting the Majority Illusion in Social Networks</em>. Each term 30 outstanding term projects and theses from all faculties are awarded by the president of the university.</p>

<p>Congratulations!</p>]]></description>
      <pubDate>Mon, 15 May 2017 13:08:55 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/semester-award-markus-goeckeritz.html</guid>
      <dc:creator>Daniel Spicar</dc:creator>
      <dc:date>2017-05-15T13:08:55Z</dc:date>
    </item>
    <item>
      <title>Martin Glinz’ Farewell Lecture</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/retirement-engineering.html</link>
      <description><![CDATA[<p>In an almost fully-packed lecture hall at Binzm&amp;uuml;hlestrasse, Martin Glinz held his farewell lecture, reminiscing about the history of Requirements Engineering &amp;ndash; and his own part in it. Before being greeted with an ap&amp;eacute;ro in the entrance hall, the crowd was pleased to hear that Martin will be staying two more years at IfI, making his transition from Requirements Engineering to Retirement Engineering a smooth one.</p>]]></description>
      <pubDate>Wed, 10 May 2017 05:52:50 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/retirement-engineering.html</guid>
      <dc:date>2017-05-10T05:52:50Z</dc:date>
    </item>
    <item>
      <title>Robotics and Perception Group Wins 2017 Misha Mahowald Prize</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/rpg-wins-misha-mahowald-prize.html</link>
      <description><![CDATA[<p>Davide Scaramuzza&amp;#39;s Robotics and Perception Group wins this year&amp;#39;s <a href=&quot;https://mahowaldprize.org/group-of-prof-davide-scaramuzza-at-university-of-zurich-wins-2017-misha-mahowald-prize-for-neuromorphic-engineering/&quot; target=&quot;_blank&quot;>Misha Mahowald Prize</a> &quot;for their pathbreaking applications of neuromorphic engineering to robot navigation&quot;. <strong>Congratulations!</strong></p>

<p><img alt=&quot;&quot; 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&quot; /></p>]]></description>
      <pubDate>Tue, 09 May 2017 12:44:05 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/rpg-wins-misha-mahowald-prize.html</guid>
      <dc:date>2017-05-09T12:44:05Z</dc:date>
    </item>
    <item>
      <title>FlowLight: A Highlight of IfI Research</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/highlight-flowlight.html</link>
      <description />
      <pubDate>Mon, 08 May 2017 09:01:40 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/highlight-flowlight.html</guid>
      <dc:date>2017-05-08T09:01:40Z</dc:date>
    </item>
    <item>
      <title>FlowLight in the New Scientist</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/flowlight-in-new-scientist.html</link>
      <description><![CDATA[<p><strong>&amp;ldquo;Can&amp;rsquo;t you see I&amp;rsquo;m busy? A desk-mounted traffic light system automatically measures how hard a person is working to tell would-be interrupters when to stay well away.&amp;rdquo;</strong></p>

<p>The <a href=&quot;https://www.newscientist.com/article/2129342-desk-traffic-lights-show-when-youre-too-busy-for-interruptions/&quot; target=&quot;_blank&quot;>New Scientist reports</a> about the FlowLight system, which was developed by <a href=&quot;${link:{uuid:{00000000-6f3f-8f9b-0000-00000035cdfd},repository:{website},path:{/ifi/en/seal},nodeData:{},extension:{html}}}&quot;>SEAL</a> (Thomas Fritz, Manuela Z&amp;uuml;ger, Andr&amp;eacute; Meyer) and ABB (David Shepherd).</p>

<p>FlowLight measures a worker&amp;#39;s activity and indicates with a color LED light whether he or she may or may not be interrupted.</p>

<p><img alt=&quot;&quot; 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&quot; /></p>

<p>(Image credit: FlowLight Team)</p>]]></description>
      <pubDate>Tue, 02 May 2017 06:20:27 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/flowlight-in-new-scientist.html</guid>
      <dc:date>2017-05-02T06:20:27Z</dc:date>
    </item>
    <item>
      <title>Timo Mennle wins 2017 Mercator Award!</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/timo-mennle-mercator-2017.html</link>
      <description><![CDATA[<p>Dr. Timo Mennle, who finished his PhD under Prof. Sven Seuken&amp;#39;s supervision in 2016, won the <strong>prestigious Mercator Award for the best PhD thesis in Law and Economics</strong>. The award recognizes outstanding scientific achievements of societal relevance that apply inter- or transdisciplinary approaches or methods.</p>

<p><a href=&quot;${link:{uuid:{19eae86b-b897-4490-b4b4-316673d99b04},repository:{website},path:{/ifi/en/ce/news/mercator-award-timo-mennle},nodeData:{},extension:{html}}}&quot;>See full news here.</a></p>

