<?xml version="1.0" encoding="UTF-8"?>
<rss version="2.0"
     xmlns:dc="http://purl.org/dc/elements/1.1/"
     xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
     xmlns:admin="http://webns.net/mvcb/"
     xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
     xmlns:content="http://purl.org/rss/1.0/modules/content/"
     xmlns:media="http://search.yahoo.com/mrss/">
<channel>
<title>Premium Blogging Platform &#45; couponeau</title>
<link>https://postr.blog/rss/author/couponeau</link>
<description>Premium Blogging Platform &#45; couponeau</description>
<dc:language>en</dc:language>
<dc:rights>Copyright 2026 Postr Blog</dc:rights>

<item>
<title>Couponeau Arnaque&#45;{Vérifiez les faits}&#45;Couponeau App : Les Étapes pour Devenir un Trader Plus Organisé!</title>
<link>https://postr.blog/couponeau-arnaque-verifiez-les-faits-couponeau-app-les-etapes-pour-devenir-un-trader-plus-organise</link>
<guid>https://postr.blog/couponeau-arnaque-verifiez-les-faits-couponeau-app-les-etapes-pour-devenir-un-trader-plus-organise</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="49398" type="image/jpeg"/>
<pubDate>Wed, 12 Aug 2026 12:38:46 +0200</pubDate>
<dc:creator>couponeau</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h2 dir="ltr"><span>Introduction</span></h2>
<p dir="ltr"><span>Le trading en ligne attire de plus en plus de personnes qui souhaitent comprendre les marchés financiers et explorer différentes possibilités d’investissement. Cependant, commencer à trader ne consiste pas simplement à acheter ou vendre un actif. Il est nécessaire de comprendre le fonctionnement des marchés, d’évaluer les risques, de choisir une plateforme adaptée et surtout de développer une méthode disciplinée.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/fr/8889-couponeau-avis/"><span>Couponeau C'est Quoi</span></a><span> s’inscrit dans cet environnement en proposant un espace destiné aux utilisateurs qui souhaitent découvrir le trading et mieux organiser leur approche des marchés. Pour consulter directement les informations disponibles sur le service, les utilisateurs peuvent visiter le site officiel.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span>🔥RÉSERVEZ VOTRE PLACE DE TRADING SUR COUPONEAU DÈS MAINTENANT</span></a></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span><img src="data:image/jpeg;base64,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" width="602" height="361"></span></a></p>
<h2 dir="ltr"><span>Qu’est-ce que Couponeau Trading Platform ?</span></h2>
<p dir="ltr"><span>Couponeau Trading Platform peut être considéré comme un environnement en ligne permettant aux utilisateurs de s’intéresser au trading et aux marchés financiers depuis une interface numérique. L’objectif principal d’une plateforme de ce type est de réunir différents outils et fonctionnalités nécessaires à l’observation des marchés et à la prise de décisions.</span></p>
<p dir="ltr"><span>Pour un débutant, une plateforme de trading ne doit toutefois pas être considérée comme une garantie de rendement. Les marchés financiers sont par nature variables et peuvent évoluer rapidement. Une bonne compréhension des mécanismes du trading reste donc indispensable.</span></p>
<p dir="ltr"><span>Avant de commencer, il est recommandé de consulter attentivement les informations présentées sur le site officiel de Couponeau, notamment concernant les conditions d’utilisation, les frais éventuels, les instruments disponibles, les procédures de compte et les risques associés.</span></p>
<h2 dir="ltr"><span>Pourquoi les plateformes de trading en ligne sont-elles populaires ?</span></h2>
<p dir="ltr"><span>L’accessibilité est l’une des principales raisons de la popularité du trading en ligne. Les utilisateurs peuvent généralement suivre les marchés à partir d’un ordinateur ou d’un appareil connecté, consulter les informations disponibles et analyser l’évolution des actifs.</span></p>
<p dir="ltr"><span>Cette accessibilité présente plusieurs avantages pédagogiques. Un utilisateur peut observer les fluctuations du marché, comparer différents actifs et apprendre progressivement à interpréter les mouvements de prix.</span></p>
<p dir="ltr"><span>Cependant, la facilité d’accès peut également conduire à des décisions impulsives. Le fait qu’une transaction puisse être effectuée rapidement ne signifie pas qu’elle doit l’être. Le trading exige de la préparation, de la patience et une stratégie clairement définie.</span></p>
<h2 dir="ltr"><span>Comprendre les bases du trading</span></h2>
<p dir="ltr"><a href="https://www.thecryptodays.com/fr/8889-couponeau-avis/"><span>Couponeau Avis Client</span></a><span> Avant d'utiliser Couponeau Trading Platform ou toute autre plateforme, il est important de connaître quelques concepts essentiels.</span></p>
<h3 dir="ltr"><span>Acheter et vendre</span></h3>
<p dir="ltr"><span>Le principe fondamental du trading consiste à prendre des positions sur des actifs financiers en fonction d’une anticipation de leur évolution. Selon le marché et l’instrument utilisé, un trader peut chercher à profiter d'une hausse ou, dans certains cas, d'une baisse.</span></p>
<p dir="ltr"><span>La différence entre le prix d’entrée et le prix de sortie peut générer un gain ou une perte. Les frais éventuels doivent également être pris en considération.</span></p>
<h3 dir="ltr"><span>Volatilité</span></h3>
<p dir="ltr"><span>La volatilité désigne l’ampleur et la rapidité des variations de prix. Un actif très volatil peut connaître des mouvements importants sur une courte période.</span></p>
<p dir="ltr"><span>Pour un débutant, une forte volatilité peut représenter une difficulté supplémentaire. Elle peut augmenter aussi bien les opportunités potentielles que les risques.</span></p>
<h3 dir="ltr"><span>Liquidité</span></h3>
<p dir="ltr"><span>La liquidité correspond à la facilité avec laquelle un actif peut être acheté ou vendu sur le marché. Les marchés très liquides peuvent généralement permettre l’exécution de transactions plus facilement, tandis que les actifs moins liquides peuvent présenter davantage de contraintes.</span></p>
<h3 dir="ltr"><span>Spread</span></h3>
<p dir="ltr"><span>Le spread correspond à l’écart entre certains prix d’achat et de vente proposés sur un marché. Il constitue un élément important à examiner avant d’effectuer une transaction, car il peut influencer le coût réel d’une opération.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span>👉CLIQUEZ ICI POUR COMMENCER AVEC COUPONEAU</span></a></p>
<h2 dir="ltr"><span>Couponeau pour les débutants</span></h2>
<p dir="ltr"><span>Une personne qui découvre le trading devrait éviter de commencer avec des objectifs irréalistes. Le trading n’est pas une méthode permettant de gagner de l’argent automatiquement et aucun résultat futur ne peut être garanti.</span></p>
<p dir="ltr"><span>La première étape consiste plutôt à apprendre.</span></p>
<p dir="ltr"><span>Un débutant peut commencer par comprendre les différents marchés, apprendre à lire un graphique, découvrir les ordres de trading et étudier les principes de gestion du risque. Cette approche progressive permet de prendre des décisions plus réfléchies.</span></p>
<p dir="ltr"><span>Il est également conseillé de ne pas utiliser immédiatement une somme importante. Le capital consacré au trading devrait correspondre à une somme que l’utilisateur peut se permettre de perdre sans compromettre sa situation financière.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span><img src="data:image/jpeg;base64,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" width="602" height="361"></span></a></p>
<h2 dir="ltr"><span>Les principaux marchés à connaître</span></h2>
<p dir="ltr"><span>Selon les instruments et services proposés, une plateforme de trading peut donner accès à différentes catégories de marchés.</span></p>
<h3 dir="ltr"><span>Marché des actions</span></h3>
<p dir="ltr"><span>Les actions représentent des participations dans des entreprises cotées. Leur valeur peut évoluer en fonction des résultats financiers, des perspectives économiques, des annonces des entreprises et du sentiment général du marché.</span></p>
<h3 dir="ltr"><span>Forex</span></h3>
<p dir="ltr"><span>Le marché des changes, ou Forex, concerne les devises. Les traders suivent les variations entre différentes monnaies, comme l’euro et le dollar américain.</span></p>
<p dir="ltr"><span>Le Forex peut être fortement influencé par les taux d’intérêt, les décisions des banques centrales, l’inflation et les événements économiques internationaux.</span></p>
<h3 dir="ltr"><span>Cryptomonnaies</span></h3>
<p dir="ltr"><span>Les cryptomonnaies constituent une catégorie d’actifs connue pour sa volatilité élevée. Bitcoin, Ethereum et d’autres actifs numériques peuvent connaître des variations de prix importantes.</span></p>
<p dir="ltr"><span>Cette volatilité exige une gestion du risque particulièrement prudente.</span></p>
<h3 dir="ltr"><span>Indices</span></h3>
<p dir="ltr"><span>Les indices regroupent généralement plusieurs entreprises ou actifs afin de représenter une partie d’un marché. Ils permettent aux traders d’observer la tendance générale d’un segment économique.</span></p>
<h3 dir="ltr"><span>Matières premières</span></h3>
<p dir="ltr"><span>L’or, le pétrole et d’autres matières premières peuvent également faire partie des marchés suivis par les traders. Leurs prix peuvent être influencés par l’offre et la demande, les événements géopolitiques, l’inflation et les conditions économiques.</span></p>
<h2 dir="ltr"><span>Comment développer une stratégie de trading ?</span></h2>
<p dir="ltr"><span>Une stratégie de trading permet de transformer une approche improvisée en processus plus structuré.</span></p>
<p dir="ltr"><span>Une stratégie peut définir les conditions d’entrée, les conditions de sortie, le niveau de risque accepté et la manière dont les positions sont suivies.</span></p>
<h3 dir="ltr"><span>Trading à court terme</span></h3>
<p dir="ltr"><a href="https://www.thecryptodays.com/fr/8889-couponeau-avis/"><span>Couponeau Application</span></a><span> Le trading à court terme consiste à rechercher des mouvements de marché sur des périodes relativement brèves. Cette approche demande généralement une surveillance fréquente et une capacité à réagir rapidement.</span></p>
<p dir="ltr"><span>Elle peut être particulièrement exigeante pour les débutants.</span></p>
<h3 dir="ltr"><span>Swing trading</span></h3>
<p dir="ltr"><span>Le swing trading cherche généralement à profiter de mouvements de marché sur plusieurs jours ou semaines. Cette approche peut laisser davantage de temps pour analyser les graphiques et les informations disponibles.</span></p>
<h3 dir="ltr"><span>Investissement à long terme</span></h3>
<p dir="ltr"><span>L’investissement à long terme se distingue du trading fréquent. L’objectif consiste davantage à conserver des actifs pendant une période prolongée en fonction d’une vision globale de leur potentiel.</span></p>
<p dir="ltr"><span>Il est important de distinguer clairement ces approches afin de choisir une méthode cohérente avec son temps disponible, ses objectifs et sa tolérance au risque.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span>🔥REJOIGNEZ COUPONEAU ET COMMENCEZ À TRADER AUJOURD'HUI</span></a></p>
<h2 dir="ltr"><span>L’importance de l’analyse</span></h2>
<p dir="ltr"><span>L’analyse est un élément central du trading.</span></p>
<h3 dir="ltr"><span>Analyse technique</span></h3>
