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	<title>Prévia Courtage - Votre prêt immobilier à portée de main</title>
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		<link>http://www.previa-courtage.fr/blog/2012/01/351/</link>
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		<pubDate>Fri, 13 Jan 2012 19:47:01 +0000</pubDate>
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		<description><![CDATA[Le ministre de l&#8217;Économie, François Baroin, a confirmé vendredi soir sur France 2 que Standard &#38; Poor&#8217;s allait dégrader la note de la France d&#8217;un cran. L&#8217;Allemagne, les Pays-Bas et le Luxembourg ont indiqué être épargnés. Le ministre de l&#8217;Économie, François Baroin, a confirmé vendredi soir que [...]]]></description>
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alt="" /></h2>
<h2>Le ministre de l&#8217;Économie, François Baroin, a confirmé vendredi soir sur France 2 que Standard &amp; Poor&#8217;s allait dégrader la note de la France d&#8217;un cran. L&#8217;Allemagne, les Pays-Bas et le Luxembourg ont indiqué être épargnés.</h2>
<p><img src="http://www.lefigaro.fr/icones/coeur-.gif" alt="" border="0" /></p>
<p>Le ministre de l&#8217;Économie, François Baroin, a confirmé vendredi soir que la France a perdu son triple A. La note de la dette de la France a été abaissée d&#8217;un cran, à AA+. «Ce n&#8217;est pas une bonne nouvelle mais ce n&#8217;est pas une catastrophe», a affirmé le ministre de l&#8217;Économie, sur <em>France 2</em>. «Ce ne sont pas les agences de notation qui dictent la politique de la France». François Baroin a également confirmé que le gouvernement ne présentera pas de troisième plan de rigueur, «car ce n&#8217;est pas une question de rigueur budgétaire». Le premier ministre, François Fillon, tiendra, quant à lui, un point presse samedi à 10h30.</p>
<h3>L&#8217;euro au plus bas depuis un an et demi</h3>
<p>Même si l&#8217;information n&#8217;a pas encore fait l&#8217;objet d&#8217;un communiqué officiel de Standard and Poor&#8217;s l&#8217;annonce était attendue. La Bourse de Paris a limité la casse, ne perdant «que» 0,11% à 3196,49 points. Vers 20h20, Wall Street restait également insensible à cette dégradation. Le Dow Jones perdait 0,77% à 12.375,28 points et le Nasdaq Composite reculait de 0,78% à 2703,56 points. De son côté, l&#8217;euro s&#8217;établissait à 1,2669 dollar.</p>
<p>Selon une source européenne plusieurs pays de la zone euro vont être dégradés de façon imminente par Standard &amp; Poor&#8217;s, comme l&#8217;Autriche qui devrait également perdre son AAA. L&#8217;Allemagne, en revanche, comme les Pays-Bas, la Finlande et le Luxembourg, devraient être épargnés. Il ne resterait donc plus que quatre pays de la zone euro qui conserveraient leur triple A.</p>
<p>Le 6 décembre dernier, Standard &amp; Poor&#8217;s avait averti 15 des 17 pays de la zone euro qu&#8217;elle envisageait de dégrader leur note. La France était menacée d&#8217;être rétrogradée d&#8217;un ou deux crans.</p>
<p><span id="more-351"></span></p>
<p>Quatre points d&#8217;inquiétudes motivaient alors Standard &amp; Poor&#8217;s à envisager de revoir sa notation. D&#8217;abord, la crise de la zone euro assombrit les perspectives de croissance du pays. Cette crainte s&#8217;est matérialisée: l&#8217;Insee a annoncé dès le 15 décembre que la France serait touchée par une récession fin 2011-début 2012.</p>
<p>Deuxième inquiétude, la dérive des finances publiques. Malgré l&#8217;assurance donnée par le gouvernement qu&#8217;il tiendra ses objectifs de déficit, l&#8217;agence estimait dans son avertissement de décembre que les mesures de rigueur étaient «insuffisantes (&#8230;) si la croissance est inférieure au 1%» prévu par le gouvernement.</p>
<p>Standard &amp; Poor&#8217;s regardait aussi avec méfiance le secteur bancaire français, craignant que l&#8217;État ne doive le renflouer. Même si le ministre de l&#8217;Économie François Baroin a toujours rejeté une telle issue.</p>
<p>Le dernier argument de Standard &amp; Poor&#8217;s concernait l&#8217;économie française autant que ces voisins européens: si la Banque centrale européenne ne s&#8217;implique pas davantage dans la gestion de la crise, alors «cela pèsera sur la note», avait averti l&#8217;agence de notation.</p>
<h3>De son côté, Fitch entend maintenir le AAA de la France en 2012</h3>
<p>Si Standard &amp; Poor&#8217;s est la seule agence à ce jour à avoir retiré le AAA à la France, ses deux concurrentes, Moody&#8217;s et Fitch mènent également une réflexion sur une éventuelle révision de la note qu&#8217;elles lui accordent. La première, dès octobre, a dit se donner trois mois pour réviser éventuellement la perspective attachée à la note française. Fitch a pour sa part placé sous surveillance le AAA français le 16 octobre. Il existe donc une chance sur deux pour qu&#8217;elle révise la note à la baisse dans les deux ans qui viennent. Mais il y a quelques jours, Fitch s&#8217;est montré rassurante: «Sur la base de certaines tendances économiques et monétaires (&#8230;) ».</p>
<p><a href="http://www.lefigaro.fr/conjoncture/2012/01/13/04016-20120113ARTFIG00603-la-france-aurait-perdu-son-aaa.php">lefigaro.fr</a></p>
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		<title>La France &#171;&#160;fera&#160;&#187; la taxe financière, seule ou avec ses partenaires de l&#8217;UE</title>
		<link>http://www.previa-courtage.fr/blog/2012/01/la-france-fera-la-taxe-financiere-seule-ou-avec-ses-partenaires-de-lue/</link>
		<comments>http://www.previa-courtage.fr/blog/2012/01/la-france-fera-la-taxe-financiere-seule-ou-avec-ses-partenaires-de-lue/#comments</comments>
