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	<title>Lonergan Institute</title>
	
	<link>http://bclonergan.org</link>
	<description>The Lonergan Institute at Boston College</description>
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		<title>“Journey of Transformation: Perspectives from Bernard Lonergan” Conference at Seton Hall</title>
		<link>http://feedproxy.google.com/~r/bclonergan/rss/~3/E6HD4a06DiQ/</link>
		<comments>http://bclonergan.org/2013/04/journey-of-transformation-perspectives-from-bernard-lonergan-conference-at-seton-hall/#comments</comments>
		<pubDate>Tue, 30 Apr 2013 22:37:49 +0000</pubDate>
		<dc:creator>slegere</dc:creator>
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		<description><![CDATA[&#8220;Journey of Transformation: Perspectives from Bernard Lonergan&#8221; Conference June 29th, 2013 Catholic Chaplaincy Oxford, England Registration is free Co-sponsored by the Bernard J. Lonergan Institute at Seton Hall and the Maryvale Institute, Birmingham, UK  You are invited to attend an international conference featuring scholars on the work of the Canadian philosopher-theologian, Bernard J. Lonergan, (1904 [...]]]></description>
				<content:encoded><![CDATA[<p style="text-align: center;"><strong>&#8220;Journey of Transformation: Perspectives from Bernard Lonergan&#8221; Conference </strong></p>
<p style="text-align: center;">June 29<sup>th</sup>, 2013</p>
<p style="text-align: center;">Catholic Chaplaincy</p>
<p style="text-align: center;">Oxford, England</p>
<p style="text-align: center;">Registration is free</p>
<p style="text-align: center;"><em>Co-sponsored by the Bernard J. Lonergan Institute at Seton Hall and the Maryvale Institute, Birmingham, UK  </em></p>
<p style="text-align: center;">You are invited to attend an international conference featuring scholars on the work of the Canadian philosopher-theologian, Bernard J. Lonergan, (1904 &#8211; 1984).  The implications of Lonergan&#8217;s thought spans the disciplines and highlights human transformation&#8211;intellectual, moral and religious. His method links religion with economics, literature with science, philosophy with ordinary living.</p>
<p style="text-align: center;"><a href="http://bclonergan.org/2013/04/journey-of-transformation-perspectives-from-bernard-lonergan-conference-at-seton-hall/journey-of-transformation-perspectives-from-bernard-lonergan-2/" rel="attachment wp-att-1170"><img class="alignleft size-full wp-image-1170" alt="Journey of TRANSFORMATION perspectives from BERNARD LONERGAN" src="http://bclonergan.org/wp-content/uploads/2013/04/Lonergan-Conference-2013.jpg" width="800" height="1146" /></a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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		<item>
		<title>The Second Latin American Lonergan Workshop</title>
		<link>http://feedproxy.google.com/~r/bclonergan/rss/~3/1MlOqP1izOc/</link>
		<comments>http://bclonergan.org/2013/03/the-second-latin-american-lonergan-workshop/#comments</comments>
		<pubDate>Thu, 07 Mar 2013 22:47:23 +0000</pubDate>
		<dc:creator>slegere</dc:creator>
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		<guid isPermaLink="false">http://bclonergan.org/?p=1116</guid>
		<description><![CDATA[The Second Latin American Lonergan Workshop Universidad Iberoamericana, Mexico City June 13-14, 2013 Theme: “The Human Good” Participants are invited to submit a one-page abstract to Francisco “Paco” Galan (francisco.galan@ibero.mx) or James Duffy (james.duffy@itesm.mx)  by April 19th, 2013.  To pre-register, please send an email to Francisco or James indicating your affiliation, any special needs, and [...]]]></description>
				<content:encoded><![CDATA[<p><strong>The Second Latin American Lonergan Workshop</strong></p>
<p><strong>Universidad Iberoamericana, Mexico City</strong><br />
<strong> June 13-14, 2013</strong></p>
<p>Theme: “The Human Good”</p>