<p dir="ltr"><span>L’analyse technique étudie principalement les graphiques et les données historiques de prix. Les traders peuvent utiliser des tendances, niveaux de support et de résistance, volumes ou indicateurs techniques pour construire leurs hypothèses.</span></p>
<p dir="ltr"><span>Cependant, aucun indicateur ne permet de prédire les marchés avec certitude.</span></p>
<h3 dir="ltr"><span>Analyse fondamentale</span></h3>
<p dir="ltr"><span>L’analyse fondamentale s’intéresse aux facteurs économiques et financiers susceptibles d’influencer la valeur d’un actif.</span></p>
<p dir="ltr"><span>Pour une entreprise, cela peut inclure les revenus, les bénéfices, la dette et les perspectives de croissance. Pour les devises, l’analyse peut prendre en compte les taux d’intérêt, l’inflation ou les décisions des banques centrales.</span></p>
<p dir="ltr"><span>Une combinaison réfléchie de plusieurs méthodes peut aider à construire une analyse plus complète.</span></p>
<h2 dir="ltr"><span>Gestion du risque : une priorité</span></h2>
<p dir="ltr"><span>La gestion du risque est probablement l’un des aspects les plus importants du trading.</span></p>
<p dir="ltr"><span>Même une stratégie qui fonctionne régulièrement peut connaître des périodes de pertes. Un trader doit donc déterminer à l’avance combien il est prêt à risquer sur une position.</span></p>
<p dir="ltr"><span>Le principe de diversification peut également contribuer à éviter une concentration excessive sur un seul actif ou marché.</span></p>
<p dir="ltr"><span>Les ordres stop-loss peuvent, selon les instruments disponibles, être utilisés pour définir un niveau auquel une position est automatiquement clôturée. Ils ne suppriment toutefois pas tous les risques, notamment en cas de mouvements rapides ou de conditions de marché particulières.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span><img src="data:image/jpeg;base64,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" width="602" height="328"></span></a></p>
<h2 dir="ltr"><span>Éviter le surendettement et l’effet de levier excessif</span></h2>
<p dir="ltr"><a href="https://www.thecryptodays.com/fr/8889-couponeau-avis/"><span>Couponeau Commerce</span></a><span> Certains produits de trading permettent d’utiliser un effet de levier. Celui-ci permet d’obtenir une exposition supérieure au capital disponible, mais il augmente également l’ampleur des pertes potentielles.</span></p>
<p dir="ltr"><span>Un mouvement défavorable relativement faible peut alors avoir un impact significatif sur le capital.</span></p>
<p dir="ltr"><span>Les débutants doivent donc comprendre précisément le fonctionnement de l’effet de levier avant de l’utiliser. Si son fonctionnement n’est pas parfaitement compris, il est préférable de ne pas prendre de risques inutiles.</span></p>
<h2 dir="ltr"><span>La psychologie du trading</span></h2>
<p dir="ltr"><span>La psychologie joue un rôle majeur dans les décisions financières.</span></p>
<p dir="ltr"><span>La peur peut pousser un trader à fermer une position trop tôt. À l’inverse, l’avidité peut encourager une personne à conserver une position trop longtemps dans l’espoir d’obtenir davantage de gains.</span></p>
<p dir="ltr"><span>Après une perte, certains traders tentent également de récupérer immédiatement leur argent en augmentant leur exposition. Cette réaction émotionnelle peut provoquer des pertes supplémentaires.</span></p>
<p dir="ltr"><span>Une approche disciplinée consiste à suivre les règles établies avant l’ouverture d’une position plutôt que de prendre des décisions sous le coup de l’émotion.</span></p>
<h2 dir="ltr"><span>Tenir un journal de trading</span></h2>
<p dir="ltr"><span>Un journal de trading peut être un outil extrêmement utile pour progresser.</span></p>
<p dir="ltr"><span>Après chaque opération, le trader peut noter :</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>la raison de l’entrée ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>le niveau d’entrée ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>le niveau de sortie prévu ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>le montant risqué ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>les conditions du marché ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>le résultat ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>les émotions ressenties ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>les éventuelles erreurs commises.</span></p>
</li>
</ul>
<p dir="ltr"><span>Après plusieurs semaines ou mois, l’analyse de ce journal peut permettre d’identifier les habitudes positives et les erreurs répétitives.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span>👉COMMENCEZ AVEC COUPONEAU — INSCRIVEZ-VOUS MAINTENANT</span></a></p>
<h2 dir="ltr"><span>Comment évaluer une plateforme comme Couponeau ?</span></h2>
<p dir="ltr"><span>Avant d’utiliser une plateforme de trading, plusieurs éléments doivent être examinés.</span></p>
<h3 dir="ltr"><span>Transparence</span></h3>
<p dir="ltr"><span>Les informations concernant le fonctionnement du service, les conditions, les coûts et les risques doivent être présentées de manière compréhensible.</span></p>
<h3 dir="ltr"><span>Sécurité</span></h3>
<p dir="ltr"><span>La protection des comptes et des données personnelles constitue un élément essentiel. Les utilisateurs doivent examiner les informations de sécurité communiquées par la plateforme et utiliser des mots de passe robustes ainsi que les mesures d’authentification disponibles.</span></p>
<h3 dir="ltr"><span>Conditions et frais</span></h3>
<p dir="ltr"><span>Il est important de lire les conditions applicables avant toute opération financière. Les frais, spreads, conditions de retrait ou autres coûts éventuels peuvent avoir une influence sur les résultats.</span></p>
<h3 dir="ltr"><span>Réglementation</span></h3>
<p dir="ltr"><span>La réglementation dépend du pays et du type de service proposé. Avant de déposer de l’argent, les utilisateurs doivent vérifier les informations réglementaires pertinentes et déterminer si le service correspond aux règles applicables dans leur juridiction.</span></p>
<h3 dir="ltr"><span>Service client</span></h3>
<p dir="ltr"><span>Un support accessible et clairement identifié peut être important lorsqu’un utilisateur rencontre un problème technique ou administratif.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span><img src="data:image/jpeg;base64,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" width="602" height="601"></span></a></p>
<h2 dir="ltr"><span>Conseils pour commencer avec prudence</span></h2>
<p dir="ltr"><span>Commencer progressivement est généralement plus raisonnable que de chercher immédiatement des rendements élevés.</span></p>
<p dir="ltr"><span>Il est conseillé de consacrer du temps à l’apprentissage, de comprendre les instruments utilisés et de tester sa stratégie avec un niveau de risque limité lorsque cela est possible.</span></p>
<p dir="ltr"><span>Les utilisateurs doivent également éviter les promesses de gains garantis. Dans le domaine financier, les performances passées ne garantissent pas les résultats futurs.</span></p>
<p dir="ltr"><span>Une plateforme peut fournir des outils, mais elle ne remplace ni l’éducation financière ni une analyse personnelle.</span></p>
<h2 dir="ltr"><span>Erreurs fréquentes des nouveaux traders</span></h2>
<p dir="ltr"><a href="https://www.thecryptodays.com/fr/8889-couponeau-avis/"><span>Couponeau Site Officiel</span></a><span> Plusieurs erreurs apparaissent régulièrement chez les débutants.</span></p>
<p dir="ltr"><span>La première consiste à trader sans stratégie. Acheter simplement parce qu’un actif monte ou vendre parce qu’il baisse peut conduire à des décisions incohérentes.</span></p>
<p dir="ltr"><span>La deuxième est de risquer une part trop importante du capital sur une seule position.</span></p>
<p dir="ltr"><span>La troisième consiste à ignorer les coûts associés aux transactions.</span></p>
<p dir="ltr"><span>La quatrième est de suivre aveuglément les recommandations publiées sur les réseaux sociaux. Une information trouvée en ligne doit être vérifiée avant d’influencer une décision financière.</span></p>
<p dir="ltr"><span>Enfin, vouloir récupérer rapidement une perte constitue une erreur psychologique fréquente. Une perte doit être considérée comme une partie possible du processus de trading, et non comme une raison d’augmenter immédiatement le risque.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span>🔥OUVREZ VOTRE COMPTE DE TRADING GRATUIT SANS PERDRE DE TEMPS</span></a></p>
<h2 dir="ltr"><span>Une approche éducative pour utiliser Couponeau</span></h2>
<p dir="ltr"><span>Pour tirer le meilleur parti d’une plateforme comme Couponeau, il peut être utile de suivre une progression en plusieurs étapes.</span></p>
<p dir="ltr"><span>Commencez par vous familiariser avec l’interface et les concepts essentiels. Ensuite, apprenez à analyser les marchés et à comprendre les différents types d’ordres.</span></p>
<p dir="ltr"><span>Définissez ensuite une stratégie simple. Évitez de multiplier les indicateurs ou les marchés dès le départ. Une approche simple et bien comprise est souvent plus facile à évaluer.</span></p>
<p dir="ltr"><span>Enfin, mesurez régulièrement vos résultats et analysez vos décisions. Le but n’est pas de rechercher une opération parfaite, mais de construire progressivement un processus plus discipliné.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><a href="https://www.thecryptodays.com/fr/8889-couponeau-avis/"><span>Couponeau En Français</span></a><span> peut constituer un point d’intérêt pour les personnes qui souhaitent explorer le trading en ligne et développer leurs connaissances des marchés financiers. Cependant, l’utilisation d’une plateforme ne garantit aucun bénéfice et ne supprime pas les risques inhérents aux marchés.</span></p>
<p dir="ltr"><span>La meilleure approche pour un débutant consiste à apprendre avant de risquer son capital, à comprendre les instruments disponibles, à examiner attentivement les conditions du service et à mettre en place une véritable gestion du risque.</span></p>
<p dir="ltr"><span>Le trading doit être considéré comme une activité financière comportant un risque de perte. Les décisions doivent être prises de manière indépendante et avec prudence.</span></p>
<p dir="ltr"><span>Pour obtenir les informations spécifiques concernant Couponeau, son fonctionnement et ses conditions, consultez directement le site officiel :</span><a href="https://couponeau.space/"><span> </span></a></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span>🔥OUVREZ VOTRE COMPTE DE TRADING GRATUIT SANS PERDRE DE TEMPS</span></a></p>
<p></p>]]> </content:encoded>
</item>

<item>
<title>Couponeau Avis Forum&#45;{100 % de bénéfices}&#45;Comprendre les Risques du Trading avec Couponeau Commerce!</title>
<link>https://postr.blog/couponeau-avis-forum-100-de-benefices-comprendre-les-risques-du-trading-avec-couponeau-commerce</link>
<guid>https://postr.blog/couponeau-avis-forum-100-de-benefices-comprendre-les-risques-du-trading-avec-couponeau-commerce</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="49398" type="image/jpeg"/>
<pubDate>Wed, 12 Aug 2026 12:38:27 +0200</pubDate>
