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		<title>Vous accompagnez, menez, participez à une recherche-action? </title>
		<link>https://repaira.fr/vous-accompagnez-menez-participez-a-une-recherche-action/</link>
		
		<dc:creator><![CDATA[Hélène Fromont]]></dc:creator>
		<pubDate>Sun, 29 Mar 2026 16:38:45 +0000</pubDate>
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					<description><![CDATA[<p>Vous accompagnez, menez, participez à une recherche-action,  venez partager vos réflexions et vos expériences.  La recherche-action a été présentée depuis maintenant environ un siècle, elle est depuis en évolution permanente et elle n’a jamais autant été instrumentalisée, normalisée. Elle apparaît aujourd’hui comme un champ éclaté, dans différentes logiques institutionnelles et sectorielles. Ce constat entraîne la [&#8230;]</p>
<p>L’article <a href="https://repaira.fr/vous-accompagnez-menez-participez-a-une-recherche-action/">Vous accompagnez, menez, participez à une recherche-action? </a> est apparu en premier sur <a href="https://repaira.fr">Repaira</a>.</p>
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									<p><b>Vous accompagnez, menez, participez à une recherche-action, </b></p><p><b>venez partager vos réflexions et vos expériences. </b></p><p><span style="font-weight: 400;">La recherche-action a été présentée depuis maintenant environ un siècle, elle est depuis en évolution permanente et elle n’a jamais autant été instrumentalisée, normalisée. Elle apparaît aujourd’hui comme un champ éclaté, dans différentes logiques institutionnelles et sectorielles.</span></p><p><span style="font-weight: 400;">Ce constat entraîne la nécessité de clarifier la terminologie de « recherche-action » à travers ceux qui la font vivre et de faire émerger les dynamiques actuelles de la recherche-action en première partie du numéro spécial d’Approches coopératives sur la recherche-action dont la sortie est prévue en octobre prochain.</span></p><p><span style="font-weight: 400;">Nous vous proposons de contribuer à cette réflexion lors d’un </span><b>webinaire animé par Hugues BAZIN (fondateur du Laboratoire de l’Innovation Sociale par la Recherche-Action) et Hélène FROMONT (cofondatrice du réseau REPAIRA) le 4 Mai 2026 de 18h30 à 21h sur </b><span style="font-weight: 400;">: </span></p><p><a href="https://us02web.zoom.us/j/84960839967"><span style="font-weight: 400;">https://us02web.zoom.us/j/84960839967 </span></a></p><p><span style="font-weight: 400;">ID de réunion: 849 6083 9967</span></p><table><tbody><tr><td> </td><td><p><span style="font-weight: 400;">Recherche-action</span></p></td><td><p><span style="font-weight: 400;">Autres recherches</span></p></td></tr><tr><td><p><span style="font-weight: 400;">Origines</span></p><br /><br /></td><td><p><span style="font-weight: 400;">Émergence d’une demande ou d’un besoin venant d’un groupe d’acteurs sociaux confrontés à un problème dans un contexte. La contractualisation s’opère en accompagnant la problématisation.</span></p><br /><p><span style="font-weight: 400;">La commande (permettant la contractualisation) se précise au début du processus de recherche-action.</span></p></td><td><p><span style="font-weight: 400;">Commande institutionnelle</span></p></td></tr><tr><td><p><span style="font-weight: 400;">Démarrage</span></p></td><td><p><span style="font-weight: 400;">Toute situation est un terrain. Conscientiser une situation collective réflexive (tiers espace) : négociation permanente  intégrant l’évaluation.</span></p></td><td><p><span style="font-weight: 400;">Intervenir sur un « terrain » construction du chercheur  à partir d’enquêtes  ou groupe de travail  ; négociation et évaluation séparées.</span></p></td></tr><tr><td><p><span style="font-weight: 400;">Implication</span></p></td><td><p><span style="font-weight: 400;">Impliquée :  relations horizontales égalitaires, organisation démocratique.</span></p><br /><p><span style="font-weight: 400;">Le chercheur n’est pas neutre mais défend une neutralité axiologique.</span></p></td><td><p><span style="font-weight: 400;">Neutre : relations verticales hiérarchiques  Chercheur extérieur, représentation du pouvoir scientifique et institutionnel </span></p></td></tr><tr><td><p><span style="font-weight: 400;">Posture</span></p></td><td><p><span style="font-weight: 400;">Dimensions individuelles et collectives de la recherche. Construction permanente d’une  posture collective de recherche.</span></p><p><span style="font-weight: 400;">Le collectif des praticiens-chercheurs définit la situation.</span></p><p><span style="font-weight: 400;">On vise l’autonomisation du collectif.</span></p><p><span style="font-weight: 400;">L’intervenant-acteur-chercheur anime dans une situation collective.</span></p><br /><br /></td><td><p><span style="font-weight: 400;">Forme individuelle de la recherche (il sait des choses que ne connaît  pas le profane, il travaille avec les décideurs).</span></p></td></tr><tr><td><p><span style="font-weight: 400;">Production de connaissance</span></p></td><td><p><span style="font-weight: 400;">Prise de conscience des savoirs d’expérience </span></p><br /><p><span style="font-weight: 400;">Connaissance par transformations individuelles et sociales,</span></p><br /><p><span style="font-weight: 400;">Résultats continus, en temps réel,</span></p><br /><p><span style="font-weight: 400;">Méthodologie transparente ; les membres du collectif participent à toutes les étapes et à la construction des outils.</span></p><br /><p><span style="font-weight: 400;">Le processus est au cœur de la production de connaissances.</span></p></td><td><p><span style="font-weight: 400;">Connaissance par collecte de données,</span></p><br /><p><span style="font-weight: 400;">Résultats différés sous la forme d’un produit fini (rapport),</span></p><br /><p><span style="font-weight: 400;">Méthodologie et positionnement peu explicités, enjeux sous-jacents non dits (partenariat, fonctionnement de structure, logique catégorielle de marché, etc.).</span></p><br /><p><span style="font-weight: 400;">L’outil n’est pas une fin en soi.</span></p></td></tr><tr><td><p><span style="font-weight: 400;">Outils de production</span></p></td><td><p><span style="font-weight: 400;">Qualitatif entretien, monographie, autobiographie, enquête sociale, journaux de bord </span></p><p><span style="font-weight: 400;">Interactif (autoformation, dynamique de groupe, atelier coopératif, expérimentation par la recherche-action). </span></p></td><td><p><span style="font-weight: 400;">Quantitatif (enquête par questionnaire, données statistiques)</span></p><p><span style="font-weight: 400;">Qualitatif (entretien, monographie, observation, analyse documentaire).</span></p></td></tr><tr><td><p><span style="font-weight: 400;">Efficience du savoir</span></p></td><td><p><span style="font-weight: 400;">La connaissance intégrée directement dans leur cadre professionnel sans médiation ; diffusée et appropriable par des plates-formes, des rencontres, d’ateliers et d’interventions publiques.</span></p><p><span style="font-weight: 400;">Entre-deux entre recherche fondamentale et recherche appliquée, savoir institué et savoir instituant (situé, en action, créatif).</span></p></td><td><p><span style="font-weight: 400;">Accès difficile au produit final, nécessite un corps intermédiaire pour décrypter, </span></p><br /><p><span style="font-weight: 400;">les professionnels utilisent le savoir opérationnel ; diffusé sous forme de rapport, de colloques ou de séminaires, de thèses.</span></p></td></tr><tr><td><p><span style="font-weight: 400;">Rapport au temps et l’analyse</span></p></td><td><p><span style="font-weight: 400;">Temps moyen ou long : Work in progress qui s’autoévalue et s’autoforme de manière collective ; travail sur les représentations sociales, feed-back (analyse du retour des membres du collectif  sur les documents produits).</span></p><p><span style="font-weight: 400;">Cheminement en spirale qui est différent et dynamique pour chaque acteur-chercheur.</span></p></td><td><p><span style="font-weight: 400;">Temps court ou court : la recherche ne dégage pas un processus collectif, elle est évaluée par des spécialistes ; </span></p><br /><p><span style="font-weight: 400;">Interprétation souvent solitaire du chercheur, pas de feed-back.</span></p><br /><p><span style="font-weight: 400;">Généralement, étapes linéaires.</span></p></td></tr><tr><td><p><span style="font-weight: 400;">Transformations réelles</span></p></td><td><p><span style="font-weight: 400;">Les acteurs-chercheurs maîtrisent le sens d’une transformation de la réalité : rapport au travail et utilisation de sa production.</span></p></td><td><p><span style="font-weight: 400;">Les transformations éventuelles sont différées et restent sous l’autorité des commanditaires sans que les participants (personnes enquêtées, observées) en maîtrisent les tenants et les aboutissants.</span></p></td></tr><tr><td><p><span style="font-weight: 400;">Approche</span></p></td><td><p><span style="font-weight: 400;">Systémique : complexité, la situation est plus que l’addition des éléments qui la composent, c’est un système d’interactions et d’événements.</span></p><br /><p><span style="font-weight: 400;">Microsociologique (travail en situation) : la situation est un analyseur de l’ensemble de la société.</span></p></td><td><p><span style="font-weight: 400;">Analytique : la situation est une somme d’éléments étudiés séparément, relations linéaires de cause à effet.</span></p><br /><p><span style="font-weight: 400;">Généralement positiviste : la situation est un fait social, objet d’étude qu’il faut étalonner dans un échantillonnage représentatif.</span></p></td></tr><tr><td><p><span style="font-weight: 400;">Scientificité</span></p></td><td><p><span style="font-weight: 400;">Pas d’hypothèses ou de méthodologies préalables, aller-retour entre implication et distanciation, l’influence du chercheur fait partie de la recherche et les situations de crise sont un support d’analyse, </span></p><br /><p><span style="font-weight: 400;">Objectivation par comparaison dans l’espace entre les situations de travail et dans le temps entre les étapes de transformation individuelle et sociale.</span></p></td><td><p><span style="font-weight: 400;">Objectivation par séparation chercheur/objet de recherche, application d’une grille d’analyse préétablie, d’une méthodologie qualitative ou quantitative vérifiant les hypothèses initiales, « évite » toutes influences du chercheur et les situations de crise sont vécues comme une erreur d’implication.</span></p></td></tr><tr><td><p><span style="font-weight: 400;">Légitimation/ Evaluation</span></p></td><td><p><span style="font-weight: 400;">Individuelle et coopérative.</span></p><br /><p><span style="font-weight: 400;">On évalue un processus, des transformations de notre compréhension, de la réalité.</span></p></td><td><p><span style="font-weight: 400;">Individuelle et concurrentielle.</span></p><br /><p><span style="font-weight: 400;">On évalue la méthode et la vérification de l’hypothèse.</span></p></td></tr></tbody></table><p><span style="font-weight: 400;">Pour tout renseignement complémentaire envoyer un mail à : repaira@laposte.net</span></p>								</div>
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		<p>L’article <a href="https://repaira.fr/vous-accompagnez-menez-participez-a-une-recherche-action/">Vous accompagnez, menez, participez à une recherche-action? </a> est apparu en premier sur <a href="https://repaira.fr">Repaira</a>.</p>
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		<title>Recherche-Action, banquets poétiques urbains</title>
		<link>https://repaira.fr/recherche-action-banquets-poetiques-urbains/</link>
		
		<dc:creator><![CDATA[Hélène Fromont]]></dc:creator>
		<pubDate>Tue, 09 Dec 2025 07:41:35 +0000</pubDate>
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		<category><![CDATA[Recherche]]></category>
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					<description><![CDATA[<p>Un nouveau site est hébergé par  plate-forme recherche-action.fr  : Carnet de voyage des Banquets poétiques Urbains » &#8211;https://recherche-action.fr/banquetspoetiquesurbains/Ce site décrit une recherche-action animée par Charlotte Bachy del’association Zizanie Milcas, avec les habitants de la cité Jules Vallèsà Aubervilliers (93)  d’accompagnée par Hugues Bazin.</p>
<p>L’article <a href="https://repaira.fr/recherche-action-banquets-poetiques-urbains/">Recherche-Action, banquets poétiques urbains</a> est apparu en premier sur <a href="https://repaira.fr">Repaira</a>.</p>
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									<p><strong>Un nouveau site est hébergé par  plate-forme recherche-action.fr </strong> : Carnet de voyage des Banquets poétiques Urbains » &#8211;<br /><a href="https://recherche-action.fr/banquetspoetiquesurbains/" target="https://recherche-action.fr/banquetspoetiquesurbains/">https://recherche-action.fr/banquetspoetiquesurbains/</a><br />Ce site décrit une recherche-action animée par Charlotte Bachy de<br />l’association Zizanie Milcas, avec les habitants de la cité Jules Vallès<br />à Aubervilliers (93)  d’accompagnée par Hugues Bazin.<img decoding="async" class="alignright size-thumbnail wp-image-6499" src="https://repaira.fr/wp-content/uploads/banquets-150x150.png" alt="" width="150" height="150" /></p>								</div>
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		<p>L’article <a href="https://repaira.fr/recherche-action-banquets-poetiques-urbains/">Recherche-Action, banquets poétiques urbains</a> est apparu en premier sur <a href="https://repaira.fr">Repaira</a>.</p>
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		<title>Parcours, la lettre du réseau REPAIRA numéro 12 vient de paraître</title>
		<link>https://repaira.fr/parcours-la-lettre-du-reseau-repaira-numero-12-vient-de-paraitre/</link>
		
		<dc:creator><![CDATA[Hélène Fromont]]></dc:creator>
		<pubDate>Sun, 26 Oct 2025 15:51:20 +0000</pubDate>
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					<description><![CDATA[<p>Cliquer sur le lien ci-dessous pour accéder à l&#8217;intégralité de la publication :  Parcours La lettre du Réseau REPAIRA N°12 Octobre 2025</p>
<p>L’article <a href="https://repaira.fr/parcours-la-lettre-du-reseau-repaira-numero-12-vient-de-paraitre/">Parcours, la lettre du réseau REPAIRA numéro 12 vient de paraître</a> est apparu en premier sur <a href="https://repaira.fr">Repaira</a>.</p>
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									<p>Cliquer sur le lien ci-dessous pour accéder à l&rsquo;intégralité de la publication : </p><p><a href="https://repaira.fr/wp-content/uploads/Parcours-La-lettre-du-Reseau-REPAIRA-N°12-Octobre-2025.pdf">Parcours La lettre du Réseau REPAIRA N°12 Octobre 2025</a></p>								</div>
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		<p>L’article <a href="https://repaira.fr/parcours-la-lettre-du-reseau-repaira-numero-12-vient-de-paraitre/">Parcours, la lettre du réseau REPAIRA numéro 12 vient de paraître</a> est apparu en premier sur <a href="https://repaira.fr">Repaira</a>.</p>
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		<title>Le Journal Des Chercheurs &#8211; 25 Novembre 2025 19h</title>
		<link>https://repaira.fr/le-journal-des-chercheurs-25-novembre/</link>
		
		<dc:creator><![CDATA[Hélène Fromont]]></dc:creator>
		<pubDate>Thu, 02 Oct 2025 07:00:40 +0000</pubDate>
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					<description><![CDATA[<p>Florent Pasquier et Christian Verrier, dans le cadre du Journal des chercheurs et des visioconférences du CIRET vous proposent une nouvelle « Rencontre philosophique » en ligne, le mardi 25 novembre de 19h à 20h30, intitulée :  René Barbier, le Journal des chercheurs et l&#8217;intelligence artificielle ? Expérimentateur mêlant très tôt le numérique et internet à ses réflexions, René Barbier aurait certainement été interpellé par le déploiement actuel [&#8230;]</p>
<p>L’article <a href="https://repaira.fr/le-journal-des-chercheurs-25-novembre/">Le Journal Des Chercheurs &#8211; 25 Novembre 2025 19h</a> est apparu en premier sur <a href="https://repaira.fr">Repaira</a>.</p>
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									<p><span data-olk-copy-source="MessageBody">Florent Pasquier et Christian Verrier, dans le cadre du </span><a title="https://journaldeschercheurs.fr/" href="https://journaldeschercheurs.fr/" data-auth="NotApplicable" data-linkindex="0">Journal des chercheurs</a> et des visioconférences du CIRET vous proposent une nouvelle « Rencontre philosophique » en ligne, le <u><b>m</b></u><b><u>ardi 25 novembre de </u></b><b><u>19h à 20h30</u></b><b>, </b>intitulée :<b></b></p><div><b><i> </i></b></div><div><b><span style="font-size: medium;">René Barbier, le <i>Journal des chercheurs</i> et l&rsquo;intelligence artificielle ?</span></b></div><p class="x_ydp1c6a0b19yiv4916741915ydp4460fa02yiv4550694268ydp7a981848yiv0986850807ydp41274c07yiv9520299076ydp6a9b3baayiv9470502290ydpba15de82yiv8723759614ydpa692dbcyiv0752272536ydp357f5a42yiv6743276578ydpaba4b316MsoNormal"><span style="font-size: small;">Expérimentateur mêlant très tôt le numérique et internet à ses réflexions, René Barbier aurait certainement été interpellé par le déploiement actuel de l&rsquo;IA. Plus avant, comment aurait-il pu l&rsquo;utiliser tant dans ses recherches et dans sa pédagogie ? Bonne question nous interpellant nous-mêmes, dans notre rapport à l&rsquo;IA.</span></p><p><span style="font-size: small;">Cette soirée sera l&rsquo;occasion d&rsquo;accueillir Gaston Pineau, qui donne une place active à l&rsquo;IA dans le dernier chapitre de son  livre le plus récent (<a title="https://journaldeschercheurs.fr/un-nouveau-livre-de-gaston-pineau-apprendre-a-exister-avec-les-rythmes-de-la-vie-jalons-conceptuels-et-methodologiques-en-formation/" href="https://journaldeschercheurs.fr/un-nouveau-livre-de-gaston-pineau-apprendre-a-exister-avec-les-rythmes-de-la-vie-jalons-conceptuels-et-methodologiques-en-formation/" data-auth="NotApplicable" data-linkindex="1"><b>ICI</b></a>).</span></p><div><span style="font-size: small;">En prévision de la soirée du 25 novembre, une amorce de réflexion sur cette thématique vous est proposées ici en PJ : </span></div><div><span style="font-size: small;"> </span></div><div dir="ltr" data-setdir="false"><span style="font-size: small;">1°) un fichier-texte (Journal des chercheurs et prosopopée assistée par IA) sur un usage possible de l&rsquo;IA dans le <i>Journal des chercheurs </i></span></div><div dir="ltr"><span style="font-size: small;">2°) en forme d&rsquo;expérimentation, un autre fichier-texte produit par l&rsquo;IA proposant ce que René Barbier aurait pu dire du dernier livre de Gaston Pineau.</span></div><p class="x_ydp1c6a0b19yiv4916741915ydp4460fa02yiv4550694268ydp7a981848yiv0986850807ydp41274c07yiv9520299076ydp6a9b3baayiv9470502290ydpba15de82yiv8723759614ydpa692dbcyiv0752272536ydp357f5a42yiv6743276578ydpaba4b316MsoNormal"><span style="font-size: small;">Pour une soirée conviviale et réflexive sur cette thématique dans l&rsquo;air du temps, à considérer avec esprit critique et imagination créative, venez nous rejoindre le<b> mardi 25 novembre de 19h à 20h30</b><b> </b>en cliquant sur lien suivant : </span></p><p class="x_ydp1c6a0b19yiv4916741915ydp4460fa02yiv4550694268ydp7a981848yiv0986850807ydp41274c07yiv9520299076ydp6a9b3baayiv9470502290ydpba15de82yiv8723759614ydpa692dbcyiv0752272536ydp357f5a42yiv6743276578ydpaba4b316MsoNormal"><a title="https://webinaire.sorbonne-universite.fr/rooms/yxw-kqo-wpy-gli/join" href="https://webinaire.sorbonne-universite.fr/rooms/yxw-kqo-wpy-gli/join" data-auth="NotApplicable" data-linkindex="2"><b><span style="color: #ff0000; font-size: small;">webinaire.sorbonne-universite.fr/rooms/yxw-kqo-wpy-gli/join</span></b></a></p><p class="x_ydp1c6a0b19yiv4916741915ydp4460fa02yiv4550694268ydp7a981848yiv0986850807ydp41274c07yiv9520299076ydp6a9b3baayiv9470502290ydpba15de82yiv8723759614ydpa692dbcyiv0752272536ydp357f5a42yiv6743276578ydpaba4b316MsoNormal"><span style="font-size: small;"> </span></p><table class="x_ydp1c6a0b19yiv4916741915ydp4460fa02yiv4550694268ydp7a981848yiv0986850807ydp41274c07yiv9520299076ydp6a9b3baayiv9470502290ydpba15de82yiv8723759614ydpa692dbcyiv0752272536ydp357f5a42yiv6743276578ydpaba4b316MsoNormalTable" border="0" width="300" cellspacing="0" cellpadding="0"><tbody><tr><td><table class="x_ydp1c6a0b19yiv4916741915ydp4460fa02yiv4550694268ydp7a981848yiv0986850807ydp41274c07yiv9520299076ydp6a9b3baayiv9470502290ydpba15de82yiv8723759614ydpa692dbcyiv0752272536ydp357f5a42yiv6743276578ydpaba4b316MsoNormalTable" border="0" width="300" cellspacing="0" cellpadding="0"><tbody><tr><td><p class="x_ydp1c6a0b19yiv4916741915ydp4460fa02yiv4550694268ydp7a981848yiv0986850807ydp41274c07yiv9520299076ydp6a9b3baayiv9470502290ydpba15de82yiv8723759614ydpa692dbcyiv0752272536ydp357f5a42yiv6743276578ydpaba4b316MsoNormal"><span style="font-size: small;"><a title="https://webinaire.sorbonne-universite.fr/rooms/yxw-kqo-wpy-gli/join" href="https://webinaire.sorbonne-universite.fr/rooms/yxw-kqo-wpy-gli/join" data-auth="NotApplicable" data-linkindex="3"><span style="color: #ff0000;">Séminaire de philosophie de l&rsquo;éducation dans la lignée de René Barbier</span></a></span></p></td></tr></tbody></table></td></tr></tbody></table><p class="x_ydp1c6a0b19yiv4916741915ydp4460fa02yiv4550694268ydp7a981848yiv0986850807ydp41274c07yiv9520299076ydp6a9b3baayiv9470502290ydpba15de82yiv8723759614ydpa692dbcyiv0752272536ydp357f5a42yiv6743276578ydpaba4b316MsoNormal"> </p><div><span style="font-size: small;"> </span></div><div><span style="font-size: small;">Comme chacune de nos rencontres, la soirée sera enregistrée puis archivée en libre consultation sur la <a title="https://www.youtube.com/@lejournaldeschercheurs2933/videos" href="https://www.youtube.com/@lejournaldeschercheurs2933/videos" data-auth="NotApplicable" data-linkindex="4">chaîne </a><a title="https://www.youtube.com/@lejournaldeschercheurs2933/videos" href="https://www.youtube.com/@lejournaldeschercheurs2933/videos" data-auth="NotApplicable" data-linkindex="5">vidéo</a> du  <i>Journal des chercheurs </i>et sur <a class="x_ydp1c6a0b19yiv4916741915ydp4460fa02yiv4550694268ydp7a981848yiv0986850807ydp41274c07yiv9520299076ydp6a9b3baayiv9470502290ydpba15de82yiv8723759614ydpa692dbcyiv0752272536ydp357f5a42yiv6743276578" title="https://www.youtube.com/playlist?list=PLJHh44G921x04XPgkG53ZtIC5kzsHKDqb" href="https://www.youtube.com/playlist?list=PLJHh44G921x04XPgkG53ZtIC5kzsHKDqb" data-auth="NotApplicable" data-linkindex="6">celle du Ciret</a>.</span></div>								</div>
