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In relation to teaching, he was a recipient of a University of Manchester Teaching Excellence Prize (£5000) in 2006, a nominee for the Student Union's Humanities Best Lecturer award in 2017, and a recipient of a Faculty of Humanities Outstanding Academic Advisor award in 2021.</p> <p>His qualifications include BA(Hons) and PhD in History from the University of Southampton at the <a href="http://www.soton.ac.uk/parkes/">Parkes Institute</a> for Jewish/Non-Jewish Relations; PGDip (London) in ePublishing; PGCert Ed (Manchester).</p> <p>He sits on a variety of external committees, and holds Honorary Research Fellowships with the <a href="https://www.issr.org.uk/fellows/user/1003/">International Society for Science and Religion</a> and with the <a href="http://www.soton.ac.uk/parkes/">Parkes Institute</a> for Jewish/Non-Jewish Relations at the University of Southampton. Other interests: he is a multi international award-winning <a href="https://www.youtube.com/playlist?list=PLHxBRxJZOiRK7oquDR6CzC_XlE_oPQra8">pilot</a> and he holds a fifth-degree blackbelt in karate.</p> <div class="body"> <ul><li>2023- Lead assessor for Jewish Studies and Education for the Office for Students (OfS)</li><li>2018- Head of Department of Religions & Theology</li><li>2013-22 Member of editorial board of <a href="https://journals.uclpress.co.uk/jhs/"><em>Jewish Historical Studies</em></a>.</li><li>2014-15 President of the British Association for Jewish Studies (<a href="https://bajsbulletin.wpcomstaging.com/">BAJS</a>) and <a href="http://www.manchesterjewishstudies.org/bajs-keynote-speaker/">conference 2015</a> organiser.</li><li>2013-14 HE expert panel member for the <a href="http://www.aqa.org.uk/subjects/religious-studies">AQA</a> Religious Studies A-level.</li><li>2012 Chair of the programme committee for Manchester conference of the International Council of Christians and Jews (<a href="http://www.iccj.org/Conferences.3850.0.html">ICCJ</a>).</li><li>2010-14 Secretary of the European Association for Jewish Studies (<a href="http://www.eurojewishstudies.org/">EAJS</a>).</li><li>2008-12 Committee member of the Council of Christians and Jews (<a href="http://www.ccj.org.uk/Groups/191676/The_Council_of/Branches/Manchester/Manchester.aspx">CCJ</a>) in Manchester.</li><li>2007-13 member of the Archbishop of Canterbury's Jewish Forum.</li><li>2006- Co-editor of the journal <em><a href="http://www.melilahjournal.org/">Melilah</a></em>.</li><li>2002-10 Secretary of the British Association for Jewish Studies (<a href="https://bajsbulletin.wpcomstaging.com/">BAJS</a>).</li><li>1998-2004 Reviews Editor for <em><a href="http://www.tandfonline.com/loi/rjch20">Jewish Culture and History</a></em>.</li></ul> </div></div><h3 class="subheader">Office hours</h3><div class="textblock"><p>1100-1200 on Fridays (<a href="https://zoom.us/my/daniellangton">Zoom</a> or S1.8 Samuel Alexander Building)</p></div><h3 class="subheader">Research interests</h3><div class="textblock"><div class="body"> <p>Prof. Langton has explored Jewish intellectual history and the history of Jewish-Christian relations in a variety of contexts, including Jewish New Testament studies, the origins of Anglo-Reform and Anglo-Liberal Judaism, Israel and Zionism, Holocaust Theology, and Jewish religious engagement with Darwinism and with Atheism. He was awarded a Leverhulme Major Research Fellowship for 2013-15 entitled <a href="https://www.manchesterjewishstudies.org/darwins-jews-project">Darwin's Jews</a> and an AHRC Leadership fellowship for 2016-17 entitled <a href="http://www.manchesterjewishstudies.org/atheism-project/">The Doubting Jew</a>.</p> <p>The research topics of his PhD and MPhil students have included, for example:</p> <ul><li>Women's Experiences of Anti-semitism in Interwar Britain</li><li>Philo-Semitism and Anti-Semitism and the Jewish-Christian Encounter in England, 1620-1656</li><li>A History of Jewish-Muslim Relations in the UK, 1900-1999</li><li>Religious and Social nonconformity in Minority Communities: Representations of the Anglo-Jewish Experience in the Oral Testimony Archive of the Manchester Jewish Museum</li><li>Mormonism and Evolutionary Theory: A History</li><li>Political nonconformity in Minority Communities: Representations of the Anglo-Jewish Experience in the Oral Testimony Archive of the Manchester Jewish Museum</li><li>Samuel Sandmel: Post-Holocaust US Communal Leader, New Testament Scholar, and Pioneer in Jewish-Christian Relations</li><li>English Catholic Attitudes towards Jews and Anglo-Jewish Attitudes towards Catholics at the End of the Nineteenth and Early Twentieth Centuries (<a href="http://www.melilahjournal.org/p/2010.html">article</a> and <a href="https://www.amazon.co.uk/Chestertons-Jews-Stereotypes-Caricatures-Literature/dp/1490392467/ref=sr_1_1?ie=UTF8&qid=1377900413&sr=8-1&keywords=mayers+chesterton">book</a>)</li><li>Messianic Jewish Identity: The Case Study of Hugh Schonfield (<a href="https://wipfandstock.com/store/Hugh_Schonfield_A_Case_Study_of_Complex_Jewish_Identities">book</a>)</li><li>The Refugee Heritage of Manchester</li><li>Antitheodicy, Atheodicy and Jewish Mysticism in Holocaust Theology (<a href="http://www.melilahjournal.org/p/2008.html">article</a> and <a href="http://www.gorgiaspress.com/bookshop/p-59820-antitheodicy-atheodicy-and-jewish-mysticism-in-holocaust-theology.aspx">book</a>)</li></ul> </div> <div class="researchstaffprofile-section"> <div class="header"> <div class="researchstaffprofile-section"> <div class="header"> <h1>Books</h1> <h2 class="pub-title">Reform Judaism and Darwin How Engaging with Evolutionary Theory Shaped American Jewish Religion, 2019</h2> <p><a title="Reform Judaism and Darwin" href="https://www.amazon.co.uk/Reform-Judaism-Darwin-Engaging-Evolutionary/dp/3110659131/ref=sr_1_fkmr0_2?keywords=langton+reform+jews&qid=1561711291&s=gateway&sr=8-2-fkmr0"><img src="https://images-na.ssl-images-amazon.com/images/I/41j3JZ%2BbJmL._SX337_BO1,204,203,200_.jpg" alt="Reform Judaism and Darwin" height="250" width="170" style="margin: 0px 10px 5px 0px; float: right;" title="Reform Judaism and Darwin"></img></a>Darwin provoked Jewish as well as Christian thinkers so that many felt obliged to establish oppositional, alternative, synthetic, or complimentary models relating Jewish religion to his theory of natural selection. This book examines a range of leading nineteenth- and early twentieth-century American progressive Jewish thinkers, with the primary focus being rabbis Kohler, Wise, Hirsch, Krauskopf, and Hahn, although many others are covered. Key themes include the widespread commitment to universal evolutionism, that is, the application of biological evolutionary theory to other realms (e.g. history, religion, cosmic), and the particular fascination with the evolution of ethical systems within human societies, bearing in mind mankind’s bestial origins and the new challenges for understanding religious authority and revelation. It is argued that Reform Jewish discussions about the nature of God have been more profoundly shaped by engagement with evolutionary theory than has been recognized before, and that evolutionary thought provides the key framework for understanding Reform Judaism itself.</p> <h2>The Apostle Paul in the Jewish Imagination, 2010</h2> </div> <div class="body"> <p><em><a href="https://www.amazon.co.uk/gp/product/0521517400/ref=sib_rdr_dp"><img src="http://manchesterjewishstudies.squarespace.com/storage/daniels-profile/apostlepaul.jpg" alt="The Apostle Paul in the Jewish Imagination: A Study in Modern Jewish-Christian Relations (2010)" height="266" width="170" style="margin: 0px 10px 5px 0px; float: right;"></img></a>The Apostle Paul in the Jewish Imagination: A Study in Modern Jewish-Christian Relations</em> is a multidisciplinary examination of Jewish perspectives on Paul of Tarsus. Here, the views of individual Jewish theologians, religious leaders, and biblical scholars of the last 150 years, together with artistic, literary, philosophical, and psychoanalytical approaches, are set alongside popular cultural attitudes.</p> <p><em>Reviews:</em> 'In this fascinating and brilliant book, Daniel Langton describes how Jewish scholars, intellectuals, and artists, from Buber and Mendelssohn to Spinoza and Freud, grappled with the challenge of Paul and their own Jewish identity.' (Donald Hagner, Fuller Theological Seminary). 'Langton offers a sophisticated, nuanced, yet easy-to-follow analysis of the role of Paul in Jewish discourse.' (Mark Nanos, Rockhurst University). 'Daniel Langton's masterful study reveals a complex range of Jewish attitudes. This book will be a stimulating resource for Jewish-Christian dialogue and for Jewish self-understanding.' (Marc Saperstein, Leo Baeck College). '[A] fascinating and erudite work... Chapter 1 in particular (Paul in the Popular Jewish Imagination) should be required reading for all Pauline scholars.' (Mark Finney, University of Sheffield). 'I highly recommend [it] to all who are interested in Jewish readings of the New Testament, as well as in their Jewish cultural and historical contexts. It is well-written, very engaging, and a significant contribution to the field of modern Jewish intellectual history and the history of the reception of the New Testament.' (Adele Reinhartz, University of Ottawa. <a href="http://www.bookreviews.org/pdf/7469_8153.pdf">Full review</a>). '[A] rich and innovative study... [it] presents a challenge to major current interests in biblical scholarship... It deserves to be read widely and to become a stimulus for further dialogue of the kind it so well models.' (Judith Lieu, University of Cambridge. <a href="http://www.bookreviews.org/pdf/7469_8154.pdf">Full review</a>). '[A]n ambitious, pioneering study, which impresses the reader both with the tremendous breadth of scholarship presented and the big questions it addresses about Jews, Judaism, and modernity. Langton’s work is a <em>tour de force</em>... [A]n outstanding piece of scholarship that truly stands alone, <em>sui generis</em>.' (Matthew Hoffman, <em>AJS Review</em>. <a href="http://journals.cambridge.org/action/displayAbstract?fromPage=online&aid=8269682&fulltextType=BR&fileId=S0364009411000237">Full review</a>).</p> </div> </div> <div class="header"> <h2>Children Of Zion, 2008</h2> </div> <p><em><a href="http://www.woolf.cam.ac.uk/uploads/Children%20of%20Zion%20-%20Final.pdf"><img src="http://manchesterjewishstudies.squarespace.com/storage/daniels-profile/CofZ.jpg" alt="Children of Zion: Jewish and Christian Perspectives on the Holy Land (2008)" height="240" width="170" style="margin: 0px 10px 5px 0px; float: right;"></img></a>Children of Zion: Jewish and Christian Perspectives on the Holy Land</em> is a booklet originally written for the Anglican Lambeth Conference 2008 and now available for public distribution in electronic form (for free). It is a useful teaching resource that outlines the way in which Jews and Christians have regarded 'Israel' (that is, the People, the Land, and the State) historically in their respective traditions, and how these ideas feature in modern Jewish-Christian relations today. There is also a section on official statements and an extended glossary. Throughout, emphasis is placed on different perspectives.</p> <p><em>Reviews:</em> 'It is a wonderful and useful piece of work.' (Ilan Troen, Director of the Israel Studies programmes at Ben Gurion University and Brandeis University). 'Langton has brought to bear his considerable knowledge and research abilities to produce in clear language something of real value... [Few] combine so effectively clarity with brevity and breadth with depth.' (Guy Wilkinson, Chief Inter Faith Relations advisor to the Archbishop of Canterbury).</p> <h2>Claude Montefiore, 2002</h2> </div> <div class="body"> <p><em><a href="https://www.amazon.co.uk/Claude-Montefiore-Thought-Parkes-Wiener-Studies/dp/0853033692/ref=sr_1_2?ie=UTF8&s=books&qid=1267696429&sr=8-2"><img src="http://manchesterjewishstudies.squarespace.com/storage/daniels-profile/Montefiore.jpg" alt="Claude Montefiore: His Life and Thought (2002)" height="234" width="170" style="margin: 0px 10px 5px 0px; float: right;"></img></a>Claude Montefiore: His Life and Thought</em> is an intellectual history and biography of the founder of British Liberal Judaism and one of the most original Jewish scholars of his day. It attempts to place Montefiore within the context of Jewish thought during the late nineteenth and early twentieth centuries. It argues that Montefiore's own personal conception of Liberal Judaism, which was never fully appreciated by his followers, should be regarded as more than simply a progressive Jewish denomination, and rather as an attempt to re-mould Reform Judaism in terms of contemporary liberal Christianity. Montefiore is an important figure in Anglo-Jewish history, not least for the way in which his complex identity reflects the difficulty inherent in attempting to make Judaism genuinely relevant to the modern world.</p> <p><em>Reviews:</em> 'Daniel Langton's book on Claude Montefiore provides the first full-length study of the founder of English Liberal Judaism. Although a number of articles on Montefiore and a collection of his writings have been published since his death in 1938, no detailed treatment of this radical thinker has been made available until now... The book fills an important gap in Anglo-Jewish history and should be welcomed, particularly by those interested in the development of Progressive Judaism in the U.K... [This is] an articulate, well-reasoned, and valuable book, which I recommend.' (Ed Kessler, Cambridge University). 'The weight of the book is devoted to Montefiore's thought; the man was first and foremost a thinker... If there is one outstanding strength of Dr Langton's examination of Montefiore's theology, it surely lies in his frank admission of the extent to which Montefiore saw himself - and actively and unashamedly projected himself - as a later day expositor of the Jewish content of the teachings of Jesus.' (Geoffrey Alderman, <em>Jewish Journal of Sociology</em>).</p> </div> </div> <div class="researchstaffprofile-section"> <h1>Edited books</h1> <div class="body"> <div class="researchstaffprofile-section"> <div class="header"> <h2>Normative Judaism, 2012</h2> </div> <div class="body"> <p><em><a href="http://www.gorgiaspress.com/bookshop/pc-59810-169-langton-daniel-and-philip-alexander-normative-judaism-jews-judaism-and-jewish-identity-the-proceedings-of-the-british-association-for-jewish-studies-2008.aspx"><img src="http://manchesterjewishstudies.squarespace.com/storage/melilah/2015/vol12.jpg" alt="Normative Judaism? Melilah supplementary volume 1 (2012)" height="243" width="170" style="margin: 0px 10px 5px 0px; float: right;"></img></a>Normative Judaism? Jews, Judaism and Jewish Identity</em>, co-edited with Philip S. Alexander, is a collection of short case studies concerning the issue of normatively in Judaism and Jewish identity. The questions of how and why certain aspects of Jewish life and thought come to be regarded as authoritative or normative, rather than inauthentic or marginal, have been and continue to be contentious ones. The approach adopted here is to allow distinct case studies, mainly but not exclusively from the modern period, to speak for themselves. <span class="ProductNameText"><em>Normative Judaism? </em></span><span class="ProductNameText">isa supplementary volume of <a href="http://www.mucjs.org/MELILAH/articles.htm#2012Normativity"><em>Melilah</em></a> and is published as the Proceedings of the British Association for Jewish Studies, 2008.