<dc:creator>couponeau</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Le trading en ligne attire aujourd’hui de plus en plus de particuliers qui souhaitent mieux comprendre les marchés financiers et explorer différentes stratégies d’investissement. Cependant, l’évolution rapide des marchés, la quantité importante de données disponibles et la nécessité de prendre des décisions rapidement peuvent rendre cette activité complexe, notamment pour les débutants.</span></p>
<p dir="ltr"><span>Dans ce contexte, les plateformes intégrant des outils d’analyse automatisée et des technologies d’intelligence artificielle suscitent un intérêt croissant. </span><a href="https://www.thecryptodays.com/fr/8889-couponeau-avis/"><span>Couponeau</span></a><span> se présente comme une solution destinée à faciliter l’accès aux informations de marché et à accompagner les utilisateurs dans leur découverte du trading.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span>👉CLIQUEZ ICI POUR OUVRIR VOTRE COMPTE COUPONEAU GRATUIT</span></a></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span><img src="data:image/jpeg;base64,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" width="602" height="365"></span></a></p>
<h2 dir="ltr"><span>Qu’est-ce que Couponeau Trading Platform ?</span></h2>
<p dir="ltr"><span>Couponeau est présenté dans ses informations publiques comme un environnement numérique destiné à mettre les utilisateurs en relation avec des opportunités et services liés aux marchés financiers. Certaines pages décrivent une approche reposant sur l’intelligence artificielle, les données de marché en temps réel et l’automatisation. D’autres précisent que le site peut fonctionner comme un canal d’information et de génération de prospects et que les éventuels services de trading sont fournis par des prestataires tiers indépendants.</span></p>
<p dir="ltr"><span>Cette distinction est importante. Une plateforme ou un site qui présente des informations sur le trading n’est pas nécessairement lui-même un courtier ou une place de marché. Avant d’utiliser un service financier, l’utilisateur doit donc identifier précisément l’entreprise qui fournit effectivement le service, vérifier ses conditions d’utilisation et déterminer si elle dispose des autorisations nécessaires dans son pays.</span></p>
<p dir="ltr"><span>L’objectif principal pour un utilisateur devrait être de comprendre le fonctionnement du service avant de déposer des fonds ou d’utiliser une stratégie automatisée.</span></p>
<h2 dir="ltr"><span>L’intelligence artificielle dans le trading</span></h2>
<p dir="ltr"><a href="https://www.thecryptodays.com/fr/8889-couponeau-avis/"><span>Couponeau Avis</span></a><span> L’intelligence artificielle est devenue un élément important de l’évolution des technologies financières. Les systèmes automatisés peuvent traiter de grandes quantités de données beaucoup plus rapidement qu’un humain. Dans le domaine du trading, ces technologies peuvent être utilisées pour analyser les prix, identifier des tendances, comparer différents indicateurs ou générer des signaux.</span></p>
<p dir="ltr"><span>Les informations publiques de Couponeau mettent en avant l’utilisation d’algorithmes et d’analyses automatisées afin d’examiner les conditions de marché. L’idée est de permettre à l’utilisateur de disposer d’informations structurées plutôt que de devoir analyser manuellement chaque donnée disponible.</span></p>
<p dir="ltr"><span>Il faut toutefois comprendre qu’une technologie avancée ne garantit pas un résultat financier positif. Les marchés restent imprévisibles. Une stratégie algorithmique peut produire des résultats différents selon les conditions de marché et peut également subir des pertes.</span></p>
<p dir="ltr"><span>L’intelligence artificielle doit donc être considérée comme un outil d’aide à l’analyse et non comme une garantie de rendement.</span></p>
<h2 dir="ltr"><span>Une approche adaptée aux débutants</span></h2>
<p dir="ltr"><span>L’un des principaux défis rencontrés par les nouveaux traders est la compréhension du vocabulaire financier. Des termes comme volatilité, liquidité, spread, effet de levier, ordre stop-loss, diversification ou gestion du risque peuvent sembler difficiles au départ.</span></p>
<p dir="ltr"><span>Une plateforme moderne peut contribuer à simplifier cette expérience en présentant les informations de manière plus structurée.</span></p>
<p dir="ltr"><span>Pour un débutant, la première étape ne devrait cependant pas être de rechercher immédiatement une rentabilité maximale. Il est préférable de comprendre progressivement :</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>comment fonctionnent les marchés ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>quels actifs peuvent être négociés ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>comment les prix évoluent ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>quelles sont les principales stratégies ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>comment fonctionnent les frais ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>quels risques sont associés à chaque opération ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>comment limiter les pertes potentielles.</span></p>
</li>
</ul>
<p dir="ltr"><span>Cette approche permet de développer de meilleures habitudes avant d’envisager une activité de trading plus active.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span><img src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/4gHYSUNDX1BST0ZJTEUAAQEAAAHIAAAAAAQwAABtbnRyUkdCIFhZWiAH4AABAAEAAAAAAABhY3NwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAlkZXNjAAAA8AAAACRyWFlaAAABFAAAABRnWFlaAAABKAAAABRiWFlaAAABPAAAABR3dHB0AAABUAAAABRyVFJDAAABZAAAAChnVFJDAAABZAAAAChiVFJDAAABZAAAAChjcHJ0AAABjAAAADxtbHVjAAAAAAAAAAEAAAAMZW5VUwAAAAgAAAAcAHMAUgBHAEJYWVogAAAAAAAAb6IAADj1AAADkFhZWiAAAAAAAABimQAAt4UAABjaWFlaIAAAAAAAACSgAAAPhAAAts9YWVogAAAAAAAA9tYAAQAAAADTLXBhcmEAAAAAAAQAAAACZmYAAPKnAAANWQAAE9AAAApbAAAAAAAAAABtbHVjAAAAAAAAAAEAAAAMZW5VUwAAACAAAAAcAEcAbwBvAGcAbABlACAASQBuAGMALgAgADIAMAAxADb/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/2wBDAQMDAwQDBAgEBAgQCwkLEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD/wAARCAMABAADASIAAhEBAxEB/8QAHgAAAAcBAQEBAAAAAAAAAAAAAAIDBAUGBwgBCQr/xABhEAABAwMBBQMHBwkDCAgDAg8CAAMEBQYSIgEHEzJCFFJiCBEjMTNykhUhJEFhgqIWNENRU2NxssJzwdIXJTVEVIOTo1VkdIGhs+LwJpHD8hgnRQk2R7HE43WEhpS00+H/xAAdAQACAgMBAQEAAAAAAAAAAAAAAgMEAQUGBwgJ/8QAQhEAAgEDAwMCBQIDBQYDCQAAAAIDBAUSEyIyAQZCBxQRFSMzUjFiCCFDFiQ0QYIXU3KSosFRscIlJkRhkaGy0fD/2gAMAwEAAhEDEQA/APn1Xd/t/wBdkG6MqLDE+XhtcQ9n3zyJV1zebfDpEbtySi2/xVSHz7UbzbUYilwi70LgaL6Vtak+8pyHvVhu6J8B1vxCeSzJBGwMTaYd5W9MH0U8R97SpIZTMgc2nhIVgokacxalPillHmOte6SXD8TGJtrhaVGynQWdx70rzA4OyeOPiT4b3B0fpEb4VjEX4E9KkfOSj3jyLwpqNZhyvmF5OBwd5E/EQKLRp5Hi6h5kpHiqUjxUAIx4p4iGClo8Xb3EaPFwIdCkmWMMUgCcdj4U8FrHQlG2gxTgQSgNxa7iMLScC1yuIYaUAJiJoYmnAj4EOEH3kANxA++hglsf4IYAgBEQ5kXX3yTjH+CLj9qACjmh8/fRiwRS5diAPV4R+BFP60i4740AKE7pSLkjSm70jSmbkrUgB05KTORM8fxJm9K0pm5KRiOPHpqZvStSbuP5dfxJuRoDIWJ3NNy1IJRsE/EBMRTpto0ZlpOm2tPIsAFZaTxmOaM20nkdrl0JWANFj5KUjxw8SRZANKfNpAHTLXKnzYBq1pmyfgToXfGgB4z3E5y8aZNuglhfBAC2YY8iNmm/F+1GzQIL9KPl9iai6gUhADrI/wBSTIk1clYdabuSg76xmOOidDUm70pMXJnjTF6el5jD56VzJjIm8yjZE/rUfIn+NNgOSUib9ijZEzUWtMXp/NrUe5KM+tNgIPHpSZvSk3J1J6z95NiKBws0jiZEnTccy1p03FTAR7cc0s3C5VKR4B8ikGab14JcgIdmB4FIM03wKYj0zwKUj0vl2IF4kHHpfLoUkzS1PRaXq5E+bpqDBX26WHcRvk3vgrMMDSWhGKAgxmVUqb4E3ep2pW5yAmr0AO4mMlPkQMExep2rkVycgakzcgLIFT+TdncRhgKyFA8CT7CmAh2YuA8hYp02xhj86kBio3Cx6ECDdtrDHWlh9SNj9qRcIAQAYT1IxOpq4+mpSvGgxuJQZQd9FKb4/AocpvMkSm4IMkw5MSJTVClP8aT7Zs7yAJopWnnSZSOZRoytSWF1SqIw8J00jl/BBv8AvThtjxqTAiywGuP2o3CMiHQngxU4bhHp0KXExqjFuKadNwjyFSTMDwJ4zC5dClxxK+ZFswD91OG6d/7JTTcA+4nTcAO4mxFzIUacfcSwwFPNwD7iWGB4NXKlDIrvYEm5DVmKGCbvRQ9WCQbMrfZTBJ9lPpNTj0cO4mLjXWoiYjyi6eRIkwpLAEi57iQcjyjpNxrwJ4560i5/ckYdRqQ4Jq8CdF1pu56kpMMXmtSZvNApBzm2Ju96kgxHuB4E3INKfOAmrgJwGppF71pw4CbF1JAE0Rz1CjpAjw5k4Bs0XipEnUmTulADji8yTJ8MsM01J00i470Z4oAkCkfEgMhRvFPFDtHjQBIdo0pTtX8FFi6jC7qTASQyEbiKPF1LcXSnEHgmjJqLqUE0ClH2Bt8/InkyKDQt48ybN+0UnVA9n7iyq7SVm3EWTWPKkyaME61ZcikKPRJ9wzm6bS43FeNRS4RJm5ZgR5nwQhdqL5vOrjc27a7LQETrdIdabPkcHlVY2sKOGWKoXKJsieellpWxnXEaIJYmO6iE0eSfBirlkFyL9aWblSWtTTxCktokPrRUgE3DuqqxduGYuj4hU9T94LQY9tgF7zZKkoiAxNjpt72xK55nAL94KtEN+HNHOLJafHwkudE5jypMVwTivE0XhJGImPQ6QFr4kbHSsLgbw7tp3sqqTo913UrLA3zSx8wVSkNO+JksEmJjA1HDb3EMFVqZvRtOZ+cTHYhfvBVlh1Sj1Ic4FVjSfddSih+le4I6CQAmCKH1JVeaUAF+fvoqUJJoAKXrSZEH3kHHQxTV59OAZx3m1pjIkB30m9K5taYvP6sFnEAzz/dNMXpB6taK86mrhqQAOO+NN80YkBaM0AJ4mjCB9xOm4qcNws+hA4zba0inDcc+4pBuFqSwxUgg1bY5U4ba68E6GLp5Etw0AIttJ02GkUBa60oOhACzf9ycN83iTdvNGz1JQHwupRt1R/FSgyEg5JDI0ilO0aR1qL7Qh2r94gYlu1fwQ7Q331E9rDvpMpvjSATBSkm5P086h3J/Wmb0/wAacCYcn6STV6fzKFeqPNrTF6o+NYwAmnp/wqPen+NRbk9M3JXjTYBkSD0zxpq9K8aalI1IvMmxwFDE6Zki6yJKDHTxmKfmTAM22M06bhmfQpBmEpKPA5dHxIAjWYCfR4HgUpHp3KpSPA8CiAiY9O8CkmaaCko8DlUgzFQIR8eB4FJR4AJ0zF7oJ8yxp/GgBvHgBiPdTpuL14ZEnjLXeBOBa08ilUiGoxfBpRSi9wFJcJFJrTqUwhEuRQxzwTN6OHJgppwA1Jm8Ac6BsiHci+BN3IqknP703cDAdQJByLKKGWCTKOnz3UmrzoakgDMmsE3eAE4ekAmL0oMSNA4i8WCYvO8wJSRIUbIkLIAekcyYvSvGivSDTNx3UmAWeldaZuSuhIuOmkSPUgBbtR5c6M3I1JqLWaWZaTgSEcz61IMJnFaPSpSO0enQpehEOI7WfQpBmPpFJx2O4pKPHUildgMxeVPmYXg1JSOx4PEpBljrU6kDiceAGlSDMPl0JaOx4FIMtB3ExANWYH+NPG4WGtLDoSw4IDeIjFAOhFJoMU4IgBN3HUAIuNcyYvACcPSNKYvOhilYlQZvepMTTiQ/0KPcdUDkygP603NBx1IuO8yjJQrx8yauOorzqZvPqImUWcd5k1cd1YJFx/Smr0pISjhx0CTVw9KRclB30j2rozSgLOGCbuJMpXXmkykBqTAB9NXP7koTulIkfeTgIuf3Ju5/cnDmZpEh+FMA1czTdwz6k+KP4EiUdOYzGZetIkRpw4wm7gnkgyJkaGX2IrnqFFSAKZfYjCaRSjYd1OAsJHj4k4b/ALkiy14E6ba0igQUHlSzbRoNtJw2IZIAoge12KXrGgm/dUS37ZS1YdzcH3VMnAH5KR+zqWx+TPDCVeOw3Qy5RWN7fWS3zyTYXarrAOriguY7ul0rTKx2HZcWrdY8jua5N2Fr3jaw0+bDayNrHLFcJ77vJxrlhS3Z9Mjm/B5vOK+jUpl1uGwyxzAOKYVS2oFepr0CsgLrZivnHtvvStstTyyj/E9uvfb9NeYMZOR8gSHEiAwRNu3V5jWreUVZFNsu+ZDNLx7O6ZlsFVXdru2uPebXHKJbrIm8LXFLJfU9qq1ulOksfkfOl5ovlFU0EniVDYIbF4bImtGv7cffe7yOMyvUrCLy8dssgWeYmCvNCycjWRyrLuQRKOCL2cufpS/Uj9Kj0lJMmGJNGvepO8PiQ4QGk0htToMkE5JgNiITO3LzJdJkM5dBIfWjtuutFk0RCS8Js0RJ/wARksVNvm6qXpi1t8w7rnpB/GrNA3y1Vv8A0jSoz+zvNlwlm69+fkSmcTa6fvbtaVpmBLhF4hyH8CstPrtBq2PyZWIj5d0XdfwLnHq5ERJiJj0OnyzHIOUk1edw61glOui4aWOEGrSQb7vF0qdjb0a6G3YE+NGkjs8PDL/5rGIYmoSJCj3pWpVRneRS5X50y/GL4k7auClzMSjVFgi7plgs4iEk9I1EeaZuOn30UndWeCJ8acAhH91DHNLCxmSdMxeUMEAM24p9xPGYR9xSEeFyqQZheBAEazATxuApRmFy6NKdDC8CQCLGFp5NKMMXl0KYGKGPIh2XSlyAiRi6dSBNacMFJcD4kCj6kwEaTSLwsBUhwvsSJNavClAbj6l6vdKTLRkgAZopOpFx3DWmrz/jQOOu1aiSZSveUeUjUm5SvGgboShTfGm7k9RbkrVzpq5KPvrOIEs9P8aZvT1GlKNIk6ZrOIo8cmpq5KPJIlmaMLRmnxEBxTRhzySjbBp03FPLkQA3baNOm2E6Zi8qfMw9I6EANY8U9Kko8IMeROo8XZ3FIR4vLoUTAIx4WnkUpHgcuhKR2OXQpCO0gAseFpFSDMUMeRGZAA1/fTpsQSAFbignTbWKA83JpSgnpQNuFG2k4b/uSImlBdBOoo8bwxw6k4H8SjRkJbtWnnUqkQ+zBJue+mfatPOk3JWlSkQs8fMmLzodCK9K8aj5ErmDNAwZ5/FMXpQJGRNUXIlaSUWIw6elH680xem6UzemqNemc2tGI2RISJSj5E1M3JWnnTVx/MUYkg4elJi86aKTppMs0AFcLUm5ZpxwjJKNsGnAj+zmlBi9eCkm4XQnTcBAhEtwPBqTpmFy6FMMwOXup8zA1ciDGRFx4XgUpHh6fEn0eB0J8zC0piMasxejBSDMXoThmLgnTbQBzApUIgrLSfNiCTbw7mlGElIQch43hknAuh31Hi6aTKUGrupshcCYJ8EUpQKHKf403cn82tGQ2kTRTdPOmr0/ThmoV6pdeaYvVTx6UuqNpE09MDvpi9NBQ7lSTVyeffS5kqoSj0pNXJXMo0pvvJFyUossyXEfOP8Aj0pq5KTNyV403clAlGHTkjUmbj6auSuZNXJSUcWef/8AZJq9K8aavSD1a0zekcyXEcdPSuZNyleNMXJGpNyfNNiBKFKDJGF/UWtRYyEs2epAD7imgPvpME6baTCCYtZo3Z/s/wDBPG4/gThuKnFI/sunkSbkLwKeGF4EYoH+BAmRV3IXMmL0I+5qVyep2kkxep2GWhONkU16EaT7IffVqcgeDxJuUA0g2ZCtwutLDH6MFKDA+4lOx7O6gMyPGOlha8CfDFQKPq5ECjcWkYQS3CRcNXhQZKI2y+B+fDUnM/PYYq3FToZdGpN3qDGf+tbT2TlH5kjddxTS26s1qe4PeHE3f3S3Kn6WiPIyVNk207q4JDimB0GoNF8w7dq09zs3v4GppeLHQWW/La6laqPxO2rp8sSHj/m+Qw1h3Naxy6fKzuyouEzBqD/vZYrn44k1v2gEkibLZ9S42i9P7ZQP8dI7yt9Sq6rTGDFSUua56pddQKfVpJvOfrW8eRQ5Gj39UX5T3CZGBrJc3bdp7VYbQvav2TMcn0KTwnHWuEfiFd9b0iomVV4nm10lnueTyNuY6mn0Sw6vMd3dW9vQq9Z+WqiEV2NPLi9m7xikt6Hk07pqTclHsG37tFiqOtZSHyaN3H7oLmi071m2/ekW7T