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 <title>Christophe Leguevaques Avocat barreau Paris-Toulouse </title>
 <subtitle><![CDATA[Christophe Leguevaques, avocat et docteur en droit, il a créé Mysmartcab devenu MyLeo, plateforme d'actions collectives conjointes ,  juriste conseil d'entreprise, procès litiges, droit des affaires et responsabilité Inde investissement, action de groupe, class action]]></subtitle>
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  <entry>
   <title>Revue de presse de mySMARTcab (arrêtée au 20 septembre 2016)</title>
   <updated>2016-09-23T20:03:00+02:00</updated>
   <id>https://www.leguevaques.com/Revue-de-presse-de-mySMARTcab-arretee-au-20-septembre-2016_a294.html</id>
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   <published>2016-09-23T19:48:00+02:00</published>
   <author><name>Christophe LEGUEVAQUES</name></author>
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    <![CDATA[
La plateforme mySMARTcab (my SMART cab) a déjà fait l'objet de nombreux articles, notamment parce que la question de l'Année lombarde peut concerner de 1 à 2 millions d'emprunteurs immobiliers     <div style="position:relative; float:left; padding-right: 1ex;">
      <img src="https://www.leguevaques.com/photo/art/default/10271518-16771018.jpg?v=1474653480" alt="Revue de presse de mySMARTcab (arrêtée au 20 septembre 2016)" title="Revue de presse de mySMARTcab (arrêtée au 20 septembre 2016)" />
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" /></td>  			<td style="width:409px;"><a class="link" href="http://votreargent.lexpress.fr/immobilier/ce-calcul-illegal-des-interets-de-votre-credit-immobilier-pourrait-vous-rapporter-gros_1830746.html">http://votreargent.lexpress.fr/immobilier/ce-calcul-illegal-des-interets-de-votre-credit-immobilier-pourrait-vous-rapporter-gros_1830746.html</a> </td>  		</tr>  		<tr>  			<td style="width: 217px; text-align: center;"><img alt="" src="data:image/png;base64,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" /></td>  			<td style="width:409px;">&nbsp; <br />  			<a class="link" href="http://www.lemonde.fr/economie/article/2016/06/16/l-annee-lombarde-cible-des-actions-collectives_4951639_3234.html">http://www.lemonde.fr/economie/article/2016/06/16/l-annee-lombarde-cible-des-actions-collectives_4951639_3234.html</a>  <br />  			&nbsp;</td>  		</tr>  		<tr>  			<td style="width: 217px; text-align: center;"><img alt="" src="data:image/png;base64,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" /></td>  			<td style="width:409px;"><a class="link" href="http://www.lepoint.fr/societe/un-avocat-lance-une-plateforme-pour-des-actions-en-justice-collectives-04-07-2016-2051889_23.php">http://www.lepoint.fr/societe/un-avocat-lance-une-plateforme-pour-des-actions-en-justice-collectives-04-07-2016-2051889_23.php</a> </td>  		</tr>  		<tr>  			<td style="width: 217px; text-align: center;"><img alt="" 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" /></td>  			<td style="width:409px;"><a class="link" href="http://www.leparisien.fr/toulouse-31000/un-avocat-lance-une-plateforme-pour-des-actions-en-justice-collectives-04-07-2016-5939599.php">http://www.leparisien.fr/toulouse-31000/un-avocat-lance-une-plateforme-pour-des-actions-en-justice-collectives-04-07-2016-5939599.php</a> </td>  		</tr>  		<tr>  			<td style="width: 217px; text-align: center;"><img alt="" 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" /></td>  			<td style="width:409px;"><a class="link" href="http://objectifnews.latribune.fr/entreprises/business/2016-06-15/l-avocat-toulousain-christophe-leguevaques-lance-mysmartcab-fr-une-plateforme-d-actions-collectives.html">http://objectifnews.latribune.fr/entreprises/business/2016-06-15/l-avocat-toulousain-christophe-leguevaques-lance-mysmartcab-fr-une-plateforme-d-actions-collectives.html</a>  <br />  			&nbsp;</td>  		</tr>  		<tr>  			<td style="width: 217px; text-align: center;"><img alt="" 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" /></td>  			<td style="width:409px;"><a class="link" href="http://www.lepetitjuriste.fr/conseils-et-orientation/interviews/mysmartcab-activateur-de-justice/">http://www.lepetitjuriste.fr/conseils-et-orientation/interviews/mysmartcab-activateur-de-justice/</a> </td>  		