		<pubDate>Fri, 13 Jan 2012 07:37:05 +0000</pubDate>
		<dc:creator>Prévia Courtage</dc:creator>
				<category><![CDATA[Economie]]></category>

		<guid isPermaLink="false">http://www.previa-courtage.fr/blog/?p=347</guid>
		<description><![CDATA[PARIS — La France a réaffirmé mardi qu&#8217;elle &#171;&#160;fera&#160;&#187; la taxe sur les transactions financières, de préférence à l&#8217;échelle européenne, mais seule si elle ne parvenait pas à surmonter le scepticisme de ses partenaires de l&#8217;UE. &#171;&#160;A l&#8217;évidence, la France doit le faire avec les autres. Mais [...]]]></description>
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" alt="" width="186" height="123" />PARIS — La France a réaffirmé mardi qu&#8217;elle &laquo;&nbsp;fera&nbsp;&raquo; la taxe sur les transactions financières, de préférence à l&#8217;échelle européenne, mais seule si elle ne parvenait pas à surmonter le scepticisme de ses partenaires de l&#8217;UE.</p>
<p>&laquo;&nbsp;A l&#8217;évidence, la France doit le faire avec les autres. Mais si la France attend que les autres se décident pour taxer la finance, la finance ne sera jamais taxée&nbsp;&raquo;, a de nouveau insisté le président Nicolas Sarkozy depuis Mulhouse, où il présentait ses voeux à &laquo;&nbsp;la France solidaire&nbsp;&raquo;.</p>
<p>&laquo;&nbsp;La France ne se contentera pas d&#8217;en parler, elle le fera&nbsp;&raquo;, a-t-il répété.</p>
<p>Le chef de l&#8217;Etat s&#8217;exprimait au lendemain d&#8217;un sommet franco-allemand qui avait vu la chancelière Angel Merkel l&#8217;assurer de sa volonté &laquo;&nbsp;personnelle&nbsp;&raquo; de taxer les transactions financières, mais reconnaître l&#8217;absence de &laquo;&nbsp;consensus&nbsp;&raquo; sur cette question au sein de son gouvernement.</p>
<p>Membre de sa coalition, le petit parti libéral (FDP) a encore rejeté mardi l&#8217;idée d&#8217;une taxe limitée à la seule zone euro, évoquée par la chancelière.</p>
<p>&laquo;&nbsp;La France sera le premier pays, cette année, à mettre en oeuvre la taxe sur les transactions financières&nbsp;&raquo;, a assuré le ministre de l&#8217;Economie, François Baroin, devant l&#8217;Assemblée nationale.</p>
<p>Candidat du PS à l&#8217;Elysée, François Hollande s&#8217;est de nouveau dit favorable au principe de cette taxe mais attend d&#8217;en connaître &laquo;&nbsp;le taux et les modalités&nbsp;&raquo; avant de décider de la voter à l&#8217;Assemblée.</p>
<p>M. Baroin a rappelé qu&#8217;il se rendrait jeudi à Berlin pour discuter avec son homologue allemand, Wolfgang Schäuble, &laquo;&nbsp;des modalités pratiques de la coopération franco-allemande&nbsp;&raquo;, ses &laquo;&nbsp;objectif et calendrier&nbsp;&raquo;.</p>
<p>Pour lui, le système financier doit &laquo;&nbsp;réparer les dommages qu&#8217;il a lui-même causés avec le développement d&#8217;une industrie financière qui s&#8217;est emballée&nbsp;&raquo;.</p>
<p>&laquo;&nbsp;Poste avancé&nbsp;&raquo;</p>
<p>Le ministre a fait un parallèle avec le &laquo;&nbsp;succès&nbsp;&raquo; de la &laquo;&nbsp;taxe de solidarité sur les billets d&#8217;avions, voulue par Jacques Chirac, et qui concoure depuis quelques années à l&#8217;achat de médicaments contre le sida ou le paludisme destinés aux pays pauvres.</p>
<p><span id="more-347"></span></p>
<p>Porte-parole du gouvernement et ministre du Budget, Valérie Pécresse a souligné que Paris entendait &laquo;&nbsp;enclencher&nbsp;&raquo; le mouvement, tout en concédant que &laquo;&nbsp;cette taxe n&#8217;a de sens que si elle est portée par l&#8217;Europe&nbsp;&raquo;. &laquo;&nbsp;Si la France la met en place seule, évidemment, à terme, elle sera contournée&nbsp;&raquo;, a reconnu la ministre.</p>
<p>Sur le calendrier législatif, le tandem Baroin-Pécresse a laissé ouverte la possibilité de raccrocher la taxe au collectif budgétaire qui sera débattu en février au Parlement.</p>
<p>Selon le ministre de l&#8217;Economie, elle devrait frapper &laquo;&nbsp;les actions, les obligations, les mouvements autour des (produits financiers) dérivés&nbsp;&raquo;, soit une assiette &laquo;&nbsp;large&nbsp;&raquo; avec des taux &laquo;&nbsp;relativement bas&nbsp;&raquo;, au &laquo;&nbsp;plus près&nbsp;&raquo; de la proposition de la Commission européenne.</p>
<p>Celle-ci pourrait cependant se heurter au scepticisme de la présidence danoise de l&#8217;Union européenne, qui a rejeté mardi le texte &laquo;&nbsp;pas très solide&nbsp;&raquo; discuté actuellement par les Vingt-Sept et mis en garde contre un cavalier seul de la zone euro tel qu&#8217;évoqué par Paris et Berlin.</p>
<p>La proposition de la Commission, censée rapporter jusqu&#8217;à 55 milliards d&#8217;euros par an, prévoit des taux de prélèvement de 0,1% sur les actions et les obligations et de 0,01% sur les autres produits financiers, essentiellement les dérivés et produits structurés.</p>
<p>Des dispositions semblables, dénichées par Le Canard enchaîné, existent d&#8217;ores-et-déjà dans le Code des impôts français. Votées en décembre 2001 à l&#8217;initiative de l&#8217;ex Premier ministre Lionel Jospin pendant la cohabitation, elle portent toutefois sur les seules devises et n&#8217;ont jamais été appliquées.</p>
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		<title></title>
		<link>http://www.previa-courtage.fr/blog/2012/01/344/</link>
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		<pubDate>Tue, 03 Jan 2012 15:08:12 +0000</pubDate>
		<dc:creator>Prévia Courtage</dc:creator>
				<category><![CDATA[Economie]]></category>

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		<title>Nouvelle hausse du coût du crédit immobilier</title>