<p>Participants are invited to submit a one-page abstract to Francisco “Paco” Galan (<a href="mailto:francisco.galan@ibero.mx">francisco.galan@ibero.mx</a>) or James Duffy (<a href="mailto:james.duffy@itesm.mx">james.duffy@itesm.mx</a>)  by April 19<sup>th</sup>, 2013.  To pre-register, please send an email to Francisco or James indicating your affiliation, any special needs, and if you will be staying through the weekend of June 15-16<sup>th</sup>.  There will be a registration fee of $250 MXN ($20 USD) payable on the first day of the workshop.</p>
<p>Accommodations &#8212; the CAMINO REAL Santa Fe is within walking distance of the university.  <a href="http://www.caminoreal.com/">http://www.caminoreal.com/</a>     Reservations with Estela Anguiano, 011-52-55-5004-1616, ext. 4954</p>
<p><em> </em></p>
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		<title>Announcing the 4th International Lonergan Workshop</title>
		<link>http://feedproxy.google.com/~r/bclonergan/rss/~3/7-RDFwwcens/</link>
		<comments>http://bclonergan.org/2013/02/announcing-the-4th-international-lonergan-workshop/#comments</comments>
		<pubDate>Tue, 26 Feb 2013 01:16:22 +0000</pubDate>
		<dc:creator>slegere</dc:creator>
				<category><![CDATA[Conferences]]></category>
		<category><![CDATA[Lonergan Institute Updates]]></category>
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		<guid isPermaLink="false">http://bclonergan.org/?p=1084</guid>
		<description><![CDATA[Rome, Toronto, Mainz&#8230;.and now, Jerusalem! Please join us in Israel this summer for the 4th International Lonergan Workshop &#160; Ratisbonne House &#160; Jerusalem August 21 &#8211; 28, 2013 We will be hosted  by Ivo Coelho, SDB Please contact Fred Lawrence (lawrence@bc.edu)  for more details and to express interest in the attending the conference. &#160;]]></description>
				<content:encoded><![CDATA[<p style="text-align: center;">Rome, Toronto, Mainz&#8230;.and now, Jerusalem!</p>
<p align="center">Please join us in Israel this summer for the</p>
<p align="center"><b>4th International Lonergan Workshop</b></p>
<p>&nbsp;</p>
<p align="center"><b>Ratisbonne House</b></p>
<p>&nbsp;</p>
<p align="center"><b>Jerusalem</b></p>
<p align="center"><b>August 21 &#8211; 28, 2013</b></p>
<p align="center">We will be hosted  by Ivo Coelho, SDB</p>
<p align="center">Please contact Fred Lawrence (lawrence@bc.edu)  for more details and to express interest in the attending the conference.</p>
<p>&nbsp;</p>
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		<title>Australian Lonergan Workshop 2013 (ALW2013)</title>
		<link>http://feedproxy.google.com/~r/bclonergan/rss/~3/HAn9ZZqZEUc/</link>
		<comments>http://bclonergan.org/2013/02/australian-lonergan-workshop-2013-alw2013/#comments</comments>
		<pubDate>Wed, 20 Feb 2013 23:56:27 +0000</pubDate>
		<dc:creator>slegere</dc:creator>
				<category><![CDATA[Conferences]]></category>
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		<guid isPermaLink="false">http://bclonergan.org/?p=1048</guid>
		<description><![CDATA[A notice to our community from the organizers of the Australian Lonergan Workshop 2013 (ALW2013) &#8220;This is advanced notice of the Australian Lonergan Workshop and a call for papers. (i) Our biennial Australian Lonergan Workshop will be held over the weekend of May 24th-26th 2013. It will begin in the evening of Friday 24th May [...]]]></description>
				<content:encoded><![CDATA[<p>A notice to our community from the organizers of the <b>Australian Lonergan Workshop 2013 (ALW2013)</b></p>
<p>&#8220;This is advanced notice of the Australian Lonergan Workshop and a call for papers.</p>
<p>(i) Our biennial Australian Lonergan Workshop will be held over the weekend of May 24th-26th 2013. It will begin in the evening of Friday 24th May and run through to mid-afternoon (about 3pm) of Sunday 26th May</p>
<p>(ii) The Workshop will be held in Melbourne (most probably at the Thomas Carr Centre, Victoria Parade, East Melbourne &#8211; this will be confirmed at later date)</p>
<p>(iii) The <b>theme</b> for the workshop is &#8220;From Polarisation to Collaboration&#8221;</p>
<p>In keeping with our tradition, the Workshop will encourage active participation. To this end, we are seeking your participation in the Workshop through:</p>