</tr>  		<tr>  			<td style="width: 217px; text-align: center;"><img alt="" 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" /></td>  			<td style="width:409px;"><a class="link" href="http://www.20minutes.fr/toulouse/1866307-20160615-toulouse-avocat-attaque-banques-bande-via-internet">http://www.20minutes.fr/toulouse/1866307-20160615-toulouse-avocat-attaque-banques-bande-via-internet</a> </td>  		</tr>  		<tr>  			<td style="width: 217px; text-align: center;"><img alt="" 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" /></td>  			<td style="width:409px;"><a class="link" href="http://france3-regions.francetvinfo.fr/poitou-charentes/vienne/poitiers/poitiers-un-avocat-lance-une-plateforme-pour-des-actions-en-justice-collectives-1041047.html">http://france3-regions.francetvinfo.fr/poitou-charentes/vienne/poitiers/poitiers-un-avocat-lance-une-plateforme-pour-des-actions-en-justice-collectives-1041047.html</a> </td>  		</tr>  		<tr>  			<td style="width: 217px; text-align: center;"><img alt="" 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" 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" /></td>  			<td style="width:409px;"><a class="link" href="http://www.ouest-france.fr/economie/banques-finance/credits-immobiliers-attaque-groupee-contre-les-banques-4347700">http://www.ouest-france.fr/economie/banques-finance/credits-immobiliers-attaque-groupee-contre-les-banques-4347700</a> </td>  		</tr>  		<tr>  			<td style="width: 217px; text-align: center;"><img alt="" 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" /></td>  			<td style="width:409px;"><a class="link" href="http://www.ladepeche.fr/article/2016/07/06/2379930-seul-moyen-est-unir-frapper-ca-fait-mal-portefeuille.html">http://www.ladepeche.fr/article/2016/07/06/2379930-seul-moyen-est-unir-frapper-ca-fait-mal-portefeuille.html</a> </td>  		</tr>  	</tbody>  </table>  
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    ]]>
   </content>
   <link rel="alternate" href="https://www.leguevaques.com/Revue-de-presse-de-mySMARTcab-arretee-au-20-septembre-2016_a294.html" />
  </entry>
  <entry>
   <title>Année lombarde : la Banque de Nouvelle Calédonie (*) condamnée par la Cour d’appel de Nouméa</title>
   <updated>2017-10-04T18:20:00+02:00</updated>
   <id>https://www.leguevaques.com/Annee-lombarde-la-Banque-de-Nouvelle-Caledonie--condamnee-par-la-Cour-d-appel-de-Noumea_a252.html</id>
   <category term="Action #1 - STOP LA LOMBARDE" />
   <photo:imgsrc>https://www.leguevaques.com/photo/art/imagette/9292056-14846623.jpg</photo:imgsrc>
   <published>2016-04-11T19:52:00+02:00</published>
   <author><name>Christophe LEGUEVAQUES</name></author>
   <content type="html">
    <![CDATA[
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      <img src="https://www.leguevaques.com/photo/art/default/9292056-14846623.jpg?v=1460397513" alt="Année lombarde : la Banque de Nouvelle Calédonie (*) condamnée par la Cour d’appel de Nouméa" title="Année lombarde : la Banque de Nouvelle Calédonie (*) condamnée par la Cour d’appel de Nouméa" />
     </div>
     <div>
      La Cour d’Appel de Nouméa substitue le taux d’intérêt légal au taux d’intérêt conventionnel en raison du défaut d’information de la banque Nouvelle Calédonie. <br />  &nbsp; <br />  Dans le cas d’espèce, la Cour a relevé que la Banque de Nouvelle Calédonie n’avait pas informé ses clients que le taux conventionnel était calculé sur la base d’une année Lombarde, soit 360 jours. <br />   <br />  De ce fait, la Cour d’Appel prononce la déchéance de la banque Nouvelle Calédonie du droit aux intérêts conventionnels pour l’ensemble des prêts contractés. <br />   <br />  Par conséquent seul le montant des taux d’intérêt légaux sont dus par les emprunteurs. <br />   <br />  La différence entre les sommes déjà réglées au au titre des intérêts au taux conventionnel et le montant dû sur la base des intérêts légaux s’impute sur le capital restant du. <br />   <br />  <strong>Cour d’Appel de Nouméa, le 4 juin 2015.</strong> <br />   <br />  &nbsp; <br />  <em><strong>(*) </strong><strong>la Banque de Nouvelle Calédonie est une filiale du groupe Banque Populaire Caisse d’Épargne.</strong></em> <br />  &nbsp;