</span></p> <p><em>Contents:</em> Philip S. Alexander, 'In Defence of Normativity in the Study of Judaism', Daniel Davies, 'Maimonidean Margins', Daniel R. Langton, 'Theoretical Approaches to Defining Jewish Identity, and the Case of Felix Mendelssohn', Bill Williams, 'The Ordinariness of Being Jewish: Jewish ‘Normality’ in Manchester, 1830 –1880', Marc Saperstein, ‘"Normative Judaism" in the Crisis of War: Sermons by Abraham Cohen and Israel Mattuck', George Wilkes, 'Ambivalent Normativity: Reasons for Contemporary Jewish Debate Over the Laws of War', Ruth Rosenfelder, 'Whose Music? Ownership and Identity in Jewish Music', Hannah Holtschneider, 'Are Holocaust Victims Jewish? Looking at Photographs in the Imperial War Museum Holocaust Exhibition'</p> </div> </div> <div class="researchstaffprofile-section"> <div class="header"> <h2>Writing the Holocaust, 2011</h2> </div> <div class="body"> <p><em><a href="https://www.amazon.co.uk/Writing-Holocaust-History-Jean-Marc-Dreyfuss/dp/0340991895"><img src="http://manchesterjewishstudies.squarespace.com/storage/daniels-profile/writingholocaust.jpg" alt="Writing the Holocaust (2011)" height="255" width="170" style="margin: 0px 10px 5px 0px; float: right;"></img></a>Writing the Holocaust</em>, co-edited with Jean-Marc Dreyfus, provides students and teachers with an accessibly written overview of the key themes and major theoretical developments which continue to inform the nature of historical writing on the Holocaust. Holocaust studies is a paradox: while historians of the Holocaust defend it as a legitimate and well-defined area of research, they write against a complex political and ideological background that undermines any claim for it as a normative field of historical study. <em>Writing the Holocaust</em> offers a lucid enquiry into this complex field by demonstrating the impact of current theories from the humanities and social sciences upon the treatment of Holocaust studies.</p> <p><em>Review</em><em>s:</em> 'In this collection of ten essays, editors Jean-Marc Dreyfus and Daniel Langton show the interdisciplinarity that is characteristic of Holocaust studies. A number of the essays focus on different ways of looking at the Holocaust, such as gender and psychoanalysis, while others examine responses to the Holocaust, including representations of the events in movies and museums. In strong, concise essays, these authors provide an extensive background to their specific area of Holocaust study, as well as suggesting lines of investigation that deserve closer examination... <em>Writing the Holocaust</em> is an excellent example of how [a] new comparative approach to both Holocaust and genocide studies is possible, as well as highlighting many research avenues that are still fresh or underexplored.' (Norah Schneider, <em>Journal of Genocide Research</em>. <a href="http://www.tandfonline.com/doi/abs/10.1080/14623528.2012.719678">Full review</a>). 'The volume gives a good overview of how the thinking about ways to deal with the Holocaust has progressed. It is highly useful for scholars who want to take it as a basis to find out what literature has been published in the field of Holocaust writing, what perspectives have been taken, what problems have been debated, and what is the current state of the art. It is a broad overview and offers many openings for those who want to dig deeper into the material.' (Mare van den Eeden, <em>European Review of History. </em><a href="http://www.tandfonline.com/doi/abs/10.1080/13507486.2013.773742#.UY95gIIj5tk">Full review</a>). '[A]ll of the contributions succeed in providing food for thought and setting out the key landmarks for this rapidly growing field of research.' (Susanne Heim, <em>Perspectivia</em>, Berlin. <a href="http://www.perspectivia.net/content/publikationen/francia/francia-recensio/2013-1/ZG/dreyfus-langton_heim">Full review</a>).</p> </div> </div> </div> </div> <div class="researchstaffprofile-section"> <div class="header"> <h2>Jews and Christians Perspectives on Mission, 2011</h2> </div> <div class="body"> <p><em><a href="http://www.woolf.cam.ac.uk/uploads/Woolf%20Mission%202011%20print%20version.pdf"><img src="http://manchesterjewishstudies.squarespace.com/storage/daniels-profile/jcmission.jpg" alt="Jews and Christians: Perspectives on Mission (2011)" height="243" width="170" style="margin: 0px 10px 5px 0px; float: right;"></img></a> Jews and Christians: Perspectives on Mission</em>, co-authored with Rabbi Reuven Silverman and Revd. Patrick Morrow, is a booklet available for public distribution in electronic form (for free). It was published by the Woolf Institute under the auspices of the Lambeth-Jewish Forum, an informal meeting of Jews and Christians in the Church of England. It considers 'Jewish Mission' (Silverman), 'Christian Mission and Jewish-Christian Particularities' (Morrow), and 'Institutional Statements Concerning Mission' (Langton). It has been written for individuals engaged in theological education and for those occasions when Jews and Christians come together: for Jews to understand better diverse Christian approaches to mission, and for Christians to appreciate that, for Jews, there is an ongoing Jewish mission.</p> </div> </div> <div class="researchstaffprofile-section"> <div class="header"> <div class="researchstaffprofile-section"> <div class="researchstaffprofile-section"> <div class="header"> <h1>Edited reference works</h1> <h2>Encyclopedia of Sciences and Religions, 2013</h2> </div> <div class="body"> <p><a href="http://www.springer.com/social+sciences/religious+studies/book/978-1-4020-8264-1"><img src="http://manchesterjewishstudies.squarespace.com/storage/daniels-profile/encyclopedia.jpg" alt="Judaism section of Encyclopedia of Sciences and Religions (2013)" height="243" width="170" style="margin: 0px 10px 5px 0px; float: right;"></img></a>Judaism section of <em>The Encyclopedia of Sciences and Religions</em>, co-edited with Norbert Samuelson and Les Lancaster. The <em>Encyclopedia</em> <span class="ProductNameText">attempts to </span>map the self-identities of current and prospective participants in the scholarly area of 'Science and Religion'.</p> <p><em>Contents:</em> Astronomy and Judaism, Bioethics and Judaism, Creation and Judaism, Ecology and Judaism, Feminism and Judaism, Immanence and Transcendence in Judaism, Names of God, Jewish Anthropology, Judaic Studies, Kabbalah and Judaism, Progressive Judaism, Mathematics and Judaism, Messiah, Messianic Judaism, Natural Sciences and Judaism, Philosophy and Judaism, Psychology and Judaism, Redemption and Judaism, Revelation and Judaism, Science and Kabbalah, Secularism and Judaism, Theology and Judaism.</p> </div> </div> </div> <h1>Edited journals</h1> <h2>Melilah 12 Atheism, Scepticism, and Challenges to Monotheism, 2015</h2> <p><a href="http://www.melilahjournal.org/p/2015.html"><img src="http://www.manchesterjewishstudies.org/storage/melilah/2015/vol12.jpg" alt="Melilah vol.12 (2015)" height="248" width="170" style="margin: 0px 10px 5px 0px; float: right;"></img></a><em><em>Melilah: Manchester Journal of Jewish Studies</em></em>,volume 12: <span style="font-family: inherit;"><span style="font-family: inherit;"><span style="font-family: inherit;">Atheism, Scepticism and Challenges to Monotheism</span></span></span>, edited. An interdisciplinary Open Access journal,<span style="font-family: inherit;"> available in both <a href="http://www.melilahjournal.org/">electronic</a> and <a href="http://www.gorgiaspress.com/bookshop/c-169-melilah-manchester-journal-of-jewish-studies.aspx">printed</a> editions,</span> concerned with Jewish law, history, literature, religion, culture and thought in the ancient, medieval and modern eras.</p> <p><em>Contents: </em><span style="font-family: inherit;"><span style="font-family: inherit;">1. Kenneth Seeskin, 'From Monotheism to Scepticism and Back Again.' </span></span><span style="font-family: inherit;"><span style="font-family: inherit;">2. Joshua Moss, 'Satire, Monotheism and Scepticism.' </span></span><span style="font-family: inherit;"><span style="font-family: inherit;">3. David Ruderman, 'Are Jews the Only True Monotheists? Some Critical Reflections in Jewish Thought from the Renaissance to the Present.' </span></span>4. Benjamin Williams, 'Doubting Abraham doubting God: The Call of Abraham in the <em>Or ha-Sekhel.'</em> 5. Károly Dániel Dobos, 'Shimi the Sceptical: Sceptical Voices. in an Early Modern Jewish, Anti-Christian Polemical Drama by Matityahu Nissim Terni.' 6. Jeremy Fogel, 'Scepticism of Scepticism: On Mendelssohn’s Philosophy of Common Sense.' 7. Michael Miller, 'Kaplan and Wittgenstein: Atheism, Phenomenology and the use of language.' 8. Federico Dal Bo, 'Textualism and Scepticism: Post-modern Philosophy and the Theology of Text.' 9. Norman Solomon, 'The Attenuation of God in Modern Jewish Thought.' 10. Melissa Raphael, 'Idoloclasm: The First Task of Second Wave Liberal Jewish Feminism.' 11. Daniel R. Langton, 'Joseph Krauskopf’s <em>Evolution and Judaism</em>: One Reform Rabbi’s Response to Scepticism and Materialism in Nineteenth-century North America.' 12. Avner Dinur, 'Secular Theology as a Challenge for Jewish Atheists.' 13. Khayke Beruriah Wiegand, '“Why the Geese Shrieked”: Isaac Bashevis Singer’s Work between Mysticism and Sceptics.'</p> <div class="header"> <h2>Melilah 11 Jewish Studies and the New Testament, 2014</h2> </div> <p><a href="http://www.melilahjournal.org/p/2013.html"><img src="http://manchesterjewishstudies.squarespace.com/storage/melilah/2014/vol11.jpg" alt="Melilah vol.11 (2014)" height="248" width="170" style="margin: 0px 10px 5px 0px; float: right;"></img></a><em><em>Melilah: Manchester Journal of Jewish Studies</em></em>,volume 11: Jewish Studies and the New Testament, co-edited with Renate Smithuis. An interdisciplinary Open Access journal,<span style="font-family: inherit;"> available in both <a href="http://www.melilahjournal.org/">electronic</a> and <a href="http://www.gorgiaspress.com/bookshop/c-169-melilah-manchester-journal-of-jewish-studies.aspx">printed</a> editions,</span> concerned with Jewish law, history, literature, religion, culture and thought in the ancient, medieval and modern eras.</p> <p><em>Contents: </em>1. Marc Zvi Brettler and Amy-Jill Levine, '<em>The Jewish Annotated New Testament</em>: Retrospect and Prospects', 2. Anders Runesson, 'Saving the Lost Sheep of the House of Israel: Purity, Forgiveness, and Synagogues in the Gospel of Matthew', 3. Jody A. Barnard, 'Anti-Jewish Interpretations of Hebrews: Some Neglected Factors', 4. Etka Liebowitz, 'Hypocrites or Pious Scholars? The Image of the Pharisees in Second Temple Period Texts and Rabbinic Literature', 5. Pere Casanellas and Harvey J. Hames, 'A Textual and Contextual Analysis of the Hebrew Gospels translated from Catalan'.</p> <div class="researchstaffprofile-section"> <div class="header"> <h2>Melilah 10 Israel Studies, 2013</h2> </div> <div class="body"> <p><a href="http://www.melilahjournal.org/p/2013.html"><img src="http://manchesterjewishstudies.squarespace.com/storage/melilah/2013/vol10.jpg" alt="Melilah vol.10 (2013)" height="248" width="170" style="margin: 0px 10px 5px 0px; float: right;"></img></a><em><em>Melilah: Manchester Journal of Jewish Studies</em></em>,volume 10: Israel Studies, co-edited with Renate Smithuis. An interdisciplinary Open Access journal,<span style="font-family: inherit;"> available in both <a href="http://www.melilahjournal.org/">electronic</a> and <a href="http://www.gorgiaspress.com/bookshop/c-169-melilah-manchester-journal-of-jewish-studies.aspx">printed</a> editions,</span> concerned with Jewish law, history, literature, religion, culture and thought in the ancient, medieval and modern eras.</p> <p><em>Contents: </em>1. Daniel Langton, 'Abraham Isaac Kook's Account of 'Creative Evolution': A Response to Modernity for the Sake of Zion.' 2. Simon Mayers, 'Zionism and Anti-Zionism in the Catholic Guild of Israel: Bede Jarrett, Arthur Day and Hans Herzl.' 3. Roman Vater, 'Down with Britain, away with Zionism: the 'Canaanites' and 'Lohamey Herut Israel' between two adversaries.' 4. Dvir Abramovich, 'Breaking Taboos in Israeli Holocaust Literature.' 5. Tessa Satherley, ''The Simple Jew': The 'Price Tag' Phenomenon, Vigilantism, and Rabbi Yitzchak Ginsburgh's Political Kabbalah.'</p> </div> </div> <div class="researchstaffprofile-section"> <div class="header"> <h2>Melilah 9, 2012</h2> </div> <div class="body"> <p><a href="http://www.melilahjournal.org/p/2012.html"><img src="http://manchesterjewishstudies.squarespace.com/storage/daniels-profile/melilah9cover2012.jpg" alt="Melilah vol.9 (2012)" height="248" width="170" style="margin: 0px 10px 5px 0px; float: right;"></img></a><em><em>Melilah: Manchester Journal of Jewish Studies</em></em>,volume 9, co-edited with Renate Smithuis. An interdisciplinary Open Access journal,<span style="font-family: inherit;"> available in both <a href="http://www.melilahjournal.org/">electronic</a> and <a href="http://www.gorgiaspress.com/bookshop/c-169-melilah-manchester-journal-of-jewish-studies.aspx">printed</a> editions,</span> concerned with Jewish law, history, literature, religion, culture and thought in the ancient, medieval and modern eras.</p> <p><em>Contents: </em>Luke Devine, 'Emergent Liberal Judaism and Lily Montagu’s Proto-Feminist Project: Exploring the Precursive and Conceptual Links with Second and Third-Wave Jewish Feminist Theologies', Aron C. Sterk, '<em>Latino-Romaniotes</em>: The Continuity of Jewish Communities in the Western Diaspora, 400–700 CE', Bernard S. Jackson, 'Why the name New <em>TESTAMENT</em>?', Michael Rand, 'An Aramaic Dispute Between the Months by Sahlan Ben Avraham'.</p> </div> </div> <div class="researchstaffprofile-section"> <div class="header"> <h2>Melilah 8, 2011</h2> </div> <div class="body"> <p><a href="http://www.melilahjournal.org/p/2011-volume-8.html"><img src="http://manchesterjewishstudies.squarespace.com/storage/daniels-profile/melilah8cover2011.jpg" alt="Melilah vol.8 (2011)" height="248" width="170" style="margin: 0px 10px 5px 0px; float: right;"></img></a><em><em>Melilah: Manchester Journal of Jewish Studies</em></em>,volume 8, co-edited with Renate Smithuis. An interdisciplinary Open Access journal,<span style="font-family: inherit;"> available in both <a href="http://www.melilahjournal.org/">electronic</a> and <a href="http://www.gorgiaspress.com/bookshop/c-169-melilah-manchester-journal-of-jewish-studies.aspx">printed</a> editions,</span> concerned with Jewish law, history, literature, religion, culture and thought in the ancient, medieval and modern eras.</p> <p><em>Contents: </em><span style="font-family: inherit;">Daniel R. Langton, 'The Gracious Ambiguity of Grace Aguilar (1816–47): Anglo-Jewish Theologian, Novelist, Poet, and Pioneer of Interfaith Relations'</span><span style="font-family: inherit;">, Simon Mayers, 'From the Christ-Killer to the Luciferian: The Mythologized Jew and Freemason in Late Nineteenth- and Early Twentieth-Century English Catholic Discourse'</span><span style="font-family: inherit;">, Luke Devine, 'Imagining Fin-de-Siècle Anglo-Jewish Minority Sub-Genres: Proto-Feminist Visions of Religious Reform in "West End" London in Amy Levy's <em>Reuben Sachs</em> and Lily Montagu's <em>Naomi's Exodus</em>’</span><span style="font-family: inherit;">, Katarzyna Person, '"A Constructive Form of Help": Vocational Training as a Form of Rehabilitation of Jewish Refugees in Great Britain, 1939–1948'</span><span style="font-family: inherit;">, Avi Schmidman, 'A Multifaceted Nuptial Blessing: The Use of Ruth 4:11–12 within Medieval Hebrew Epithalamia'. </span></p> </div> </div> <div class="researchstaffprofile-section"> <div class="header"> <h2>Melilah 7, 2010</h2> </div> <div class="body"> <p><a href="http://www.melilahjournal.org/p/2010.html"><img src="http://manchesterjewishstudies.squarespace.com/storage/daniels-profile/melilah7cover2010.jpg" alt="Melilah vol.7 (2010)" height="248" width="170" style="margin: 0px 10px 5px 0px; float: right;"></img></a><em><em>Melilah: Manchester Journal of Jewish Studies</em></em>,volume 7, co-edited with Renate Smithuis. An interdisciplinary Open Access journal,<span style="font-family: inherit;"> available in both <a href="http://www.melilahjournal.org/">electronic</a> and <a href="http://www.gorgiaspress.com/bookshop/c-169-melilah-manchester-journal-of-jewish-studies.aspx">printed</a> editions,</span> concerned with Jewish law, history, literature, religion, culture and thought in the ancient, medieval and modern eras.