<p>(i) preparing and presenting a paper on some aspect of the theme</p>
<p>(ii) preparing and facilitating a workshop on some aspect of the theme</p>
<p>(iii) presenting a report or reflection on recent work you may have done on Lonergan&#8217;s writings. This could be in the form of  a work-in-progress report or a recent achievement report on something already completed.</p>
<p>(iv) group discussion of two Lonergan texts</p>
<p>Some possible aspects of the theme you might consider for papers and workshops include:</p>
<p>•               bias and its solution (Cosmopolis) in Insight, Chapter 7</p>
<p>•               Lonergan’s call for collaboration in <i>Insight, </i>Chapter 20</p>
<p>•               Functional Specialties underpinning collaboration <i>Method in Theology</i>, esp chapters 5, 10)</p>
<p>&nbsp;</p>
<p>Finally, there will be a group discussion of two Lonergan texts (an article or an excerpt). We have yet to confirm our selection, but if you have any specific request in this regard, please let us know.</p>
<p>&nbsp;</p>
<p>Hope to see you in May,</p>
<p>&nbsp;</p>
<p>John Little  <a href="mailto:jdlittle@ozemail.com.au">jdlittle@ozemail.com.au</a></p>
<p>Sean McNelis  <a href="mailto:smcnelis@fastmail.com.au">smcnelis@fastmail.com.au</a></p>
<p>Tom Halloran <a href="mailto:tom@polymedia.com.au">tom@polymedia.com.au</a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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		<title>40th Annual Lonergan Workshop</title>
		<link>http://feedproxy.google.com/~r/bclonergan/rss/~3/LfDcpYQzE-c/</link>
		<comments>http://bclonergan.org/2013/02/1033/#comments</comments>
		<pubDate>Tue, 12 Feb 2013 00:56:56 +0000</pubDate>
		<dc:creator>slegere</dc:creator>
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		<description><![CDATA[&#160; The 40th Annual Lonergan Workshop, The Hermeneutics of Reform &#38; Renewal: 50th Anniversary of Vatican II, will be held between June 16 and June 22, 2013 on the campus of Boston College. Click on the file below to view the registration form and schedule.  LW 40 Registration and Schedule]]></description>
				<content:encoded><![CDATA[<p>&nbsp;</p>
<p style="text-align: center;">The 40th Annual Lonergan Workshop,<em> The Hermeneutics of Reform &amp; Renewal: 50th Anniversary of Vatican II</em>, will be held between June 16 and June 22, 2013 on the campus of Boston College.</p>
<p style="text-align: center;">Click on the file below to view the registration form and schedule.</p>
<p style="text-align: center;"><a href="http://bclonergan.org/2013/02/1033/lw-40-registration-and-schedule/" rel="attachment wp-att-1161"> LW 40 Registration and Schedule</a></p>
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		<title>Announcing the publication of Robert Doran, SJ’s new book, The Trinity in History</title>
		<link>http://feedproxy.google.com/~r/bclonergan/rss/~3/1DYnKakYlmg/</link>
		<comments>http://bclonergan.org/2013/01/announcing-the-publication-of-robert-doran-sjs-new-book-the-trinity-in-history-a-theology-of-the-divine-missions/#comments</comments>
		<pubDate>Wed, 16 Jan 2013 00:16:31 +0000</pubDate>
		<dc:creator>slegere</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://bclonergan.org/?p=1000</guid>
		<description><![CDATA[Robert Doran, SJ&#8217;s latest book, The Trinity in History: A Theology of the Divine Missions, was published by the University of Toronto Press in 2012. According to the Lonergan Studies Newsletter: &#8220;The Trinity in History is the first volume in a new series by Robert M. Doran that uses the thought of Bernard Lonergan to [...]]]></description>
				<content:encoded><![CDATA[<p>Robert Doran, SJ&#8217;s latest book, <em>The Trinity in History: A Theology of the Divine Missions</em>, was published by the University of Toronto Press in 2012.</p>
<p>According to the <a href="http://www.lonergan-lri.ca/sites/default/files/LSN%2033-4%20Final%20Web.pdf">Lonergan Studies Newsletter</a>:</p>