     </div>
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     <div style="position:relative; text-align : center; padding-bottom: 1em;">
      <img src="https://www.leguevaques.com/photo/art/default/9292056-16711057.jpg?v=1474274736" alt="Année lombarde : la Banque de Nouvelle Calédonie (*) condamnée par la Cour d’appel de Nouméa" title="Année lombarde : la Banque de Nouvelle Calédonie (*) condamnée par la Cour d’appel de Nouméa" />
     </div>
     <div>
      <div style="text-align: center;"><strong>Et si. Votre banque vous devait de l'argent ?</strong> <br />   <br />  <strong>Avec mySMARTcab.fr faites valoir vos droits.</strong> <br />   <br />  La pratique de l'ANNEE LOMBARDE (360 jours au lieu de 365) est strictement interdite en France et sévèrement sanctionnée. <br />  Pour un prêt immobilier souscrit en novembre 2011 pour un capital emprunté de 200.000 € à 4 % (hors assurance) sur 240 mois, l’économie d’intérêts à payer peut-être supérieure à 80.000 € ! (le taux d'intérêt légal était de 0,39% en 2011). <br />   <br />  Et vous, cela change quoi ? <br />   <br />  Regardez ce tableau et comparez le avec votre taux contractuel…</div>    <div style="text-align: center;"><u>Tableau de l'évolution du taux de l'intérêt légal en France:</u> <br />  Période&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Taux légal <br />  2010&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 0,65% <br />  2011 &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 0,38% <br />  2012 &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 0,71% <br />  2013 &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 0,04% <br />  2014 &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 0,04%</div>    <div style="text-align: center;"> <br />   <br />  Pour calculer le montant de votre économie potentielle, utilisez la CALCULATRICE mise GRATUITEMENT à votre disposition. <br />  Vous pouvez également vérifier GRATUITEMENT si votre prêt immobilier est concerné sur</div>    <div style="text-align: center;"><strong><a class="link" href="https://www.leguevaques.com/www.mySMARTcab.fr" target="_blank">www.mySMARTcab.fr</a>  </strong> <br />   <br />  N’oubliez pas de liker et de partager pour que le maximum de personnes soient informées. <br />   <br />  Vous êtes plus d’un million d’emprunteurs concernés par cette situation paradoxale : les banques ont volontairement profité de cette erreur depuis des années et refusent d’en supporter les conséquences. <br />  L’UNION FAIT LA FORCE : en rejoignant l’action collective, vous ne serez plus seuls isolés et juridiquement démunis face à votre banquier. <br />  Ensemble, vous serez nombreux, vous pouvez devenir une force et vous serez accompagnés et conseillés pour comprendre le langage technique utilisé pour mieux cacher ces intérêts que je ne saurais voir. <br />  &nbsp;</div>  
     </div>
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     <div style="position:relative; text-align : center; padding-bottom: 1em;">
      <img src="https://www.leguevaques.com/photo/art/default/9292056-16711165.jpg?v=1474275274" alt="Année lombarde : la Banque de Nouvelle Calédonie (*) condamnée par la Cour d’appel de Nouméa" title="Année lombarde : la Banque de Nouvelle Calédonie (*) condamnée par la Cour d’appel de Nouméa" />
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    ]]>
   </content>
   <link rel="alternate" href="https://www.leguevaques.com/Annee-lombarde-la-Banque-de-Nouvelle-Caledonie--condamnee-par-la-Cour-d-appel-de-Noumea_a252.html" />
  </entry>
  <entry>
   <title>Année civile (365 jours) ou année bancaire dite "lombarde" (360 jours), les banquiers doivent respecter la loi sur le TEG, sous peine de voir l'intérêt légal se substituer au taux contractuel...</title>
   <updated>2017-10-04T18:21:00+02:00</updated>
   <id>https://www.leguevaques.com/Annee-civile-365-jours-ou-annee-bancaire-dite-lombarde-360-jours--les-banquiers-doivent-respecter-la-loi-sur-le-TEG_a237.html</id>
   <category term="Action #1 - STOP LA LOMBARDE" />
   <photo:imgsrc>https://www.leguevaques.com/photo/art/imagette/8670135-13684881.jpg</photo:imgsrc>