9K43K7U6PeW/bsfKPtmBvPq111mKUMqg0Ax5ZDkbHh+8tqtTFLyNC9LUU/2mKJV/JY3gRbpjW9RuDVY03VHniBNB8J6xV2urySfyL3NSLqrJySuQJXCGMx6UC1LYnfKJtO/rq+S2LjiU8pdIOE1MYLHgSC69at9hUd627Cpdp3FdLVwTGqv2hp5yVzNZZKZaaB+JWe4VScz5t1Ck1ClyCg1CA/GeDnbeaxNNdrBDoLYvpzcFibr95tbpki7X2n7goROyhjDF4RPxA6S74rIrYc8mW9N71Kc/JV8T7LKaqdPdh/RyeHkNVGt/7i2l2y8TiLbs27PXsRdm09mhdrx91O7W9rCvi8JFYg2vbLtxcCG4MDi9mAcRDH3yWAX35O962xddPtq32Pyn+W2jkUl+ltEfbGg5tPhUMtJKnEuQV8U5k5ACLwgy1Kzu7ub7aub8jHbPrI17PD5PKGfH+BR9xWzXrSqz1BuWjy6ZUI/tY0lrhGKq6Tf5l1W/8AAhuAH3kJEPhbGyz9qOSV2bE6mj6OP/YKPTVh9UiHGjAuTSil6081/agQ58wKLSH1RkgnfZwx5EmUXZ0kk0mHyE80RHJp3uIuP8EuOJgeR6lPhfmUx1r3TUrHvKqsYg/sYfHxCq9l/BeJTOJoFP3gUrz+adTnm/7I8laaZc9pzseFXWGi7skOEsZy0ouQ/qRyFx6HSUOGEpvjRTF9vvNnkCfNxQ7i5rgVKfT3BegTn4znebdxVpp+9e+IGzA6mExvz8sloXfxcyMRNI3UY/NoS3CWXUvfkHzBW6D96M7/AEkrbS96lj1HEPlUobndltY/jS4+QuBaOEi8LTyIQZUOpN502exJH9w6BJYu5yJDI3JpJk0nBepIuGgBq40CbuAnTzoJi9IwSAJuf3Jq8YY8+pB6UCYyJWkkEom8aYvOor0rmTF5/mQAo5I5taZuSD76KTpmkSMzyUooCdNIk7nzJQWs0oMXNOINREzSwxzNPmYR7BT5mB4EARLMXUnjcPVyKWZpx9xPm6cgCFZgJ43APToUw3A8CcNwOvBAhGswuVPG4vLoT5uGf3k4GKgBqzHx6BT5loPuowtGHRpSwgkHDMhjrTxvR0ak3b5sEsJgogHQ8iWF1Mxd5kbjggB9xdOCUF3xqN7V+8RSmhyIAluP40XtWKhSn6sM0n2/b3yWVMOT3asB50Cmqv8Ab+XWh2zZ3laUgYnu2JFyb0ZqF7YkXJXjUmJESj033kxkTDTF6V40zkPnj4U2ADiRK5uZR70rxpN5/JM3D/xJcBwPP+NM3HTRnD6OlIuAsknQTcNIkSUIDQFpIOJ4ZJQWvAnDcfwJ03F8CUBu3F608bh+BOG46kGY6AGLMLl0J8zCBOmWMCHQnzMcMRQKM2YSfNw/iThtoE4bEMUCCLcXwJwMcEsIJdMAkLSMQo2XfSbjoJsxMcwxF40iTvjSbj4d9M3pXj0o1TGkOnJXxJq5K8aZvSvHpTF6UffRqj6Y+cm/4kzennq1qNclaedM3JWrnS5D4kk9PPvpm9P5tai3JXjTdyUffRkGJIOTE3cmeNRrko+TNNyleNKOShTfGkylKJJ/rQJ1NiBJdq8aTKUaj+0IvF0pxR05IPvpu478KRJ00i46eruoGA47ypm46jOEff0pq976BxNwzSOaMSTD6kgCzfNtTyOCasgpCO1qQoDyO0pSO1/hTWK1yqYitcqCFg0eLy6E+ZheBLR4qkmYql6EbDVmHp5E6GAHc1J82xp5E6FjuJsSEhXIHgTN6nKzcLT4k3cigYrA+RUXqb4E3Km90FbHoSauQDPLEEGMit9gQ7Hs7qnuy/u0UmAQOQbkXwJu5FU4415uQEzkNaUGSHeawywTVwFISB+JMXObYkJOgYulBAu+gf1rqDkAI2aKgH1JgBwgd5wHFM3qTDd5mRW1bidykPeu5UJNUrxQY8LTi01kbpqO3rbsqDZ0qKzbFwuVgpGQOscL0rRrOgrrkOlS0TYqYw9bEQ9YmQqPkWrI/RFmrhIhyYr3BlRnGi7ro4ousS5FWahiYvLcZVKC9RJ7RamS+6mxNvtfMYGK0cg1ciK5CjO+1ZElWe2/ixaW6/mpnXEfD59vMng3DVAEQGoycQ5R4qtsig05/lZxTB6zmT1sPYkovaTpxJ1uFPLyJSg78941BuiDc7NwvyZlPDhNcfVk13CV2i+VJOhbw6ff8Cx6HFltCYTxYDRMz5vcWTvWpLa9niSYvUWcxztElyqoiT+5zHR9y+UrYNz7uLnsePbEujfLVSaqUdtjEmmjyHP+VbbZ+/fdTXtre7Kwa2FPlDRBapdbqW0oxsSy9qIu9HKC+fJRnBLUBCiEW0CzFSJWypyIWtcD8GPrVFrZwLspcnjQX7kj2hU9XaO0m7wjaIPSr5hbzb/uzeXd0m57xqpVCoO4NG7iI6B5R0KBpd03BQpXbqNV5cOQAYcRh0gLHupkTpOuEbp5ESiqavXJaSi9q2QUvWnVQ9jD/wCz/wBSaJ5UvYw/7D+pV+vAt9P1GK9H1rxe+fwKMY0jc/uPuvfRUqgFCk0ql0ihRflCuV2sSOy06lR+8+74y0gI6y+6WMlf3k9XFaVFk3fat02xf9rwCEZlWteodpGDkWntLB4SI/vEGPiV53dOvXD5EG9Gz7afxqtEu6i3LWYzPtZVF7O6xy9bbUomnC7nMsz3D3DVbU3s2vPo8VyV2uqR6bMp7Y5fKcSQ6DUiGQfpRdAiDFR5khnhYIvvLsG4YG4HdLVN4e4jegdvVqZZDtTYpdQbt3hyJ3oso7AzI5C72oJBCPpQ4QhxRz0guPh5U6tmK20TKOB9CT7Lq0H8ScF60B9azioZsNSYe50iWQEpLWi+bT5sNKj0Bukn5Eft2bfrXifk0BbeRJlDHnHaotJh1cbiS94vh2I5RTSRAYc4YpcWUYWjynormcV5xku8JKzU3eXetOxBqtOvNj0v+l2KoofN+vYlA1iBvwl7NFWorbvijO4KxQt61pztg7HZL0Qtn7ZvzrCM0M0YqJj0OjG65Sp4icCpMP8A9k6msqQuf23eEWbRkJeFS0W6K9FxBqpOkPLiWpLphias9K5taj5ErZ31SW73n44Sowu+6njN1Q3y9Lk0SxiBPOSj76bk7n1pqzNZf9k8JJ0y1kSfEQA5mlBjp0zFz6FJR4HgQBHswk+ZgeBSkWm8ujxKUj07wIAiY9NzUhHpvLoUxHgB3NKkGYAY8iBCFZpYYp43A+JTTcLrwSwxUAQ4wA7iN2PZ3VNdl+1FKOGKBSH7Lh0I3A6FIONBqSZNJRhiTXvI2JpYh1JMvUsGFCieGhAne6kyPEk3ckeNKSDonUi5KTFyV49SauTdRa9SAJJyZ49KbuT9OfUot6am7kxZxAlin6udI9s2d5RJSjywVktOyK9dsxuNTobpZaeVYd0h3OSIme1RmMrPFLcU8eQl0tYPkeVWrNsvVLMc1tlF8hm2OCPbTdIlqJO4qaJsS2tonc+fpGaTJ1fQireQtavBI4purIb68jKfTWXDpDxaFLB3HTO2IklmnU5Ncd5tnUmrjvwq3Xdu5uG0pTjNRhkOGnJVMop5a1voqhJkyQ1MsTw7WESM0mf1pxwvsRhjqQwMSaQKP4NKkBaReFypBxiLCMMfwJ5wtSGCiJFE22k6ba5UmPrSzZ6khkWbAO4njYAmbZp027yggxiPmcMU4HBMW3UsL/KeaDI+EwS3EUf2hGKUgTEkhdDvopSvGospqRKZ40BiSxSvGmr0oFFuT03em6c0DYkk5MTN6ao16Zza0zemoMkg9N8aZvSubWmLkzxpm5K086AHzkpMXpSbuSs03J1PiAs46m7jvMkydzReZMMFI0UubwpYWs0BjmSBMhogn4xfAjdi2pwzI0l6n5Q/AgULSgyRZc6Tc61JFF8CTcjoAiyBN3A1KUcjpq40gCNIEBEMk4cBJ6PtSDijIalJRw5UxZz09KfRulAhLRQU1F6VCxeZTEMkATkUALHIFJMh8KiYroae8pJl0EyFdiQbEMUtgGlMxdD7qU44aVLkRDj0ePhSbnWkykJFx9GQChYYkmpYavUiuSk1ckLAwo4fNrTV40Vx/m1pm5IQZFHD60zePLJBx1NXHTSEo3kdWSYPcyduciauc21A4Utu3pR1WmbtDkdBPmblgO9eK6JayJvI5x6KdfElEYfUmrc+M7yvAlm3WS/SCp80YrvE6G9eS+1WIFcKt0StxReZdxdpsl3EHwXVEyy93tG3lRbwdZhw65UIBiUZp3ihn3186Ys+ZCcF6HIcYcHkcbPFScO8Lnh1ZmthXZZTI55tOuOmWKmSUqNAzNkd416wd2+8G6KbW69GdGqU2Qcf6TF4ATgw/Gsxg7tLJ37NvVim29+Tw0qqdgkCJe3a7yw+L5R281qtQaxMqTEwqe7mDZNaVcR8qye1IZCk2xGpTLsoJUrgH7U0+pkGm6DmreTTSp+8aRaVBr04YsQ8X3BgG7wD8RKwUPyRI0KrXNRLsqr7nyfTjm06SwGIP6U63O+UxbEKvXM9d5u0/wCXZRyGpYhkTXLoWtSt/W7S6KpVPku5GCKPQZEcCLTklxVhGZ8j59vBwnHGc+UsUUPqRpBZSHD6c0koiY92+okYebkQEPtXpbPP9aYxkJORYzolmyJCqnXosNiYQYY+6rp0qmXZtPt/m8KpVirpm1tUrPLiRXZWS5ZKBQHh14Ze6kR9aMLpiWg1pzoNwNjRgWBinE72UX+y/qRNkyRl855e8lKgebcc/wB1/UgXyGuzuLbnfJYrc+wf8pdr70d31ZovbwpZ/wCeewutSja4vCLtotBlhl19JLEA25bfOt6o09n/AO5Nc0aPMHt0TeRTJRNC7r4R06UGXxpBl5FBhv71PJ63iA+yVUtW7aPtwcZfYwdEHQ+cHWj52jA9mkhxIDWw2V5X9t7vque8S1fJh3eUveOEd0YtfhSJ7EKKbo8I3QpnF7OBYZcuAfyrd65uysC/94lwb195dksVyPcEC1IsVhrt5cWoSKQw7KD6Frjunpwdd9Fr5C6ahN8lfcTa0KRTruj3bsqseBez8jstSa9AzRpnoH8SHW6YYtYcnOWQkKTBWJVZupxXWaxVrirM+4K5UH51Tqsp2ZMlvnk6/IdPN10vERpgWALp2n+SjZF33dcFHtref8kDCtKj3VS6PUmo5VGZ22OL5xWyN1hp0mALIj6h5QXOt0UU7ZuKpW85U6fUSp8o4vaae/x4r+HU0fWKk/lxMESjh9SIjtngQmOQkGrJYEAOpA/rXYdJ3g3PvY3AUysXzTrZuW6Lj3ltWWxUqja8B2VHjyIeZFxWhadJ3iugQFn0LIrm8mmt06RdwWHe1tX+NiBLfuP5E7Y0dOjx3cTdLtTDQO9XsDd5TLlDNA2BjKC2bd35Mt63dQ7lua4oz9uQaLaU66oYzAwlVFphrNo2mC9KbB/txDBZ3edrxbTmU+HHuekVvttKhVI3Kc6RBGJ9oT7K7p9q1liaBcGK70IIIJwC4AXQkyihl3UtjzIJcFYMmUalDPoNEKOYjyqQXmCXSQzquRmG3qXmz1qUJoD91NyjNd1RaBIsvxGeZd5e8T7yXKL5uQySZRTH59qXTdR8lAL+0S86kItdnxfmak6fEo0hMeYF5s7uKiMltg35Mj49ojC6KtVL3jUciEJTJNLKP/mvMj/WnEwyOjKPc1tz/ZTBFWiG1DfETYeElyi3KeaLNo8SUtT7yuKnF9FqTo+8kxFaI6qZgeBOG4uC57pO+e5IWISj4oq8UffxAdx+UmcU+JE0ZqQsAlOF4FW6XvJtiqDm1MESU8zVKbKEeBJFILiLY6Um4AY6Ubih3wSbjoYpBRFzBN3P7kZ51MXn9Ja9KCRQzh/EmbzqTelfeTF6VpQZFpD+GSYvSvGkXpWokxckaudGI4s9KTV6UffSLjp4pEjPUsgAnT5EmRmvUrFj8VwUwFs3b2RMu2rMxhDIc19BtyO6ClUGDHPsw5LBfJjs9nhtySZ1H1LvKy6QzHithguHv1c7S6SnU2imVItViyW/QY0VlsAZVqZigIjoTWntAAjoUo2OkVoIE+O7qS1M/wD4CL0UDHkVXuK3mX2y9CrkQJnOa4rZZp5Y/wABKafFv5nJ++DdVTazDeN2GOXPlguE94ljfk5UnmQD0eehfU69IAOx3MwXEvlBW4yHEeEFve3650fSYiu9KrxaqnKLkXEsMEUo6lpEfFwk1KP4F3mRyIx4X2JMgT4gwFJuBpSjjMg1JJLkkXDQZUTzQzSLjqblK1JCQkhd8aUGUoftX8EO2daAJ4ZWnn0o3av4KB7Z0Zo3bNneSgTnbNPOilN8agymopTU2IE0UzxpEpqhylaedJlKMhRiISTk3xpq5MTEn0iTvjTgPHJXNrTdyUmpOpEjNADgpHj1Ju46eSTLNFJMAYjRcvsQx8CUbaNOAmIGlha8CWZjnknjMVIA3Zj+BPG4unkThmKnzMVOKMW4XgS3YtWeClGYulOOy7PAkEIPsWCRKEGPIrEUL4UiUXm0IArrkIO4mr0VWJyKmb0XwakDlbej8yYuNBkWjUrBIY5tCYvRz50GVIN5pNeFqzUw4xzaE1Jr7pIMjdsE8Z0YmkRaNLN/3IAkI58vUSko7qiWy6Esy6gCxMyAT5mV41XWZXjTxuUnIiwNyvGlBlbdOtQIytKcDKzTkRLFISLj6Y9q/iiuP6udBgdOPhjgmrj6alIDkzTdx/4kGVHDj/QkXHfGmZSkn2hISjhx3PJJkST4iA6+8gArnLsTcs8k84WlGGL4E4GQbfWjIvn+fzrxQlsWF02utOW6rIa5HjTPzD50RNm6mOqK36k0xc09r1HkpBm7z/Ss5e6qt8y9+bkU6VUqkD0cD+JeY91QDL0oYqQZq9OfxxeFZvkGxGFzaP1krKXKRORUa0RNxNTZdZP2T3wpQne7tWXtz5LRDi8Qp0zctSa/TK0tzXyUpPZW8WNCwRtH2qmRr0lhodBshUpHvGAftwIVZSsgcqS2ydP0Un9f2r3Zt2ko5m4Ka/yyRD3k+bkMu+yeA/vKyssTFOSCVOSiqpd2f6R+6roqXd3+kfuqpXfaL1qX65B7NmP1r3b6+6pO1rbqt4XFAtmjgJT6lKCKwJFiOZrSN43kr78d1tMcrd1WVIGmRyxdlx3Rfaa97DlWpSNm3HQtIqNizGRr3L7woFzLxKMHQzRR9a8QYxLRbm8S/wCz5BybSvWvUZ50QF0qfUXWOKI8olgWtS8bfVvNbqUyqz7nm1STOpNQojpVJ05P0eUxwn+fq6su8qDl/BFzPJIZXqdC0Lyta1D2W/sufdfZtxbbfo1MpMWS92yDPa+TzM4clqZFfadafHi4ZgWoMcllW9beDXN6+8eu7yrmZhs1G4p5z5DcQPM0OfSPV8WpVUXTHvI3H7wCfvLOIZiIglC9SWF2AXNGIS/dOoYxnSwGSQ/2gLAGk7uN+1a3fUmg29st2lVWl2/eUe947b/FB05rTXCxyAvZaQ6elaDuy3+7vIFl74LHuYbntaPvKqbVSZk2801LJqOBvl2B/im0W1r6Rjn7/eXOvZXv0Rtl7rqTcaea0OgQl4hQHxyPo/J337nb0vC+t9Nu+UFCpNJvDd1UqRMsKtcdiRDqQ0nhMNNaezuh6LSQHzFh1KRtX/JjSb6mXDTabbUyR+Ru7+VxxtlqvAdMBrstUBpgBI8jxYaMxDMV8z+L+8Tqn1mq0aUM+jVKZBlNahfjPk0Y/eBA51Lf1L8nrclOqtKu7yfn7ph1q8ax2GpFXZtNmU+j8KG7FaaaHRxRCV+lA1hu/rd9A3W74bosOkPSXabSJ+EJySYE+UcwF1rLHqwIVVq3d943Ky21cNyVWptsuccRmyjfxdwAMtfgaaH7oqd3xbyZ29/eNVt49TpcSnyqx2fixo+0iaa4TDTGnL+yTbjDFO0ci1Xcv5Ol579LXvuvWLJhvVCxIEeplSSy7RUWj4ufA8QC1y9SyjNdKeRtvOc3WQN69w02uxqfWI9qx6jSWnnwa7TLi1SG/wAIe/6IHdPdzSioYZQbFvC5qHXLnt+251QpdutNSKtJjNZBDB3kJ34TUBgHur6YNsbhLf3M39Td1ckX4++Cz7rvSPGEdUMIvACPCx/dO9s+A1nNx+S1uYo1Vrl2U+iTxocK37CuGFGemGUfCpSmmpgGXOYlq93NPiKzHCi8LlXUlt+RK9e1XpNHtzeDEYmVi7K3b3ZJsXWxHgGecjLi6ywEdOI6jD3k+tnyAbjr16WvQWN5tuS6JdrdSahVanlxeFNhc8M2jMPS5dwi6+ZMq5C6iHJOP8EbZt8yul47qrws+RWTk0h+dSKFVHaTKrMFh12ndqDTgMnHBUs/rSmeQPeReABdCUbaedLFoCL3UMTBGGZnL4DcoQJLbDLz6U/8CKQpdBRtRuhHlHeBE9XMKk8gL1opMgfQo+tP8eI3Sb8iN1/YhkeKfFFA/AkyhatKRoHJNRRNuY817IyD3VLU+769AL0E934lD8A0UhPHBR4j7TRKbvfrcXEJB8VWin76WXdEg8SWI6/sXmRpMRcOh0fF3k0ebzmKdflNSnx9FJXNjMp1rbocIfdT2PXp7XK8SBNI6Acnsuj6J7JNXHdPOSx+Lek9rHJ5TUO+T6zT4i4F6cdSJKBi3bGd9qalI9UgSOtJiJiLFmfuocL7E4ZGM6Ok08bih0YoMjFuOpCHHAXBP76Wbip9HigGvDwoYxmddeTM/G7DHXa1quhwWfdXzh3E3kFGnNw3XsRyxXem7244c+O2bTy8+vkDLPkdjap1eDE2SGXo1IN8uxQtNlAYj3VNMuhitZAR1KYihciazvZl3k6IwxUPVpoA2RppXxUigXeUe8nQCO4a4x8oCfGFtwMxXTm8y7Y0CK8brwjpXBe+C9wrNScjNPac1s7DA7y5E90n0oMDMZTQcQjTVwAxSjkhNXHdK7w5DEK5/cmr2GpGckBz9KZvP+NOPgJvGmbzvMg86mLzqDIV51M3n9KDzvNrTF5004C3HQ7WffTFw0XM0ASAytSN2rVzqNEzSw++mxAfdo8aKTvjTcQNKCPL86MRBQnTRc0OEjcL92jExkFzRU4GOlhjoMDPhIvZ/s/8FKDF1JTsvRggCJ7Ls7iHZf4KY7Ls7iKMXwIAjRipZuL4FIdl/do3AQAzbj6RTxuOgIYl/UnA4IyGFGWk+ZaAOZNWz1JwLoIyIh83glh9SZtu6iSgu980ALYJNwAReP8ACk3JCMgE3gTOQ0nDj/jTdx0MedKORshrm0KPkNKWeMMSTFwdKBiJej8yblH8ClnB1JHgJgIvsv8ABG4HcUl2XwaUOy7e4nEyI/hHjyIDnp9afFFRSirGIZCI55a0sLpovZzQ4X2KQUcNupwMhMxA/P3UoH1IEHXaPGiuSvGm+tJvHgmMhnn/ABpqUjLrRXvWmrhpRhYnT5EBdPLnTfL+CUZ9aQB43rT5lrP/ANSRitfeUxFj/MKcQRbin3NScDC5e8pJmLp8KeDH0igjyOatvrQ2etGRdvrUJsv1Bt9a8RsF59f/AHoAMggggAIIIiADoiCOgAiOgi9SADilmpDrRaXSSC8Hp7yZHcxjkWHbVp0ZsDGSevxphPnuz3OM6epLSvzeP7iZjzK5IzvyKscSJuNA3APRou+iypEo8WRrkQyL/eiu495+8/yfN1O83ehMmXlctTuKoU6XAO3n2iKmuy3WtPSvnHAnSaXMZnQHiakMO8VpweYTUlcF1166K5Iua4J7sypS3eK/Jc5nTUkU2kpXnpNeTI6suDyIqJC3Knf5XNV4d0xaWFXmU92GPY8D1Yj1hiBeJV+6PIbmUm4abaFE3y2jOuOpMdsapMnjxHQi45cUzxIAUs55fdUqdrO0+5d2VMnV52k/IxVdue61k14mMeZIs+VHu3n+Ul/lNr1vTnrWrVv/AJP1aI60JPsgbWBEHf5RU7aD7iGP3Sdd5XG/I8rFr9oDebUqhT3IlWhQHfkaKNQF2PKad4T7WBa9bWOKwiq0Ps9SqkakMzpMOnumPEci4kLWXM6PQuyN1N47pN2tsXbAt7fyFUhBc9v1uhRJYSGHdsdiR6UcD6sD1+4tIv8AuCu0ayN5UzcqFMqVxRb/APlGrxmOFJCZR5EDRxWuSQxq5S60jQr4k3uHV/gx81i9xFENK+llL3GeS3St21o0reCdMh0+8LNj1H5ZJqA0cOXIa4vahfyGVkDvRqaw0YL5tymgYkOMhqwLDJV2jxLUUmQh0odS8L1owfUoRwB9SCCN8/cQKFD6koMp5ofRPEI+8k0FlRhwMrL2rLTv3cUM4ZDrZda90k++SGdjTJiZDxWs0iVLexI2jElPpkWqo17PGL2Uz/iCjdgk46MXf7J3JByLJa6NKQ6lFiNkekBgWDoEJeJF6EsMqSOjMse6jdqAy9LGYL7uP8iMTIvS63WKHKGdRqrLp8loSaF+M+TRiBcw5itBf8pLflIspvdtO3k1h62mqaFLaprpiTQxBdAwa+6TQfDis3LsBFyOtfiRuysmPopjRe9pQDfuOt7e/wDyi9/BWN3sy6LPoLo2ZUZFRqMumwmmJVY7Q1wnTPTiDpZZGQ85Kv7t/KctWyGdz8YadVBGx7vqteq3KXFjynWMeF3z4QGuaChyQ1gzkPh1Ju5xgLXpJMrMgumrH0A3WXlYde3b31uvu/fRZMuxZHy27Rpb1UlUqs0zj5Oj6DEe2sG7ifALLXkvn+57QsdSHFNFzWTCriTtm3jcFjVxm4bYn9jnx/ZO8IXPwlpXbl/UGL5Rlu+T5TZVNoNDqF9tVP5WqlNpLTRE7Ha8K4G07Fvtg+VLUrQk7qRm28xKh7spVQkNcJ3F2YErnHwYqSBunFiOaNm3IRrvku7x6o9cEyy4bdcpNvyJEd2aJA1xeFzmImnW7ryS96F8w5lYqNCqFBpcSKcoZk2GYgeA5LoXyZ/Ku3b2vu//ACeui4ZNGqXFlvviTWTUriu8Xm/Ctkj757evysVjeFRt5ER2g1u3Ox/IjruPZZAc+lW1gic171c6cuh8uq5bkmjVidS2j7T2J02icbaLFRRDhlzL6lWzuq3ewGalWJVKjEM1qoE7Jwy0YZf1Ln7fL5Om5m1Nzzt1W7VahKrXCB8HhaLhZdYElkpMOA0Fyz64spxl1ow7Nu3YjmICa0jc/YloX9OKj1uvP0+oPF9FEQ0OqpHG0rYmwkk6IuRmqJsDvgtb3p7moFjRXJNGuH5V4TuDrfC1NrKdgnlyfMiSB1bFgjl6MuSiBNgXSkyihs6FNt2zWn4ZVJimvlF/aYaVHY4JWiJFl+PEYlC8/KkiimKkS9SBD4FA0CkvSViL2ga92bD+b51Jk0GOeCS2xgLl2JNBhtYbNyng5TTqPWZLXKaRKHzJLbFL61FpsPkpYYt2yWuslYKff5hzGs6Jsx9exDIx2rG8xh0Nrp9/Rjx4pqyQbrpUrrxJc6tzHg608j1uY1