<p>Congratulations!</p>]]></description>
      <pubDate>Mon, 20 Mar 2017 16:32:07 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/timo-mennle-mercator-2017.html</guid>
      <dc:date>2017-03-20T16:32:07Z</dc:date>
    </item>
    <item>
      <title>Raffaele Fabio Ciriello Assistant Professor in Copenhagen</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/ciriello-assistant-prof-copenhagen.html</link>
      <description><![CDATA[<p><a href=&quot;${link:{uuid:{ffffffff-ee9f-6691-ffff-ffffa7024f07},repository:{website},path:{/ifi/en/imrg/people/ciriello},nodeData:{},extension:{html}}}&quot;>Raffaele Fabio Ciriello</a> from Gerd Schwabe&amp;#39;s Information Management Research Group will soon start an Assistant Professorship at <a href=&quot;https://en.itu.dk&quot; target=&quot;_blank&quot;>IT University in Copenhagen</a>. Congratulations!</p>]]></description>
      <pubDate>Mon, 20 Feb 2017 11:49:21 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/ciriello-assistant-prof-copenhagen.html</guid>
      <dc:date>2017-02-20T11:49:21Z</dc:date>
    </item>
    <item>
      <title>Drone Research Media Coverage Ranks 3rd</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/drone-research-media-coverage.html</link>
      <description><![CDATA[<p>According to an article in <a href=&quot;http://www.kommunikation.uzh.ch/dam/jcr:db298200-b63e-4a67-b78a-97234a93605e/uzh-journal-2017-1.pdf&quot; target=&quot;_blank&quot;>UZH Journal 1/2017</a>(PDF), <a href=&quot;${link:{uuid:{90614303-8e5c-4e4f-a5fb-cb8cbc5de7af},repository:{website},path:{/ifi/en/rpg/people/scaramuzza},nodeData:{},extension:{html}}}&quot;>Davide Scaramuzza</a>&amp;rsquo;s research on drones ranks 3rd on the list of UZH Media Relation&amp;rsquo;s most popular news releases of 2016.</p>

<p><a href=&quot;http://rpg.ifi.uzh.ch/docs/RAL16_Giusti.pdf&quot; target=&quot;_blank&quot;>Original paper</a></p>

<p><a href=&quot;https://youtu.be/umRdt3zGgpU&quot; target=&quot;_blank&quot;>YouTube video</a></p>

<p><a href=&quot;http://www.kommunikation.uzh.ch/de/publishing/journal.html&quot; target=&quot;_blank&quot;>UZH Journal</a></p>]]></description>
      <pubDate>Thu, 16 Feb 2017 11:24:12 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/drone-research-media-coverage.html</guid>
      <dc:date>2017-02-16T11:24:12Z</dc:date>
    </item>
    <item>
      <title>Der Mensch verliert sein Poker-Gesicht</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/bernstein-comments-poker-program.html</link>
      <description><![CDATA[<p>Die Software &amp;laquo;Libratus&amp;raquo; von Tuomas Sandholm und Noam Brown (Carnegie Mellon University) schl&amp;auml;gt die besten Pokerspieler, nachdem sie sich das Spiel selber beigebracht hatte. In <a href=&quot;https://www.srf.ch/news/panorama/der-mensch-verliert-sein-poker-gesicht&quot; target=&quot;_blank&quot;>dieser Sendung von Schweizer Radio SRF</a> kommentiert Avi Bernstein die Vorteile von maschinellem Lernen bei unvollst&amp;auml;ndigen Informationen.</p>]]></description>
      <pubDate>Tue, 14 Feb 2017 09:16:21 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/bernstein-comments-poker-program.html</guid>
      <dc:date>2017-02-14T09:16:21Z</dc:date>
    </item>
    <item>
      <title>Avi Bernstein elected SNSF evaluation committee member</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/bernstein-ambizione.html</link>
      <description><![CDATA[<p>We are happy to announce that Abraham Bernstein was named external member of the <a href=&quot;http://www.snf.ch/en/funding/careers/ambizione/Pages/default.aspx&quot; target=&quot;_blank&quot;>SNSF Ambizione career program</a> evaluation committee. Congratulations!</p>]]></description>
      <pubDate>Wed, 18 Jan 2017 16:02:32 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/bernstein-ambizione.html</guid>
      <dc:date>2017-01-18T16:02:32Z</dc:date>
    </item>
    <item>
      <title>Renato Pajarola awarded ACM Senior Membership</title>
      <link>https://www.ifi.uzh.ch/en/news-archive/2017/pajarola-acm-senior.html</link>
      <description><![CDATA[<p>We are proud to announce that the Association for Computing Machinery (ACM) recently named Renato Pajarola as a <a href=&quot;http://awards.acm.org/award_winners/pajarola_4497277.cfm&quot; target=&quot;_blank&quot;>Senior Member</a> in recognition of his contributions to computer graphics and visualization. Pajarola, head of the Visualization and Multimedia Lab, is the first IfI professor to be nominated for this recognition. Congratulations!</p>

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      <pubDate>Tue, 10 Jan 2017 12:23:03 GMT</pubDate>
      <guid>https://www.ifi.uzh.ch/en/news-archive/2017/pajarola-acm-senior.html</guid>
      <dc:date>2017-01-10T12:23:03Z</dc:date>
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