</p> <p><em>Contents: </em>Simon Mayers, 'The Roman Catholic Question in the Anglo-Jewish Press, 1890-1925', Z. Yaakov Wise, 'The Establishment of Ultra-Orthodoxy in Manchester', Ed Kessler, 'Changing Landscapes: Jewish-Christian Muslim Relations Today', Hyam Maccoby, 'Some Problems in the Rabbinic Use of the <em>Qal va-Chomer</em> Argument', Glenda Abramson, 'Yitzhak Oren’s Fantastic Science: Two Stories'.<em> <br /></em></p> </div> </div> <div class="researchstaffprofile-section"> <div class="header"> <h2>Melilah 6, 2009</h2> </div> <div class="body"> <p><a href="http://www.melilahjournal.org/p/2009.html"><img src="http://manchesterjewishstudies.squarespace.com/storage/daniels-profile/melilah6cover2009.jpg" alt="Melilah vol.6 (2009)" height="242" width="170" style="margin: 0px 10px 5px 0px; float: right;"></img></a><em><em>Melilah: Manchester Journal of Jewish Studies</em></em>,volume 6, co-edited with Bernard Jackson, Ephraim Nissan, and Renate Smithuis. An interdisciplinary Open Access journal,<span style="font-family: inherit;"> available in both <a href="http://www.melilahjournal.org/">electronic</a> and <a href="http://www.gorgiaspress.com/bookshop/c-169-melilah-manchester-journal-of-jewish-studies.aspx">printed</a> editions,</span> concerned with Jewish law, history, literature, religion, culture and thought in the ancient, medieval and modern eras.</p> <p><em>Contents: </em>Cynthia Crewe, 'Plant Motifs on Jewish Ossuaries and Sarcophagi in Palestine in the Late Second Temple Period: Their Identification, Sociology and Significance' (abstract only), Dvir Abramovich, 'Feminine Images in the Writings of Amos Oz', Phillip Mendes, '"We are all German Jews": Exploring the Prominence of Jews in the New Left', Elliot Cohen, 'The Use of Holocaust Testimony by Jews for Jesus: A Narrative Inquiry'.</p> </div> </div> <h2>Melilah 5, 2008</h2> </div> <div class="body"> <p><a href="http://www.melilahjournal.org/p/2008.html"><img src="http://manchesterjewishstudies.squarespace.com/storage/melilah5cover2008.jpg" alt="Melilah vol.5 (2008)" height="242" width="170" style="margin: 0px 10px 5px 0px; float: right;"></img></a><em><em>Melilah: Manchester Journal of Jewish Studies</em></em>,volume 5, co-edited with Bernard Jackson, Ephraim Nissan, and Renate Smithuis. An interdisciplinary Open Access journal,<span style="font-family: inherit;"> available in both <a href="http://www.melilahjournal.org/">electronic</a> and <a href="http://www.gorgiaspress.com/bookshop/c-169-melilah-manchester-journal-of-jewish-studies.aspx">printed</a> editions,</span> concerned with Jewish law, history, literature, religion, culture and thought in the ancient, medieval and modern eras.</p> <p><em>Contents: </em>Tobias Green, 'Equal Partners? Proselytising by Africans and Jews in the 17th Century Atlantic Diaspora', David Lincicum, 'An Index to Frey’s Jewish Inscriptions in Recent New Editions', Daniel R. Langton, 'Some Comments on Micah Berdichevsky’s Saul and Paul', Dan Garner, 'The Nature of Ultra-Orthodox Responses to the Holocaust', Giula F. Miller, 'A Surrealist Reading: Formlessness and Non-Differentiation in Yitzhak Orpaz’s The Hunting of the Gazelle (Tseyd ha-Tsviyah, 1966) A Cycle of Three Stories'.</p> </div> </div> <div class="researchstaffprofile-section"> <div class="researchstaffprofile-section"> </div> </div> <p> </p></div><h3 class="subheader">Teaching</h3><div class="textblock"><div class="body"> <h1>Awards</h1> <p>Prof. Langton was a recipient of a University of Manchester Teaching Excellence Prize (£5000) in 2006, a nominee for the Student Union's Humanities Best Lecturer award in 2017, and a recipient of a Faculty of Humanities Outstanding Academic Advisor award in 2021.</p> <h1>Undergraduate teaching</h1> <h4><img 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" alt="" height="67" width="599"></img></h4> <h4>RELT21182: The History of Atheism (not running)</h4> <p>This course explores the intellectual and cultural history of atheism in Western thought, from ancient times to the present. The first part offers an historical overview of key episodes and developments. With a focus on Christian and Jewish contexts, we will consider how atheistic worldviews have evolved in symbiosis with religion, how the debates have shifted over time, and how wider societal attitudes towards atheism have changed. The second part offers a thematic overview of the key arguments, challenges, and controversies. Questions to be addressed will include: Can one disprove the existence of God(s)? What are the different species of doubt? Are science and religion compatible? How does one explain the power and tenacity of religion from a naturalistic perspective? How might a sceptic constitute a non-religious morality? Does life have meaning for disbelievers?</p> <h4><img 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" alt=""></img></h4> <h4>RELT21882: Religion and Evolution (not running)</h4> <p>Darwin's theory of evolution by natural selection is one of the most controversial and influential ideas of the modern era. For students of religious studies it is important for several reasons. Evolution has been at the centre of an historic conflict between scientific and religious worldviews that continues to this day, it has impacted on both Jewish and Christian modern theologies, and it has given birth to a range of scientific approaches for understanding the nature of religion itself. This course introduces the student to such contentious and ideologically sensitive ideas as Creationism and Intelligent Design, selfish genes, memes, and evolutionary psychology.</p> <p><img 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" alt=""></img></p> <h4>RELT20611: Intro to the History of Jewish-Christian Relations (not running)</h4> <p>The course provides an initial overview of the history of Jewish-Christian relations and highlights the development of the thought and theology of various individuals, concentrating particularly on the last hundred years or so. It examines Jewish approaches to Jesus and the apostle Paul, Christian approaches to Judaism and the study of Judaism, the history of Jewish and Christian attitudes to dialogue and to 'the other', and such controversial issues as the Holocaust, the State of Israel, Zionism, anti-Judaism in the New Testament, and conversion practices.</p> <p><img 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" alt=""></img></p> <h4>RELT30331: Holocaust Theology</h4> <p>The course surveys a number of Jewish and Christian theological responses to the Holocaust. It explores the differing ways that their religious concepts, beliefs, principles and practice have been affected by the theological challenge of the Holocaust, which has undoubtedly brought about a wide-spread crisis of identity and meaning for many religious thinkers. Among other areas of interest, it considers the wider context of Jewish-Christian relations (in particular Christian anti-Judaism), the question of the uniqueness of the Holocaust, the debate surrounding the phenomenon of Jewish self-definition in terms of the Holocaust, and the future of Holocaust theology itself. <a href="https://youtu.be/IUmwDRew7QY">Watch YouTube overview</a>.</p> <h1>Postgraduate teaching</h1> <div class="body"> <p> <img src="data:image/jpeg;base64,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" alt=""></img></p> <h4>RELT70812: Jewish Approaches to Jesus and Paul (not running)</h4> <p>The course outlines Jewish traditional and modern attempts to make sense of Jesus and Paul. The study of primary texts will focus on a selection of modern Jewish writings about these figures. The course will explore the writers' backgrounds and socio-religious agenda and will contextualise their works in terms of Jewish approaches to Christianity and to the development of Jewish-Christian relations in general. Questions that the course will consider include: Is there such a thing as a 'Jewish' approach to Jesus or Paul? Can Jewish writings on the New Testament be used to explore Jewish identity? Why has there been so much more Jewish interest in Jesus than in Paul until relatively recently? What are the psychological, social, historical and religious hurdles for a Jew studying 'the foundation stone of Christianity and/or 'the Apostle to the Gentiles'. Why are 'non-Jewish Jews' interested? How have mainstream New Testament scholars regarded such Jewish studies?</p> <p><img 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iT+1mg3zeLEiPJa2wY7RGw886uAGQ5twSEvmVV8FXVlH3kfVEoeJEx1hUyg9F1vJjwFcSbpi0OguhzPuh9OW2A+ZV01bUnOeehZTjqYnaHLV5xXXCVRHqpL1Vfo1pTXRDDD2g3fQochsPjFlHCySipYVE0nUoykuRVKDYfUTiNElTm6UMpheaK7crn+vSk7ZpaiqVPCyc65xipFskgeiOvuB1MRFU6a9hZyqgqLkXdn8cKfdTZIxRn2mwTuVQzhNU1rGVLqRlRceocNzos4efEey3hC2GmFTSzi48yprBAq0rYCqngqLn6dTgiSQBXLFhVqlCxJeVo2iU2nE9kk03TbhLKLYtpivuqjyprvpchsRki3h4F8HB9Rjp6lNR2XIvi8C6qEY4hE0fr8NOxeS5PIr+MbjjFtRXwfBhsKgCvPEWFab5biEQ/W6/wBesfjm9CP+S+TE733a9f3AG0a5RIrLxuvTIdPed/db8rY66e/yeTeAd+/cH9PXKmYNK37jZp0eZMn0waVReR3OQXydmygM9wfKj7Hef5Hz9ADGpNxs0htuBIjUyhibDMsC75st3zd+wPJ5A3/P3efQAfU2fJistz3za+7dkiK/XSJ8yDu7WWvvoHs9jYe/s+voAPKPcIVyEVTdemCyBAEqpFspcd0/5ffs0AEUGU9N3Rmmd33R7UqW+Zexu8ve1/8AxoAKIMqfS23o1RprpRQI+3Zs/wBc3dAFsLTLo+mQ3ils+Te27v5X5ffoAj+iskP3P87y7w0AQ5UAw3M7O0/mhoAjslJgLvj7twexoAvqbUY03skfJOfl6ADh6pso6rXpDaGKZJEPC4+nSXUmVEm86DGcRh+pghL0RF6qn0Lq5AeDvS3NuFrLKKnqXXuAIxXdbq1BlUrDHL9FdVft5gaMAdP242+Pb8cMarVPLJS8INXrc8KczHjQJ/OBC3Oo0eE8QxnTcKGoWnLSdbUuyJFpLTFVqux1CUQElygj4IiL9CaolR3ZbF6ki4C8beLcPxo2uFXzeH6NediSPwrvt8SUPjRvoO7oGU/n1NUgP4b2om4ECoCQkmVLvTHT3J0172QHVm6qZNMI0apAZG6Q4wo9ERcdV6rqPICZSpzQvEbaooLGYVcLnP3zrn16AMk/sgkz06g0aEygKhzZpGqh3IiRYmET/FevTw1r8JpKr2noYXFq8aFSlq83/GZRt+XSKG7MjRqoG1iClPEiJMqOU3bUx0UiT+b19ddRwu3p20F2jy38TjuNXF1dvTSXPHTPI/JdOpdRWcsh6SplHQVio4Li56LuBeiIiY6+K+vUbngNtVquvJy9M8vT4DNl7VcQtrR21OMMPZtrZ9MP4+oS2yIz3zadmHLFlmPJjvk32knMFNhFjxQfpyq60qEXF4lLVnk/h5GFUnqetR04e8c9f5yNKVG8aNQIFMgw2G5rEltVkOZ3LCeLopohInRfHHTCrj7ClQlUblya/Mar3cKEIpLKf5NgLbdRZiVWSVRq8ZtG4khPSpQtr8kvXeSr1VETC4Tp26buKcaaU5dNzFsa8rlTpQfmhEcW+OtfrlZW3Leqww7apAJGjSY0sm1eAU7jyCoiKSoSqvXzYRdcxXq9vXlOeFDzz5neWNh9GtYpJua2Sxy/9jj4HV3idxMtmBTpdRfCk0w0iJOlnsaispt2bzXonVdoNimUTCYVcrrPvfaLg/s3Zqpf1FGUm3GPOUkt20vL48l5lc7HiHFL3s7dZSW7+qvv8zYfC+lUGiVFLehTpcqU2XyrjsRxtCfFvcQiRIiLgU3dE6IQ58U1xC41ae3dquIUIShGL2Taw+m+M7/DoddZWM+DPsZyTz1/YCuOFFiWxcL1dWnolKmkMond6si3JVNjgC4CL3uIqdFxnK9PXrkr3h9R1YtLMlHDWFnns8Pmkuq3wjX7WMItclzz0+KLK+71mscO6fLs2Mw7JfjFGBSwyzEVsUFHlRcZbHGfVnomE18uVvb3PFnG4k1Fbvm8vPLruzQrVakbdOks5/L4g78HDhfb9GjVHiLSDflyK4IsDU5q5fnG2io7I29eUCmqoDaL5RyvUsI37c+0Eq1Slw6nDTGnu0uSzyWeu3N+ZVwmzUFKtJ5zyCKkVG4Il2s2i9Q7gSaDPpEqqvAiw5LziqqqhZXAAKbRBERMrlS8U0ndKzrWKulpfTCfeWOX++ozQ7VVez5Y8+pjzhv8JYKTWqfRPQOa2AA0DAj5fIe8Nfao8Olba5zNGpXpVoRgb84buwBtqRckdkdrsfu3GBm1qqVfuaxaVKM6sICh4pQHqza8iNCek84xMx27Ng/y9UQr9/wHSxpxhIyePwZIf7VapdVx3a/JeMnmWo0Yd4eT559/nPfrX/7rolCE/AZUbGc5yMv1aw63a85z40ntO933oTPv/phrcpXlK58JkVeH3FGWuYQcJeHlYv66Bh0iG+cUCAJBNBtAd/k1RxC8jZ0v+Zbwy27ar/wPPGazztK4pFHB4iFr2hPUrGv21IOK23Yy7gs5VOB6OPoT20t/fuPT+ox5UvsTLCgsVWneSeXLPzjv82oS0TL7aNWBeQ4XKeceDd39+qJSHIUtBbRYvprLz3+Ua1Rq7+gjKPdKF52RFcHc9uEO8Pq6vjET1/bNQfAShXXdMbiFS7fm1FsJjtIYcjw3OXzH1SZytx+oA+UUvflNXJaVp+P7CNw8yXob/tXh3afErg+tiXnEOmVC0X1KcNNJCdeIevMJE8yl9OvSgH6L8IQrapr9Ati0JFVodJaVmAxUETnTpCn0JSXoCCq4UV64TQBzvbhcXFCw65Y3Fdw5Dtd5dYuCjMPfJttHjlzKca+U2UAdyetBL36AFJZ8CsTawtMtu8F4o27RqatBg+m07EV+L4Oh6KiYecAURVdx6l0AOPhPwU4NcPrWCsHSTlU5yoixtpkdW48XeWOYaJ3iIqvXPhoAL53DehxLeuekSILJuQJDtVeA2t7rjTaKUQ2C9fbtEl96LoACr84NXLxwtizI1UkuQglwyKsNuNiPxbFUVVD6e0WE6/RoAAKh8Gt+xaA5aHCdhquVmtR0CfUeWTgMMBlQUC8Fcx1x7tAGfq7TrqotrxqjVr5frLdKqDjRUaa0Ststgi71T1ohYx06aAL53iBxb43WzONnhXFh21eNDS3KQ1JkK1RYzrP7nmx3fGK82aIXq3Y0AastSfWLZsyxLXvysQptBprzEWu3ihCh1SrAmEUPWTar4u+vGgBo8cLmspqlQI9RpK1FudMaCPNiOCoszNyCzvUeq9xIuPcmrKPvI+qJQ8SFbJcFQ83TPXHjjW6h4SvFyjwo0N6osyTcQV5uFXqi607Wo+TQxSkxO/GwU+kMVCRL5DBKpvmmVXHu6dfo/TpxySjqZa3tkmOVi1qqDDEez5xPOt85qQDyblD6ERFXP2qmqstvJHLDb4PUNiu3g/BGC85Fbb7fSFVDEc/T1zqm7nppZRCq8Ryg1+ERSviFyDUKJQxfQ1MJSN+G5E7VXOqLGo5JpshRk2DFk8SuKtupBaYsmDVY0/I8sWiAwJPDJj5entL4asrUKdTeTx95KcIy5sclr3q3XJDhTaVKpFSjqIyYLwqWF8EIDToSfT46SqUXBbPK8ymUGkE1VeMoiOCiqpnlU+jVEFuQQv5I1ScbMFWzBot+/wBWevTw04tMe8W7LcpbhF5H2ojrJC02KCqp1JpfUSLq2nyySj5iyvSKsaVvRzcirgtPUXlF8HsJDjay67bUF5mP6QkaptvkygblPDLu1ET3oSiv6NZvHP7eP+S+TFb7wLPn+4paPPmR5Bc2M1OqUuPvAXA7IYfX37NgfU9vbrlDNCi1alVKMy49CN8hN3lP1JgWgCKHaOxncHkHv+poAZ1n3qbVuzjpdb5EeJND0qq1Rp0zfe/+HEvJ3n2bN5/U7t+gBjPOhFjs163GY0Ft37k9JrpOvyCMN3YEc+8z+YAb/N7G3QAbUuqU2tts1hiMLrLrrIO1WsiEjaHJF0CZDf5POewzIw3B2bNAB5Qaq9V23C+MqnWoIbzCSUhqnRBACLeGz54dgGB7P1NABXR6jAkSBhx5LEn0uP8Ac7tPpZmb+z2zOR8kYfWA9AF7BlSaS8MwJI05x0t/oM6e00Zf9EI6ACilvxrhZGTDMhlAO91r5XlfM7PJoA5vRW/SHAdAmCDv+VEQ7/6WgDy3A9IEgeAibP5oGegCK9SNpEG8hHzjuDef9ANAAXEvJ9qrO1CZVHDakb0ICdQ0TtTqgJ0T8rU+yj1FY1KjIFVr0OZUJMhiosqJkpIquZymcp19evM04l8VJkVanzCX7tbX6U6/16h2m4fR/rH8E5sXw3ywFNh9ff3Bq9d4MaD+OoxkPsns5T1rr3syJ2hVSE3L5klxl4UTwJdyfzerQ1gDlLq8H0l5xuWwwJKhCG7CYz0RE9X2a85EXUwc2a5TBfEX6k0iKvdtPrjXvaqJVKodJtWphkTlPkOE0CYFFPoq/RqvWpPJ6pYK1bg2khK42CG4Al8sCbenh169NWxkg1EsLhYhgTzVRFSHmoitPpkctl1X1aqdWWoNTO8O/wCVT97SVZXDXZgyUFXxc6qq9VXXnbTDULPizSnb/caqkxyRIGJLM3gBOYpiTXKRBRPBS2dP/wBa6Dgkk6jb54Od4/CVWlBJ43M53FwmfhvFRnHGqdUdoPC3JZ+TcJcZTmJjCImPNnr4a34285Rykln4bfe0c99IjTmk228Ywm08fDP6FVAm2c4rll3XBfoFX6LHcN1CjuH88TXBDnpkfXnpr2V3Tqy+jV1om+Tzs/8AF+fmij6JXoR+mWzdSC5rG6+El5fFEa3b3b4M3fIpldhyarZ9VVUmNKio9GPOCUU94qvVE8fFNZ7uKnC6uZLNOXN82mv0+HU21a0+OUe7hVYrHkpR6fH08jSVVqdi1Zy3G7QZqd4SLnaIqWMAkEBBMoe9C6o4Cp1FcY1qR4tToxWWsfDO/wC3xMWpwdzn2Wlt488Y8jnH4Ku3bedFsWvTFoVNnRnRaZJjcc/lrmQD2C3NoKhjloKKSpjKJ11TxC+lc03Wg8wjz+Of0L+EcJjaVVQntOWcfDHPPXPkGfEb4KvCLg7YcupUOi/HFwyiaaji6wny7xFhtphhOm4iVBQUyviucIuuatLuvdVp9rCMaKW2PE38X+iOqvLGNrQiozlObfV/kvu5jA4SWdWOFnC+TNr9OiNVOFIUipJyBSNHTbz3TJ3Co4+ueri+XwTAiufnHtb7A2vtZxCN1c1pJrxY+suWldYpdUubNvht7Lhds6aiklyXl136MTtS+FXXaVeB3hFajyyfhLCgw+pNttEacxQVOqIbiZz5ywmVREQddt7M+zFhwbhcbCjFwxl/Hfln44/A53iPH7md260cNeXz+7yGvw248UziE38T3tQUhy6syWyGjak280idRBC6H0+jOdIXvspRtcXcYa8PKb5xx5GjZcb+mvsqndk87dGX9vcPaBPkuUmvtSpcO35QOU9mamENl0dwISkveg+VUXx2Jr4p7eU6tpdq4sIdmqqanLGyknzWNllb7HV8KxKDp1pZ0vbzx8Q7qEujUphyBHqUWHIREwy0QiqBnJIAYUULGcLhevqXXzm2l29xSp1KUp0k1razmSzh79EjdcW6bcOfl5Fc/QbQoIhc9slCgyxmAUl+TIN+ZUQVFQwfNFXlD3bsL2oo9UFNfX+PWthV4Q7CGKT06oRSTbwsp5xvnlt57mBbU5wuO1Sy28NnyE+D+MmvcYLZjEBO/d7JkIl7Ad5/6mvpPEIx+j9wtoSnOR9ordpkZ+x5VNA2NxxT8vta5PstcdE5mk5yhXhMz78YvEJQOSLAtbwdEu/StKh9c6uUoijr111KjSJkOE80TMjs7u3b9fTWuE/EWRpaJACPBuscQ5EeZVIbTFJCR8rJa2by+oH19M0ryNt3KRRc2063cma24W8IOHvDu2RpluUf0NyQXpEpxzudI/Y3nojOrc9+qKRpRo9yBgP4VlJOLxAmHsEh7/19bljLvSFuK+GH+Ii2YDm0XmgEvq+xrQ1GJ2X1yVBB51wWZDPKEPZ1GcvsHtLvyLKQDTQ7Gj8mqo98Z0kil7xgPdna6XzdRn4xaQM16Ryi7du3TlDviNXuGlP2P6j1C6rluGG3c529RzfpoTVZAzV+QqSfR0UCJUVFVHc9OnTVkn9XyEKj30+R9JuGHwdrtsmgVeDT+IlSt2RVp5ypJQwZkK79ZCdElDKeyKoierUSs9zPgnW+/MnvNXbUWgfFJDKo7ggm+t8sdCVfHQAb3XwYol9WdQ7cvWtzpUuhk28NUZe5D7hIioSEQ4yBIuFHwXCL4omgAqsqxbT4e0VugWfR2KfCbyu1tMkSquVUiXqSqq+K6AF9fluBbfEOl3BTnHYtNu5SodZjx1wjrzybWZGPBCElTu8dAF7blpKsCiR49eaqD1ux3qPNeIt7koEHYiOL6iRU3KnvzoAo6vMtmyKmlu1m6G/jauU1Y8KApLzXFFeq7vUPVExoATXwk7+q9iRYsK2VjRq+kBppJu9SjLKd+TGMQiuCLYucroA58Lv2OmxAp9LrvFu9rrvGc5HV96nyaibEFl13uIQbbUcimcYVV0AaArfwfuF1Ytlq1G7eCnw48VIbHoZq0oNJ5QXC4MU+aWU+jQBR034PrFVkLTeJsilXJbdNjDDotJSngyzHBPFwwFEFXPpREx6tACq4rUDhJwjvCkQLPs6sRqvIdGL8m8foCA+nLU1A1UVJEXO4cEionXVlH3kfVEoeJFdcD7jMHmR8c1S2j9GfXroaay9x9c9xOcQoUoaa/IqEknBPsUC8qqv0+rWlQabwkMU2uSFadtR6rBbdVxEGOaZbxkS/QvjpicVLCLGkwvpVEqXIbaakGhAnyYtrhQ/RhMJ+nUZTijxtDW+D5BBu6Jqm2pOC3sN1U8VzpDiEm6aKLh90cVes6Bd0KVSaiI7XBXu9YL4ous2nWdJqSF4zcN0L+hcOZtr1Mokt1whXo2TS9qh/PpupcKrHKLZVFJbB6xRopPg+62im0CAHbhRx4aUc3jCKnIiV022E2IW0cZ3fNxqVPc9iBU6tOUqYw9JY3sSV2tKq46r4fz/4aajDWsLoWJZKG4nZAz3ZoIjbTzKIGS3JnqucL9mrafhwTiLO53vSIRlyQVGXMGnrxnxHT9JYZdFYYouIbbb1KbYVUwUkUT7dh4/r1m8c/t1/kvkxe98Cz5/uKCsW8fJcCLtabkOgcraPe6Hzd+uVMw50+qUFiAL0qHMFmO7yo9Pd+SB93YOw/wCj/IDQAYW7Mh0N4YFSi0+o1qWLwRaeQ74kUD+YH1/J5N5/UDyADCtu75hTJQByq9dWx3aJNAEdhrb3x/P3mG/2DAPnu+TQAYWrNjTa82dr1uTX69TGOyTUJDvoTEbf7ADsAz8nZvAPy+/eAMC1ZjdekRXorw3jXKexsMGnSYpjDJ7dnJPZ9Qw3NcoD29/fs0AMSm31SpW6lP3U7dsx105AxqRHJiEx8/e60B9n7o8+7+mO/QAWUusstOfFUiZTI3KdZBqn0YPT3RdDaHypmHyPsBuMx83z/OAXEUzdmNyaizJYExMwk1eaYOj3+UI4d/1/9/QAXUeos3AOyUDrpARg1UmovKaIP5ffoAlPRXofLCUA8v8AyTm83938nQB29A5o7HdzTe7t3EDQaAMCP8SKNFyA1Nh1wVVOVGRHTynTCoPVF+heus+KnU3GpypwKp/i/LJxWafDyiKqKTj21Rx720yWfeikK+9E05CxqT/n+yiV9CG38+RzPifXWzQTMWuiLhcgpZ69oruVU92STTcrfs4lLutZb0iuSZbSSKnMdBnCEImWcr+TlcfZlce/WbVr9mepqaLd2vRmYJzXZb7YMpkAUsKWfBRT1Ivq1GnfOcsfz5ECFS7yk89tW3ZHRPSlwIKQgnRtFXxVUXmZ1r0P6gHKqXRLee3GLjoNpu2KAZcBfFV+w9if9JoqrGTx08lcl2yWx3lKMlFcbhwiqvvVPDrrFrVWmUypnVm/p6t70mvkg+CZ3Y+jHq0mrt5K847pEk3vVXz5jVWfZIlxtJgOv2Z66tV2w1FbKuS5kyLNaVVFd2zkh11pQvYaV/P0DUdKbcd2SVR9+tm2CLlQRsE/RqX0yH8/9BrGfalzuRLQumqykVz0eOw0hqmOXzEdTmog+KJjWz7PS+kXEl6GHx6r2Vq5Lny9CpvKlrUqOZw3YdSSNFA32NyJ6TnzKBL3dEzlP7dd7SfZyxPKT/m5wVXtK8P6TTa+fqKyfwacvyDU6tbtFduH4kZA6hSGyFyfHYVcI5GJUw8I+sC6/NVfBMbiNClaeKOuEuSa3Xo/0N7g9zXvItRnoqLnh919N10b6sq6BwevSpUWXKsrfXLdkPhFQJkdXVaMem3PVyO6PrQkRMInRURNTt1TpNu1qJxaWYy3/Bvk0XVp1quPpFNxkm+9Db8UtmvP45G5wP8AgwSyqL0SXxEkUqczNizJz8BDMaY9lQZaZVwRE5LuS3KqbRAVVdy4xlcWlUpxlPTmUt8Zzy549TX4dGncVIxlLaCxsmufJP4+g56jw0vaw+M9DbpV8DVZj7Ls2G9UqOc43N7iI4T5NkmxNyJ3JhNvvXxU4ffK8sJKpFwxnbZehdd2M7XiEJwlqz1w2WUG7Lkve+ZFc4s0RqCxY8ogbpkeW1HjR5ih2Sm3XFQ5RG2qq3hEQRP1KiqkZU4UKCdPOWvUtVzUuLmUay2h93+2VHGi4aDxbpLFDsi4aozSylOhUYTMU/uhxMIraOdALKimdql0VV+1qyoTxoksPbfyQpfXNOolOnJtZax5sB59p23ZyR5M61fjKpiQBuVrlxWUVPvYimNy+CZXquF8NUVeJq37lrHk+fUya7UZp1Y5f5JHG3eKNhftspc+u2c80FIlD6O5GNW+QSKibUQ0yg+9E9WdJVPaCtUi6TXPrzLLatQjVU5xax8cfh+pqG+bhpUO2Eu6lsU9IMlpo22zwjj5IuAJM9Ebb3Kqrhei59WuA4xwuFf/AMapJvO8f2SXTzPpFm51ofSKcdlzfRerAatcMKnJj1BmvXHNOnSUiuDGiyXAVsFX5Z5svFBJFDoirjBKmM6+ZVY1uH3MaCpJtOSTeMJveOV16r1wmdVR4jOFHFF6Xjf4hOVgW89Kgx6NWWrfofoosVCS1MTnyGw8jDakq7TXuU3FRSxlE6llL/ZPhfEOIylX4u9ozaWVuvPHXHTHIzbm4pwlqjvJ/Hr8T4x8N58yl3VT6lFeJpxl8D3CO/X228j3RS28Z9kuBdeP/kziockZLnK2Htd8v1N+uOr6dfcNWlSnUn3xc3RTXvjac81ytsg94j9TVEY69cDoYVI6Afg8O6C7Win3HG3RWh37S7QI9RlS0TL416s4aCr4jccLdsgRpVs0qM76F38rb2F9TTNKh2wz2XYw11hjcO7l/wDNrS6ldtVEqhLi+lu7e02t+8wD+R2aKWmFXRrFtM5w7WEDFfwnLmt6uVZ44Xc9v7HdbnD9U5a4CPE9MKWifjM7tyPRZzzO/wAnl+trXlHWc5GU4T0EgndwkDp8otGkv+oeRF7l43+T53tajGOghLwl41KCBSRPt5hme7VHjqkavciA9wGBtjs2n8r5vm6codwz68tcDfX7D5Ztv3LP4nVCswRku0d+gSYiqqogGXxhlVT142p46sljwroZ0/Fjy2PofxKsCn3CaXBU71rFDiwoxg8kSUrbagviRInrT36iRFnTrR4RzXEOJxprc0pQmCbaiZJtbTJLj1Imc50ATm6vwQntuQHeLkqc2lGWmus+mGqm3zOYjvRPOmMZTrjQBd8LK7wuodadpFC4mza5PrJIrMabJN0m0AfKCKnamMaALHj7Ak1GkW6xAfcGWlwQjYAFxzSRxO1V9SLoAMbdct8K1X6fSIIx5UeU25PURwjrrjaEh/zL/PoAVF70O34FzVu5LxjDIgUlspz8zl4VsT6NsgvzkJOv26AMx8Q9zF/WzJejM1Oju1iHPmxWyU3Yz+fkR2r4qoqhKvq0AbYm3PxLG8X6ZSrHiu2+1A9IaqDklRN17blGkH1demdAAvP4gfCAJkpFK4RQ9zSoitPzuri/RjwRPfoAtqxefGSE6oUzhnGlijAObvTMZNfMP6NAA9dNc4iXRSZJVrhJEagx20InpD6E8wvirofkeb6cato+8j6olDxIWT8Zt7chJlUTprdTwPCa4zz44RgooKW10Oa6qpnoK+HTWlaRzmTGKK6ivptQbBwkjqQCXVOiLtX7NPPcuYSyLrkQKWR+kKTqgrbKkSqu5fcieGqXTTZDTuMn4ONwW9TkkJMrjZSjdFD5ioiqS+KJnSN/Cc0tKKa6bG7clzUpJTnxDXQdq0REeSG24m8wzgkIPMnRV8dZ9OlLHfWz6lEYvqti0YrNPuOnNv7OURJ5fAgX3ag4SpvBHDiyvfFac8KjJJUL5xZ1Jd5EuZS3VITkcncqmeEyn2pq2ktyUQelUwrkorlJRVSShIsdxP8AJqK/9mrlLs56uhJPS8gTxSVYTTDEVwxdbFVH1ZERxlf056aate9lstpivnvTJEeO44itlsJtwMdC9aF/Vp6KSZclgX97WxW7joxpb72JUBwZoiXlcQUISEvoVD/qTWTxr3C/yXyYpfe7XqAdFqLNZByNIZNidHLY+yXnE9cqZpDr1Geii9UocMn5jTWwe/2Pb7P+N+gCjZfeo3Ohw6oLUzlfdUmWewxa7d/+oYGew/ZAA0AF1Pq/pkOKHOd/a+0IBM54kEion2n5POe7f2CHt79+/wAmgAwt+6DKms1WszGINrxH3TKm+ig67VjDyMugQfKnsDz+QOT7fnAAc0cf+Z3q3WZjtIt+Q0zLapFugTUgvIJm9yvPt7O89gB7Ydu8wAmh39W69RYNSuGS1TLVltbPi2HAlnUKiAbgDY6BfLb9gdwfJbC794kB6ACqLVKxSm6K9FqtDtW26m12NQWpB1WotbB2bAEAdAz858oGtnYe89ABhatRjSKSN22/8VQaLLIDOr1k+bNd2bRAw3hs37zDYQA6B9nf5A0AFVBfeqi+nxvS6z6OJm/MrLpxYQhv27waPfsMTA+z5L8jQAcWzXgfbehxXmKqz2A01TQ+52gP2eb/AP3oAto8CG044dONo22i2OiI810T0AfHE67D5iMnNkTHA7trJ5baVfnYFE6+vCF9q+OnJ3KSFtJcU/06oM7kcCMwC4RhqOiKi+7mEiF9GRRE9yJ4azat+l/P9BoL+DJKLHVkGmgXO41wJln15JeqrnxVeq+vWLWutTZKMCbHq75OggIGwUVd+ULH6PBPs15RpOoOQP5qrlXJyNSp6tR4jLrzqi2+hAy02RuOjs7coAEo5/yijrdtLLs3q/nzK5c2d6XPfntFUG2mjdkkpK2KSQRhP8m0iiGO0MJ0XHTprTqbI8OVRqs1l9uQ3C3NRnO5nc4aPAqYcZVFTOSbMhTKZ66hGnlENO+SCdSSM8HpM0nI0pkJTEo3FJ1QdRCFxQ9pERURwV8p5T1aXr0NRYnghSnQiOFHB5WlE1UAIt67M9EX6ca5u5jhsqr0c94lM1mOrYgimRKvVETGF+z1azlLcQX9Jkj4ybJVHeY46Y92oOSzuVue+T89KBHEPb2eo19S687XSWxq5DG3bgNmzLjiLHdlpIchbwEcb0HmqqZznK9P5tfRvYB9pXqt9Ev1OP8Aa+rm2jT+1L5YKCtV+pG+1uYaaRsPvA9xg3hM/aqf46+kO4jns85ZwUaVRJqnHC5eRG4R3DOtnie+ZXbLo9NmwUdR5hckgeIt7MLvTcnl+zGNJy1Va84NKUWspPodDaqNKzp1E3CabUmuvX/Ro+Fd1zV+vyqo5LpVvSFyj9UZdbCQ64I5QjFtVTag+ImpkqrhOulPotvCGWs/Bfuacb65csJ6cdf9fMNPgunXX5L9Wuh6Y7Tm3Z8mLWKq62EapGBq2htp515YK6iqfRFJVToia57jFWLbVNYSwts5R0/A6c44dR7vL3wk/wCIra1xN4i37fcq/eGlXhW/b9IcKjsSJDfOGawKESuCIiqqhHks9E2iPXoumbWwhSoaaq1OW+M7fiK3vEKta5dS3k4KLxn8xC8YVpHES7LfqHEKuVCrxxYRTWkvNRosjJ9VQUElA16Iqque3Ce7WtG2UVppSa3xyz+GTEqX041NVWCltlvOPyNd2mtm2jw1aqlGhI7FZYzT2AJEU3NuUaQyyqmS9N3XrlMerWJdRqyrOm3yOgs3QjbKrjny9f3YieMHEq7LgpFRplouSqBcFMlrFnQFlNOyGw6c1G0QVFxUTC70UTHr0Rc65zi1XEVCjzXVHRcB+gu5Ur/aHVPfD8sgDw34IV+ty4FUrNxI9TH4ilVo8yUeXZJKuAbIEIh29Ml45yiL464q94pGwqU6c5PVOSWH5N/sb/EFZcVozpRpRSXhaSXr+I+Klfke0+HdXuiFNbp71FbbpdDbeZGQgNmQCu5HiyY9fBEz49OmNdLa0pXtaVfTtyXoUcSlDhFnDh8Z81qkvj0IFoX98J/iPacasFwytqbQUbBsmKkW12WO5cuI1u3ivTOQVOnqxrzi1X2f4FGLvZpZ5bZb+GN23kwrSrxK7WYQ29fzGc9XKBRnG23+HNvN1t9tt+aKMOk0DaEm8sqiIqoRp61LuRVTrnSlCFDiCdWEJRjzWtYbzyaXReu4+5ypYU8Z+G58WaDPkwJgvMGTTg+Uh7dutqrHWN0pT1H0S+BLe8mZQ3qJvd2tDsMiPf37z2a4ziFKFG4jE6O2lrpD04kfFtOei/Ijt5W8hb3nuP5mqpS7GOsctu+KW/q5Uo8Vum7A5jrXeLXz/maTlq1wgb1jp06y04P/AAYYEiYzfPEgCkygPmtQub2D7ff9fT1LVWhoMPiF9rq9w9ccrBgQGZVbsiZMgyuQexgZG5p0/OHyW/Zq+2oQ/wDmPaV9KGiGowrxM4b3hFe9MrLzDVQkEe9jZ3j/AE/qa2LO7pQjohAzr6NWt3wfh0GHIhuRnwEZHk5v19WyrzhMhTjD65XzKHPp0oochncIBvB32NMRrwmHZS1E6LFB2K4HJ8nm1TKr3glE4vQg29T7Q2alH7YlVjrA+6ITLEraLP33v05QlDR3BCrA2x+xU8VKZwxl8TvjWlzJMWo/EnMksNqqMI2kxcki9VzzfV81dWNbZ89xSaWNS65/Q+rMCfQ7xoLc2KbM+m1BrKZTcJgqeCov9molRDpvD+yKSbrlNtamxidbVk1bjimQXxT9OgDnG4b2DDdbkRbOpDTjKYAhiAionu8NAEuLZtpQqilWh21TWJiLlH24wCafYqJ00AK74Q9x1FpKHTrVNl6fTKpGqM8d+FYiiaKS/lKnRE8V92gBqUyg0+FUZdfaZUJtUba9JVCXaWwURMIvh0TQAGXxTbWnWdcFOZmsS0We2/Nacd38p3mAuCROqJ9C6AAK46DKu2fcVEpFiU+BX6BUIM6LMBnak2IioRYNe3fhF9egB323c9FueGr9HnNPkwqNSGhJFNhz1gaepdAFtoA/tAFTd2P2qVlFXxp8hP8A6Zaso+8j6o9h4kZhkAbLbjodSRMInv1urceQob6tmTNWQ6TJK+Qd5KWMAnXp7l1o0KqjhdBiEsCNaCZHqrjDbZ9/d0ymE+3T26Zd1DGk0qOjgyKg4LjwDuRnPgvvX3ajOT5I8bZWftBafdlXHHqxR8Pq5tQ8I53J1T/t1DKUjzqNewrwG3ZoTJRRZrjjYgLnLRHUE/HJ+Konr0tcUe0WFsVzhqWBjUq66DOnFIp+1kHTTeCHgVJOikKepF0lOlOKwylxaW54vK4PQHW3gJTDeiYRc9Ne0aepYCEckJKmM9tsnnUJS72/p+jUnDSe4wUdzXq/w/jtz41OSW7MJRbRTVEaX341bToqvs3jBKMO02ApLofv1mf8fsAxURBXWceUR9SIq6Z7LsMaORbp0YwCdYddj0xW3GER1RRELPqz/wD7pmO8sk0QLOqAQp8iQbjwgLCI423FR5HQV0MiqqqI0mMrzFIcKKdVztXJ45vbxX/JfJit77tev7lRxi4IzJAjflmxiiVAN5mwQh8r88D29muWM0WdDrMOtx3GZQciZH7JDBecT0ACd0W5GjyikwOUw2676RKaaa+/n/J/436AB2LVnqdMZrFUD0aPEa5UCCX1/Pv/AFzL/gwBkWrKk1EnKlVIFPq9aN0PR2ClfJRmt/nMC8gCYewG/t/oADAs2uXbb9aqDzRjXK5IY3vuutCDUPYJGA7z2BvMPZ3gAfPPQA1GWAarTlesGMVVkSN8SfNkkc2O0e8TDY0B73jDs2bz5TW09nfvAwAkseuPNXEy81MG47u/c8qqsGRR2DMtvJMA2BLNkPydm14zAD84AxqLID469AmnMuq5I8r0f435HNiQd5kOwzAA+e1vaDsAx79neegC4kVFm3npFKuOeVx1KmEBx6NSHeVEaZ3lsA44dgexsaAHZHd2c3boAIo1ZWiR4v7ealGoMWptekQqbTzdiyydP2DDfv2exuPYG/zgHtgBZR58n0H0+mssWrT47p+keltd7+z29/k+fv2efd2HoA+UINCyIEJI25tQSzjfjHtY6Z9+F1gSu22WOmkycDTrQoSKat4Rc83xT37PXqmaczzRE5jiU4jLSvEiKSqiNYx193q+zVsLblImobEaWj5MhEhyCYBFUj3ljC5yvTf0/m1uWdBIPCSX4jlHtVmG5USGddZGjokGRCltl7s9iPPbSUs9wsNf5zWl2mnYqfM70+iNgyn/ADwpbxRdqxnFVOnh3PIK/oRE9ya8z2h4cKrTHEaIQqD2xBx0bNE/QiHhP0LjRCeHpJNbEOhoVYo8y3m6nKOfSVWpQUNtVV2L/wC1Mgmc4HYjooi53C6g95rqVSWSDeCvpjss450eU45Eac+TjSSBFRoy6knTp1X3aybq3TWrzLIS1rSdXI7zAgzU525w13I6RYTangmPVrDdDDKa9DJ0OsMZFpsUcA02pgkFFVPcpdy/yenu0rUo9BJ0epNhTikEIvt7U6duXFz+leq/bpKcMFEoOITU2RHj0CoyhRxG2psRDbbcVEXHOTC+vxVP69d77BTcHctLLxH5s5f2loqtGlHlu/kSZVYpCJLdhuVFyrE1gQBvaDSYzjPiKLj1a+gOrGEnNxOXpUJSxBSwsiokw6zUprtWep/pHOBDfcjEX3OznamcYUM+H0ZVdIYqyqOpOOz6rovL9PvOthK3p0VSpzxjo8bvr6+f5FtalDuak1CLNm2zW3CBp2VHTkOC0y6QirbmCTaoomURf8dStFGM4uaeVl+ST25/AlfPtoSVFrfC9VvnGOrN+8Hr9ojnAyl2nxFtVuG9a8EJ0cajGJp1XPlTdEm3UTJIir3jkVRwU83TWLeW1adeNS3e03v1wbNnc0qds6dzjMFt9wgLzvKRY1Dp1sUap+lx3IgMuRIyKnKHG7l49k1RTReuFz71xrrlOFJaJQ5bHGSp1KuZxqbPmvLIFDBh1SKs+1Ddp78gV5sFG1QEHOFXoueue5fHONTpKFWWIPdb4YvUnKlh1I5T2yaGveuXnYHAikW1TDSmXHHcUikskBAjCZLe06WRbLCplei5XomF1zXFP6lWU6beH+R2PBXSpU40rnG3nyfl8zJFWpF91mrg4FNR91Huc2TDiKqmpblJTH2lLcqkuM9eq9E1zcrdqXLmdUvotCD7LH7m+uCsqk2MjtrPVAWmq9Ej1Ol1B91fly5SjIYEumDbcQ1QFwW0kXXzz/qFwWtd9hVpx3pVIyfnp6488cyrgV3TpXEqUn3anh+L6r1yAt53lwMr1zR3K+9PrcyC6foTCKrcRt/coojuERURFwqdV6llfolb8c4zdxdrRxQpt7zfek49MLkn6nd8Q9jLus3xGvT1YWcEeqX7xwuttqJHgS6S2wpOn8SUrnvsx2+0lJ3ehIortXcI+BCqdNafDOCcJsK7uacnVrNbyk9Ta9Ht6HHXHEHCGOzlp6YjgvLDtaJxJqtKq7PEWp3tOZQoU5uYpxihorgLzn2x6GaCmEVPOnVeoquuopzg8tf7FaN7SuF/R+/PNHyRjmYSB2Hq2Q3Gc5n0C+A/6MFovTN48x2abPK+ps8+uN4nGc786izqw7A0tcUfe8UmfJf5cQd4ls7NnzNLaZTuBnVDsgV4f0ujzK8VbkALrNPB6Xtc8h6qpUv/ACvEWzry7DQV/GD4SLNq2zT4Fvw35NcqrAcqC127Py/5Gti2paNffEeyhOYmXuOfFeO5T6xN4blMbj9hj6b5f9TVlK5pT7naj30HudyIqb+4g3bc04plUsmYLe3k9xBvE/8Af7NWwjS+2USpShHwipg1cPjB5mow3YZG78/fpmVDXARhV72gb17USm/tPh16GfMelxQddEg795+fWbS1dqaGqHZaxcyGI3orZsMlt2bHREtXxlPX3yqvpnGMwRmVIOYUYu1w9atKPdMarPvgfWJT0yR2Hu2dg7tMxjoiJyNmfsZf7Y3H+INMpFOjTadJeoZVMXW0X5MfTdu016B1Vc+/omvXzyL1eSTeWbmiXpH9PknBuinUeZFfGKUlXUp7iJnoBsn8m8n5K5XXhSMOTxDvmmxZk+jzqBdbMCOkiQ2wjjBi363Bwiof5KeOgAGqfGDiCADWo9YWFFqI4ZKpwxiMtdMoIiq71LGV3Knq0AdKNxHbmRXrj4jcdaXSqSwgtsPU2pNsI44S42GBJlVT3poAjVC5LfotOjy+HEEX8SVlNyZ+XptYkl4cpF8/jnPgmgByW1cKwbQZauJ44VTDlxnykO7t0xwc7UP1llcLj150AZh4A8Q4I/CMum3LngSzDiW06bHObVW25MRVbeaNfBFVMKPv0AOqJd1S4fT6/YFu0WXUCt6KtUhsyiy5Lh9VNps18dqqqD/NoAoOG1c4ecQqNM4w8FKlUwq8gjORRnS5Zi6PRxpyOuFVUXP6fXoAtKnxWkuVGNbtXv8AYpDT4AT8hIBx5AFjPLRSRRBc9FVV0ASnLmacvkeHf/KRcVMrS05KhHOVHBYsuP7RNn4GSJ44X9GgCJccjipJhtyqTelPqttKz90EMfEl1ki2luDxRPFN3q8dWUveR9USj4kCisASYXW1kbBW97WqVapjsWkTQiG8Oxw1HOU/w1fQqxhLMlkshJJ5Zma9WpFozAp8llwZTPYj+VXv9WUxhU1sRqKUdS6jakmsgad8PU2nOkDyvEqHhCXqZr0VM/1p7tRdVRWTxzSPNv3Re8th5ilW/LfbdDYIoikifYmoKpOW7ieam98Eo5HEWnsIs20am3EDt7QXsROud326kqss7oNTJdqcS6rTpYNu8xtxeiNOdN3X6dGqNTaSwwypbMeca4nq5SQ9MZRSJtCERz4/bpd0+zlsQ06XsTaC1IpUuO8b/pAuJ97JfJqNRqaaPJPJK4u29PnWdJuJ1hY1OpEZZDu4cEZbkQUT6OuoWtWMJ6ebZGnJKWBGTrrSn1BmRFJHEktCKIPVETGtF4wkxn4Ml1yc0/CZVTVTUcEnuXOpRWGwSI1myyi1ZzlV9aQ8+wTTDwxikG4Sqi8sADvVVFCXsVCwi4XWPxz+3X+S+TFL33a9Rvtwp4VBtmkWlMfbd+53ZsupGYOs7xLd3me/s9ozD2+z2NcuZoiePHBQppFf/DmSwUxnfzfRnQMHdnnA9vt6AE3Q6zGuOO4zIZJidH7JDBecT0AD9wWggTPjhoDfkR+9hp09jQn/AMd+gCLS3zptaZhNbplSkEBzZY7w279vzD8/YH1AD/XADy0TpXLnUqz54g41KA6u+JfKus7923mifZs7+8+8/r9+gBqWPc0aeLbNi1KNSLZ73avJIt+7YG09+/sBrY12EBd/9PeAGXDu4bYq10N2lZdtlGt04TrsirelSIpkzvLZ6O60e9mP3u7A3+1v2d3eAMiyX6qdu/EPBGTRZNFlzeTPrvpve7sEt+8GTa5PY0Ac0O8zIDAO7mgAEFFu21aC9IonCV6ZBj1qQ01Ku1uH6e0Xy20OSG/vMfSAD0swPv8AODvfsACK369bdpVaVRxk0q8bkmz2fR5MmK676LL8oelzWmjM+w2gDs7D9sALsACoanJhVR4r+qUG6Loj7/R6fS3dnosQxLebwH+5A37+4Ple0Pvvk0AfNYWWWmkdbeUNq47xQPH6U6a4+dz2vdGksLHkcwFCdWObxm4oGDewN4Y3dcl6tMUKbkGjUVlQqkKmOHTKUqMyl2CpNt8wRDcvVOzqWN/r1vW8MYJuWFgi2XZEC5rrh0WTdk1WpDhzKk4MRwFjRAy5JcNSNB6AiqmEROYQ4RNaLE6nelucqzKdvW76lXn5jrMZ2YSstAzkYzDaqLbLfXHLEURB6+CJqSZ6uRNYtWmvgPPqjDBiiJu5J9enj7tGT0mpYkJ1o3WriddEU6qMY1RPs7PD9OvEyBQAxMtOrRa9Sbikxn6a+28sgIzikIo6JKqAbeHU2jlW06Fjb7Wr4vYCzvW0IUOpDUKInotIr7SzabHESNIqKu1yMhtsmpq08hAKY6tiy5/ldRjs2eLmcIr0qQ0FMrT5G2mfRJLjTiuCfrQlVppVRPeoqusziEO0HYTKxymVOCThzZiKwi4B9hFQEz4IqKmU/m1jSWY4PKjyfkOXIp6A0s9XeYqCLROblVE6Iop6kX1JpKdHJm1YbjTsCJUq9bFxM0+nLKdJ2G42jhoANqgyN5llUyueuPt12fsVN0ncNb7Lb8TkPaal2saMfKT/ACwVjloXJSZJVavEUhXoptMti+G5xxUXLqongnhjPX+pNdnShHU5VHulj/bMa5rUqlJQo4WZZb8l5BtwCqsy5ruD49ONIj06I5zWSab2bh6IhdUVxVUvHr4erGmbS5m6TjDnyC8tqcKylLyzv8R0PX3dlJrlPWjUVgAcVt+JFyjuxNxC0+4bq7c9hq2Odo9CVCXamlq1KV3XdJ7xjz6ZHKNV2kI1Y4TfLrgAOJXEOXePEOVTp6CEwgQHpfpZSUMgLcSk8SIhY2oqNiiNoqdEVeunrOlTtqeIPfn5JfuJX9Wd3U1T5brZ5bYpbpveuP14qVW5DqoySpGmnGyZ7sKhEnTKqvXqvqTGo1678E49OZ5b2iqR7SD3zus80FnDyDVpwTK7TZhPSIhiUk2xRs0VC9kFznO31eG5NWWeiUc53KrmFRPlsvInfCgO8JdzUaqUSY7FGfTW1fBxeY05tVRRFBO0uiJlMdF0ncK4jTXYY+P3+a6j9F2sqzdxndLC9OpT/BStmrXPxfpFvVG4VpOXkeedEFEJAp15aNGJDhUynVETx6jrEq1alChKNR5zz6fguhs0aVKtcRcdl+JruLw5u+1a5UaXTa7S5NrzpLnNZV0JEdt0spzWBcw4w7nw2kQ5FE9aaxeMOHFbR0JrvNNZ8tvzNvhlKfDrlVINOKalj9V5CCrPCuo0+4nm59dpcWkRCzKqrcwHWhZQx3OAKLuIu8UwuOq4VemuMtOF1ZtUZx2XNrrjyPvdX/qDwuVk5W03Kq4409Bz3dZ71h3XDqk6mSX6HPjLJYuek72pdOMyAQccJvzIhIGQTIqh+rrrrLbglk7dUKCw445vmfGH7QX9tW/rtTp4ezSws/I40eu1oGZPE63TpS1Gjsc834TTgO1MGB+UQgHtNxzC9qp06/oTrQrWGFODc9lhdU3j8uZCVva3c/plk1GL5/gfJVs2WCF53aIh87TmjWXQnoNYfANvyNK4hSredN0W5bXOEd/Z2f8Aj1jcXttEYVjY4fc6+4fQavQGak3IgQnueW3eXf2dmsevHua4GnSn9spZFoPUSw50al7mnprB7n/mgYaW1a4Sn9cZ1aJGV+G9qSYt3SpNeZFwQP0donz3/M2aK91rpRjCZPsuxlMfl2R43xDFgfFosM+c3OVuDyH7eilQ/pEO37/cM/3Fa9VhTJBz4e1sHTBrafb7emZS7GWglCr2xnu6qQBTnAdh8pzd3d/mP5+tihU0RFK9Lva4BZTTNq0xOo7nWY7TMdrv8uk5VddXuFke5HvgPPng1TXuUz8oZH3aejS7wtVq90AaobINjJ3+cvN87WlD7BkV/tgvKmsukLYeb5urhXXE1/8Asd9yTIznECzBkyI0C4BphTXIQIcxQYWVgGR9yq4pEvq6e/XkpZeywumOXXdfJ+hTLdJ8uXyRs6JZxVdtafQrbi3M7BVHybqDCuq02PgSCfRXPs1EgdZ9f4jUyFUqTRb0aoNUrYjT4YtABHAT3inlFU+nQANW1wVcpV6R6pcXwhqVdD1IZNyp1KuymzAhVERY+zPaqYJVL3aAO95fBO4L33UoHEar25FnQTX0xme5OWNR47YrgTcHKIXVMoPr0AOuYzZ/BCwl4gxlS77idiKxQWwFEB4sfJsxhTo2GcZJPVoAXDPGW+K1wztuPxLcpUK9plTR4oDIIe8DJRV5tE8G2ncih+1tRdABJf1Gr1Otrh/xkti1Vzb886rcERpvL7zWFFwxx4l4l9mgA4vCbX7sct/irZJDIpTMQZtPVllUkPKfnZdT1iQ+CeokXQAt7s4ZU6s1qoXhwhCJ8dySbOq0hKisOdTXS8wtiKpgj9xeK6AB+o3lctDsyrU2mRn6vMkGwUkK00jytS2jT0tg8+COMIZfQvXQBbUaPYnFvh7LuCmXRUoyREJ9mk4Un6K4n39tp7x5ZKi4640AXNmXVwdv6gAVl1OsUSu2rCWErcsz5smOq4Vo8/fRNVVEL1KudWUveR9USj4kd/WierWyNn6WUTx6e7GgAG4jWHGuq3KjDbRPSjbJ5lUBM81EymV8euMfp0zQrOElnkWQnpZjZmgMSqiXpoKvJJUVtfYcHovT7dasaalLLGlFN7hvbke8mDaS3ozjoqfTYONTnpSxLkevC5jntZ29JlPSnXPDfaBRUUExzn6c6QqqmnqgyiWnOUQZ/BaiVeYr8qOIL0VFxgs/Rr36U0vMFVDGnWbGZ9EpMBhDkFhoUx4D85fo1RKs3mTIub5sZFrcJ6Db5LLmfds0yyZGuBH7E66Sq3c6my2RTKq5bIHvhOz4dM4O1mBJ6BPaSI03napFlF6fzalYR11k/I9oLMsmH6OwzHaajPgqui3kMrnC636aSSTHorGxZSXyIs7s58UVfHVjZIurFqJRa8EYaM7PSoAURSAN6Rd3VHzRCEtqKKIu1c9ydPHWNxr+3Xr+jFLx4pr1HDS6dGuGj1Sj1k2rjmUwvR2IlPkGwbQHt2bw3gAbPn+cA+f7fLmYTG2qlS24sOvRqHblNZ3tDSGmubIfaD/MgO83vOfcGz294HoAz38Ib4Ps+BKHiRYEYmpG3e6zs2c8PmGHz9ACpoNZh3RBICDlSGj2PsF5xPQAN3Za8xjcdIjC0TpfKk0RgezZ7H1z8m/QBX2/MZIviTk82ig/92zGt4c0w9g/qB2Afz/5J6AGJb9coleF6mtA/SKHT3QqLski2R5nz+d3bz7O8N/Z5N4GGzQA1KPdFE4rxZW+sFBo9Ckb5DUuF9ySvKfOe5wAB9m/tPs37DPeGgA6sutw73cGw7UttyNY8Q+VUnOeTDr/AMiJBIe3jv79mzYfee4DMNhBoANm+Kcm46lS7A4RHSn3o8U+VXpzRPhM5W3eIcnyR+8AN0+z2AA9ABg4M+14fxDwetN2p1JomgKqNbAiQTMiA2Ym8DDeHNd7z8ntmZ9mgAicqlpcIm3IFvU1qq3ZLI5FUffdddagmYb3nj2BzXjMN5gLQGZ/UDvAA+b8oRbUH3ERVZeFO4Mk2KJv6fai65C2tssaT1vJNCbTGonLiMZcjCrbaG3k0cVNogff2ohmSAWPNnW3Gkqa2HIQwDI0mro6suWykdxE2ihVOUAIPuEgFQVETwVVXKetda9CGy9DMqS77j8WGUxqTZnDAZUZsAr91GCobc154WoLbi+jZNerauSAN7tTCrDBE8+rKndIA9Ep9Tb2x2qLFAHERWY7U99EwidVVBDcn2KuffqKeSZYo1MPeZUeksEooIqUuQq7cdOqhlenv15k8wexAI4G24NKBXVUUVidPJOnTuQW8IvvROnu16n5kSgrQNA0SvuQxbEVVVR6ZsXPrXexj+vVkXuBa8OKhBvKgO8OJcqJJkq+jtGdB4wRico8phtTwm0JAgsdBwmXGIvRNRbwALzplM3rFnQPRjjmrZc9ZIOsmK4UVFsBVFRUwqblx718dGjXsGcbniVX7bfYSmzHvSJT5Cy0aFhRRVbbTKuiqgvTxVVVfWuk61pFZkMZykT4lKiUxU9Ofkm2oKQuttojzC48e1MIntphMddY1d9mVyjktrecl+hSTptQdZZJ1k3APLXagOqqKaeOP6v063PZiE5yraHjl+py3tE4UIU3KOct4/I8nNqlJdfco9bZbkK2bzMaa+phIymcJvx4pnC9EVfBNdC61W3f9OWW31efzMmNCldJKrB42y0sNfci1tW4bgNYdWiUwGnpBAKMB4tgXj7uqeKZyvr1t2MpaVKKwnu/gZN3ToUqkqPaZ07Jvqwsuq86kzGOdJckHJab73Gj3CiewCpjK469M5zrXnf07eD7SJn0LCd3VSjL8xXrcVemzSamBLAhVS3Ie0xRVyhCRYRPDH2axVXnUm1JNr5I6V21KlBOElnr1368ghoE6j3nJSDcNeekvctY8YXgUnBxnCEXRBTPiS9ETr6tVzlCpFZnl+T2ZX2dajPEaeFzysF3Z1OqdSq4U2HHNJcV4I3NiykdbdbRURN5IvgOOhe7Gffp+3oyg+0jjHw/UTua0HHs28t/DH/sf3G+2L4i0+HSPQ35LtHii5KTli644jhdBJfUOEyuMr0+nOkqtfE+2p7xf5EnQmo9hU5pCfC86vbjxXCxRI1JJyELfpcx9BcFMpkRBtc5JcIiKSLjPTouuNvL+bTb/M6Gwsa1ap2dunKS8hx8LL+sq+KZCYvKqN06oMujFjxD2EVUU8bHmldRUwvTOUVEXp9Ol6cFWeXLA4rWcqihWeGua/2Gtw8LLurFBqFPk2wtuUWK6izU5wO1KptgJbBUEVW2u5doplBHdnHXT1GMKSZqRo0rRPQ8vzHNaYcSTt+1JizaJNsZ2C0spqbDTmhE2ZbVHMDuLKAmxRRc+tc9DV3nhYa5BFTaTk0443Enw7pUCLxcuyz5jMhylOx3ZEYY8l0osd0iQvkkbRBU12425XApjKrrVuVUdvGrLn59cGVadnC5lS6eXTPQ+Tlf8zf/AB7GsaJ0I8vgO/v0xfzf/fDSfE/cDNj70+pkf8KP/mB65ePhgdHD6pZXB+Jb/wCSGkvrF8vGZntf8Lf9aDStD3sh2+8I2OJX4Dov5qf+5rZ+wZFDxyE7fv4Lb/OtV1/eltPwGV74/CDmtOn4DwumPxde/wCh/UDSdD3pdVF/X/wZUPyg/X1r0PGZlXwzF3O/Bo/Z/wBzWjHxmbL3QE1H763+Xq0RNr/sZ/75U/8AOIP9sjUZc2R6I+tLH4Gqf8C5/YuvDwxaf4Zqv8If6qaAMefCh/e6/wCsSv7E0AbL4mf+gzwu/iFv9UdADcuz95/hr/Fif3OgBH1f9/WwP9CYH6y6ANi0P94+R+YSf97QBN4FfvQ0j83P+1dAGGLQ/wDWHP8A2Mfr6AHq1+Db0/0vl/7GegAX+CZ+L96fxS7/AGroAi8IP3w6z/o25/epqyl7yPqiUPEhk+tPt1sjZ7PwT7NCA4OffE+3XqAxPVfxwrX8Yvfra6GlyRoQ5Dr4UeLX2ppO6KKvIcLX7lb/ACtZj5lD5kGpffA/TqcSRd2B+ML/APAp/Zqq492iE+SGEPn/AEL/AGaSZSZ1+Gh+B6J+Wv8AYmtbhfKQ1bdTJUj92h+SutV8xpliXmTU2ehnwr/GCR+aF+uGsjjf9uv8v0Yree7XqMP4Mf4Eb/jKqf3w65czAg40ffp35FF/253QAb8Uvxfkfk6APmox++5cH5X+9oAKKt95LQAuLm/E2sfmp6ALmH+INY/P4391H0AH9s/vGXV/HMv/AG7QA8vg2/ifXP4+P9VrQBdcE/vnEL+KoP8AsmgBt/An/eLoP5qH6gaACrhf99j/AOldU/uZGgD5dr+P9F/g1/3tYz5IcoeIIrh/A9U/NIP95p20La/JFTTvwM7/ABof901rQkIrxFhfv769u/8Aywg//kaokXw5Br/7yD81L+5HUlyIsIoP3p/+CP8AUTXoABXfv4/wif3i69RUyke8yfwC/ratQAfe343Qfzd3/wC5Q9SIMZ3Fv8fbk/0nm/7dq6IAvxC80f8ALD/DVM+oQ5nGrfipM/Jc/vtYF8a1EsrM+/Tf42T+4c10fsh4q3pH9Th/a7xU/WX/APJFc/F9z88g/wC1t6Znz/8AsI0vfQ9H8gvrf4wH+etfr66O09zM5mh419/zPN//AIyn/Csfravq+5fqR4f777mflQ+8z/zVn+/XUpeD8CyHvPuYv2fxukfxbM/VXWbxH3sPRm1a/wBlU/yX6DZ+Ct+Gj+1f7pdPW/uH9wjdf3Efv+ZoE/w7xB/hS/u2dZlx7if86jz9/H+dDOnGn8G1v87T9bXG3nil93yOj4F/cP0Y+OB371tkfxrF/sXVtpy/AF/cy9TZPEX97q6/4te/w0y+TNOfL7gfu396Sz/4Rv8AULV1H3khS491AXXBn93vfmA/qnp24/tYfeI0P7if3H//2Q==" alt=""></img></p> <h4>RELT71122: Darwinism and Jewish Thought (not running)</h4> <p>While much has been written about Christian engagement with Darwinian and other kinds of evolutionary theory, little attention has been paid to Jewish engagement. In fact, a wide variety of traditionalist and progressive Jewish religious thinkers wrote on how Judaism could and should respond to science in general and evolution in particular. And Social Darwinism, the application of a biological theory to social theory, led to highly significant developments in modern Jewish history, such as the emergence of ‘scientific’ anti-Semitism and some racial conceptions of Zionism. Thus an appreciation of the influence of evolutionary theory is vital for understanding the development of modern Jewish thought and identity. Key figures to be considered in this course include: Samson Raphael Hirsch, Isaac Meyer Wise, Mordecai Kaplan, and Hans Jonas.</p> <div class="body"> <h4><img 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" alt=""></img></h4> <h4>RELT60111: Holocaust Theology and the Problem of Evil (not running)</h4> <p>The course surveys a number of Jewish and Christian theological responses to the Holocaust. It explores the differing ways that their religious concepts, beliefs, principles and practice have been affected by the theological challenge of the Holocaust, which has undoubtedly brought about a wide-spread crisis of identity and meaning for many religious thinkers. Among other areas of interest, it considers the wider context of Jewish-Christian relations (in particular Christian anti-Judaism), the question of the uniqueness of the Holocaust, the debate surrounding the phenomenon of Jewish self-definition in terms of the Holocaust, and the future of Holocaust theology itself. In particular, it considers the implications for the theodicy and the problem of evil.</p> </div> </div> </div></div><h3 class="subheader">Supervision information</h3><div class="textblock"><p><span style="font-size: x-small;"><span style="font-size: x-large;">2024</span><strong style="font-size: 10px;"> <br /></strong></span></p> <p><strong>A History of Jewish-Muslim Relations in the UK, c 1900-1999</strong></p> <p>Author: Kanter, R., expected completion date 2024<br />Supervisor: <a href="https://www.research.manchester.ac.uk/portal/daniel.r.langton.html">Langton, D.</a> (Supervisor)</p> <p><em>UoM administered thesis: Phd</em></p> <p> </p> <p><span style="font-size: x-large;">2021</span></p> <p><strong>The Triumph of Philo-Semitism over Anti-Semitism and the Jewish-Christian Encounter in England, 1620-1656</strong></p> <p>Author: Rabone, L., expected completion date 2021<br />Supervisor: <a href="https://www.research.manchester.ac.uk/portal/daniel.r.langton.html">Langton, D.</a> (Supervisor)</p> <p><em>UoM administered thesis: Phd</em></p> <p><em><em> </em></em></p> <p><span style="font-size: x-large;">2013</span></p> <p><strong>A History of Denial: The Romanian Orthodox Church and the Holocaust, 1938-Present</strong></p> <p>Author: Popa, I., 2013<br />Supervisor: <a href="https://www.research.manchester.ac.uk/portal/jean-marc.dreyfus.html">Dreyfus, J.</a> (Supervisor) & <a href="https://www.research.manchester.ac.uk/portal/daniel.r.langton.html">Langton, D.</a> (Supervisor)</p> <p><em>UoM administered thesis: Phd</em></p> <p> </p> <p><span style="font-size: x-large;">2011</span></p> <p><strong>Hugh Schonfield: A Case Study of Complex Jewish Identities (MPhil)</strong></p> <p>Author: Power, O., 2011<br />Supervisor: <a href="https://www.research.manchester.ac.uk/portal/daniel.r.langton.html">Langton, D.</a></p> <p><em>UoM administered thesis: Master's Thesis</em></p> <p> </p> <p><span style="font-size: x-large;">2009</span></p> <p><strong>Antitheodicy, Atheodicy and Jewish Mysticism in Holocaust Theology</strong></p> <p>Author: Garner, D., Oct 2009<br />Supervisor: <a href="https://www.research.manchester.ac.uk/portal/daniel.r.langton.html">Langton, D.</a></p> <p><em>UoM administered thesis: Phd</em></p> <p> </p> <p><span style="font-size: x-large;">2005</span></p> <p><strong>The Life of Ruth Schneier, Refugee to Manchester (MPhil)</strong></p> <p>Author: Edwards, V., 2005<br />Supervisor: <a href="https://www.research.manchester.ac.uk/portal/daniel.r.langton.html">Langton, D.</a> (Supervisor) & Williams, W. (Supervisor)</p> <p><em>UoM administered thesis: Master's Thesis</em></p> <p> </p> <p><span style="font-size: x-large;">Open Access Theses</span></p></div></div> <div class="sdg-content-wrap "> <h3 class="subheader">Expertise related to UN Sustainable Development Goals</h3> <p class="sdg-text">In 2015, UN member states agreed to 17 global <a href="https://www.un.org/sustainabledevelopment/sustainable-development-goals/" target="_blank">Sustainable Development Goals (SDGs)</a> to end poverty, protect the planet and ensure prosperity for all. This person’s work contributes towards the following SDG(s):</p> <ul class="sdgs-content"> <li> <img alt="SDG 4 - Quality Education" title="SDG 4 - Quality Education" class="quality_education" src="/assets/sdg_icons/quality_education-b37c6b2dd2b60bc918ec5feef320cb1d.svg"/> </li> </ul> </div> </div> <div class="half"> <div class="rendering rendering_keywordable rendering_expertkeywordgroupsportal rendering_keywordable_expertkeywordgroupsportal"><div class="keyword-group"><h3 class="subheader">Areas of expertise</h3><ul class="relations keywords"><li><span>BM Judaism</span></li><li class="userdefined-keyword"><span>Jewish History</span></li><li class="userdefined-keyword"><span>History of Jewish-Christian relations</span></li><li class="userdefined-keyword"><span>History of Reform Judaism</span></li><li><span>D204 Modern History</span></li><li class="userdefined-keyword"><span>Anglo-Jewish history</span></li><li class="userdefined-keyword"><span>History of science</span></li><li class="userdefined-keyword"><span>History of atheism</span></li></ul></div><div class="keyword-group"><h3 class="subheader">Research Beacons, Institutes and Platforms</h3><ul class="relations keywords"><li><span>Creative Manchester</span></li></ul></div></div> </div> </div> </div> </section> <section class="page-section content-relation-section person-fingerprint" aria-labelledby="fingerprint-title"> <div class="container"> <div class="header has-similar-profiles"> <div class="title"> <h2 class="section-title" id="fingerprint-title"> <i class="icon icon-fingerprint" aria-hidden="true"></i> <span class="title">Fingerprint</span> </h2> <div dir="ltr" class="sub-title"> Dive into the research topics where Daniel Langton is active. These topic labels come from the works of this person. Together they form a unique fingerprint. </div> </div> <div class="content-statistics"> <ul class="content-statistics"> <li> <a class="portal_link count increment-counter" aria-label="Similar Profiles" href="/en/persons/daniel.langton/similar/"><span> 6 </span></a> <span class="label">Similar Profiles</span> </li> </ul> </div> </div> <div class="person-top-concepts"> <ul role="menubar"> <li class="concept-badge-large-container dropdown-overflow" role="none"> <button tabindex="0" class="concept-badge-large dropdown-toggle" type="button" role="menuitem" aria-haspopup="true" aria-expanded="false" aria-controls="698d58f3-2971-41fa-848b-8e26995d4789" data-concept-uuid="698d58f3-2971-41fa-848b-8e26995d4789" data-rank-size="32" data-rank-thickness="8" data-rank-value="1.0" data-summary="true" data-summary-url="/en/concepts/summary/"> <span class="concept-wrapper" title="100%"> <span class="rank"></span> <span class="concept">Judaism</span> <span class="thesauri">Social Sciences</span> <span class="value sr-only">100%</span> </span> </button> <div class="dropdown-container"></div> </li> <li class="concept-badge-large-container dropdown-overflow" role="none"> <button tabindex="0" class="concept-badge-large dropdown-toggle" type="button" role="menuitem" aria-haspopup="true" aria-expanded="false" aria-controls="571aa653-a983-470d-99cb-b5b5d34eef79" data-concept-uuid="571aa653-a983-470d-99cb-b5b5d34eef79" data-rank-size="32" data-rank-thickness="8" data-rank-value="0.391006096089939" data-summary="true" data-summary-url="/en/concepts/summary/"> <span class="concept-wrapper" title="39%"> <span class="rank"></span> <span class="concept">Jews</span> <span class="thesauri">Social Sciences</span> <span class="value sr-only">39%</span> </span> </button> <div class="dropdown-container"></div> </li> <li class="concept-badge-large-container dropdown-overflow" role="none"> <button tabindex="0" class="concept-badge-large dropdown-toggle" type="button" role="menuitem" aria-haspopup="true" aria-expanded="false" aria-controls="898d00fd-2117-46e9-b3ad-0720472b1e4d" data-concept-uuid="898d00fd-2117-46e9-b3ad-0720472b1e4d" data-rank-size="32" data-rank-thickness="8" data-rank-value="0.2932142870678572" data-summary="true" data-summary-url="/en/concepts/summary/"> <span class="concept-wrapper" title="29%"> <span class="rank"></span> <span class="concept">Engage-ment</span> <span class="thesauri">Arts and Humanities</span> <span class="value sr-only">29%</span> </span> </button> <div class="dropdown-container"></div> </li> <li class="concept-badge-large-container dropdown-overflow" role="none"> <button tabindex="0" class="concept-badge-large dropdown-toggle" type="button" role="menuitem" aria-haspopup="true" aria-expanded="false" aria-controls="04f1dc4e-d2f7-4101-8bb7-c677138fe6ad" data-concept-uuid="04f1dc4e-d2f7-4101-8bb7-c677138fe6ad" data-rank-size="32" data-rank-thickness="8" data-rank-value="0.24308942756910573" data-summary="true" data-summary-url="/en/concepts/summary/"> <span class="concept-wrapper" title="24%"> <span class="rank"></span> <span class="concept">Evolutionary Theory</span> <span class="thesauri">Social Sciences</span> <span class="value sr-only">24%</span> </span> </button> <div class="dropdown-container"></div> </li> <li class="concept-badge-large-container dropdown-overflow" role="none"> <button tabindex="0" class="concept-badge-large dropdown-toggle" type="button" role="menuitem" aria-haspopup="true" aria-expanded="false" aria-controls="7d35be36-b175-4950-96c4-b8cf22f750f7" data-concept-uuid="7d35be36-b175-4950-96c4-b8cf22f750f7" data-rank-size="32" data-rank-thickness="8" data-rank-value="0.22499999775000004" data-summary="true" data-summary-url="/en/concepts/summary/"> <span class="concept-wrapper" title="22%"> <span class="rank"></span> <span class="concept">Panentheism</span> <span class="thesauri">Arts and Humanities</span> <span class="value sr-only">22%</span> </span> </button> <div 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aria-controls="7195b682-3b81-49c2-a861-f8b132c0bb95" data-concept-uuid="7195b682-3b81-49c2-a861-f8b132c0bb95" data-rank-size="32" data-rank-thickness="8" data-rank-value="0.20285713797142865" data-summary="true" data-summary-url="/en/concepts/summary/"> <span class="concept-wrapper" title="20%"> <span class="rank"></span> <span class="concept">Darwinism</span> <span class="thesauri">Arts and Humanities</span> <span class="value sr-only">20%</span> </span> </button> <div class="dropdown-container"></div> </li> <li class="concept-badge-large-container dropdown-overflow" role="none"> <button tabindex="0" class="concept-badge-large dropdown-toggle" type="button" role="menuitem" aria-haspopup="true" aria-expanded="false" aria-controls="81429280-93e3-49c0-ab90-1fc9409c0a3a" data-concept-uuid="81429280-93e3-49c0-ab90-1fc9409c0a3a" data-rank-size="32" data-rank-thickness="8" data-rank-value="0.19999999800000004" data-summary="true" data-summary-url="/en/concepts/summary/"> <span class="concept-wrapper" title="19%"> <span class="rank"></span> <span class="concept">Jewish tradition</span> <span class="thesauri">Arts and Humanities</span> <span class="value sr-only">19%</span> </span> </button> <div class="dropdown-container"></div> </li> </ul> </div> <div class="footer"> <div class="view-all align-center"> <a class="portal_link btn-primary btn-large" href="/en/persons/daniel.langton/fingerprints/"><span> View full fingerprint <i class="icon icon-right-open-mini" aria-hidden="true"></i> </span></a> </div> </div> </div> </section> <section class="page-section content-relation-section person-network" aria-labelledby="networkmap-title"> <div class="container"> <div class="header"> <h2 class="section-title" id="networkmap-title"> <i class="icon icon-network-menu" aria-hidden="true"></i> <span class="title">Collaborations and top research areas from the last five years</span> </h2> <div class="sub-title"> Recent external collaboration on country/territory level. Dive into details by clicking on the dots or <button id="showCountries">Select a country/territory from the list</button><br/> </div> </div> <div style="display: none;" role="dialog" id="countryList" aria-modal="true" aria-labelledby="modal-heading" aria-describedby="modal-description"> <div