yvIF0jqKj1xmO43JiyRyDUBLoTdT5QvyC4yzVHsfEvnnBvefFx9MSs1N3mvDiDpqhU0MVWu4ngnlpdyn2ksHfnatZjt8KqsZeI1qUO96O62J9vYx99fDei736lAIexVJ1r3TV6pvlI3nFbEAuF/H3lzUvbTq+UTG1+aqy/VU+xVS3g0GKyWc9r41ke8LygLYozLn+cmiL3l82ZXlD3bPHB2tvln4lXahfM+qF9MqTrv3ksXbbu31WD5uir9NTft73lBPXM85GpzxcPkWDzqo9KeI3T1KDcqXFLnSZSjJdPS0aUi4qaeepeobJiUKam7krxqPKQkSdVzErjxx/xpqTvNrSZO6knl9iMQCuOmmrycH9aTcazTmMiPcz1Ju4BqUKPp5EXsv8AFMGREk1p1Iox1Ldl+FDsh9xBgjRj6koLSkOy/wAUYYqAGYsadYJYWk6GLy6EsMfl0akZAM+Alm2PAadDHSwtIyAajH8CcNx0sLSdCCAG7cdKDHBLCGaWEMiwRkA3bi5qUp9rz5+JtM6fEpq2aD2wu0uhpWgRYANDpDEVrKqu0tqmwpaHV5Get7vpPD1mOSZzLGqTWRtYktYFrSivRw1LXfMJDYfLIzB51LkwsgdDHpTHLDJbJXKDGlMkBcyyuvUt6nPEGGlbOmrNU1lTRtER/aNSWGQontGCHam++r/iVCc7Vy60YpWrnUL2pzvoFKQKSxSvGkylKJKUfIilK8abECSKQkylKN7T9qKUhGID4nQy50iRpr2kEBdRiA45yRsEm2XgTpkDJOIFFrwJQY6WZa05p82x4E5ER3ZfeXhQzUw3F8CW7Bp5EC5FdKEeXIi9j1Kzdg+xD5P8CDGRWxhGh2T92rF8nIpQMOhBnIrrkVM3o/MrM5C8CYyovNoTDFXkNcyalzqalMYKJkBh0JSUbkaWjmmLhmjMu6udA5ZIZcqmopAqzBdPTrxU5FPlQRMTzLvXgnAu6kxj59wk+ENSYrHM69//AFLxe/P9qrm26HiCCCADZoZoqNo+1AHqIvelDZ60AeIIIIANmioI/wAaAPCJe7PWiIw/3pkAmJf5pG91MNvrT+V+Zx0w2+tWGKyno+terwfWvVkcCOi/cNAu4gA2WpOoNXqVLcJ6mz5MNwxxImHSFMkFjIDSrP3z74rctSRZlu74KtSqG6JtfJJT3eBgfNiPIH4VnTwG04QEYlh1CST+bHwrxYyMgXv8qA+teLBgOgPNqP4UD+tAcOfBOA/mBD7Oy9AB3hkAA/xyH2vh8KYIZdKBYZIQUsjYeaLFP90i9PJp50Zk8oUX+yQFXehQf9R/RaDLr03ZDikww2IcV+S+eLUVr9qZfe/pHUmjlNcdCQ9sBhxuKIE6RGH4e/8AdUlbt13DaU5ufQaq/GcA88eZp3QQ6h5D0Ouj941b2brtGpRRs+VR4NIoPbJcrtIi6+XFdaxAv2ogBYlo6AxPi8yziphmZTMigRi/RJuVIZL2TxD7yeDnpy5kYvUo9NB83Ui3KTJDkMTSJQpI7NYlj3lNeBHRoj67Fb2ZiXdSvbZIDhxjxVwqFr1eE8UOZAE3mmuO6226DvCDxYcihSp0M8vQ/CaTQYZalSJ7QBe1ZaQxhl+1aT5yks9JkkXKS90mJLGkxKsqjfbFZx9FIAveRuxvCPJ8K8OHIa9bZIo8Vr1JMTOR4WYcyVZlOtezMhRO1Pd/JGGUz+lZD7qOPEwy5Fxt3fPvKtVko1Eu+osRzAxJgneIOrn0mrpVPKv3i1ax5VlSo1K4c5rssiX2X0rrWPwrHMIbvWQkgUUP0TwmmSWXiR6ETbsRLaStW6upM0i+aPUpB4sx38y+FVYorw9CGtrWhdjZDMuS4ncFi7w7Spe7e7DlU1idUpFe4AOkXQ6ehahWPJd3RTG4deqIRizd4psA0A6OZfNdmrVKOyUZqY+LJlkYC7pzWqU3yot6kCCzTX6qxLZaYGOHHa1YLZR1qNzNVPb5f6THblU3KUSbbcy27fgNRmw9FHHHvrme5vImuqLFF6jTOPIdd4QtEKnKH5eEkXI/yxbGPJxSadV2h+WPbNbiw4EOdIgyDlaxLue+p2amlKKLWUpx/vK3T3PuwntwLiBviHrybLSqWPcXQ3lWV63q3OhyabWyqEo9R5Fyrn2HHORKaZDmIsVq5lTVxU31NK7xZSErHtC4JNJKvMUp8obXO7jpUQ40bXMGK+lm6/dZbYbr4tEmA1k7F1j1FmsLuvyVnqtVo7NKAWIMfnLHmVtrf+JRW6qj7jkXz+boQx+1dSXv5N0yPbrMakw/pDOrLHmWHVvdHeVEhuT5tKMGQ5u8q0tI8RagropilcJvuJPgAlizywUrTbWrVWZ7TDgOut95VtLMu6uPIgijaUiUU+hS8yFJguEzKZNtzukm6VoFHWX8SMJp4UXWKlCAEmUdV9D8STXGYyjEuchTxmsyWutFcipHsv2pdJgyVyWZuN4eY1IM3RhjrVVJo0NeSXDEfaX6PdHRmpJm5Qx51l4umPWnDdSeEkpjE1ZuvMloM06bnsu44msrZrJh1qSj17xo2i4GkN4HrzFLC195UeLcfj0qai3GGnXpQJgWAYp9xKdl/im8WuMnjyKWZnw3egUGBmMLwIFC1KYZCG7yJTsQdJjigUg+yfu0UovgU4ULm0JMooIAh+y/xRuz/Z/4KQJrBJkPfQAz4WCNwgxSx/WiIALiC9EejBFz6Fo27HdpMvCY2Zsl2fJQzzpTpmxIkWs2KlPptDnz3MIsZ11WSLuyup8c2qU/8K7KsPc3QaTFZ+gCTnLqBalBsuA03h2Nr4FzFT3Bi21TfQWPNdzHzllbtLqhDm7Snx+4oVyjTIrwsyGSHpX00nWbTZAkDsNr4Fl95blqJPyeGGIl4RRB3BnyUaew/ixzHbsUItPZBoNWGammx+FWK4rDk25kbTPoQVd5NCxr6zZFiKLRXEUHDFJl60MtKRcd0l3UpZEZWsSWf3xAB2OT2GpXqQ7pVVuowOG4amgbByvVLlFuMRmHwnCTftCFYd+mOBmo/imupQ5ZyS46Hav4qP4pocVOJiSHHQ7V7qj+KaNmnMjrjmhxU1Rh8aQB0JmaWb6E1D6k6bwQKPI4GpCO0mcc+VSEf1pxB5HaDSpJmP4EzjqSZME5Cwsyx18NPG4oY8ibsup0Mjo6UxEGGLn9YoFFBG4oI3F+1OAiTAJFxoO4nK8IcxJAEXIa04KLlNZqwOR8xTWRAM0vIzkUuZH5lCzI5q+SqWerQoWVSfAlwJtUo7zR6kVlg8uRWZyjH3EG6Rq5EuBnUGdPinpyVkp8XSkYsDHoU5Bj4KRVImccQ4WYipRuGGnQixRDEcuVPhdAPqUuJXZjlSntg8eB8qcyKaGXolHtum0WlLNzzDoUCsht3VvEU+SzIU0ebNpwgPmUmzVAIdYJrOdB9zMUNh4gmXTkMvr/AO9e5r1EUBIBe7PWvF7/APqQAOpeIIIAC92eteIIA96UbZ615o+1e7PWmQCZe/MI6j+pSD35gyo/bzbVZYrqLQzbCQJuhpUibdOfLQfCJRGvJDUnRseQMuRJnTA2l6KS0SbSIb0X2oJvtMx60YiQzKCqyhEEEFCMBBBBABxwREdDrQAA+pBGID6l6nFCFh5/sQD6kbBD5+4joBYIv+jYp++P4k+pEVmbUocN0yFuQ6DRk3zJjB1Utn3jBSltf/nFTP8Atkf+dXk3mul2ZE05a9Ed/N61OY/t4Yl+IS/pTZ6zSFv6LcNLluc2A8dv/wA1rD8Skc9P4Ve7L3F75b+taXeljbta9XKJAd4DkqFG4vnLrEA53fuAauNDEnI16zy+Jk7lp3CORtUuS+2P6SMPHH42slEE1wiIDDEu6SuREbT2BaHA0ak8+WawY8F2pOvt/spPpw+F3JJop4kq1LeRQ8TyQ0adGSuTzdKkEXaqDBIj1ZMZMF+AsPwJFyiW9I9gdShl4iB//AsaA2uTUfeJQZVTZrFep1VmTpEWQxVH5LoyeLmeTWGevw4kfJ1KJuKRR5lvxwpFVF0YT5tDGKLwncMGvS/FmmZWvGL81rcbL9+0TX+JN3LPrR7PoosS/wCwfAi+FNpMGcZAki+BPplGrEP89pUxj3miTPwKDEmyPEQgZPmAcUD+tHSYD5iBQ4zv6FN3KWz0mn6IH1JcBtVkI1yln0pFyFJDoNTa96UaAyzsQGUlr6yRhkOdamyaAuYEiUOOXzYalFokmuRfHA9BgjfRj8KeOUsC5T1JJymOgOkkYMZ1UG3C1aDQEXmtYHqQKHJDo0ovphWBwpGZc+SMy6bDzbw8wFkjdo+3/wAUOKGKwMara/lEXxSaxDnzqm6+zHwaJjLQQCuhaP5YtBnFxjpvY9efCJcS6NKOrKVMqGvntsUu4+g8XykbJqgj8pHGEeFiOKfbznbPuOx3JlLBoXJAdXcXzuZkyWD2OtHyq8zt895zKQNK7YLbXC4WQq2tcrrixU62pkbYUqstMsVOQ21tyEXTxXVvkw29DrdD7M+A+yyXI7mZEWXNzrWd1u99yyYYxgM2yHSqlMyq+4t1sbtF8FNp3qeTsdWmdshRtOvl6ljrO4WpMPSAqTMkBZLlwXRFk+UjSpUdlmUbBFxctS0BzevZkqK4chmMRSDyNbBo4nNUk9RFtOArq3fVK39rj2omfEqsww9Kd4LQERLqTfxXLenw5Hycy0I4mS53sng/Lw8UOfStfJEqy4m3gqXaJmYYPUGqMN5uxjxUe4yY7dWS7VtPdzRK9RR48Np3tAaFSbm3CG0L3ApuIgWjEFO1F+JWS5fkct46kXhitKqG56utSnAbYIR59Qql1igz6JI7NMDAlRaBkNlFVRS8SHKOCTKL4FLQaRLn+yDSlJ1EnwMeOyQio/b5bifX+BAlHRcXg5FIECHC/dqLQJdUZi+8CcN1R4OtAo/Qk3Ivm9Si0BtTIlItwm1jrUxFuswxzeVRJgxSeDwJcGDaadDvDl9MpiLdvKHGWOi680nTNXktdaXEMMjcIt1geOsU8brkZ3HLmWIs3C8OjNSkW6D76XEXSNeKVGd6/iSZYdGoVnMe6tOGakGbl8aMRMS2F60m53FBs3BnzmnjdWZd50BiT1BpvypUGYwd5dvbl7SjUujs+h1Lj/di7Gdr0fWPOu9t34Rvk+LjiuZv0uK4m8ssC5ZMaVQ6cAMjoVgbigKj6SGLY4KcbDSuHZjrV6YjF6KBj4VC1SGB5ArU4OklD1JrShGHMnu6340+K4yYalzbc1JOl1BxnDSutK97NwFzjveKM1KbPvrb0L7ihU7NxnbjuHWm7jppFyUBF/Umr0oOs1uMCjqqKSHdJKk3lUgiw3A++parVmNCZI3Xlkd4XKdUeIGj08ivUdKzsU6upVUKzUH+K84aa5H+pFI0M10XRMDn2/IMJ6kprSOaUE9KyKLD60YeVJj6kp/MgxiGQD6kEEBiLNmnDbqYh9SUF1BklmXQFPmX/iUG2+nTcg8U4pYo8jxp4zI8ar7MjSKfMv8AwpyFiebleNOG31CsuqQZNBFxJRs8k4b1piy7p8KfMu9BqUQcC0acDFz91ItugnTLoJyIMMLMUp2AMfxpRt0DxxTgdfQmEIl6mgouVSw7itgwjd91AqNnzJwzwKC9SA7mpJlSPBiK0Byh98EUqGHPgkxDVKKzScOhPGacePIrZ8kYZYB8SA03DoFGIZkC3ANOBhKY7Bgjdl+1OLkcnWXZVUvSoNw4AFt1aiW+U/yRXn4PGlSSF7u5Jv5J8aA86Ru7PO4BLtEmgi01ue0GnrFeN9z901VvqdCA857073rrbXNSUu3E+fe8LyebgtGO5PjAbjIc20RWPPNPMvE26HpF9Pa4MCuU1wODz9JLgbfZa4W7ecptgMW3duWK2/aPckt3+lPyN72N3jLfcqaq5KZvt2+dBdGbkvJvavm3JlwVmI+bYMcVrA8cRSNG8mELit+uV6DVyEqY67izp5AXpXy+fHI7rrcoFfDqc9ebZt9SJ8+xbC15N957LUeuqUbDDIMFIBsuoFlMeDJnPcKK0ThKnPG9PyL1K3SrbGDcNR2j17V4O3b1bU5kQpUd7aw+JCWz6l45Dk7AEiaLFV80LntZf57f0G/m+bzoy9JtwfWJbETpUnx6dSB0dOXQ9L17EdJI2R5JkIybd/MG1HF61JH/AKPFRvUrL+JWj/UHSrbZu7G8L8blPW1RH5wxGuK6QqpdK3/yQ75qVBv8aL8pC1TZseRxWC5HTwU8Kq7YsYqGZI8lMTj0CsTHHghUqS/2X2vDaIuEmJtubdAgWldXeThcrrF9XrYJR4zsKaE6VtIx1ZgqzuBvKr0yojadGsGDVIcidxaxNkxeLwo/vdGIqf2ivjuKfvWybJeJzp/MjdS7UtXcZaVRsG7K9VLYhjULiKpzKD6Li8CO00RNYfCqdefkrUyzNxsq7ajMN654TEeVJFssmmOLiXAPxiBConomTcCXGB2xOWUF6XrXipmwPR9aGX8EOnkQH1oMMOG58trQEksUp2/LQ6wwX+6xTUPqQ0YpzAo4QG5oDEe6i/Nj4kNH2ow/+hAxPU3/AEWPgdJPqWfCqkN79lIaL8aY0hri08vTNBg71EnnZZLXpmgEsD/RFkr0JrJi3SA4EqQyYeydMfxrpq4XLtu3yXNzd0bqWp8s93UypUitwKZxeLT578rix5mLWv0o+f0ve2rm+vNGxVpnHDhcV0z1aeZGt+47ktWpDVbUuGp0WcGjtNNmuxnfiBXZIszWxtgdMVDyeLeq9H3e23flBuW3t7G8ik1upBUqhMxB+qx5TvZ4sqK6Ofp2sM3cs8zDTqJMaH5KdkzBhxr3v+oWdOj7vDv+tl8m9sahh2rFprhe1/NyEjHvrPd197168t5Vnvbzt505qj2fPdrjBTTKTi7xeO601no4sh0eZ0xDqM1p0TypbEv/AMoC/N4u9mBUGrRuW3JFDCkxncXZMcOEUeKZAOni8LmDlz51SZJUbEtq0TbhhcnkmUKytzF7Xzdu8WKNet+owmqMNPHjw6xFlMA/HIOseKBnh3OESyreB5P+9TdZRfyhvK22o0UCaalcCY0+7TnXWuK01KaAs45kHfWiSvK+euasbwHrytYTo92lCmUaFAFr/MUum/6N4WWg2sB4TvLkBn7h23eXvz3OXFRN59/W5edZGvb0oESEdly6WXCgyOOw66+Uzik07jwneFoAvS8idZZU67iJlRuJgW9Lc7fm5uoU+m3zTYbBVVrjxXYk9qSJ8uY6NYGOQ6SxVJw4o6dS7yh739zl61h6q3pVae7UrKdo9ZtfKV+dS5tJhxZDRf2EoWnz6/RH41ObyN1tvXHOg71Lj3dU+dDDd9W68L77rr4vutQ2pUcnSdfdORhxccjx/kVnpPjzIGiz4nz5i1Ktw8gi1WY0PdF004crkmRonxoMwu9JiiRLs/exub3KNbp960m0rSi0qdSqTbV70Yg9K7FZntCLsUXT18LISL76yDdf5MDe8vchI3gtVRiDWnSqR0ltyqNfT+xNCRxwh8LimftdQO/cTJPE/IVldDBXDtuUJbJVqsCXejOm0mrlBtKUXonp0EfFi6tyq3kiX/Ta1QbPj3PaE67K2+1Fdt2NWRKo04za4v0proHDnVTq3k973qXVpFEds9yTKj9n/NJTT4u9od4TWBgWB+l0eFPjE4urKhmJWQy7/o64IbvhcHhJrKsivRRz4Lbv9k6rtcm7S9rPrTNvXLbEyn1KRgTTBBlxc+7grJXtyN82k3dB1Q+zPWkxEfnt82iRyY/Em0ED3jL+piL1Lnxfbw3RL3U3LRo/Cr03WZ4lg6Yuj4hQcmwJX57SmCUDUykyVbeSlDLZtXitlZo9K2QXJkACbIelMbKtKRd9cbpEYsSd6lVlXR5Evu0WJpX4qQKC1+peTrdMZvOMQvfwVSqG6y76WXp6Y7/8lB7qL8ihT9wW6q67JVKZ8+XiRSEC5wFSku36vE9tBdH7hJlwHA52zEvEpEdHNtFPE/8ANGGxRWT6E3cpoJ9ivFnFXJ9VvAjippj7qbuQngyUyvRw1LGmgyzsQODwdCNxe8pomgL3kmUNk+UEmkS65E8UDFAjUg5Tg+oE3cgH0KPBw1VcTbkGJeiMhUhGuOtQ9DVRfx99RpQng6Eng8HQmzdBsEcmqpdVVqzPBlPZqLp804ExuSPMCR2FtFDaXm/UjV8jKoq7TfrB36nSGYsY3uQ9WS26i766PUWxB14cj1GK4VE+4eKfQ6rUoZfR5jge6aspXMprpbbnxO8vyms+uR3HiBjIBM1zPvvapRs9pigIlmqHS94legEX0nIT0ko25LoqVwOZyj9GHSpJqtXjxI6ahlilL1utgQ6jIjxnf0uhbZXtywT6S2cVnJw9eK5lsu4To0xs88eEWS6asvfTGdZbZfkjy4qSmZHTcJVrKrbTM5nk+zze0skOrHlVXubc9PozbhnkutqXvEt6ViDvC16FUd51WoM+DICObQlgazLDF4kEVVPnicXyIZtSCjFzZ4qUZtqZIZ4zSeVIGSuTAeU1sFi2vGqjIs4alThgzNnNU6S5GAyoT0VwmXQLLlTVxrBdQVLc2zKlcYWci9xUW9N2/wAnR+MMbEfdRJRsLFcFYxXgh+rakyYDuKSeguBK7NhqUwzaT0pvNrLJVtDPabDXx5FTJo0XWPKan5lvTopa2UwcivBlkyo2gwGSdGGIyHg+pOG6k8GjNA2gSJMKvpEupkSDNZMOtPo9ePv6VX+Ak8SHqS4GTUrRvc6XUmXuNjga7O3U79mezsh2wV84xkPB9SnqLetbozwnFmEIgtZXW9atS/R1LUrH2StXexAfZHPhF99aFTb1ok0RDtPCXyBtHyk63RuGEqSeILcLR8rKA7wwkScS8RLk6mwypxOhgu8T8j6UMz4cofQSWiTGqcpaPEuRbf8AKUpUoRxqWr3ldI+/1l1vRUhIVqJLdKhdWqic0a5neEy4a4x8oa6MagTMd7EgWubxt/tEYpL2MkeMYa9a4rvi/DuaqOSTeyHJb6zW58snNRdaxccUFPy3qsXEBeyTWVvEqpjhmqu9NAk1eMDHSa6/28X4nO67j6qXHUp5EciTl4VCvO5FnmjF1pHNTImHEiZs+QUj1Ii8LlzSZF41IKKZeNKC7zJrl/BAXcCQOSQn4EYTTMXdIpTi/CgQdZB+pDL7E3y+xDL7EAOMvsQE0mJ6UYfUgxmOGzThs+4mreelOGwNBgkG3U8bkacFGsgnjIcuachJZl8Pup4y6ajY/qT5nXjoTqREky6elPGzNMWQPSpCO0pSNx9H99PmcNKZx46lI7XgTEDDyKwZjp5VMQ4BulyJvBjh95WyjwAy1BpQKJwbeyEc+VSjdvxsVMR44Y6eVPm2g+8jIMSqyLfDoDUo96l8LoV64GnkUfMis6kKwrLiUtyB14Ju5DAOhTkoeEWCYuNHlyKYjIsouI5pu40H9KlHGjNN3IZ5c6QDlDc/vDesivtGW30B832rtm3d6dHqlLHs88CF0NQketfOLZxBP5vmJWqh1S9oIf5s2TMfCG0l553F23T3J9TLFij3P2D/AGmbVg2ud016+aJRIJSe2cmpcW707uj3RdpTz25M7Hf/AAUDXLtumZkzUZb4j3VXSIz1kWRJu3+3YrU+rkL2v2MvbTdZJW3dTvbcTv6skLLqlNkHGglHgcCO0Jc2lVHdTf1Nj2fvAPbM0y48h1pcfxJM6KJdmecaHqxJPIVx1WnQZUOHMJpmQOLo95ejrdNq9DddbMubdVY6h3U3pMru6SuRatMKT2RqQIcTpDBc8bv8Pl4dp99MqHe9dt+mTKVAkkDFQHB1MaLWHKXOGZsD17clqrvK1ZTYryOo7S0rRclnn45FvvGDHi3ULhM8UfPkYq3hSqZV6IMqSy21sa1YCKq43jQqnMKozIY8UekjVml3rQ5tOZjsmy1s2dK4qp9ziqqvE997fktLy1E8si4yeInUqDa86kOSo0AGDYH5yFQsaw7fqtKemM5tmyOZF0qQuOtU8qO1Bp/DES26yHqUZcdxRKRaMajU9700gc3sU9N0qeuOLFe8tZomZpY1ZVX/AKjMpDfCkk2PKKQ28+xK5bdpE4ijqMV1qbeR4JKyu7MpNj/o8VGkpIf9Hio3qV5ihGebdnmT2BPmUuQMyDJJh4ORwU0U/ZtkXDfNUGj21AKZKMc8e6sLkzYqO3XbuDWvfFyWpXCuGjVJ1icYnk73s+daTu58pi47Bob1sFQqZUKXIM3XWjDhE7n41nn+Tu8XbletOHRH5dUjlgUZgOISSrlgXrbkoYFetmoQ5GOYtOxzzUytLEV2SCXkafaPlc757LJ1ikXID8M3cmok1oX2mPCPdFTtH8oi3KTuJuKyZHy5ULmuLNp3jkJQ2szyN0fFiudCB4eYC0Io7B/VtWes0vkY60kP6gLmXiCCqFkCOXT3URelqFOB1FdVibnQ3F2lvbZ3UXBRmI1e+SZkaRVCbmV+OUXi9sF82sBDIP0TXf1dxm1uCsG/7LtS+7ek1Cxoddr0qjShrL/bm+C1HJ/tTGAgZ8hBh1GqzdPlTX/vDsVzd9vBjwazT8qb2V8R4DsFqLpwYw9EGY8xYf0q63p5TG769Lx3dViBQbjtCl2K/hHptPkNPtRmv0TrXJ6XQ1n3hBWVxYqtqmSb391tK3bVKl/k5eQXRR63D7VBqG2lyqeeh0mjAmJA5cweIVnfItx8pTe1ae8iDZ8CjVaZcdXocaW1VLomwSjSKjxXcmmtZmZC15z5y61hxd9QycyePLHcTNKw+S5R7f2gJVstLneDWkqQR/Jsz3mkePr2SM/2SsoxSfkSkG8LnpbIxoFenDHDlYJ3itfCehPG7/qOX0+lUacP72ADX4msFV0B99NkxjTVi6M3basjHtlsPxnO9T55fyuif86eN1GxpWgK9Uohf9ZpwEHxNO/0Kg5oDzJ9diJqZTRBp0CR+YXPQ5I/9q4H/wDkYpx+SVyGObFEkyR70T0/8izMjTiG442ThiZCWwMshUiz/kQtSfiXhwXormEpt1hzuuBiaWi1mqwBeZgVWZGbkNGw6LDpNcUD5wPDnFVyPft4QxFli46gTY/on5HFH4DTtneNUtPylRKHOH95ABr8TWCl6TReRA1JL4mqWr5Q+9a0Ns4IddYqbNQogW+6xWYbVQa+Tw9k0Iu9I9Aq7bmfLDre5mwfyAHd7Q69FDtbsWXL/OIxyGsTxWAs3zajuidZJMF1FCqLoj/zc05GtWJL+fttXgl3XWAf/EGCb6TkbRSryOv6D5Wfk1Rd41H3xFuorlPvypyv/iipDIJ9oM45NSHYrXFwyLm5FdrJ8pbyZN0tqs2TuwuSs1Jxp3tjVUqkDExORMa4rXL3MiXB4xaDKHOBclMd8L+TBfjSjls1sRzjxmHx/wCrPiSFRU4kTxs3I+oG7O/KDflLrlbuO8KVVS/KqsBAFx1ojYp+BdnaHwp1XKDTb0rDP5UWlGfoNdpdHIX8Nc7OQPaGne/hpXyvxr0AsxjToxcuQ5ip6l71d5dBcjnAvatMFE1RxKUZcL/3ip1YptAd1Xp5Fu6W5Z0O82qPOtOihKmx5kSMGrhNZYu/gXNPlSbhbS3Sw7Vu3d5WJlTtu6opusFL9qJgo2D5aG/sKgzJr13nV47UWRF7NJaDAgdDE1A35v4rG8bd7bNgVamsNM20bpx3xLUWaXcTx7TNZeujyMlJ7i5QRb+guEmToZ0aZ7uab7qX+FetP/tdip1+5CK4Jnb5l/afQmwd39wbwJpU2hNNFhqddLkEFMX1uKrNkR+2VeIxIilo4zfL99aR5IE2mgNUjPPbBmlgbY5dGGK1OtUGq/5N6/HvSUEraASHWTIsiEByISWg9pHLFkePUXbkE9sepV/qbjiOVYdtzxIJVKYL7qqlY3DWdUSLaNOFrLuroOy4tNrNqyjlQ2uM1n6Ug1JRvdzJlMtvNSdR95UFjnRclOMhuF2ot0EpyTVvJdozokUVwmyVIrPkwVFjI4bpLtOoWlVYchyN2Y3SDupjKokyO3xpEbTzcqb3NTEbWm79vtH13sfP6ubk7lowEe1gy2B4VQJFPkxZBRnW/SBoX0erlLhyqe9nGEtC47umjRmt4pxuDpJ3lWwoq7X5Hp3aPe896STXXiZZ8lVLh/mbnwpuUZ9kvSsGu0bd3ZUSfSWzdjDkaJVNxFCkhmEQcvdUvzJU2kzepFHDLhKpxavOT3l03WfJsAhI4pqmVTyeKxH9lsJSR3CBvI3lH3raarjIYuQB3EUmmTV+qW5+54BF9EMv+5VyZaNagbfTwXFZWWKU6GC60tR9qUrjkNki6Ui5A61KOR3miwdAhJF4TncJPpdDYrP+JDlDPFJkwYqa4XfDFFJoP/spdAk1yDIXgQ1/YpooodxJlD8Ci0iXXInL+CcM1KZF1sSXQ++nDkNN3IZrKrgNkj8iZh3tXYuOE8yENSfyN4lVlRyZdMtaqZRTRdrWKxqMR6EXXcOO3vdqGYXNnmtc3f7wWaWQmbyxnH+CUbdea1taU8c7puCeBZlOwqLvVgSiEHTHHDvqHvy44E+nkAPDjj1Ll+PWajHITakGn0q8KxKZ4Lr6s+9/I1/S3sjCjhg7WyPpW1btaHGqRCD+OK59ZlG1KF5adZt9BSxHA9SWCVMiSrjfHFTdKxujhzx9EyPfWe3huj+S2yMGVdLd3wsuttg7qFGva+YFShkbTwZK79JzVxaqMcrXFSfkuVw+lQ6tN6TAlSiwPqVWWml+Ge06KD4sgF5gi/c0oJSwF4XgRSaSvSvfn7iTEzkNyBASNotJ6kt/Mho/ZpdL4j5jyDctbgF6Ce6P3lZqbvar0L27zrv+9xVLJoUXhasFWaliYlWodCzVreDW69j2qSXD7oqLGrPc+ajuzH+ol5wTywTJT4cRGfPcxMN1Qy0cyW+UTUxatpPTxbyBXZzdebsfPsy2sFonqEyU0VXfKWllwYzUal40BmApqvWHJppEbTJKs/Jc8nOCMYslr6mB6L7ptKOqirl+kPCkAi5B0Gm7lNqTGt2M7im/FMNBgqqVCP5F5qd05D4jRc01F/NGz8al5kWI4F3oSwupilBdWTBICaUD6kzbNOmfUgQcN/3pwLSTZDwJ82OpAAba+8nTbXgQbaT5trlTkQVlrlT5lj4UZlrVyJ4y0Hm/pWVIg0eP4E+ZY04YaUI7SkI7SkImAyx8KkGWkWO0ek8FJR4p9xORgjtcqko4ah0IseGeKko8DrwTEQ6p4ahVyo4+j5FXYMLVmrpRY+kUMRD6O1y91PhaPFOI8XSOhPhjh/QoiUiyi9abyoektanCa08iaymk6CsVOZA1JmUJT0wFHkKnK5FuRQ+dIlFwLkUo4PjTVz3FkDkPyfN2be8G5h7SztdZaL5hX0MoPkyUeBS2cqa3lhniILi7yOLgjUq5G+O5iTTuS+pNPr1Nn0GPJhPauTFfOvflZWvcNNGxVT2Cm7o6dtUK9I416sxyFvn8lajzKPIks0gQcAMhIRXz3vK2ZNp1yRSZIGPCPT7q+7LPyVPt+QzVAHh4HqJfIXysGIEfeZhExx4v9Suem18rKmpahqeuRFcrzR9wUPuljxkUxqFa9yT4fb4FHlvxx/SttESjtkKYfLGc0d0V3R5O1vTL5t3tP5PlT6fH0k+5yPqxUndfZMhmdGt72zT54ZDiBL6GS0ZrlkeVNfsHZMT54bAc2etvlRMzMvEu9qLuHth2j1I3aPBkyAddM2H2P5SXHVYocF++KhS4rPAjhIJrhj0rXXCk+XpqsxvLNU/Op9CJdxTi2/P5s/n+tei6f1FtUvcND+SKl2JrVs2+rappvdvPOljUQ2+bYf1LTNWwKqs/kdbTdu3Solkgp1yaPkVEZL3n2HxC86BPE6WTj3n2+fqVtc3a1duB27zbPN+r61HSbKrEeJ28mNuP6/MkjrKVuLElT2zfYE+rE35FfPuEverZ7yLtA9hFs2oLYpvOWdeqbepMt/mCj+pSDPzwcPvKPL1qyxUUN7y6l8jTeHu7tKRMpVwwxGsVN3hRZL/sgDFcspZiS9Hc2OtHiQ6shUsEmg2QlTD7iPE6fu+zqvS9+FGctO5nG5FTlYyX42nhCJ6y+BaTb8+p3vvmrF7VGqnEtSyuLDaItRTpABiYf+/AuOabvEu6nT/lJqrvlK4XCFxw8sQVjsvfxfdldsCBMYlMzT4rrMtrihn31dWpiZsjWvRS44HaBWvurat+i/I1NGdH3gTzCeRNdfCIj9xVa59xG6aDSf8AJJT7WHbXHbckVuLXto6zMXeRYjYnld3HaFLq1Nn2zSqr8oOnKim7p7HIPrBWiN5ZMMrKis1O1ifu2n06RTotQHlwMMclZ61MDFHpSVsTbTleQ0bTxMl0lik0o6RumRl1akmtE36nSr/8z0fWjB9SL/MjB9SYyG1nyL3z7cvUuu9zt7Ttvk6Xfd29O27aqNqUKA1QbcZfoUUX5VSPkxfwzLhc6FX3WbqqzuAtK/Z9jnbrIFTXalXYkrIpnFmdlfYwPqw9PkrKQ5KVmnxbHqciILoHf3uYs+17TK8bNpkukPU6vfINTpb0ztzWtonWH2nfGA8viXPu3P61Cy4tixIrZ7lJqg6os4PCH8yWic7n9kac2JSHqzJnQGjES7KburwpCGB9oHpzH+hSROr7QnpnSPXbiwxH1ocnQjDyIKQrgQQD6kUuVAuAboTqDgbhB32jBNU5p3502soYEUEQ/rRtH2rAHq9I0XNFWcwFMvsTrim02280ZNF4TTP5++nRF9DbPx4plcjZCSh3VcMMRBqqv4+I8lIN7waxp7UzGkj+9aVXy/gvE+qyEehG3Iu7N70R38/tlr3m3U6br1kyv0MyGXxLPkFItSxH7SJjQ51RtuPS5XYKkT7jzWIiQKF3fzWYV309508RF/ZmSrbWvQjCZtFmB6kksmqRPSZRPF+R9ILGux2inFq9CncOS1qEu+tDuXfdfF3UoqJUpsViM8GDox2/PxV8waNvOu+h7RCHWnxEO8audM8o69Ye0e0v7Hx8a08tLL0/lEx5FWdgXaDNaOfax3FT6zMp0dyNCk8NmQOJCrFT94dYhx242kha0riyleVPLaIQnQfhJXak+U5bUjHtjZNqn7api4nFVPYt9o+KnXdN3jQ+IL00CF7rUpMuiiVGgyAHEXscPeXMVO31WVURHh1EQL3lZafe9BmCPZ6k0Re+sNNKu1lNVUUt0pUwniLBMHNlwOk1yFvLY2xd5rT3fdyXWY1mA+OmSOK5Z32bW27xYkNl5/OSjtyOk+43/p8ksNTKrryU7c8mO0qJctNhhUobTrgF+k1aFft4256lWvBen0sydLHIxLp1rCfJ33gvWlHgyTyJnhLYL+3zBcdNbjQGXRedaAHelbOVYMeJeukloSkkjlX6pRY9rnNg9paxxUPKobzREDsMseXLBWy169GYijGkK1DKoMxvB02iVD2kUh55DTxsuyTExl61ID/NGHL3FXa9u0oj8dwzjDkt+Kl0qU9gGOPhVTuymxocdzhBpUOg0XFiaKtrKJ1ZJTgze/aECjSNrsUMdSziODOIgty8oBrSXvLM93NpHdVabjO8q6COsipKPXn8T6f7Bjqb7TRxLuZitlDz14JE6Y0XqFdMXJuMgMUHjQoxA8HUsbj2NVZBSANkxJo8eRU7b3LQXRWZWPRLt2fcbRIsbLlkUUqSHSaalS3h/wDUrVIo1SjvORjjFkCZuQ5IFrjF8K26ywy8GOfemqoeSlbcivB0aUnwseYFYia+JJ9lA+hPpkWp1TkV0mvAkyYDLkVgcgMn0Ju5TvGl0BlnIMoXgSZQlNOQDDrSPZT6wUWkSrOQ5RfAkyjmpoo548iTKOo9Ik1yH4Rj0IYPfeUlwNQqSptJB/EMEaQ+uQceqVKH7J9wE/K7KwQE07JyVr/Irit54JjKsNzVgCbTkINeFylypRynCN003L1KySLSktdBKNeoklr1godJiyk8RG4ICCdOQ3g6EiUcx6FhkJFcS6V7mjGJ9QJNKSAQQQQAB+pOIrWZJHNOqeWpCiNxLNSaMD4joTyda4AInsBTFpgy6LfdVmrEVnseeC2SRq6molnfLElt1dBCVwQwXTVu7rwnwR9DksD3PusjIbDm14Lu7dXAjTIbeYCQ4rsbfIkUB5d3BHK9ZtOX783O4CX0b8Cy9ndky1MLOMu/t4Vqxuy8YGRx5Vh9UtRkJmYsiuE9QWwtjTxHofpZJncdCUw9zdPGlQ8+x/gWZ3hulZji4YM4ku6KNaDD8HDaHSqLf1hsi28fZl8r23vWeKr0nY+tavtqlqIdqnzrr1Deo0ogPlUfn4FtW9y1+z8Q8ORYiQYOYL3qy3P5hBqHiV6tvy+fTFMtSWBNw+pLM8y3ZpB9H6U+ZDwJnHBSkcEggsyHxJ8yCRZazUky0n6AGZaP7yeMtahQjtcqkI8fl5U5ACPHUlHi7e4hHjqUjtJ+hXYLHi6uTUpKPCwRo7QKUjtaVKRswWLADuKWjwAxQhiGQgpSPhipSDIEeAGQ5BpUpFhB3NSTZwxHWpSOPgTEIpFi4Y6FOU0+zlyfdUWz7+lPmywWRS3RSAx0cqefzKqxZhtdelSQ1fTqUWI+RLOcuxRs50NQJF6qGegExelZlmBp1XEVmE5B6kzLDFGI80m4akMCLibudxKOGHfTci1CsYAcAWjdk61aw3VIe0hIC1CPUu5dzvlgW81TWYdXmEw4A4Yka+fezzZ6UfjHl6PbtXDXvtulvSfXO2jqE6rozrkp9I94nlsW/DtmRTaHMyIxMdJ6iXAl3XpOu27CuOfq9LliXdVYJxx4vaIpYEWGaj7d7XorAzSU/IWWWPS0IVxU693d+VdQbet1yBKN9hzhYAIq12H5QlpO0uV8rzIhR3cyx/Srhfbjs9SOLjg7MhNd+l3lQ5l7FA/E7RtHfnTYFp3BMmViSTIOunTWnC+AFhFYtZqjP0a65Uz6XcLrsh1gujWsnGQ958RdT+fcFaqLrL0+e6+UcMGsukVRuNT72DTNzYIkstctSabdNpyKhUWJ0QmzBwfPzirnb8UIsMQqLw8MB1CKwpq86u0BCTpFs7yef5Qat2fswY+fvLiKq01c6rFke/2Hv+x2qaSrxbJjoMWKe7tF3zD2Yx5UydZjTg2x2mfmFpYtB3mVONB2xD2efxZKdLe3Hj0wezRy7VwuF51q+lkrInO5b1TsVwpW6Pt2mfXFFCHVXWh9Qnt2KL9W0sEvLkvTpByHPXtJI7A8+3Bd7Tp1SNcj5YuEkVRVSSxcSVY/MUxPmT+N+YkmDnOti3E0y8gZbe4rnu73aVreLMcjUt1phtr2r7nKqYWZitd3DWTIuuouOu3A5BhRHQJ9lh3F133VmCPOTFhKp9KLJSt3Buiu+hXb+R7UBydOLU0EYcs/dUDKtG5IFXct+RSJPyg1zRhayNdH72r0uW398FFqVt7exxODHjMtj6UsOvJP4NYeonlKTJ8Wi7J3b2AYdIg0sZgOtXGpFNetfKifFzlByLJYe4LrLouBoISHUkyzy5CX0OsvdHYx3hVr5uWG069UHZDVNak4kDrQBzqnWH5OlCp1RrVar1HamNSmpEjgPhoYa1Y/zJ/lzCLe4jiAvcRFKXDHCHWZ0dr2bUh0B+JRa1jLi2JtlbLpke4/wXiN1LwQQOWVy/bsftGLYEqtyHbdhTDnsQC2+iakGOOa0ep+UtUq9acOx6vu7tPZTWtsIJW2JHdYKXHiu5A1odxDmPUGPMssi2tcMqllW4tCqD9Pa1HJbimTQ/fUVw9v7NSqzKRssbG1b3d/lDvSxKPuv3f2INq21TZXb3wfnlOlTpWOImbpjyiJcixXNFRh9SG37nMKuP6G0+S1btNuS+5dNqhv8N6AeJMFj1ioK+rfh25vCrVApbJcGnz5EWOLncBWPyR3sd78GMIaprTscBHv4K67wt1FbuHexdFbhnGFn5ZdaBondZH/AOyXOdKv2t1ZXbbiXLdTV15naggXLHcc88WH+lju/wC7dQEKaRfnj7XvNJF5p6K85Gd9o0fCNAfcXT9Hz6ZGteJoX0nJR6HGKkwzamMZcWQORBjlypj2J4i0cJ33XRJOpQY0OGfT2h0PwCo0doebzZpYt5YrUwZcRZyO81odB0fupSB+dB76TblPNDg1JIfdJLR573aG+LwndfU0pikNS9S9Tl6QzxHAOG1zYaTNJ/5tLofaL38kAN0B7ieDHhkWmf8AE0ilCP8ARSWHPdNBjMb6PtTofzQvfSZQpI6+zGlGxxhuaOtBga/P3EM0Yg5e7zIeBAx4ggjIFDx/aoz2kiScf24pSVoJACS9y/gi5fYvUAK5mjMnqSOX8EpH9ogVx3slvNF6N4xT+HdlcgEPZqg+P31Dvc6TWWRCBqWKXmheoW967IZfNUD29Oraoqs3tWK7KGTOeyIf1qtI2aTBOnErx2ujifNIzfLB38BR4TMCYfslp9M8oG35Ohx0dhe8uOmz/UGle7XSEtO3alamjfccrcuxLZcJdV1O76bvftuV/rgD99T0PeDSpGPZ5/418+o9aqUX2chwfvKUi31cEXE2ppf/ADVRrercTlar0sif7DH0Pp97s5Dwp+rl504mV7t7PpXslwRTt8VwRS9I8ZK2U3fzMaHB/ifGoGtrfkc1U+mFZFwYuW/4AKM6YLMd1Fys2zX40mRypO9d5p3NH7Nnp8SqEJ0MBNW+tuWopWppPI9n7A9z2wkbPyU7qqm8u3nbd42YZG1kslte5aVMlSDzEhN1YS9Xqk7F7H293hotNqUyllnDeIVyVB2ItAsipJyPa671I97PGzx7VOnodvW9Mc4wg1r1os6wKJIZ9i1ksFg7ya3A0G9kKsUPe/MPQ/lioJO3rnTtskNhH3bZ63bLGSlc3Rw3XC7KHj0qBlbqJkdsjwLFW6l70IbpYOmrM3e9NlRyA3mlP0rbrS7WDrbrBX7lOda5QZNIcwkAmsGAc+QMZoMnHdCu28aqRpjxcLHJN908eNIu6Lx8cV3lqmlqospTyjuOmioJ2WmHxblqw7TxkgDuWOfIqPOteZAlFGkAQkGlfRy37SpTtFbPgtcuCye9N08B2uEYAOJlyrb6CnILWSqcZuUN4OhM3qM93F2Z/kWgSmR+jNYqu3FuMgR2SNqNiXOk0FJ0uDnIsinYawUpQ8AeHiq4XdbIUuU4zgqWQdnc0Ko0WDmzin9wppVLGMbI6x7qkCismqDRflWV+amSlpTtbpf50BLHuossCVrdUY6qLtJ56lw3R1MqLeteG+RehFR8e6JIF6XUKko9yxjxyNTYoVt6EfMsWAWtoFWapZoMCWK0hurxpA84qNqxMm3n0qJ4lYkincxmdSzjkQYJmUXwK2VoAJzk0qF7O33FRaI2sU5ElF8CTKP4FMdlD3kmUXwJdIl1yH4R9xGZM2nFJFF8CRKLpS6WBJqE9btb7E4OR6VcJF0MuxcM9Ky3A2uXSlO0SceclIs7KVmgV2yNu3W3GDVS5+pdzbm78Zi8EDe0npXzJs+svQKkOZ6V1Fu9v844t/SV1VmnSePTY8+7poZYpdeI7uuy4Yc2m86x2qTGTkZ5qnvbzeLBECkqvje4SnCzeHJavvShztMiF707q5UvC5m/2hKB1jDNIXtSwkMOGIaTVLsm6gyH02lXKs1aM/FI9hr8/bnRy0VybE+7Ld9aJXOQ99FBDgvHguR6oxwKg8HjXc2+YWX4ry4nuprhVZ7u5r6H9Pqt5aXFjyrvymVJcyHHmFPI/rTMT1CnjHrXqPQ8wcko4KSj+pRsb6lKM9PeQYJKOCkGRDT3VGskGlPm3UELElH6dCfM4Aott3lTpmQCcjYmo5qSjkGInmq+zKUhHlJ1K7FijugpBmR1qtx5XKnzc0FKR4lmju/EpRl0NIdKq8eb41JMzA0piIszLupSkd0FU2Z4Zc6kmZ/LrUpXLQy6CeNugqy3PPvp03PDvpkFLAMjrSgyOtQIz/GjFP681kCc7T9qTKUHfUKU/ZqSJT0CE0UoO+m7koO+ocqkHfTd6oh30Dks5KDvpuUoMlEvVHxpq5UQy59KxmZxOF4UcJBYbTTh6ndAmmsd04rifbKj5sTPmWvXDyOjlz6NtEPk50BTdxs2i2gWxS7c9kh5NSZzHWT1gCZlTxFRn8hkvP5kdEx+rqVYmPUF540VOZ+AYvUhmvV4XqSGDzb60Pn+1H6V4gPiED6kYeYUXrRh9Scz1JmL+ZEmLnMnsT80NND5la8CovIKn1NqtSpL3aadLcjOd5s8UxU3aNqVW8qwzRKSGUh5Yjyy2jNjjuPSvK4jmdskVJ5+QHKTh5ErlB3+3rDqjlY4kR2U6IgRE1zKFuTdJeNu3CzbM2luuVCR7IG+tQ9Zs65LfqWykVakSY80uVnHWrGU6lbGmlL/AEXyk94lBuIrhhSWC0mHZHAyY+BWG0vK2vum3BOr1xH8rlLinHFgvRtNfdWIuUOtNOdmKlzBcDVjwDyTQmnmtBAWXurPuJ1MeypW8R7WakdXqUqpONC25KdN0hHlHNR69E8SJAvWqv7nLi7doNnqFDPHlQH1oD60AdY+TAzc1qWxI30Xfc9Z/I+iNOwoFHYdN8KjIPTwuFyYq6bqZljX5u1co9Uh0GDb1tUmbPuWE/S/p+RukQOxXceUdHjXJ9vb294Vq0Mrbol1TI1LPP6MJ6NSkz367x3bN/yfO1sfkPTlGFodYZZYkXPir0VTEu1jXT00j/odF78rG3ZXz5O3+Vfd5ZJWxKpLsSQ/Edt7sf0V30XopgiASxzx1ai91cZrXLq8omsV3dqW66h2nRbcpMt8JVR+T885jwe+WgfCsiFQSurNsLECui7y5bsLjn2rdkKt0vHtUXM2svcXSG6e6KxelPmXJXnuPOkVQzdc+Fcq2yeNTZNdIeTyYHbs4OkJh/yiubv8CdIdfyPVvSDDrf3RvJWMEu+P2W7a0x+yqMgf+aSbUeLGlVqDDmZcGRKaadx7mSm95rfA3g3CyQatlReL8agIpmxMjyepp0CW3id/aZKcPeoEgvkkT8cjbt7W6O27XtedJob0zGFPyji6WWIGYj/SKwccF11vqim7Y9cAg1cIJH/NElyGIHi3oWs7erGqI21W8jsfUm0QUD00tKuKtGobXjyIw8wn414vO7oXTHlIpODCZIAv2poiXqX5897+Sb9JZIMIDb6yQzRnGnmsTdZIRMMwyHmBJrCBgKC6817IyFPocqSbMgOMReiUaH1J5T9ZPf2SyZ6Eo5Nedt2C87iQg6cfkUWUpnqjKQb9LauGfspn9CjXKdJCnjUsPo5u8IC8ahjlNlWwblZfxFM4BDyECHAjFyPavEmi914qfI1WA6bh6hxMUaVFPiaE1bdMSFOpTpjj3UwvEb9neDoJeY+BKjMNKDKDLWAptoDXH+CMz7ROsox8wIwtRstHMsY9AyEZHE7iRUhIi5iOJpmUXxoxBWE0EYmHkCaeSYjhmEZzmFFZDVyIz3qTEfkEQQXmaQkAPqSySUjBpr0/lTkbEeQ9aUbmPNcpp9KoM9ovYpmUCY1zskn3C5IOmas8PNinDdXDuKH4TwF4UNelGWIumrk98osn1pQZrJ8hqvZGvcjFSagqxfAsQyjyHE0sM+SA6XiVZGQYdeKUbnvD16VH8EfmSp1lTgxPFIN0s3TMiUxbVbOg1RmpNczRKnjUj0pZmqatSnSTDiVZ43m5nbFo79YZ01kDmace9ypjW98lNkTCMJgl7q5Dj1QAHS8Qp83VO49qVtak1D21lO0qDvVhuiJnJUlXL0gSoJYvDlguK4dyz4RZtTCU1/lBrDsfs3adKfXUg9jKpYN4k1mZOeOOYrK5gek/wqanVntQkZ8yhZDoEWfUoJWz4myo49LmbNuvo0N2ntmYDkauF0WfGlU9zQsx3Z3WzAEYzp8i0S4L3h/J+APCvL7lDWLcMkPcrTV257ThLyMr/JkAecZw5E1mWu80WYAQqxU+qMuyCeM+tThOxnR6VumuVVTtuNLT2SgrVMxep0+LlgelR8qVMASA1pVSajG2WGKotaigDhYrdW+5NVbXOavNkiotyFXeaOQ5yJQaNp6k+itBxh0KzQ6aDq2smKbjnqaB6hsVKO5RjxSLlLeDoyWhTKIHD08yjRpebmCgWWJyxPRz05Q3ID3cTdyKYLSCoOY8iialRABvPBLmgRRStuKO40kyj+BSkprhFgmZJMRssBu21wiEwVkot5TKXoz0goHRyIpBqWYpXp2yQingiqlxlNOZ3oPcMc3i7qEfeWbTw+mWXlmiierxKaqq5KuLScrUVrgoZdeI6usPeSBCPplpxX5xYvttXvri+16lPikPCNaVFuWpCzryXlN19PorhLqqes2z1A9pFpMXLeNcwPxXta5Xuh3i1Bw/GtMuqvSZTZAR6VldS1uEfUtvZu3Pk64msvPcvzriR4+tPGT5Uz6tKWZNdChzZMRz8afMuqHZdTxt3SlAmm39KeMSPHqUC2+nTcpOBNNyvGnTcoFAjKSwysetBDiWBuYnTc3l1qtjK8aWblcqcixLU3P5U8bn9eepVMZqWbn/AHk+QuJdG6kGXOnjNU08+lUduo+NOG6offTZEekX6PVA76kGapp59Kz1urJ4zVvH4VLkRaRozdU086dN1QO+s5brOlPBrPjT5EWkX4atza0b5W8aoo1nSh8ueNGQumXgqv40i5Vg1a1SSrJ99JlWfGsao2kXJys+NNXKz41TyrKbuVc++jINItz1XDvpq5Vw76qLlZ8abuVnxpdUbSMUtu2alc84IcJr18y3ajeTDtkwAdlZEZBki+THRYEw+0SAHiZLuW1bLCVBbkiYizy6l5pd73VJU6FN4nmve/flZaaz2tL4nz6vTydqrb8cpMMHCEOlY7PhSabIKNJa4ZjpJfV27LXpsinvBgOXiBcBeUPasajVcZkcBHM9QrPbvcU9VP7afkXOw+/Jb7L7Sq5GLfP6kXZn58xW4bkvJ+f3gQDrVWB8IZ+zEOYh7yd0vyfNtTnVBku0iMQ8RFvYvSlt8rqrHpcl0p4XaLqYIO0dnMvPNt2noXRUDyXgqzzgRai+2TXfxWY7zt1tQ3dVyPRX5AvuSgzHzcyinpJadc2JaWuiq5dKDkUPZt27PmE17q2qSqFuVGngJyY5iJ8vnTeNSpskcmmiIf4LXLPHyyN41tqVfS09w08239S983jTkqdNHIuAXwpEmnw5mi+FOsyeJWekqIuSCPUj44IuZow5qYrt0JWF+bEmxc6cwNTBJo7zq34FTpzBl/Baz5PUG05F07CuG4ZlMkAQFFJgseKfdJZIXvpVh56OQk2WJDqTQNpNkE8erHgdaeUVctRty7rauChVrEQABLHUSWvapSY++m37ppdN+UHBg54jjrXKtRuGtVbY38oT35PZ+TiFkp+j70rppctuV2kZJtDiPH1K971HNV1troq4Hd1wU3d1Auak3V+UhUOoVsOyutFH4vxKDqW63dRZtUnBerMadUrllH2eSTX0fl0Y9xcu235Sd30GqfKsqHGnOdIu9KslB8qypMTKhUrotuNV3JbvFj8Xki+6rfu4HNc1urE4mYb4rNj2Df8AUrfhPEUVk8mMu4SpHISsN83ZPvi5JVwVH20os8e6q8XfWmnZXbYdLDlprn+oB9aNiaKPrRlESl5snc3vE3g02RVbTtl+dHj6TdAgFRkTd7ek+C9VYdtVB+LHdJp11trLExXQHkW21dEqtleUe5SjUKhOn2iBxfbmbXcT7ddWryYs/eRvPl17gW5TXZAtwBEcH5zxaP5lfhponxyNVLWyo7Kpyw5SqiwwUl+C+21y8QgLFNhX0djP0XePuqrk+NMpUuxZtpSJXyb2UGvkKoR+8feMsj+6vnK7s4bpB9Shng0uJYpqvXyUf0PD5SbXRnk0ubXY9eh55cJ8DXOFI8w1Fr31v/k2yDCrV5npwA8fvrRX9creznpvpRJpdzx9PyUoe+5rhbzKz4nQL/lCrBYO6xm4PkGpZkTc2vdgdEu4GJf0ko/yhoDsfeDKk4fNIitOj8GP9K0ix6yFGsGPc7UbijSq2dRx72gS/nyVGSsZbdH0g5Mcx6kxS2++zSL+Ro14bIztLooTAaJupOx4bokGh30RZrn7ftbVIo8eizaNTWIgu9oadFsce6X+JS9S3tVKvXRadBFlgaecyFNyIfSifsjD3Ms068oSKf5M0l7/AGeeYfG1/wClai1089uqo1k8j2yS6UfdnZbyrHvhVVMDEc0psDFSdsU2XVK1Fh06MT8h19oAb7+RYq635u3uoLiIItEnP/5uakGTTXFMQBoRPLDxiS7tqyKKXSZj5q+OrLoJyM9nYG9n1HgX4VMWLb/5V175ECM7JkOxZHAaa/a46E3qFDqoVJmM1TX33BAMxaay6FqW6mg1WmbwrXmyqa+xHnUkxafJrQ79FPq6+lVblXpTwMyHQ2CyvcbhHRv5FW3sUWoUMLZhVSm9jmDQ44O5BiWYZDiSz/m2LqvfFu7n7xriis0tl196n0l1+Vj04Ry4X/Nax+8uWexvdsGH+kM8BHxqvZLilbBu5FO72/5dc5LcvJWEg27S9SsNj0Mbjrg0gjIeKw7jj3xDJM7gtWvWvKGHXKaUZw9QiRcyuu4qnuv37TdroEIvCfC8QERD/iV+qqtKlaVTV3KKWgVtVcWNBmbjKDDtGPM+UpOUiK7Ndb9zJVmvbvpNJ3VzDGSMlsDj1FgsdYgY6/5lvF+AcW1ZzIhiUS33Sy9/iqgUp0qxuSeNznCmS2vgyXBW261Mr5M3kfQvbPb9svPbsbyL9XTZsjmAfUvV6PqXi9KRvih8/TJozMh6PrTqX7NtNE7e1x21kruNkEEEGQI4kiL0fWgB44Xo8wTcZB99OD/N0zL1pyPmOBlH1o2x/mTUfWvEGcR6LoZciUewMUxHnTovZpxApCHcQJoO+kSM+RDimkG3CnA299WC2ZgRXh4oaedV3impSi65A58qdRZ+JqUWbR5Q5myOKTegUcxLhYiSEWmw3YbfC+JNXKW90HpVnxNVkV2sU2HxCwxUS5TmecFZpVBkmWfMKT/JyTjyJcSdZSnvQEzcaNolap1JeYHWCgZTQcnUonXEspLkRiCOTSKQeBRFgM3/AHrxetifcQIE4BSNKC+YFzpMkBSAOhmmHWlG6oaYkHgQH1p8hMSUGqHikymZF4UItNN8RNKSKM80KNfxIsEFo882tbR4knzlcnyPavZCq6WbRIwvmCPgj7iZXdNqlkj1uTHLnUlHu2SGg+VU0ZppYZQJGggl5KTxVlRDxYu35S8XrUfMn8dQLMoD5UoTulZipoouBipuE9QuMhJMu4OZq1UmYGIqhi/8SlIcp4B0qaXFtpTpZ2pXyL44+Bt86Up8dl1z+lU8ajMHQQKYotUPtAgYYKo8axRGxmunuC8M0YDbHRqULWqGANloVuo7oOxxyRqpCB1stC5GeuaKU9A7Wt0Vyi3GA16kG04R4KsuNYEtguCh8Ui0Ki1Kg461vqOuWVdxV7g7YelbOJSqkil6k6lQzY6NKal6lsuZw7xNFtYKky9aUP60mSwKTVDlA08K0KnzwdZ51lsMsHB1q3Ut17EVYgYoVKkhcHBdbLQs3qjWDhd1aBOB42yAlS6w1qJRVJPQt4ldLmJBs0HuYkRabgbxR227qSwu6kzEuXWlBNKYHwu+NLNyPGo8T60sJoAkBkJYX1HiR4pYT+6jICQbf8acNyFGtmnTf9ycjwHgyuX1JTtXRmmnSvMv4IFxHwzUYZ6iyNJlIWMwxJxupcqdN1TxqqjI8aMM3UWtPmGmXBuqak4GqePUqa3PNLDP8abMj0y4DVkPlb94qiM/xo3bz76MzGmWr5Wc76RKqeNVnt+3vpMp6MzOmWZyqeNN3Kpp51Xynn30iU8yy1pczOkWByqaudIuVFQJTD76TKV41jMfTLJuMv7ba1ZbYecxbI19ALB3sUdqnsgcn0ZgvlaybwOD2fLieFalZ933/TmBBgX3mw5cgXIXezNLJ7mBsWPPu9ey4bw/uVbFjvy7t4lKKO4YyfR4ZLhTf7eESvVzs8c8m2iTK7d595uMlGmNmyPi2LLJUuTOeJ590icLUq1jsTUs/uZORW7I7F6WWX3Mj5Hevkv74rAi2+9R5QCw5HhYtCS0K0b33V1GoSAI2GpB5/ouKK+alIrdVozpP06SbBFzKZo28W56JscKLM1OjhkvU4bvgiqdhPYVeVnVjplw40XfDUq0FX2FHp44+dgsWiWC7w71fvrea/XQPJlstjUX3BVbavyvtRpkbZM2+eXqdJQsOWcWUEzuktbc6v3cGKm87eo0oa9J5TX77ibHrbYd2Dq2pOwQjvU8YMhkNu3b3hUEd9w5sRuK4HLzCSlqVedCgtE5sx4nRpXn8sM6waWJ9N0lys812Sv6SLjjiWiNTIm3i0/s3zbPORaVEUukUU5T8WRAZdHYXc1Jan31ShbckkYk8QqtTroiRI8uU1JHtDvJiq9LBVfFlNveLpY4kWdMWKhfDFPj1gwpwCLY7fNpVcDDz7POjvSHJTxvO6tu31Iu0fOeC7aCPSjVXPmi61KVlZJNEuKsSVM2+dggSD3MSXpvsSSMjmJbPwNCv3BJKRo7shwWWAy2lyikuladuHgUGVdHaa28I9n1tCXUaaCPVbExUT+3iZipXBZFyWxtinVIBsdtDJoe8kXLUuNg2wOiy+I77ISa9a6m8qVinyqHSavSvSHFIdg4qLuO4ruqlPtIwpcbjSHGuJwg14q+1CmTGoW6StGrYnMNQpVYpb2xmp01+M8XKLjWKQIXg9qBD7y74q9h2k+za9VuhkX3nnTJphocsT8arlz+TzTaxvFpFXdpQfIu0idlDy8XugstbfxYXpfossXU4lPb59qKtS8oezqbZ28afTqNDGJCL0rTA9Ky1a+SLSfFjdQyLLFmp6PrQL1rxel61ESExQ7ouG2nCet+uTqeR8xRpBNZfAl2rzuRmiSLbarcsabKd7Q/E4vonT7yk93+6+7940h5m3IAujH9q44WICk6zuwviiXO7acy3Jvys0PF7M01xTw7+hSqsuORAzRZYsP299W8dixnN2sW5HYtuyPawmWgbF33iEczVK9aex7drElmVJi0qY+3A1yiFgi4Hvd1R3z5eJG7yGVY14j6m4BMZ72S3LyeZ7MW8KpDdPHtEXIMvAYrCIPzTWffWi7u6zGoO8CHPnvcKPmbTpeAxxVO5we4oWjU6Ps+5fKr/T1JutyU+lVS/oE11liS3IgyGsXQyH0WJf1JzclLgQN1tcCBGahi007pH3RUEFVgBfNuN9oY4nyYTTo5/pXY44/yrzfDdMC27anUV30smsRdAj09OX4PxrgKaCVqqGI9e9RUpb12/NWKq6iyGCU2YAXBQ3tp/m77QF4fTkugN7NIO4bRJkCFso8liVkXcIuF/wDVBcxFrHwrZLUuuBItqtQKjPAHJcXtQjnq4oY6PjYXVXimfoyzx+JynppeadKaazVXGQlt1e76fa+8CmvOzBKLNYjutEXVni6Y/wDKd+Fb5BY7PewgYc9DMfHh2oVm+26rQpVwW/Vzr0b5Lz7KbjZcXhaHf6XfwoTt7VNG8WbtgA5Mghb4O8EdJ6JTuYe9gX4VzNalZcZM8Tmb3SUPa3e8NTT/AGFLFuto1NrNcotzvw2Cqnb6h9JHmwdadEvfRJEiBQ2d2k58MWT7O1p8TDrSQ8l+edShxzklxCCVIAfDy/4lUN59cOLussSoEBC9AdjiWPeaOYP/ANJa2GOeordB2O5rquC19zR3CL7ci5Gn2bdFEuC9K47b9R7XFkW1whcEMTA+1f8A71YLI3X3JW941wTKDDF1yj1E5TTA9WEodA/dL8KkPJzrzNL3kTKVMe4HaIciOIl3+Ox/gW47tg7PeNwzMNRvx8/vsMF/iW4VZbTOyRnh/dl5ZO6ZLivliZVvCpdvX5HhyQyJziusRyEvanwncP8AmiKdbmYtNs2LT590Urh9tEOym+OLrXCMSd+56dYnZ9Zcol6Ul18zOPHrcfPIu4+tU36VR6kPUVkfaAE1gsfcYFXmil6SLSO21j03vDpR91WbrcYlxkVVFt7G+aS1KcpUCGLseoUQIrvF5h4vFxP8ScblnQrm66VAPp7Wx+D/ANa59rVZeq5RTfAhcjxQi5EXNhkt98mZ4dtsVGPt/RzvOX3mhVqvtsVBTq0amw9IrjPr9bfK23TZTnooDwEQZh8SKUOT3EtXGji1qoQ/2Up0fxJmL7wcp4rrads4VPLbvA0NdKv7gdneDoJOnPzUdGpJjPeHrTpubxY5GYCp1NWxHIJ72pk+ZlD6GfRis49AyGSCe9njH1odg7ryMegZBW/Y4JqXrUkzFPh95NXIpphVGy9y/gnUWG865yaUJkXhFyKEkyG48w5p1o4f1JmPMOhPG/ZipOQjDdz+5FRnObaiqMkApaiibsgcDUSnlPlGw9mpFI5V2mnR6XP7Lm0enBAYtSBzqUDBvc4rYgXKpKPfjPWrORrWiYlm+2AOBgWSHy4EXQ6kxvWA62QaclVatVmZEguEelNmKkRPVaUzKbLFUOoZg8WhT0ebk34VD1gwMiUbbyzEuJF5oZ8qTL1rxVy50F28O/pRiwSIJ0zHekEPCBPl+YYjUmvAjcIU+eo09pvPg6UxczaIsw1JFdH4kjQSpuC8L4koy1k8OhFE0tFP0wpmIOuw0K1bfCU2Jqeq1oG1HI8E83emy6y2tGqVLZkQyXJVdc0M+Itni97PpHLtepvZZBaNKh8PAtUu63DOUWjSq2NEBjnDIV0FLVLURGxrqOWiYp/BPuIusFcHqWyQ8ii5lLx6FbNcsmRDscyfCJpFmPg5gpqPCN0hUcrYAzDeDF4rmpXCk0biiOQeJM6PRj4zehaZQaSANjmC1VXXYGvnlwYro2vp9inEO2jaczwWiMwGRxDBOCgRuGtNLdXfabS3wLUMQdLY7K2IJxIkdCWmYRxzVZnVHFwta1mL1DZHo3bVd8vqVQcToAPiqnWKRpLQrdDmA6OBmmtWaA2yNSwSvE57XPBBcKPMx+tQADLAFUXhMHCBaVXouolntQaxkEuwoZc0PBe6bf7WXJRmil60C9aBetXHOOHEP2ggr1Q44GIqgxzxeWgW7KzbEFLFtKs5KSoGbKoNxRTacJakWDrKo90R9RfzJpd6kUDYOZvIDUkE/nBi4mC0cq7joImyUCOPMiilA+pKSijfIlh9SK2PRglhBACg9xLAkxThtKIKMh8KdMhypFsdKfMtJlAKIoEGpOOFpQJrSSBCNL1pu5/enzwpm8OkkANS9aTJ3xpQ+Yk3L1oH6CgyEoMo02XuP8EAOO1Od9DtB485JsvRzQA44p8iNxT/AFpovcv4IAccU0nmaTy/ghl/BACmZpMnUMv4IpetAF73E7t9t6VQZDsbiCJ4iK+he7fySzn0sZPZmB09QrkryLqhBbqTjT2IkJcq+tu7euQPybZ4GOhrUrEdNE6bzyTuGpesu7U074qpw3vq8lqNApbxyqaIj+0wXz33h2S/aFZOK4Pos9JL7Nb/AK8qVPpb1KjmJFhqFfLDymQjjUthNY5ZLn9WOGs0ImI+0bxLHdetDHJlGZnau7K5rsZKTS4wmIDlqSdO3c3TU5MiPGgmZRyxNdT+SYUCo0YmDAOIEU1o1u2XAapMqe0DQ5yDA8ffXcRW2KVFY7ye8yQytGfPqRb9XiznKc5BfJ8eZsQ1JnJiyYTm2NKZcacHpIcSX07h+T3QWqlOrDUMSKQ0HN7q5J8pjd3AoMoaxCjY9nlcKRoxVaqtvt4mlUvW67pWzrAxzoQOefibQ27BXm3aW0vNt2+fzLUKhb1NkWp26Ljy91Q9mWY1VRJxwOJsXKdbnF0VpHPV+vZNc9XFTU7Zai5FH4p9JkiE66e3VkS1yPuraPa8RtH5gTDbuya27XNu3Y5iHdBQLe6Mvy+m9/ReJmeWPIaOPzjsLzKSuGkDSZ+2OBEQ+pRvq2LdRSrKmSnnldSS0U7QS8lHtN5CRJH1/wAErS+Ug8yTf9e1X/A1P9QSS8WQ9FLjMPE2Qd1Ny8yA9zqSr+wl69Mi2jvGuN2PHgSqg7JZjnkAuErXTd/FbgE2bsQHCjji1iXKqDKtK4KdTWaxNpr7UV72ThdSZM0qovt9paiOON8uQtaVZWSVCo0ED8jWGvKMuBqsM1VqIOQc2TvOCtMXys68dzQ6rKjAxDjtcLhDq+8uenI8hpzB1khLukKBNOjpICTe8nIGt9K3iXTfBvHc3mXW7cBRuA3tHhND4FQ0EFWaRmbJi/HGsSYqHQ6EUfWjD0JBzcPJmsPZdNecqk2tS4lOpRA66zGlEw66XgXSu7W76Ddu+G4KrMpzVPnR4TVOpxVAvTux+vFcF0quViiOE9Sqk/EcLmJh0g/lRyuavFPGqFVZfbB18filmtlFVokariame3y1ErPkd67rmrN/Ie8t3ttVWmySkPzWqjVHWOEbrp5dHh5furgGex2Oa9H5uE6YKRo963HQtk7ZTKu/G7eOErA/aqFI8yzLmUM86y44likpmp2YcQPzxv3lPVTMJzmJ6lXYf5035ubJWKtZ/KBJV4krdcKhWUkpVZmUu4maxHeLjBg6BZqQ3mXfMvGTS58hngF2XEhyVZqjvFKKef6LFLVqQy7BpoNGJOAxgXxqj7WJZVlx3HUtep/ZzUjttYjRPSpCh1Fml1JmfKZJ9trmHvaVGj4EYuRXWTPkctBM9M6uhOFWTOilDHIRam8cPhJOoVyw4UNll3ik52CVDIR8eWH8yrOvk6UFHoJjiNWVD1rrLKdHeSzcLLTkqARlxmZgSsenhHiP8+KpO+Kss/Jse2wmcV6FWagbrfdA+Fh+Pi/EaoNvzZNOebkx5LrBdqa9mWP6USTe5NhjcNWA9v8Arsj/AM0lo4rMiVzVJ0l2vLV9DTr1/p7SUsevfIlzM1iQZeiakFll146Px4rp61t6FnwrrvGTNqXAjxJUc8uERaAFpg/x4rj8c+dWa0ZT22m3IznlnS+L8LrStV9tin66rHDXGmWt66rEXOmg65ImR9Jds7Q18RLVN9lx026BotYpsxp9uQ/UD0++PwLGxI+RLNu4Y93uqZqFWljk/E6SlvL09BJQ47WE3h9It18mCVtzr8H6tnZ3/wCYf71hkr84eA+g1rXkyv7QvWdGz0yKcf4TFR3tcqRjrPSybQ7ihT8ik70oPYN4VwRv+vvF+JVUvWtK32Uaee8yqHFgPv8AaAB8OGOXdH+fSs/qECVAGOcoMRltdoa8Qf8AsVLbqlGgXoajvG3zU19qI8fIbJzH/NXPjTZOYfs3gW0Q49xuXrQy/gvEFgyeiaNxT/WiILORgfwXzx58kUpRiRdaJD6kR72iYiH0Ob6YUtUnw4ghgmlIjnImtND1EtFqG6qfMjxzYDUapT1UVO31CWmpXq6npBFyM5zA/dSw8Hh/P3VLXNu+rdqt8aaHo1X2c8VZgnSoTJC1cLZPbZNKpXFhQmg7mpF7OGKTcLVzpMXVIUxQoqUbaSPHNLMyNScQDjRh0JHWCeOEGKRzDLnQCsI8V5GF0+vJLaV5iCAFY8oxHnRZTpn1ozYIrjSA4jXXyJ4zAedHkSceP6YQV+odB7UyOhVZ59IZNzFHKAYErxZNGCU4JmlKha59DKslg042HhAgLmWtrKz6G0sU+C1SqxPTrNZ+T8+DqWO3pRuwSCPBdUPQAKm+JYLvSgAJEeC1FmrnllxY9rvfb8HyJapFMpH1pRszAkVlg3SwENSko9DmO/oV2PieFOymlbt5nswW4QzB2Lz6Vhth0iTFxzBbJTZBtMiBLhLyu/Ik7alSK4kTXqMy7xDw1LOa9TTYIjEMRWuSHWSEszVRrVOCVliobbXPFyPoKt7agvFLmhl5GGWBHqTeQ0BCpK5KWcUcwDUqiNZeac4LvMu5o6lKhTw++WOW1T4jz5N+kZirRR6NxeGq3FqQGQrRrVEJAiZ8qqXOTSUp2yl93PgxMUu3gERPBWBtoIrPIpamxQ4IpnXA4TJLjvdtLLidB3B2wtJBqqQcy4+AWBHiix7rA8daz27KkcdwsVV4txvcQg43gW5S26q5HIW+V6djYKlXgdbLX4lSapWcHi1qFerxm3zqBqVUMiJWqahw2m46VjpKrmhUmvBlz6lOPVLjtrH6fWTacHWrhTavx2+dQVNDpNkex9tdx+4i0GHFYwdEjWe1xrB7kWhSPSiqrXqaZiRqzQy4bTV91UfuIs1KaXuIpetOHmuERcybl61vOZ5M6MjYMAeZWShyjDHWq0peju6sDRERSrkpfos8ybULcGsc1IQSA20zrQ+jIM1aNeu1zO6oHpCUT1YeZTlUH0ndUK5zrRzruOgp+AoIglBBBvkTgQUBaCj6ksIoCGlKCCGEDN821OmwDuJNvDToSzYIAcMetPmR0puyCkI4oAUba8CK40nTbWlGJpKIQ7zSYvNKcejpi8xqTAQbzSbkH+BS0hjDJMya8CBxmIo3CS3CP9SNwkANcdKNhq5E44Xg0opNafCgBEQQL3EtwvsRuEgBvjqReF9idcLSi8I8kAN8NXOgTWlOuA53NSAsauQkGMxbdfvEnWDXAnMbfQEfpBXdW7zyoqbMo7YMVoQLDlyXzi2eYjLzepOWKjLhFlFecbLwkoZ0d4sUY5nuDtOlvravGQ763h7+qQzEedKeLpHq5lxfvOvc7wqxu+f0Q8qq8mrzZY+nkOOe8SZbduzn2bPOtbRWtaZ9VuRB212bS9vPqLuc1zcdva/yfyXtrr2ImBCK2fdr5R1NapMqBUpI5G6Z8IupcfbDyRgzHbpNdVBcpYkxN7U2iCodnY7xg+ViFSrDzPb2mBAQYBvJZj5Ue9ahXLbkOlwjF+oSNcoly4bpiXzGWSDrhvDm4eSkluTSxYEdNZoqaVZUNHtyrsv2o5AM9QKx2PPp1M2cPaY5GOSxhmS8zswFzaOxKN1Ka0WTTxiS42ps/WXLplyPbLN6hfLHhlaPJo1xOkG6ozxiNifwhdJOG6tSgk8LjFxD0EQiud4tz1eN5+HILYJfrTqLe9ZjCXDdHblq1LTt23Knkehw+tNIyb4ia3psxBqex2O5kW3WSoW0fOXzbfWnVQqEyqPlIlHkRpquqoYGp4VjY8H7kucV3uMlXGuOQ/pfKSTke0JKUvlJFke2JbjwOV/qsI7fn24K37saNTatdMWNVnhFnm1dSqTho7El5ohJoiHaPUKImwYaVWdMVO5N79r27VN0WzbRwEnojGbWtUvdO4T276PCqFIaZix6j6XaLWrT1LEaRvmumDShokuX2mP+p3pFT0Lfy9TS7NDgF2U9RNZda3CVMTNkc51oqpV0zrOZuUsG6plLu+Uy0w5FAx4BMY+5moG4PJ+sGdVGbwvR9iDDei+wJrhALv3FkW3yu+0VaO8/beMVprhEAvqWr3lV2/d9Uhwa1TXyosRrLAtWRqXXp2KbU1ejGV+UVu2pG7+4ooUNkm4c1rigJHksk6FoO+Tea9vKuIZgM8KHFDhRWu6CzzZs8+xaap6q0m06mj1VgXVDAJkWAAREnTUCdJd4bEV0tvNiIrynyThTWZojlwjy1Ledm8fdzRLZKs0WMP5QzGOE63wtAEtZU1MkHVcFyIK6slpWXTjyyMes2x7hvaq/ItvwCflCOReFWCduH3oQKkVKK2JT8jHLFvWrN5NF4VK2N4bsyFR36kMpg2n2mPa4d5dJ3NQ4Fq7yLJuegyamL1dkSBmsS5Ru6MO6fIt/R0y1EWblapuElPLj0OLB3Z35IJ7gWhWXBju8J3hwjLE1XZUZ6LIJl8Cbea5hLTiu191103ls31XtNlV44dqUB2RNntE0OHgFcjX/AHGF2XpW7kFnhN1Ce7IEe6BmoJ4Vi4FymqWnb+ZBRy9M2rVWphtSG9vBa5QLUCqTHOPvKz1zmjn32ksHExP/ACkUK8+HDEyhta014sMtZxi+66hI2fRWfhTXXqTMwqsOv82/vxQ4UA/9ZIfeaTUkB/CjMB4MVnonsfiQGEfIBsF/vQTRHWQJSLFmNCJkzpB8OXUlLqaMLkqR8EhzfM+VR7efyeWGkuKCNIqM995yS7MfJ4+ciNYx3ZFnX+hpiSk6HVI1LbqgP5fTaacVr38h/wAKj/lSfpzkkXvI3yk7lrjRnPeaRirlQbiWlDNOO3s9VNY+7mKHFjFoOGQ+66sjBp35058SvW42vM29vCp8mYeMeQ07FL746Px4qmyuwGYmTz45CHTkkxKNCIZMWf6ZrUHosVUuMHuKdlN72tcmtd0gqV8WOyLZhRp91Q5PBaKQfaGhcw6GvpX/AOy/jVXg2bR5Qx4E2GxJbCG7Hyw78h3/AAKwWrVAozkO53/zeIMh88e52V9VHdXWXqlDlcc+K5COOOX3SL+peXUvWoSRpF4qfS1ZS0td3auqv3I8