		<link>http://www.previa-courtage.fr/blog/2012/01/nouvelle-hausse-du-cout-du-credit-immobilier/</link>
		<comments>http://www.previa-courtage.fr/blog/2012/01/nouvelle-hausse-du-cout-du-credit-immobilier/#comments</comments>
		<pubDate>Mon, 02 Jan 2012 14:09:30 +0000</pubDate>
		<dc:creator>Prévia Courtage</dc:creator>
				<category><![CDATA[Economie]]></category>

		<guid isPermaLink="false">http://www.previa-courtage.fr/blog/?p=334</guid>
		<description><![CDATA[Nouvelle hausse du coût du crédit immobilier Les taux ont augmenté de 7 points en moyenne en décembre, à 3,93 % et la durée des emprunts s&#8217;est réduite à 209 mois. Après l&#8217;accalmie, le coût du crédit immobilier grimpe à nouveau. Les taux ont augmenté de 7 points en [...]]]></description>
			<content:encoded><![CDATA[<div><img class="alignleft" style="border: 0pt none; margin: 10px;" src="http://www.lesechos.fr/medias/2012/01/02/269956_0201820799110_web.jpg" alt="" width="160" height="120" border="0" /><a href="http://realmedia.lesechos.fr/5c/info.lesechos.fr/secteur/finance-marches.htm/414869870/Middle3/default/empty.gif/5576504d6245367846303841415a6f65" target="_top"><img src="http://realmedia.lesechos.fr/0/default/empty.gif" alt="" width="1" height="1" border="0" /></a></p>
<h1>Nouvelle hausse du coût du crédit immobilier</h1>
<p>Les taux ont augmenté de 7 points en moyenne en décembre, à 3,93 % et la durée des emprunts s&#8217;est réduite à 209 mois.</p>
</div>
<div>
<p>Après l&#8217;accalmie, le coût du crédit <a title="dossier immobilier" href="http://lesechospedia.lesechos.fr/immobilier.htm?xtor=SEC-3167">immobilier</a> grimpe à nouveau. Les taux ont augmenté de 7 points en décembre à 3,93 % en moyenne, et 3,97 % pour l&#8217;acquisition de logements anciens, selon l&#8217;Observatoire CSA Crédit Logement, l&#8217;organisme de caution des banques. Ils retrouvent ainsi le niveau atteint entre juillet et septembre, avant le recul d&#8217;octobre.</p>
</div>
<div>
<p>Cette hausse des taux s&#8217;accompagne d&#8217;une réduction des durées d&#8217;emprunt, à 209 mois, soit le niveau de l&#8217;été 2010. Contraintes par la hausse de leur coût d&#8217;emprunt surtout à long terme, certaines banques ont commencé a augmenter le coût des crédits à plus de vingt ans. Les opérations se recentrent mécaniquement sur les emprunteurs les plus solvables. L&#8217;indicateur de solvabilité de la demande a ainsi retrouvé ses niveaux élevés du début de l&#8217;année 2009. La progression de l&#8217;apport personnel a quasiment doublé en 2011, passant de +6,1 % en 2010 à +11,8 % l&#8217;an dernier.</p>
<h5>A.DR.</h5>
<div>
<p><a href="http://www.lesechos.fr/entreprises-secteurs/finance-marches/actu/0201820512395-nouvelle-hausse-du-cout-du-credit-immobilier-269956.php">Photo : Bloomberg</a></p>
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		<title>Les taux d&#8217;emprunt italiens à six mois divisés par deux</title>
		<link>http://www.previa-courtage.fr/blog/2011/12/330/</link>
		<comments>http://www.previa-courtage.fr/blog/2011/12/330/#comments</comments>
		<pubDate>Fri, 30 Dec 2011 01:26:14 +0000</pubDate>
		<dc:creator>Prévia Courtage</dc:creator>
				<category><![CDATA[Economie]]></category>

		<guid isPermaLink="false">http://www.previa-courtage.fr/blog/?p=330</guid>
		<description><![CDATA[Les bonnes nouvelles sont rares en cette fin d&#8217;année pour les pays de la zone euro. Mais, alors que les observateurs redoutaient une nouvelle poussée de fièvre des taux d&#8217;emprunt italiens, ceux-ci ont très fortement baissé, mercredi 28 décembre, à 3,251 %, lors d&#8217;une émission obligataire attendue [...]]]></description>
			<content:encoded><![CDATA[<h2>Les bonnes nouvelles sont rares en cette fin d&#8217;année pour les pays de la zone euro. Mais, alors que les observateurs redoutaient une nouvelle poussée de fièvre des taux d&#8217;emprunt italiens, ceux-ci ont très fortement baissé, mercredi 28 décembre, à 3,251 %, lors d&#8217;une émission obligataire attendue avec impatience par les marchés. A titre de comparaison, ces mêmes taux s&#8217;élevaient à 6,504 % lors d&#8217;une opération similaire menée le 25 novembre.</h2>
<p>Le Trésor italien a émis pour 9 milliards d&#8217;euros de titres de la dette sur six mois, à un taux également plus bas que lors de la dernière émission similaire d&#8217;octobre, ce qui, pour les commentateurs, constituait une excellente nouvelle. Pour preuve, la Bourse de Milan progressait de 1,24 %, à 15 108 points, peu après l&#8217;annonce des résultats de cette émission.</p>
<div> <span id="more-330"></span></div>
<p>Selon le Trésor italien, la demande a été très forte pour ces bons du Trésor (<em>Buoni del Tesoro Poliennali,</em> BTP) à six mois et a représenté 15,2 milliards d&#8217;euros. Pour une autre émission qui avait lieu ce mercredi de certificats du Trésor (<em>Certificati del Tesoro Zero Coupon,</em> CTZ) à deux ans, les taux ont également fortement diminué à 4,853 %, contre 7,814 % lors de la dernière émission semblable datant de fin novembre.</p>
<p>Le Trésor a choisi d&#8217;en placer pour 1,733 milliards d&#8217;euros, et donc dans le bas de la fourchette des montants qu&#8217;il se proposait de lever (entre 1,5 et 2,5 milliards d&#8217;euros), alors qu&#8217;il avait reçu une demande équivalant à 3,875 milliards d&#8217;euros. L&#8217;Italie est le dernier pays européen à devoir encore emprunter des obligations sur les marchés d&#8217;ici au 31 décembre.</p>