class="header"> <h1 class="title"> <span class="title">Dive into details</span> </h1> <p> Select a country/territory to view shared publications and projects </p> </div> <button class="close-filter map"> Close </button> </div> <div style="display: none;" id="filter-popup-bgoverlay"></div> <div id="network-map-container" aria-hidden="true" class="world-map-container" data-url="/en/persons/daniel.langton/network-map-json/" data-node-url="/en/persons/daniel.langton/network-map-json-country/" data-popup-url="/en/persons/da46cd2d-7873-4086-90ce-5e7743e95cde/network-map-json-collaborations/" data-unknown-country="Unknown country/territory" data-appear-top-offset="-250"> <button aria-hidden="true" class="toggle-responsive-map"> <span>Select a country/territory from the list</span> </button> <div class="world-map"></div> </div> <ul id="network-map-concepts" style="display:none;" role="menubar"></ul> <script> $(function () { $("#network-map-container").networkMap({ createConcepts: false, limitCollaborationMapToUs: false, filterCollaborationMapData: "All" }); }); </script> <div class="footer"> <div class="view-all align-center"> <a class="portal_link btn-primary btn-large" href="/en/persons/daniel.langton/network/"><span> Explore network further <i class="icon icon-right-open-mini" aria-hidden="true"></i> </span></a> </div> </div> </div> </section> <section aria-label="Related content section"> <div class="page-section content-relation-section person-publications"> <div class="container"> <div class="header"> <h2 class="section-title" id="related-publications-title"> <i class="icon icon-publications" aria-hidden="true"></i> <span class="title"> Research output </span> </h2> <div class="content-trends"> <ul class="content-statistics"> <li class=""> <a class="portal_link count increment-counter" aria-label=" 30 Article" href="/en/persons/daniel.langton/publications/?type=%2Fdk%2Fatira%2Fpure%2Fresearchoutput%2Fresearchoutputtypes%2Fcontributiontojournal%2Farticle&type=%2Fdk%2Fatira%2Fpure%2Fresearchoutput%2Fresearchoutputtypes%2Fcontributiontoperiodical%2Farticle"><span> 30 </span></a> <span class="label">Article</span> </li> <li class=""> <a class="portal_link count increment-counter" aria-label=" 10 Entry for encyclopedia/dictionary" href="/en/persons/daniel.langton/publications/?type=%2Fdk%2Fatira%2Fpure%2Fresearchoutput%2Fresearchoutputtypes%2Fcontributiontobookanthology%2Fentry"><span> 10 </span></a> <span class="label">Entry for encyclopedia/dictionary</span> </li> <li class=""> <a class="portal_link count increment-counter" aria-label=" 8 Chapter" href="/en/persons/daniel.langton/publications/?type=%2Fdk%2Fatira%2Fpure%2Fresearchoutput%2Fresearchoutputtypes%2Fcontributiontobookanthology%2Fchapter"><span> 8 </span></a> <span class="label">Chapter</span> </li> <li class=""> <a class="portal_link count increment-counter" aria-label=" 6 Book" href="/en/persons/daniel.langton/publications/?type=%2Fdk%2Fatira%2Fpure%2Fresearchoutput%2Fresearchoutputtypes%2Fbookanthology%2Fbook"><span> 6 </span></a> <span class="label">Book</span> </li> <li class="dropdown"> <button class="count increment-counter" data-toggle="dropdown"> 12 </button> <span class="label">More</span> <div class="dropdown-container"> <ul class="dropdown-menu"> <li class=""> <a class="portal_link" aria-label="4 Special issue" href="/en/persons/daniel.langton/publications/?type=%2Fdk%2Fatira%2Fpure%2Fresearchoutput%2Fresearchoutputtypes%2Fcontributiontojournal%2Fspecial"><span> <strong>4</strong> Special issue </span></a> </li> <li class=""> <a class="portal_link" aria-label="3 Anthology" href="/en/persons/daniel.langton/publications/?type=%2Fdk%2Fatira%2Fpure%2Fresearchoutput%2Fresearchoutputtypes%2Fbookanthology%2Fanthology"><span> <strong>3</strong> Anthology </span></a> </li> <li class=""> <a class="portal_link" aria-label="1 Commissioned report" href="/en/persons/daniel.langton/publications/?type=%2Fdk%2Fatira%2Fpure%2Fresearchoutput%2Fresearchoutputtypes%2Fbookanthology%2Fcommissioned"><span> <strong>1</strong> Commissioned report </span></a> </li> <li class=""> <a class="portal_link" aria-label="1 Scholarly edition" href="/en/persons/daniel.langton/publications/?type=%2Fdk%2Fatira%2Fpure%2Fresearchoutput%2Fresearchoutputtypes%2Fbookanthology%2Fscholarly"><span> <strong>1</strong> Scholarly edition </span></a> </li> <li class=""> <a class="portal_link" aria-label="1 Exhibition" href="/en/persons/daniel.langton/publications/?type=%2Fdk%2Fatira%2Fpure%2Fresearchoutput%2Fresearchoutputtypes%2Fnontextual%2Fexhibition"><span> <strong>1</strong> Exhibition </span></a> </li> <li class=""> <a class="portal_link" aria-label="1 Web publication/site" href="/en/persons/daniel.langton/publications/?type=%2Fdk%2Fatira%2Fpure%2Fresearchoutput%2Fresearchoutputtypes%2Fnontextual%2Fweb"><span> <strong>1</strong> Web publication/site </span></a> </li> <li class=""> <a class="portal_link" aria-label="1 Other contribution" href="/en/persons/daniel.langton/publications/?type=%2Fdk%2Fatira%2Fpure%2Fresearchoutput%2Fresearchoutputtypes%2Fothercontribution%2Fother"><span> <strong>1</strong> Other contribution </span></a> </li> </ul> </div> </li> </ul> <script> $("ul.content-statistics li.index").last().addClass("separator"); </script> <div class="flex-break"></div> <div class="chart-container" id="chart-content-publication-by-year" style="display: none;" aria-hidden="true" tabindex="-1"> <p class="legend">Research output per year</p> <div class="chart-wrapper"> <canvas></canvas> </div> <p class="legend">Research output per year</p> </div> <table id="publication-container-table" class="sr-only" aria-hidden="true"></table> <script> $("#chart-content-publication-by-year").contentChart({ toggle: "button[rel='toggle-publication-chart']", title: "Research output per year", labels: [1998, 1999, 2000, 2001, 2002, 2003, 2004, 2005, 2006, 2007, 2008, 2009, 2010, 2011, 2012, 2013, 2014, 2015, 2016, 2017, 2018, 2019, 2020, 2021, 2022, 2023, 2024], values: [1, 1, 1, 0, 1, 0, 1, 4, 1, 2, 5, 2, 3, 10, 3, 5, 4, 2, 2, 3, 1, 1, 0, 2, 2, 5, 4], tableContainer: $('#publication-container-table'), }); </script> </div> </div> <div class="relation-list relation-list-publications"> <ul class="list-results"> <li class="list-result-item"> <div class="result-container"> <div class="rendering rendering_researchoutput rendering_researchoutput_portal-short rendering_bookanthology rendering_portal-short rendering_bookanthology_portal-short"><h3 class="title"><a rel="BookAnthology" href="https://research.manchester.ac.uk/en/publications/reform-judaism-and-darwin-how-engaging-with-evolutionary-theory-s" class="link"><span>Reform Judaism and Darwin: How Engaging with Evolutionary Theory shaped American Jewish Religion</span></a></h3><a rel="Person" href="https://research.manchester.ac.uk/en/persons/daniel.langton" class="link person"><span>Langton, D.</span></a>, <span class="date">22 Jul 2019</span>, Berlin: <a rel="Publisher" href="#" class="link"><span>de Gruyter, Walter GmbH & Co</span></a>. <span class="numberofpages">138 p.</span> (Studia Judaica)<p class="type"><span class="type_family">Research output<span class="type_family_sep">: </span></span><span class="type_classification_parent">Book/Report<span class="type_parent_sep"> › </span></span><span class="type_classification">Book</span><span class="type_classification"><span class="type_parent_sep"> › </span>peer-review</span></p></div> <ul class="content-concept-list" role="menubar"> <li class="concept-badge-small-container dropdown-overflow" role="none"> <button tabindex="-1" class="concept-badge-small tooltipped tooltipped-multiline tooltipped-e dropdown-toggle" role="menuitem" aria-expanded="false" aria-haspopup="true" data-concept-uuid="0b46e5da-0c1c-4199-8258-6365cbb2ddff" data-rank-value="1.0" data-summary-url="/en/concepts/summary/"> <span class="concept-wrapper"> <span class="rank"></span> <span class="concept">Judaism</span> <span class="value sr-only">100%</span> </span> </button> <div class="dropdown-container"></div> </li> <li class="concept-badge-small-container dropdown-overflow" role="none"> <button tabindex="-1" class="concept-badge-small tooltipped tooltipped-multiline tooltipped-e dropdown-toggle" role="menuitem" aria-expanded="false" aria-haspopup="true" data-concept-uuid="44cd2618-2069-412f-b2e9-46b98c43048a" data-rank-value="1.0" data-summary-url="/en/concepts/summary/"> <span class="concept-wrapper"> <span class="rank"></span> <span class="concept">Reform Judaism</span> <span class="value sr-only">100%</span> </span> </button> <div class="dropdown-container"></div> </li> <li class="concept-badge-small-container dropdown-overflow" role="none"> <button tabindex="-1" class="concept-badge-small tooltipped tooltipped-multiline tooltipped-e dropdown-toggle" role="menuitem" aria-expanded="false" aria-haspopup="true" data-concept-uuid="04f1dc4e-d2f7-4101-8bb7-c677138fe6ad" data-rank-value="1.0" data-summary-url="/en/concepts/summary/"> <span class="concept-wrapper"> <span class="rank"></span> <span class="concept">Evolutionary Theory</span> <span class="value sr-only">100%</span> </span> </button> <div class="dropdown-container"></div> </li> <li class="concept-badge-small-container dropdown-overflow" role="none"> <button tabindex="-1" class="concept-badge-small tooltipped tooltipped-multiline tooltipped-e dropdown-toggle" role="menuitem" aria-expanded="false" aria-haspopup="true" data-concept-uuid="19a26ea1-2372-4fca-8d47-903b7bdc4bb1" data-rank-value="1.0" data-summary-url="/en/concepts/summary/"> <span class="concept-wrapper"> <span class="rank"></span> <span class="concept">Evolution</span> <span class="value sr-only">100%</span> </span> </button> <div class="dropdown-container"></div> </li> <li class="concept-badge-small-container dropdown-overflow" role="none"> <button tabindex="-1" class="concept-badge-small tooltipped tooltipped-multiline tooltipped-e dropdown-toggle" role="menuitem" aria-expanded="false" aria-haspopup="true" data-concept-uuid="bb78c71b-8d7e-4ae9-89c1-daa9ae8fb9f0" data-rank-value="1.0" data-summary-url="/en/concepts/summary/"> <span class="concept-wrapper"> <span class="rank"></span> <span class="concept">Americans</span> <span class="value sr-only">100%</span> </span> </button> <div class="dropdown-container"></div> </li> </ul> </div> <div class="publication-metrics" aria-label="Publication metrics section"> <div class="metrics-container"> <div class="metrics-wrap metrics-top one"> <div class="metric metrics-downloads"> <span class="count tooltipped tooltipped-n" aria-label="Total downloads for this work">6</span> <span class="label">Downloads (Pure)</span> </div> </div> <div class="metrics-wrap metrics-bottom one"> <div class="metric metric-altmetric"> <div data-badge-popover="top" data-badge-type="donut" data-uri="https://research.manchester.ac.uk/en/persons/action--reform-judaism-and-darwin-how-engaging-with-evolutionary-theory-s/" data-hide-no-mentions="true" data-link-target='_blank' class="altmetric-embed"></div> </div> </div> </div> </div> </li> <li class="list-result-item"> <div class="result-container"> <div class="rendering rendering_researchoutput rendering_researchoutput_portal-short rendering_bookanthology rendering_portal-short rendering_bookanthology_portal-short"><h3 class="title"><a rel="BookAnthology" href="https://research.manchester.ac.uk/en/publications/the-apostle-paul-in-the-jewish-imagination-a-study-in-modern-jewi" class="link"><span>The Apostle Paul in the Jewish Imagination: A Study in Modern Jewish-Christian Relations</span></a></h3><a rel="Person" href="https://research.manchester.ac.uk/en/persons/daniel.langton" class="link person"><span>Langton, D.</span></a>, <span class="date">2010</span>, New York: <a rel="Publisher" href="#" class="link"><span>Cambridge University Press</span></a>.<p class="type"><span class="type_family">Research output<span class="type_family_sep">: </span></span><span class="type_classification_parent">Book/Report<span class="type_parent_sep"> › </span></span><span class="type_classification">Book</span><span class="type_classification"><span class="type_parent_sep"> › </span>peer-review</span></p></div> <ul class="content-concept-list" role="menubar"> <li class="concept-badge-small-container dropdown-overflow" role="none"> <button tabindex="-1" class="concept-badge-small tooltipped tooltipped-multiline tooltipped-e dropdown-toggle" role="menuitem" aria-expanded="false" aria-haspopup="true" data-concept-uuid="698d58f3-2971-41fa-848b-8e26995d4789" data-rank-value="1.0" data-summary-url="/en/concepts/summary/"> <span class="concept-wrapper"> <span class="rank"></span> <span class="concept">Judaism</span> <span class="value sr-only">100%</span> </span> </button> <div class="dropdown-container"></div> </li> <li class="concept-badge-small-container dropdown-overflow" role="none"> <button tabindex="-1" class="concept-badge-small tooltipped tooltipped-multiline tooltipped-e dropdown-toggle" role="menuitem" aria-expanded="false" aria-haspopup="true" data-concept-uuid="27be1d8c-aed2-46ea-9bcc-7ed59ad754b8" data-rank-value="0.1875" data-summary-url="/en/concepts/summary/"> <span class="concept-wrapper"> <span class="rank"></span> <span class="concept">Tuition Fee</span> <span class="value sr-only">18%</span> </span> </button> <div 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data-badge-type="donut" data-uri="https://research.manchester.ac.uk/en/persons/action--the-apostle-paul-in-the-jewish-imagination-a-study-in-modern-jewi/" data-hide-no-mentions="true" data-link-target='_blank' class="altmetric-embed"></div> </div> </div> </div> </div> </li> <li class="list-result-item"> <div class="result-container"> <div class="rendering rendering_researchoutput rendering_researchoutput_portal-short rendering_bookanthology rendering_portal-short rendering_bookanthology_portal-short"><h3 class="title"><a rel="BookAnthology" href="https://research.manchester.ac.uk/en/publications/claude-montefiore-his-life-and-thought" class="link"><span>Claude Montefiore: His Life and Thought</span></a></h3><a rel="Person" href="https://research.manchester.ac.uk/en/persons/daniel.langton" class="link person"><span>Langton, D.</span></a>, <span class="date">2002</span>, London: <a rel="Publisher" href="#" class="link"><span>Vallentine Mitchell</span></a>. 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(Editor), <span class="date">2011</span>, London: <a rel="Publisher" href="#" class="link"><span>Bloomsbury Publishing PLC</span></a>. (Writing History Series)<p class="type"><span class="type_family">Research output<span class="type_family_sep">: </span></span><span class="type_classification_parent">Book/Report<span class="type_parent_sep"> › </span></span><span class="type_classification">Anthology</span><span class="type_classification"><span class="type_parent_sep"> › </span>peer-review</span></p></div> </div> <div class="publication-metrics" aria-label="Publication metrics section"> <div class="metrics-container"> <div class="metrics-wrap metrics-bottom one"> <div class="metric metric-altmetric"> <div data-badge-popover="top" data-badge-type="donut" data-uri="https://research.manchester.ac.uk/en/persons/action--writing-the-holocaust/" data-hide-no-mentions="true" data-link-target='_blank' class="altmetric-embed"></div> </div> </div> </div> </div> </li> <li class="list-result-item"> <div class="result-container"> <div class="rendering rendering_researchoutput rendering_researchoutput_portal-short rendering_contributiontojournal rendering_portal-short rendering_contributiontojournal_portal-short"><h3 class="title"><a rel="ContributionToJournal" href="https://research.manchester.ac.uk/en/publications/melilah-manchester-journal-of-jewish-studies-volume-12-atheism-sc" class="link"><span>Melilah: Manchester Journal of Jewish Studies, volume 12: Atheism, Scepticism and Challenges to Monotheism</span></a></h3><a rel="Person" href="https://research.manchester.ac.uk/en/persons/daniel.langton" class="link person"><span>Langton, D.