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		<p>L’article <a href="https://repaira.fr/le-journal-des-chercheurs-25-novembre/">Le Journal Des Chercheurs &#8211; 25 Novembre 2025 19h</a> est apparu en premier sur <a href="https://repaira.fr">Repaira</a>.</p>
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		<title>Parution du numéro 25 d&#8217;Approches Coopératives : Intelligence Artificielle, Intelligence Collective ?</title>
		<link>https://repaira.fr/parution-du-numero-25-dapproches-cooperatives-intelligence-artificielle-intelligence-collective/</link>
		
		<dc:creator><![CDATA[Hélène Fromont]]></dc:creator>
		<pubDate>Thu, 24 Jul 2025 12:42:29 +0000</pubDate>
				<category><![CDATA[Home]]></category>
		<category><![CDATA[Publications]]></category>
		<guid isPermaLink="false">https://repaira.fr/?p=6424</guid>

					<description><![CDATA[<p>Le numéro 25 d&#8217;Approches Coopératives est paru ! Il traite d&#8217;un phénomène souvent décrit comme une véritable révolution qui va changer notre façon de réfléchir, d&#8217;apprendre, de communiquer et même de nous exprimer, l&#8217;intelligence artificielle.Il est essentiel de décrypter ce phénomène pour savoir comment le maîtriser et éviter ses débordements. Approches Coopératives, comme d&#8217;habitude commence par analyser [&#8230;]</p>
<p>L’article <a href="https://repaira.fr/parution-du-numero-25-dapproches-cooperatives-intelligence-artificielle-intelligence-collective/">Parution du numéro 25 d&rsquo;Approches Coopératives : Intelligence Artificielle, Intelligence Collective ?</a> est apparu en premier sur <a href="https://repaira.fr">Repaira</a>.</p>
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									<div><span style="font-size: large;" data-olk-copy-source="MessageBody"><span style="font-size: large;" data-olk-copy-source="MessageBody">Le numéro 25 d&rsquo;Approches Coopératives est paru ! Il traite d&rsquo;un phénomène souvent décrit comme une véritable révolution qui va changer notre façon de réfléchir, d&rsquo;apprendre, de communiquer et même de nous exprimer, <b>l&rsquo;intelligence artificielle</b>.</span></span><figure id="attachment_6427" aria-describedby="caption-attachment-6427" style="width: 150px" class="wp-caption alignright"><img decoding="async" class="size-thumbnail wp-image-6427" src="https://repaira.fr/wp-content/uploads/AC24-cover-150x150.jpg" alt="" width="150" height="150" /><figcaption id="caption-attachment-6427" class="wp-caption-text">Screenshot</figcaption></figure></div><div><span style="font-size: large;">Il est essentiel de décrypter ce phénomène pour savoir comment le maîtriser et éviter ses débordements. </span></div><div><span style="font-size: large;">Approches Coopératives, comme d&rsquo;habitude commence par analyser les réalités de l&rsquo;intelligence artificielle : s&rsquo;agit-il vraiment d&rsquo;une intelligence ? Comment fonctionne-t-elle ? Va-elle échapper à l&rsquo;homme ? Comment distinguer le mythe de la réalité ? </span></div><div><span style="font-size: large;">Ensuite, nous donnons la parole à des praticiens et à des initiatives citoyennes qui ont développé des projets innovants pour utiliser correctement l&rsquo;IA et en garder le contrôle.</span></div><div><span style="font-size: large;"> </span></div><div><span style="font-size: large;"><strong><a href="https://www.approchescooperatives.org/pages/publications-en-francais/revue/approches-cooperatives-25.html">Cliquez sur ce lien  pour feuilleter la revue à l&rsquo;écran</a>, </strong>la télécharger gratuitement en format numérique ou même la commander en format papier contre 10 euros si la lecture à l&rsquo;écran ne vous suffit pas. </span></div><div> </div>								</div>
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		<p>L’article <a href="https://repaira.fr/parution-du-numero-25-dapproches-cooperatives-intelligence-artificielle-intelligence-collective/">Parution du numéro 25 d&rsquo;Approches Coopératives : Intelligence Artificielle, Intelligence Collective ?</a> est apparu en premier sur <a href="https://repaira.fr">Repaira</a>.</p>
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		<title>Appel à Communication &#8211; Printemps des Humanités</title>
		<link>https://repaira.fr/appel-a-communication-printemps-des-humanites/</link>
		
		<dc:creator><![CDATA[Hélène Fromont]]></dc:creator>
		<pubDate>Fri, 11 Jul 2025 06:34:09 +0000</pubDate>
				<category><![CDATA[Home]]></category>
		<category><![CDATA[Manifestations]]></category>
		<guid isPermaLink="false">https://repaira.fr/?p=6380</guid>

					<description><![CDATA[<p>  Printemps des Humanités ­ Pourquoi travailler ? Pour qui, et comment ?  Peut-on encore imaginer un avenir du travail qui ne soit ni résignation  ni simple prolongement du modèle actuel, mais un projet à repenser collectivement  à l’aune des défis sociaux, écologiques et démocratiques qui nous concernent tous ?  Pour sa 3e édition, le Printemps [&#8230;]</p>
<p>L’article <a href="https://repaira.fr/appel-a-communication-printemps-des-humanites/">Appel à Communication &#8211; Printemps des Humanités</a> est apparu en premier sur <a href="https://repaira.fr">Repaira</a>.</p>
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									<p> </p><table class="x_r3-o" border="0" width="100%" cellspacing="0" cellpadding="0" align="center"><tbody><tr><td class="x_r4-i"><table border="0" width="100%" cellspacing="0" cellpadding="0"><tbody><tr><th class="x_r5-c" valign="top" width="100%"><table class="x_r6-o" border="0" width="100%" cellspacing="0" cellpadding="0"><tbody><tr><td class="x_r7-i" valign="top"><table border="0" width="100%" cellspacing="0" cellpadding="0"><tbody><tr><td class="x_r9-c" align="left"><table class="x_r10-o" border="0" width="100%" cellspacing="0" cellpadding="0"><tbody><tr><td class="x_r11-i x_nl2go-default-textstyle" align="center" valign="top"><div><p><span data-olk-copy-source="MessageBody">Printemps des Humanités</span></p></div></td></tr></tbody></table></td></tr><tr><td class="x_r9-c" align="left"><table class="x_r12-o" border="0" width="100%" cellspacing="0" cellpadding="0"><tbody><tr class="x_nl2go-responsive-hide"><td height="20">­</td></tr><tr><td class="x_r11-i x_nl2go-default-textstyle" align="center" valign="top"><div><p>Pourquoi travailler ? Pour qui, et comment ? </p><p>Peut-on encore imaginer un avenir du travail qui ne soit ni résignation </p><p>ni simple prolongement du modèle actuel, mais un projet à repenser collectivement </p><p>à l’aune des défis sociaux, écologiques et démocratiques qui nous concernent tous ? </p><p>Pour sa 3<sup>e</sup> édition, le Printemps des Humanités du Campus Condorcet </p><p>propose un espace de réflexion sur ce que travailler veut dire aujourd’hui </p><p>et invite le plus large public au débat.</p><p>Le Printemps des Humanités cherche à valoriser les sciences humaines et sociales </p><p>auprès de publics variés : curieux, scolaires, universitaires, etc. </p><p>Sa programmation se veut résolument ouverte à des formats novateurs, </p><p>faisant dialoguer la recherche académique avec d’autres formes </p><p>de création, de savoirs et de pratiques.</p><p>L&rsquo;appel à propositions est ouvert jusqu&rsquo;au 30 septembre 2025 à 18h.</p></div></td></tr><tr class="x_nl2go-responsive-hide"><td height="20">­</td></tr></tbody></table></td></tr><tr><td class="x_r13-c" align="center"><table class="x_r14-o" border="0" width="284" cellspacing="0" cellpadding="0"><tbody><tr><td class="x_r15-i x_nl2go-default-textstyle" align="center" valign="top" height="19"><a class="x_r16-r x_default-button" title="https://www.printempsdeshumanites.fr/fr/un-festival/edition-2026-pourquoi-travailler/appel-a-propositions-festival-printemps-des-humanites-pourquoi-travailler" href="https://www.printempsdeshumanites.fr/fr/un-festival/edition-2026-pourquoi-travailler/appel-a-propositions-festival-printemps-des-humanites-pourquoi-travailler" data-auth="NotApplicable" data-linkindex="0"><strong>Répondre à l&rsquo;appel à propositions</strong></a></td></tr></tbody></table></td></tr></tbody></table></td></tr></tbody></table></th></tr></tbody></table></td></tr><tr class="x_nl2go-responsive-hide"><td height="40">­</td></tr></tbody></table><table class="x_r17-o" border="0" width="100%" cellspacing="0" cellpadding="0" align="center"><tbody><tr class="x_nl2go-responsive-hide"><td height="20">­</td></tr><tr><td class="x_r18-i"><table border="0" width="100%" cellspacing="0" cellpadding="0"><tbody><tr><th class="x_r5-c" valign="top" width="100%"><table class="x_r19-o" border="0" width="100%" cellspacing="0" cellpadding="0"><tbody><tr><td class="x_r20-i" valign="top"><table border="0" width="100%" cellspacing="0" cellpadding="0"><tbody><tr><td class="x_r9-c" align="left"><table class="x_r21-o" border="0" width="100%" cellspacing="0" cellpadding="0"><tbody><tr><td class="x_r22-i x_nl2go-default-textstyle" align="center" valign="top"><div><p><strong>Ils/Elles ont fait le Printemps</strong></p></div></td></tr><tr class="x_nl2go-responsive-hide"><td height="10">­</td></tr></tbody></table></td></tr><tr><td class="x_r23-c" align="center"><img decoding="async" src="https://bw7qv.img.sp1-brevo.net/im/sh/kVvK9B2G5K74.png?u=7126MWSP0tEIB2XrAODqMBv97NW" width="570" border="0" data-imagetype="External" /></td></tr><tr><td class="x_r9-c" align="left"><table class="x_r12-o" border="0" width="100%" cellspacing="0" cellpadding="0"><tbody><tr class="x_nl2go-responsive-hide"><td height="20">­</td></tr><tr><td class="x_r24-i x_nl2go-default-textstyle" align="left" valign="top"><div><p>Juge, anthropologue, philosophe, ambassadeur, </p><p>commissaire d’exposition ou sociologue… </p><p>Ils et elles croisent leurs regards autour du thème « Universel(s) ? », </p><p>fil rouge du Printemps des Humanités 2025.</p></div></td></tr><tr class="x_nl2go-responsive-hide"><td height="20">­</td></tr></tbody></table></td></tr><tr><td class="x_r13-c" align="center"><table class="x_r14-o" border="0" width="240" cellspacing="0" cellpadding="0"><tbody><tr><td class="x_r15-i x_nl2go-default-textstyle" align="center" valign="top" height="19"><a class="x_r16-r x_default-button" title="https://www.printempsdeshumanites.fr/fr/le-printemps-en-images" href="https://www.printempsdeshumanites.fr/fr/le-printemps-en-images" data-auth="NotApplicable" data-linkindex="1"><strong>Voir les interviews</strong></a></td></tr></tbody></table></td></tr><tr><td class="x_r9-c" align="left"><table class="x_r25-o" border="0" width="100%" cellspacing="0" cellpadding="0"><tbody><tr><td class="x_r11-i x_nl2go-default-textstyle" align="center" valign="top"><div><p><i>Une série d&rsquo;interviews co-produite et co-réalisée par la FMSH et le Campus Condorcet.</i></p></div></td></tr></tbody></table></td></tr></tbody></table></td></tr></tbody></table></th></tr></tbody></table></td></tr><tr class="x_nl2go-responsive-hide"><td height="20">­</td></tr></tbody></table><table class="x_r26-o" border="0" width="100%" cellspacing="0" cellpadding="0" align="center"><tbody><tr><td class="x_r27-i"><table border="0" width="100%" cellspacing="0" cellpadding="0"><tbody><tr><th class="x_r5-c" valign="top" width="100%"><table class="x_r19-o" border="0" width="100%" cellspacing="0" cellpadding="0"><tbody><tr><td class="x_r20-i" valign="top"><table border="0" width="100%" cellspacing="0" cellpadding="0"><tbody><tr><td class="x_r9-c" align="left"><table class="x_r21-o" border="0" width="100%" cellspacing="0" cellpadding="0"><tbody><tr><td class="x_r22-i x_nl2go-default-textstyle" align="center" valign="top"><div><p><strong>(Re)voir la conférence </strong></p><p><strong>d&rsquo;Alain Policar</strong></p></div></td></tr><tr class="x_nl2go-responsive-hide"><td height="10">­</td></tr></tbody></table></td></tr><tr><td class="x_r9-c" align="left"><table class="x_r12-o" border="0" width="100%" cellspacing="0" cellpadding="0"><tbody><tr class="x_nl2go-responsive-hide"><td height="20">­</td></tr><tr><td class="x_r11-i x_nl2go-default-textstyle" align="center" valign="top"><div><p><a href="https://www.canal-u.tv/chaines/campus-condorcet/pourquoi-faudrait-il-sauver-l-universel">La conférence d&rsquo;Alain Policar est sur Canal-U.</a></p></div></td></tr></tbody></table></td></tr></tbody></table></td></tr></tbody></table></th></tr></tbody></table></td></tr></tbody></table>								</div>
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		<p>L’article <a href="https://repaira.fr/appel-a-communication-printemps-des-humanites/">Appel à Communication &#8211; Printemps des Humanités</a> est apparu en premier sur <a href="https://repaira.fr">Repaira</a>.</p>
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		<title>Juin 2025 &#8211; Lancement de Formations en Partenariat avec le collège Coopératif de Paris</title>
		<link>https://repaira.fr/juin-2025-lancement-de-formations-en-partenariat-avec-le-college-cooperatif-de-paris/</link>
		
		<dc:creator><![CDATA[Hélène Fromont]]></dc:creator>
		<pubDate>Fri, 06 Jun 2025 07:05:19 +0000</pubDate>
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					<description><![CDATA[<p>Le Collège Coopératif de Paris est un organisme de formations supérieures continue et de recherche action pour les professionnels et bénévoles de l’intervention sociale, des Sciences de l’éducation et la formation de l’insertion, du handicap, de la médiation, de la prévention et de l’économie sociale et solidaire NOS PARTENAIRES La Form’Action Combinant formation et action, [&#8230;]</p>
<p>L’article <a href="https://repaira.fr/juin-2025-lancement-de-formations-en-partenariat-avec-le-college-cooperatif-de-paris/">Juin 2025 &#8211; Lancement de Formations en Partenariat avec le collège Coopératif de Paris</a> est apparu en premier sur <a href="https://repaira.fr">Repaira</a>.</p>
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									<p>Le Collège Coopératif de Paris est un organisme de formations supérieures continue et de recherche action pour les professionnels et bénévoles de</p><p>l’intervention sociale, des Sciences de l’éducation et la formation de l’insertion, du handicap, de la médiation, de la prévention et de l’économie sociale et solidaire</p><h1>NOS PARTENAIRES</h1><h1>La Form’Action</h1><p>Combinant formation et action, s’appuie sur la recherche-action pour accompagner les processus de changement tout en intégrant une dimension réflexive et collaborative. Cette approche vise à outiller les acteurs pour qu’ils deviennent à la fois des agents de changement et des chercheurs de terrain, capables de transformer leurs pratiques tout en générant des connaissances applicables.</p><p><strong> A qui s’adresse la Form’Action ?</strong></p><p>Vous êtes <strong>praticiens du secteur de l’économie sociale</strong> ou de l’entreprise désireux d’approfondir leur connaissance théorique et pratique de la recherche- action pour en faire un outil d’intervention dans des pratiques de management et d’accompagnement au changement.</p><h2>Quel prérequis</h2><p>Avoir une expérience dans le management de projet, tous secteurs confondus</p><p><strong>Quels sont les objectifs de la formation  ?</strong></p><p><strong>Comprendre </strong>les fondements théoriques et les principes de la recherche-action en tant qu&rsquo;outil d&rsquo;accompagnement du changement.</p><p><strong> Acquérir </strong>les compétences nécessaires pour concevoir et mettre en œuvre un projet de recherche-action dans un contexte organisationnel et de changement.</p><p><strong> Développer </strong>une posture d&rsquo;accompagnant du changement capable de mobiliser les acteurs et de favoriser l&rsquo;émergence de solutions innovantes.</p><p><strong> Conduire</strong> et accompagner un groupe de projet dans un processus de recherche-action collective.</p><p><strong> Renforcer </strong>les capacités d&rsquo;adaptation et d&rsquo;innovation en développant une culture de l&rsquo;apprentissage continu et de l&rsquo;expérimentation.</p><p><strong>Gérer</strong> les résistances et les défis du changement</p><p><strong>Évaluer </strong>et pérenniser les résultats</p><p><strong>Module 0</strong> : La notion de changement</p><p><strong>Module 1</strong> : Les fondements théoriques de la recherche-action</p><p><strong>Module 2 </strong>: Le cycle de la recherche-action  </p><p><strong>Module 3</strong> : Accompagner le changement : rôles et compétences de l’acteur-chercheur </p><p><strong>Module 4 :</strong> Concevoir un projet de changement par la recherche-action</p><p><strong>Module 5 :</strong> Évaluation et capitalisation</p><p> </p><h2> Quelles sont les méthodologies mobilisées</h2><p>Animé par le Collège Coopératif de Paris, le parcours d’apprentissage est en Recherche-action, avec une alternance d’apports de savoirs /savoir-faire, de partages d’expériences au travers des travaux de groupes, des études de cas et des applications pratiques sur le terrain choisi par le stagiaire.</p><p><strong> Quelles sont les modalités d’accès à la formation ?</strong></p><p>Etudes du dossier de chaque candidat (e)</p><p>Entretien avec le ou la candidate</p><p><br />Vérification des motivations de chaque candidat (e) ainsi que sa présence active à toutes les séances de la formation :</p><p> Le client donneur d&rsquo;ordre peut (en fonction du devis précisant le nombre maximal de stagiaires) inscrire un nouveau stagiaire à la formation 72 heures avant le début de la session, à condition que le dossier d&rsquo;inscription soit complet lors de la demande.</p><h2> Durée de la formation</h2><p>La formation se déroule <strong>en ligne</strong> sur <strong>3 à 6 mois</strong>, à raison de <strong>40 heures </strong>avec un impératif pour les participants d’avoir<strong> un terrain d’expérimentation.</strong></p><p><strong> Quel est le coût de la formation ?</strong></p><p>Le coût de la formation est fixé à 2 500 euros par participant, sous réserve d’un effectif minimum de 10 apprenants pour permettre son ouverture</p><p>Les modalités de paiement sont modulables en fonction de votre situation.</p><p>Ils existent des modalités de financement selon votre statut : salarié, demandeur d’emploi, indépendant,… et l’activité de votre entreprise. N’hésitez pas à nous contacter pour connaitre les financements possibles.</p><p>Toutes les séances programmées auront lieu dans des salles accessibles aux personnes en situation de handicap. N’hésitez pas à nous solliciter si vous souhaitez que nous prenions en compte une situation de handicap lors de cette formation.</p><p><strong>Contact &#8211; en savoir plus    </strong><strong>Ou suivez nous sur nos réseaux </strong></p><p><strong>collcoopparis@gmail.com www.collegecooperatifdeparis.fr</strong></p>								</div>