<p>La faiblesse des volumes des transactions en cette période de fin d&#8217;année et la persistance d&#8217;un certain scepticisme des marchés à l&#8217;égard de l&#8217;Italie et de sa colossale dette (1 900 milliards d&#8217;euros, 120 % du PIB) avaient fait craindre une nouvelle poussée de fièvre des taux italiens. Une autre série d&#8217;émissions tests est attendue jeudi pour le refinancement de la dette italienne à moyen et long terme, avec l&#8217;émission de 5 à 8 milliards d&#8217;obligations à trois, neuf et dix ans.</p>
<p><a href="http://www.lemonde.fr/economie/article/2011/12/28/les-taux-d-emprunt-italiens-a-six-mois-divises-par-deux_1623307_3234.html#ens_id=1268560">le monde.fr</a></p>
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		<title>L&#8217;euro au plus bas depuis seize mois face au dollar</title>
		<link>http://www.previa-courtage.fr/blog/2011/12/leuro-au-plus-bas-depuis-seize-mois-face-au-dollar/</link>
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		<pubDate>Fri, 30 Dec 2011 01:21:34 +0000</pubDate>
		<dc:creator>Prévia Courtage</dc:creator>
				<category><![CDATA[Economie]]></category>

		<guid isPermaLink="false">http://www.previa-courtage.fr/blog/?p=328</guid>
		<description><![CDATA[L&#8217;euro a glissé jeudi 29 décembre à son plus bas niveau depuis près de seize mois face au dollar, et à un niveau plus bas depuis plus de dix ans face au yen, alors que le marché digérait les résultats d&#8217;une émission de dette très attendue en [...]]]></description>
			<content:encoded><![CDATA[<h2>L&#8217;euro a glissé jeudi 29 décembre à son plus bas niveau depuis près de seize mois face au dollar, et à un niveau plus bas depuis plus de dix ans face au yen, alors que le marché digérait les résultats d&#8217;une émission de dette très attendue en Italie et réussie de justesse.</h2>
<p>Vers 13 heures, l&#8217;euro est tombé à 1,2866 dollar, son plus bas niveau depuis le 14 septembre 2010. A la même heure, il descendait à 100,11 yens, un niveau plus vu depuis juin 2001.</p>
<div> La monnaie unique creusait ses pertes après avoir violemment décroché la veille face à ces monnaies refuges que constituent le dollar et le yen, pâtissant d&#8217;un regain de craintes sur la zone euro, et en particulier sur l&#8217;Italie, dont les perspectives budgétaires inquiètent.</div>
<p>Le Trésor italien a réussi jeudi à placer pour 7 milliards d&#8217;euros d&#8217;obligations à moyen et long terme et le taux de l&#8217;emprunt de référence à dix ans (échéance 2022) a reculé sous le seuil critique des 7 % (6,98 %) par rapport à un record lors de la dernière émission de ce type fin novembre (à 7,56 %). Mais Rome a limité volontairement les volumes placés sur le marché obligataire alors qu&#8217;elle avait planifié de lever jusqu&#8217;à 8,5 milliards d&#8217;euros, et l&#8217;opération n&#8217;a pas semblé convaincre les cambistes.</p>
<p><strong>&laquo;&nbsp;LES RÉSULTATS DE L&#8217;ÉMISSION ITALIENNE SONT DÉCEVANTS&nbsp;&raquo;</strong></p>
<p><span id="more-328"></span></p>
<p>Le chef du gouvernement italien, Mario Monti, a jugé <em>&laquo;&nbsp;plutôt encourageants&nbsp;&raquo;</em> les résultats de ces deux dernières émissions obligataires du Trésor italien cette année. Ce n&#8217;était pas l&#8217;avis des analystes.<em> &laquo;&nbsp;Les résultats de l&#8217;émission sont décevants, puisque la demande </em>[des investisseurs]<em> s&#8217;est avérée moindre qu&#8217;attendu, et que le montant émis n&#8217;a même pas atteint l&#8217;objectif visé initialement&nbsp;&raquo;</em>, estime ainsi Anita Paluch, analyste de la société financière Gekko Global Markets.<em> &laquo;&nbsp;Cela n&#8217;aide pas l&#8217;euro, d&#8217;autant que de nombreux opérateurs sont absents des marchés cette semaine&nbsp;&raquo;</em> en raison des fêtes de fin d&#8217;année, a-t-elle indiqué. De faibles volumes d&#8217;échanges accentuent les moindres fluctuations sur le marché des changes, rendu ainsi beaucoup plus volatil.<br />
<em></em></p>
<p><em>&laquo;&nbsp;Etant donné l&#8217;aggravation de la crise en zone euro, cette émission s&#8217;est relativement bien passée, mais le taux de la dette italienne à dix ans reste à presque 7 % et ce taux très élevé, déjà ingérable, devrait grimper si la crise persiste&nbsp;&raquo;</em>, a estimé de son côté Manoj Ladwa, courtier de ETX Capital.</p>
<p><em>&laquo;&nbsp;L&#8217;Italie est un gros pays qui a plus de marges de manœuvre que la Grèce n&#8217;en avait pour supporter un tel taux, mais désormais, on ne peut plus exclure un plan de sauvetage international pour l&#8217;Italie, si la situation </em>[financière]<em> du pays dégénère et que les ministres européens n&#8217;agissent pas plus activement&nbsp;&raquo;</em> pour contrer la crise de la dette, a-t-il indiqué.</p>
<p><a href="http://www.lemonde.fr/crise-financiere/article/2011/12/29/l-euro-au-plus-bas-depuis-seize-mois-face-au-dollar_1624091_1581613.html">le monde.fr</a></p>
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		<title>Notations : la France (AA) plus pénalisée que l’Allemagne (AA+).</title>
		<link>http://www.previa-courtage.fr/blog/2011/12/notations-la-france-aa-plus-penalisee-que-l%e2%80%99allemagne-aa/</link>
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		<pubDate>Fri, 16 Dec 2011 14:46:14 +0000</pubDate>
		<dc:creator>Prévia Courtage</dc:creator>
				<category><![CDATA[Economie]]></category>

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		<description><![CDATA[Le verdict est tombé et, sauf surprise improbable de dernière minute, la France et l’Allemagne vont perdre leur AAA.  Ce phénomène n’est pas vraiment une surprise et, il y a plusieurs mois, je m’étais permis de signaler que la France avait, de facto, perdu cette notation, à [...]]]></description>