</span></a> (Editor), <span class="date">2015</span>, <span class="journal">In: <a rel="Journal" href="#" class="link"><span>Melilah: Manchester Journal of Jewish Studies.</span></a></span> <span class="volume">12</span><p class="type"><span class="type_family">Research output<span class="type_family_sep">: </span></span><span class="type_classification_parent">Contribution to journal<span class="type_parent_sep"> › </span></span><span class="type_classification">Special issue</span><span class="type_classification"><span class="type_parent_sep"> › </span>peer-review</span></p></div> <div class="rendering rendering_researchoutput rendering_researchoutput_publicationattacheddocumentsportalrenderer rendering_contributiontojournal rendering_publicationattacheddocumentsportalrenderer rendering_contributiontojournal_publicationattacheddocumentsportalrenderer"><div class="open-access">Open Access</div><div class="files">File</div></div> </div> <div class="publication-metrics" aria-label="Publication metrics section"> <div class="metrics-container"> <div class="metrics-wrap metrics-top one"> <div class="metric metrics-downloads"> <span class="count tooltipped tooltipped-n" aria-label="Total downloads for this work">1153</span> <span class="label">Downloads (Pure)</span> </div> </div> <div class="metrics-wrap metrics-bottom one"> <div class="metric metric-altmetric"> <div data-badge-popover="top" data-badge-type="donut" data-uri="https://research.manchester.ac.uk/en/persons/action--melilah-manchester-journal-of-jewish-studies-volume-12-atheism-sc/" data-hide-no-mentions="true" data-link-target='_blank' class="altmetric-embed"></div> </div> </div> </div> </div> </li> </ul> </div> <div class="footer"> <div class="view-all"> <a class="portal_link btn-primary btn-large" href="/en/persons/daniel.langton/publications/"><span> View all 66 research outputs <i class="icon icon-right-open-mini" aria-hidden="true"></i> </span></a> </div> </div> </div> </div> <div class="page-section content-relation-section person-projects"> <div class="container"> <div class="header"> <h2 class="section-title" id="related-projects-title"> <i class="icon icon-projects" aria-hidden="true"></i> <span class="title"> Projects </span> </h2> <div class="content-trends"> <ul class="content-statistics"> <li class=""> <a class="portal_link count increment-counter" aria-label="9 Finished" 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rendering_short rendering_upmproject_short"><h3 class="title"><a rel="UPMProject" href="https://research.manchester.ac.uk/en/projects/nature-between-science-and-religion-jewish-culture-and-the-natura" class="link"><span>Nature between Science and Religion: Jewish Culture and the Natural World.</span></a></h3><p><a rel="Person" href="https://research.manchester.ac.uk/en/persons/daniel.langton" class="link person"><span>Langton, D.</span></a> (PI)</p><p class="period"><span class="date">5/09/17</span> → <span class="date">17/12/17</span></p><p class="type"><span class="type_family">Project<span class="type_family_sep">: </span></span><span class="type_classification">Research</span></p></div> <ul class="content-concept-list" role="menubar"> <li class="concept-badge-small-container dropdown-overflow" role="none"> <button tabindex="-1" class="concept-badge-small tooltipped tooltipped-multiline tooltipped-e dropdown-toggle" role="menuitem" aria-expanded="false" aria-haspopup="true" data-concept-uuid="2e75da40-1608-4d1e-8e6f-24e87f169031" data-rank-value="1.0" data-summary-url="/en/concepts/summary/"> <span class="concept-wrapper"> <span class="rank"></span> <span class="concept">Research Project</span> <span class="value sr-only">100%</span> </span> </button> <div class="dropdown-container"></div> </li> <li class="concept-badge-small-container dropdown-overflow" role="none"> <button tabindex="-1" class="concept-badge-small tooltipped tooltipped-multiline tooltipped-e dropdown-toggle" role="menuitem" aria-expanded="false" aria-haspopup="true" data-concept-uuid="698d58f3-2971-41fa-848b-8e26995d4789" data-rank-value="1.0" data-summary-url="/en/concepts/summary/"> <span class="concept-wrapper"> <span class="rank"></span> <span class="concept">Judaism</span> <span class="value sr-only">100%</span> </span> </button> <div class="dropdown-container"></div> </li> </ul> </div> </li> <li class="list-result-item"> <div class="result-container"> <div class="rendering rendering_upmproject rendering_short rendering_upmproject_short"><h3 class="title"><a rel="UPMProject" href="https://research.manchester.ac.uk/en/projects/the-doubting-jew-atheism-jewish-thought-and-interfaith-relations" class="link"><span>The Doubting Jew: Atheism, Jewish Thought and Interfaith Relations</span></a></h3><p><a rel="Person" href="https://research.manchester.ac.uk/en/persons/daniel.langton" class="link person"><span>Langton, D.</span></a> (PI)</p><p class="period"><span class="date">1/02/16</span> → <span class="date">31/07/17</span></p><p class="type"><span class="type_family">Project<span class="type_family_sep">: </span></span><span class="type_classification">Research</span></p></div> <ul class="content-concept-list" role="menubar"> <li class="concept-badge-small-container dropdown-overflow" role="none"> <button tabindex="-1" class="concept-badge-small tooltipped tooltipped-multiline tooltipped-e dropdown-toggle" role="menuitem" aria-expanded="false" aria-haspopup="true" data-concept-uuid="698d58f3-2971-41fa-848b-8e26995d4789" data-rank-value="1.0" data-summary-url="/en/concepts/summary/"> <span class="concept-wrapper"> <span class="rank"></span> <span class="concept">Judaism</span> <span class="value sr-only">100%</span> </span> </button> <div class="dropdown-container"></div> </li> <li class="concept-badge-small-container dropdown-overflow" role="none"> <button tabindex="-1" class="concept-badge-small tooltipped tooltipped-multiline tooltipped-e dropdown-toggle" role="menuitem" aria-expanded="false" aria-haspopup="true" data-concept-uuid="e577b8eb-04ff-46f5-9615-b49a10eb82a4" data-rank-value="0.7499999906250001" data-summary-url="/en/concepts/summary/"> <span class="concept-wrapper"> <span class="rank"></span> <span class="concept">Nineteenth Century</span> <span class="value sr-only">74%</span> </span> </button> <div class="dropdown-container"></div> </li> <li class="concept-badge-small-container dropdown-overflow" role="none"> 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class="link"><span>Darwin's Jews: Evolutionary theory, Jewish thought and interfaith relationships</span></a></h3><p><a rel="Person" href="https://research.manchester.ac.uk/en/persons/daniel.langton" class="link person"><span>Langton, D.</span></a> (PI)</p><p class="period"><span class="date">1/10/13</span> → <span class="date">30/09/15</span></p><p class="type"><span class="type_family">Project<span class="type_family_sep">: </span></span><span class="type_classification">Research</span></p></div> <ul class="content-concept-list" role="menubar"> <li class="concept-badge-small-container dropdown-overflow" role="none"> <button tabindex="-1" class="concept-badge-small tooltipped tooltipped-multiline tooltipped-e dropdown-toggle" role="menuitem" aria-expanded="false" aria-haspopup="true" data-concept-uuid="04f1dc4e-d2f7-4101-8bb7-c677138fe6ad" data-rank-value="1.0" data-summary-url="/en/concepts/summary/"> <span class="concept-wrapper"> <span class="rank"></span> <span class="concept">Evolutionary Theory</span> <span class="value sr-only">100%</span> </span> </button> <div class="dropdown-container"></div> </li> </ul> </div> </li> <li class="list-result-item"> <div class="result-container"> <div class="rendering rendering_upmproject rendering_short rendering_upmproject_short"><h3 class="title"><a rel="UPMProject" href="https://research.manchester.ac.uk/en/projects/one-step-further-on-your-jewish-journey-an-oral-history-of-limmud" class="link"><span>One Step Further on your Jewish Journey: An Oral History of Limmud</span></a></h3><p><a rel="Person" href="https://research.manchester.ac.uk/en/persons/daniel.langton" class="link person"><span>Langton, D.</span></a> (PI)</p><p class="period"><span class="date">1/09/20</span> → <span class="date">31/08/22</span></p><p class="type"><span class="type_family">Project<span class="type_family_sep">: </span></span><span class="type_classification">Research</span></p></div> <ul class="content-concept-list" role="menubar"> <li class="concept-badge-small-container dropdown-overflow" role="none"> <button tabindex="-1" class="concept-badge-small tooltipped tooltipped-multiline tooltipped-e dropdown-toggle" role="menuitem" aria-expanded="false" aria-haspopup="true" data-concept-uuid="0b46e5da-0c1c-4199-8258-6365cbb2ddff" data-rank-value="1.0" data-summary-url="/en/concepts/summary/"> <span class="concept-wrapper"> <span class="rank"></span> <span class="concept">Judaism</span> <span class="value sr-only">100%</span> </span> </button> <div class="dropdown-container"></div> </li> <li class="concept-badge-small-container dropdown-overflow" role="none"> <button tabindex="-1" class="concept-badge-small tooltipped tooltipped-multiline tooltipped-e dropdown-toggle" role="menuitem" aria-expanded="false" aria-haspopup="true" data-concept-uuid="4f52128f-e409-4c8b-9c87-e12ed8282c17" data-rank-value="1.0" data-summary-url="/en/concepts/summary/"> <span class="concept-wrapper"> <span class="rank"></span> <span class="concept">Oral History</span> <span class="value sr-only">100%</span> </span> </button> <div class="dropdown-container"></div> </li> </ul> </div> </li> <li class="list-result-item"> <div class="result-container"> <div class="rendering rendering_upmproject rendering_short rendering_upmproject_short"><h3 class="title"><a rel="UPMProject" href="https://research.manchester.ac.uk/en/projects/european-regional-jewish-studies-hub-in-the-north-of-the-british-" class="link"><span>European Regional Jewish Studies Hub in the North of the British Isles - Manchester</span></a></h3><p><a rel="Person" href="https://research.manchester.ac.uk/en/persons/alexander.samely" class="link person"><span>Samely, A.</span></a> (PI) & <a rel="Person" href="https://research.manchester.ac.uk/en/persons/daniel.langton" class="link person"><span>Langton, D.</span></a> (CoI)</p><p class="period"><span class="date">1/09/18</span> → <span class="date">31/08/22</span></p><p class="type"><span class="type_family">Project<span class="type_family_sep">: </span></span><span class="type_classification">Research</span></p></div> <ul class="content-concept-list" role="menubar"> <li class="concept-badge-small-container dropdown-overflow" role="none"> <button tabindex="-1" class="concept-badge-small tooltipped tooltipped-multiline tooltipped-e dropdown-toggle" role="menuitem" aria-expanded="false" aria-haspopup="true" data-concept-uuid="e6bb32db-3d22-40c6-b415-49c38a25a0b9" data-rank-value="1.0" data-summary-url="/en/concepts/summary/"> <span class="concept-wrapper"> <span class="rank"></span> <span class="concept">British Isles</span> <span class="value sr-only">100%</span> </span> </button> <div class="dropdown-container"></div> </li> <li class="concept-badge-small-container dropdown-overflow" role="none"> <button tabindex="-1" class="concept-badge-small tooltipped tooltipped-multiline tooltipped-e dropdown-toggle" role="menuitem" aria-expanded="false" aria-haspopup="true" data-concept-uuid="e949125c-9539-4d09-97cb-827178ddac31" data-rank-value="1.0" data-summary-url="/en/concepts/summary/"> <span class="concept-wrapper"> <span class="rank"></span> <span class="concept">Jewish studies</span> <span class="value sr-only">100%</span> </span> </button> <div class="dropdown-container"></div> </li> <li class="concept-badge-small-container dropdown-overflow" role="none"> <button tabindex="-1" class="concept-badge-small tooltipped tooltipped-multiline tooltipped-e dropdown-toggle" role="menuitem" aria-expanded="false" aria-haspopup="true" data-concept-uuid="8e8372f3-a475-4087-8173-6969e2939c21" data-rank-value="1.0" data-summary-url="/en/concepts/summary/"> <span class="concept-wrapper"> <span class="rank"></span> <span class="concept">Regional</span> <span class="value sr-only">100%</span> </span> </button> <div class="dropdown-container"></div> </li> <li class="concept-badge-small-container dropdown-overflow" role="none"> <button tabindex="-1" class="concept-badge-small tooltipped tooltipped-multiline tooltipped-e dropdown-toggle" role="menuitem" aria-expanded="false" aria-haspopup="true" data-concept-uuid="0230b730-0919-4892-8ad6-f8e8a1f2cacb" data-rank-value="1.0" data-summary-url="/en/concepts/summary/"> <span class="concept-wrapper"> <span class="rank"></span> <span class="concept">Manchester</span> <span class="value sr-only">100%</span> </span> </button> <div class="dropdown-container"></div> </li> <li class="concept-badge-small-container dropdown-overflow" role="none"> <button tabindex="-1" class="concept-badge-small tooltipped tooltipped-multiline tooltipped-e dropdown-toggle" role="menuitem" aria-expanded="false" aria-haspopup="true" data-concept-uuid="da9a99cb-d71d-46a5-a341-232cd57249ed" data-rank-value="1.0" data-summary-url="/en/concepts/summary/"> <span class="concept-wrapper"> <span class="rank"></span> <span class="concept">Hub</span> <span class="value sr-only">100%</span> </span> </button> <div class="dropdown-container"></div> </li> </ul> </div> </li> </ul> </div> <div class="footer"> <div class="view-all"> <a class="portal_link btn-primary btn-large" href="/en/persons/daniel.langton/projects/"><span> View all 9 projects <i class="icon icon-right-open-mini" aria-hidden="true"></i> </span></a> </div> </div> </div> </div> <div class="page-section content-relation-section person-prizes"> <div class="container"> <div class="header"> <h2 class="section-title" id="related-prizes-title"> <i class="icon icon-prizes" aria-hidden="true"></i> <span class="title"> Prizes </span> </h2> </div> <div class="relation-list relation-list-prizes"> <ul class="list-results"> <li class="list-result-item"> <div class="result-container"> <div class="rendering rendering_prize rendering_short rendering_prize_short"><h3 class="title"><a rel="Prize" href="https://research.manchester.ac.uk/en/prizes/visiting-fellow-katz-center-university-of-pennsylvania-2017-18" class="link"><span>Visiting Fellow, Katz Center, University of Pennsylvania, 2017-18</span></a></h3><p><a rel="Person" href="https://research.manchester.ac.uk/en/persons/daniel.langton" class="link person"><span>Langton, D.