<?xml version="1.0" encoding="UTF-8"?>
<rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Guillaume Dürr, journal d&#039;un étudiant à Sciences Po Lyon</title>
	<atom:link href="http://blog.guillaumedurr.com/?feed=rss2" rel="self" type="application/rss+xml" />
	<link>http://blog.guillaumedurr.com</link>
	<description></description>
	<lastBuildDate>Fri, 24 Feb 2012 15:03:09 +0000</lastBuildDate>
	<language>en</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>http://wordpress.org/?v=3.3</generator>
		<item>
		<title>Comment préparer Sciences Po ? — Bibliographie</title>
		<link>http://blog.guillaumedurr.com/?p=275</link>
		<comments>http://blog.guillaumedurr.com/?p=275#comments</comments>
		<pubDate>Wed, 03 Aug 2011 15:19:52 +0000</pubDate>
		<dc:creator>Guillaume Dürr</dc:creator>
				<category><![CDATA[Blogs & Sites]]></category>

		<guid isPermaLink="false">http://blog.guillaumedurr.com/?p=275</guid>
		<description><![CDATA[<p style="text-align: center;"><img class="aligncenter" title="Livres" src="http://www.madmoizelle.com/wp-content/uploads/2011/02/livres.jpg" alt="Livres" width="457" height="292" /></p>
<p>Après mes deux premiers billets: une <a href="http://blog.guillaumedurr.com/?p=252">introduction générale</a> et <a href="http://blog.guillaumedurr.com/?p=262">quelques conseils méthodologiques</a>; je vous propose désormais  une <strong>bibliographie</strong>. Il est souvent difficile d’acheter <span style="text-decoration: underline;">les bons livres</span> sans avoir eu l’expérience de les lire et les appliquer à une &#8230;</p>]]></description>
		<wfw:commentRss>http://blog.guillaumedurr.com/?feed=rss2&#038;p=275</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Comment préparer Sciences Po ? — Méthodes</title>
		<link>http://blog.guillaumedurr.com/?p=262</link>
		<comments>http://blog.guillaumedurr.com/?p=262#comments</comments>
		<pubDate>Sun, 31 Jul 2011 13:30:13 +0000</pubDate>
		<dc:creator>Guillaume Dürr</dc:creator>
				<category><![CDATA[Blogs & Sites]]></category>

		<guid isPermaLink="false">http://blog.guillaumedurr.com/?p=262</guid>
		<description><![CDATA[<p style="text-align: center;"><img class="aligncenter" src="data:image/png;base64,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" alt="" /></p>
<p>Après le <a href="http://blog.guillaumedurr.com/?p=252">premier article</a>, nous pouvons entrer dans le vif du sujet ! Je vais développer cet article en cinq parties principales : une sur la formation <a href="http://www.tremplin-iep.fr/">Tremplin IEP</a> puis une pour chaque matière. Vous trouverez enfin, dans un &#8230;</p>]]></description>
		<wfw:commentRss>http://blog.guillaumedurr.com/?feed=rss2&#038;p=262</wfw:commentRss>
		<slash:comments>25</slash:comments>
		</item>
		<item>
		<title>Comment préparer Sciences Po ? — Préambule</title>
		<link>http://blog.guillaumedurr.com/?p=252</link>
		<comments>http://blog.guillaumedurr.com/?p=252#comments</comments>
		<pubDate>Sat, 30 Jul 2011 13:01:04 +0000</pubDate>
		<dc:creator>Guillaume Dürr</dc:creator>
				<category><![CDATA[Études]]></category>

		<guid isPermaLink="false">http://blog.guillaumedurr.com/?p=252</guid>
		<description><![CDATA[Comme prévu, j'écris un billet sur comment préparer Sciences Po, à destination des Premières/Terminales/Étudiants de 1ère année pour partager mon expérience de l'année passé. Avec un budget réduit, venant d'un bac Scientifique (donc avec des choses à apprendre et non à revoir en histoire), j'ai pu accéder à Sciences Po Lyon, du premier coup (je n'ai pas tenté le concours après mon bac).

Avant toute chose, précisons ce que je propose: des conseils pour préparer de son côté, seul, et de manière économique le concours des IEP de Province. Le concours Sciences Po Paris n'est pas bien différent, mais je ne le connais pas.]]></description>
		<wfw:commentRss>http://blog.guillaumedurr.com/?feed=rss2&#038;p=252</wfw:commentRss>
		<slash:comments>2</slash:comments>
		</item>
	</channel>
</rss>