			<content:encoded><![CDATA[<p><img class="alignleft" style="margin: 10px;" 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" alt="" width="240" height="192" /></p>
<p>Le verdict est tombé et, sauf surprise improbable de dernière minute, la France et l’Allemagne vont perdre leur AAA.  Ce phénomène n’est pas vraiment une surprise et, il y a plusieurs mois, je m’étais permis de signaler que la France avait, de facto, perdu cette notation, à laquelle, de manière incompréhensible, la France attachait une importance qu’elle n’a pas. C’était devenu le symbole de la réussite de la politique gouvernementale.</p>
<p><strong>La baisse de la notation</strong> est due à un ensemble de considérations, dont la moindre n’est pas la faible croissance de l’Eurozone. A cela s’ajoute l’impact sur la situation financière des pays de l’Eurozone. La France et l’Allemagne, a à deux, ont assumé 47% des risques du Fonds Européen de Stabilité Financière.</p>
<p>Cette sanction est également celle d’une détérioration de la situation de l’Eurozone dont la responsabilité repose de manière non équivoque sur les épaules d’Angela Merkel et de Nicolas Sarkozy. Aucune des décisions des pays européens n’a été mise a exécution et pendant ce temps la situation s’est aggravée jusqu'à engendrer un risque systémique mondial. C’est la sanction claire de l’inaction politique.</p>
<p><strong>Si la France perd deux points alors que l’Allemagne n’en perd qu’un,</strong> c’est en raison de la détérioration de l’endettement du pays : depuis l’élection présidentielle, la dette de la France a augmenté de près de 55 %, à savoir 600 milliards d’euros, passant de 1.100 à 1.700 milliards d’euros.  C’est  8.000 euros par habitant. Le poids de la dette publique atteint maintenant 26.000 euros par habitant. La cause en est un manque de discipline budgétaire qui fait de la France le cinquième pays le moins discipliné de l’Eurozone.</p>
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<h4 id="GraphIR"><em>Dette au sens de Maastricht des administrations publiques en point de PIB  - </em>Source : INSEE</h4>
<p><img class="alignleft" style="margin: 10px;" 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" alt="" width="450" height="279" /></p>
<p>&nbsp;</p>
<p><strong>Faut-il pour autant paniquer </strong>? Certainement pas : un pays peut vivre  confortablement avec une note AA, et comme la France emprunte déjà depuis un an à des conditions AA, les conséquences de cette baisse de notation sont déjà actées par les investisseurs. La prime de risque de la France est du double de celle de l’Allemagne. Les investisseurs ont déjà voté depuis longtemps.</p>
<p>De là à prendre cette baisse de notation à la légère, il n’y a qu’un pas que les autorités franchiront sans scrupule lorsque l’annonce sera officielle. Le déni de la gravité de la situation est une pratique courante du Ministre des Finances et du Gouverneur de la Banque de France. La baisse de notation est un signal de plus que, pour rester dans le club des pays bien notés, la France ne peut plus se permettre de dérapage. Le Budget 2012 sera de toute évidence considéré comme le test le plus implorant du sérieux du Gouvernement français.</p>
<p>Il y aura d’autres conséquences : la <strong>note AAA de l’Europe est maintenant condamnée</strong> à baisser. Là aussi, ce n’était pas imprévu. Mais c’est un échec important pour l’Europe et l’Eurozone.</p>
<p>Suite à ces baisses de notations souveraines, les émetteurs publics et privés verront leur notation baisser. C’est une conséquence normale dans la mesure où leur crédit est le même que celui de l’Etat.</p>
<p>Enfin, <strong>l’impact sur les banques</strong> devra être suivi de très près. Déjà affectées de diverses baisses de notation, elles ne devraient pas souffrir exagérément de cette notation. Mais dans le climat actuel, il est difficile de prédire les réactions des marchées financiers.</p>
<p>Quant à l’attaque de <strong>Christian Noyer</strong> sur le Grande Bretagne, alors qu’il savait que la notation française était abaissée, elle apparaît de plus en plus comme indigne d’un Gouverneur de Banque Centrale et a fait le tour du monde : ses déclarations euphoriques sur la bonne santé des banques françaises lors des pseudo-stress-tests de juillet,  et surtout son silence sur la situation financière de la France ont achevé son crédit aux yeux des observateurs sérieux.</p>
<p>Terminons enfin en disant que <strong>Standard &amp; Poor’s n’a fait que suivre</strong> la baisse de confiance des investisseurs dans les pays de l’Eurozone, et particulièrement les deux plus important d’entre eux. N’attachons pas plus d’importance à cette baisse qu’elle ne le mérite. Apres tout, ce n’est qu’un  baromètre.</p>
<p>Ce qu’il confirme, ce sont des turbulences accrues que nous aurons à gérer.</p>
<p><a href="http://finance.blog.lemonde.fr/2011/12/15/notations-la-france-aa-plus-penalisee-que-l%E2%80%99allemagne-aa/">le monde.fr</a></p>
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		<title>Les agences de notations jugent insuffisantes les dernières mesures européennes</title>
		<link>http://www.previa-courtage.fr/blog/2011/12/les-agences-de-notations-jugent-insuffisantes-les-dernieres-mesures-europeennes/</link>
		<comments>http://www.previa-courtage.fr/blog/2011/12/les-agences-de-notations-jugent-insuffisantes-les-dernieres-mesures-europeennes/#comments</comments>
		<pubDate>Mon, 12 Dec 2011 20:13:50 +0000</pubDate>
		<dc:creator>Prévia Courtage</dc:creator>
				<category><![CDATA[Economie]]></category>