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		<p>L’article <a href="https://repaira.fr/juin-2025-lancement-de-formations-en-partenariat-avec-le-college-cooperatif-de-paris/">Juin 2025 &#8211; Lancement de Formations en Partenariat avec le collège Coopératif de Paris</a> est apparu en premier sur <a href="https://repaira.fr">Repaira</a>.</p>
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		<title>Parution du N° 68 de la Revue Savoirs</title>
		<link>https://repaira.fr/parution-du-n-68-de-la-revue-savoirs/</link>
		
		<dc:creator><![CDATA[Hélène Fromont]]></dc:creator>
		<pubDate>Wed, 04 Jun 2025 17:44:49 +0000</pubDate>
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					<description><![CDATA[<p>n° 68 &#8211; 2025   Numéro spécial : Digital, IA et formation des adultes. Synthèse de treize ans de recherche internationale     Éditorial Olivier Las Vergnas   Note de synthèseDina Adinda, Bernard Blandin, Christophe Jeunesse, Olivier Las Vergnas, Digital, IA et formation des adultes : synthèse de treize ans de recherche internationale.   Lire la présentation du n°et les [&#8230;]</p>
<p>L’article <a href="https://repaira.fr/parution-du-n-68-de-la-revue-savoirs/">Parution du N° 68 de la Revue Savoirs</a> est apparu en premier sur <a href="https://repaira.fr">Repaira</a>.</p>
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									<table id="x_main" class="x_flexibleContainer" cellspacing="0" cellpadding="0"><tbody><tr id="x_CELL-BLOC-27069"><td class="x_flexibleContainerCell"><table id="x_BLOC-9429" class="x_CLS_bloc" cellspacing="0" cellpadding="0"><tbody><tr><td id="x_COLUMN-35782" class="x_flexibleContainerBox"><table cellspacing="0" cellpadding="0"><tbody><tr><td><table id="x_IMG-30390" class="x_CLS_objetImage"><tbody><tr><td><a title="https://lnk.pmlto-etao-3.ovh/fvuEnGGrvJyj4wYAAMfQvxXDA3prkXUWz/104101046102114111109111110116064108097112111115116101046110101116/c70rA1300679/document.html" href="https://lnk.pmlto-etao-3.ovh/fvuEnGGrvJyj4wYAAMfQvxXDA3prkXUWz/104101046102114111109111110116064108097112111115116101046110101116/c70rA1300679/document.html" data-auth="NotApplicable"><img decoding="async" src="https://img.pix-a1-hosting.tech/data_user/6cARKKx7/img/phpt9KqiN.png" alt="" width="582" height="74" border="0" data-imagetype="External" data-olk-copy-source="MessageBody" /></a></td></tr></tbody></table></td></tr><tr><td><table id="x_TEXT-99712" class="x_CLS_objetText"><tbody><tr><td><div><span><a title="https://lnk.pmlto-etao-3.ovh/fvuEnGGrvJyj4wYAAMfQvxXDA3prkXUWz/104101046102114111109111110116064108097112111115116101046110101116/c70rA1300679/document.html" href="https://lnk.pmlto-etao-3.ovh/fvuEnGGrvJyj4wYAAMfQvxXDA3prkXUWz/104101046102114111109111110116064108097112111115116101046110101116/c70rA1300679/document.html" data-auth="NotApplicable">n° 68 &#8211; 2025</a></span></div></td></tr></tbody></table></td></tr><tr><td><table id="x_DIVIDER-6184" class="x_CLS_objetDivider"><tbody><tr><td><div> </div></td></tr></tbody></table></td></tr><tr><td><table id="x_TEXT-90464" class="x_CLS_objetText"><tbody><tr><td><span><b>Numéro spécial : Digital, IA et formation des adultes. Synthèse de treize ans de recherche internationale</b></span></td></tr></tbody></table></td></tr></tbody></table></td></tr></tbody></table></td></tr><tr id="x_CELL-BLOC-82922"><td class="x_flexibleContainerCell"><table id="x_BLOC-74860" class="x_CLS_bloc" cellspacing="0" cellpadding="0"><tbody><tr><td id="x_COLUMN-79701" class="x_flexibleContainerBox"><table cellspacing="0" cellpadding="0"><tbody><tr><td><table id="x_TEXT-50956" class="x_CLS_objetText"><tbody><tr><td><div><b><span> </span></b></div><div><b><span> </span></b></div><div><b><span> </span></b></div><div><b><span> </span></b></div><div><b><span><br /></span><span>Éditorial </span></b></div><div><span><b>Olivier Las Vergnas<br /></b></span></div><div><span><br /><i> </i></span></div><div><span><i> </i></span></div><div><span><i> </i></span></div><div><span><b>Note de synthèse</b></span></div><div><span><b>Dina Adinda, Bernard Blandin, Christophe Jeunesse, Olivier Las Vergnas,</b></span><span><br /><br /></span></div><div><span><i>Digital, IA et formation des adultes : synthèse de treize ans de recherche internationale.</i></span></div></td></tr></tbody></table></td></tr></tbody></table></td><td id="x_COLUMN-8225" class="x_flexibleContainerBox"><table cellspacing="0" cellpadding="0"><tbody><tr><td><table id="x_IMG-83307" class="x_CLS_objetImage"><tbody><tr><td><a title="https://lnk.pmlto-etao-3.ovh/fvuEnGGrvJyj4wYAAMfQvxXDA3prkXUWz/104101046102114111109111110116064108097112111115116101046110101116/c70rA1300679/document.html" href="https://lnk.pmlto-etao-3.ovh/fvuEnGGrvJyj4wYAAMfQvxXDA3prkXUWz/104101046102114111109111110116064108097112111115116101046110101116/c70rA1300679/document.html" data-auth="NotApplicable"><img loading="lazy" decoding="async" src="https://img.pix-a1-hosting.tech/data_user/6cARKKx7/img/phpO9VWhI.jpg" alt="couverture du n° 68" width="180" height="265" border="0" data-imagetype="External" /></a></td></tr></tbody></table></td></tr><tr><td><table id="x_DIVIDER-47214" class="x_CLS_objetDivider"><tbody><tr><td><div> </div></td></tr></tbody></table></td></tr><tr><td><table id="x_TEXT-48663" class="x_CLS_objetText"><tbody><tr><td><a title="https://lnk.pmlto-etao-3.ovh/fvuEnGGrvJyj4wYAAMfQvxXDAbvQJgEcm/104101046102114111109111110116064108097112111115116101046110101116/c70rA1300679/document.html" href="https://lnk.pmlto-etao-3.ovh/fvuEnGGrvJyj4wYAAMfQvxXDAbvQJgEcm/104101046102114111109111110116064108097112111115116101046110101116/c70rA1300679/document.html" data-auth="NotApplicable">Lire la présentation du n°<br />et les résumés</a><div> </div><div><a title="https://lnk.pmlto-etao-3.ovh/fvuEnGGrvJyj4wYAAMfQvxXDAfQFYpw4T/104101046102114111109111110116064108097112111115116101046110101116/c70rA1300679/document.html" href="https://lnk.pmlto-etao-3.ovh/fvuEnGGrvJyj4wYAAMfQvxXDAfQFYpw4T/104101046102114111109111110116064108097112111115116101046110101116/c70rA1300679/document.html" data-auth="NotApplicable">Liste des notes de synthèse parues</a> <br /><a title="https://lnk.pmlto-etao-3.ovh/fvuEnGGrvJyj4wYAAMfQvxXDADMBLtQcQ/104101046102114111109111110116064108097112111115116101046110101116/c70rA1300679/document.html" href="https://lnk.pmlto-etao-3.ovh/fvuEnGGrvJyj4wYAAMfQvxXDADMBLtQcQ/104101046102114111109111110116064108097112111115116101046110101116/c70rA1300679/document.html" data-auth="NotApplicable">Liste de tous les n° parus</a></div></td></tr></tbody></table></td></tr><tr><td><table id="x_TEXT-89265" class="x_CLS_objetText"><tbody><tr><td><div><a title="https://lnk.pmlto-etao-3.ovh/fvuEnGGrvJyj4wYAAMfQvxXDA6i8j9Yg8/104101046102114111109111110116064108097112111115116101046110101116/c70rA1300679/document.html" href="https://lnk.pmlto-etao-3.ovh/fvuEnGGrvJyj4wYAAMfQvxXDA6i8j9Yg8/104101046102114111109111110116064108097112111115116101046110101116/c70rA1300679/document.html" data-auth="NotApplicable">Publiés par Cairn</a>, les articles peuvent être acquis à l’unité et les premiers <b>n° de plus de 3 ans, archivés, sont en accès gratuit.</b></div><div><b><br /><a title="https://lnk.pmlto-etao-3.ovh/fvuEnGGrvJyj4wYAAMfQvxXDAj5nRWpDp/104101046102114111109111110116064108097112111115116101046110101116/c70rA1300679/document.html" href="https://lnk.pmlto-etao-3.ovh/fvuEnGGrvJyj4wYAAMfQvxXDAj5nRWpDp/104101046102114111109111110116064108097112111115116101046110101116/c70rA1300679/document.html" data-auth="NotApplicable">Suivez-nous</a></b></div></td></tr></tbody></table></td></tr><tr><td><table id="x_DIVIDER-9554" class="x_CLS_objetDivider"><tbody><tr><td><div> </div></td></tr></tbody></table></td></tr></tbody></table></td></tr></tbody></table></td></tr><tr id="x_CELL-BLOC-10406"><td class="x_flexibleContainerCell"><table id="x_BLOC-92128" class="x_CLS_bloc" cellspacing="0" cellpadding="0"><tbody><tr><td id="x_COLUMN-19531" class="x_flexibleContainerBox"><table cellspacing="0" cellpadding="0"><tbody><tr><td><table id="x_DIVIDER-50538" class="x_CLS_objetDivider"><tbody><tr><td><div> </div></td></tr></tbody></table></td></tr><tr><td><table id="x_TEXT-52586" class="x_CLS_objetText"><tbody><tr><td><div>La formation des adultes connaît depuis plus d’une décennie des transformations majeures : généralisation des dispositifs hybrides, essor de la réalité augmentée et explosion de l’intelligence artificielle générative.</div><div><br />Face à ces mutations, ce numéro exceptionnel de la revue Savoirs propose une synthèse des recherches internationales menées entre 2012 et 2024, fondée sur l’analyse de plusieurs milliers d’articles scientifiques.</div><div><br />Structuré en quatre parties, il retrace l’évolution des recherches sur le digital learning, analyse un corpus de 62 publications récentes, explore l’impact de l’intelligence artificielle et discute les limites des études actuelles. Ce travail met en évidence les avancées scientifiques, mais aussi les lacunes d’une recherche encore trop fragmentée, plaidant pour une approche plus cumulative et la création d’un observatoire international des technologies éducatives.</div><div><br />Au-delà d’un état des lieux, ce numéro 68 de la revue Savoirs questionne les enjeux d’une intégration raisonnée du numérique en formation des adultes. Il interpelle chercheurs, formateurs et décideurs sur la nécessité de repenser les modèles pédagogiques afin d’assurer un développement technologique et éducatif à la fois éthique, critique et scientifiquement fondé.</div></td></tr></tbody></table></td></tr></tbody></table></td></tr></tbody></table></td></tr><tr id="x_CELL-BLOC-87847"><td class="x_flexibleContainerCell"><table id="x_BLOC-34853" class="x_CLS_bloc" cellspacing="0" cellpadding="0"><tbody><tr><td id="x_COLUMN-49464" class="x_flexibleContainerBox"><table cellspacing="0" cellpadding="0"><tbody><tr><td><table id="x_DIVIDER-4580" class="x_CLS_objetDivider"><tbody><tr><td><div> </div></td></tr></tbody></table></td></tr><tr><td><table id="x_TEXT-75972" class="x_CLS_objetText"><tbody><tr><td>La revue <i>Savoirs</i> a pour vocation de favoriser la production, la valorisation et la mise en débat des synthèses et des résultats de travaux de recherche réalisés dans le champ de la formation des adultes</td></tr></tbody></table></td></tr></tbody></table></td></tr></tbody></table></td></tr></tbody></table>								</div>
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		<p>L’article <a href="https://repaira.fr/parution-du-n-68-de-la-revue-savoirs/">Parution du N° 68 de la Revue Savoirs</a> est apparu en premier sur <a href="https://repaira.fr">Repaira</a>.</p>
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		<title>Novembre 2025 &#8211; Saint Etienne &#8211; Les Journées de l&#8217;ADAC</title>
		<link>https://repaira.fr/novembre-2025-saint-etienne-les-journees-de-ladac/</link>
		
		<dc:creator><![CDATA[Hélène Fromont]]></dc:creator>
		<pubDate>Sat, 31 May 2025 14:29:22 +0000</pubDate>
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					<description><![CDATA[<p>Défi et perspectives pour l’avenir du travail social : Co-construire des synergies entre Intervention-Formation-Recherche Colloque collaboratif des acteurs du champ social   Informations pratiques Pourquoi cette initiative Le comité scientifique collaboratif Nos intentions Impact de l’évènement Inscrivez-vous Devenez partenaire de l’évènement (dons, mécénat…)   Une des caractéristiques de ce colloque est que les sessions « Atelier [&#8230;]</p>
<p>L’article <a href="https://repaira.fr/novembre-2025-saint-etienne-les-journees-de-ladac/">Novembre 2025 &#8211; Saint Etienne &#8211; Les Journées de l&rsquo;ADAC</a> est apparu en premier sur <a href="https://repaira.fr">Repaira</a>.</p>
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									<p class="x_MsoNormal"><b><span data-olk-copy-source="MessageBody">Défi et perspectives pour l’avenir du travail social :</span></b></p><p class="x_MsoNormal"><b>Co-construire des synergies entre Intervention-Formation-Recherche</b></p><p class="x_MsoNormal"><b>Colloque collaboratif des acteurs du champ social</b></p><p class="x_MsoNormal"><b> </b></p><ul type="disc"><li class="x_MsoListParagraph"><img loading="lazy" decoding="async" class="Do8Zj" tabindex="0" 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" width="194" height="142" align="left" crossorigin="use-credentials" data-custom="AAkALgAAAAAAHYQDEapmEc2byACqAC%2FEWg0ADzCv3eiNy0uriA9nKvlnMgABC49npQAAARIAEACoOcAP%2F7FCTYcMhKB4bIlT" data-imagetype="AttachmentByCid" /><a title="https://www.adac.asso.fr/wp-content/uploads/2025/04/2025-PreProgramme-et-infos-pratiques-1.pdf" href="https://www.adac.asso.fr/wp-content/uploads/2025/04/2025-PreProgramme-et-infos-pratiques-1.pdf" data-auth="NotApplicable" data-linkindex="0">Informations pratiques</a></li><li class="x_MsoListParagraph"><a title="https://www.adac.asso.fr/wp-content/uploads/2025/04/2025-Pourquoi-cette-initiative.pdf" href="https://www.adac.asso.fr/wp-content/uploads/2025/04/2025-Pourquoi-cette-initiative.pdf" data-auth="NotApplicable" data-linkindex="1">Pourquoi cette initiative</a></li><li class="x_MsoListParagraph"><a title="https://www.adac.asso.fr/wp-content/uploads/2025/04/2025-Comite_scientifique.pdf" href="https://www.adac.asso.fr/wp-content/uploads/2025/04/2025-Comite_scientifique.pdf" data-auth="NotApplicable" data-linkindex="2">Le comité scientifique collaboratif</a></li><li class="x_MsoListParagraph"><a title="https://www.adac.asso.fr/wp-content/uploads/2025/04/2025-Nos-intentions.pdf" href="https://www.adac.asso.fr/wp-content/uploads/2025/04/2025-Nos-intentions.pdf" data-auth="NotApplicable" data-linkindex="3">Nos intentions</a></li><li class="x_MsoListParagraph"><a title="https://www.adac.asso.fr/wp-content/uploads/2025/04/2025-Impact.pdf" href="https://www.adac.asso.fr/wp-content/uploads/2025/04/2025-Impact.pdf" data-auth="NotApplicable" data-linkindex="4">Impact de l’évènement</a></li><li class="x_MsoListParagraph"><b><a title="https://framaforms.org/premiere-edition-les-rencontres-de-ladac-un-colloque-participatif-des-acteurs-du-champ-social-le-45" href="https://framaforms.org/premiere-edition-les-rencontres-de-ladac-un-colloque-participatif-des-acteurs-du-champ-social-le-45" data-auth="NotApplicable" data-linkindex="5">Inscrivez-vous</a></b></li></ul><p class="x_MsoNormal"><a title="https://www.adac.asso.fr/wp-content/uploads/2025/04/2025-Devenez_partenaires_de_lADAC.pdf" href="https://www.adac.asso.fr/wp-content/uploads/2025/04/2025-Devenez_partenaires_de_lADAC.pdf" data-auth="NotApplicable" data-linkindex="6">Devenez partenaire de l’évènement (dons, mécénat…)</a></p><p class="x_MsoNormal"><span style="font-style: inherit; font-weight: inherit;"> </span></p><p class="x_MsoNormal"><span style="font-style: inherit; font-weight: inherit;">Une des caractéristiques de ce colloque est que les sessions « Atelier » en constituent la colonne vertébrale. Ces ateliers consistent à partager une expérience de recherche-action auprès d’un groupe restreint – 20 à 25 personnes – composés d’acteurs du social qui œuvrent dans le champ de la formation, de l’intervention, de la recherche et si possible stable tout au long des Rencontres. Ces temps d’ »Atelier » s’articuleront sur 2 temps :</span></p><p class="x_MsoNormal">– 1<sup>er</sup> temps :  présentation par les acteurs impliqués dans des recherches action ,recherches collaboratives, praticiennes, usagères, recherche-formation, etc.</p><p class="x_MsoNormal">– 2<sup>ème</sup> temps : un échange à partir de questions autour d’un axe spécifié comment à l’ensemble des ateliers, mais à partir de la recherche présentée.</p><p class="x_MsoNormal">Au fil des sessions « Atelier » sur les deux jours, une même recherche-action pourra être questionnée et discutée avec plusieurs groupes de participants et sur des axes différents.</p><p class="x_MsoNormal">L’ensemble des axes constituant un fil rouge sur les deux jours, fil rouge qui sera également alimenté par des tables rondes et des restitutions des travaux en sous-groupe en assemblée plénière.</p><p class="x_MsoNormal">La nécessité pour les « intervenants », qu’ils soient présents tout au long du colloque est donc non négociable, pour les participants, c&rsquo;est préférable.  </p><p class="x_MsoNormal">Les « intervenants » sur ces 2 jours vont alimenter et être alimentés, c’est un espace apprenant qui participe à la mise en réflexivité de chacun quelle que soit sa place d’acteur dans le champ du social, qui contribuera sans doute également à l’élargissement des réseaux respectifs et à l’évolution des représentations des mondes de la formation, de la recherche et de l’intervention qui sont respectivement multiples et à la fois très liés, mais aussi très clivés…</p><p class="x_MsoNormal"> </p><p class="x_MsoNormal"><b>Claire JONDEAU</b></p><p class="x_MsoNormal"><b>CESF | Praticienne, Formatrice,</b></p><p class="x_MsoNormal"><b>Chargée de recherche</b></p><p class="x_MsoNormal"><b>Directrice scientifique de l’ESF-Lab &#8211; ADAC</b></p><p class="x_MsoNormal">Docteure en Sciences de l’Education et de la Formation</p><p class="x_MsoNormal">Chercheuse associée aux Laboratoires CIRNEF</p><p class="x_MsoNormal">(Normandie- Université) et au CLISSIS &#8211; LabFEACC (Université Luisada de Lisbonne)</p><p class="x_MsoNormal">06.26.47.34.39</p><p class="x_MsoNormal"><a title="https://www.adac.asso.fr/formations-2/" href="https://www.adac.asso.fr/formations-2/" data-auth="NotApplicable" data-linkindex="7"><img loading="lazy" decoding="async" id="x_Image_x0020_1417494997" class="Do8Zj" 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uofBv53VCcEVPao/o6AOrW0B60nXeBaWCi1imvw2vsgJat1ZeSO6yzrW+OzBiSxdWIPBi07TBVrWyqWLsKzu5e5eCuMFS5+jLU1xfvYKmztx5K7TA3q16hA/LtHHD/pSfPRWzi2aiBJ7wLo2aoVzrejadG8McULaRJw8xJX7oUzbcsx5g9sKq/vwMyOdFt6liKFdChjXo1yenm4cNSRpMIVKZE3iliN0lQz0eWOpyu3w5Q5cM2XLtWLgzSK9ua6uD7Pg4aaJpVq1aZsMR2e3L2B280AOk3Zwf6FfeWL4+hQL5o370xUbmOqWJUjKTKMM8ddMWo9CQ/nxcjXA8nRzOzfhnl7PKnSqBVWZfR4EeTHzeAI8iS8RcOsO4HXtqEqDae5iRl3EnTQlCpRqV5tciW/45iTKxW6zsJz32w0ZYtWSRyLh3Zg2o6rNLRphlExbR76XMPzThQbXNwY2twcSGFg3XIcDEwkV1Is+qamlGvYBYdFI9D44cI3ewKKj7cpXaAS5cfv4sS8xpTPXxxs5/LAeQbpUs99wxCshztwNiSSZoUeY1GiElF5i6GsnIvq9WogjXyC84nLdJy+mwPzeiHD9ezqPmy6TkS7TEUqli1BZOgDjp+5StspO3Fa2Edu+/ji/rSb5kjRwvkwrFCF8sXzcuWkM+H5ymGuncp7tSLUNNfH/+pZvB8lsMPNh76NZAkZPmJbvjAPLefx6MAkkt4H0KZhQ/w+6WNjXYXokDtcefCRdYfP06V2SUiMYHQnWzZcDKWZjTXF8qtz94ob3q9zcdzDk9aVZdvrorCvacrZEEhNSKSsSTkqN+jJ5sWD5f3J7nX3yFwq2s1l3/UXdKuhR/yL65QpWYvKEw5wYlFWb8+JtWOxH7WKIuY1aSh7Rt6Gcs3LG628GgRH6eIXeA8rXdg2rjkDd0bxKtyLoupwbftI6g3aTtEiGihpFad4MTPW7NpG1VI/TvwQ7X+SYhXa0HLucQ7NUIjPH12T2pqx7vIHcinHo1/SDOPKbTiwZTKSF760aW7DzQ86NGtQBy3lT1w5f4boIg3xdDuCWSFFhpKTG8fRcdgazOo0pUp5AyKe3sP1wk16LT7C9knt5WW2jWrFoG1e6Gmkol28DHqm1dm9TSEgv7y+FFCJb/2xb96c82Fq2DSuS361JK65u/JGwxI3j7NULv7tXH1XD8ylWd/FVLJuhameOl4XL6Buacc5x/UUygXPrjvSsm0PnquWpFmjOmgTy1X3czxNNuDgqdPYVVe86EiIuE/n5i1weSylhU0DdDVTuXTmOOHaNQi460GCxwLKtV7OueAXNC2bh8R3wXRo0YJHCUWpWqU8yvERXDh1HC2rPlxx24meevYEVNiNAzS1n4B2aUsqljPkw4sATp2+TItJ2zm2uJ9cBJ5b2gmb2de4/eIlFTMcisl0NtMgsMIM7jrOwmXvBq57X2flJhfshoymooEWxrXb0aa2Ae3NDfF8p4FyfBylzMpRsdUQtk3twcdgD1o2b0mQpCTW9WqSK+UDHmddwawtnmcOUEpbmYi7hzGt2AkNPX20dItTq7opr/w8uXD/A03qlSfoaSR161cn9vk9Trj7Yj9tH4fmK5IfJceE0Nu2Oc7347BpWo8iuaXcvHSeR8klOOvhRn1jHXh/GwvzmkTl0UMizUPd2jWQRD3j8El3bCds5/jSfry4fRGnCz6c2Laa0FyWDO/ZFCVNPXr37fLFy6wfPQXic0Hgf5OAEFD/gXEXAip7gyhLY65s2frnk0gkvqRu2RKkNFzG9d1j0yqLp091Q04lNeKJ7yHypa2oH55Zi0mLUQxfe5a1I5qllU3E88IVytWoR6H4ACoYWaHZdAJXnZeSJ+2+gBvuJOqaY2VcgCU9ajPZ6RUuN29gWzE9PiSBZf1bM3HHHc4+CKaZWX5OrOhL2/G76Lv0GDsmtJXX9eTcGoxtRlOx4zS8neYrPARRQViUrkBBu9V4bBkG0mh61TRgzy11Nri4M7SFRVo7JTgt6o/91N2sPR/MiCZlQJLEm4gP6OnpZUB+cmYpxi0WcdI/hFbldfDYPoFGA5YzYbsbS/tlbofz2DmNZv0WYmIznttnlqFCNL2sDNkTpMNZP1+amSpWLW7rh9B4hBPngkNpWlaLm/tmUKPnGvbeCKZ7taIZ9a7sXZfpV3LzOPAcxdSlTLYxZcm5MJYfvcK4dmles2wGxGTHA0X8Q6rkLQdd5+DjMBPHae3ovPgWXqFPqWkg83PFYF/REP/SQ3lwdD5EP6G+kTFeuWpy2/cy5oUU/pntY5oyYGcED575YpZfBUlSLBGRieh9tg3MZZE9rZY+ICDkHqY6ypzdMJ7mw1dgP2Mfh+YqFk7PvRwoVbs3pW3Gcv/MCoWnLSGMBqVKEt94Hjf2TkOJKDrVKMMT86n4bh9NsOsKTGwn4Xg/ik7mini9yLdvyVOwEOrKcHxBT9rNuYrH40AalMj03Q1tWooTCTY8uryJ3HyifxNzdlyMYp2rJ8Obp3u7svfcKUrF0atGCdxV7Xh6dTPpL9MXdbFimpsaj0NuUjqPQvm+v+9CGYtWWPadj8u2aRnPyAvfEzSp147g/DW4e8+LCgXAYbodffZF8/rheYqog5/jdCp3XkCdrrM4vXs2eX8ik/uTizso06Q/Y/f7sbyrVbY6t7B3JaY5+DN91wXm9a6f8bxPaluVTU9L8vjeSTJydSaHUlu/JDq9d3F6aW8+PDhFmQqt6bbhAmuHNM6o79rWkdQZ6sTFR0+xLpUbxxnd6Dz/AF1n7cFhdo+/9PplFVCpLOlem7lX8/AgyI2SGY6vdzQra0hsvQVc3T76G/2UMMy6MPtj2/Lxxva0zxN4+z6FQgW1ID6UZuVNuJXXBm8PJ4zzKyAnRz6hc+OqnIupRfA9F/Q1JSztXoNJx6Jwu32DRmUVSQpiXgXh/SiaBvWrEXhqKeadNuJ2P4BGxjIxl0p4eARFimQ+99G391OwUh/Wuz9mUMMSvPVxovwPkkhIk2J5HZlIsc+esdNLetJy9i0evAnALJ8ybmv60HzxDXwDAqmQkT8hmb7VixBsMoZrDjPk7U14cpqi5gPZdy8E2zLpqTlj6FfViJ13Jew8e5U+jUwUnFKjGWxtjktyI4Kv7SYjQjbqAab65lSfdoTdU9rzIfgMJiYtyF2rJ76XHSgoexOR9JQ6BkZcSzTHJ9iPynoKrou7VGW6uzJPwm5iqAFbR9ow/NB7/B56Y57h7IvDrpIBD0uO5vbRmajEPqSGiQl+yVW5efsqVkUVthzGt6D3+kfce/2QCvkVz9v0lhXx1OnB1X3jsjXnRSFBQBBQEBAC6j8wE4SAyt4g/qqA8tk3nao9lrP3ZgjdKhdGIqtOWYWb+6dSu8dSNrk/YXBD2RtXKYt612LaaTXevL2cuXD6rHm+B2ZTpdtCDt17h32Fb7xC/uiPcfEKGPfbxtnV/bN27ON9yupbUHnaEQ5Obc/RBfZ0WPIA/zB/yqf9Ik0Ic8PAqA3TjvsyxjYz+cHwGqW5XrgTvicXywWUXYX8BJnNxN9p1hfwwqlb2JCUxrO5fmByxmcvH/ri4eXL+6h4kt8FM3f+HlZfDaBv7eKMbFCIPdGNeeN36IuMaqn0qmzItVytCbq6EVU+0t7YgOc1p+K9d2qG7bd3HClpNZBN1wLpWasYM9qVYZm3NktmDkY5IUG+jUdJRZWIuyeYv80D59sR2FXUYUTt4pxQaUzo5V0/HfmXHQElfe9NiULVqDh2M6eWDyIh7CpljOpSb/ZR9k9rxzufgxhU7cqS808Z1aQUfAymir4ZpScfxGlGp4z+3T2+iErttuAREki9kplb1YJ9L3PN9z4xCRIiAi6ycH8QV+/7U7ukGi6rhtJ63CluhD+nWlo6Nckbb0xK1qTrXm9md8xc4E9vU5z9SW14fGY9Kl8IqJhn12lUowlPtUwZ1LcrlpZW2LZogJZs7SSNwr5GOS7GWLBwTHsS42UbzZBn83xwbiebT77g+tsX1NBNokstQ65o9eTF+WXZe9i+KPXy6i5K1u3LNCc/ZnewIFU+qMq8uLYT03r9GbbzGsv61JLf5bygO51mXuHG61Cqf3FSgONUWzpvDeNu8H0sCn4toHz2jKXqgF243o+gedmfUE+ybVXezhSv1on+W71YP6Bmtvo5q6MxywIr897fkfSRTY24jWXZSqjXH8Jgm/IkJKfKbalqaHBs3QQuJlmT8vAY7st70HSqC1MXLqaoRiKSNCYqUYEMn7GREVuusXZgLfaMb8uAHUH4hweRsX7/TuvSBVTgU1cKxj6kopEZyeW7MapjdRKSFOn6VdQ1Ob91PidDDHn57grFvuFGPLZyKB0n7aRO6250bFKbKnWbUL18cfn9zzy2U7rRABa7BDPRtmyWljxzX0cp63E4XH9Fz6oxmBQoTYk+Ozi/WrG17cvr/sklWNhv+kxAKUq8feaP+5WbvPnwCaW4V8ybupJRh7yYbl81WwIqvZ5Ht69wxVv2jKXw7oE7y/bd4ExgKA1LaHxXQPWrUYSgcpkCKuKuM2VrjGKb1z06ytye8iuGzibFuF9+GA+OLM7oVmzIZcqXro9h17F0qV2apBTF2KtpqrN3wTDuFu1BzI3dxDw8hWG59oxxusWsjGc5lYHV9bhrPIqb+zPjAr22DaHelDN4P36GVd7XNDIqw3O9Zkzo3ZiExGTFmKpp4HVgGQd8VQj+GExZSTDlS5bHqO9eTi7M9O4+OrWQ8p0XcfL2B2zSno8JNhW4mq8z1x2nZWvOi0KCgCCgICAE1H9gJsS5LEY5XHYOlJpIIvGd8ZStTUj8hKpFa1R/5iBdaQz96pZn57Xn5NMthLJEsQiRXcqpybyP+kS1zvPwOjgdFSSMbm3Kthe1iPbb9c3tTefWjMRmtBNeb19SU/frlYvk+WX0ytWnzfLLbBtaN2tvkl/T0KgYia034bV+MIfn2tHRIZKwADeKpzkP4p97YmzakeknvRnSKP2MlFSG1jLGR68bt2SeEmkU7cx0SW61EZelA74glkTfCgZ4FelEwMX1xL18wMj+/XDxCaOwgT4FtHOTEBXB7Xvh7L5xn27Vi2JfVoNAqwncc1z4Ff3Zra3Y/64qgV5bUSWSNqWMkbZdzMlVmfW+9NlPuaoj2HI9kG41ijCiQQm23Uumink5pMlpC0tAPZcW2nn0mLB0DfXNCjCkRiluG/TkxuE5P/0UZ0dA+R+eR4WOM1l41J8p7WTxY1LmdLRgkW9xop66sm9kQ4afViEk6CLyl8Ufg6isb0mdZS6sGZoZV+XtPI9anXbj8ewBdQw1eXn/Iv36j8Lv+Sf0ixUlb24NPoY/5d67Aly/7UONEmqcWjEQu1n3CAi/gVHaa2xpuC8W5erQe68P41qlxbP9/zfkk1uX5IikLUEuq78SUDIwkU99WLlqI9e8b3HDL5B8RjXZuOcg7apo0dLKELcIPaob6ZGUnCwXq7JLM09etHRKMHfTJqwKJ9G5Zikeybxa20b9NGuQML9bLWYcuIlWAV3UUCwq5Qs/JSnv3n+keM0++F/dSV5lWD+qISMOSAl/40nhLx6RGzuGUXPqZe4E3MfyGwLq5q7R1J5wFK+AMKr97DFtMYFY6JuhbD2TO8eyN6emtSvFgcSWPHJdl+EZinvsiZV5Q+JLWVKyoDbJKek/M5TQyqtDIeN6OGycjNOkdnRfeYZq1WqgJk0iVa6gQFlNk/x5tWgzcA4D2lRi15g2TDwST0DY+R+mJk8XUMFPXckffhOTCjV4n9eC8kXzZpx3Jqsjj6wdJSqyfMMi9L8ZNJiKm+NWdh05z41rVwiLTMa6ywj2b5lP+JnlmLWextHAN7QzyZr6OuqhC/rlWjHj1EMmNY6nmK4lTRa44TDqG4lagC8FVOKHUKYM6c1+90AKFNVHN58WKXGR3PZ7yLyj15jQrnK2BNQr/4sMHDgKn9BoihQ1QCe3BlHhTwkIV8PdP4A6BhpcXN2bFktvcTswgPIZ8WRS+lcvSOBnHiiFgBrN9uulz6XdAAAgAElEQVT3sMvIwheFXRkjYpvM5szG4RnzWfaSp0LFtmhVqIx+3lxZxl5bJz+FKzbDYfFIYoKOU9K0F8vc7jCgUXpMpZSh9UrwqNx4Lnz2nF3aNJgms93wefwIC/UHWBhV5pVSacxLFSQpKSXjmc2tnY98+sYs27geI6UgzI0tqTrpNLtGZno3A4/No2KvVZzyC6epseIFg0xAXdPpgtehzJdav/CQi1sEgf85AkJA/QeGPM5lCcrh94WA+ouxTBdQahVao1Iz++dAPXPfgon1YJr0HYeFniqpcveT4lJWUeXpjVM4Xn3L+fvBNCmjzZ5J7ei18i5+EU+x+saxGqHumyhpPZSFJ4OZ0irr21u50aSXNChdko/VJ3PnyLwsPYp5cIri5q3psv48m4Y1wXmOHZ0c3vPsgQfpMfhxYR5yATXtxC2GNU5POJHKkJrG+BZNF1DR2FcsgGfunjy/vpMs58V+8KFU0aqYDtuN68perOxfg3FOUVy84ko9i1KoKUHU/cMUt+jG6muP6FurBPO6mDHLsyChoVco/rmxVNnbUhOeG/Yi8NJauYBqW8qI5FYLOL12SEbfXnrvo1y1kWy5/oBuNYqyoo8VE89rEf7yCunve78e2i/69JPPcbqA6rTNg+X9G3x1d2L4A2yqV+JOrqb4+55CPy1U5PnV7RjXHcqyA/s5PLkXhoMPsXdKa8X9aQKq5uITrB9hk2HT22kutewduPT8IbUMUuhbrTBHY+tz+fROKpTUlXvP7hychFUfZ7yCg6lpmCagZt/B/9UtyqSF70je+MgFVM893kxsk3no6KRWhhyVtvuugPq8c+9D78izCz40H8+bc8sYZl2SA5G1ifTb/xcEo+lcswwPTSfhtzN9C2v2gccEn6eMRTNKtxhIo/IFSJG7nzIeIj4+usoWZ1+2etxjQIPSXNo2ngYDN3PAL5QuVlnTRi/uUokpF1K5G3z3mx4omYCqM/4IV/yfUyNzF1i2G7t1dGMGrfHlkE8g9pUzt61+biApIRF1TYXqmNauNPvjbHh4bmPGcySNeULV0sbksduEbPH7vevq1uHUHbSHC08/0rjU9w/skgmoCYdj8X9+kW+3KLOGLB6o5NfULWVIXN3Z+B78jcVxcjwX98+hSZ8lrPd8zkCjp+gWr0/XDZ5sGpq+bVHRBkWfdnD4bjgdLJJoWKIY76zGcf/Eom9iuHdyCZYyD5R/II2McnFgZju6LbqOs6cHLaubIj9q6/VViharzzCnm0zvWOXHAkoaQ68aZTkSWYlrZ3dToXQheVzh3YOzqN5rHeeevKZ+cQ0urulNkzlX8X/2mPLpmwGSZcLbiFzt53JphyKtd8RdJ4yrjsLBN5B2FdL3zCkEVHSjGZzfkvlSITniDuaGVphMcuTE7Ewv9Jedf/fgGMbmvVl8wY/BjdPPv5IwpG4JHpYdi9uOzOfMc+Mgms5xxzv4EZY60bQ3KU6AYT+Czq38/ryODsDc1IpK406yZ2z6VnIIODoXq96rswiocU3M8dLpynXn35gj2X7CREFB4L9DQAio/8BYxp1egvIbIaD+aih/TUClMq55GVbeLc7bV5e+uZhPfOiKbjlb6k1QxDVEP3LHwsIazZr9OLRjISbF8hH9/C7L1+3DZsh0Ghkp072WOQfCCnL0sCNNqxojSYxk96rlSMq3Y0THOnhsGYX14LWMWn6Qaf1aki+XCq+CvBls3x7PGBO877hToZD6bwmo3nVK4+AVRdtRi1k+pQ/6OrmJfhnEtIGd2H4jhYt372JtpM3YFsVZ5W/Gy4fnKKYJCTEvmTOwHYsP3Wf/9SC61jDk+Q1HKtTsTMk2Y9m/dirGelrERoSwdPIgluy/TKUW47l1WhYD9dcCavO1+3Svpc+LW85YVu9EhX7z2b14JAb5NfkU/oQl0yYQrt+WLfP7yb0YWUTh54OfGoPD2qW8063HuB7fzrAnE1Am+nWwWerMwr4NFXdLpaQmfsLT1Zklc2fiF1eakxcv0qriZytxSTS96lTAMfATKBXiwp071C2RFlzyIwH14hG19GOxMchLsMUoglxXy+OYYl74079tA5wCC3Ez6D7ViqsqPFA5IKACzm5h+DJXpqxeR33TYiS8C8a2ijmhlhMIO72UwFMrsWw9jo7Tt7FqYhcK5FLjXcg9ZoybTsGmw1g8vJUslch3BZT041Pmr9hJuXr2dGqSKeo+H45NIxowdHsYd948xfIbmeOIDqSsnhlqNtO5f3QefHhIQ6sK+KlW49ihndSqUILUxGhObJrD0CkbiCtZh9u+V74ZA/VXAsrTaRUXQvMxaUxf8n4nfWDS+0BsqlTGI7YkTs7OdKyf6emT9cnXdQu9R6+i34ojjG5VnuntSrPvCwElK7d/Vle6zz3Bon2nGN6+NhoqEh77nmPC7M10nLSWXo3Kkvg+gAaWlXhRrDVH96+lYildEmPf47h2FkcfaOGwezm6msg9UD8roNIP0j29chAtxzkwdcsRJnW3lmcBDbl3mUlTl2M9fAnDWn0j1is1mgVDuxCk04SV0waQP5ca1w7OokGvxay78IjhjUsxt0stZp14zjbno3RqYIm6Ugp3PJ2x69gPHeuJ3DixRL5N9OyaoTQfvYkRSw8wa2Br8qiD95l9HPGOZt68Cbw8txRTu424+QfRyEiTVf2rMtYxGf9nPpQvqEpK/AfWTurOuHVnWHncjzFtrH4soCQRNDTW54nhYB56rJNvK45+5c+ANs1wuqPKtdBH1CqmzjP5y5ABDF19nIUDmiFJ/MiOmX0Zu/4MtiNW4rJ2jHwaRz5wwdC8FcMdLjGtQ2VSJJBPOxW7MqW/ElCyGK6No2wZtsGHDUdO0KtZVdSUUgi4epQpS/fTd942OlYz4FcE1K2AR8gcYJd3T6J+n2WMXunI7IGtyKOuxMtAb6ZMmkeF3jOYYl8HfkJATbctx+bnpty9tp+8qSmoa+dDPf4VK+YvI9m4ERP6t/q5bJv/gTWV6IIgkB0CQkBlh9IfXkYuoF6nCaifOZHwD+9XTjbvVwRU2NWdGNbth/28IxyarsiI9fWVyKj6JVl7WRWv50HUNMjD/TPb6TpgLA/epqJfpCAfI16jVsScTY5Hsa9RiqhQb/p17cExr8cULKZHamwkMUl5GLF4O8tGtkaZZHbMGsK4JXtIUNOiSH5N3kW8o7BZA7bucaCJuWJBv29SM3psfcvTl36USvOQxD47T8FSNixwDZaLP8WVSg+zgtzU78vDCyvlW/g6WhnysUJPikXd4/SNAHLlUifixUu0ildixc799E4Lin5y1ZGOnQfxJCkflcuX5t37NxQuUoxbFy8xy+Ue42zN5DVcc15Jn2HTefJRSjH9wiRGxVC2YVtKvffljrQmty9tRpUPNNIpSHKHlVzZoVicyK7n13dQolZ/tnuG0a++Is7i2qHFdBkyi1fxahjo5edtRDi5Cpkwd+12BrephvKXffpsYOKeXUKvVAMazTjI8bnfPqcr/tVVyurXRZaYXVk1PZ23RB6HIosnqGLdgRWrVlLbJC2V92f2bx2YQ/Vus6nacwE3HKZmZOQj8gFGBcypt/QEuyakeaWA63snU6vnVtyfvqJhKU2uHlyM/ZA5JOmUpkLJAryTJ+nQ4cKVEFzvPaS5qRZH5nfFboYPgVEPMUl7Oy55dYMS+jUZ4HSbWR0rZrRoeP28HJLaE355Gyp8pLmprjwL35NDUwj1O4WdXR98QqIoVrwIH169JHfx6uw+cphWlQzkNo6snsDAyav5pJoHvYJ5ePs6goLG1VixdTud6pjKs/DZmukSaD6bp05Z4yQeuqykXKtxzD8ewLQ2srJZr6inHpQyakTpnsvwcRj/3Ud6fb+ajNh5i0PeL7CvUpTXDy7Qo8cA3G6/oIiBPrK01PkMrGhXLS8rzjzHx8ebirqwdWwzBu2I4tXbG4osfJsGUGfoAa68iKXO5+fzSt5Rv1AhHlkOJ8Rt3V9manz/+Co9O3XG9fZLajXrQKWy+qiQQmiAD8fdblGqSlsOHdxKNeNCjLHOz864Vry9vierJzflIwtHdWf2ltNo5C2MjmYq4e8+YVanHdu3raeKkcKzFuZ3HPtO/bkREoO+gR4xkW9JVs7PgKnLWTSuC7lVYNPAhgzb/4kXsd4U+y5BxQfr+tZlzDEpLyOvopi5cawa15cpa5xQ0S5IwdxKhEdEU7qqDdu2baRO+W9YlMazc+YAhi/ajyR3QQrmkvLqXTTN+k5l/7rZFNRUQhrznLF9u7Lh2DVy5ddDSyWRt5FxVG85EIftKyidP12hfmLDpEFMXuWIJJcOBfIo8To8korN+3PKaTMfL8zFrO0Kzga9olm5PLx5cJFO7XvgG6FElYqmREe+Jp+uPoFXLtJtnQcrBzYg/MZe9Gv2ZLV7CMMbpm9Tzgrm+sHFdB0yh7h8hpQvXZjw8PeU0MvHWa8ATtx+TmtTbZDGsWxsNyavPo5OEX2UJQkUM65EoYQHvNDvSOCp1YrYyvhw+jevzY5LTyioq0vD3ktwXtYbG11VPjZbyI39mbGi8lbEhzN1YBeWHfAgd4GiaKnEER6ZSKXGPdixeRkViufj7T1HClt2ZpVrMKObp+9EkNDDQotA02n4fBaPdGFlN5pOOof3q3dUkcdDJrF9xmDGLHEgRTM/hfOqEB4RSXGLhmzYvoWmFUvKtglgoGdB1emnODatZQac+4cmY9FlCS5BSdiWU2zhu35oPtZdZiAtoItO7nKcuH2FSrFuqJVsAiXa8j70GH/mqWc/eBjEx4LA30xACKi/GfA/YT7+9BKUhID6S9S/IqCe3fbgjPdjbDr0plTB7wekvwzywsX9DjVadseyhGK1mxL1EhfXczwLjyZfUWNsW9pSOC3LmKKhCXidc8U7MAylXPmxtmlFecOsv6ZeB/ty2v0anxKl6JtUokWzunxu4qnfRdweJtLFzhattPVKyqdXODq7YdW0LWb66ambpVw94ci73Ma0bVJFLqDamhZC2m4rJxb15qqrEz4PX6FV2JAWrdpQTDvrdqJPrx9x7KQrb6KTMKrciPYNTDnl5EjRqq2oYpS5yS7hfRguLmd4ERmPXtkqdG5Rhxm2FXFKaEig2yqUSeT8IUckJapgU0shvGRX7NvHOB/3ok7rDhgXychbRfSrYE6dduNtbBJ5ixrT0rYFhbXS2/ZFnz4b/ZsOE6jRdwfngp/T1DjT3ucTJDU+ghOOJ3kbn0Ryxr5MJVRy5aVGnYZYlVOIi29d4bcOUrJ6D5acf8jIJpnncpH0kWP7j1K4WlNql8+8/+1TP066PcK2ix16aQc9vXrozckzV4hJgirWbalfLg+OTheo3sqO0rqahN2/wkXf93To1pZ8aVNPGv+WI06nKNOgLZafzZVb5w4SQkk6NauJEkm4nXAiOn9F2tWTpXuXAQ7n5AkXQiJi0MxvQPNWrSlRIMvGTcIf3+H0+ctEJ0koXMqCli0bkTcj/igJ9xNOROW3pF29rF6mbaOtGeSYxPNnV74ZS/P+qR+O532o3cIeyxLfcj8pmhj10h8nl8uY1G1LXbO0Rb00FjeXk/g/CSdXgeJ07NKBoN2DqTvrOg8e3qWcFjz0ucjlR0l0s29BLmWIeHidUzdCaGXXlcKfZeiOun+UYhYdmOx8jxl23/aUZRnruAgO793Jjr0H8X34Wr6Q1jerQfeevejdvQPp+LwvHOJxSnHsm9fOFNKfGQr09sD9+j2SpUqUsaqDbb1KX0+p+Le4nDzN49cfUdMuRBOblpTVz2T18Pp5boakYNe1RUaiiu/NzSCvs/iEgV1nmywJXZ7cucr5y74kSqBUhZrYWlf7oVch9P41Tnv6ys9uMqpYi1b1q3xV7X2vc3h6B5GKKpY1G9KwWuZz/XnhsMBbnPe4wadkKeUqN6B5HUUmx/ehdznqFoCtXUeKpbkFkyOfc/T4ScLexcqZd25RE7ejB9Eo25B6FYqT8PYph0+6UcW2CyZ63z/L6s1DX06evUxUooRKjdphbZqH/UfPUqNZZ4wKZQZ+ebud4Lp/CJq6Jeli35Y3vqfxeZ9P/vMr/USExA9hHD5yivdxqVSybkcdcwMuOu4jSd+KFnXSnrMv6Nz1Ossl72B5XLJJtUY0q5lZLiHyGY6HL1GtRTtM9dP3D0q5euogUfkqYPvZc/Y64Cqufi9pa2fP50eIhT24jqu7NwmpUoqbVqJls7qZZ+AlRXLY+Ri6Fk1pUCHzZ1HkMz+OefrTtH13DGQBh2mXr/sJvPyfkbtwGTrZtUBbNRmPk0eRFKuMdRXj7/4sFB8IAv/LBISA+g+MfsLpJfDmHkqqmrI49z/6kihnNlBZKvvVImtyNg7uyYleJcaibNkKterZj4HKiWr/OBvyJBKFSbRZheuqob/fPGkKMbEpaGtlPSCU2CBMDUwxG+XMkdl2v19PtiykMN7GhG0vKvPK3zEzjXC27s1eoY1DGzDxgjqPA84rkkf8r17J4dQrpkdK65V4feZRzAkcn2Ki0dL+Okvl0LolOJXSlODr2/n2CUbfrv3Ygq60n3WTe28fUSH/9+ONcqLtwoYgIAgIAoLAf5+AEFD/gTGOPbNILqBUlTVRkv5DYuSXuSnJNZ5USf6nIkW1/L9/4EqMRcmy1c+fA/UPNO0frULugdIl0WY1Z1YP++2q/Y4to/WIDXQbOxM76+oUypeLiLBAVk0dgdPjfNzy8aKyQWb67t+u8K8MJL1jZLcO5G0+m/npsU05UGFKYgwvn7/hzaPL2LboT8c159k08tvxVTlQ3b/CRNLLm3ToNZHOc/bSrXaJHGtzTMgV6ja0x9BmEBP6tEJfrwAx795weucCpm68wPozfgyz+ban43uN2DK5Mx4ptTm4fMQ/87Mmx2gIQ4KAICAICAJ/IgEhoP7EUfnJNsWfXozqq3tI1DUVkkQWByVN+/5NW2mnjaaXyc53mZ2/iq/6vL6/sKckVU6TS7L2KQTUP3YJAaVALf2IrVF+Elus4eL6kb+NPzzkHisWzePgEVdefIhHSys3sQmpmFVvxrINm2hu+Qvp0H67VTlrIPzuUWrU6sqzuERqtBnDSeeVFPpf9j7lLN4s1hIiX7Jz7VLW7XYk6Fk4Wnm1iI+JQ8/IkrFzVzO2S72/sXZhWhAQBAQBQUAQ+DEBIaB+zOiPLxF/dhmqL+8hlQkomWdH5oVK//5Xrf+8bNpmOpk/SLEPMO17ui3Z//+V2km/TS60Prv/C3sSJSmyXXwqEiWkUqn8SyJr7j9BWQioNMqpBN/xQapjiEnJHyVGzv7AxESEcf/hM5JSJGjr6lPRvMw3z8LKvsU/p2Ry7Dt8fB+QopaXKjWtfhiL8ue0/N/bEklcJHf9A4iKS0Y9dz7MK1qRN2vo1r+3c6LlgoAgIAgIAv9qAkJA/QPDJ5MTkqhoJB+jkErSDxL6/W1rUiVlmRIh9dJGUj8EoaIiC4z9XLxkp3NfCKbvCansmJKX+YG9NG2HsgpoqCPRUEFJAsqfna+U7ap+tqAQUD9LTJQXBAQBQUAQEAQEAUFAEPiCgBBQf/OUSH4SSqL7FaQPglCKiUUqTU3zuCihLFVWOHW+6dn5zC0j2xKXrk3kf5Ftf5N9U0GikoyGxn2S1WJQkmakzfqbe/Xr5tNlY6qyMmiqo6GjjVrBAqSoq5IikcozWcm+/patfb8ooJ76uXPc/TapKrlo3rEH5gZp2e2SIznqdJiwiE+KuC6plFy6ZenZvSV5/uE49ZSPYew7dIzXkXGKuaGqRbMOXahU6vtH0f76KGa989DGWbwq3JqxdpVzyuRXdkJvOjHtYCi7V0/4Yfaw32nE+UMOxBetTJv6mRmz4t4Es9/JhZhkCWWrNadl3S+zbqVy7rgzxau3wqxo1qx/N885cuXBS3LrlqZn97ZkJBGUpbC+dxnn895I1HVo3607RgUzM4N92YeEiEfsPXiUd3GplLZqhL1NjW9289LJQyQZVKdJpVJZPpd8DOXIlUAaN7Ehvya8enCF0zefY9+nK3m/cP9GPrvD1YeRtGrakGsue/C89wJlZSVU1XOTW01K9Kd4kEogfykG9u5KwSzhbclccnHC+0EYyYowR0Wso5IW9n168vzqIa4Ff5DbU9fUkp8f9CkuAalUgnaxcgzpbUeI7yVCE4vQuJYJpMZz7she7j59T+b5u1Kk6oXo3q83JXTUeODlyvUwZfp1tvnKk/3M/zoPIjSxbaQ478j7ghMBcUXp1abuV/yCfNwJSdWnefVysjyaXDqxj1tBr+Xn/iguWT/yYde7N2X1vp3d8XfmnrhXEBAEBAFB4N9DQAiov2msZOuG+NNuJBx1QSUqChUVNVDJmVW1Is4JlCQyASZFuUAQqEeB5DunQ/5Nffxds6myg0tl7dfJSy79YkhyaSCRSlHNWHTl8Ma+XxBQlxzmMWbtBZrYNkEl9hkXL4cye8ceWlgUg5dXMGvSmwbtB1FaR4nU1BRyFzajT682WRbKv8spO/dH+uzDpO00mrWyRVtVieSET9y+HciABbsY2CzrYaDZsfczZdbP7EuIfi9WDKr/M7f9VNngixvpue4RN06sIurBOUYsPc2s9Wsw1s65OfL8piPmNTpTvfcazu9SxIY9u3GY3sPnY1S3BUb5lbni5k6FjpNYOryNov2SKJYO6cykrWfZfi2cfrUKp/UrFYc5w9h2+S2NrSsR4X+Th6ml2LtrDUVzg9+JNQxbcIQ6Nk1QjQnB0+cdSxwcqFc6/1dcQm4cYcDYJRQ1qYiWhhJP7t0gb5Vu7Fk9kdyfdT/l3T0sSlsSX2kEAZ5rs2wzTAo4Suluazl7wRNzXXBfNwjrkVsZuvYsG0Y0y1Knv/Mcemy+zXW343jsXYHz5SA0NdUJ9TnHxWca9OtQH2lKEkpFzJk5cTRZtIQ0gnb16/BKqwZVjLTkoZhSSSoSlQKMmDieJ2fWctL3DRrqqgS4O+OfXIJOTauTmpxAQaNqzJ04iG0T7HH5WI/T24ZBzDOa17Ii2dyOsmlHCUglKUhyFWf8lEmU0VVn3ZgWjFx9hnWuDxjePGtyCeelg1l5tTDXT86V93GafXkWOj3h0M3H2FfLmqp+w4Q2OMbbcHn9EEiNpHMtE14Ua4alvpZCB0pSSVbRZfjEyVgWTz8i4KemsSgsCAgCgoAg8B8hIATU3zSQCScvkLrHCSVVJVLV1HI0z1yGgErzYCnne/CvElDyNV+ai0mCVOF5ypubXIbFSc6lgbJE5p2Tve3NYT/ULwioO5dOE1e4CrVMFcdSHp7XmdWhFbm6fTI8c6fJ+B3sct6PQc6t439pRkZ47aLjJn8u7V2Rcb/vofkM2fyI8x4O6PyN7ds8bzChxbqzqF+dX2p7dm565LGV/pse4+G0lLgwP7Y436DL0KEUy6nkfvFvGD1sNLHq+VBWrcCW9cPlBxAvGNiWZ6V6s21KB3kz44NdqdNrMdtcLlNJN4b5A7vj+VobHWkIzSc50a+u4vTW8NtHadZjFXuuXMFCrokkjGpfG3WblSwbYESrqo2xXeHC4PqK7HWH5vZi10NjXPfNyBo3JolhUNuG5G6+nFVDGsjLJkcE4er7ihY2jVD7bFxPLBuFywtNYh750nLmXrrXyEzekRTsQuVBW3E6chLTgnBu3Xi2X3vKi5D3TNzmTDuLdOEHgSeWMmTXHY4eP5DlAM3bh2Yw7II2Xjsmfn/IUl/SpcsguixwoXX6Oc7fKX1mWTf2xDTk4Nz+WUpsmdEPj5haHFrdDyIf0aPHIMY7umP5HafPmtnD8fQP5+2raNYdd8GqcGZ2jxPrxrHxhi7n9k+Rj+fcsd3xfZHEhwhl9p52puRnNnfM6s6xBGtclvSBpAgG2HWk6+ZLNPzR6bXZmcCijCAgCAgCgsB/ioAQUEBoaBgSiYRSpb59qvnPjnhC8GMSF61CKSEBJXVNedKEnDzrKIsHSpaUIV/Av0ZAyfNWyICmx0JJFVv2kiWpKBUpgIahASlSZVT+EAH15di7rx/GNG89rjvMQBpyEbs5jmzdvY2CPztJcrj8W69dtF9/h4sH1mQcphh15wg2/Xbg7O2KQc44P7/Z6k1zB/G8RF8W9q6ew73KNBd6ZTs91gbj5ryMvyP53YlVo7iYWo8uRq9YfyqJAzvHyVX+p0+fyK2lnXlI6qdAmrYbxKTtnlgbJnP9yi0satVk0YDG6HVzYLi1obzRRxZ2YVdEXVxWZ56zdc95ETPPxrJkoDm95lzEzXV7xjlVKSEeNOm3gDVHLmCR/3O30hs6tWhB++U36GzxFxkUEl7Qtmk3hu89R4rTcFYGl+X89kyh86WAOrV0CJ5qdehg+JIhq+9xwWMfhdN2AKcLqGPHD/C5P8xz+3gmempxa9/svxBQr+japT/tZxzFrsIX54J9cZfTnI44fqrDkWWjsnyydUY/3NMF1MfHdO/WnxEOnlT/zm7UxRP7kGI5hIovtrL4rh4eB+ZnzJGsAiqFyYM6oN9xGbnOjOdESjNOrclM459VQL1lgF17Oqy+iE3p72+t/NsmvDAsCAgCgoAg8EcT+J8XUK5nzzN60iRSpRKG9uvP6OFDUVH5vViimHU7kFzyRDmXDhIlJVSlMj9Lzl3/dgElIyFJW9CnO5mUU6Qka6igYWyIUp488q0/OR4J9QseKPmoSVN4GnSfAL/rODh60mvWSlpWNkD6/DK1OgzBuFozcsd/oGyttozo15ZvLXODb57H57GEfPhz8MIrFq2chd+Zg+Sr1ImGpgXk1SSHB7LP9RZte/Yiv3wKpnLl+C6cz/mRnCqlYtNO9LNr+M0YoPe39mEz8yTLFkyWx7QkfXzOotmzKNpiGpsnd5TbjwkPYMvGHYRGJpGqnBf7fsOpX0HhpXj/2I9THsGUM9Pm8D4XYlKgcdcRdGqYuf0vJSaCvds2cOvpe5TUC9JjwCBqmhZj26KRhKuCId8AACAASURBVOVvRmXVAM7dDkGjgDHjJ47AQFshdSJfP8ZxvwP3Qj+SkqpKxwFjaGKl8LxcOXyQj3mL8Mr3DH4fC7J44WR534OunmK74xkSpVL0yzeinmEks/Y/49z+hUjfBrPX5Tqte/amgJyThGsnd+F4xkfOybJxJ/p1aiRfREcEeXPueghFi8Szc587A2etpEG5rHL341M3Og/ZwubjTrw+Mp81brk5tGvsNx/YyzumMvF4JGePb0In48dEPKO7NKHMgAMMa6To14q+rYmoOoglQ2wz7ET5HqD9qusMrK7DkYfgtG5eZh0Jj2jSegRjlh+ihYXOZ3WnsmdOf9a4J7B89VzqW5XJFHOflfI+MJsxTm+5fHwDySEXqdNuFpvdrlE5ratfCiiXZUM49smCHXOGMLlTLV6Zj2DPzC5yi78loCRv6G7XFdP2M2huli+jhSq5dTArVzqLxyxbAir6KV07dKLR2A1UKpIpnTW1C2JSxlDOYsmEXrw1HsjyQeWxr1ObsoN2MK+HIkbsKwE1oA15Wq9nhjU0qd2SdsuOM7SxwlWWRUAlv2dAGxvM+iyjvlHmgb7quXUwMSn9t8bh5dxvCmFJEBAEBAFB4O8i8D8toN6/f0/rTp25fd8fdQ0NUhKTmDZhHFMmyN4+/9qVGhvHx6kLyfUmHFXVXCQqy3xPOSmf0o6fTY+B+pd5oNKppseXy3NhyESmRIpEtpWvhB4qeoXkf8/xXWe/KqBSIpk5yI6jnoEUqNqNY/uXUVAFUt89Yv3+UxQqVgqVhHc4bl6OtMowDq8Z+VX67nvHVtOw1wJaDhhMNRMLevRozOhurSnXdw+TbBUB/3EBrnSeso11R49hqJKC46pZuIao0qF5HTRTYzh/xAFp+a4sGW//1QIu+v4xLJoPoZChEapSKYUNytLQ1o4hvVrKPVLvgy/Tdch0rJrYU6tCCT6E+bPv0Fk6zljLoCaWfPQ/S9WaHSnRtj+9bWqilvyadVucGLvxCB2s9Eh+F0C/vkPJU74ZjWuYERl8nfMPpWzetAT3tYMZt8WHPgP6YF6mKP7n9nMj1pyjDnPkMTpuh9bIy1rXtSI+PBgHp/MMW7QZ63K6HJzWmeE7vOg9aAgWllXo3L4JV7fPY96Bu9j3ao+BjhqP79/l/7F3FmBRbV8b/03QYHcrit2d18LGBgVURAVU7A7sFjtARTBIsRC7u7u7u6Wn5/vODIKIrdfrvf/Z9+Hhytn57jNn9nvWWu9aFboKefF2nA2fiPLGduwH+zJ7bQT5pSrC54xl820xrZvUxEwTy861K1AXbof3UEfendlAxdodKWrfDduyxWjWzpmCmT/0+5MzvosD4nrD8XKuwq6A8Sw9aPlJAnX/aBgNnccxIWw39pU+9OuKo79TQwp2SyZQkxzbQKM+jHRJjgtLuBxB7VFbcS2bltNxGfCbOiz5IaN9QPNaXekwdTkO1fVugElFHUWg91gWbzxF+kwZKFmjBYN6dSaD2XuzYgK9mjUgp8sChtuX1gkgDLavh7zOKOb1rK/r5pMEKqoI/hP7In9yjDr1u9Fr+XacKuXkSsR0ei4/xw9ZoLRv6NykNvvuG5M7s6nuRYhaKSdDiQas8JlEpg/Mh99EoOIf07Z2OS6o8pPFUh/jqZTLKVSjHUtmDsI8kUA9y92B2X1seXoqnPou3izdeoiqeUyImD8Q3yQXPhXD3FpibDuZ8Q6luLx9LvZDNhOxfzs26UQsHdOBiPcufNpoutUvxZ6XmcmZzkT3BFcp5OQo1Rj/JeNTWOZ+7JvC0MqAgAEBAwIGBP7NCPxPE6gbN29Sz6458QlyjIyMUSrkSMUi/H19aNa40Q/tq/zOPWLHz8ZcpkBtLFAnsT4t0i8s/2YL1BdhUGkR5ciENHf2P4tAvZ+0IoqFo3qzI7oYq32HpbY0vblIjToO9PQ/gFOFzCmWenn9HFy997PjyHr09oVoundoTzEXX/rY6t2+ZDd20W1CIN6BK8h4dzf1nCbiPnochdJJ0YokxD86waBJISzZdYSKGVPSy5dHl9Nqzik2rVqQ2H+KEziTu9jxuuJAZvaol3ThydGVuIzdTcjWFaS/u4dKLTyZtfUKtXPr+146xo3Txs3wHdmC0HEebIgtQ5h3j6T2WrUSrdiIpSMcCX1Ykr1BI/TXZLdp09KVfgH7qJkj8ZAve8up81dRIyFswSSy2U1gqENpwsfas+RhCXb5j9E1VT87TRPHoYxcvoVaeZNteZtm92D4HlMubJyN6vYeuoxZxtSgQLLc20M9x/F0HTWOwumNEaT9Ex6fZPDEIPwPHqPY/Q1Uc5lIwN6TlPpE3P+5dXMYu+EZa1ZM1ZHSfSsn4XfAiuClKRMMvzi3kfpt+uMyPZSBbSp+dBunJlDenVsTW9ODcV2TBRpiz4fTaMo+3CumZ9cTE1bOHJ3cj/IOjRr1oMf0YFqU/4yvmjKWfTu3ELpkFpdMqhEZOIuMxvD6dBjNB60ncu+qJFfSOzvm0XrScXbvDSaj+HMEqij+E/XrPBoyBtc5FzlwbB0J22fSafFpIn7Uha99V5oODcG5QmpBjA+B+yYCJbjwOXXBbcke/sr1aZEcwQL1LE9HZvfWk8VV412YcSYTxyNmsn3hIOYcyZgYA6UnUCYNJjPOvpSu7pwejdioqMNu/6EsH+vMmoT6iTFQL3Fr04pm0zbRotiHFsFf+CA3dGVAwICAAQEDAv9aBP6nCZRKpWLgsOH4rQzCKm0axCKIiYqiUb36hK1cjlT6/ap2irMXkXkvRIIYpZEEiTZREOEXWqH+0wQqeyaM8mRH/SdZoD78eEddpmmb7owKOUiV5Lj7pBpD3ZuhqTQC727VUjwUTq2ez6K9Cpb6vLduRuHRoT0lXf3oVU+vBhZ7ZTtdxwSwYPUq1Ht9se03j1r1GqKVyXV3j1hqTPoc+XH37Eeej8iAjkDNPcXmsAUkO069n8IrOtfrQkffEOrZWCbPS/GErm1ccQveTtnHO3AdG8bcVQG8p36BE/tyJK4KvlMcGdDJHhv7SXS3s0n1sPMZ152HOTsypVt1/bWYmzh16kon7300Kgi7V87FZ8NhsuQrRLF82Ti8YytVu82ib4tihIxy51oeO8a72emaPt0fgIffEcKDlvJhBE3UrS24jjlEuODCl0igZgQFItq3mHp9Z1OrXqMUOKXLkQ/Pgf0xPb+evvN24rPSh0/ppq0c2Zn5h55TLG9GNIh4cvM8N5+Jqd2sDZMme5HbSkT0jT00adOdpl4rGN6u6ice9qkJVNi49kRqGhMyziWp/tUIb/qHP2Gae1n6LzrNjrC5SZZEzcND/NVxODNC91E5+9dciJ/SqFwbuizagEOlzPj0bsCAkEvUrlQCdaLWt0gRzZ4Dl1l25CYdq2T/jAUqmUAJViuv9n9xp+gApteLwmXmLtas/8EYqPZdsRsWimP5LxOP7yFQHn57qJnz2wgU6ld0qF2Lgp7+1NPuYuIm6WcJFLG3aFyjKS1nRpDt0jz8Hldk0/QuoNATqObTN2NXNPUn6l/7jW+YuAEBAwIGBAwI/BIE/qcJlIDgoydPaNXekWu3bmNhYY5KoSStlRWRq1dRvGjR7wZZdeYCcu8FaMVCjiapzg1Nb4H6dWao/zKBQiBQggVK+we48MU9YLjXXJy8ZlIyMZYk7vJG6neZxYqdezF9fA5tliLkzZh41Jc/oEmdltjP2IhrtZRuWKfWLGDxfgV+89/H1iTQw7EVhTsvpl9DvQXqTNgEXGedZN+JSMxvbcXW3YfAXRvJ+4EAxIsXr8mSJbVkhd4CdZKNYQv5UINAfwOrmebWnFeVBuHtVifpnn52PIiOo3YQsnUlpld36GS1Z4Uu5r39Y8X43hyTVcV3shOrxnuwIa48IdPckz8Tgpy0SIrfJEGFryOTuyQSqKjrOLq402X+fmwtT1OnWT8mrD5IjUSvtyn926OqNJRRjmUJGdWDG3maMDaRQKmenaSp80hGLd9MjdzJ/l6b5vZk+C6TVBaoTLe3Y+s2nxU7N5H/A97x4sUrsmTJxNNj6xjms5cFK+d/kkDFvnvBw8fPkCk1utxER9ctYt0pE7y9e2FjUxD189N0dPKkUq/5DG/7seXpPRSpCdS9/UuxH76NrUfWJOE5zb0RN/P0ZMmQMtjWcGRI2B4aJgoUHA4YxtA1cWzfMj9JWELXu1bBtYs3yF2qRPLfZdeoVakzQ1btoFnWW9So7UHH8VMoYCk8GfTPGbHEiNNrZrE1ujx7A8eiub6RMh5+SSp8uhioqA8JFKhenKNJC09sKhTn4Ts1ywP9f0BE4jFOju60m7iJFjZfdsL9JgKVqMI3IHQPZT+jHP6xBUpY/8uLkbTqNp2yFYvwRFaUtUuFFxepLVBC3Vv7/Ok4LJzypdPzIktTwid0TFLhc/TZT92Uauff/Z1gaGBAwICAAQEDAv89BP7nCZSwpdt27tTFYKg1GsQSMbKEBHxnz8KpXbvv3nGBQCXMXAiCDUqsz9MkUIFfGc9jIFDfvS36Bt8bA6VOYHrv9qx/mJm+XZojlb1khc88cjcbh8/QlmyZ349BK6/Ru28Xclho2LLShxfZ7Aj1HZzCeiIMfSx4BnN2yghb7pU0+e0+wxi/7g59ejmjiXlC0NwZXBCX4NSxDWQVa1gxpjtLj8vo1rkF6Y2V7Fy9ElnRdiwZ7ZLqfnp+cBH1pxxl/+YVZPjEzfby2l6ceoyhUiNHqpbMy7vHl1kRuJFWI+bRs1EZXp+OpOvoUBZvDkUv2A5LhrlyMKEmgXO7oHx5GVfXHliVaoxt1eLE3D7FtmsqfOZPJmx8J65mc2WeZyI5e3eFZq2d6Ln0LE1y3qdT205krOqMbensPL19mlGT5tNh0kamd6vOsoEduJK3Jd592ibhsnPRWCatvoxj57bkTm/CzTPHWOCzGEUZV+5vm/VRDJSGleN64Hcknm6uLclgomLn6hXE2bTFf2wXnh4Ko+eMbSyPWP4Jy1zq+2jX0lHM25WGyLDBoHiGfZWyXM/VltkD26CIj0cj5DQyTkv16tXJYP6escXibleVwr02MrBhopKnJp4pHg4clhfHtW01np/bQ8CuuwSsXkuprEZsXjiICWvu4dnTGaOYW8xbsJYe80PpWD1lAlzkLxng0IoTkmJ0aFgeESqOrAsivqg9wXMGsHp4OwKelWP3sqGpFqN5dphSlV2YuuMczYz3kqv1zKQ8UOvGd2TVuxKsmpWy3fVdfpSxdSdTnU5c27MiBZnbuaCHTsb8xobpn/8Aap7Rsp4tpmVdqF88bVKicIVaS9maTalWLPnFQuDQRqyMqc1Onw9iwYB5A9uxPToxD1T0HZrWrkHeNiMpl804qT8h9UG1Bm0pnS8DY3u25kk+N5YMaZxiXnuWDKGehzfVnGdwOEhPoHo71sW06Ry8O5RLUTd8kivtvJbTdEQwmyY5geo17WuVxaROX2oWENahlw9VqdSUr9OCSoWTJeJ/8GlkaGZAwICAAQEDAv9iBAwEKnHzRo0bzzzfxZhZmhMTHUOf7h5MGT/uu7dWefYC8TN8hcgnJGIxapH+nbBY++solIFAffe2/BiB0rVSsHHZXDYcvQ1qDZWadcStVU09gdEqOLghkBWRR5BIJRSr2ZLuHZskyYh/OMv7p/ey/4aSTo4Nkv+slbPBfw4bTt7BNG1OHJvX5sbN6zR1ciObTjlZy941iwnZdhqJSIRNNTu6OjUjrUnqeynmzhF8dt2jt5tTiuSqH84h6tFFfHyW8iBKhdY4LQ6dPalbWn+gjXt0ibAtZ3Bw75RkqTm6KZQ7ygI4t9LLkyujHrN0wVzOPopGapYJpy7dqVEiFwc2B/EqbRVa1yioHy7hGX7LAqluP5BimcXEPDjD1Jm+vFVKKFC2NsWzSFGnKUyzOiU5sSGIZ+lL0ryWIH6QXC7sXcvS8O2oRCKyFqxCkyq5OHo9nj6uLVC/vMbyyMO07NxVJ+Yh4LR/rR/BW0/oXlrYVGmmx8lUTNSdM6zdex2nro6pSO2n7qIrhzdx6KYJ7p1tIeEh4wdP4q2pBSqZDCHxs6CKoLXIwcAhQymY+X2MlpzwpXPIXMONOkX0iop6wGJZPm8qh2++xDxdHnr060+RbILsgX7O+8J9WbnjHGJjC9p164dtOb0l8uMij3nJuqClRO4/r4uprNrYmR4uTTFGwYrZ3mRv6EaDYp/wJxXyS82dgLh8RxxKKhjrtwOPHr3IbgEXtgdzNiEbLi2TY+LejxviPYgzlGTyYJcUcX7XD61m7XVTRnTVu1t+uiSwYtYEtp+8g+ATrVfTRJfrrUmXkbg2KJnU7NTGxZyUF6RH25RzOLBhBddk1ri3qwHKaHwnD2P/tTeIRMn3vSAy4zzQm+YVc7NtzTKiM1TBoe7HHgOxeA8ZgaaIHUO72OrUGtetXIi0eCual//IrKR8gdeQMWSv3QXPFoKlUc5K7+FsPftE9/rrvf+AWq2hRfcxONdJmbD3C4AYLhkQMCBgQMCAwH8QAQOBStzUq9euYte2HW9j4lAo5DSuV5dVgStSfGl/y/4rz14kYYaPjkCJdBaoX18MBOoHMf1eC9QPDmNoZkDAgIABAQMCBgQMCBgQMCDw30XAQKAS91ZIpOvi5s76Ldt04hGF8+djy/p1ZMz4wRvlb7gPDATqG0D6XBWVlj8qBuonlmJoakDAgIABAQMCBgQMCBgQMCDw30TAQKA+2NcFvosYMW4CUhMT0lmYs23DemwK6ZMsfmsxEKhvReoT9QwE6ifAMzQ1IGBAwICAAQEDAgYEDAgYEPgdCPyjBEqrkYHY9JcKLPwMaBGRG+nSwxORkRGmUgnrQoKpXOlzylufHslAoH5iB/5uAqWIQ1TKDuPKHX5ikoamBgQMCBgQMCBgQMCAgAEBAwL/ywj8owRK8WwWmvhdGFk2BEkmNOrniMz/QmIpqE39/nLo8BHaduyEUqPFSAShywKoU/uv75qI8kxiDJTIEAP1XcAJlf9UAqWO4eTxiyglllSoXCp1Al1h7oportx8RJ5CRbA0/kB3XAeCmlsXz/MiRqb7l1arRWpsilXG7BQrkIOX969z8/FrPVxC1L3ECAvLDNgUtsZMuBE/Ue5cPs2zKDnZ8pegQPY0KWokvH7I2esPkZpnoFKZIl/fBlUcV689JH/xIpgmDqeIe8O1G3eJjZdBYvB+hlzWFMnzXqMvZbeauJecOH8TjZEFlSqWTspv9GEtdewbrt1/hXURG0y/luro67P+vhoxd5m+dBuOXbqTO+2vebrcvnKOp29iEZtYUqxUGdLphD9+osifMNN3Pc2d3SiUJFDxE/39CU2VsQTMGMuh2wp6jhpPhbyGpLR/wrYY5mBAwICAAQEDAj+HwD9GoLTK56geusK7rbrzmVY4UKkBaVq0aVojzTEJsdHvlYo9c/YcLds7EZcgQyKGkAB/6tdNzpvzLVDrLFDePogNBOpb4EpZ5+8mUD8gIhF7/ySevYbyQpIJM00UMrPCzPGdgU2G9wps+iUEj3Kis/dOtl65R/0CFh+tPYFlk8ay5/pTpFIJIrGE6PtnuCCtxI2tizi6ZiG+G44iMTJChBix7CmbTkSz+dBeymdLzoUkdKqMecaMYf3YevUteXKk486dpzgNmkSv1jV1KmP7w+cxat4aMuXOi/zFAyyKNMFn5lAymX5M6pKnGDbRlSVXchEZNAHLxGqnQ6fjNHIlVetVQaxWo1QqqdLSA882wjgpy+U9QfQftwiTzLkRxz1Dnq4sC3ymUjD9hxipme5eF6+wBM7dPU6xjL+GxHzzTfb8COVbT8Rv9SbK5fg8Ft/S3/3Tm/FeFE4cpljnK8CzR9d5FyOjbP1ODOjc6Mdf/sRcpGqTgUwJiKB2ofdqfd8yoz+3TuScXsw+rKJPJ3uq/lWdbGk+TI/8587bMDMDAgYEDAgYEDAg8CUE/hECpdXEo7zbAnH0LkQWFSFda0TSTIjizkHUatTKF2BSAFGWyUgyfX8uph/d8guXLmFn346YuHikEjFhywKoa7BA/Sic39/ujyNQCQxrU5+nZXqzYlR7naT5bM827NHUJ9K3b9JB+cnpdfQes5IERRQ9566jWdH0X137qnHuHJDWYeFIx1R1b+9cRJ8VdwhbMR2rjyw1sQ/PMGXRFnqM8CKXBTw8soyGHkGE7t5G6SxiVswYh6ScIx0ESWfFG1wb1SaT42y83VLLVQsDR93YRYP2o5mxbhc18yUf2vf6jmXZOTNWLk6dX+jjCW9aOo07aavRx14gVzK82tfnrk1Xgse7JlW9vG0pwxevIe5NZmaE+lM2R0oC+lXAfrbCyxPU7TSTOctCKZXtxwnUncNheI5dTievmTj+VTxpVnFPrzJi0DCMq3TFu3fzH5tt7BUathvF6PlBVC9g9mN9/GGtJnZqQrpOs+lVv/AfNjPDdAwIGBAwIGBAwIDAjyPw+wmUOg7Nw7Eo1FcwSmePJE0zUL8ETRxacRpQJ6CVn4fYYyhjNyLJNgVpht8Ts3L+4kXs7NsTExeHqYkRG0JDqFTxO2OgDC58P343/s0ESiuPRVy6+TfHQMXd2krtDvMJ3r0Fm0SjkvLBQRo7j2Xmhp2UziAGTRT9nDtR2XUk51d6UWlYKK1LZPwyBtE3aNWmH/3911Erz8dv5FUM69SMjG2mM7hFqW/A8jlNirfAI3wLLYqnVowMG21HkKwFm6Z3+0RfSsZ3bgUNxzPaMWVi0d1+k4m8n5O5E12+YQ4pqxz378mAfWk5HDhFfyHhHp0dB2E/rC+rxy+i55IAKuX6WX+375zW65PU7TDjpwiUKvou3Zw9aDYukLblsrLWZywrtp4lZ8naODevhZXqFbMWLMV1UgC1ra2+c4JA/FUa2nv9pwjUfM8OZOg4Cecqn85x9f0gGVoYEDAgYEDAgIABgX8egd9KoLTqeFTPJiESp0WStR8isTGqR0MQv12IVqxARFrUaeohzbEUkcQKTfwxtE+mIEpjjzjL30+iTp4+TWvHDsTGx5M+XVq2R6yjUMHE5KDfuFeqM4mJdA0ufN+I2AfV/jACdS1iCj3D7rIpbAlJthnVY+xauuA0KhTHypnZu3QkfpeyETKnFz3samI7ZcNXCdSuxUPxvZiZtQsGpcLo5Zk1dBoZwYoNQWT5gpFGq9WgVcSwOWAyi44oCfCbQdYkNz0tQsLPB5f3M2TANNqOX0i7aqnv4xvbF9KsfwB9hvTDzMiSFm1bkSmR1+xfNokp4TdwcviLBLE5TVvYkyvdlwOXNGo1L+5eYGS/YZRynUDfNpV06wub3IM91GfJiKq0rtWbYSEhP02gNIoYDu3axs1nMUisstK6dVPSfDg9bRw7N2zk4Zt4rLIVpnllK1q6TmXq4iBKZxejTnjN7h07ePQ6AdP0eWndql6KRLuauOdERm7ldbyKguXq8FdZa86snc7sIxYEzvRk+ZiuhN5Mx/gBTrw8vgqnoQEEHL2G8d6ZXEnfhGEda6JRx3N89zauPHqHyCwDzVu3TMJXv/EK9m3awO0XMZhnzE/LOrlo7+LF4BnLqWFthkYRxf5d27n7LBapVXZat2mc5GKpay5/w+YNm3gWoyBPierYVv44kax+lKinN9i26xBxCg05ilalUbVky9mr22eI2HsWrUk6GjZpQp6MesvXsxun2HTgPCKzdDRo0pTc6ZOJ/qOrx9l5+BIaRJSs2ZBKhfXJmFMUxTu2RkbgP3cB5hXtcGhuR+NahTl99BYFbTKyNWITOSrYUqes9fc/JwwtDAgYEDAgYEDAgMA/jMBvJVDq16vQql4iydpL5/6kTriO+kZVpOK3aMUgVoFGyDyb0xtJ5sTDpeweqkd9IFM3pOl+0DXmG0Hes28/7Tt3QaZQUMymEFvWryVD+q+7Y33YvYFAfSPYn6r2hxGoE4HjmL4/ilVLZ5F8Nn+NY0MnGgxbhku5V7RoMxSvlRFUziHDza4pjb9GoDRvcLNrS90xwThWSh3jt6BvO24VcGVO30ZfBPLk+rm4jfbh1gsJq/cfpnGR5PtU9foG7o4d2HLsGo0GLmb5mNRugsif0KJKZV5lr0OjKvm4ffEUV9+mwS84gFJZzbm4NZBpy7aTt3A+Hl07yanbWhaEr6JOwc98HpQvGdrRgVW7T2PTfCQ7/PWuf+8ub8Wh/zIWrQmngNkVWtYbzYiQ4J8kUBpCZw4l4txrihYuwNNb54gzLcOc2cPJZCYh/ull+nsO5V3avNjkTc/rx095+/IRZ1+nJTIyHJv0MhaNH8SeO2pKFszO/cun0eavzcxx/UlnBE8vbKXnwJmktylGdksJZ06ep1V/b9JfC+NJYWc8SkXTxHk6fjs3YW0O8kvhVOgexOFDkeydPYyLFrXxcm9EhO8oQg8+oHDRQry5f4kXamvmzB1DjjTGKF7fYbDnAJ4YZaWwdVbePH1C9KunnH4sIWjtesrnhBXeQ9l0IZqShXPz5Po54jKVZdaUkWQ2FfH61gF69p6ASZ4i5MlgzNmTZ6jafghe3RqnuG+UL68weNh44qxykTedEWdOnqGK4yCGdLDl8cn19Bq7hDzFy6N8dplXVhVYvnAkr46updcYfwqWLUvco0tEZ6yK39xhWIpgy6JReK+7QMlSxTFTv+XKxWtUdBjCaPeU4yJ7xXI/H5b5hWBatBr2Di64Ni9I23L1eZ2nENnMTLBz96Jjg9I/8cAwNDUgYEDAgIABAQMC/wwCv41AaZWvUL1YgFG2ASDRq4apoo/BvdqIxHIQwhI0EkRqNaTvgjiPfxIi6vgTaO67IckXjNisxN+G1Ko1a3Hr0w+VWkWTuvVYHRKIKFGB7FsHVZ25SPwMHyQiERpBiQIQCaTwFxYtWgQGKtKI0Yq0iNNeAeMo0Eh/4Sj/QFd/GIE6FTyeqXveEeY/6wNVude0a9yR1iPmotg7k/uFXPFysA6HPwAAIABJREFUrCzczfRuU5/mc/dgm+vzMTZ3dy/BY+FF1q+bz8dSE8qXZ2juOJIJwRuokPXLMUJx715w++ELrh9ei/+G28wMWkzxROuBVi3j/p07vH56m5nT51K24xQGt0vpinpwyVAGrH3F7u3+vNfwm9OrGXuUDYhY3Ae1Uo2RUTJtDB7bntmnc3Jg48xka9yHt4hWxaN7t3n76jGLZkzDolZ/pvWoydjuruRpN52u9fIBD3GoN5QJkSEU/mjxsrgoYuIVOoXCD4vw8TO3TI+FWUoxDYVCibGxEUpZAnLZCwa5dqfeuCDsS6VhoocDD3M5sniUQ1JXexcNoNWsM5w4sQ+bdBrkKjCRipEL7WNu063rSHrMXUOdPNF0a9maQh1nMNRBj5ni3ROexhmx338SmmpuFH4ZxoJLhQie1El3fdvCwQTeL0jwdA8GOtlR0GUOPRpao5ArMDYxRiVPQCGPxcutMyX6+NKlem7mDXTmhKQuQR+4Vp4KHUeD4ZvYcfgYFXKKkSs1mBhJUMgSUMQ/xdOtH63GhNCylJa+Di2xaujFxK56kRtN7HNuPVdhY/2RNUitQCUx1t2/CfHxPDkTTu8F54gMm8Nu7w5MuJCXQ4GT9OtMiMPIzILgsV3xv2bN3rARur8r42MQm1vx9NQ62vVfwsLwSMpk19+f8qdnsbfvR9eFa2hROnOqh8b8nk6k6zCJjtXyg+IJdmUqUmxYONM6Vf8HHjCGIQ0IGBAwIGBAwIDAr0HgtxEoTcJFtAk3kGRokzRzjfwRmjsVkKie66SStSKBQKnQmjVCVHAzIlHiQVQLyoe9EClfIC0QCKK/J37Ce/Ycxk6djhYN3Zw7MG/WjO9GWVDhk83wQawVoZEaCNR3AfiHEaiHexbQwfcCm1cvwfL9QuJv07RdT7r2HMCS0b2xbtCJrMZqBGGUyLBQrOu2x8mxAy1rfSp+Sc2YLs2h3ijGOVdJBc22ub0JuF2I8Hl9vgu2KR52PC3Vl3me9VO1e7TPH5dJe1m9I4gMHwjfeXVpDVUHMtEt+SD77txGnIb4EbAjkmwf9/T6PI2b9WTc5sNUSh1qlaK28s4eWngsYfTkrvRz6kPNTh2w1KpB8ZzQwL3UaNOG9k5dqF8hf1K7/SHTmbP6MGKpoESYWLRalGoRDr3G41yvWIoxLuxfz8Klq0gwSk+uTOYcP3qGfks3Ypf/Fe1auzJgxV4qpwhFu0+7tqMZPn8ZZbKLObElmMVBkSgts5AjvYgDJ+7hHRxJNVkktkPWELZmJZk+wuDAsjFEvitFfaujBDwsR/g4J2SPj1PX1oXhkVco/cSfLt4nCF7rh8B/rx/byrxFK4nCirxZ03HqyDE6zQ7HuYIxLs1b0mHhPmxzf0i2X9HJoT9uk5ZQs5AZ53evxWd5OHEmGcmdyZTDx64wYvEmGmU4QgO3eSxevYb8KXll6vtGHctqn9msOXSRTDnyYiJ7zIWo3GwImYb46UXGek3h4isNZUoVokK9NrSuXYZ3988xftxkrr8zpkxRayo2tKdlrRJsnt2FldH1WDXGOcU4i8e7c8mqLfP7N0g1/vRu9qR1GIVHg1IQd4fOrYfgGbSKipl/t479d32kDJUNCBgQMCBgQMCAwBcR+G0EShl9XLDFYJRGHxchFOFds+rxILRvZiIWCUYoKVqtCrW0ONJCxxFLk19TC2+mNQ8GIrKqgThD679lW9179SJ49ToE3jZ+2DAG9P2+g6wwqSQChcEC9d2b9IcRKPXrc9RrOoDJ63dRLbv+oPvmdDjN+gQRvCmIe4e3cPPxO10siEgdQ6CvD4WbedDRvg21y6WOOYq5tgU7N1/8t27EOomRJaIke0r7Ro60mhFOuwpZPgvd+d0RPE9bigYVCiTVmT2gJZdyeeLfzZqgrVdxatdUZ9AVyssTq3AYEkrY3giyfkCg5vSy53ymNiwbK6gL6sutbQtwn32aiO3+SOKVWJgnv6iQ3dpOI8cZLN63M6X1KO4RIRHHaOrYlrTvB316gob2I5gcFsTr47u4+yoWrUCL5I/wnbeRep270q5NayoXTbaWqBQyZApl8kuTxDkJLr0mpqYYS5MP3FHX92LvMZE+s5fQqKy1zroy3sMemx6LaF9SS8dWbWkxcRNtS30A8vODVGs/k2UbI8h+Zy12fVYw2deXqkVzIiaKHp170WZUIPXTn6Sh03hmhW+keMr0WiQ8PYNLj+m0d2vH4jFjyVGhGm/vXeH8pSe0cHXizZ3LVHYYhmeLCiQ8PomD82Ccpy6ideUiGItgVl9H0rSdQreaWejetikV+4fRtfoHebViz/OX3Qi8QzZRRraLxp1nMnT+IuqVyocEJYO6d6WqxyLaFH6AXet+DF+2lWrZvywHv813ILMOGuO3YAR5M1ihfLAbp9Fb8QmYQebE/Xrz4gnXT+9l+Ehf+viF07p8Dh36r5894crprQybvIIxQTvIfW46A7eI2eLnleL+HOvWAuqMZqxT+VT3bQoCFXubbh3H0WtRAGWy/sut5d/9cDM0MCBgQMCAgAGB/xICv41AqaMvg9gMiWXywU9HolSvUT90Rx29TpcPSiywqnSeSPLMS3WYQvUS9dP5iLP2QGT8a3NEvX37lqZtHbhw9SomRkaELPWjoW3qN/pf2/ykPFDC2hIPfT/jwvf+eCT8FqDR/xhc+L62D5+6/r0qfEIfy0d1ZPnNbCya3hcL1XO83D2wajKWBQOafTSEHPcmtWjpc4gm+YxAHUNowDJy1WhHzaL6Q/KifvYcNG9B8OTUgiin10ykX/Aztq9fkMpF7sTWUK4oc9O5eQ2OBI7BxfsgviuWUDKHOdePrqfn8GXM3rgf26yPsa1uR5nu3vRrXQll1EO8enRFUmeETob90cV9bDj5hm6dWxNzPpIWbuPoMm4+jctbE/foIv37DqFyz8WMci5Cr7ZtsajlRq+21VHHPGKUpzvGfw3Ff1R7Yh5dYEXkWRy6dCKL9jkdGzVEU7M3U3o2QyR/w7yhblxI35otiwd+EDsmIHAXu6oDmbptHcXT/sgO6tu8Pr+JVt1nMH7FKkqm13Dl4Fo6uo9m7KardK6Sld3LJjE28DLjZoyleK60RD26yrQB7gRcz8z9h4cxPxNAo8EbWBa4hGzGKs5v96P9sGACd5+jcTELlo/pQsg1K6ZM6EdOSyMObAwhOmt1urWszt4VY5kacZcO9vV58vAJddt2I7/mBotDtvP44T0sC9kycagz6tsHaeY0lP7+q6maTcKtU9vo2Kk/nkGn6NvAmmOr5zJo7n68ZkykTIGMxD6/zfzhnsw7pObivQtYP11HLbfFzF++nIJp4Mr+EBz6zGVWxGmcKmdmzYzeLDwoY/LkYeTPYMqJbat4aF4Gz3Z/sXaZD+nLtaJu6Vysme7K4msFCJ7WE1X8O0Jn9GLq8TQ8OLGKO/sjOPbCjGZ1KyGRPcKjfW86zQmiUMwxTr1JQ6PaFRHF3KNrt964zNxOG+sourRtQ4YG/fG0r4kJMg6sWsjiHa9YtmYp+awk7I8I5LF5MZwaVNDt1aSOzUnrNJ5ejctAzE06tB1Bv+UhVMj+NdPZj98fhpYGBAwIGBAwIGBA4O9G4LcRKI1aoSNEIvEn3jyq41G/WYk4agsa8yqIs/REJP10xnpNzAmBmSBOk1J2+WeBOnT0KPYdXZAplWjUKhbPmkV7B/vv7jY5ka6QHFj/1vxTBEogQh+/OxYhSiJIQkupWIxYLEYjuDciQqLRoFSrUKNBK6j8/QkxUFohC7IIfejKe4r33bDpGmhVWkQ5MmGcOwcaXYc/kWxViBHTga9JnJcIrTwOcWm7b5Yx101K+Qaf8SNZe+wBRkYaytXvyKgBTqTK0qN6y+jevag5YCG2hdLprC2OTdtSqZ8f/ZuVBNkjPLt7YT9q/ickrpUsGNIdqvWgV0v9wfPDsmiIIzsV1Vg7p7fuz7uDZjEjeAfm5sbEKq3wGDqa1tX1eXae3zjKuLFTuZ8gQR4XTXnbTngN6oSVCI6HTmRg4D0iNy4lgwRuHt/IpOmLeaM1QaMW08ipF73a/aXD68bxHUyfvZCHcWLEGi0VG3VgeG973bofHg3BYXAISzduoHh6CXFPLzNxzETOPZWhlceQt3wTxo0aQLaPc8Em3KSX+wI8vL0pme1n8kCp2blyJt7Ld2CVxpz8JapgonpKiWaDcKyhl8veu2ohC4K3COYrVFoLbGuV4fi1l4ydNBnr9ErWLRjHwoiTpDEzo2jVqsifvaZJ14HUKy04L8YRPHMyQTtPYmosxTijDX0HD6ZaMb3FbHfQDPx3XKVEmTIUzpuTl0/u8+DODdSZyzNoQDcy6wTrtBxas4BJPhGYpzMnZ6HKpJe8IE/tnnRtUETXz5EN/swNWI/CyBSV2pj6dSpx5sojBo6eQqkcErb5T2Fm6B6sLCywLl8F0bu31GjrSfNqQjyZgnU+0wjYeAgjEyPElnnoPXgYtUunoWuTJhRwmcvIdhVRvnvEtFFDOHA3HjMjC6rULMnThxrGTBtB3NU9TJg6i4dxxqgSYqjdrj9e3Zpw78x2xk+dzzO5Mcr4WOo4D2RI54Y6S1/Mo4tMmjiDsw+iMBEpyFygPP2HD6VEDsHap2Faj1ZcztyaleP18vf+o/ph2agH7YT7M/4hXoPn4zRuMsUyGSxQP/aUNLQyIGBA4J9EQKPREBgYyJEjR3Qx8t8SJy94UAk/lStXxsXFBYlEgtBPQEAAO3fuTBX7+6X1CeM1btyYTp066c6HQtm0aROrVq3SzeXjOOKP+xLqSKVSFAoFdnZ2tGv3+3Kt/pP79neM/UsIlEalQBPzEu27p2hjnqJSJaAW/ODEYswK1kRqkTq4+KcWI8RTiH6tD/1gLy8W+QdgaWGFQiEnf548LFu8iJLFU8ZefG3e2kvXiZ8yG40IJCIj1Drqk5oMCLxDf8zSItEKljcRGoFgCv82kqASi3mokHE1Ppqb0VHEKzWUTpuWvzJmwUwpkCgt/EMESisQJrFWx020ajFaExkiSwVSUyGUTaB3QtHTwfeWsw9/f4yhXjZApFNglGZIg1HGdCi/U7wj1UNCY4RGngatyhixjoCCVp6AtFQzjKqkjOH42p4K11VyGSqxMaZGP5iEVatGhQTpJzmhFpUKpJ+++OnpaZXEJ6gwN/90wlVZQjwiIzNMvqFPQVzA2Nz8I2uRflhZQgJiIzOMv+G8K09IQCsxxtT41342P7s/KjnxSi3mZnqJba1Gi0jwBU4qauLj5Ziamye5NAq8/P2tpVbKUKhEmJnpXRUF0i7cK8nNFSQoNJgl9v/hPFRRT9mxax8vYhQgNaNctTqUKvCJ55xGQbxMnbRPWo0GUeKX3vsnQEJ8Qgr8hS/A91/KWpWchA/X+ME1/aSVJMhVmJl9OfGusI8iqSkmRvr1CZ+191Dp7hWpWdK19+v80j0kCFuokWJmarAkfcvzw1DHgIABgf8GAosWLaJHjx4/vJg5c+bQt29ffHx88PT0JHPmzJibm+sI1deKQLxiY2N59eoVCxYs0LVft24dEyZMwN3dnYwZM36xH+F7xdjYmOjoaN1vYS4eHh506dLla0Mbrn8CgR8mUBpZDIrHl1Bf24/m+l6UijiwyIxRxuyIC1ZFkrO07gvbOFN+RJI/+0t26/YduPbogVqrxcjICI1WQ3R0LNUqViR85XIyZPhK1LwWXr56iVqwEN26h8nScNIoZYKdCIVYjJFAOHRH+OSiJxoCCTFCjBitWImR8OEQibkUH8eWZ4858OIZD2UJxGvlqLQazMQShhYsR9fc+RArExBYmkDEfq8Kn6D8JxxWVSBSIc7+DqNcSsSWckRS4QGgQiusR0edhIqJhqTP/dYffREJJzqhuokRWl3sjWD5+NHPrBCVpAF5etRx2VHFZkarMkMij8OolB2SHyBQPzoTQzsDAgYEDAgYEDAgYEDgv4FAmzZtdKTlR4tg9YmMjKR+/frcvn2b06dPY2VlpT97ajTIZLLPdi0QqISEBMqWLUuxYsXYvHkzTk5OVK1ald699R4qXysCadqzZ4+uvkql0hExoR9D+X4EvptAqaOeIzuyEtXFzShjXyKNeY4kV1mkDfphnL8KEssU0lffP6Pf3OLW7ds4urhy8+5d/VtckeCIokWtUqOSK9i0ehU1qn9ecnf7zl0EBodw/fZtHYFKo1Hzl2k6PPIWJoNGjhIRYo0Erc6VLLno6ZRANTRIJUYopMacio0i9P4t9r16wgulQhcPJjWWItGKUYlVxCmgnLkFyytWJY/WCIWOQP1eGXNhTsKLEpmpEivraIxyvUEpBYlajEir1s1Hx7B0JOobio5YJaIhWBBMTRCZmaARCZTzm3r45CA6YokKsZBwNiEb8jf5EL81x7h0KyRVk+Wtv2GGhioGBAwIGBAwIGBAwICAAQHs7e1Zs2bNF5EQiI6trS1lypTB1NSU8+fPs379el2bFi1aEBERQd26dRFi78+ePatzuzt+/Dh58+Yle/avx/dXqFCBrFmz6oiPs7MzzZo1w9Exdb7H+/fv8+LFC50RwNramgcPHtC0aVO8vLx0FrCePXsSHh7O2rVrDTv7Awh8M4FSPruG4vIOlEcDkRiZISreGOPSTXWBySY5i//riJNAkLbt2snkGTO5ePkKFpaW6AJ5tFriEuKJi4unTo0ahK5YRuZMHwsaw7Xr15k5bwHrN20iQS5Hamykc/9RadQY/b/laUTJinhmz4daqUiKVfpwf0Rawc1JhMREzTOFihWP7xPy8BZPFfEYS02QiozQCKRL4F0aMQqRmjiFgurp0rO4QnXyakWo1L+XQAkfcolGjFoiQ1w8CmmeaLQqCWKdS6Xg46t3DxKc9/TlSyak9059+lglwWKl0WgRmxojMTPVuVPpHe++v+hoqUgKIoWO1IkEdUe5JcrHuTEu4oq0ssHn9/tRNbT4kxHQ6mIjxUgTc8/9yXP9O+YmxK1q/ofX/3dgaujTgMDfhYBSoURqJP2m+KG/aw4/2q+DgwOrV6/+bHOBMAlufkKs0/uyZcsWHXERSsuWLXVkSrBAvXz5UkeuTp48SaVKlXTkTCA0XyuCBSpnzpy62KcOHTrQqFEj3e/3RSBKAkm6d++ezj1QsFoJ9QcOHIi3tzd37tzRWa0Ea5hggRIInaF8PwJfJVBqeQJxmyfC0WWoTdIgqu1JmhquiE0/1mH+/sH/qRbHT55i9sKF7Nl3AJlCgbmFuc7aIbiRCTEKQtxTERsb+nn2pKC1dYppJshk+C1bxoJFS3j6/Dmm5qZIJFKUKpUuzkIslSBXi7AxMsK/Qg0KS0xQCETgowShEjRIjE04FZ/A1CsnORj9ConIWCccodaqUKmVSLVSTE1MsDKSYIURuc2M6ZqnEDXSZkKkUurFG36jC59AoNSCVSxbDBYlX6AwkiFSCrEXGn1iXwEpIY4kETFB/OJbikik0cVkCC6UegJlooNLpBV6+poP4IfXhdGEMQWRDaFpYiyOSIgY06J+kxFxnoEYl01+sH1tflGPr7B+y0Hexct0PRtZZqVp6zbkTf9nu6V+bV2G6/8RBLRxrJg6Ar89d+jg6UX3lkJS5/+hooll2ZRhBOy/T8feo3G3S5kw+n8Iid+wVBULvcZSoJUHjcvn/g3jffsQ21bM4UGaqri3Sr7/75+MZMWBd4wc2OmT8Z3f3vs/VDPqHsOGj8Nh7FLKZflNcaV/81LfPTjLkAGDeS4pwPg5Cyn9L1Tj/BqBEixCQUFBOiSVSqUuZkkgXEKskVA+JlDnzp3jzZs3jB8/Xme1EqxJHxa5XI6JScrcp18iUAJpat26tY6wubm56WKshP5DQ0N18xJc+IRYqCpVqnDixAmmT5/Oxo0b/+ad/292/0UCpXh8BfmehWhOrkSSpyJGbWdikq/sb0Hi1evX7N63j3MXLiCT60UdmjRoQMGCqfPrfOuE7ty5qxOKCFu7ljdv3+pc9iTGwkFYrDOhxsfEYte4AX4L5mNhkZyD6n3/d+7eZeS48Wzath2pkRFmJiao1GpkchkZ02UQAoN4HRuFxMgUY5USv/K1aJIuIzK1ErFGhFqkRSq484m1SIxFXIqT0/fyCc7GvMVKLNUpFMaptRgbKalulZFa6bNhkykDOSRGmIukZDQxJa1Gi0apRC1EgP9uEQmNCKVxPOYl4pBmeotGJPjqGqHVGutjjpJKsoPit+yNztlPR860iE1MEJub6Nwo39umvv13MoHSES+tYIXSmfD0pEouRptnDMY2bt8yLV2dEytH0sorlPq2dZCKtCjiYrh85yXDFwZiX+HPOkR886IMFf9cBOIeMnDgOBr3nUL9ol8X37m+1QePOXuZuWA61tmykc7qy2ISf+7Cf2xmVyLn0tPnKLPnTyV/9qyks/zD1p/whMEDRlG3x0Qal/q6a86PofC7WikZ2s6ZEh6T6Fi30O8a9OvjqJ7TuWVnGo9ZTruKyXnV5vVrz33rLszsnTrB89c7/QNqvL5Kq9ad6Bt8lNq5vkHF5w+Y8penoGSChz33srVmtLstWbNmx/RfuKyvEahJkyYxYsQIHRSCMt7QoUOJi4vTCT98ikAJFqhnz54xaNAgnbqeQMA6d+6sO+s+evRI56ZXrlw5pk2bRpEiegXXLxEooW2ePHl0hOzjMn/+fPbv35/kgrh7924doTIQqB/78HyWQMmOr0UZOQFiH6LKkBfz7qsxyZrSGvNjQ365VXxCAqvXrsNv2XIuX7uGQq3Su3ipNRTIm5uV/v6ULV36u4YWAuWWBwYxb6Evtx/cx9TcDCOp4HKn02HQESiVSo2xSEzocn/+qlkjVf/7Dx5iwLDhXL91S2cSFXxchQ+FYCGya9yInm7CoVzLpCnTOXn6JBXTZ2BikQpYG4mRa0CiEaESa3Vqe6YiCc9EWvqdP8yuN68wNRbeLmhRqpQUt7Cke4FS1MuUnXQSIbZILzYhkDONWh+f9T4P1O8mUFrBZdAqDouyUajNYhGJVAiuiHrBiJ8rQhiUQKCEGCixEAP1S3r9cE5aUMRDnlFIC/X75ske8hvJ0htWLPceltRm05yeTNppxt7NM9Hrv32hxD9n496TVK7bjCx/2Nnua1P/11xXvmPbpsOUbdCYrBY/qJL4pyxW/ow53n5Uce5FlfzpvzqrnYvGs/5+DnymdPtq3V9Z4cbZfdxX5cK24o+/0PoV89k6fxSbn1mzYFLnX9HdT/che32PXYduU69FPX2qA+VL5k1fRDmHHtQolNoV/KcH/K0dKBnl0pViXcbg+NenzwJXDu3gbRprqpd6fz2B3ZF7KFi9HnkzfvVp+UOrubNrEQMC7xG+YirvkyOoX57FvvMExq1cQ8mM/9JnwpvrODq50dN/DzVz/guZRqrdjKJP5w5U7RuKY9lf48F0/cQBnouyUauizQ/dOz/S6GsESiBPAokSiuAuN2TIkBTDfMqF79KlS5QsWZKuXbuydOlScuXKxePHj7GxsaFo0aJs2LCBUqVKcfDgQdKkSfNZAiWIUgiug4JIxafEzwTpcsF1cPbs2ZQvX14nJiH8v4FA/cidIHhJfUI0Xn5uA/LwgYhk8UjU8WhsB2PZbKRuBOFd/t/1ONp/4CAz5s3n4JGjOhcsEzNTvQR1YrjM23dvcWjRnAAfX50E47eUx0+eMHriJFavj0AilmBiYoxCpULwDjMxEiwngqFDTFxsLHWqV2dtaAjSxAS47/tfF7GBQSNH8urtW8zNLXRufvFxcZQoVpThAwfSvJnet1UoUZevc23ibHJKjUgvESFRSlCJBIohxAlpEP4TG1sw5f5l5ty5TDqtqW4ucRoFNdJkZmzpypSXmCJTxyITizBSS1LQk38yka5AoEgbg3mFV6iMFTqrmk5UQqxGt4ifIFJ/P4ESDjNvEecagNhm3LfcOro6h5aOZPFlUwJnj0pq82DvEtoPPcS2EytJ87We5Fdp4TwC77D12PwXvgO/tt5/5PpzOjboxciI1RT5OPfUPzKf3zfoybC5rLqemRljnH7foEDkwgFExtuydHDj3zrux4MdDZzB+vu5me71Z8Q1qu8fwMEzlFWbfHV5s/5bRYlXpy6U8piMQ/VPW99XjXDlckFHxnd5b/VR0d2uPc4Lw6mZ5+84OWjx7tkedc1BDHNMdt88sHQUfleyETjL89+7BbG3cWzTmZ4Be/8jBAq8ejlQvlcorYr8GpfEiGmDOSKuyfTBzX/bPn+OQNWuXZvq1avrxCGEH6EcO3ZMR34EZb0lS5YQHx//yRioK1euULx4cZ0suRCTJAg+vH79GuHvOXLkwNXVleXLl3PgwAFq1qz5WQIlXJ88eTJCzNX7HFEfA9OqVStdf82bNzcQqJ+8a1IRKMXNY8iXd0Use4lSUHgr1hSrDr4oHp5Hdmo9RglvEGUtijhnccRZCiLOnB/JTwYuv3nzlhlz5rAiOISouDgszC11aZ4E30+BMQtFCMwTrBJWZuZsXh1OyRIlvrr0K1ev0b1vP06dPadzyZNIJbq8Ntb58yORSrn34AEScaL7XlwcMyZNwL1r1xT9hq4KZ7DXKGIS4nVzEKxZarkC+1YtGTfKixwfKaYc2rSZZwFhVLVIS2ZhDTptf7FOfEFIhCs2lnAoIZau5w/wViHCDDFxIiXWpsYsLlmH8uaWxKnidFRViAESawXZ8GQxhX+UQKlEkD4a0wov0BipkKilAgNHI1H9KwiUSPkGcc7eiApP+eq9877C0eWjmbzrFdNH9EZqYkr0wzMM6jOUkt1mM6+Pna6aVvaGFUt8OX//DUjT4ezeiwrW6Xl0fiezFi1j874zVKzdmIpV69Onky2Ry1aTrVQ+Nvj7kaOuK73aCslrZWwO9mfHydug1lCxgQMd7Krpp6GKJjx4JYVt3SidQ+8LHXXvAluO3aNd+6aELZiPdbMuVM6XSOeUbwjnhFuDAAAgAElEQVReuZqq9m4USCMm/tlVfBcH8iQ6AbOMBeney41caYx5d/sYk31WCVqFSI2M0crjsannjFuzSinweXV1PxuuySibXk5wxB5kGiNadelD/TLJhyit7C1BS305ffc1Go2Yhu3caFol+a3g8U0rCNpxFqQWtOroRp2y+VLRbbUshqM71rN+zxk0qChUrTXdHep+8MJGyd41gWw4eFGXg8iusyelzZ8zb+EiNmw6RmlbW4pWssWrS31CgoIpVseZMrn0Zr+Y+2eIPPGANvYtdVbDa4ciWLxqHyqRlHptXGhaqySJKZI+c29o2BIajmU+Gx6d28HJG8+xyFGcgX27kf6Ddznn964jeOM+VFot2YvVoEeXdlgmnhXkb24xf/ZiHsfIyVa0Om4dWpHB4uMXQXGsXxFBySb2FMwsZePaIMxyl+XZifWcvvOGNLnKMKBPZ9JKYU/YHBYuXc3td6Y0bNqSvsN7kcNUxOMrB/ALXE+sAkwzF6F7zy7kSqOP2dMq3rFi4RzOP4zCPJMNbh4dyZfx02+DL+5fR2DkfpRKDUVqtKKrQ12kJBCyYDbBa9fyUJ0L20pFaNt9GFULfmgtUxIZtJaMNjbcPr6Vs3dekjZPWQb0diHNB6zi/uldLAnbiEwjxiJXKTw9XMhqrj9ky15cY85cP57HKchZojbdnJqTzjxl3OGOkFn4Ll3N3VhLGjVpQb/hvchmAo8u7cMvaANxSjDLUpwePTuTw0o/8IntkbzSZib23k723bVk6igXtmzZRgHrohzeEsrd5/HUtO9D8woZCZg3kxvP48hStDaDPFrzfvRXDy4TFhTMndcK1MbpcOs9gBI5zLm0ZzU+y0PYc+Qete3qULa2Ax4tqrBhZTCFbVtQJLse5zd3T7E4YBWvE9RIrPLStYc7Nonm6bsn9nLmkZIc6aNZE3EYmcQMZ48BVCust16pYh7jO3c+d18nkCFfWdxd25MlTWrLzt3T2/FZvhm5VkQVuw60ta2IseoVwX4RVO3oQoHE++HpzWPsPBtPJ4e6yB6fZ+3Rm1hnMMc/aB0tPMfQLEWsk5Kx3Twp1KoT6tt7OHv3NZltqjPAwwFTIRZv7iRCwzYRla4A1SrVoGXDyhzdGkLI6n1YV6tN0XI1GdO9FXu3RJC5aFlObgjh2ss4tBIL7Lt4Uq3we/c7NfvW+LP20FVERpbYu3SnZomcEP+IadMWU9WpL7US8VA+PYG9x2y8g0MpZPX+oxtDH8cOVOm/GKdKpixbEE5NRxcKZhSenTJW+CwkT20X6hTTY3ps0yqiTdPw4Mk77OwdySo8MpSv8J27lBod+1Myq9BOzdY161GKpcQmgINzSx1BTnh8mjnhp+nZx520wudc9pKQVRFUbe1G/qT56Of1+sk1wgNDufEyFq3Yik6e/SmXN23S8yb++Q38/AJ48E6JcYa8dGxenRleQ3FduI2aOUXcPX+YwLBIopRqTDMWpk9/d7KaJpPSB2d3szQskli5mvzlm+Bi35A0pimJikoWzcFtEWzadwaNVkWRWg64t6mV+CxWs3e1H+sOX0dsnIZ2rh5UK5pDt/adIb5EnryN2CQ9zl08qGSTuFeaBDYG+bHzzH2dl0zlxk44N0odh6iKvsds71mERWwhc4n6tOnQFcfyGdmy6zy584oICNiMff9xNCgljJey3Dq+hYDw7SSohXU1wqNjM0yQEzZvGoGrNvJSnI3qVcrS3qMflQumTDnz/Oph5vqFEq8UU7JOG5ya/4WZOIqgwHCK1+tA2cTvh9gH59hw7C5tHVphkvCc1SG7yVsmJ+GLl1G0pSddmySv6XMEytfXl+7du3/y+0NQ2hOS6AoxUZ+yQH1MoAQ1PktLSy5fvqzr770lSyBGgpvf51z4rl69qpuDYFESLFUfF+H8KsRZTZ06VTcfgwXqM1/33/jnVARKfjYSZYgHIpUajXU1zN3D0NzcT0JQTyTxb3VJIDUiY0RSY7RmaVFnK4ZpvZ6Y2NT8xiFTVjt/4SIjRo9l/5EjOtc6IUOyWqUiLj6OgvnzY9eosc5lbdXaddy5d1/3t8g1qyhauPAXx7t+4yYu7h5cunIVSytLvdUoIYG2LVowacwo1kVuYvjYsTr1PZksAZv8Bdi4djVZs2RJ6nfz1m06AhYtkCczM5RyhU6cu2/37gwbPFDnBigUjVrD7v37CApdxb6DB5HFx/FX9uxMLVyRHCJQCCp1SJEK1hpjMaNuXmTZvduYGRuhEJLnKpUMLVycfrmtUcsUqEWCxIRYZ7ES5M9Fej/DpAPnexc+UWIMlDTtFTTGUaD5e995anUEKhbT8q/QGst1eZq0WjEanWviD21/UqO/3wIlQqR8hzhnd0SFp33zZM+vnUrjnrPIWSD//7F31gFVZd37/9ygSwXF7jHH7m4du1EUEQVRxO5GxcYCREVFBMVA7K7B7hgdx26xi65bv98+FwWMUSfe953v3D1/DMI5++yzzj777GetZz2LqBtXyVmxOe593OjT9SfpA6p+d5fxI6cgL1SFGuUL8+7BZcL3XGDIdD+q2Mayd1cEvqv30LrHAKqWLUPjGsVwqVqYo4qyODWvQbWmDrSskpuZHq6cTMpNm2bVMUl+x6FtEZhUcmHpZGfkqic4tGhG65kn6VFZvyg+PhLGoIU/s3nLCvz6tuB0tq6sm6kXx7h/eCX9fC+wYWMAqXeOMm5KAMXqtaR0vizcvnCMQ5fj8FnqSwGesPPn02hkxijib9N/xEImh/2MZ/PSmezz9NQqSrcaTr2WzvxUvyKy6BsEhV9i4dowahbOiib6Hp4ubiQWqEWTGj+S/OYROzZup4aLN2Nd6nNxmy/Dl57GtWcHYu+f49LrbMzzGYP1Rw7p19cimb54M2Vq1sfWNEUCLIVbDWJ0z4agTcJ3qBt7n2ehfYuayBMfsffQVVwGD0cddZwFc8Jp2qcP5cqUp1V1O1q26kwX7104V9Vv7J8dDcZ98TE2rl/Jm9Pr6OW1mk7OLhhH3+TnXxOZ6jODgla/R0XVMtOpGQsio+gzoC+l8ttxensIr3I1I2ThCMQWa/eiUczcehcHh1Zkt9Bx4eg+rsfkZcWqeeQ0fsmAzr1Rlm9J7R/M2bf7EI16j6NrfT2nPb29pFdTV7ouDKNZKSvG96xNYGQinv178UOBLBzfFEpcoY6E+nhw+9xBQpYGcv6FFX3dnWjSqiEPfg7CY+o6WnTuRPEcVty6cJx9V96yYEUwlfKa4zuiCyeSS9O5fnHOH9xN1po9GeOs95ZmbD+HzmH5oSiat6iHjTyJIzs3k1q8AwvGOfJL5F5CgwO4pi5Jn/Y1qFKvOUVyZMwZVTOxYwOWn4/B3cON4vmycmxTMIk/dGTlbE/pvTmzeT4j/PbR2qETBbKZce3sYY7eTWHxyhBK2rzAvaMrNjXbUTW/MXt3R9Kq/yTa18hMG7t29gCrApbwy7tsuPfpTtNWDbi7bymeMzfTqnMHima35Oa54xz4LYaFK4KomMecrTP74zZ/O516uVC6RFX6OlWnS/0qXEwsxgD3jtgZJbJ+5Rpije1p2Lw5pfJasTN0CVmajGTJyM6SY2vd/AlcTsxOrYrFeX7zJHtOvGXOsgWYv/qVXVvDCd54GedhLpQsVY165bPj1syRNrOCaFPBnrtnIug1chF1WnemXIFsPL56li3HbzMlYCWNSubgty0Lqd/Tm3pOffmpaimSn1wk5OBdlm/YQvnssYzq3ZvoXHVoVj4HkXv2UKHjUFxbVcr07J5d3UNvTz9auzljlRzFvlNP8Jo/nx9M7tK6Wi+G7t5Pw7z6UO2l3X6MDXnD3g1TUD84SOlanchZpTNNqhWjRVdXKhbKuCHVMt2lDeuupdC1S3sK2Vuyb+0KLGv1JWB8F04d2EHookW8tq9A55ZNqFCqEHd/Pcz8GSFU6eJMlYrlaVuvOG6Ny3DweX4cHTtQvmRe3j2+zubNh+k20Z/eP5XhcMgspm+4Rm+XNry8fpKbKQVYMGMwJgl3cOrqQesJwXSpllca/75Fo1n/tCjBM9LzWl+c34jbrEhWb1xMFlkqg9s3JGsXXyZ3rURy1Al+LFqb8iPXEeHdFXRv6dOhFy1HTmD7lGHU81pPz5p5eH52I0WqOdA/+Cg+LnXQxVyns7MXfQf1ZOZUXxZE7KVcdjlHg4ZSz20Fm87fo0Ol7Ly4sAnnidtYvS2UHJnwvpaNATM4/8ycmjVLEHPnAuEnHjJrQQA/5jbh5bVD9Bo4hVL1O1CpeC5eR90ics9uLj2FiGOnqJj1NXPGzkCTpyxli2Tj+rGdXEwqzOK5Y8iiFO/TPEb47adNl87ksYSDO7ZTrN0IxnSrm2luvLh6kOmLdlOhfi1slcnSXqpI69GM7V6LyFBvpkXcw82pBc9/O85dzQ8smjaAyGXjmL3vOT0dm/P00hEemJRl/iR3jNRvmOjRmyvqQrRpVB1F0msObgvHpo47fqOdMgl3aMXf9u5koZ8/+eu74dShORXNoqhWvRV2jR1oVKY4rZ3dKJcvHVCKgZ/c4of/tqs0a9qEbGYqTu3ZwSu7evh59+W3Izul9e+xoihdOtanet3GFM6R7gxKeHAa5/7jqNLBlQJG79j981X6e/tRI99rWjbrSGfvXbhU08/v5ydC6ON3mLANwVinPqVdhR+5kaMejo0qUqtldxpXKPzBjl8CUNOmTWPIkCESO0rUdBJNABYRfRowYAAhISHS774VQAmnvwBWoon8pzFjxrBnzx5Jce9LAErUkeratauksDd06NBP1vWwsDApkiUAlggIGADUJyb6rl98AqDi1/ZHd34tWtMcmLqsxKhQFZLmN0b74gYKEwvkOh06mahepEGnUUFKErrsJTDrtwGlXYHvuviuffsYMW48T548xdTCQgJnSYmJmJsY07ZlS4YPHkSxNNGIk6dOczDyMHVr16R+3cyLwscXjY2Lo6uzC5HHj2NtYy3xDkXo1KW7Iz7Tp0kTx9GlF7v2H8DCzIK42BjGjhjG+NHpXNVTZ87i7N6XV69fY2JmRqpag1yjwWvMKAZ59v9wyTPnzuEbsISDR46QkJiIpakZGiMlqSlJjPqhMqPy/4BG0PEUcsx1Op7J5LhcOsnlmBjMjGQka6CQwohlVWpT1sSYZM37yJNMqoUkxBkEc04n09PlFFpQSxtPLUZqI7RKOYnW1zBSvsNIWrL+JJL5nSeYEUChfF/sTYlORMu+68l/evDfDqCErJ8qBvINRFlMz0/+lnYiaAKLLupY7TeFs6u9GLsjkSObFnw4de/Skcw7pGLm+N4YCWVFhZxDKyezM6k6B5aOgpSbOPWdzuTloRSV1tR4XBqVJ1+fCLy7lpf6ubR5FkNCo9i7dZE+b0K01CgcWnej85wtdC4Hrh3b0mziHhzK692aT09tYuzSwwSG+KO5vY/2nksJ3LKFQhYwb3BXUmuMYGzXyvi4t+WqbWOGdasv5REqZCr8xw/CvMkUFg5u8uE+fAc78bRYD2Z7NvvELC8vb6Jmex82XjxNhSz6P/sPaMWzyiOZ4VKP9bP7sS6qONv80xfs5PuRtO49j8XbdvJ47WDG7lUSvmQcBXJ9vU7c03s3eBmXStSxdYTeNCfcfyJ3Dy6h14IL7Ni1gg+fWFUyKqUpRrJXeHQaxdCQYIqJfXzqI7p260v7cevoUlE/4Jen1zFs5WmCl/lyZ9NUnAJ+ITR4MaUL5PyWaaC/Z7em7FI2Ze/SEfpz3pymgdNclm+OIN/rwzRxmsXCjbupmCMdGU7v1ZLY2uOY7ZKfJlU60cl7KU7NKmDxRV/HawZ2Gkz76UtoWNyaKS7NOG/Rhh0BaVSkqGO06jObBZt38oMZnFm7gA037Zg/pYeUr9q9nSPNvDfhXCM9mT5iVj+2vChL2AIPhravhKbhZLx6NcfW8vNKkurXv9C6/UA6jJxB9YI20tud8uoy/Uf7MyfiGA0LGrMnaAJ7E+vhOzB9DmU05OzudTmZoyvbFqStlU8iqddnGWu2riNvyi3at3CnV+A22pZK3zAFTXDiuFFbgsdVokGVbvSct4IuDX7E7HeYXydCfNjyMA9zJ3WD2Pt0aedE29nb6FYlPd9o/bQ+7HxbkTXzPdg7uz/TTso5vm1R2nDf0qlGfYq6LWaWqz73NXR8V1bcKc3RDXrabvSVCDqMOMCW/YEf5p426R3Xbj5EJ0tmwSQvmk0OpUsFe1SPTuI2ejMr1s1Ni1i9ZUjnATSfvJhmpZR4tmlBkb7LGNYqHTgfCRrLvMNGbFk9lScHF9F4+Hr2nDlOkbTA0oge7bFvN4uRHbLQpkEbarnPpV/HOthkFub6YP6bh5bhMHIHKzcHUqlgBo9+7G26txpCv/UR1MmtX2muHlqO97q3bFgxWnhlKNVyOP5bT9Ko8Ocp8mNbV+NJtWGEplEmU25so8HwLWzdukoCDFu8B3KjcHvGdn8PylMZ3s2dTrODqJFPAdrXODWpQ4GeIUx3To90Pz22iu4zItm0K4QDM9wJvJKDVf4jyG+ftuB87i3VRdPXwZlGY4NwqJguuLJ0bC/u5u+Gj4d+bh4PmYLvKWM2Lh3L3sCp7L+XQtybaMYvCcD+3n6cJm4iLDyQnTPd2ZPSgKDJjqycNpxbSSa8eq0lIHAWzyIDGbnmBRFBk5jQvQVZus1nRMtCTBw4BK2FGXFmJfHz6sOO+YPZp6nFopFfqDWYEsPVG/clx+gCrynUHxKAc71cTOzeGk3jMczolb63eXJqDc17zWf5kXNUs9dHkhLfPuHWo1fIEh8weno4fuvX8oPsDh1a9cFlyVbalswQ0UpMxtz883lnUfdu8DoulTtH1rL+ZnYiAoYTMqUnwXeKsGbeIPLmSLf7qhGd2BhXjmXeg8mTIz2qcXL1dCZte83uiAUfcs9IvE3blu64LdhA6/Lpzmj949Mx3tOBiv3D6FjamKQ7P1Ov4wBm77xKg3yfvuTa2Lt0adudGh4zaVrSFo0Q4op7wAD3qYzbsJdWZWzZ5evFOXl1Jg/8lEr85tJGmnssYMby9TQskz+dyaCKwtHRjTZj1+FYSe9ge3V2A0OXn2DJcj+sVC/pWK8qNSdGMrx5oU9m3pcAVM6cObGzs5MK1Lq7u0vnCUnyKVOmcPPmTTQa4Uj/fQAl6jIFBARIIhACQImIkmgiYjR27NivAihx7K+//irVhBJjEDlVoh/B5hKCFiI3Kzg4mJo19ewWA4D63MLy7b/LBKBSb/yMasMg5G+eoipSG6vB20k+tRr1xtEiYQjBqzMShUlFHEZER0TSv0j+T1GhaD8N87q9v/nK4RGbGDlxItExsZKMuChCGx+XQLlSJRk/agStWrT45r4+PnCmz1ymzZ2LuajtJKLqiUl069wZ/7lzJO/AuQsXaNfVUQIrmlQVRfPnZ1vEBvLk1n9sHkdF0aWHC1euX5MqRAsvglqlZsKIYQwfMlg6JurJE5YuD2JNeDiv376VFP2MlKJgLmh1MhJTU2mfPQ+Lf6yCUpuMCiUWch2nUlNwvXCSl2o1JgodSSo1NW1sCapQnWxqHarP3LVMJ0Mh1afVSWBKyIMrdVqJfnhPlcI784cUs4rBTCfogn8WynzZ7OkA6hUoU9Ky4UQB3TTZ8D/8xPS1dP9WEQkRBVTHQcExKAvrFXK+pQkAtfiykjC/yaCLpW+zRuRyDmCyk/7jHzCsBYGXzalVNCupGr39jU2MKVarPUO7NYHXF+gyeC5j/dZRXmAH7TsGO/Sg5Zx1NC2sB0NrJ3ThbK5uLPRsm2lIAeMdeVR8JLOdC+PaoSXNJ++nU1m9p//xsfWMDjhB4Hp/RC+TXNth3moWY36Crk7eeK8K4werOHo0asLrLCXIb6tELbTipfGZ06iTO50a6Gmw2/yGSvcQHjSdz5G5Hp9ZQ7/F19kWMv1DXkfw+LZcyNOfRf2bMdGtEdadVjLyp4wOlFT69uhObY/F9KgoI3jhHHaei8IumxE5y7dmTL9OmH1Eg3937zQTp8wnWmZFieIlSXpwnoc2VVgzZzi7ZvViu7whgaN6fPrY4u/i2t0Lz8BgKuY0kgBUl2596ThhAw7l9R/8p8dWMzzoBMtXLcVSHcvmZYtYfeAiuXJYY56/ChOG9yVLBjrM5+bGgv69oH4/hjqkSSW/vUTD7rMICN+AzclZ9NqcxL7AzPl1p7fMYsZ+C7YvGcjtMzvx8V2J1ioXqVolHqMmUuMTYYHMAGryEGes641mWPu0qGDUCdoNmMqkFfuoaAc/B81k821bFs1yJ+HeIbq6hrIqMoSMMDX64hb6zNrOqvBgEu9dZM7s+TxVWaBUp9K6zyg61SmZ6XZjL62nhvMUqtdpiCw1Wa+HqVRili0f/QePoaS9kk2LRnIwqTZLRmaes+87munagyztRuDRWi/4o31xigYu/gRvWov9oy20Hh7J/l1+mfKEHh9ex1D/U6zf5Mfd45uZvWg1iiy5SdWZMHDMRCp/RlRj/1Jvdj7Ojd90V2Jv7qWbRzhrfl5Jxm33m7MR9J2/l43rV7Bj9iiOayozZ1zaBlf3lJ7dh9NtwnKaldLP/nC/8ZxLqo7PaD1FN+7uMTxGrWdeRAD2pLAp0Id1+y+Tq1AxCuWwIPLgYVznh9GuTHbeXjvAgEk78I/wS3sG7xjS2ZOW3stpUugB7ZpMYd6BcIpkAD/ahydxHDSPRds2EbMjgCl7nhGyeNqHDZ93r+7IavZjQp86PLxyiLk+AcSZ2aNSy+g5ZMKntCdtEnvW+LNi2xns7WxR5CjJ5LGDsOU+3ZoNwXNjBLVy6jfWV/YGMGljHFuDxqC+vZf2UzcRGLyc3J8F+GomdnemVL9pONbRe+QT7+2n2YC1rNu4irwWEDahL7cLtmay23sp5jcM7DyItlMX0bhkVkh5wgjPcXSbF0LFTMGGJ7RvO4jh/uuolfUNAfPn8PPVN2S31FGwdmeG9W6DyUeftqjjIfQPuMC6dX68j3/qYm7QxWk0o5ZHUFmsBSIK8PQE7fsFErTGH79Rg2nr5ccl/+HIf5pExefBLP6tECum9OD12fW4LThJyNIJjBsygfEL57FslDu1Ri0lMXwsZ3N0ZLprIw4HT2LV7SL49yuA56wjLJrpyqC+E5m5YhGBw/pQvOdcHGt9TEXTsHfFHFbsPU+OfMUokjsrP+8/Sq9pwXSqpqJ104F4rQynct6Mi+Jbhji50G72FurbxbN42hgO3oynSPHiZDdOYM/Z54RGBJPtQdr7tDPz+/S5NeztzWN4TVtItNKOEiWKEX33Ak9tahHm40nKuyhWLJzDoWvR2FnpKFynG8NcmqOLfsii+XM5cTOe7OYafmjszDCnxiwa60pUzm7MGdwo06V83RxJbujJ6G4fi3HFMqKPM+XcVtCjmh3RVw/g6R3Ggg2r+BhqiQ7j70XSrEFffmjVBGVK2jokFIlNctB79AjK57Fm4+wxXJRXYebIjp+5XRXHIlbhF7YHu5x2YJGXsRPHkN/qNV0cetN+/Aa6VtBPwmcnwhi27CjLQgKxSnpMv279cV66hZr2n74IXxORmDRpkgSaRPPz82PwYP2e8X37PREJNzc3li9fLgExQeETkuSiCUU9Ly8vqe6TkCf/Wh2oK1euMHHiROLi4siaNSsxMTFSVEzUhhJ5Wu+bAUB97i359t99AFDq57eJD+yCPO4ZQhNAW80Jy64+xAU6YnxzPzpjS5AZ6RXxpJwcsVkUnDSRAxKLvOlIzFqM/aYrb4iIYMioUSSnqKTojgg7piQl8VOjRvjMmCah7/dNKN0dO3GKrdt3EvUkCo++brT86acvXkfkPbV16MKb6GhMTEyJT4ijWcOGhCwLlJC4VqPBxd2drbv3YGpuISnpTR49kpFp4U5RcKy3hyfbdu/GytpK2jwIeXOP3r3xmamPXGzduZPps3347dYtTExNpImpkInysUIqQk+5S9WqGFe8PINzFSZFk4RCayxh0E0Jrxly8SypKFAoNCQnqWidqwCLS5XDSK2S8lEyNxGJEgBKgFUtKUqw0CrRyIw4k/iGt6o46thpMbd6jlanQv63SXzAPxlA6QSA0iahKDoFed6B3zRPxUECQAX8Imetv14S9NGJUNoM3UBE5C6KWsBGn36se1aWzfPTo5Ko4olONSaLyG95eZZOQ32ZFRxGUeHU1b5liIMrLeesoklh/eJ9ZsNUJu5MYf/qjJGxGFxat6HBhHB6VjOlR7uWtJ56EIey+o3PocXDGL8phaOHAiTv3+19S5i66x1OVYzY+Sg3/uO7CyI/Ex3bQYtJePdIr4+SEhuN1iwLZkZw78RaPGfsJ3DLKvJ/QZdFAKiBQXfZsMxLoqqJtmJMG67k98SvfzNWe7uyL6U2a6b1Srfrm0s07zyWCcFbqVUg3Qsa8+xXunVyov2cvbjVyijrrGNGzxY8qzoIf0+9N/HRXn/G7HzF2kVTub5rPv1XPeLAxoWZNt2i4LI84Q4ujlMZt361PgKlfo5DB2c6e2+mczn9pvjQoiFM2pXAwT3L06N8QMrbx7h3cKCkxwLGdKn+u/NiwWB3jOu449mpsv641+dp2MMH/7UbKBpzkJ/6BLBi2xaKZBCy8B/ckZsFe7FoaMbaHqlsmu3B/Cs5ORKWDkrTOs0UgfIe0QvLemMY2lpPWdY+Okb7gdOZvHIvFWwzAyht7D26d+yFo/8u2pRIh8IHl4xk2SVb1i4bk8l2v2zzo//sw0Qc20zuDPu21CcnadZjKv7b9vJjhjwOUfohW1a9x3bDwqEcl7fAf9DnI1CzPFyxazkEt1ZlpOPVT4/TyHUxQeFrKay9Rru2QxkRtou6GdTFNs3xIOJZWdYu8MjgBkpmrbc7yx4UIzJowifuoYwAShN9i64d+9Br6V5aiPBcWtvrP4zg67nZsHgEW+aO4Yy6ErPGCDqe+IQ9xdVlFJ3HLOOnkvoHt37haHfOyoEAACAASURBVE4nVmfhuPbSv2NuRdJ/3CYCIhah/WUbbQYEEvLzboqkvS9jnFpQbkgQjpVz8ebqXgZM2U/oxvmZI1BTltCspA731m2pPnYdvTNssH+JmMWEjW/YssGHO9uWMO/AS5Yv8vpwr5NdHDGqM4DxrukbH/HhPRQ4mkl7Y9mzJfCLYjbquOcMdumAUYv5LHQtQte6DnhGRFInbccaPtWJeXdKcCZ0Aqrbe+kybTN+K5aR97PBSRUTXdz4sbcXXerqAVT87T00HxLO+o3B5DGHkDGuPPmxO+Oc3kegXtO/w2B6+IamRaBe4dyiKaU91zM6bU5LNr4cQcuh61i1OZyiQn42rb15cJyO3YfjEbCPLuUzR6MWDO3G27IeePdKTx84tWYaC8+YssE/LUqsn31493dFV6AkL1+k4Dvfi8eRK5mzNwrblGeU6DiK7nUKSdGxQa6jyF28EC8SbVkwtT8n1sxi+y0dqtePaDVsLg2LWpDy6BjuU9ZRIq812gJNGd+7IYGTBvPCshDPbt9jfIAfeT9aSxPu7KVxLz9W7tpNybQgzrBejpTrMYueDXMx0qEt2R1nM6p92Q/3HvPbDn7q5s2y02eR752B++rXHNk8P+0dvkv7dpOZFbKaH9C/T8PDdlEvw/uk02qQyTMCMhXjXFqTWHkkCwfoQc/13f5M2J7MpqUjM619r++doEv3QXiuOEyH0umLwIvbB+ngMJW5uyMxOTwTr/0adgR7pZ+re4FjU0fae4fiUF1Ps0xvHwOogwyatoG565d/FkCpX1+nY4e+DAs/Sr0MRIF3b96RxTar9H6smz6S61YNmDroKw73pHd4uXXjecleBE5oTde2bWk/eRNdKujv7fDiYYzbFkPkviBMkh7Tv9sgeixdTw0p/y1zE8VuIyIiPvn9+194e3tLQEU0kRclokoZW9u2baXCtY0aNZLqM4n8qNjYWEJDQyVgJADO6tWrJWd/ly56cRwhdS7kxzt27CgVxBUKeiLiJSTOhey5qB0lok4ftzNnziCK6ubKlYvatT+jLn3kiJRfJYCZoX2/BT4AqMSd00mKXIaR4G8mPSO19hAsO0wjwacBRi+uozYTHyQhaiBoZWnFSsX3R0RnFMaY9gzCtET9r45g1969eA4dRmxcPKZmpqjUGpISk3Dr4cT0qZOxMNd/xATlbtvOXYSsWcsvl6+QmJwsyXxnt7UlfHUI1atlTnT/MHlnzWbW/IVYWVlKCXs5bG3ZFr6eYj/o61YEh4YyfNwE6T5FTlSFMj+yZf06bLPpubDT58xl+ty5Ut4UMhmJ8Qk0b9yIDSGrpOO9Z85m1dowklVqSeUkNTUFpUKJmampREEUtWO1Ki3ZjOQsr1KfGkozkrRCsc4IYxMloe+iGH35AnKZEQq5hpQUNQ3s87CkXGWsklWoPhNAkuokCSqfXI6Z3IRXOh1bXjxEp1PTPnsBshrHorW8AzIRFfpr1G0+9yD/yQBKK6JkSjAuMg6ZfeYF7fcm7ZHFw5h3Xs72lXPTDtPi3bMRF+26snFuXzQvf6Wnozt29RxoU6cCya9usSRoK929FuFUqzDE3aN9x56UbT+QRpWKUbNiEQa0bkdr3whaFtNvRrXJrxjt7MyTXLVwbFEDE3Uce9ct50m2JoT4DsFUpiVovCthN80Z2a8DKS/uMN97Mu/ytuP8wSV6UKN9y+D2jdlwJxsRO7dQOy2D+dG5LfQYNJumToOo+WNOnl49zupt15i1KpTCmos0qtOKGp7+ONbKS1JSChZ2+ahUrnimjfbDE0H08r/BrvU+H8BHwKAGXCw4jKBhrUl6/iuuPfqRo15XfqpZBnXME9YHLiNnk8H4DO/A6YjFbPolhsYNqkP0PRYuCWfE4vU0Trt/vWF1hIx3Zn1ULoa6tCAl9gVrZozkZu6OnN+yAKUqBi83Z66alKVn+7ooU59LeRO9vBZQq4CK3s3aYt/WgyYVS1GnVjnWTXIj9Lo5w/u1I/n5XRZOmcTrou24sjuQu0fC8d1+lZ+a1sdU94pFPkF0nbIYx9pF2R44nnOyuni7f0plnOnaDWXDgYzsXkM/5FenqdzOm2Ubd1Axt4w13u4EndPi4dqR7JYyLvy8nd2Xklm+LpAisiimTJmPfaUmlMhtyeHwAO5la8aqaX0/cnm8onczN7osCKVZKRvGeXTCsuFkxnXWRwu1D36mce8JzA4/iWCp7Vs8ifU37Aj2GyT9/Vj4HEYsPY5b394Us7fi7sUjrNx+nslLwmhc0oQA7ynEZvuRGj/m49bxLey4asLqsDlkyeS30bFx1gAW/PyOgf2dyGkBh7et5oZJDULnDZLm26FVk5i08QmjPTtTvFw1iufJLLnu1cMB23ZjGdRRXzdQHXWYKl3mE7ZtOyJ3f///B0NT1l/HvZ8zBbKZc+PMIdYcuoaPEOCximLiFF8KVG9G0RwWHFjnx4v8HVk+wfkTALVr4Tg2P8xLUBpV8PDa6YxecQ73fi4UyWHJnfOHCd71C95LV9OweFbWTx3ECXVV/Kc6pU27KBw6euI0JYw2ZfSgM2TWQI4n1Ga5t37zEn19Pz2HrGPlvmDM75+go/NIGvcdT8XcSm6f2ceEOSvx3n4N9zq5iX98ms6dRtBi+Cgq/VCSmhXscW/uROuZKyRK0+UDy3CfGkF3N3fKFszG09/OsHTdAQb5BNOpegEuh89n+u5nrF/l82FejO7UGuMmY/HuW4rZo70wKVmPCgWzcm7HSs5rShOycMwHx4YY74Mz25i/7hSNmjXGUp7EMr951Bm4jAE//cDcwe2JjCvN4O4NiXn4GzOnTEVRayjn1o5HdWMHzcetI2j9Wgp81pmiYnjHLpTxmIVLY71ATNyN7dR2X83OPRvJZwE753nge07H4B6dKF25KoXsFQxv34bkSg60q1uJ2lULM6ZLfQ69zoNL966UL1WAuGc3CQoIoW7/2YzqVoeDa+ax/46WxnWrkvryKgtX7WX6sgiqZX/J0IHjaDpsEc3zPKCtw0S8122mbLa0KIEmjqHdu1Da3Q+3hpnl9c9snEU9h8l4bzzGyE5VIPUNfZtUY3dqNc5EhpE7zcezfYE7bUfvZG3kGRxr5UMdfZsWNWrx9sdeHNs4O239U+PlUJu55xWcOB1J+RzGvL60har1OlNjeBhhXvp589uBYOZsf4T/Qi9MX12gbedhNHAdQtX85ty7EsnwKSFMC4vEs0UJHp6OwGX0Ipp360uV4rl4++Q6wb5zOXRHzrmnt7E6v4quYzYxZNxAbOXJnN61Cp/wKI5cOUl5e6X0Pk1ef40+/XqS31rJwa0bsavfj+GdyzFl4EDytx1Fr8ZFCBjdi93PcjOk10+kxEaxdLoXz3J14fy2GfwcMo8DD3U0qlOZ5Ge/sijkEHNCN/Bynx8HHippUrsCKVEX8Ak9y+KwdZS2ecEA5x7E5GtA16bVUaTGsCdsKa/yt2Ll7EGYoiN0xjDuZ2uKVz/hFIuhf7cOVPRcj1ut7Ly7vIfe41axeNcGPl8hTceupWOYuvE2/T17UcDGiFN71nEhvghBSyZhI4NDS8YzY9dTBnl0o3T5yhTNsA69un6UaUt2ULtpE2xNNaz29+WHjuMZ51yH0EmuhFwzZUS/9iS/uIvvVC9eFWrNxb3LMUl8iHOb3riF7qLu+4mRYZMgitRu2bLli9uGrwEoAXZEDpJQ6hNS5YLe972tePHiFC5cWKL0CZAlpMlF0dzvbfv27ZNkzPfu3fu9pxqOF8yM9zLmqbePo1OloIr0R3Z9P7JyHTBzW0PiplFojq5Ebib04hTIZCIHSh+A0mpSUetkyBoOwarlqK/GPs6eP0931z68fP0aczMzNDqtBJ56d+vGvNkzJQEJUVB19/79LFm+gqMnT6HRIYETI4UctQ5io6Pp0q4tIUHLP3mAIlzZslNXfvn1KmamxqSkJOE9YQIDPfTKKCdOnaabax9i4hMwUspFhh/L/P1p31ZP1dh/KBLnvv1Qq1KlqJJI/itaoCA7Nm8kPj6B4WPGcvDIYYmul5qiIneunDSqXx8hlX7s1CnkxkpJdj1ZraVWlmysKlcTG61GUuRCp8DE2IhNb58y9PJZtDIFMqWo/SQjr5ESv+q1qCO3IVmVLNWmel9GVpha0PeEYEWiXMGJd69Z9+wmP5jb0KdAMaw1GhJlMozMH6IweZGWAfX30Pj+sQBK1NBChtwmC8o8nmD3eaWcz60Itw6Hs/+BjAEuaR5riVpwginLDjBs0mRymUPy2wf4z5/H1aeJaGWmtHXqS/sGZT9A2V8PrGXqsq2UqNuWyZ7d2bBoPj926UdZ+wyhiqQ3rFzsR+SVx9J7VKF+e/r1ap1eZyo5msD5Mzhx+zUWdoXp0Lgyd+8/plu/Ph+8z2c3+RJ62Rj/qRk9+PDq5kl8/FbyJkWLwsweF09PapbIy+2jYUwI2I1ddhtSU1Kl6Gyu0vUYP9wlU5TmzZ3jrIp8zqA+nT4okUWun8sj2yb0bKKnaCW+vs/ihb5ceRaPXKegYQcXnFvpgcbbJzcIWraEK4/i0WpkdO43mnY1Py3EqU1+x3KfaZy4H4OpTT46NCnDvdc6ejl3TKupE03YUn/2nL0LciMadXSma8s6EhXwxvFNTFkYTu5KzZk+1gXT1BiWz53GsTuvMbcrgkPj8lx79JJebr2RvXnE6qAlHLn6HIVGSwNHT3q1qoqMOHo3bMqPQ5YzrM2nKp97QpYjL9GIZtXSEorj7jFt8U569B1AAQmBaDi0fhlhe04iU8jI8UMNBnq6kVsonmmSOLZzPSGbDqJTKrEpXJMJw/qQLU11Ln3uxbFqYShVuvSmdC4ztqxZiknJ1rSolEc6RPf6BvNDttKx7xgKWsJvh7dx7rkVLl3ThSCuHo5gSdgOUnUKjGyL4jGwP2XyCu+9lpundrFkZThxOiNklvkZNWEUxew+p/2u40jEMlZtO4pcISf3jw3o79aNXFn0O01N0kt8p07gXJSGXqO8aVomM2Vpe1AglhWa07Cink2geXeTGcsO4NZ/ALnSHNoX964mcMM+NAojLHKVov8AD4rbW4I6kcitYazedhiZUkG24vUYP6Q3WUw/XdeuHNzCpbdZ6emQ7ry7/HM4gWt3okKBsV1x+g/0oHQefbT33M713NEUxLFtWrRR947ApWup3saNcnn03maxSbudWhTntnrlrcRn1wjecBanIS5SDtTd0zuYE7AWjZEp5eq0xN74DVlKtaZpBWEDLZEbAgjYdIqqLXszqmdD1vgtpkx7Z8rl04ce7p3bg9/KcOLVcuSWeejtMYDqxfQhocfnD7D71xjce3X6ABY3LfVHWbI5besV5Nz+jSxbuwudQolprrJMGD2QnFaZw0XJ0c9Zv2oZB87fQ6lTU7mtO/0d6krrkTr+Bf6zvbn8JBGbPKVoWa8Yt2+p6d+/A7rnl1m45Sw9+/TB9rMUPg0blywjT/0O1Cypz7FLfn6Z2aGnGTi4L9lMQBX/mNkTJ3D9pTUDvLyoUcxOUiOdOH05psXrM2dUR2aOGEyVHiN4uD+My0/jQGFGh54DaF1TH2V99fBXViwJ5PrLZDQ6Jd0HjKVFpQIQf5/hI6bTYsQCbH8NYvEZY5bNSneGRd86iOfUrSwMXUT2j4gc6peXGOa1Go9pPpS01TsZI0NmcjC6GNMHp9O/3v52gIkrjuE1Z+oHEYh1PmN5mq85w7um5yed37aEDb+aMGdCb/1z0sUwbeR4fnQYRbuq+jn/6/5g/Pc8w2feOGzk8OjiPmb6hqJSKChRqw0FZDFkKV1HEuwQ7cXNkyxctJKXySAzt8ehfQvuXTpGg16jKJ5FxvFNS1m66ZSkBtuwTQd0Tx9StVMPSqZ9Ry7uDWXp+n2ogXxlmtDPVbyvKUwbPJQC7UbSo0FxtIlvWTpvGmcexGKRLR8t6lXi5fMEerh14d3DyyxbspTbL1PRaI1xHjyOphXy8fLeRQIXB3LnnRq11hy3oWNpkKaWp0t4RdDiBRy++hy5XEaVRp1xd/opDdDrCJ09gge2zZjkJmTtkwhbvoQCDfpQu6gViY+vsmrLSboLBcP0BfCTn87tDiZw/QFpztsWq85A957ks9WTNjVJL5g3eRKXnkCfUZNpmKFYtSr+NdvDVrDl6DWMFBpK1OvKkN6t9VTQlBhWzJ/OkVuvpO+pQ5MKXHv0Amc3V6xVb1jpH0Lt3gMpluXTUOzcuXMZOTJzxC7joEX0SYAo0Xx9fSVhiYxNiE2MHz/+Q16TKJIrFPMEE+trTTjtBR1PRK1mzpwpCUsIUQhRIFeMSdR++tZ+4uPjJfAkolofj/Fr4zD8XW+BTDlQYtMes2YQ8pNBKIvVw3TgDkiKJmnjKDTX96NIFfLaRmhlKjQKJYosRZDXdsW8nisyEXr5nRb15CndXHpz6dcrWFhZIqg3CbHxOHbuSKCvryQxfuPmLeb6+kqRpxS1RgIqMoU+x0aP2UREKF4CXAvn+XxytYuXfqGdY3fik5PRadQUzpeP3Vs2Y2+fg1u379DdxZWbD+5jZmEuAbH2zZsTtmqlNPZnz5/TwbE7V2/elHKyBHIThXb9fHywsbFm8MjRPH7+FDMh9JCUTO2q1Zk6aQJVKleSaIA93NzZ///DoRYW5iSoNTSyz0VI6WqYiET3tGKzInH8ZGoKvc8f5a06BWO5HLlWFNpNoaFtdkaXqEEZUxOUGpVePEIoHiIjVguXExNZ9+Q2517ex7ngj7jl/QEzlQqNTi1JOsvliWB1H5lxnL7QLjJJIe+vhFKZAJRRCjoBnj8IV/w58QqpWLBWi87MBIWZ6V+ghSGipSopT08tM0JplRWFUGPM4ozMTp/gaWgGC2S0QPz1HbTwXM7K7dsp+tfUeTQY2GABgwUyWkD1jEEu7rSbtY2GnxEO+FZjxb57hcbIhqyW6aEyVVIM75Lk5Mj2kX74t3ZqOM5ggW+wgCitI0CUoMcJQPN+7yvtNdRqqZBtp06dpJ5EhEfUdZLUpTUaKleuLBXWFUJmwkEvxCFEHtJnyrF+cSTimiLiJPoxMdE7fUTelIiKvVf/+4bbkBhaoh8Bnr5UM+pb+vk3H/OJCl/y46tol3VElqMYJp5bkcsV6DQaVDePor17DFXsWzQm5hjlKYlpicYosn4++JrRqGKi9Ok/kM07d2Ftrd+ZxMXHU7daNTauXSPlJi0PXsV8f38eRT3B3EwvKiEUzT5MCJ2OFLUaSzNTtqwNo2IFPTUkY9u4eQvug0S9HhNSklL4qUEDwsNWS6IQzn36cuHiJcytLEhOTcU+my2bwtbwY+lSUhcTp3gzPyAAC2tL5EJGXKPBNmtWalWvzoFDh4iOj5MoeiIa5OrszLiRw8mSJZ2TvXP3Hnr064/SWCHJ5OU3M2ZVlbqUkCvRqbUoRRFduTE7k6KZc/MKv8XEYmakJ+dphNpeUgoFLaxomb8IZS2yYqLT8VKTwv3kOH6NecOZl8+wUhoztUQ12ubIDapk1BkU9wSxUidXITd9htzsKTq5Gq3OWFLu+ytAlATK1HJ0koz5K8gEoL7uOfm9l0xENEXumFKtRWtujNzEVJJIFyqEf7TpJGAnaHvGyK2yo7CyRadLBGtH5HZ9/2i3hvP+D1vg2dXjHPo1DifH/25x2P/DJjbc2r/dAqlP8ezhSuvpEfwkkkgNzWABgwUMFviHWuATACXuIyVyMSknVmM+aAdK63Q5WPG399Sy77nfuQt9mTxzFuaWVlJUJzUlhUIFCrAjfIPUzYSp3mzavl0fbZLJ0Wl1FCtSmJjYGF6+fiMJNQiUL2TCK5Uty/YN6yV1vI9bUHAIQ8eNxczSElVyChXLlcOjjxuLl6+QlPcsLSxQqdWSpOPcaaJorl418Oy583To1l0CViI36n30X4A4caxCoSRFlUo2GxvGjxiBu2uGZPm0QYhaUq06OHDq0gWszLNINJRhxUvhWagcxhoN91WJ7HlynzyCCmlqxeiLp3irSUVmZCyIkSg1auJlagmgmYvfyGUkadQkqTRSQeOm2e0ZVawCVS1tUKcmCSWPj25f0jpHJ09GpkwCZSIyZSzIMsKs73lqmY+VxEM0CsgWg2nlZ2CcnBYlElEuAa/+HEwT80qu0aK1NAchaS/E0WV/HJjJZUoQsvvmNsiMzaVoGdoYyOKI3NYAoP74TDCcabCAwQIGC/xBC6S+YNygYTQZs5wGBT9HHf2D/RpOM1jAYAGDBf7DFvgsgNK8eUisX1vMO87CpOyXFe++Zaw/Hz6CU29XkjVqjEyMpaKzMq2O+TNnkD9PHkaOm8Bvt25LghJJyUnkyZWT/q6u9HDsyt0HD+g7aDAPHj3G2NQEwdns1KY1IYGBn730ypBQBo8ei4Wl2IALDQiZFFJNVasxFSBMB3GxsfTs5ojfvLkoFHou9Iw5c5k2x0eKKAkmoiTPLpNJNEMR5hSCFpUrVGC61yTq1NLr53+ubd++A9f+A1EJeqORjGzoaJinINZGJpx7/opqWbMwolhxsspMCH35iDm//cJzAdqMTNEK5IQOjVaHTqNDq1WjREsRm2w45CqIc67C2Ck0xGtSUGqVejXETIMQdDqtpAcugQWpEK8AT5q/pDKUZBe1Ap3dcyxqXUVnnKQH09K1/gisTh+8iJKJOlcaIQOe0w6jvLlEDeE/2WToZEp0giap0yDTatDq4tHZdEdhiED9SdsaTjdYwGABgwX+iAX0ec9GpuYohTfV0AwWMFjAYIF/qAU+C6DEdjhp81g0CdFY9Vjyh29NSDR27uHMuYuXJFAj0Ilao8HC1IyqFSpw6vw5YuPjMVYak5iYQN1atZgxeRIVyukT00ULXBHEyAkTMbOwIDE5iQY1a7JpXZgkqpCxadQafAMWM23uPKkOjxBzEEBIAkMil0irlTTxhaKekDQXGvvvm1AFXBm2jixWNihkoBY1rrQ6EuLjMTc3x6mLA6OGDiGnfXpxyi8ZZe4cHxb4LuSdkYgrmaBKTcYcNY6FSjPph7Jk1aUgyqkpZKYcTHjDqkfX+SX6HckajSRVbiQzIoupKYXNraiVLYek0FdCoUSuUpGMFq1MAAIRI/sYYUhyExJo0iMmkQWsL8T7VzWdSoEu+3PMal8Bo8QPghXiGqI22B9v+qwtSTEkd06U+XKn1Rh7n82VDtHeQ7Xf+/+HYJhOKyqWfUCaOm0cOptuBgD1xx+U4UyDBQwWMFjAYAGDBQwWMFjgX2+BLwKo1Kc3SFw/HNMmgzErIxRUvr+t27AR94FDMLO0QCmQiaBl6ZUrSE5ORSmU7oTinUxGn57OjB2ROa9IXPHN27c0b9eem3fvozRSYm1uztb16yhXVl9fRLSoqCc8ePCQuIR43AYOIVWdKhW1/dB0Ot7FxNKoXl1WLPL/BAhNn+ODt89cbKyziCq4JKYmoVGrqVW1CoM8PGjd4ttzIlKv32HbiInsfvuIJ4mpmKKkeZ58dM6ZE2u1GlGMOlkpx0gD5kolr+UKbsTHEJ2chMBF5kZK8phaYW9kgpVMjUydSorQV5ApUGj0ohBquVaKpn3sv5PghsinkgDWe5D1x/OIPn7iIgKF3QvMal8G40S0QqRCJsaiz+X6o01fV0xgPx26XPYY58kNUnHePwf+3oNHnRTLkyPTRhsA1B99SIbzDBYwWMBgAYMFDBYwWMBgAYMF9HvW9zLmmewhBBvi3qB7cpWkHVMwa+2Facmv13j62KZTps1gju8iLGyEMIMMuaCXiYN0oEpVk5iQQNEiRRk1dCBOXbt+8ZHMmjsPr5mzsLG2Rq1SUbdmLaZOHE+unPYcPnKUE6fOMHzoYKn2U71mLbj36CEW5mYSDU9EpuITEmjWuBFLFy7APsenNa9/uXKF9o7dePrsBTbWNvxYuiSd2rahe9cu0jW/p6kvXkE2bzmJSjkvlDLMtGAn8rpEkVwhZ56h6WNGMpRCyUXQGaRgiaDv6RB1i0Sk6s8Ak+8Z97ccq6fwCQB1EUyS0GmNkEkRL32068+MVlJZVOvQ5rbFNG8efYHmPyEi8en96NBpBYXPEIH6lmdtOMZggf+LFlCpNFz45SlRT2Ikunae3DZULJtLqtFnaAYLGCxgsIDBAgYLfKsFPg+gMpydcj6cuNMbManVC8tyP0l0uG9tU2bMZNZCX6xsbKTIiCjCq9bqSIpPwNzEhC6dOjDE05OiRYr8bpfvoqNx9ejPjj17sba2QZ1WUFcuk2NtaUmA7wKqVaks9eGzwJcJ06ahUCqlSJexkTGuPXswaewYrD8jPPH+wvsPHULIoAvhiZo1qmei+H3r/Yrjku7cI2XafMxSVGiMhAqeFrUAAlJU6J/d/i4AJdKoJLVAlQ51bjuM8udOy4H6K+GjAUD9s2efYfQGC/w5C7x4Gc+CgOOcuxCFWqWPbhsZyalWJR+DPGphn8OgXf/nLGw4+/ss8P779qVcsO/NLZa8jvohSM7Hb91zpDm2EXnUvz+mDyP63qF9n2EMRxss8I+wwFcBlLgL1dsnJN04jiYlBrPcJTAuVAW5sdlXb3Dnnj107+2GzNhIL4WeqsbKwoLaNarTu0d3Wjb/dmrc6zdv8Fnoy47du3n67Lkkc167Rg1me0+l7I+lP4xFiD4Ergzm/MWLZLG2pmG9erRp1fKrY/2rDlDHxRM3Zja8e4GJkDAXEt0i+vaJat5fdcX/XD9/N4DSqXRQMCeK3PYSne/PRLQ+tcp7AOWI4jsK6f7nrGu4ksECBgv8XRZISVUzadoBjh1/gJWViRTxl6LeWh1x8SnUrVWISWMbYW72aeHMv2tMhn7/3RbQJzQI56pIN0ij32cCPV8DWB/bT7BBFHpJJ4n+niGN4XdMnZ5pLNICBAgTHXwGfOn0JVfEX6TuDSIg/+4JbLj7L1D4vmAY1at7qJ7fQW5fDNMcBb9qPlFwbMiIUYRv2UrhggVpWK8uTRs1pG6d1lwAygAAIABJREFU2lJhsT/S7t67x2/XrkuqfXVr18Y0rZDYH+nr7zhHrD2JPkGoTp8AS3MJOGUUMvg7rvmf6vPvAlDCWaYV/ymUGBXNB9bWKMS3wEDh+0892t+9zntVyv/GYP6b1/5v3K/hmn+PBY6dfMCEqfsxNVVKdPKMTYCoVJWGKeMbS0DK0AwW+LstIPYJQnpJABY9lNcT9mWS+JNoko7wNw9DD8ZEH/p8ZP3Z3wagMl5EWm/f9/DRe4JOh0Ym+hUOYf3PIiv720f5zbdjONBggX+EBb4pAvVn7iQhIYFbt26TP38+bG1t/0xX/5hzU369Qcpsf9CkYiI3RZXmYNIvaxn14z53S5+jrf0dS9T30+PSAdQFMElGJ+TUZUIi3ChN8OHrfQqqnmja97ek00nqg8lCMS+7LSYF86KRy1H+LQAqFplND2R27v+YufS/MNBLL26y+WYkpkpjLIxMsTaxJLt5VoplzUfhLHkxUvwxZ0jGe3uZ+Jbrrx8QFfeS2NQ44lISiU1NokiWPLiUbWX4TP8vTIR/8BiCV18gKPQcVpYmn72LxCQV3RzK0bd3tf+5uxSbWmlL/fGG9n9upIYBfY8FdFotMslJKNRzxZkiFiQiUvoyKt9OwXu/rUgFUatRChGp0elE/cxvGZG4qkp/PRENk86VIZOiWTrk79M2MgAoUYpGFLoXaRTfdIlvGYbhGIMF/mEW+NsB1D/MHn/JcKUoVMQuNGs3ITNVCqK9hJsygQexQH1m6ZE8SRlXpK9jkg9j/u6FLAOek77RH+M7yduU1sS6rlagtXuJeZ2LYJSaBgU1yDVGaOXfppj3Ph3svZiIVDBXo0ZrYYFJoUJgboZOp/5gq7/kgby/BW0McmsnyG4opPs9dr388iYTj4raazJStSpS1CppYmQ1saKAdU4q5SxBvfwVyWed83u6JVmdyumnVzj2+Bduv3vMs/g3qLQqjORKTJWmJKtTaF20NoMqf1lg5rsuaDj4X2uB4NDzBK0+/7sAqmunsni4Vf+v2Sg5OVkqtREbG0tCQrxUg/A9eBLrs9gMGxkZY2FhLokdWVpZYWb2dSr9f+2GDBf+ogV00udSlFjRf2Hjk1OxNDXWHy897O/JYcp4GUnnWK94rNMgl30bJVVHalr0Sx/BEnUoFfJPHWNS79r0cRtSoQyT/N9sAQOA+ruevg4SNu0madsOTBJSkBkbf/DkSMxnAU6+GRx9RrP8S+PO2Od7QJTxWGm91iv+fV/ToVPL0Nm9wqLOZTBRSdLgyFL1NO5vc3VJGwJRM1iulUteLpVMh8baArPcuZBbWkqRKZkofCv5vr4bEv7OLcmQaeLQZe2EzHbA9936v/zop/GvGBXpLxWW7lS8ISqNiqj4V0TFvuBOdBSJqiRyWWaXwE77Yg0wVnz9o33l1W3W/LaHKy/voNZqyGuZgyJZ82JvkZUC1rk48eQyZ55ew6NCB9oV+34F0H/5IzPc/kcWOHL8HpO8D2BqaoT8o9wNicKXqsFrbCPq1y38H7WdKPT+4sUL3r59Q1JSMqamZpiZm2FibIxSaSSV7pCl5aNoNGpJhTY5JYWkxESpdqKxsQl2dnbkzJkTI+GoM7R/hAV0OhF9khN58gYhqyK5duspJYvkwcW5Dg3qiZzudGiSmcasSYsSZb7Npy/e4eOzHQeH+vxy+SparQLPvs0+oQG+v+6nRtISHZ3C9DmradSwAj81rsK16/exsrYkX57s+pqaMr3IhNi3PL9wBSv7bFjky6ffSkjRtHT64F/66f5HPFHDIP+NFvgigNIkJyM3ESHgb9/E6lQqEo6dRHXjLnJra0yb1ccku9132fX/Ws5D8pUbqI+eQX3zJvK4BBQqjZTbI/jP7xeZjEmcnzdWejHY3zOm/ll9HRmlEUI+ohN+HA/LGI7SJ7tqBT3A7jXmtc+gM0lFoxXeT5FUqpVoeJmu/lFES4o8iSLFgrAg3boCnZkpchsLFHbZwMRUT18Q/Wn1Ubi/FkAJingCOltX5FmdvmtO/tsPTlKnMO5wAPdinjKv4RCKZs0rmUREiK6/uc/hRxc58ugi8apk6uWvwKBKXbAx+bKi2Z67J1hxeRsxKQmUyVGEZoWqU9G+BDkssn0w9aRjSzn37Dpetdyonie95tu//VkY7v+PWSApWcWEKfs5deaRJCLxHkQJp0BcXIqkxDdtYlMsLNKiAH/sMt98lkaj4dGjh4hi8yIf2C6HPeZmFpJ6rJ7FJergpWkLCKeSKKAuxIjkcuQK8bMctTqV2Ng4nj97SlJyEna2dhQqVOgP5xd/8+ANB/4lFti5/1d6e/iQ2y43lWuW5MLpmzx9/pJlS/rSqklFHjx5jW22LNhYKEhIUPP0bQL5s5tjamZGbJKKd9GJWFuYoVDquHv/Jc1aTGTe7AH8dv0hqRoN86c5SOO89+gdb94lUKxoTmwslCSnqohLTEGmMCYhPoFsVpZYWRrx6lUsjv3m49S5AS5d6xG67ggbNx1l2ZIh5MpuhRotyjSBiZtTfIk+fZyqawPRZc2GTKMjVa5CLlNiJBSHv33b+JfY0tCJwQL/DQt8EUA927QN2zo1Mc6R/ZvGlfTrNRK956I7dgx1ihojtZzU8sWx9JmKVTW9xPjXWnJMjCSTbvI7cuNf6+N/8e9izVHHxKB9E408MVlKwBQgKhPU+T0l028ARfr7TuPcfVRv6g/bJIMIkMBmOsHVlsdDwgxkinuAeVoNKEGf/jYK34cuhcy8qQkIhUYBlTTvGd9620ipqn+hcqEODVoh6JFrNnIzw4b8e+dE4KVNhN/8mSGVu9C6aN1PTj//7BrLL2/l9rsoGhaozMhqTpgoPt2MHnl8gXln10rqZx2LN6BTiYZYGVtk6u9V4jtGRvpJSptzGgwkl+X3OWG+994Mx/87LPD0WSxzfY9x8ZcnaLT6lUgAqUrlczNySD1y5bT6jxji+fNnPHnyRIo22efKLdHyRCRKq9XLCogAmfQ5kJQCZRJ1TzjH9OQB8W/9zwJMCfAlIk8iGnX/3j3i4+OlfOM8efRODkP737RAbHwyzTrPQq6VER48mDy5s/D0RRxdnRdgYqpj4jgnPD39mendi1bNy3H4+FUGDw9hU9g4Xsa+ZfzE1URFvcPe3hYbK2OcujfFe8YqvMb15per96QJNHNiB+b5HmRR0HYS4lMpXyIPC+b1RKZU4jFoESq1Fa9fvSFXThsmTWhN+dI/0N11Ad0cGuLctSbh2y7h3NuPFs3KEejfh+y2FojvqHB+Ppm1lCdjh2DTsTtFghYgs7EmlRSMdEIGw0jPNzU0gwX+j1vgiwDqyYYIspYvh3nxH75qgsRjp4jrPwIePsPYxAydsUxaGFTxsSSXLUL28DWY5sn9u/1oUlN4G3mYrHXrojTwur9q8//mAZoXgZCwAYzMkOmUUq2rtMzVrw9LwkZp9DydBsRGJm2tFXW7xM8asXGQaOB/dBHW0wzE6TqZFplOjk6bgNa4CIrcC5EpDPVevv6gMh8R+eg8s06FUDV3KabW7vfZyPT96CfMOLWKBzHPGFCxM22L1cvUyYuEN4w7spin8W/oXbYVnUs0/uwwfn54jjmnQ6mauzSTa7tL3nZDM1jgr7BAcoqak6cfcvfeG6m7IoVtqVmtgKTO93c3EXW6deumRMHLnTsfxqampKSmSmugAHJ6BkEaYPoGACUBqbSNqkKhwMTEmJjoaOkagtpXpkwZxO8N7X/PAtduPKVO04mMH+fEsH4NPrBBVq45zew54Uyc1IMJXoEsmO1G+1aVOXD0Ov0GBeE/25Vps0KwsLbEoXMDQtcc4PH913h59WDuwo1MGOPCjl1HsPp/7J0FnFXV2sb/+3RN9wwwQzMM3R2ihAqIioiKhH0/83qvnddrXbsTAxEDkFRQuhuka8jp7tPn7M+1zgyNEmOf5W+c4ZxV+92x9rPe533eUBPDL+vOdaNe4MabL6JT+1Sefm4yCXVDuPv/rmH4Nf+lWaNExo66kGnfreHwoQxeeuYf3HXXJ4y7qTf33tGfr2du4NZ7PsNj93Np/0a8+8pNhEUGYu6yXniHwvvuQ4MW4/BhNPzwZbShETJdjcwVGgRQf7yLLjijWrfAaQFU5icTCWvRnJAO7X52UOeBwxQPvwH9nnQ0wnMk4ltk3iPwKj4claVY3n6JyGtH/Gw/ZZNn4Dx8iLh77zxlPSGJLhaDX3tBEOMIGqHxFPLoYpfQ4XAQcp4esj8KTVE9Jhj0bK4snysDMu4CTQVojWhEPxLs/DLgkbFfYrATmYbHfCh2YU/Ss6gGRDXAqOa3nPcJfQVaC7a2J0ADVPz4/XaUqLvQhl9+NocarFttAekVWvg6dq+D5/vcQf3wpFPaZkXWFp5Z+TF1Q2N5oe+dx3mXPt36LR9vncWFKR15pNsNp7Xtc6s+Yd7BtdzW7gqubNoveA6CFvjTW8DlcrF92zZCQkOJjk3A7XHj8/okHe9YL9O5AqgaIGXQ69FqNRJEFReX0KZNm6DQxB/w6snILKF3/8cZPLQ7rz179N3ogSe+ZMG8zTz0yDXcfe9bvPnyHQwemMaS5fu4/d4PGX1tP954dypTvn6Mji0SmPbdZv593wQefHgkL77yJY89MJY5P6zEFmIiKsLM9FkrWL/sJYw6DZOmr+fhJybyyL+u4clnJ/HWy7cweEAquw6XMmDgE4wdfQGzZ6zhulE9ufu2gUyZtZbb7p6ATh+Go6KEof1TefnVm4kKM5Lz3FuUPPgwVkyUU4Hp6mto+N7LEBoSiJM6g3eBP+BpCU4paIGzssBpAVT2xC8wJcQR2e+C03Yo3luL730c3vkUNTxEAqeaB7mgqQmZAae9EvMbzxF13emVtHyVVRSMuQfbDcOxDbrolONt2bKVxMQEGTD7a5aKygr8Pj9hYWEnDSPoEYcPH6Z58+bnPIXiomLWr1lLr759ZC6r36sUFBSwbvV6evXpiS3k7D0yvpKpaAveQdUq+LTGYzKYVzMJTwd4TlT7OxEAnRjGdQySOgk8nVZbozp6SnCxVS9+1YnfegG62AdRNMFA63O95t7aMJkpexYyMrU/N7cZdspuhCDEo0vfZVP+bh7pNpYeddrKekK578Elb5JekslTvW6hdWyTU7bfXXyIh5e8jVln4uV+d0u59GAJWuDPbAG73c7OnTuJi4vHbAvB6XQFclEdoeYdpemdMYCqjouqiXuV3ij5bA3ESRkNejIyMjhw4ADt2rXDZjv7Z/yf2eZ/9LmLTdR/Pfol4z/8nocfuoIBF7VlwYI9PPHsRK67thf/uusy+l70b64aeSl33dKXV1/9jpnfbuO++wfz1NMTuP22YVxzVQfeencuk75cwyOPjuKFVybw2P03MHfeKmxhJjq1qc8DD3/Oe+/dQ4c2cTz19BR+3HyARx+6lpvveEeCsf+7tS+zf9jJf5/8lIcfvY533prD2Ov7cPc/LmTyLOGBGo9BFyb4opRUFjHs4ja8/8bN+N4eT9bd9xGGDT9uyvFhvvZqGr73PFitx4hOnMm26h/9bAXnF7TAqS1wWgBVNvNbPHmFRN80+rS2c+7bT+klI7AUlOE1mY/32qqq5HQ7fB5sn79N+EWn3kkWz/zCB57EvWg1cfMmows99YN+9eq1JCfXIyHhqFRyfn6+DKIVa1FiYuJxO23CWyR45i6XG51eT4P6KVRUVMpFRTRIiI8nIiJcKh8dzjiMz+cnKioSk8mEUDuKjIhk/4EDeD0+Sa8QY7vdHg4dPkTz1NQjNhEPwu3bd1BYWCh3XZKSkmjUuCFibllZ2bRt24Yqu51du3bRrGlTNm3azIb1G0hr3pw27VrjdrllW4MQ7EChabMm7Ny5i/zcPLRaHalpqXJe27dtl3EjlQLg+f00btKEQwcPSc5723ZtCA8Pp7SkVLZ1OV1Ex0bTokUaArDt37cfs8VCdnYOCfFxNG/RnFUr17B+3UaaNm1Mq9YtSPwFiuWpLgK1dDa+kk/ReotQFB1oBF0kkIZPFPnXqeTRz+VuPB2wOqkvRdL2pKfLq8Gn8aGGDEAfdQtoj4+1OZdp/J3b7Co6yCNL35F0zUe7j6N17KnpveO3zGDitrmMbTWY61tcLE12oDSbB5a8RZjByosX3EWo8eRzIcDXf1eOZ0nGJkY0u5Bb217xdzZ38Nj/AhYQ0uTbt28jPiERo8ki6XsajbY6nqkmtuksABSgMxnQGQIbQdVRUtIN73W4qmOkAvFRwhuVk5ND+r50OrTvEPRE/cGup4IiO/c//DGz5vwIilBe1OH1u2nVIprZXz/Oq2/P5IXX5xIZYaIw34nNZOab6fcye9Ym3np3JuFRFooLvdisBh56cDhPP/8+/330dubOXYbWYODNV27i5lvfZsny3djCjbgq7Lzyv3E0SE3m8stfxG53Exappbi4khtH92bsuIH07/8gd9w2jH/dfTHfzFzPrXePR68LwSAjlb2U2e1cNbwX9xoK8L70HCb0aPDiUXxUeH3oxo2lyQuPYwi3BZBTNRsp6JD6g118wenUigVOD6Cmf0fF2x+ROO0zNNZT55qo+G4eJeNuwaYxoxyTM0BqqYl4Fq8Xt9FAyLRPsLVvc8oJO7Zsp3jgCMyjRxD57KOnPSgBoFKSk4lPiJN1RL6M9PR9NGnSmJKSUoqKimjdutWR9ocOHZKfN2+eKhcto8HI9h3bZR/ipj5w4BAt0lJlkl8BpCIiIiSIyi/Ix+N2k5qaSnlFhbzvd+/eI6kXKcn12L//AKmpzY6bpwRqbjdZGVls27aDa64dQU5OLitXrmLcuDEUFBYyddo0rrriCg5nZLFqzVo6tG1DampTtm7dxo+bNsvjqFu3jtyd3LlrN926dmbXrt2Ul1UweOglTJ06Da1GQ9OmTVi3fgOxMbGk1E9m7Zq1Ekx169aVmTNmk1QnkbjYWBYtXCy9S4LyOHPGt3Tr3kUCrN179nLttVdLILl8xWratm4lQVRk1FEFtLO5svyufajl89A4N6B6iwPc5yOUupNd+YGvfkYp8Ji2JyWmOpZXfVK9GgahOGN+FI0F1ZSG39oTra1H8Pl9Nif1Z+p+vGUWE7fPpWF4Ire3H0Gr2EYn1Z61dymvrPuC0S0vZXTLS+T3Ii7q7gUv0yAskZf73XNSmyq3AwG8Zqcvp354Iv/tdVvQ+1RL5yzYze9jAbHRtXXrFiIjozFZQnC6ndUsjerko+fggdIZDWSs2EHG4q1ojXpUrx93lYPIRom0vK4vGiEqYRAvtSAStQoglZGVSebhDDp37nw0KervY5LgqNUWCOT18uPy+1izJpsD+7NplhqD3aGwefNuxlzXg9AQKzO/28zevRkkJMZTUljAiBE9iIoKZ9acjezakUNySjx+v4N2rRuxacde2rdsRlZGnmSG9OuZRpndyYyZa8g8XE7fvq3o2jGZFesPcPV1LzJ2zKXEhKjUSY7l0kHtcHs8zJi9irSmDWjZsh67v/yB2Tf9F4NOAHyRYFeDy+vEZwZT+47s2LQPkZZa8Rvx6Tx4qlx4DD7un/E/mnVpIzd6j3hGT0gdELwQghb4K1jgtADKsX0XhRcOI+y5JwkdHZDDPLGUTp2B86Z7MBhsaLQKfo14da2WXhVPCJcbX1wMobMnYqqffFJ7d3EJpVeOxbdpG7aZEwjp2e1nANQ6UlLqER8fAFCHD2cgaGgJCQkIfrkAHgKQ1BSRjDB9b7r0PtWpkyS9OYJ+17JlC1ll3779Ms4pLy+X9u3bH2m3f/9+vD4vDeo34ODBQxgMBsklF0pHjRo1OAlACW/Vrl17KCsrl9Q/AYguGzaYysoqVq9ew6hR11JSUsL06TO54opheNwevvvue64cfjlms0mCrIyMTEaMGC7nMGXKdJlAMS0tVY5rdzjo26cHM2Z+S/2UZDp37sSMmbMICwulT+/ezJs3X4KktLQ0ZkyfLY9P5BERXqdmqU0xmYwsXrKMsWNGUVRUzBdfTmbEVVdInDNz1rcMv/JyQkNDz/9a9pejekuOYqMaSfWfVVU/MWlV9cXzi7M53h11VJb9SApBKRSh6M5MQfIXhwtWOGIBkfz25XWfs/DgeqIs4fSo04r6YQloNSJrPegULRtzd7E8awvt45rRrU5LCV5zKguZlb6CSHMIlzTsgVGrk88KsYNe5ChjQ+4uthbsk3mg7us0itZxp6b4BU9F0ALnagHhwT/6I+IiVVxuHwaDFqul9uXL9+7dKzcSI6Pjpcy4SJoa2JT/eQAlYphEMtVAvOgxKnw/KasZQ6wsfXwiy/7zGTqtkZCUWOp0a0b5/jyu/vYJdBYTqybOZYu9hGKThutbdaBBq0bsPpguc0i1aBFUID3X66dW24n3IyGiJAQXJNw9vghvjyI/P/E7kQhEPDnP4HoV6UBk/zUlkI5kzYaDjBr3JO+/9xB9uhy/GVxTUzzLKz/9mvwx/4cJD4piwKcq2IGUlx5hQlgr7nlqGqEmM26tDpw+dLh44smh3DSyh4ztC2hKBtbq6iu+Vk0Y7Cxogd/bAqcFUDK+6V+P4Viznvi5k9FZT6bclM+ag2PM7ej1VgmgfOK5X33Ly+dDZSX+Dq2InPk5OovluGP1FJVQet/j+D76DO2IK4ia8A6aalrCqYwiPVApyUcAlPDwiOSDAjicrogdEAFeBCiqVy+Z3Nw8WrcOLCCCdifogOK7Vq1aSaAkFjvhYRJFAKaysjIJSIS3qqqqisaNG8r6wjtVUwQoE+Bo8OBLJf1vxvSZDBl6qaQGzl+wgKtHXCWByw/z5jPy6hG43S6mz5jF0CGXEhsby8qVK6U3aMSIQCDp3Lk/yNwggwYNxGA0yEVPZJufMmUqycnJdO/ejWnTZkgAdcEFfZkzZ65MuNi5c0e+/uobOnZsR6PGjSQIM0gefCbLli1n9GgBoIqYPPkbrr56OEIRatq06QwZcimJiUlnle/r975og+P/vhYQ+Z8+3z6XHw6uodBeIhPs1sQ+invIarBIql6Fx06Fq0pOViTXjTSF4VW9FDvKxPvh0TxoKpj1RlpGN2JMq0tIjar/+x5gcPQ/rQUqq9zMnrOTsjInLrcXu91Dld2N0+HF4fTi9fkkcPL5VLxev6xz9/91p0vHerV6zOJZm5FxmLrJDbA7nIH7o1pA5+cAlKgn6Oeiuk5vkB4rrbZaulwAKIuVFc9+yYpnJ8uX1Nj2Delw+2C2fTyPoRP+hapRePvaR9keocGREsXAjXYGPXwtiV2asXr1aho0bCDZC8HyO1ugWo02MIvAVlLgmViTT1G8QAmqp7ho3NWsDZHyo0aoSWRlErBE1BHS4mL3WtT1yboqIgGzX8YAg07w2QMPXL+OCqeLzJwi6iWGYzWL97JAn37ZowBcgTZln35B3ph7EMEFfjxUohL12MMkPvlP3piwiice/hSrLYJKvxud387/Hr6WMWN6VGdzDBxZTbKWatLq72z04PBBC9SuBU4LoMQw7uJSCvoPxjRgAJFPP3ISDcqRvp+yS67GmFeG32qW+Y3EDS9uYcXrw19ejPLI3UQ98u/jZi2+L7ntPtR3P8XXIZXQie9jafrzO84bN2zC7qiSdDtxwwswkZ2dLUGPoCmIIFnhjaopAoSI2CLhZRIeKpFgUMQAiRgisYAJmVfhURL0O1FXgB8hHCGAh6DyhYeHsXdvuhxPUAGF8l79+ikS7DRocDRbvfB0zZu3QI4fFRXFvvR99OnbS9YXwEpIy0ZFRUtq4MCBAzAZjcyZ+72ct6Dp5eXlyz4vvjgQKyJA24oVqwIcdoMOq9VK27ZtpadJiGiIv+fPXyD7F96opUuXyRitHj16sG3bdkk3jIyMwOsVXqw0CZQE+Bw2bCilpaUSoA0c2F+2/+6776SbvUOHDtKewRK0wNlY4GBpNmtzdlDiLK9eKBV0Gi37SjLYWXSIhuFJNItKkS+DxY5y1ufuxKo30yE+Fb1GeKAk2VeCq+ZR9WkvPhe7mcEStMA5WuD7+Xt4+MkfJPDQ6zVodYEEtAHwchTEiO49Hh9xcSG8+dJQ4uNqT2RBPNu3bt1KtAAq4joXngBRTgOgAjL9YhNCg16v5esvv6RBw4Z07dYdEUMl8qEJYOXz+zCFWFn91BfoQy34K1ysfW26pPLFNK/Htd//l7K8Yj5+4DWWGJwUmhSGltkYd9vVJPZOk+ucUOfr1ClI5TvHy6vWmgUSedRsNwdAjwQ6R8oxO0zVAOvUcgze6jjj6rYipYgESzUeqpoUI2KM4yXty8uqpIdq/8EMomOiqBMfRUF+GdYQExazkeLPvib/+tux4KMUhZiH7ifh6cC73FvjF/Hwf6ajN5oweMp57LGruGVsQI79CHH/VASTWrNgsKOgBX5/C5zeA+X3Y9+xG8/adZQ//AK2G0cS+uBd6CxHPVHi/ih59V08T/wPxeNGo9Og+oTbWIffZMQ7tD8xzz2BISrqyJGK27nktXdxPfgUSmoTwj98HXPbX6YVCGAj1IxqVAkE7UwsKgIUiAVLAAKRVLCmCOAgBBbEbwGMauTPRX1RhOhCTRH1RP8CBIl6oj/xW3idBPiq+VwE/wrK3rHjiD6E9LkQqAgJscldJJ0uILcuJM/FAijmKnYVhVdLACPxtxC/sNms8t9ijsfKpovxhedMLLw2W4ik4Yl5iD7F2GI8ceyiP/G3KMKDJoqYs7CT+LcYV+y2ejxuCRBFf6IfMdbReZRjsVjk98EStEBtWGDmniW8uuFLRqddyuhWgRioA2XZ3LvgVVLCEqSIRDC3U21YOtjHiRZ476M1fD9vDyaTnopKl/Q+ieD8UxWHw0O3Lsk8/fiAWk1bk5OdTVFxMQlJ9SQFu8Y7ezoAJZ7jMjGuVovf5+OdN1+nzwX96NqlC98uX83n3y+UghBWswmnAhEL0ulTpwFOh4s9M1bhdXqo26M5I2Y/jtVmxeVwsejHreQUl5Am+4bNAAAgAElEQVQQHkqnZoEYVzGPzZs3y3jfevVq1+MWvBLP1gIqObmVZGUcpmHjZJxOL06HB0Xjo6LcQcuW9TlwMAe7w0NiUjTZ2bkkJSaSn19IVFQIpcXl8lyHhFikbL3wvBYXFlMvOU5u0mZmFVBcXEpySl0ys/JJTIqhoqwCl8PJocw8GQ4hNhbmLVwHmOnRrRFJiTEsWbqB7t1aEh0ZRvGEyRwafQuCnB3+73uo99xjoAkAsnfHL+PeRyZhsSg8/tAwbr9BqCcLr5kAcGJD4JdTmpytxYL1gxb4o1ngZz1QzoxMlLAwHF9Np+rO+zEOuoAQAYiaNDpye4jEaVUz5uBYvgp/ZYXMA6BProepZRrGPj2O2/Nwp6dT/tK7eCbPQp+ShHniO1ibHY1b+qMZJzifv5gFpChgDakgcGyKpxC85WCqF5Q4r6XTPXXXAt7eNJVrmg/khtZDZK97ig/zwJI3qRcSz4t970QX9DTVkrWD3RxrAUHdEwwCsUBl55Qz6evNrFmXIeOcji2qqlBR4eeO2zpw9ZVHxYfO15pi82vbNuF9ipOEKCmmVFOO8UAJQCSKoL8uXbKQhIRE+RMaGkZJcZEULYoKD+ezufN58fMpWEwmnrzxOpbt2cPB9+bTfkcVTp+XlIHtiUmtS9bKnYye8xQFTjvz12zArNVJb+7OXdsZfEFv0poFYl1KS8vYu3ePjPsVm2jB8vtYQKxCk6euJToylCpHFaXFVTL5rdfvwWS0UV5RiIqf1mmpLFq8gcLCUtq2b0Z+fgnt26WxYf16mjVLxai3ERLhY8e2LCor7Ay7vBt2p4MF8zbRolVjVq3ewoH9hbRq2wCP00+bNimsXb2bNu2a47K7WLdpsxTWCg0xc+BQDllZBQy8sA1du6RR+uFENt10K43uuIe6rzyGqtUTSHav8Oa7i7j/kY94+unruPuWAdU0REEDFLFbYkMgCKB+nysrOOpvaYGfBVBiIsKjpGo1lL7xAa5Hn0YTn4B25DD0LRpjuaA3+oij6m3HOp1FW5/dTtXyNTi3bkVbUgyL1uNZswZfUiwRUz7D0vHnk/T+loYIjvU3sICQ1j9GAzAgs+4Fx35w5YOlCZjiAwpWwT20M7ogihyluHweLDoTJp0Rk87AqQCUyO/04JK3aBiWJHNI7S/NotJjx+XzypfM5NA4OiSmYdKeQXD0Gc0sWCloAdi2NYd7H5iNotce8QR5vXoZ/xQbV8jjD15O86YptWaqYhH7lJlJUr0UGQcrvD4CqAQoeF60Gp0UNsrJypRjRkfH8OpLz1NWWirZBYMuHUK/C/vjcNixmU18MX8Jr389A4vRQMtG9cmzVxK2cD8ttlVgdzppcnVP6nVvzr6vVtDh3Vv478QvUD1ekuPjKcjPo22jeoy58gqMJqNAazJuat26tTImOC4uIMgULL+9BcT6MmHSSuokhVNRUS5ZKyn1Y9i9+xBms4WK8hK51ZeW1oRlS7cSFhpNs+Z1SE8/iNViRCiMeFw+9AYTdkeRjGM+sC+Pzl0bSZW+BfPX0bRZXdat24pWE0Gd5DDcdi8DL+7I/PmbiYgOxV3lorSyiIT4aArySykpc+PxQYfWdWneLIWc8Z9RvmEXTV9+HL/JICOhAsIW8NZ731BY4uDxB64NGE/1SGDlR3cKSYzf3r7BEYMW+C0s8IsAqmYS4oavmDEb1633460oR2PRo0lLQzvmWkIHiiSlMYEbSMQQlZbgXLEG+0vvojmUjVpaiF/1oXNp8CZGYP7PQ4RdP/K3OL7gGH8bC6iSPhlQOg8E5B6rei6f8SeBosAnMhLHXQyVO/AbYtDajnpFg/top76AcquKWJH5IxGmUKLMYYQabESYQgg3hfwsgEqLqk+TyHrM2LuMBFuUjO+o9DgosBeTFtWAm9sOo0lkMB7vb3Pb/soH+u2GbB5+Zj5JHjeqVovTZSI8vIBO3WfQpUsxvdvNR1GOUszPdzr79qWj0eowWUPxeQN0b0GztturCAsPl/vyc7+dzaaN6+h30QCaNGnGKy8+z4UDBlJaUizz9t12+52SUm4xGflm8QpMBgPrd+1l9oo1mMKstNlZRYs9DvwmLZ4qJ6rHh6luGFv7xbC5vJJIi4W6URG0ql+P4QP7kRAbK5VlBfVKp9XImFsRC5yaeu4J4c/XTsH28M3MdSTGRdA0NRGdRiNVebOzC3HY3TRpmkhmZj52u5e4hHDycouJig6jotyOLcRARZmb8PBQ7M4KHFUu4uLjZPxSfIJFUj2zc8tl2pK6dWPJySklPNKMSW8g1GYiu6AMj1dDTJQGj0crr1cRv+7zQUZOAXUTowmxGrDn5mMMD5cCYF7VhVYKUwTW1uy8IqKjIjHqA2lD5PqqCqqsEEA5tbJg8JwHLfBXs8AZA6iaAy9/5W2cT76IVjGg+FQ8RhXqxaNtUB+t1Ya2oAxXXi6eggI0FQ60ej1Gtx+7ScEwoA+mm8di6dbxr2bH4PH81hY4mq23egcsELwqVN7k41s5uuN8JlOTIMrvxl++BTR6NCGtjuxYB0HU8RZML8ngmz2LuLhBd1rENDzJvD/ngWoemULjyHo4vC5ubnM5ftVPpdvOyqwtvLdpGlaDkUe73xhU4juTi/YvVEfQ7gKemto9qHGTd/Lx4oO0KC8nvsBHYspehlw5nsQ6GcSEDqdR4te1NqCIMRUxRglJdfB6VZmPqaiokC8nTpCUvLE33cq0yV+xY/tWGjRsRLcePSktLmHOt7N47Kmn+XT8B3LXZ+wNN8lYVavJxJRFyziQncuhvHw27EpHZzWStrGEURf1JapNfebe+iY6jY5Ki5eN9Qrw163HqLFj6NuuNZHhYfLF3OPzSbsK74GIlxGxuVu2bKZ9+w4nxfPWmjGCHf28BVQhGGUnLFzk2BTgVgAQcf0HqKaq34ciE9OfrhwvMhEQbqhW0/N7ZbLmU8UhidxgyhHqphCWqIlXEn+LH8EAEEqVMihPDq4IufXqlBOIJPWqAFI1y66gy4rvddVbkaJhUAgoePn/PSxw1gDKX/7TzsZd9+FfugaNx4ff60fxeMHtwa/40agKOq0J9Dr5b6/Djt8A+rv/j/CH7w26d/8e19WvfpTSw1QtYuRXBWACj+on311ApMaMUWeVIOqMi8y7InbXVNTyTRJEKbZADqNqp9YZd/VXrijU9F5ZP4mRqf1pHn1UjfLYY/45AJUamUKL6IaoiipjpI4tyzI28dzqT0kJS+SpXrcSaaqF/GR/5ZPxJzo2IeiwfUeeFHdo1SJeKoeKUlrmZM3aw5hMQq1OJTExjKaNo086sqzsMsxmPZERx6fDEPerEIOwnCKPk9Pjo+sb6/nxUJkMlO/LJu67/D9EJBQh9Iia1nmLxOh/1JoVhRhRevpekuqm4Pb4ZMqKCR9/yL69u2ndtj3duvfks0/Gc/3YG/lu9kx69elLQX4+BQX5pDZP4+svP+eW2+6gSdOmMpl7aIiNL35YxPMTJxNqNnPNgL7sKSyg5NPlDAqrgzEhnH3fb5RC1hUmD/vbeul7cX/G3XybPCaP11cd1F+dS0rIXmvEs1LDmjVraNKkiRSUCJbf3gLiug2IiwjxcFW+NwV0+RS8Cuh94Neocl0LxhP99ucnOGLQAmdigbMGUKJTn8eDa9kqKu9/FN3+PDSKEbfbIXcixMKoVTRyMVRMetQWjTDecRPWoYODYYVnckaCdc7YAiU+F4XuLJL1Ceh0Zva7Mwn3a/BrDNgUHRZ9+CmpfKcfIODFkrLDZevAEI3G2lACtUBSy2B5a8PXhBqtjGoRUNc7VfklD1TbuGZSlW9Ykz7YDGaMWgMWvUnKmb+9cTJf71rAtc0HclOby4IG/wtYoKTUwbMvLmbt+gwpKz58WAtuHiuktBUOHCrmwMESunaqJ0HHqjWHaNMqkZgYGxmZpYSFGokIt1BUYseo10qZ7+ISocYKCfGh5OZWsm5TBt27JMt6x3qwNmaW0+X1dXhEeIZG4e6ez3Flk3l4PUK92UKbRiuwmdvUmoVF7qeCgkKiYuLkc+SHubPZ+uOPDB52hVRG27BezMVN/0GX8s4br3DhRQNZsngBLqdIBO9g4CWDufCiAbhcTplIN0wAqCXLefGLqZgMem4cMpAd2dnkfbCIVhtKcAlavNko45T1sVZa3XspLTu1R2cxYoq2YYkMlfkZhVFqPFDit/D07dixQ6rTJiUl1drxBzs6cwsI2CT+k7Q46UzyoQoPkKpBFe9PYlNQOIHEwlO92XDmvQdrBi0QtMBvYYFzAlDifi975yO8/34CRfXjSYrH0LUDbr8fY7OmOJcsQzEYsN56A9YLe6MJSmT/FufybzJGINZJ/OzwFpNZtYletg6UafWsrlhDN10CGkMSbn8VCfq4s1aakqpZwhPls6OWbUCxpaIYAjvif3cAlV6cwcvrJvFUr1uIMh9NA3DihTdt9yLe3DiZkakDuLHNUPn1rqKDPLj0LZqE12Nsq8Gsy9mBUWeUAMqsM6BTNHRObEm+vYR/L3xN7s6+0PdOkkKCST//7Df27Lm7ePaFRVitRrxeH0aTjrdeGkqD+pEcOFRCUVEVHdrVkYe5bMUBwsPNVFWJ1As6yspdpCRH4Pep8t9r1h0mJtoqAVFoiJGwUBPLVh6kR7cU6iSFBXI+VZd3Vmbyjy+3Azba1FvO/3V9hTCdg1hjOTZLW9o2XolGqb30DZmZGTicbsIiomTC3nffeJVWbdpyyZBhrFq+VHqf6tSpi8VmY/++dIwGg0y1UbduPQZccgmtW7fFJVJUaBTc5XYOTF7JxswM5u3cLql4IsI/VGugsVNPomrEFB9OSHwk5phQQmLCsYTasFdU4aqwU5lbTN0uzUgd1l2myagBUOIhptWIOKjDMp1G/fqn9iL/2a+5P9v8hbyRWp3GVsy9Ov3tcYchNvZqUznxqBfs6DCn+uxEW55pHblm1jYn9892YoPz/Utb4JwAlN/rpei5V2HDJjSNG2C5YjCmzh2PuJo9RcVozSY0luPpFn9pSwYP7jezQJXfQ76nEItiIlxjxqnVc9i5n2RNCDZtBD6tkYPuXFJ0Eei1xiPzOklSWOzuSQkJ+aSvrie1zgOCKK48VHs6mrAOKIqxWoTiBBn0UywQEoPJ3k6hZHGclaqFL2Ttk+sG5hvo6YzWoeqpB5JyHj0eIdkcKMd+fvanS3iHHF4393aqVl46TRfv/ziNSTu+Z0zLS+WPKAfLsrl/0Rsyke5rF95LiPFoPjnxfVZFPmadkUhzGC+umci3+5YzrtUQRrUIJJgOlj+vBWbP2ckzLyzGZqsGUEYdb740hIYNosjIKmPp8gM0rB8pPVBmkw6zSS9BRFpqHOUVLrZsy5FtQ21Gdu0toP8FjSXVdsXqQ7RpmcCOXfkyn9OJ5aoJW5i8Kht0Bv7R4zW61FuB12egriWH+nH/oGHSW7Vq1L1796LV6bCGhEsGxvtvvy6Pw2K2kL53D63btqOwIJ+IyGi69+xFZsZhfpjzLTf/43YZE1VVWYVeUN/lDpEfZ345jtwyPOVV8vFgjQjBFGJBCTVhjLRhDLGAVpG6ZyLyxG6vxGqxSc+Fp9KJx+nGGB5Yg08EUHl5eZSWltC0aUDePFh+Wws4nB5278/GLXPo+mhWPx5TeSHOg9mgNRDStCHpeYVk5ubQsUMbZs+eLfM3Co+hAFGxsbEyfk2AqqysLPm3+K5mjRO/hXjJnj176Nq1K4WFhbK9yBN54MABkpOTJYVz5cqVEkiL9UJ4JFu3bi29kzV5MsvLyyXNU/QvxhH5KXv06MH27dupU6eOzHMp8lPu37+flJQUOZ7VaqVdu3ayzyCA+m2vq+Bov60FzglA1UxRPLSPxIj8tvMOjvY3toDH78Xld2PWGPApCsXeUvnCEa2LZJVzNw0UPbHGFLSKNrCnpwQ8Vr/kQpI5LgQP/RhXk9+RgUYfgaKzyU4CaQSPAVsnIJuaBayGty5JgadDP8fmiAnAm+OB0pEUMiI+S74G/cwh1KCnABgT8VyB4wm0E6UG+p3LoiaEHv658FWub3ExPeqcnva0tSCd51dPkMIQ/+l5C61iG8uxvX4vTy4fz+rsrVzV7MKT6HkVripJ49NqtMw/uIb/rZlIp4TmPNnzFkkJDpY/rwVKfqLfPfvSEtZtyJAiBsOGpHHbjV0khe/g4RK2bs+lXetEeZ8kJoRy4GAxBYVVdOpQl9y8CvYfLMZqMWC1Gjh4sIQ+vRpIgLJm/WHSmsWxbUcevXrUP85ARZVuury2hvQS0Ecr3NziQSIMmXhVHWmhWfRPHU9seO0qwYoXT4vVhtFsk/fx7l27WLZ4AWaLhW49esnYpkBCdB1Wm41Vy5Yyd85s7n/oMcpKS1ixfCmdu3STL8cGo5HishIpOx4aFiafPeXlZdisIYTYbPLv7Mwstvz4I1dcOZwlixdRUlzMVVdfjdvlJr8gj5i4eAw63XEeqBoKX0FBAQJEtWjR4s97Yf2JZ757XxFXXf88uXlO2rRI4KtJ96GZN4P9I+/BpzOTOv09Ptq/i2lfTeHGceNYsWIFl112GVOnTpWgJSEhQQIZAYwWLVqEOJ+XXnopiYmJEijNnz9f1hGgKD8/H5PJRIMGDVi9ejWHDh3i/vvvl+d+5MiRdOvWjY0bN8o6zzzzDE888QRpaWkSIL311lsMHjxYKjeGhoaSmppKx44dufPOO+V8bDYbubm5rF+/nnHjxvHZZ59x5ZVXctFFF0kwdy5rzZ/4tAan/jezwHkBqL+ZrYKH+wezQL7XTo7rMBaNnmRDHXyqwkr3XhqiI8USkCKXD3HxW9DyxG/HAZQKIRKhRQ3rBc79KH4XSkjngPyqyNfiKUat2IgS0haNPgqf6me+6iQMhc6YKMHHApx0VowkK4GEmBKqHAE8ftb53TgUlZ6K6Rha0QkoToW9qptH1TKuUSwMUazHgbwSv5clqpN2GKgrRC3EkRzHIzymP1UlX/WyGBcdMNBAYzgynzWqE4fqp5diCuwKntTPL5/YNdnbeGnt57xwwZ0khyacssGiQ+v4ZOu3ZFbkS5B0S9vLj6u3pSCdp1d8RLnHzqD6Xbg2beApqYB5VUXct+hNaffn+95Oki3mlycYrPGHtkBlpZsNP2ZhMetp3y7pyD2Rk1eBSH7brMnRcyxyNIm6gsYnihCdsNs96HQaCahat0yUXpqdu/Jo1jSWHzdny1uvQ9skCdBEWXaoit5TM1EjIggxZ3GJ+U7MSjEuP3SM1HBrl5mYDMeDrvM14Pbt27DaQiWA8vkCEuai1NCuPF5P9XEr8iV32eKF5ORkc+2osWRmHubjD9+XsVKC9hefkMiKZUtkbFSz1ObSc3D44AES69Sla7duLJo/n7LyMnQ6Pd179mTFsqXo9Qb6DxjAju3bOXjwABERkYy4+mr54ivULoUKXxBAne9Zrp3223bl02vQw7jtOoZe2Y43XxiN/vMv2HPzzfjQ0HLWTN7P2MPkSV8wZsxYVq1axTXXXMOkSZMYOnSoBL/Z2dlER0dL8CP+3apVK2JiYqTHaPHixbRs2VJ6gr7//nsJdMSzX4CvrVu38vTTT9OoUSNGjRolQdTkyZMlgBo0aBDjx4+X9bt37y7B0fLlyyWY6tOnjwRpS5YskcCqadOmEmi1adOGWbNmyf62bNnC6NGjJbgLAqjauVaCvfxxLRAEUH/ccxOc2S9YYJUrG3vVNjrbOlLgr6KuPgbdsZS9mvY1Cns5H0Hmqyh+J6ouAhq/hZL7Cbiz0DT/AjQm/O5C1PQ7Ue27UFInorU2x6n6aaXm01rRMZloNuCkAwV8qkZwvWKTSkpHvEfCVaSqjKaYDMXHQjWQH+1IEqpjnFfis5WqgyEUc58Swn2a0GOQmMIOCYYK+YQIrlIsxwC06gM7plvR1yKcXEAhHxLODWJeKkxV7YxUi7lGMfEJUUcB2BlxAo+egI82z2R1zjZe63cvZv0xtEhUtuan893+FSzP2Cw9TQMbduOWNpdLSt6JReSOenvTVHIqC2kamcyQRj3pVqc1YUZhx0ARtJRHl73DhtzdPNJ93M96vII3yV/XApVlLqxWPYpOU70RcvwGgtvnY3t5KbF6E3sKS+iTnHRkx/vZrat4aJMdtG0IVbIZZPk/zJpi7F43Fyd3YHT7z4CzUOk8AzPv2rUTg9GExRYmaVGi1OzAB2IrqxkbSiCxrrc63klQnjIzMpg3dw79LurP93O/k4Bp8NDLKC8rY8eObdKD3rVbd9atWU1ZWSlNmjSlQ6fOTP7qSwTNSi/AmqKg14uNFrj73nt57ZWX6dSpM7379JExWTUbJyIGSnglCgsLaN487QyOLFilti1QUFDFuxMX4nb5SWuZwODuzaiYMhPv1m2Swhd7wyh2+dxUVlXgcbskkBGJjwUoF+BEUOmmTJlCp06dyMnJobi4mMaNG7NhwwYJogS4EdfQN998g8FgoH///tLzJOh8CxculL+FN0n83aVLFwmqBNAXVDzxud1up6ysTHqp1q1bJ8GRAGKijgBl8fHxcg5CEl+AKzGuaCdorIJKKMBX0PtU21dNsL8/mgWCAOqPdkaC8/lFC9TEBpX77VgUDXoMCA0jIc8rHtrlfqcESTZtWEAQQjiHcj+DAw+gxF2PGnsNitYGukg4cD94CtGkfo6qMeLPehtyPoRGb6KEdZZS6C7VTxvyaY2eL4liCy5ak89ENVJmzfCicrVixafAZ/5KotEyU3FyEB+3qVaW4qIhWkZhJbxaWn3jTx6tV6iiIwby8HIlZtoqJnaobr7ALqmCzRU9d1POO4TL73eqbiaodvIUH70xMkqxBuiEARknFqtO+lLER4QzVrFSofpJVfNor+r5QAknVtEEgN5ZeqDcPg/3LnyNuiFx3NdllDw/ImZJ0PXWZG9nY+4umQw3OSxeKusNbtTzZ/mSe4sz+Gz7t6zL2YnX76NhRB16JLWmbVwTmSNKqPF9sf17PtgynZtbX8bVzQf84jURrPDHtECh00mZx02C2YKl2iNzqLJSIolkawA0C/GhUreLErdbfmbSBoBNjsuO0+sn3mTGXP3ZoapK+V1N20KXU94rG4oLGJRQV34n7obhi99k6qEfMWjTMGiiuT7idUI1+bh9doY3/xddUu6vdYPt378Pn18lNDxKJsI9qRwLoGSancDzSqfVyviSZUsWMeiSS/n+u2+xhYSSl5crPVDx8QmyXo+evVm1Yhm2kBAOHjhwJAamfoMGbN2yGavFSpdu3diyeTMi3494uR0xciQJiYn4RV6hajqzAFA52dlU2e3yxThYfg8LnMhGEPmUjlKVRWhUbcH7Xbt20bBhQwmuz6cIQCY8pzWe1Z/rK+h9Oh9LB9v+WSwQBFB/ljNVPc/8+Usp37qTyK4diOzS/k82+7Of7kkPYhnqo5LnLcGCQqg+4qh3p7r77xy7CHfso1vExQExCJ8TdeslYKqPptmHx01C3X0LeIulB0pV/fh3jABLczQNnj7ClnOrftqSTwtVxxdKFBtx0ZFCviKCT3EgyDFzlCjcqHRW82mOnmgUNqpedD+Bq134yP2J9tfTr2e2EkUmPi6gCIMCN2DhHcUhvUZxfoV+FEnVWiMa+ip61uDlbcKI9Wu4iCJsikICGtaqHsZh4W0lHGN1YkRB9xPtRV9jFCszVQdD1UI2EiPBWbU2xlmfhMzyPO5e8AoXpXSmaWQ9Vv0Ux7SjcD+5VcXyxa5uSCx96rXjovqdibeenMPnVAMK4LQqawtz9q9ie+F+KtxVhBqsNIqoS6vYRji9bqbvXUKfum25r8vos55zsMHvb4HNpcUcqKjAptdh1elpFxHFsoJcCTLEfzpFS7/4BCYcSJcAKcJgpMrr4cKEJHaWlVIsksnqdEQYjTQJCWNVYZ6UdxZFr9HQMSqG9UUF1LFaZf0BCQElvyx7Kb3m/o9MezEGDfj8Gh6q+z0dbPvxqFp6Nv2O8JD+tW4g4SUQu/JxiXVl3JF4dgnPjwAzJ3mgxOhSYVyRtD4BuCorKwgLC6eivJzwiAgO7N8n28XFxctnU0hIiFTtCw+PkACovKJMegKiY2Klqp8ARo0aN5Ht9+zeRYOGDaXXQsxBUBuPjaBMT0+Xnol69erVuh2CHZ6BBfzgk+G5fhRVg1dR0cmdPkUomctktgpeFAmjzi0x7a8FYn6tfs/AasEqQQv8oSwQBFB/qNNx+sn4nE52P/Uy5dt3U7ZhCw3vuYVG/7z1TzL785tmoc/FTvs2upoaoBOASSTg9FYhyCoWrcjkHngRsfvc+FU3Ro34zI9exCcp4HdmwpaBUPdfqPGjUXI/lwuXGtkfDv8X3Plomn+F6jyAumMk1PkXStzwIwBKeKB6U8gO1UsjtJSjsk/xMoUIvsQpgcmUagB1oVpAU+kTgx2qh/cIp46iY63fxTCKeYQQchU/U3FIYCO8Vs0okCDpDbUSJzCDSMyK8Cg5uEUp5xXCmaBWIbLfzCSCcEXHJH8VYyljghLBCFcx+O0ssdSlH8V8QBhjsXIvJXJ+e4hD+Kp+SUTjdGdpZeZmnl71MTqNDofHKW0da40kJTSB7kmt6JiYRpQ57JxOss/vZ2fRAZZl/si2gnQOl+VR5XFg0hvlC3ZiSDQv9r0LmyGo6HlOBv6dGtm9Xr7NPszgpGTpUfKqKunlZRysqmBgYsBTNDc7k4YhIawrKmRgQh0iRVxQfq4EUgUuh7xcG4eEEWcyk15ZzprCAi6MT5KE2UW52XSKjiHX4SDFZmNPeRn9qwHUd5lbuXLJu7K9ECCx+/QMjNjK7fHzsZpT6NZsHVrtUaDvV134/KXotXHnZS1BeRI0KSFHLX4nJtUhKjoKs8Uqlcqk4JL8n6Za1UaocAbEX2T+RCH44PWh02nx+3zojQbpNfL/JMAi7jkBxEQdQXEV3gThuRLtBVgz6AMv2afTyrHbHbTKVzwAACAASURBVFJwIDsrU4Iwq80qVdiios5sw+O8DBNsfEoLSOK3TAivSDClVf1yPRDQSV+t5CrFgM7RfjVApzYBT232dY6HFWwWtMAfxgJBAPWHORU/P5EdDz+L3+0m7fnHcOUXoNHrMUT9dlnkhXS9t6IKb2k5poRYNKbj41u8VXa8pWXyDcGUGF9rVhU7r7m+KnY7dtDT1JgqjUkq7gmaXqTGhEVnkwHlpb5y/KoPv9+FRtFj0VqwaCwBACXimrYOgOjLoc6DsP0yNFVbUFMnQeEUcGWipH0NJUtQ9/0TtfGbaMK6HgegulGIXfVzFRayVS8faux8TQRfqU60isJXRMoXu35qAY0UvZQSzlC9fKdUB8f7YYhSgNAF1KHgwsdMJZosvNKb9RA2nlcr+S82RhMisyim+z30oIA7FRsfq3YeU0MYpQnIfztVlQ5KAZcQwvPpj0DVFhanfc6FehivWhmNlQEUYP9pTsuozqV0jivxN7sXseTwRpJCY0mwRlI/LImGEUnE24Sf7Rw7PcUVIoDT7qJDMmfU4fI8KX1e7Czjhb53kRx2auGKWrvQgh3VqgXKPW4W5GYzrG7KkX43FRdi93npHhN4PqwoyMOs1VHgdNAnPlF6UkUdAQJaR0Sxr6IcQdFz+nwYtRp2l5fRISoGr+rH7fXTMCSUraXFNAgJOQ5APbxxGs9s/Q6b3iSvTq+qwai4eTTpY65sOIB6dWYcd6xFpePJLXiauOh/ERV+M4pybjv+QjZaKPGVlZbx9ltvSPGGmNhYwiMisdlC5L9Dw8Klqp74t8ViwmAwSvEHIV8uQJaIMZE/4sVZE6D4BSTIA/y/I6kNRFyn8Jj/FC8oBCs8bg8utwun3UFFZQVlpaWUlpbK+Cih2CcU+oTQgABRIuj/wv4D5G8hHBAsQQsELRC0QNACZ2+B8wZQBzYvZXuGj76D+mI9BWnXnr+fhWt30LRddxon1v4Lv7s0m3U7MmnVsRMh50fxPTvrqQ42rN1CfOPWJEX+uotQ2eYdrBt5C52nfkRIakAW+rcuzpw8tv3zcdxFxXSa9gk66/EegcxJ37D76VdpfP8d1Lt+eK1ML6DCLaJ2xHZcgB9e5CkXqU/QK0ZMigatRi9fKnLdBVg0OqyYyPMWEaaPwCakx6UvCtT9D0LhdGj2GYq7MBD71OQ9KPgaXFmQ9hVkvoGa/wVK88kopqTjAJSg8HVAzwQlSirnNSFfUvgmqy4K8bJIiaUKP93VArphIAKFL3CwXIkhER2Ffi/dlUIuwEiJolKGjznEkIWH9hTyP0L5n1pBVxmvFCmzzwsv0/9RyluE8xgVDFCNvKWES5BaqvrpoxQwQLHyfOk28BSwOOoC+inlfK6GMhwz8eRzFaJNxDl7n4T9ylyVUhBCxCb9lqXUWUFmRR71QuMJPUZk4teew7Z1i3GHN6Vd43MBbX52blgH0Q1ITT439UB3Ra58prXr2AG1+CCbDlbQvUNLMneuY3+VjZ4dUs8Ytu7bsICd5eEM6tu+1mIqzsT+YlNjcV62fPEXniVBvUu2Wpmfm00DW4gURdhfVcGgxLoszM1iQGJdSePbUFQor1VddeyiSaNlU0khnaPj2FJaRAObUJQLRPK1CI9gQU4WjUPDJLgamFgHkeLgkgVvsCBnJ9ZqERORfKDKq+PC6Eo+6tyTOlFjjhyC15vP3sM9qajcQ0R4HxrVnXfOAEp0KvLjCJny8R+8T052lgRBAuQI9TPhWdJpq4GSVivlzU1GEzq9Hr1BLyX8a0CUpPZpxPNNxC1W69CoQmBFUAKPUgO9Xo+k/7nd4seF0+HE7XEjPpewq1osRvQrfkQi48uGXUabtm1p3LjJmZzK867jKDrEDwuWU+rwYo5I5IJ+/Yi21nZqAi+bVixDG9+cVg0DnsTSjE08dN+jbDxQxO0vTKBPdCmHXOF0b3PCGuoqZOasxbToNYgGscfnpzvvgz+HDoJennMwWrBJ0AK/gwXOG0C9OLoV/56wlWenbeGBy1qecAgqz4/pxgOfrubRz5fzn2u61/oh7vvuNXrfOZHvN64jLbTWuz99h1U76NhpBLe/M4fRvQLc+1+rbL3nUUpWb6DH0hnS8/RbFUEZKV6+FmujFOlV2nLHQ3jKK2j/6RsnTaFix27WXnkjHb54l7DWtaPsVLPbKnaRPfhx+R3YFLPguxxVpKt2gLhVyHPnolNVwnWhmLVWGWchXrSkMJ4rHzX9dhTHbtDHg+swNBkP+ZOkCp8aeSlq1usoUZeiqf+UBGw1vhVB4WtGHm3QM41oGQPVnjy+IgqHX2WcUsplmKgCfsDJvYqNG1Qz/dUS4hSFoYqZ7/1OdisCNEXytFJJMT4WE0smHhpXg7ECv48bKWMkZmIUDR9h5xKMfEokT6oVPKtUcgNmGqs6PIrK54qDSzDxogBVwELVRT8KeUa1sRE303GzmCi6K6bzAlC/1fX2Rxnnxgvqkdftf8z679XnMKUyrmjfkbjRr/P2nQPPoT0c+OF1utw5kU0715Lz6T0MefcwWaun8s7t/Xl1RyO2LHybk/UNTx7q8NppXHXb04x97G1uGtpJekV/y+JTVbaVllDl81DHbKWe1SaFInaUlch7Ky08gjC9gRyHnViTWXpyheCEuPOEKMzuslJEH/VtIVKEosjlYld5qYwRFNS+aKNJeqhCjQZKnW5iTSbSy/Pp/f0LFLuqZJyUTw2oz8WYG5EU0pzxnbvRNPToQpGVdwc5hW+i05poVG8uNkvv8zJRZmamVD/bsH4dM2fMkElFRRFiDeLz/Pw8ueEjJMbLyspxuZyBWCmvV8YkCS+W8AoJJTMR5+RwOqvpfgF1yhoKnwjmF3UFKBJ0vprEqaKt7D8yUoKt4qJiCcTEZ4IWKDxgg4cMoXlamhzj1y1VvP/4P3ltyhrik+IxaBU8ziryc8roc91dPPrP0cRYzk0qwVOWydwl2+hywUXE2LTgKeHyjmmYrniNSY+KDTw3/760M0st/Xjmlotp3KYjk/55IZMq+7Fx6jNHoopUdynP/3Ms84ob88mbT1I3MkAJD5agBYIWCFrglyxw3gDq1dsv5PkZ24hpPJAl8z4h4pjnYemuufS+ZAy5lXpuf+lzHr2u1y/N56y/3zP7VQbcN4X5W5bT8NyYF2c9pmzg2k3Xztdw+9uzuLZb4rn1cQatvHYHSzoPJGn4EJo9du8ZtABHZg4lazeRMKQ/SrXy1Rk1PKGSz+FkzdDRpPxjDImXDWLVJdcSO7AvDe+48aTusr6aTvor79F9wdSTvFPnMrZoI3ap7X4HZkVHGeLlKoe6QllPG1Cfk3mbgIPeckqd+2lkSKbIX0WCXkiH6+SLlk7suysBKKV6SqFgMlSsBcUAiXdA2TJUb1EAanlLUer+E40h5rhYAiEicTelpKDlPsLYi5u7KeMBQuipGnlTrWC+4iZE1TBPcXIpJj4kgjWqi+eUStLxkoiW+7FxASaeoRzXTyM+qYRRgJc71TJux0p3zLxOBR9TJcOHL1KNPEwIUYpW6vI9L79zSGA4DjN2RaUleq4n4GnbIsajkp6qjjmKWyr3XU91bqmzlC2vOWdCge+39jz90vXi8nkw/oresDsGNye/01N89egVvzSVU3xfzBUdu5N807u8fPO5vYzvm/MKvf49hY3bVnDow7u46tNcdi77Cr3bgcuvwXoCffZ0kyw4sJMKawMaxJ4J3DqHQz3DJvvTi2jQ8BgJ/V9o53b52Le/iNTUaurpz9VXobzCSWhogAXw5YE1jFr+oQRjOkWHRRdGnKUhJn0cqaFhvNe5B+bqXFEVld+QlXUFLi9ER99DUtzLZ3hEp68mEuVu37FdPpvefO1VCXIio6IYN+4GVq5cISWfBbARKnslxSWSnme12iS9Li4ultKyMswmk6T1GQx6KVGdmJiEkEjfvm0bV1x5JSKeSeTpEbmeYmPjUDQKHpcbu8MuPzcaTVitFg4fzsBsNksK34L583G7XPTq3YfOXbtI+fJfl77n5LmbL+a1ZfD++LcZ3K1ZtdE8rPtuEvc9+wX3vT2BQS3P4Byfytz7phPb7UEWpe8kLSRQwV5ViaIzYTaKFwE7l7TswajPl3B1q0AFp70Kv0aPxSQiVI884di0YQ9t2wcTCp/3xR/sIGiBv5kFzhtAPX1Db/bVGUzh3A/odP8UHrn8qBfq+XEXsc7aA+ue70m48imeu6lftXmdzP3yE1buyCamQTvGXH8ZIdXboz8umcZhkqnj2c/0pVuo07InNw+/CCjn6w8+YFtGBR36XcGQ3oFx9n77BoMfmcoHn77JlrlTyauE9v0uY2jv1kfGmjNlOrEtu1C6+XuWHNJy1x03EiXWW18p30z4hB8PFFM3rQejR/SXwf+nK+vnTWbWsq3oI+oyclBzxo3+N7e+MoWR1QCqMmcXn078irwKP50uuopLe56/Jybv+8Wsv+omOk3/mJi+Pc7o8tz1n5ewH8yg3UevnlH9kyodE4nszM3HEBGG+L1q4EjaTXiTiI5tTmoivFOugkI6fvn+uY15ilYCQHlUtwRBIrlgobeACI0ZjyJiGrQYhGdFXAP+Ukrtu2lubiZzNlk0Nkq8hcTrY9BojkfVgs4nkZmIWKrJflujBK7RyV36EykUIgmloA2JIoCbUN2TKmKagCT4Kr+DTySwgS9+iol6SgnhbqV6VcdP5U8JYc1oZEC7cJ15ZFLLQF9SeElQkkQQuQwuF/FNHlRFI9sEpLpEoLlMB0yB6kVkmIlGE5hrdaC8oOqI3XZBlZJx6lK/SZFUwIAn72hOmjM5QeKYFx5aR7Qlgjaxvw3V55fmJZT75h1cQ73QONKiG/5S9XP+/o7BaeR3+s/pAZTfR1n+IebMnsmOw8WYIlIYOXoU9SOFd7iYq7r2Jema/3BZcikL1u8jNLEJ11x3LYm24+PF9qydy5ezV+IzRXPlqDG0rBvwjOyf+xq975vM+i3LOfzRPYz4JIddS78kY8N8tpaFcdkFHcUODnO/+piV27MxRSVz5VUjaJJwNJdW3u41fDF9IS5VT5eLR9C7VUC4oaZUZG3j04lTya/y03nACC7p3vyc7fVzDX0+P+s2ZJIYH4rX5ychPgSzWS8T45rNOkkxq6x0YbMZqaxyk19Qid+vkp1dTq8e9SkutlNYbCc0xEhcXAh+n5+MzDIMBi2JCaFk55Szet1henWrT3S0lVd3LuXJzfMI1dsINUQTYohCpzFQ7nEyMqUR9zdvJae7s7yC17ZOItI/m56xkfRv9Cpabe1QzHfu3IFOb2TBvB9YMH8esbGxjBk7jj1798gb1mgMrDKC6ldVVUmLli3Jy80lNjZexi3t3buHyIgIEpOS8Pq8UoVv9aqV/LhpEzfdcosEUBmHDsmYp/YdOnDo4CFiYqKpqKgkMiqSw1LAIonDhw5Llb68/Dy++PxzCa6uGD6cBg0a0LDhrytfvm3mC3Qb9wE/bNtBl/hf3tksPLCBzyfNoMhloNeQkVzYIXB/+ypy+ebbpbTu1o210z+lMrI9zaMLmP3NND6YvIrLR99AUlQY4269lbxNi9A16EZo8Qo+m72QSe9NptmAy2mXEsWg6/+PmLLt7K2KYFCvmvXLwZwvJ7HlUCFhiU259rrLCDkhUfnSmZOYv343IQlNuH70dcSdo5aNoJEGnvjI1A32Kg82q+6k9enYe0mwMEV8W0WFj7AIA3rd0clVVXkxmQQd9NgWgTFOVSor/JgtGiqqKnA7vcTGHnut+8nPL8cWYkGn1VNVaSdCeuI0OB0+XB4vHo8Lg95wZKNCjFFZ4UKn18p5yCJznR3/jHMLVSSxhGmE8Mnxc/N5xbLmR6cN0FwrKxyEhtVQKI+XQ3G63Ph9Qp5FwWT5mbe06mYOh0eESmOxHmXsuNx+8GswnmPEhcvlx2isOYZqW59OteVXeZoGO/2jWeC8AdRT13cip/v/GG38jus+zOHHZZ9hVaBy7w+0H/AvPlv8Pe+PHkjkNS/zv5v64SlK58brruWQpq6Mico/vIODzkS+/HoiqXFGXr+lC3d9ns6IYUMIMWnZvOoH4rpeRTNNIVluHVZNFfNmz2fY45/xyj8GcHDhx3S97E5i03rQoXVdND4HPy5bSlS3G/lq/KOEKaX/3955gFdVZW//d5Ob3hskgQAJCb2G0AVEQJAqAoJUBXVEsaAiYhkdHTui4IwiFoqoII5ioVrovbc0kpCQ3nu5/fvWvrmAigqWmcx/zn4eHm7u3Xuffd5zzj773WutdzG2a3sOVgTQt3tX/Fp04u9PzcOj8DjTp86gLqgdEcHeZJ09SplvHOs+epumF9ch9utlLGTBjEl8mmDgmu5tccVE+omD7E+18ME3uxkdG0L8N+8w7f7FtIzrjZ+biZO7d9Nq7KMsf/723yRCWpuRxbm3V1Gy9xAVJ+MJGzcSF39f8eNABBta3D4V/zg7Scz7+htsFguNbxhE5gfrSH3tbdybhNL89qmEjxvJ+ZVrMeQVEDN/jvLJN5VXkrlyDU2njlcL7ZTF7xDUJ47Avj2U0l/I9dfi0SSMjGUfEDSgN2FjhpH39VZSFi2lw0t/pWjnPmpz8mlx+xR7TJbNxt6hEwkdNZSoe2dduMfzN32vxm41W2hxx2TcGoVQl51H+rurMRYUEz1/Dp7NfsGN5JLJyWI1UWgqws9Z8sR4Y8SC2WrESynu/TDBpgSZi7uflxKRuLzIQb0ashrrpTV+kWwoHmN3C7z0ZbHHWstTVCEh66N07szAU8VnXVaC/YdDradAPxrFz03KjkHbudTF8is6DvJyEjeeqymS42lj6h7mNyAJcUnCuyfrJI/0mn41p3LVdX+VQFWkMnvmbIrcmuDvqac0K4n9WfDJps30aQozh8TxVWId/fr1I8jLlZKsJA5lWnnjg48Z01WIjIXlT9/JK+uT6dO9DZbqErYfSuHhxau5Z3jHnxKolbmk7VjD8rnX8UxyLOe++iuP3zGBLWkudI0Ow1BewKGUKhauWseIDoF8v/xp7lv4BbG94nCz1bJ/+0GGP7yYl+6+QWFxauNbzJj3Bq27XYO3m4Hju3bT8eYnefeZW/8UN7/1X53By8uVJuFCeCrpFtuE5LNFdOkYhpubnh270mgVE0J8Qj7h4b6knhN5fOgZF8HxkzmENvYh6WwRfXu1IDOrDH9/dwwGyZSD+rxvfwbX9G5BWJgvS88m8s7ZJLxcZJFVL7SAjSqziYfadGR6VIyKl3ryxGGOlVYS6hnEkm7d6RrwG1dVl7m7JAlpfEICnp6eLF60iJqaasLDw/Hz81MWKUd8k5u7O0WFhcrdTnLrCNE6euQoFqtFueV5e3krxTwhXEaTSQlBhIWFqUdf3AFdXVxUktyiomKSEhNUHz1791ZJedNSU5U6n7j8yXyVkZHO4CFD6Na9O61iWiky9ecVC/NHduFY1D1sXfLrSrH71r7MHc98QJeevfDQ1XFwx26unb2QxQ+Nw5J9kI7t+mCK6Uf3di3o2OMGOjfKZe2aL/j825MMHDmGRgEBzHviYZ4e2RPvae9wX+c8Fn+0mc2ffUPzngNp28SfiQ88xYnXpvJxSU8Of/Yi5qJkZk6ZQqY+kuhwP4ozE0mta8LaT1bQppE71Oby4K2T2VPkS6eoRpTnp3I8x4X313zMNdGBVw2dTTmlioSQlfLKGjZvOsGEm3uxY/sx/Pz9iYoM4/jRJCSBRUVlBd6+Phw5lKvu6YQzWVxzbSeCAqtxd/MhPiGT7AwdHboE4eJmwmbRUV5ax/XDunA2IZ/CsmIimkbg4mwiN6+A9POV6HQhlBUX4eHjhK83TBjfh2+/3U9YWASNQ335ePU+cLKpe0jvbGXq9AEcPZzM7t0phIT5kZdbhMlcx/VD+uDmBvl5xZxPq6JxeAAmUw3t2oYTE9OMjZsPEhwcQONQf3x83dn05Wkqq6uxmd3oFBtAfm4ZXTpH0yjMn5Xvb8NDNkZCXOjTtys7dpzCx8eNkCBvoqIjOHY4mbDmgRw/kklGRjmBQS4E+voSEOSKTuVTtG9kVldb8PBwo6qijOEjenH4yFkSk84zsH8cKWkZyo3WbDFw+FAukS0i8A+owVkvVt9cBl4bR1FRGakpebSIaozF5EZiYhKdu0QqgpidVYreTUdVTR2lBUI8XWndLpSWLcOwGC1KzVJLGHzVj8P/mQZ/CIFK7vQ3PpjbjX5t47jxte94aEQMi+4awnrzcHa+O5eJvdrS4vY3een2a1k0ewTbXUfy5eK7L4D4j/tH8HllX759/zHeuqc/ixNjOPTde8h+rCFzB5ExgxjxzOe888go1Wb/6scY/dj3HDm3H+cdbxN7y0Le276fEW2D1O/VmccY3G8Y3ResYclfBnBzj2ZkRs5k19pn6slMDfMnDKWg61yWP3bThXE8fktfkpvP5JMXZ/1gUb3uhRk89GEh327/glbB9h2N3GOfcs3IR3llw3HGNs9iyPWTmPba18y4pj4eqjqFQb1uZPQLa7h/5NW7B5grKik/lcCJu+bh26EN0Q/dbU+OmJWjYpFiVyyh0ZAB1GZms7PvKNo8/TARUydwbulKzv3zfVrefwc+7VoTfG0fTt77OBVnErnmu08VoUh44kVyvtjEgH0bcXJ15fTDT+Pk6oLFYKBkzyG6rfoHni0i2D9qGkHX9KTts/NJefUtzq9Yq0iYb/vW5H6xhbIjJ+i5fgWGohL2j5hC5zdfJqBHF2xmM2IF82jahOCBfdgzeAIdX38W33atKNi6Q5Gu/I3fETrqeoIH/kJcnBAWm4UKS7VS2BMZbW9nDxXkrdz7LHXoncCt3hIlKnh1NiOeOlesNpOqJ640klAyISGB5s2bq0WNkAmJIfilYg/61v9s0kCJWTh37hzNmzXD9dK+auvAw74YKywsVDEKgYE/fOGKm49e76Jys/xckTGLK47IG19JkT7lWJdLcihB5jIWWcRdSZEd0lWnNxBffI45sRNo4ReOyWKi3FBNsKc/5XWVFNSU0tS3sRKXEJGJktpytYsY6hOCl4v9/A1mI5mVefi7+ShLVq3ZQG5loVLzc3P+4S6ixWYlozxH1ZN8UOo5NtWQV1VMuE8jRUb/cXQdZbUV/CX2Jpr7/haBhys5e/hVAmWzUmcCd0kyVF9mXteKmgGvsOap0dzSuyU1fefx+cLZ9YTExqonbmb+1wbij31J0ZY3GPfUFr7a+TXN62/D9G1LGfrAGr7Y/j3+x9+k+/1rLlqg6gnUR0/cyOvZfdj5VBztBt/FV2eSaV/fPi8tGWtQM1yzv2PYLc+y6Msd9K/v3JCxjT5D7+Nv6/cwovE5Bg66lTvf2szknvWy3RUJXNd3LONfXc/d1ztcra4Mq1+rJdakbTtT6dOzubI8CRGqrjZiMlmI7RKOi4szO/ecU89zaCNvWrcKoay8luMnc/H0dCGiqR9hjX05n1nGkePZmM1WWkUHIzvMFZUGRbLiE/Pp3bO5Gsry1GTeSDqDhyIOF4sk6+3oH0C3wGA25WSRWlWhYqhe6NKdviG/T778chicPXsWkehPTkzko9UfqGdT8jJFtYymvLxMESOJeZIcTZ4eHmSeP4/kkZK5Se2PSMySzabayWcRk5DNLwcBk2dNFm6O5KgyH0k9x/Ov4qXq2xrq6pBku2PG3kRwcPC/IXluMaM696TTw6t4blqfX7xFSlN2MOKmB3l87TZGtLVbYK35B+k96FYeWLmTW2Ly6dC0O32f+YS3Hxh5sa/0DcRc/zc2HD9IK2UVqmRq3154j3uZpQ+OUC58Y2IHcvPbXzOlu13M5aU7h7HV2J/vVizglbtHssd1JOtfn32hz8Wzb2CDqR9b3n2MNc/O4K3TTdm59rkLv3/2wm28sMeDrV++ScDV7EfVezrYN98sVFZZeO+dzQwY1J73l35H+84t6NEjht27k0hLK6OiqohOnTpgMuqprixR8XnlpW706qcnJbmE0/EpNGnUmbKKdKKiG1NcWIGXVyBTZ/Tim41HKaooxMstHJ1zJRnni8jKLqZb5+uoriomIzOF9p3cmH3nRB6dv4zYrl3pEhvBa6+uo3mkWC1L0LtW8uiC29my5QBHDmVSbcjBVR+ghEnatWurnksXVwtHDyeqezc9vYC77r6Bzp0jmD/vY5o0DaFpM3+uvyGO3d9nkJSchM0SQLuOAezcdpCJU/rSJLwpK9/bQ25hGV7eJTy64Da+/zaJ/XtPEhXjwZgxQzlyOAGLTc/nn+wjpFFjTJzHUx9KVFQ45zJyiYoOIT+3ipaRrTl24iBOTjaefe52Pv5wO17eVkaOGsTzf18F5lD6D2nBudRyUs+eJzDEhL93cyqqspg8aTh5Ref5ePVBoqKDcaYRFoqwmPR4elnZ8V06bTuGERQcQF5WDXn5Z7hl8nWMGNkLk7EaLy+/C6EEvzYXar//30PgDyFQCW3m89Fj4/jypdtY8H0A296/jWHXjefZr48zIsbGhJ7daDn7fV6cEUnfqI44dxpMlL+LculwcnbBUBjP+n0mskuP8umca1nLOLb94956tA1MH9yZdg9u4NHhdrN+7dnviBt6D0uPJNLq6D+55sFP2Xp4G5GX6CvsfW8ut64xkPzNEib26kCrOct5dmpv1d6cv59OHW+g2cAxNHazqMSOznpXStMOsCu7KSmpW7BTMdksLuWmPl3oMn8zf72p7cU7wJTKgL5TmLtiG7FZ79B16kKGjx6KzlCr3Khc3D04sfkjPIb/nT3L5v6mO6c2M4edfUbQ7vnHiJhmV7bL/XILaUveofeGj3Byc+X4Xx6maNteBhzchIu/H1lrPuf88jX02bJW1bdZrBwYO0PFUEkfZUdOsnfYJFrNn0P0w3YSe2bBc4gIRMTU8YSNuUGRKavJrEhRzKNzCLmuHwfGTFd99fjsfUW6xLJ0ePJsrtn+OWVHT6o++n6zDtdAf9LeowuUNAAAIABJREFUeJfKhBQ6v/kieV9tIe3NFYqUybglj1XPz5bXj82C7oc+CJfgZDfDmCwGsk0FBDv74KX3r18UiUOEjVJLLRXmYpq4hqpg8xJLFW42GwabCW+dE76ujdQio6CggP37918Img4ICFD+/xIfIC4zshtbUlKCv7+/IliyCBECJUkx1au5slIRLtnJkkWJLE5EDljiEzp37qwWLp5u7mph5OLmZg/8loWA1S4zLG0dwd6ycJLjmoxGRbzkOEJsZOGUnZ2t/paEmfKvuLhY9SPjkDHKP6kn5Er+lzoyfmkjJEmCwkW2WM5PxhcSEqL+dyy2WrdufUX3oZzPlyk7OZ6fzLye0zBazWxI2UVsaGvaBkVRVF3KufJsUstyGBzZg2/TD5BRnseQ5j1IKElnUIseiiBtSN1NC99QovybqBizXZlHCfcOJquykMEteqhcUlKEgEn/TXxCyKkqpk+TTrjpXfk8eRvtgyKJCWxGI68g3j/5FUU1pdzffRKe+j/OYvBjUH6VQAE58TtY/OZKssuMtI67lqI968hrPom1C29lYo+OtJi9lJduu9TlNpNBbQYye912SpbfzXNbiri+V2tqDSYlWOLpbmLtu5/w3PZsJrttoMudyznkcOG7hEC9mtaFw+/fw/0zJnFeF0m/fn3o3KkDXbp1J9hTx8aFs5i85AAThvakrlYi7XS4ebrz/SfvMviVA/wtci9tJy/mxjGDsNaJgAG4untwZPMH+Ny4iN3/uLixdUU3y69Ukntp/dfxytrULMKfA4cyCQ31ISurnA7tG+PmqmfjliRaRgUqchQX25Sks4XKCtW2VQj5BVVERQaRkVmKu5ue81llxHZpgsFgVoTMx8uNQ0cz6d83CmdnHYeKC7n38F67C+sl1mchJQZRw7NYELIe5u7J4x27MLDxlW0qXC0W4mp4+MghGoeG8+knazh04ACeSlBC1PXsCntCenx8ffDz9SM7K1tZnmSO8fbxwWQyqnOQZ1/mI3mGpYgVS55/ceuTZz47O0t9L0p+spiVupKPSuY9aSOLXomnmjR5itrI6dSp089uCl3tOf58/Rqm9eyE+8QlvPPg8F/sdse7DzLm8Y2MG30NRnU/6nDz8GD7+lV0u3sNnzzelm7tR/LEl6cY2/biM1927GNix7/Cx9sP0DNCXvwVTLumjyJQb80dDrZMbuh8I2MWfcRdg+3z3it/uYFvbIPZ+vYsBrZujrn1KFoGOtWvQ/QY8k7zSYIreWe+59Hh0Rx36UnXZt4YzRZ0opBYlcXKrUnsiE+nf7Nfd0u8eOJiCRUxI5M955PZie27jmA2WHF18SQyshGhTfw5dDABHx9/jIZamkaEUl5eiaHWiKePFwaDE9WV+VTXWPHw8lTu427ubpSVluPv74ObuyvRMY05G5/JocOptIhshquLBYNB3OpMNAlritlcTXl1DYEBrrRs2Ywd2+IJb+JPs+aBnDqZho+fHwUFJXh52+jerTP79yZRXFKFb6Aes9Gm7qng4ECwueDr60p2do56j5ZV1BATE65EQvbtSyE0vDGFBXn0H9iFc6mFVFZWYzHraB4ZQtb5bFpGN1Xxfdu+PUJwWDB6Jws94jpw+vR5zqXl0yzSj+jopuzfdxxPz0CqqqqVhclqrSHAP4RNG/bTKDScmDa+eLr74evrQ52hksqKWvpd05n9+xIxW+ro3Lk1e/edws8vAJO5BhcXT7V+ELdZb28vPD31NA0Lx2Cs5vjJDFxdnRC3wogWwTjZXCgsKqCkyEB4RAAeHvJ+N1BTW0F0TBjBgT6YTSaVmkCzQP1xM8d/W09/DIFqO5+PFoyDihSGDbmRMqszod0ms37pfBETZULP3rS8ezkvTgsltlkfOk6cTYdGrmrRKy8UvZsHIU2iuPnmkbx79wA+MY9i17KH67GsZNqQOKJnf8ZTN9ljispPb6T3jfN4++AZWh1/k74PrGXj/h31O1H2Zmc+f5bRi9JI3fU2k3p1JvLON3lh5kD1mzH9W9p2n8EN9zxAM4/6+BadDld3L8Ij2zBm9GAuaPEYCxjZqzuDXt7N3MGXxBFUJ9JvwAzmrd5Gq4TXuG7uGubcPxNno/GC65anjx8x3QYyrOeVLVx/fPPk/GsDJ+97jH47vlBKeFKO3T4X15AQ2r/wGAVbtxP/2PMqJqnzWy+r3w/fchdeMZG0fUawh4pTCRyd9QB9vv4QnasLSS8uIWftF/T8bAV+XTtQcz6LvUMnETHjZlo/et+FIRR+v4v4Bc/TZ+snyqK0q98YOr7+DI2uv1bVyd+8jfhH/07/PV9xdtFSqhLOEvfRWyoOSvprftstahzlx0/T9Jab8GzelJIDRzky9R68IiPUeL1aXswRc9kHxwZmrBitBqosVfg6eeGu96TWaiLPlE+oPpgaq5kaaxVBej8Vm+RstWCwGZWEud7JzqjF+rJ582YiIiLULq8QC9n9FXIhixghTRIrIERLSJT8LhPj6dOnVT0hUNKHLF6ECMlLQ8iMEChJRunYOY6MjFQ7y5JEUxYr4sojCxpxt5GdYiFOsnCSXWRZ/Mjv0nfv3r0V8UlMTFR1evTooY5z8OBBRYaESMnvQphkDDIm+Vv6lHHK8aWeFPldlMBkjLL4Eqtbeno67du3p23bSzYAfmWm2pp+gGO5SczvPZ2NqXtVstuHekxRrWRRXGqoYG38N3iKtUkHRouFOzqPYfWZjbjo9EqSubC2jNld7UIM75/8QolRTG0/nA9Ob1SuF9M7yE4xbEzdzdG8RJ7oezubUveQXp6n4py2nNvH4sEPX3hBrT69mYLaEh7sPvlPnWd/jUCd3bGKkdOepv/4KbRs5IW1Op/331pBnzlvs+rpCUzs2ZGIWW+w8E77fGMvFYzr3I2Rb22kdMW9rDobyIyRXTGaxLVHOJReufIMHDMZrzMr6P3AR5e1QL2S1IZj614EayWff7CazHIT+Wmn2Hwwnef++QF8+xh3fHyeh6YNw2AUq4QYnZ3w9vOn++Cx6PcvYfjfNvLg3VOwGU2XzFX+tIobyNAef2y8m5zb8RM5lFXUYTFb8fNzp3tsU7JzK0hIzLcniLXBtf2iOHYyh4oK++ZDUKAXXTqFkZBUQFp6CSIsMWp4W9LOlZCdU65iL4RgSdyTWKZMRgvdu0VgdbIp97wvs87jo3e5IIcuGy5Gi32u7xIQxIPtOtLJ/+pdsa7mxpPNjfiEeCIimrH0zX+Sevaski6/adw4NXcEBgapZ7qkuBi9q4uai5wk8a9y+WuCyWzC3c2N3bt2q82ZoTfcoFz+ZG5o1boNGefScHZxUXmngoIC1XwgmylCmPbs3qUs5DLf3DR+PM2aNSMqquWFeeJqzuO31F3715t5aLMLKQc/5Je2Oja/fge3Lk1m/l2jMRrkfrTHanr7+tOl7zB6hZfQo9cE5n16hEldLibrLjv6EbETFv4GAjWErW9OoW/rtrQc+zAdQpzr41vt65CAiLZMGh7L9H4dMcbeyoAYP8yyIyoxay7u+IU0Z8zY0TT2uRr1QHnG7X7XOosNm5MzufkleHi5KRJ1LiUPvZsr1VV1hIcG4B/oTkJ8Fo3D/XFxcsHb34WcnCIsNU506tqM4jIDyYlZNG8RQnFhOd7eHrSIDuXQ7kRCG/tTJ94Z1RWEhPhSkC9kwVMROL9ATwyGKlydPKisNJBXWEpIQDBBQa7k5BTg6++nrJx+Pr5gqSM41K7uevlS+/9tevaE9fa4KxXQBMq1zl7sLuyC3Y/NddJG/gkJFVdcHVajDSdXe2SwKvL1z0BcU2XCzc0ZZxVT5fB3t28wYDaD3u7dIB47cj71o6l31r/UP96q4qR0TnIwWStcGkMmkcY/R5Jl090exyyDvFr3+N/yPGltGiYCfyyBAja9eivDH/6ETUl5DGslJnk7gYq6cykvzerL/cNiye/9FGueurzC1aK7+vO5dfQPCNTUwXHE3P1TArVMCNSJt+h2x3K+PXOQ1he8sszcNzyWcx3n8tVLM5jQsx0t73yLF2fVL2jMRUzq25vQO1fx+iy7Verni5UXZ/ZnXVk/jnz2wsVq1afo1m0yC9YcYHTwIbr0m8Vr3yUwNOqPkxkX+fKq5FR6f/2RWqSKkMP+0dPp8tbL6JydlOUnc+UntFpwH42GXYeptIz9Y2bQ4dWnCejeVY01+YUlVCaepes7i8hdv5GyQ8epTs2g+7p3lPUne92XnJn3N67Z8YUiOY6S+PQrGAqL6fzPFynasY+EJ1+i98YP0Xvb3auO/2UeotLXbdUbyhIlrn6Rd9+q4rHERbDLO68qN0C3kAu2PNWuJv08R2fOxUnvTM8vV+H8a4kc6wNTi80VeOpcMKkcMPKS1eMuAhFWG/nmQnydPfHQeSK+5rIIcdbJdbAHtToIkLi5yaJGSJKQGvlbiIZYiBwuNUJqRHJYiIyQJiFK8pu0kxeCtBUCk5mZqRYyoqolliN56Qt5kb5Onjyp4hmE1EgbmWCFpAmhkeMK6XHsKgs56tChg9pVFrcfIXKy2JFxCDESIibHlnOQfqRfWSg5yJf8L33LsaRvWUDJGGScMn5ZlMn4xfokfV9p2XJuP8fzhEDNYF3id2RVFjC3+y1UGKr4OmU3bYKasS/7tFp8+Ht4U2s2cWfnG/k4YQvVhhoMFjMuzi7c2eVGdcjFh9cQ5h3EzW2G8NbRT5WFaWan0eq3dYnfkF6ey7ye01mfvJ20shzGxPTnmT3L8HXz4f64SUQHRPDB6U0U1JRcIHJXei5XW2/OyPaUDVjI6nn2mKEfl9fu6MWntinseddhJYeXZ43koN84Pl0kFqjWBE1/kzfnDL7QNG3rIvre+RG7Eg5Q/PECJr91jvhD6y4rR5666XWunf/p5QnU2XYcW/MMtWY9HpdMNSvvH8mKsn6smNuKgROfY+upw0RfJta6JGEDvUY8wLKdZ7n2z82+8BPc6upMuLtfHLS48clzoxc/3PoirnliWZJSUFhNUKCHcnU9HZ+nvuvQLlSRTgk8v9S9VfoSd0ApZUYjryeeZmdBnop9kvnCW++iZNSHhTdhZJNmeOn/uHn6l+4v2czIyc0hKChYkaiM9HRuve02ZY2S72qqq8nJzaZF8xZUVVeTnJSsLEkxrVsrshQUFKSs51WVFYwdN47UlBTc3T3w8fVV3zUODVPxTvKce3h6UFxURGSLSPbs2c2BAwe5eeJEWka3VPOGELl/VzEVnmZAz340m7yIj/5+24+W0HV8/clXtB8yGrfUr7hmwnN8evwYsRf50YVhGjP20WvQNB75EYEqP/Yhnca/xoYjh+mg1vniwtcbn/G/bIHaLC58yx9hzsiulPV6itVPXG4dYua52wfzndMovl92Zcq3v4yrbBfVJ0O2yZagnuXvfYfexZWwcB+iWzciJ8vI2cRs2rQN5vSJfHr2a8WBfZlkppUREWWjplbElGyMGhPHubQanN2tpCbnUpxvZNRN0fgF+LP09a306R9tV5UMDGbVim9pFK4Hi1iNPAiL8KCksIhA30BatvEjOSWBdq16kHT6PN36hpORXsOp4+mEhYfTsX0Ava+JxGqVfGKu9dFGkhJAj01njz90sspnKza1CSLk3y6KdCGq2OqMTicWdpEzslvhcLJeEESy2fSgM4PVLsZkcxLSInXlO1dwMqu4MXtbtT0KOpkz6uOfbEJMlYySHX6b9GLBpnKn6dAJOVIEzn5s+axInV3VQtElJM2BTjRv7esFJfZhkwTWSoJJjc8q41RLCYsSoVCqvnLeVsmoIud4Nf6c/64nUDvOvwOB302gHh/XltMdnuKLv9lzptRlHeeNdUe5b+7M+sVBKcPbdaDl3e/zxpyhFJ3ZxMAbbqflyNuZOawbluoCvty8n5lPvEK/mABenN6VNdZxHF/9RP35VzC2V2vazN3CCxPtCkplJ76gw5A5rE7IpP2Zd2g+4E7ixs/hL5OH4ONsYuvK11if6MPmnV/SIaiGG9q2pdV9K1k8W9T87CV192oGT3iUATPu46Y+bTCUZPD1ziQefv5VOob+MD6m+vx+Rgy6Cae4idxzy0BcjGVsXPkmb3+dwqeHEhgXF8Lnr97HnNc3MvuRJ+nUPICchP0cK23EwhcfwKHHdjUX1FJTy67+o5UIRKsF96um2Z98Scor/6TlQ7Nx9vLASe9CwuPPE7fmbbxbtST3i83EL/g7cWuWqTgleej3jZqqYqh827fBv3sXkp55Fa+o5rR55hGVU+rIjHuVK2DXZa9eGJ5YnPaNnErwgD7EzLtHkaKU15bSb8d6Vaf85BlO3PUIXd59TYlA7Bk0juiHZiv3v9wvNpH8/BIGHN6Ck7iTnDiDZ2Qzirbvwdndg0bXD6DidCLJLy6h67KFOHv+iqzRJRtGMuFlGfIw6JzJM5yjl3sbCm0GAp28MOt0nDMV4KZzopVbhHKjlOlQ3HgcYg5CYISECNFxCCs4/pcFi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		<p>L’article <a href="https://repaira.fr/novembre-2025-saint-etienne-les-journees-de-ladac/">Novembre 2025 &#8211; Saint Etienne &#8211; Les Journées de l&rsquo;ADAC</a> est apparu en premier sur <a href="https://repaira.fr">Repaira</a>.</p>
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		<title>S&#8217;engager Pour un Agir Démocratique entre Institutions et Territoires</title>
		<link>https://repaira.fr/sengager-pour-un-agir-democratique-entre-institutions-et-territoires/</link>
		
		<dc:creator><![CDATA[Hélène Fromont]]></dc:creator>
		<pubDate>Tue, 20 May 2025 14:32:51 +0000</pubDate>
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		<category><![CDATA[Non classé]]></category>
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					<description><![CDATA[<p>Parution prochaine du n°15 de Le Sujet dans la Cité Revue internationale de recherche biographique, au titre : S&#8217;engager pour un agir démocratique entre institutions et territoires, coordonné par Pascal Lafont, Marcel Pariat &#38; Frédérique Montandon. La revue reprend son rythme régulier de parution bi-annuelle. </p>
<p>L’article <a href="https://repaira.fr/sengager-pour-un-agir-democratique-entre-institutions-et-territoires/">S&rsquo;engager Pour un Agir Démocratique entre Institutions et Territoires</a> est apparu en premier sur <a href="https://repaira.fr">Repaira</a>.</p>
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									<p><img loading="lazy" decoding="async" class="alignright size-medium wp-image-6316" src="https://repaira.fr/wp-content/uploads/Sans-titre-2-300x217.gif" alt="" width="300" height="217" srcset="https://repaira.fr/wp-content/uploads/Sans-titre-2-300x217.gif 300w, https://repaira.fr/wp-content/uploads/Sans-titre-2-1024x741.gif 1024w, https://repaira.fr/wp-content/uploads/Sans-titre-2-768x556.gif 768w" sizes="(max-width: 300px) 100vw, 300px" /></p><p data-olk-copy-source="MessageBody">Parution prochaine du <b>n°15 de <i>Le Sujet dans la Cité Revue internationale de recherche biographique, </i>au titre : S&rsquo;engager pour un agir démocratique entre institutions et territoires, coordonné par Pascal Lafont, Marcel Pariat &amp; Frédérique Montandon.</b></p><p>La revue reprend son rythme régulier de parution bi-annuelle. </p>								</div>
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		<p>L’article <a href="https://repaira.fr/sengager-pour-un-agir-democratique-entre-institutions-et-territoires/">S&rsquo;engager Pour un Agir Démocratique entre Institutions et Territoires</a> est apparu en premier sur <a href="https://repaira.fr">Repaira</a>.</p>
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