<p style="text-align: left;"><em>&#8220;The Trinity in History</em> is the first volume in a new series by Robert M. Doran that uses the thought of Bernard Lonergan to develop a unified field structure for systematic work in theology. Building on his successful and thought-provoking <em>Theology and the Dialectics of History</em> and <em>What Is Systematic Theology? </em>Doran works out a starting point for a contemporary theology of history and proposes a new application of the &#8216;psychological analogy&#8217; for understanding the Christian doctrine of the Trinity.</p>
<p><i>The Trinity in History </i>also enters into conversation with contemporary philosophical emphases, especially with the mimetic theory of noted anthropological philosopher René Girard. Doran suggests several refinements of Lonergan’s notion of functional specialization – developing a perspective for including the data of various religious traditions in theological construction, and establishing this theory’s relevance for contemporary interreligious dialogue.&#8221;</p>
<p style="text-align: left;">Contact the <a href="http://www.utpress.utoronto.ca/contact_us.php?section3&amp;sectionID=90&amp;subsectionID=1&amp;pageID=1">University of Toronto Press</a> for ordering details.</p>
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		<title>Boston College well represented at 2012 Lonergan on the Edge conference</title>
		<link>http://feedproxy.google.com/~r/bclonergan/rss/~3/21sEAgGIVqs/</link>
		<comments>http://bclonergan.org/2012/11/boston-college-well-represented-at-2012-lonergan-on-the-edge-conference/#comments</comments>
		<pubDate>Wed, 21 Nov 2012 01:54:35 +0000</pubDate>
		<dc:creator>slegere</dc:creator>
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		<guid isPermaLink="false">http://bclonergan.org/?p=931</guid>
		<description><![CDATA[Boston College, through its current and former Lonergan masters degree (MA) fellows and graduate students, was well represented at this year’s Lonergan on the Edge conference at Marquette University in September:  “Words in the Flesh: Lonergan, Merleau-Ponty, and the Philosophy of Language” Stephanie Rumpza (current MA fellow)  “On Lonergan’s Institutions and Althusser’s State Apparatuses&#8221; Theo [...]]]></description>
				<content:encoded><![CDATA[<p>Boston College, through its current and former Lonergan masters degree (MA) fellows and graduate students, was well represented at this year’s <em>Lonergan on the Edge</em> conference at Marquette University in September:</p>
<ul>
<li> “Words in the Flesh: Lonergan, Merleau-Ponty, and the Philosophy of Language” Stephanie Rumpza (current MA fellow)</li>
</ul>
<ul>
<li> “On Lonergan’s Institutions and Althusser’s State Apparatuses&#8221; Theo Manahan (current MA fellow)</li>
</ul>
<ul>
<li>&#8220;The Preferential Option for the Poor and the Disinterested Desire to Know” Timothy Hanchin (current Theology doctoral student)</li>
</ul>
<ul>
<li> “Staying in Love with God: Resolving an Ambiguity Concerning Grace as Cooperative” Nicholas DiSalvatore (current Theology doctoral student)</li>
</ul>
<ul>
<li> “Simmel and Lonergan on Transcendence” Burke Thompson (former Lonergan MA fellow and current BC employee)</li>
</ul>
<ul>
<li> “Lonergan and Social Constructionism” Damian Cleary (former MA fellow and current BC employee)</li>
</ul>
<ul>
<li> “The Lonerganian Supernatural Existential?: The Offer of Being-in-Love Unrestrictedly as Grace” Brian Himes (former MA fellow, featured in photo)</li>
</ul>
<ul>
<li> “From Practical Reason to Natural Law: A Lonergan-Rhonheimer Dialectic” Ryan Miller (former MA fellow)</li>
</ul>
<ul>
<li> “The Politics of Univocity and Analogy” Clayton Shoppa (former MA fellow)</li>
</ul>
<p><em> </em>Additionally, Boston College Theology Professor M. Shawn Copeland participated in the panel, “Lonergan and Black Theology.”</p>
<p><em> </em></p>
<div class="feedflare">
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</div>]]></content:encoded>
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		<item>
		<title>WCMI 2013</title>
		<link>http://feedproxy.google.com/~r/bclonergan/rss/~3/Z1yjnBNFSXg/</link>
		<comments>http://bclonergan.org/2012/11/wcmi-2013/#comments</comments>
		<pubDate>Thu, 01 Nov 2012 04:20:34 +0000</pubDate>