		<guid isPermaLink="false">http://www.previa-courtage.fr/blog/?p=313</guid>
		<description><![CDATA[L&#8217;agence d&#8217;évaluation financière Moody&#8217;s a confirmé, lundi 12 décembre, qu&#8217;elle reverrait les notes des dettes souveraines des pays de la zone euro et de l&#8217;Union européenne lors du premier trimestre 2012. En cause, l&#8217;absence de &#171;&#160;mesures décisives&#160;&#187; prises lors du sommet européen la semaine dernière, argue l&#8217;agence [...]]]></description>
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" alt="" width="345" height="173" /></h2>
<h2>L&#8217;agence d&#8217;évaluation financière Moody&#8217;s a confirmé, lundi 12 décembre, qu&#8217;elle reverrait les notes des dettes souveraines des pays de la zone euro et de l&#8217;Union européenne lors du premier trimestre 2012. En cause, l&#8217;absence de <em>&laquo;&nbsp;mesures décisives&nbsp;&raquo;</em> prises lors du sommet européen la semaine dernière, argue l&#8217;agence de notation. <em>&laquo;&nbsp;L&#8217;absence de mesures pour stabiliser les marchés du crédit à court terme implique que la zone euro, et l&#8217;UE dans son ensemble, reste exposée à de futurs chocs et que la cohésion de la zone euro est menacée de manière permanente&nbsp;&raquo;</em>, explique-t-elle dans un communiqué.(photo:<strong>REUTERS/MICHAEL BUHOLZER)</strong></h2>
<p>Elle ajoute que la crise demeure à un stade critique et instable, les marchés des dettes souveraines et bancaires restant exposés à des perturbations aiguës que les autorités monétaires et financières auront de plus en plus en mal à juguler. <em>&laquo;&nbsp;En conséquence, Moody&#8217;s entend toujours revoir les notes souveraines des pays de la zone euro et des pays de l&#8217;Union européenne au cours du premier trimestre 2012&#8243;</em>.</p>
<div><span id="more-313"></span></div>
<p>L&#8217;agence de notation avait indiqué, à la fin de novembre, que l&#8217;aggravation rapide de la crise de la dette dans la zone euro menaçait les notes de solvabilité de tous les pays européens, dans un <em>&laquo;&nbsp;commentaire spécial&nbsp;&raquo;</em> sur les pays européens. Pour Moody&#8217;s, aucun pays de la zone euro – ni la France ni ceux jugés les plus solides, comme les Pays-Bas, l&#8217;Autriche, la Finlande, voire l&#8217;Allemagne – n&#8217;est à l&#8217;abri d&#8217;un abaissement de note.</p>
<p>A propos du sommet européen et des pays de la zone euro vendredi, Moody&#8217;s indique que les mesures annoncées par les décideurs européens présentent peu de nouveautés et sont souvent similaires à celles déjà annoncées précédemment. <em>&laquo;&nbsp;Les mesures annoncées ne changent pas le point de vue précédemment annoncé de Moody&#8217;s selon lequel la crise en est à une étape critique et volatile&nbsp;&raquo;</em>, conclut-elle.</p>
<p><strong> </strong><strong>&laquo;&nbsp;</strong><strong>TOUT LE MONDE EST DANS LE MÊME BATEAU&nbsp;&raquo;</strong></p>
<p>Il faut croire que c&#8217;est un sentiment que partagent beaucoup d&#8217;analystes des agences de notations. Lundi, à l&#8217;occasion d&#8217;un voyage à Tel-Aviv, en Israël, le patron de Standard and Poor&#8217;s, concurrente de Moody&#8217;s, a lui aussi regretté la faible portée des mesures annoncées par les dirigeants européens  la semaine dernière. Pour Jean-Michel Six, le sommet marque un réel progrès <em>&laquo;&nbsp;en ce qu&#8217;il prépare mentalement les gouvernements à s&#8217;engager – en l&#8217;inscrivant sous une forme ou sous une autre dans la Constitution – dans une stratégie budgétaire à moyen terme qui permettrait à la BCE de devenir ce qu&#8217;elle n&#8217;est pas pour l&#8217;instant, au moins officiellement, à savoir un prêteur de dernier ressort&nbsp;&raquo;</em>.</p>
<p>Mais, selon lui, un <em>&laquo;&nbsp;choc&nbsp;&raquo;</em> est nécessaire. <em>&laquo;&nbsp;Il faudra sans doute un autre choc avant que tout le monde en Europe fasse la même analyse de la situation, par exemple une grande banque allemande ayant des difficultés sur le marché, ce qui est possible à court terme&nbsp;&raquo;</em>, a déclaré Jean-Michel Six. <em>&laquo;&nbsp;On admettrait alors que tout le monde est dans le même bateau, et que même les établissements allemands peuvent être affectés par cette contagion&nbsp;&raquo;. </em><em>&laquo;&nbsp;Le temps presse et il faut agir des deux côtés de l&#8217;équation, sur les plans budgétaire et monétaire&nbsp;&raquo;</em>, a-t-il ajouté.</p>
<p><strong>&gt;&gt; Lire notre entretien avec</strong><strong> </strong>Jean-Michel Six, chef économiste Europe chez Standard and Poor&#8217;s</p>
<p>Lundi, c&#8217;est au tour de l&#8217;agence française Fitch de critiquer les mesures européennes. <em>&laquo;&nbsp;Il semble qu&#8217;une &#8216;solution globale&#8217; à la crise actuelle ne soit pas d&#8217;actualité&nbsp;&raquo;</em>, écrit Fitch dans un communiqué, avant de menacer les notes des dettes européennes, que l&#8217;agence réexaminera elle aussi au premier trimestre 2012.</p>
<p><strong>LE &laquo;&nbsp;TRIPLE A&nbsp;&raquo; FRANÇAIS EN SURSIS</strong></p>
<p>Le temps presse d&#8217;autant plus que, depuis la semaine dernière,  l&#8217;agence de notation a, elle aussi, placé la dette de quatorze des dix-sept pays de la zone euro, dont l&#8217;Allemagne, sous surveillance négative. Même si M. Six a tempéré le craintes suscitées par cette décision, rappelant que le destin des notes ne dépendrait pas seulement des résultats du sommet de vendredi, loin d&#8217;être le dernier avant la fin de la crise, selon lui.</p>