   <published>2015-12-16T21:58:00+01:00</published>
   <author><name>Christophe LEGUEVAQUES</name></author>
   <content type="html">
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Dans un jugement en date du 14 décembre 2015, le Tribunal de grande instance de Créteil rappelle les exigences légales qui pèsent sur les établissements de crédit. Cette jurisprudence peut facilement être opposée aux banquiers pour les inviter à renégocier des prêts.     <div style="position:relative; float:left; padding-right: 1ex;">
      <img src="https://www.leguevaques.com/photo/art/default/8670135-13684881.jpg?v=1450300020" alt="Année civile (365 jours) ou année bancaire dite "lombarde" (360 jours), les banquiers doivent respecter la loi sur le TEG, sous peine de voir l'intérêt légal se substituer au taux contractuel..." title="Année civile (365 jours) ou année bancaire dite "lombarde" (360 jours), les banquiers doivent respecter la loi sur le TEG, sous peine de voir l'intérêt légal se substituer au taux contractuel..." />
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      <strong>Le taux de l'intérêt conventionnel mentionné par écrit dans l'acte de prêt consenti à un consommateur ou un non-professionnel doit, comme le taux effectif global, sous peine de se voir substituer l'intérêt légal, être calculé sur la base de l'année civile.</strong> <br />  &nbsp; <br />  Il résulte du tableau d'amortissement que pour la capital dû en début de période 325.000€, les intérêts de 1.421,88€ ont été calculés sur la base d'une année de 360 jours: <br />  325.000 x 5,25% <em>I </em>360 x 30 = 1.421,88€ <br />   <br />  Les intérêts ont donc été calculés de manière erronée. <br />   <br />  <span style="color:#FF0000;"><strong>En ayant perçu des intérêts calculés par référence à l'année bancaire de 360 jours au lieu de l'année civile, la banque a enfreint les exigences légales relatives à l'indication préalable et écrite du TEG. </strong></span> <br />   <br />  Par conséquent, la banque devra faire appliquer le taux d'intérêt légal à compter de la date du prêt. <br />  Il convient ainsi de condamner la banque à:  <ul>  	<li class="list">prononcer la substitution du taux légal au taux conventionnel, la demande visant à ce que le taux légal ne puisse dépasser 1,5% n'étant pas justifiée, sera rejetée.</li>  	<li class="list">ordonner la production d'un nouveau tableau d'amortissement prenant en compte la substitution du taux légal, les intérêts trop perçus et l'imputation des intérêts trop perçus</li>  	<li class="list">ordonner la restitution des intérêts trop perçus après imputation par la banque.</li>  </ul>  Le jugement peut être téléchargé ici : &gt;&gt;&gt; <br />   <br />   <br />  &nbsp;
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      <img src="https://www.leguevaques.com/photo/art/default/8670135-16711246.jpg?v=1474275662" alt="Année civile (365 jours) ou année bancaire dite "lombarde" (360 jours), les banquiers doivent respecter la loi sur le TEG, sous peine de voir l'intérêt légal se substituer au taux contractuel..." title="Année civile (365 jours) ou année bancaire dite "lombarde" (360 jours), les banquiers doivent respecter la loi sur le TEG, sous peine de voir l'intérêt légal se substituer au taux contractuel..." />
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  </entry>
  <entry>
   <title>Année lombarde : Le Crédit Lyonnais condamné par la Cour d’appel de Versailles</title>
   <updated>2017-10-04T18:20:00+02:00</updated>
   <id>https://www.leguevaques.com/Annee-lombarde-Le-Credit-Lyonnais-condamne-par-la-Cour-d-appel-de-Versailles_a251.html</id>
   <category term="Action #1 - STOP LA LOMBARDE" />
   <photo:imgsrc>https://www.leguevaques.com/photo/art/imagette/9291958-14846443.jpg</photo:imgsrc>
   <published>2015-04-03T19:34:00+02:00</published>
   <author><name>Christophe LEGUEVAQUES</name></author>
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      <img src="https://www.leguevaques.com/photo/art/default/9291958-14846443.jpg?v=1460397187" alt="Année lombarde : Le Crédit Lyonnais condamné par la Cour d’appel de Versailles" title="Année lombarde : Le Crédit Lyonnais condamné par la Cour d’appel de Versailles" />