</span></a> (Recipient), <span class="prize_shortrenderer_date">2017</span></p><p class="type"><span class="type_family">Prize<span class="type_family_sep">: </span></span><span class="type_classification">Fellowship awarded competitively</span></p></div> <div class="rendering rendering_prize rendering_documentsattachedportalrendererng rendering_prize_documentsattachedportalrendererng"></div> <ul class="content-concept-list" role="menubar"> <li class="concept-badge-small-container dropdown-overflow" role="none"> <button tabindex="-1" class="concept-badge-small tooltipped tooltipped-multiline tooltipped-e dropdown-toggle" role="menuitem" aria-expanded="false" aria-haspopup="true" data-concept-uuid="7e694b76-9ccc-4853-829e-128c6cc55abd" data-rank-value="1.0" data-summary-url="/en/concepts/summary/"> <span class="concept-wrapper"> <span class="rank"></span> <span class="concept">Religion</span> <span class="value sr-only">100%</span> </span> </button> <div class="dropdown-container"></div> </li> <li class="concept-badge-small-container dropdown-overflow" role="none"> <button tabindex="-1" class="concept-badge-small tooltipped tooltipped-multiline tooltipped-e dropdown-toggle" role="menuitem" aria-expanded="false" aria-haspopup="true" data-concept-uuid="76ad87bc-9b5e-4b14-9166-11fd2b598720" data-rank-value="1.0" data-summary-url="/en/concepts/summary/"> <span class="concept-wrapper"> <span class="rank"></span> <span class="concept">Pennsylvania</span> <span class="value sr-only">100%</span> </span> </button> <div class="dropdown-container"></div> </li> </ul> </div> </li> <li class="list-result-item"> <div class="result-container"> <div class="rendering rendering_prize rendering_short rendering_prize_short"><h3 class="title"><a rel="Prize" href="https://research.manchester.ac.uk/en/prizes/ahrc-leadership-fellow-2016-17" class="link"><span>AHRC Leadership fellow, 2016-17</span></a></h3><p><a rel="Person" href="https://research.manchester.ac.uk/en/persons/daniel.langton" class="link person"><span>Langton, D.</span></a> (Recipient), <span class="prize_shortrenderer_date">2016</span></p><p class="type"><span class="type_family">Prize<span class="type_family_sep">: </span></span><span class="type_classification">Fellowship awarded competitively</span></p></div> <div class="rendering rendering_prize rendering_documentsattachedportalrendererng rendering_prize_documentsattachedportalrendererng"></div> <ul class="content-concept-list" role="menubar"> <li class="concept-badge-small-container dropdown-overflow" role="none"> <button tabindex="-1" class="concept-badge-small tooltipped tooltipped-multiline tooltipped-e dropdown-toggle" role="menuitem" aria-expanded="false" aria-haspopup="true" data-concept-uuid="ed7c4849-565b-42a3-9d70-09e2fbdc2968" data-rank-value="1.0" data-summary-url="/en/concepts/summary/"> <span class="concept-wrapper"> <span class="rank"></span> <span class="concept">Jews</span> <span class="value sr-only">100%</span> </span> </button> <div class="dropdown-container"></div> </li> </ul> </div> </li> <li class="list-result-item"> <div class="result-container"> <div class="rendering rendering_prize rendering_short rendering_prize_short"><h3 class="title"><a rel="Prize" href="https://research.manchester.ac.uk/en/prizes/leverhulme-major-grant-fellow-2013-15" class="link"><span>Leverhulme Major Grant fellow, 2013-15</span></a></h3><p><a rel="Person" href="https://research.manchester.ac.uk/en/persons/daniel.langton" class="link person"><span>Langton, D.</span></a> (Recipient), <span class="prize_shortrenderer_date">2013</span></p><p class="type"><span class="type_family">Prize<span class="type_family_sep">: </span></span><span class="type_classification">Fellowship awarded competitively</span></p></div> <div class="rendering rendering_prize rendering_documentsattachedportalrendererng rendering_prize_documentsattachedportalrendererng"></div> </div> </li> <li class="list-result-item"> <div class="result-container"> <div class="rendering rendering_prize rendering_short rendering_prize_short"><h3 class="title"><a rel="Prize" href="https://research.manchester.ac.uk/en/prizes/president-british-association-for-jewish-studies-2014-15" class="link"><span>President, British Association for Jewish Studies, 2014-15 </span></a></h3><p><a rel="Person" href="https://research.manchester.ac.uk/en/persons/daniel.langton" class="link person"><span>Langton, D.</span></a> (Recipient), <span class="prize_shortrenderer_date">2014</span></p><p class="type"><span class="type_family">Prize<span class="type_family_sep">: </span></span><span class="type_classification">Election to learned society</span></p></div> </div> </li> <li class="list-result-item"> <div class="result-container"> <div class="rendering rendering_prize rendering_short rendering_prize_short"><h3 class="title"><a rel="Prize" href="https://research.manchester.ac.uk/en/prizes/secretary-british-association-for-jewish-studies-2002-10" class="link"><span>Secretary, British Association for Jewish Studies, 2002-10</span></a></h3><p><a rel="Person" href="https://research.manchester.ac.uk/en/persons/daniel.langton" class="link person"><span>Langton, D.</span></a> (Recipient), <span class="prize_shortrenderer_date">2002</span></p><p class="type"><span class="type_family">Prize<span class="type_family_sep">: </span></span><span class="type_classification">Election to learned society</span></p></div> </div> </li> </ul> </div> <div class="footer"> <div class="view-all"> <a class="portal_link btn-primary btn-large" href="/en/persons/daniel.langton/prizes/"><span> View all 8 prizes <i class="icon icon-right-open-mini" aria-hidden="true"></i> </span></a> </div> </div> </div> </div> <div class="page-section content-relation-section person-activities"> <div class="container"> <div class="header"> <h2 class="section-title" id="related-activities-title"> <i class="icon icon-activities" aria-hidden="true"></i> <span class="title"> Activities </span> </h2> <div class="content-trends"> <ul class="content-statistics"> <li class=""> <a class="portal_link count increment-counter" aria-label=" 1 Participating in a conference, workshop, exhibition, performance, inquiry, course etc" href="/en/persons/daniel.langton/activities/?type=%2Fdk%2Fatira%2Fpure%2Factivity%2Factivitytypes%2Fattendance%2Fparticipating_in_a_conference_workshop_exhibition_performance_inquiry_course_etc"><span> 1 </span></a> <span class="label">Participating in a conference, workshop, exhibition, performance, inquiry, course etc</span> </li> <li class=""> <a class="portal_link count increment-counter" aria-label=" 1 Editorial work" href="/en/persons/daniel.langton/activities/?type=%2Fdk%2Fatira%2Fpure%2Factivity%2Factivitytypes%2Feditorialwork%2Feditorial"><span> 1 </span></a> <span class="label">Editorial work</span> </li> <li class=""> <a class="portal_link count increment-counter" aria-label=" 1 Membership of committee" href="/en/persons/daniel.langton/activities/?type=%2Fdk%2Fatira%2Fpure%2Factivity%2Factivitytypes%2Fmembership%2Fcommittee"><span> 1 </span></a> <span class="label">Membership of committee</span> </li> </ul> <div class="flex-break"></div> <div class="chart-container" id="chart-content-activity-by-year" style="display: none;" aria-hidden="true" tabindex="-1"> <p class="legend">Activities per year</p> <div class="chart-wrapper"> <canvas></canvas> </div> </div> <table id="activity-container-table" class="sr-only" aria-hidden="true"></table> <script> $("#chart-content-activity-by-year").contentChart({ toggle: "button[rel='toggle-activity-chart']", title: "Activities per year", labels: [2006, 2007, 2008, 2009, 2010, 2011, 2012, 2013, 2014, 2015], values: [1, 0, 0, 0, 0, 0, 0, 1, 0, 1], tableContainer: $('#activity-container-table'), }); </script> </div> </div> <div class="relation-list relation-list-activities"> <ul class="list-results"> <li class="list-result-item"> <div class="result-container"> <div class="rendering rendering_activity rendering_activity_short rendering_membership rendering_short rendering_membership_short"><h3 class="title"><a rel="Membership" href="https://research.manchester.ac.uk/en/activities/aqa-education-external-organisation" class="link"><span>AQA Education (External organisation)</span></a></h3><p><a rel="Person" href="https://research.manchester.ac.uk/en/persons/daniel.langton" class="link person"><span>Langton, D.</span></a> (Academic expert member)</p><div class="dates"><span class="date">2013</span> → …</div><p class="type"><span class="type_family">Activity<span class="type_family_sep">: </span></span><span class="type_classification_parent">Membership<span class="type_parent_sep"> › </span></span><span class="type_classification">Membership of committee</span><span class="type_classification"><span class="type_parent_sep"> › </span>Research</span></p></div> </div> </li> <li class="list-result-item"> <div class="result-container"> <div class="rendering rendering_activity rendering_activity_short rendering_attendance rendering_short rendering_attendance_short"><h3 class="title"><a rel="Attendance" href="https://research.manchester.ac.uk/en/activities/bajs-annual-conference" class="link"><span>BAJS annual conference</span></a></h3><p><a rel="Person" href="https://research.manchester.ac.uk/en/persons/daniel.langton" class="link person"><span>Langton, D.</span></a> (Other)</p><div class="dates"><span class="date">2015</span></div><p class="type"><span class="type_family">Activity<span class="type_family_sep">: </span></span><span class="type_classification_parent">Participating in or organising event(s)<span class="type_parent_sep"> › </span></span><span class="type_classification">Participating in a conference, workshop, exhibition, performance, inquiry, course etc</span><span class="type_classification"><span class="type_parent_sep"> › </span>Research</span></p></div> <div class="rendering rendering_activity rendering_activity_documentsattachedportalrendererng rendering_attendance rendering_documentsattachedportalrendererng rendering_attendance_documentsattachedportalrendererng"></div> </div> </li> <li class="list-result-item"> <div class="result-container"> <div class="rendering rendering_activity rendering_activity_short rendering_editorialwork rendering_short rendering_editorialwork_short"><h3 class="title"><a rel="EditorialWork" href="https://research.manchester.ac.uk/en/activities/centre-for-jewish-studies-publisher" class="link"><span>Centre for Jewish Studies (Publisher)</span></a></h3><p><a rel="Person" href="https://research.manchester.ac.uk/en/persons/daniel.langton" class="link person"><span>Langton, D.</span></a> (Other)</p><div class="dates"><span class="date">2006</span> → …</div><p class="type"><span class="type_family">Activity<span class="type_family_sep">: </span></span><span class="type_classification_parent">Publication peer-review and editorial work<span class="type_parent_sep"> › </span></span><span class="type_classification">Editorial work</span><span class="type_classification"><span class="type_parent_sep"> › </span>Research</span></p></div> </div> </li> </ul> </div> <div class="footer"> </div> </div> </div> <div class="page-section content-relation-section person-impacts"> <div class="container"> <div class="header"> <h2 class="section-title" id="related-impacts-title"> <i class="icon icon-impacts" aria-hidden="true"></i> <span class="title"> Impacts </span> </h2> </div> <div class="relation-list relation-list-impacts"> <ul class="list-results"> <li class="list-result-item"> <div class="result-container"> <div class="rendering rendering_impact rendering_short rendering_impact_short"><h3 class="title"><a rel="Impact" href="https://research.manchester.ac.uk/en/impacts/agunah-approaches-to-resolving-a-worldwide-divorce-related-challe" class="link"><span>Agunah: Approaches to Resolving a Worldwide Divorce-related Challenge within the Orthodox Jewish Community</span></a></h3><p><a rel="Person" href="https://research.manchester.ac.uk/en/persons/daniel.langton" class="link person"><span>Langton, D.</span></a> (Participant)</p><p class="type"><span class="type_family">Impact<span class="type_family_sep">: </span></span><span class="type_classification">Societal impacts</span></p></div> </div> </li> </ul> </div> <div class="footer"> </div> </div> </div> <div class="page-section content-relation-section person-clippings"> <div class="container"> <div class="header"> <h2 class="section-title" id="related-clippings-title"> <i class="icon icon-clippings" aria-hidden="true"></i> <span class="title"> Press/Media </span> </h2> </div> <div class="relation-list relation-list-clippings"> <ul class="list-results"> <li class="list-result-item"> <div class="result-container"> <div class="rendering rendering_clipping rendering_short rendering_clipping_short"><h3 class="title"><a rel="Clipping" href="https://research.manchester.ac.uk/en/clippings/reform-jews-and-evolutionary-theory" class="link"><span>Reform Jews and evolutionary theory</span></a></h3><p><a rel="Person" href="https://research.manchester.ac.uk/en/persons/daniel.langton" class="link person"><span>Langton, D.</span></a></p><p><span class="date">21/02/18</span></p><p class="clippingShortRendererReferencesCount">1 Media contribution</p><p class="type"><span class="type_family">Press/Media<span class="type_family_sep">: </span></span><span class="type_classification">Research</span></p></div> </div> </li> <li class="list-result-item"> <div class="result-container"> <div class="rendering rendering_clipping rendering_short rendering_clipping_short"><h3 class="title"><a rel="Clipping" href="https://research.manchester.ac.uk/en/clippings/british-jews-and-the-dream-of-zion" class="link"><span>British Jews and the Dream of Zion</span></a></h3><p><a rel="Person" href="https://research.manchester.ac.uk/en/persons/daniel.langton" class="link person"><span>Langton, D.</span></a></p><p><span class="date">7/07/09</span></p><p class="clippingShortRendererReferencesCount">1 Media contribution</p><p class="type"><span class="type_family">Press/Media<span class="type_family_sep">: </span></span><span class="type_classification">Other</span></p></div> </div> </li> <li class="list-result-item"> <div class="result-container"> <div class="rendering rendering_clipping rendering_short rendering_clipping_short"><h3 class="title"><a rel="Clipping" href="https://research.manchester.ac.uk/en/clippings/catholics-and-jews" class="link"><span>Catholics and Jews</span></a></h3><p><a rel="Person" href="https://research.manchester.ac.uk/en/persons/daniel.langton" class="link person"><span>Langton, D.</span></a></p><p><span class="date">10/05/09</span></p><p class="clippingShortRendererReferencesCount">1 Media contribution</p><p class="type"><span class="type_family">Press/Media<span class="type_family_sep">: </span></span><span class="type_classification">Expert comment</span></p></div> </div> </li> <li class="list-result-item"> <div class="result-container"> <div class="rendering rendering_clipping rendering_short rendering_clipping_short"><h3 class="title"><a rel="Clipping" href="https://research.manchester.ac.uk/en/clippings/jewish-academic-studies-in-the-uk-and-manchester" class="link"><span>Jewish academic studies in the UK and Manchester</span></a></h3><p><a rel="Person" href="https://research.manchester.ac.uk/en/persons/daniel.langton" class="link person"><span>Langton, D.</span></a></p><p><span class="date">10/11/08</span></p><p class="clippingShortRendererReferencesCount">1 Media contribution</p><p class="type"><span class="type_family">Press/Media<span class="type_family_sep">: </span></span><span class="type_classification">Expert comment</span></p></div> </div> </li> <li class="list-result-item"> <div class="result-container"> <div class="rendering rendering_clipping rendering_short rendering_clipping_short"><h3 class="title"><a rel="Clipping" href="https://research.manchester.ac.uk/en/clippings/pauls-place-in-jewish-history" class="link"><span>Paul's place in Jewish history</span></a></h3><p><a rel="Person" href="https://research.manchester.ac.uk/en/persons/daniel.langton" class="link person"><span>Langton, D.</span></a></p><p><span class="date">29/07/11</span></p><p class="clippingShortRendererReferencesCount">1 Media contribution</p><p class="type"><span class="type_family">Press/Media<span class="type_family_sep">: </span></span><span class="type_classification">Research</span></p></div> </div> </li> 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