<p>En ce qui concerne la note souveraine française, qui bénéficie actuellement d&#8217;un triple A auprès des trois principales agences de notation, une dégradation n&#8217;est pas inéluctable, a estimé, lundi, le président de l&#8217;Autorité des marchés financiers (AMF), Jean-Pierre Jouyet.<em> </em>Son maintien<em>&laquo;&nbsp;dépend des politiques qui doivent être menées&nbsp;&raquo;</em>, a affirmé le responsable de l&#8217;autorité française de la Bourse sur la radio France Inter, se faisant ainsi le messager indirect de toutes les agences de notation.</p>
<p>Pour l&#8217;instant, la France continue à emprunter à des taux avantageux. Lundi, l&#8217;Agence France-Trésor, qui gère la dette du pays, a annoncé avoir levé 6,503 milliards d&#8217;euros de bons du Trésor à taux fixe et intérêts précomptés sur les lignes à treize, vingt-six et quarante-quatre semaines. Pour cette première adjudication française depuis l&#8217;accord de Bruxelles, les taux d&#8217;emprunt sont en légère baisse par rapport aux précédentes opérations.</p>
<p><a href="http://www.lemonde.fr/crise-financiere/article/2011/12/12/moody-s-maintient-la-zone-euro-sous-surveillance_1617243_1581613.html">LEMONDE.FR avec AFP et Reuters </a></p>
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		<title>Une spirale déclinante menace la France</title>
		<link>http://www.previa-courtage.fr/blog/2011/12/une-spirale-declinante-menace-la-france/</link>
		<comments>http://www.previa-courtage.fr/blog/2011/12/une-spirale-declinante-menace-la-france/#comments</comments>
		<pubDate>Tue, 06 Dec 2011 22:39:51 +0000</pubDate>
		<dc:creator>Prévia Courtage</dc:creator>
				<category><![CDATA[Economie]]></category>

		<guid isPermaLink="false">http://www.previa-courtage.fr/blog/?p=310</guid>
		<description><![CDATA[Le camp des pessimistes, prêts à envisager une scission de la zone euro entre les pays du Nord, peu endettés, orthodoxes et compétitifs, et ceux du Sud, regroupant entre autres la Grèce, l&#8217;Italie, l&#8217;Espagne ou le Portugal, peinent à ranger la France dans l&#8217;une ou l&#8217;autre des [...]]]></description>
			<content:encoded><![CDATA[<p>Le camp des pessimistes, prêts à envisager une scission de la zone euro entre les pays du Nord, peu endettés, orthodoxes et compétitifs, et ceux du Sud, regroupant entre autres la Grèce, l&#8217;Italie, l&#8217;Espagne ou le Portugal, peinent à ranger la France dans l&#8217;une ou l&#8217;autre des catégories. Une hésitation qui en dit long sur le profil économique du pays. Dans le collimateur des agences de notation depuis plusieurs mois, la France reste, pour le moment, membre du club des pays notés AAA. Mais sa dette qui représente de l&#8217;ordre de 86 % de son produit intérieur brut (PIB), et son important déficit (estimé à 5,7 % du PIB fin 2011) fragilise son économie. Tous les économistes s&#8217;accordent à dire qu&#8217;en 2012, pour assainir ses finances, le pays ne fera pas l&#8217;économie d&#8217;un nouveau plan de rigueur. Un diagnostic partagé par l&#8217;agence Standard &amp; Poor&#8217;s dans sa note publiée lundi 5 décembre, mettant en cause le AAA français. Or un tel plan d&#8217;austérité viendrait affecter un peu plus une croissance déjà languissante. Pour Natixis, l&#8217;économie française ne progressera guère de plus de 0,5 % en 2012, moitié moins que ce qu&#8217;attend le gouvernement. Les analystes de Xerfi envisagent une hausse d&#8217;à peine 0,3 % du PIB l&#8217;an prochain, après une récession technique &#8211; deux trimestres de croissance négative &#8211; fin 2011 et début 2012. <span id="more-310"></span> <em>&laquo;&nbsp;Faire plus que 0,3 % de croissance est impossible. Faire moins en revanche n&#8217;est pas exclu du tout&nbsp;&raquo;</em>, prévient Alexandre Mirlicourtois, directeur des études économiques chez Xerfi. Celui-ci n&#8217;éloigne pas le spectre d&#8217;une récession plus profonde en 2012. <em>&laquo;&nbsp;Le biais est clairement baissier&nbsp;&raquo;</em>, atteste Jean-Christophe Caffet, chez Natixis. Pour l&#8217;heure, rien de comparable à la crise de 2008 qui avait fait plonger l&#8217;économie, en 2009, de &#8211; 2,6 %. Mais le pays fait les frais de la deuxième vague de la crise, et pâtit de la dégradation de l&#8217;environnement délétère de l&#8217;ensemble de la zone euro. Qu&#8217;il s&#8217;agisse de la construction de l&#8217;immobilier, des services ou de l&#8217;industrie, toutes les composantes de l&#8217;économie française sont en mauvaise posture, insiste M. Mirlicourtois. <strong>&laquo;&nbsp;Visibilité à peu près nulle&nbsp;&raquo;</strong> Les exportations françaises, dont environ 50 % sont à destination de ses partenaires de la zone euro, encaissent le freinage des échanges vers l&#8217;Europe du Sud, frappée par la récession. Quant à la demande intérieure, résistante en 2009, elle commence à flancher. Si la <em>&laquo;&nbsp;visibilité est à peu près nulle&nbsp;&raquo;</em>, reconnaît M. Caffet, les prévisions ne sont pas très réjouissantes. Le chômage continuera de progresser en 2012, jusqu&#8217;à franchir les 10 % de la population active. De quoi pénaliser le pouvoir d&#8217;achat des ménages, freiner les dépenses et contribuer à rendre l&#8217;environnement plus anxiogène encore. Mais la plus grande menace aux yeux des économistes est celle d&#8217;un &laquo;&nbsp;credit crunch&nbsp;&raquo;, une raréfaction et un renchérissement du crédit qui gripperait l&#8217;investissement des entreprises et, par ricochet, toute l&#8217;économie. Depuis quelques mois, en dépit de son AAA, la France a vu les taux de ses emprunts souverains progresser sur le marché de la dette. Cette hausse devrait se traduire sur le reste du marché du crédit. Les banques, objet de défiance, peinent à se refinancer et pourraient rogner sur les prêts accordés aux entreprises et aux ménages. Un scénario noir. A moins que la crise de la zone euro ne trouve une issue rapide. Claire Gatinois</p>
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		<title>Paris admet que la BCE ne peut se transformer en prêteur en dernier ressort</title>
		<link>http://www.previa-courtage.fr/blog/2011/12/paris-admet-que-la-bce-ne-peut-se-transformer-en-preteur-en-dernier-ressort/</link>
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		<pubDate>Tue, 06 Dec 2011 22:34:30 +0000</pubDate>
		<dc:creator>Prévia Courtage</dc:creator>
				<category><![CDATA[Economie]]></category>

		<guid isPermaLink="false">http://www.previa-courtage.fr/blog/?p=307</guid>
		<description><![CDATA[Faire de la Banque centrale européenne un prêteur en dernier ressort est la meilleure solution pour éviter la contagion de la crise des dettes en zone euro mais les traités européens l&#8217;interdisent, déclare, mercredi 23 novembre, le ministre des finances français, François Baroin. &#171;&#160;Nous considérons et nous [...]]]></description>
			<content:encoded><![CDATA[<h2>Faire de la Banque centrale européenne un prêteur en dernier ressort est la meilleure solution pour <a href="http://conjugaison.lemonde.fr/conjugaison/search?verb=%C3%A9viter" target="_blank">éviter</a> la contagion de la crise des dettes en zone euro mais les traités européens l&#8217;interdisent, déclare, mercredi 23 novembre, le ministre des finances français, François Baroin. <em>&laquo;&nbsp;Nous considérons et nous avons toujours considéré (&#8230;) qu&#8217;une banque centrale a comme responsabilité évidemment de <a href="http://conjugaison.lemonde.fr/conjugaison/search?verb=soutenir" target="_blank">soutenir</a> l&#8217;activité économique de la zone dont elle a la charge&nbsp;&raquo;</em>, a-t-il dit lors d&#8217;une conférence à Paris. Mais, a-t-il ajouté, <em>&laquo;&nbsp;la Banque centrale européenne est indépendante&nbsp;&raquo;</em>.<br />
<em></em></h2>
<p><em>&laquo;&nbsp;La meilleure réponse pour <a href="http://conjugaison.lemonde.fr/conjugaison/search?verb=%C3%A9viter" target="_blank">éviter</a> la contagion à des pays comme l&#8217;Espagne ou l&#8217;Italie, c&#8217;est, pour les Français, une intervention, une possibilité d&#8217;intervention ou une annonce d&#8217;intervention d&#8217;un prêteur en dernier ressort qui serait constitué par la Banque centrale européenne. Aujourd&#8217;hui, ce n&#8217;est pas possible&nbsp;&raquo;</em>, a-t-il poursuivi. <em>&laquo;&nbsp;Les traités européens ne le permettent pas&nbsp;&raquo;</em>, a dit <a href="http://www.lemonde.fr/sujet/4c33/francois-baroin.html" target="_blank">François Baroin</a>, et l&#8217;Allemagne, qui a en mémoire depuis soixante-dix ans le risque lié à l&#8217;inflation, n&#8217;y est pas favorable.</p>
<div><span id="more-307"></span></div>
<p><strong>LES TRAITÉS EN QUESTION</strong></p>
<p>Le sujet du rôle de la BCE pourrait se retrouver sur la table du mini-sommet prévu pour jeudi à Strasbourg entre le président français Nicolas Sarkozy, M<sup>me</sup> Merkel et le président du conseil italien Mario Monti. <em>&laquo;&nbsp;Avec M<sup>me</sup> Merkel, nous allons prochainement faire des propositions s&#8217;agissant de la modification des traités, pour empêcher que des pays puissent diverger dans les domaines budgétaire, économique ou fiscal&nbsp;&raquo;</em>, a affirmé, mardi, le président français.</p>
<p>Le 9 octobre à Berlin, lors d&#8217;une conférence de presse commune avec la chancelière, M. Sarkozy avait affirmé que la France et l&#8217;Allemagne proposeraient des <em>&laquo;&nbsp;modifications importantes&nbsp;&raquo;</em> aux traités européens. Il avait ajouté être favorable à une plus grande <em>&laquo;&nbsp;intégration de la zone euro&nbsp;&raquo;</em>, plongée dans une grave crise de sa dette.</p>
<p><strong></strong><strong>FRITURE SUR LA LIGNE ENTRE PARIS ET BERLIN SUR LA BCE</strong></p>
<p>Des tensions entre Paris et Berlin sur le rôle de la BCE dans le sauvetage de l&#8217;euro sont apparues clairement mardi. La chancelière allemande a déclaré que faire de la BCE le créancier en dernier recours des pays de la zone euro <em>&laquo;&nbsp;ne marchera en aucun cas, en tout cas pas sur la durée&nbsp;&raquo;</em>.<em>&laquo;&nbsp;Au bout d&#8217;un moment, on se rendra compte que ce qui est dans le bilan de la BCE doit être recapitalisé et on se tournera à nouveau vers les Etats&nbsp;&raquo;</em>, a-t-elle prédit à Berlin. La BCE doit s&#8217;abstenir d&#8217;intervenir massivement dans la crise, a renchéri le président de la Bundesbank, Jens Weidmann. Ce serait <em>&laquo;&nbsp;une faute grave&nbsp;&raquo;</em> qui <em>&laquo;&nbsp;minerait encore plus la confiance&nbsp;&raquo;</em>.</p>
<p>La France essaie d&#8217;amener Berlin à infléchir sa position en autorisant l&#8217;institut monétaire européen à prêter sans limites aux pays fragiles. <em>&laquo;&nbsp;Nous restons sur une difficulté majeure, c&#8217;est de convaincre l&#8217;Allemagne que nous devons doter la zone euro d&#8217;un instrument de défense de notre monnaie, qui passe par une certaine évolution du rôle de la Banque centrale&nbsp;&raquo;</em>, a reconnu mardi le François Fillon, cité par un parlementaire.</p>
<p><a href="http://www.lemonde.fr/crise-financiere/article/2011/11/23/paris-admet-que-la-bce-ne-peut-se-transformer-en-preteur-en-dernier-ressort_1607870_1581613.html#ens_id=1268560">LEMONDE.FR avec Reuters et AFP</a></p>
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