		<dc:creator>gfloyd</dc:creator>
				<category><![CDATA[Conferences]]></category>
		<category><![CDATA[Lonergan Institute Updates]]></category>
		<category><![CDATA[homepost]]></category>

		<guid isPermaLink="false">http://bclonergan.org/?p=742</guid>
		<description><![CDATA[The 27th Annual Fallon Memorial Lonergan Symposium:
Thursday, April 12th - Saturday, April 14th at
Loyola Marymount University, Los Angeles
University Hall 1000]]></description>
				<content:encoded><![CDATA[<p>The 28th Annual Fallon Memorial Lonergan Symposium will be held at Loyola Marymount University, Los Angeles from Thursday, April 4th to Saturday, April 6th.</p>
<p>Contributors are invited to submit paper proposals (one-page abstracts) and panel proposals (specifying a question or questions to guide discussion) by January 30th, 2013 to <a href="mailto:mmorelli@lmu.edu">mmorelli@lmu.edu</a>. Notifications of acceptance will be sent by February 15, 2013.</p>
<p>Completed papers must be submitted by March 1, 2013 in .doc or .docx format to <a href="mailto:mmorelli@lmu.edu">mmorelli@lmu.edu</a></p>
<p>Please note that papers will be available prior to their presentation. Papers may be of any length, but speakers will be allowed 20 minutes to present their central thesis and 10 minutes for questions.</p>
<p>The Symposium Program will be posted prior to the symposium on the Los Angeles Lonergan Center website.</p>
<p>Pre-registration: Pre-register by March 1st, 2013 by email to <a href="mailto:mmorelli@lmu.edu">mmorelli@lmu.edu</a>. PLEASE provide your name and professional affiliation, and let us know if you plan to attend our Saturday evening banquet and if you require a vegetarian meal.</p>
<p>Registration Fee: $40 US payable on the first day of the symposium. The registration fee is waived for graduate students.</p>
<p>Accommodations: Custom Hotel, located within walking distance of the university. Their website can be found at <a href="http://www.jdvhotels.com/hotels/losangeles/custom_hotel">http://www.jdvhotels.com/hotels/losangeles/custom_hotel</a>. Call toll free in the US and Canada: 877.287.8601. You may be able to obtain a cheaper rate by booking through Expedia.com. The hotel provides free shuttle service to and from Los Angeles International Airport.</p>
<p style="text-align: center;"> W C M I   2 0 1 3</p>
<p style="text-align: center;">SUPPORTED BY</p>
<p style="text-align: center;">THE LOS ANGELES LONERGAN CENTER AND THE BELLARMINE COLLEGE OF LIBERAL ARTS, LOYOLA MARYMOUNT UNIVERSITY</p>
<p>&nbsp;</p>
<div class="feedflare">
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		<item>
		<title>Searching for Fellowship?</title>
		<link>http://feedproxy.google.com/~r/bclonergan/rss/~3/oZmKUUxitiA/</link>
		<comments>http://bclonergan.org/2012/11/searching-for-fellowship/#comments</comments>
		<pubDate>Thu, 01 Nov 2012 00:27:04 +0000</pubDate>
		<dc:creator>gfloyd</dc:creator>
				<category><![CDATA[Fellowship]]></category>
		<category><![CDATA[Lonergan Institute Updates]]></category>
		<category><![CDATA[homepost]]></category>

		<guid isPermaLink="false">http://bclonergan.org/?p=882</guid>
		<description><![CDATA[It&#8217;s easier to find than you think. Join a community of scholars who hail from a variety of disciplines, but share in their enthusiasm for the work of Bernard Lonergan, S.J. Applications for the 2013-2014 M.A. &#38; Post-doc Fellowships in Lonergan Studies are being accepted now. Click here for application procedures: M.A. Fellowship Post-doc Fellowship [...]]]></description>
				<content:encoded><![CDATA[<p style="text-align: left;">It&#8217;s easier to find than you think.</p>
<p><img class="wp-image-908 aligncenter" title="cropped ring shot" src="http://bclonergan.org/wp-content/uploads/2012/11/cropped-ring-shot1.jpg" alt="" width="277" height="338" /></p>
<p>Join a community of scholars who hail from a variety of disciplines, but share in their enthusiasm for the work of Bernard Lonergan, S.J.</p>
<p>Applications for the 2013-2014 M.A. &amp; Post-doc Fellowships in Lonergan Studies are being accepted now.</p>