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       <br />  La Cour d’Appel de Versailles juge que le taux d’intérêt appliqué par le Crédit Lyonnais ne peut être considéré comme calculé sur une année civile dès lors qu’il est expressément calculé sur 360 jours. <br />  En l’espèce, le taux d’intérêt conventionnel n’est pas valable. Ce qui justifie la nullité de la clause d’intérêt. <br />  &nbsp; <br />  L’arrêt de la Cour d’Appel affirme également que la complexité de la clause d’intérêt entraine la recevabilité de la demande, alors que le prêt a été souscrit il y a <span style="color:#FF0000;"><strong><u>plus de cinq ans</u></strong></span>. <br />  &nbsp; <br />  Cette clause stipulait:  <blockquote>«&nbsp;<em>Toutes les sommes dues au titre d'un prêt notamment tout commission ou contribution.....les intérêts courus entre deux échéances seront calculés sur la base de 360 jours, chaque mois étant compté pour 30 jours rapportés à 360 jours l'an. En cas de remboursement anticipé, les intérêts courus depuis la dernière échéance seront calculés sur la base du nombre de jours exact de la période écoulée, rapportés à 360 jours l'an. Nous vous précisons que le taux effectif global des prêts est indiqué sur la base du montant exact des intérêts rapporté à 365 jours l’an&nbsp;</em>»</blockquote>  &nbsp; <br />  L’<u>ambiguïté</u> d’une telle clause rend, pour la Cour, l’information inaccessible au consommateur. <br />   <br />  &nbsp; <br />  <strong>Cour d’Appel de Versailles, le 2 avril 2015, <span class="SS_L3"><span class="verdana"><span class="bold">N° 13/08484</span></span></span></strong> <br />  &nbsp;
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      <img src="https://www.leguevaques.com/photo/art/default/9291958-16711179.jpg?v=1474275381" alt="Année lombarde : Le Crédit Lyonnais condamné par la Cour d’appel de Versailles" title="Année lombarde : Le Crédit Lyonnais condamné par la Cour d’appel de Versailles" />
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  </entry>
  <entry>
   <title>Année lombarde : Le Crédit Mutuel condamné par la Cour d'appel de Lyon</title>
   <updated>2017-10-04T18:20:00+02:00</updated>
   <id>https://www.leguevaques.com/Annee-lombarde-Le-Credit-Mutuel-condamne-par-la-Cour-d-appel-de-Lyon_a250.html</id>
   <category term="Action #1 - STOP LA LOMBARDE" />
   <photo:imgsrc>https://www.leguevaques.com/photo/art/imagette/9275085-14814753.jpg</photo:imgsrc>
   <published>2013-11-08T09:16:00+01:00</published>
   <author><name>Christophe LEGUEVAQUES</name></author>
   <content type="html">
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      <img src="https://www.leguevaques.com/photo/art/default/9275085-14814753.jpg?v=1460102387" alt="Année lombarde : Le Crédit Mutuel condamné par la Cour d'appel de Lyon" title="Année lombarde : Le Crédit Mutuel condamné par la Cour d'appel de Lyon" />
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      Le taux d’intérêt du crédit ne pouvait être calculé sur une base annuelle de 360 jours mais devait être conformément au droit commun sur la base de 365 ou 366 jours par an. Le taux d’intérêt&nbsp;légal doit être substitué au taux conventionnel et les intérêts erronés doivent être restitués et imputés sur la somme payée égale à la différence entre le taux légal et le taux conventionnel. <br />  &nbsp; <br />  En l’espèce, le calcul du taux d’intérêt conventionnel se faisait sur la base annuelle de 360 jours. La Cour d’Appel de Lyon a relevé que le calcul du Crédit Mutuel est inexacte puisqu’il doit se faire sur une base de 365 jours. Le taux légal se substitue ainsi au taux conventionnel et le Crédit Mutuel est condamné à payer la somme de 89 144.89 euros à l’emprunteur. <br />   <br />  <a class="link" href="http://www.lexisnexis.com/fr/droit/results/docview/docview.do?docLinkInd=true&amp;risb=21_T23833642719&amp;format=GNBFULL&amp;sort=DATE-DECISION,D,H,COURT-SORT,A,H,THEME,A,H&amp;startDocNo=1&amp;resultsUrlKey=29_T23833642724&amp;cisb=22_T23833642722&amp;treeMax=true&amp;treeWidth=0&amp;csi=268081&amp;docNo=4" target="_blank">L'arrête peut être téléchargé ICI</a>. <br />   <br />  &nbsp;
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