<p>Click here for application procedures:</p>
<p><a href="http://bclonergan.org/m-a-scholarships/">M.A. Fellowship</a></p>
<p><a href="http://bclonergan.org/postdoctoral-fellowships/">Post-doc Fellowship</a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<div class="feedflare">
<a href="http://feeds.feedburner.com/~ff/bclonergan/rss?a=oZmKUUxitiA:cKd6oOvwv_Q:yIl2AUoC8zA"><img src="http://feeds.feedburner.com/~ff/bclonergan/rss?d=yIl2AUoC8zA" border="0"></img></a> <a href="http://feeds.feedburner.com/~ff/bclonergan/rss?a=oZmKUUxitiA:cKd6oOvwv_Q:-BTjWOF_DHI"><img src="http://feeds.feedburner.com/~ff/bclonergan/rss?i=oZmKUUxitiA:cKd6oOvwv_Q:-BTjWOF_DHI" border="0"></img></a> <a href="http://feeds.feedburner.com/~ff/bclonergan/rss?a=oZmKUUxitiA:cKd6oOvwv_Q:qj6IDK7rITs"><img src="http://feeds.feedburner.com/~ff/bclonergan/rss?d=qj6IDK7rITs" border="0"></img></a>
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		<item>
		<title>Lonergan on the Edge</title>
		<link>http://feedproxy.google.com/~r/bclonergan/rss/~3/Swv-pWvpxdQ/</link>
		<comments>http://bclonergan.org/2012/07/lonergan-on-the-edge/#comments</comments>
		<pubDate>Mon, 09 Jul 2012 15:29:52 +0000</pubDate>
		<dc:creator>gfloyd</dc:creator>
				<category><![CDATA[Conferences]]></category>

		<guid isPermaLink="false">http://bclonergan.org/?p=815</guid>
		<description><![CDATA[The Lonergan Society at Marquette University will be hosting the fourth annual Lonergan on the Edge graduate student conference on September 21st and 22nd (Friday), 2012,]]></description>
				<content:encoded><![CDATA[<div><strong>Upcoming Lonergan Graduate Conference at Marquette University:</strong></div>
<div></div>
<div><a href="http://bclonergan.org/?attachment_id=659" rel="attachment wp-att-659"><img 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" alt="" /><br />
</a>The Lonergan Society at Marquette University will be hosting the fourth annual Lonergan on the Edge graduate student conference on September 21<sup>st</sup> and 22<sup>nd</sup> (Friday-Saturday), 2012, on the campus of Marquette University, Milwaukee, Wisconsin.</div>
<div></div>
<div>There will be no specific theme other than the general interest in Lonergan studies, and papers of any topic related to that interest will be considered. <strong>However, on the second day of the conference there will be a panel discussion on “Lonergan and Black Theology,” and papers related to that topic, as well as the intersection of Lonergan’s thought with political theology/philosophy, feminist theology/philosophy, and/or liberation theology, are especially encouraged.</strong></div>
<div>
<p>Paper presentations will be a total of 30 minutes: 20 minutes of presentation, 10 minutes for discussion. Proposals should be prepared for blind review (i.e., no names on the paper itself, just the title) and submitted in the form of a 1-page, double-spaced abstract. Email to <a href="mailto:lonergansociety@gmail.com">lonergansociety@gmail.com</a> no later than Monday, July 9th, 2012. Submission results will be announced no later than Monday, July 23<sup>rd</sup>, 2012.</p>
<p align="center"><span style="text-decoration: underline;"><strong>Friday, September 21, 2012</strong></span></p>
<p align="center"><strong>Keynote Speaker: Eric Morelli, Emory University<br />
</strong></p>
<p align="center"><span style="text-decoration: underline;"> <strong>Saturday, September 22, 2012</strong></span></p>
<p align="center"><strong></strong><strong>Panel Discussion on “Lonergan and Black Theology” Featuring:<br />
</strong></p>
<p align="center"><strong> Dr. M. Shawn Copeland, Boston College;</strong></p>
<p align="center"><strong>Rev. Bryan N. Massingale, STD, Marquette University;</strong></p>
<p align="center"><strong>Dr. Jon Nilson, Loyola University, Chicago;</strong></p>
<p align="center"><strong>Duane Loynes, Sr., doctoral student in theology at Marquette University;</strong></p>
<p><strong>                      David Horstkoetter, doctoral candidate in theology at Marquette University</strong> .</p>
</div>
<p>&nbsp;</p>
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