v+k5lmRzizJEM+aO6YJWLt857W/1KVvKlyWLwrjIAOie7/Oo2PFki8OTJY8i9YpcniVz5evcC09fLF08WYZlzkgKWejvcT2JJMRPuKQ1Y4kU16Ky287yu6wTcvWrFWM3aHDPDk0qul61iNslI1bIWh+0wRpHtCBCnhxZTbJ8pp1UoYR5AgHKabMz+4WtwwCqsGXLxV1VB4PyHDkiGrACWCWru1q1RiN1eOGkda2GLVwi0VuG6fpGQxXJXt1n2oWe2rhFDf4JP3DPfNA7Va5HhqXNrK6qv5jttluH+6XK+GDhB1ASt9ty5QYnsXrFTIlVBOnko3f9aKjPcxGk8v4LpfI8WDIzfNsSeX8EZvmBYMjouVIkli5U3c/uQIobIP1IZZpNPIMfijmlywHA2aMRpR6PwtaTEOVMrEPUsFt0F6oyBMQW4WjaDzUdsyBVXdTAZdxzW5RQZhM5gC4+9VzdNqkdrk1a5YmINyyGXWc8NSYxbcZgOEYhyK4DWY2OBGk3DCQ25iuaWpldNxcucftbmioItmBw8FlN7UHt7xZs6VrVLa7Q5wUpVrU4rOgFPap/by5H0JPcIpu21g8jnGDbMOGWHBxVkp9DjO4hgpyvUHsDhGYJ5brDLpci7WSu+lkfN8y51WkPKDQQaHPBSVQwgMkaeR3WYrfPyKm3dcIcMgaP4lzTZVspJBSPb582I+ddANOYZo0WrhK6xyWT1ysvBKI81IWrXjkOYZrYSWzCLJT2vs/unVxpZS6XEwD7JGshuKL2eR3Vsjn0iOs3vCAfEz6VZtUuk2LGw77ti1FNropA0dp594e6titFo2mxWW2u1jI1AtioLQAyJqW8z+J5R2/FhWKzl0p80GmedRtwT2SEtai51ROLkGaq9Wr2eWvFc/R0jSy5Had11qNS4FXvA88lnvFNpxWyvT+Lkqi5zbV2tGmER5LFyHwyjMcM0zkHnr/mRRNFLkU+OJZ5CeZiWhWC3aifEwI1XS9SeUl3hSh1pJ0zQ3FlrGpapTUIocUUnUoGTJHgjW+QOtirA9AB1kjXLNLpOe7wUaXClyMhr0A2sjVfLmWjXNA9GWhZ68GLhLo6OXNDxbuO3+yqhJPaeeDggmSXing8Ksocy67S6U/jEOk04mNGbesE1o8rSKkpToGyrnQ1nkUGtNaiVbeDUrdXGtRGqrIHAlqqlTeUbbRaL6k+FrwJjB1kphto1RLjiItIYcqedn0opB4EGBEQTpsEmIJwz7iAHUcFIRwTOOHgUoyGKBBwy0luBpFKRWvhUpFi5ln0oFIv5NzHMkmVLDuKydly0KSg0EHS1AjEx1fAz16gm6JcJn4Uxetmfln2YlvFPtLMfYqaZsPij7FNpMU3qTmX8nJ/JwSRvyal9xdLSt2OY5tMqHlbu3mi9iSbScX35gI2vM6gSw2lJ76278g3g0cHSnDNhvZYcFZ0jHvTEW7Ne76cDZB+JbxH3fPFj6H8ClI+7R4xH6N+BNoGPfnPrdh6c8CTgbDDrAl0Uzuxe/2Yk4/yYydPoU2gRe9OaysoAH2OpNXrXAOhdHTt3ZgPsVW6hYzzWR8FRtFgSrWZnFcZvipdyAY8oolPd4TnhUp2hnFSRqjcjZysy9dpE9ikZcqKUd4OZTzbrP3k3nEziXeRooKszMQ2G37V5ht+1GL1rxQlj4nhepAfAvV5jqFABsvsQI14ggAIIL3H7UAAUNhfMXeXqCAH9L+tCVzryl9S9me1VxPtFTr90bj616vR0ipe1aSFbrcOmumLQyHQEi8KREzJHbBcuoz2UyeTBSxjOcHvYpPZEmcPPsjmPexXdN2bqqPD3P8AZKczGHhReKPD5zWSW0FEqO7aU27TfpDOjNbT5bj5GiS85eJzf2d8C1MkvC4g8wLuSn7oLMuOzabgGoMCdEWtaRuLybrVqPY5OySwEdr2uLXKHiWflb/kKt+i8lOHSzXi3TyiN21v2TKZZoMZoW+XJvqWGF61rp4PbvixuaapSqiyUNnkhm5+sERHD6lETkjRq9V6DObqtGnPxJTXI41zKSnbwr1qlSbrU+45z8yP7J0neVMbYtmtXfWI9vW/DKXMlFi00Ksl5bm74satRberdNEpk32AxneLxVPFq47CBtLLeRsfePeMWnValNVp8I9d/Px/b+8qzsPz7cdqszG7i+JVdctmPbdQdqgDkUUWtYj7qh6tSJ9BqEij1iG7GlRzwdYd5gSsj8nCPT8BixodFWmtewhn+6VV2fM6KtNT1wYJ/usVJTfzViCp5Kw2e/MW0yTsvzEU0TsIoEZFQWDIcfcXiCCAHjP5jI94U2TiL+ZyPuEm5cik/wAlMKERy/CvOlFSmT3DHmRutF6cPMjB9SAHUrlZP90CRFOJOuNF91NxWH/mPDskVjpSi3lTXd1bj0jju/5kkNH74x+F/OofcHK7a5cTOH+zl/Moeww7bunqzP6QGKm1/wApp3+lKeTTIzuKtQs/awwP4XQ/xLg5KZYoZsfyPpSzXL3V+tsjf7vEo+96OcXeTWh5c3Qd+IFWYsh7iD6YleN/jHZ95kosPasNH+BZ+2WDgrsLVLnSqx4l3zTe3vtSv7h05NktOEHGQGpPAWsBJIzPbFoJILYMcgimn27aVYu21+0wIfFFo8lR5zQRJTkZ9nAgPEl0d5M7oO2fKZ6gIwWP3NbUmZcVQmCz9HamGBLmqS65VkkDeJ2/cXb9NarHT3KL+pyKfDON2pn31LV4I3GZNpC5rf8AkSdHxDS76VSTdDk1ydFjRQ1GGS27zoyLIcOsiy0zN0N+3EgE+3+zacgaMVW7ityTFq1QMz0tHmrZuXp0y1xKHN0kbRqQu6KBlMPTka4Oar06tsfIbsygirJpqhuUZHyh7fYpeOOuWZkDCdID96uuLTi/KNluRsNQZgsxuDdtGGnzKkMbFzWSvWS5LSysjH0h3fY5+7bLTVdH4ruMHkxTySPZT76sEqg1gWyeGMRNgoPtGJFmu6imSbgfPVZbqq3tjKoh2U16LRh0JbtQowugpSjkGwPFNXAPLkUk2YGKRcDUjEwrYjFSVJ5iBIYgpGixQdkDoUUq4LkDy4ikxrSmbLWZYK2SKIfBTWh0Tj1DgmqyzqikTy7DQt1+cdtszWhVq42YsUtagaLQewU8Ta7izm+rreaeKMBkPSucaBa+c01vnwrM1LY9fOEj23UrRRbw4rfP4FzSVZkm8J5q5WjXJLr2AHyK5LZV0jo62fXnWVjpag1EOIJ9SuD0xnspYmOSw2j3B2XEzNWql3b8ovcEXh7i5yroGp956V2tU/MpPbuC8opynPRMpvQaacVvk1K3DA7azmXMkZEAI7ZGHQoFrM48Tz3uej+V3raU+4JRx2SwWQ3JXPTOAZrSL0f4TLiwW5Jp9sIM1vrNFq7ja3lVaCOVSPqkg3XOtPLVkcCdgoctZZp5S3eFMbP7i6eVPpYlOyz+3rY2NupZ8eKPewULXqN2olIWvIzjtgStQ0ntQrjXl9rKfUsFvS90GLGb023DiyBPBXqn+gj6VKOUYGm+RRdQzYbLurDVfutp4/3BYfkE+qpB3JUcBJZrUq2fGLWrBdFU1Fr8Kz+Y7xXCXQ22DBTjr3XLVRKopKmG716U1RdvqJJ5GC3WOHE5f/hFkUvWvMjXmX2LBIer1k8HBPqRF71JeZJE+D5mmWvKDhir0yfFZWT2vPMBFaVSZQG2K5O4xYPkp9A9o1y1FKqMQ9yQs23FlNWi8KQS26sNcVklltzU0wcI1ctU5zfe9sz+qpUkozzL15owJJj61vzyF1w2sWikunpU5ieOardFdAHBVsZwNsVaiNexVa0x4FT5gYkS0KuCBiSotQDVyaVSq1L1CwjT+bBWSK0ZCOhV+mh6RXCnxcxE8FqjZuIjF0pvIj6iViGAeKj50Uw6NSCLIhRFOGQQ4WBJZkOUEZEw6jipSKPLsUfHDlUlFDlQISUVpTkNr0Y4AomKCsUNrSKUUeU+BxSH41frfoIYieHOq3QY4HIbDBbRatG4ot6NIKeLcUKqXDaGotqA7zMq+UmygLnD8KsFs25pH0PgWmUW1wxHQrJqm3Gbxd3wOiPofGm87daB/oVv0G1+X0KkHLXDHWHgTZEemxy65usDoZ/AgzuxAC1MrpSRaQfsUi3agdxNkLpOYTD3aM4/mynIu68P2P4FtEO2gyHQpqLbjOI+hRkNoO5ibO7SN+x/CjPbt2cdDK3hu3vAivW+HD1Al1TPtnOaapu8DEvQ6fcVHrW74AIvQ6uTlXWlStkO4qPXrVABI+Cl5i4uh8H4FPkVB7Y0yJbSV5o+7KXMATfMhUtuottmXt2umGREt2ptEjNMiBBqXn957geml0oj6/8ATj0spb7R++rjnWsbs50FsnmHCIfEqJNjS4j22O8JbNq7Dq1CjONFsEPWsC3n22ER3tDYesvMs2buCWqk05THqT6UU1lpPmFu4mabNm0tnq86L9WG0PMtItCyGahA2yHI+W1PpdgRHHeEEYsvCty95gSXA84pvTa61VGtWnkZSvNm0y2+fYr+/u6P0vD2F5wVbr1uvUrY2WrElcgucFRtU0ly7Pudqj1Z49pCbdu0y+de7dg4/Op+37SmVzZtIdnzJ3JsCoNPYNjtIuZZevgRtNmIIO1rnUQLUxRbSqbdu0kOZWWNY1YfywbLbgoep0qXS3uDIDaJfapYqyJ2xVipVWOvo49WeLFRp5tq96l4YHsHkJBWfj8TUOjpyHlN5ySkz2pfxSdN5ySk32iuJ9optzGop1DlPQJDcmKeDgahIU1JKeBJw3DsbPTvKLuCLajlAkuE6WOIbVXaHvQKl0B6lbQ1uu55LPxjyTDMWSxDqEUTh7dXzKz7mUoexpzoaj+VTW6HR4tKhgBcLnyFW2d5V1sz2Y9Oi0p9gXcBmP8AeXJfD+w14OamW4T9Cu1mpXOhfKB3229f1Hh0ulw2OIz+kbHoXPR/WhrRFUnmaobJi9TUyUqYIG6V5sHzrxHURYNl8li5afa+8wJk/h+linHay766t3hNbkKNXbd3kVGpSYdUPP6FLd4o59/FfPJmQ9HcGQ0ZCQ6hIVIVS4q5XXheq1Sky3B0Cb7uWK2EFXpLia2rt7VEuWR3w5V92TW9+Pdse+RGbXYDUUWGAAlzD5W9rUG2N68kKHUnZnb2glSOIWRC6fSshgVyq0uc3OhzDbkR9bTg9K9rlcqtx1Byq1me7MlHzOOInq1lXEWkt70smfViNH1h/wBytMvVSIirGz1K2i+bVEju4i54SUdN5Fmr8epHbNn0TzJp5tv6lK7J4FFIuzMYpuMiH1Q/xKRiFWYZIJ9xKcX6F0fvLzGmkXO+KjxUbMaIJ6MeB/thD7zSHY4xaAntfeFGAZhYezzMyA/dZJupKLA9thJjFm1jzpuVNmdANF7roLIqsMkPgTvbS6lz9mdJJlCmBzRH/hQNmIJTqXhA8HOBZe4h7qDI6c/MI/vmkRNLc8H/AHqbjoQYQ2bc66D9q1KB1dt4X/8AcNcJRvk6yzYvpxj/AGiA6P4hL+lVmxLjkW84Tzb2LITIUp33Ad1fhIlMblTOFvQjxur6XH/AS5ispmSKb9x7J2zeUqK63ovKNsSU8o6LjecGZzbJED+UiWVD61tHlJsH26hSO+3Ia/EP+NYqfzbc1sbC2VCpoPVOm0O5KjEcuNG/Kwa5sVLSrSqTEinxo7JOlUmgda0cylt1NKp1c3hUql1L83lO8I10pc1pU2jDasmLGEW6fK7KPuKrdbv7BsTzu04112gt7+RA+T/Q59uUNwJ8YmOK6ekk3Zt8JVQuaGYDl2jjitQnR+wCJ4c7pkCqtFin+WVYZ6ZDWX4FwcdyaWeSf8j6D9XO2Y7N2XFDC2WmxW7k3VQ7jKn+m4QtNHypal7vvySq0F53U3wMMleBdCK43mfsjMVLXcAO0cZI8zR8ylhuVV1xibieA3+mioLHS19N/UXcZ7fl7xrXKK8AajUDTd5cauMyu8feVV35m8ceG908qyGDXJlNcLhHzrrqS1RVECv5Gn7bqXo4maPyOnLFv+mxY7kB17ndMFZq86zPtuYbXLguRY9bmNPFJaeISW/WXd7M+zZTMh70nCWpu1m9rKs6H036Ud0dJaWS21TcV2klbNLhz7Xe2cEcgE1zXdEXsVclM4aeKumt2MgJVJlMjy61zzvKinFuycB9/JbSwyv7llYPVWjiazU9VEpVxNDL+CKPcXq6s+dR6yennSbhekzRY/KjOGpeggOKatFhxe31QWVVFc92Jf58bVSsfGBsSrXbIGxN4h7vmZsMdA5YqDKwXqXUu0tM6c1rlBdjMQW8+4lnmoc0ujINS88e5Tq+BJTRxS2hp/Iq7cXhUkgP9kuad4jRtVRz3115UKWDUEu7jguU96jHCqRYgt9YZc5TlLS31zPepaFZtLOPFGS6Go9SpdFgdvqDLOK1yLFCLFH3F1U7HWchjXKp8m08jzTHd7dTwzMHXsiyyVbvSr8eUMMeUFC0mecCULwKtPS60GJvu3rl8tq1kY7GtuuMuxRDPoT6qT2Qj86wG1b64QthxlcJV5doZz42lcVLamilG70qYrlVLPERt7TQdFzWsTrmByv6lfLmrfFy1+BZzUn+K9muptUGkpWkn1aNUERwx8SUZLBwTTdt1KZfYt2a+JsHVzULVqQC2OtaRR6syeOtYTRapwhEM1cqPXvSDr0rkrjQ5t8T6J7O7nVIFiY2YTCQ3+JVe5GsWSUtQZXaI7Z5prcTXoS0LnoPpS4m09QKZKu3a6mA3Y69xi99VvrVsvJrGUSquzmJeh0X2j5g6tvZQpCkyBOCMEUuZWRxEV6joH9aAG5d9e9KPoxRcEDEtQZXCcwWjUGeGIrKYZ8J4elXCiz8HB1rUV0Ge49B7Tuvt2wY0wsJDaqdwUnijngp6mzeK2KcSooSGyXPxS+3lPUKuBLrSmN1Slm1loUKQmBYLTq5SeY8FQaxCNhzPDSulpanVPGr9Y2omyUFLdPiDrVuhn6NUmnlg8OtXCCfoxW1Rji2i3Bqk1k2WtUesNYOEr1I1tkqfXmtWeCinJ4lxcjaKOcgQWnW7RnpQjgGlZ3bLHFqQgugLVpodnbxBaaQ2I3j2lmzr/kULXrV4Qlga16DTgMfEoe5qWHDLvKLITEwGZTXormBgm7Y6hBaBVqbnkBcqp8qH2d4gw0oVsiYEUOtSkUeXupjFBSkUdScjYkoYBkKsUHlHvAoOGHL3VNQzxTYkZcrVa4spnu5LoyyaXnjo0rnWzXf84Nh4l1Ru/jg6yz8CswGnrm3GpWnRg4Y6NS0yj0gMR0alXbTgejEyBaZSYAAKGIolzBDpYYinnyUHc2KWixU87LpUGZeWIq7lLDuJEaQGXJqVqKL4En2XVyJ8zOgQselgpBmm4KSZignTcdJmSRQEaMAEUoHgUwLWlAo6XIn9sVWZS8x5CVXrFG0liC0aVF08igahCzEtCbMqSwYH58d01wtxHOzlzbSW/0upxZTQ7c9W1cc02pvUyUMlg/nH5/mWl27vSZYZHtJkLi4W/2OWol1oj6w9LfUujtVH8vuDYnQVQmsizzrDN6tSjbfMOwx5l7Vt7Mbg+iPIlmFwXDJrcniu8qgsdlnSXUlU3XqT6nWyrtjUNC2TMahadeZg0TjE9jpQod4DNqpbBP5lk7VZlNxiibD9GiU6qyac7xGzW+ksivkx5hS+pstOlPAvFeR0AMqNK2SMTHWqXftGdkxWTZay83UqjS73mRXC4pkQkp4t5EZ1jgugS18VtqaKXYp1tf3tZe5Lc0FS2LE/u2acYY7O7GLaXMr0zAiNy+K+BFmOjSsopu8mHFIswLwpy1vY27JBbdu0selU6q31k87SYm87d727ftFvjppZMsTT50GJDaF2OHtVQrqo8F6sR9snHhl5l5T96EOSRBPe9GHKqZed5nU549iP0bXKnt9vqkl3EHdne3b9XRZxbt3E1GqbvLfOhk+ICJYZ5LCqsw1GnOsslkLRKzO7zao5S9lN2/Ppx2kqe44b7u1wtmRHqXQWumqYOra7HlHfl9st2SL5VHi3kO6f7VLTeZNab7Qk8ne4uni4Hk8n3RnsDzl60+iwuK82A9Z4pjltThuQYkJ91KgPl8P5HblF3QW21ujceaARlHF4paclj+7+1bSqVPqlNkQ23ZjWZ6g6F7YvlDOUu23KVUTPQxgAj1KMsnebb1GkTp8oPTSA+LWt90kifE5vpFVL1Y0y0dylm3VaxbYUSJ2jkLTrzUhVvJYt8WY8NiIeWOZvt4/Co2yd+djWfTXplOjMBIN3i6efNWaR5V1rHb5SX4zHbtGGPtclP8A3V+RTZq/LaZZva3AUq3LakVKksvxpEIOK7lyugucjDDauyN8O/K2K1uvcp8XEpUtjES6iNccOuZ7S2rVVyxI30jfWmSd4vqiaP8AAiI615tR5RqRMrdQj0qEGb0g8AFaBcu4O+7b7K3Kp5uOTdINiKpdpjOfuGCzTJAsyjfAWnCPSJrvh6PUpG7uns1uZGmV6nutSGpI6QIFsqGmSVWyNVcqyWlZcDhyo7rL0pdSi0uXRHwlSvYBtHmUHWaFVLeluU6qxCYkNc4GvpzFpdKtxy25k/s1Vqkt0waabxIhBcreW7a8ah3dHqTBsD2sjxab7mlS1NDFDFkpWorvLUSrG/Q5e2etWfbqt1vwGqxs9as8XXb7vhJUabkbWr/Reo0Y1RHNibJ3F/N3Ey6k7kS/qGXvIi5oZrABsvsRhNEQQA9ppZSCDvgQJq5zZpxSS+mNgm7gakxheQYS8aMMp4eWS78SRFeoHwHY1GYP+uO/8VGKqT/0r3FHxDkmev7EY/rWMxSUZnmUFx52NGdwdDmaTcpsY9B0qN93MUIuqDMDDqAkz7yyYVR0T8A23A7AXJ0uq7WPUYEPexSXmuK03IlBpLV7X/7Sz8PqUxFlHCuilz89TTUSR8AKjXxZxHS9tVLUtbFP+LKbR5RTAO0mizHDLFqU6GXNzCKxNyNTQabL5SyE/wB0ujN9lIOpWrMktH/oyQ0+I482Z4/1Ku3Zuv2NCyzSWWP9LSyxEdANOw8v6Vz1pukVLGsTHq/qP2xPeLg1dAvirGfbuRjxL0ocxqeLv0poxxHxLrHeQ1wrb7TmWTVSicJcyblKTAmXzbkaos5NmDrvP1jlh/Qrrv8AK9WqNezNKaqsnsMhqPK4GenNZvNOlbUrGv4nzpSs9J3LAq+Jbrsv6Sxd1Jomx7IZQ/dVmo4f/GzP/WIpisQvx04dVtSrh0O4l8Yrb2XWYtepM8tLeLoH8C5ippVpFXovkfVfecst67ar6aX+mqspC70K2Fvs1IONi9ws2lH0XemzXLFcOeHpsFn/AJSFxhUrjFmEZYg1gayun1yfAh8Fp4uGa6i22NHpld+R8rSzvdLRT0b/ANMuG8K+oFxwW48cC4gFqyWb+fZ308clMukRkGrmRRKNkuqggSnXFQpoFp1xUb5aVZLVuF6AL0bjF6UMVDfRkqzwQcE8008CTJibq2XCW3z6kRvW42acpmdG6g1LM99kU493PaFctxs3hVZ4APS6hvqteTPups4v6UVycDJSXJlY+g7pG9+7Hj0tzKxhfVyL1W24LIrduR25k+Hi2XUoOO0Dri6xJYplyQ+d6yjqLfLpTriw1YRnP706KODTw/Cg9Hz91TFHIZK47tf9NNgqmUfUtG3a2zMOpNydSpVzqkDFS5N9BjdJ1W7BR+NnyKBt3eMyc4mXXka+mnotul3sOVc8t1uTCmFierLBc5SWyKrjyNPa3eaBojridekB2CQA9pxXNO8iazKqDhiaas3lJNsgN4sVEynXqzUG2c9Rlitnbbb7Jsyakt/t2yJ6wKNmRTDDUXIrhcEpml09wzPwJxb9LCBBbDDkBUu/qv2iV2No9Ic62H3ZTbrxKPOdN95x4z1GmycvCfcTcmlcwxLCDqDPejuDgatjNZM2edUkRMNeClI7+npVWeDMkyz5C1YqJmXUoMnTNPpmvWmJDq1qeJMVIwwpRIt/3JboTDhmZRtEpyi1T0irriUgyDjvCoJ4M1NzarnJSSqdGWbUQOK3kamK06Bsl1LK7TuPhNthmrNMrwOslrXGz0bpUHtNd3BBW2fBig3sP0hxUbqVzuqVxXCNUstBEuuo9kR8+S/dbEUEwRT+tedK8LPUCtmQ2QIJJBBnEOXrSZepeoIMnoqSp00wIdai80G3TElHKualmmnenlyU06k1TSOtWaHPAxwWV0uqGAirNTavqHWucqaTcetWO/LgqMWarNAbefSqDXoQELiuxSuKyq7Vms2yS0bYObS/UyVdPmZ6z6J7BXCjugTYqqzmuFKJS1JkGAiC6qBtp4VWLoy4lmeD0fOqjcAcysnaD4artYHMSTSqVY5c2E7HazqX310Ra7HoWzXPNi/6YwXS1rtBwWVo51NkrF2pcXJvkUfd0DBnPDUrNQ4ukUneEP6COhQC5bzCapFDJU24IoAQmtCrTWBOaFS7iwxbBRKWyBjgpaK0o+OGpTEMVa6CElFaUoyGnPpTGGGkVMMtJyuS1ryuBUI5546111uxkA7Hj/AuQaWGE5n311lunL6LHNW4eJqK3kdQWa0HBFaVTWgxFZvZfsgWoU0dKjlGpf1JaO1p7qcY/wAEWOGkU4w1KmbqKLIR4Xg1JPhac8E6IEOFpQDRiIjqSwggIcqUQxPEoA+pA/rQQSE4i8IY8mpRc5gNWhTDnLtUfMHmTlCpiPy9l6kNvrJAubSgPqTFr4hfvofcR0ED5nmCHe1L1eZoEAXqQH1L1BAHpZ4ouz1ijCh1JsDOQMvsRcvPzr1e6MeRGKDZsFH1I68H1IDh3FkT/MeU/wBtgnc5NIPtk6ncgq3DxKkv3RkggvRHMhBISijLTpBtxyxXgk55/NqXWO6Xc3SqzZbjzrI9oNrISJZlbtj0t+7Z9FqgNegMx5VsPl77TUfNYsm6GN5ObOZG4m3Lzeddb0nyeKXW7XeqrVHYJni8LjtDrFJzvJYpztJHgxvTftBFP8tl8SL53S9ORyYTpnzmkV0fvE8nONa9suVKLlxo7WeXeXOjwbW3C2eJVamBoOZsKOriq1+MQmggjD68lWLQdl02HBebPEg5VaJu8m9J0FmA/Xphsscg5qsssnKebjNcxliK0esbiLyo9sjc57GiYxyIVPAsvgQTNB0ZdUioe9/eBDnRak1ckzZIiewIj5VFXlfVyXzUPlW5aq7Okd4ulSJ7qr8aZp8k6DIxqWmL41HXVZFyWc8zGuKlvw3HQzaE1JJr47yOP2+ewr/SrJS9VAf99VovWrPQtVIlB0pabkNU8BrELQ4mhcycx/0ibF6k79SJQqB/WggH1Jcxww8y9QQWQHNPPCYyfiRZHtiBFi/nDevrRpn5wXvrPiR+QkgggsGQL3R9i8Q+BADuD+byg/dZfiFN04p/M8HeaNNS5kxheQYebwp1MlMyCj8ICEmovCL30ySnSo5Uz6FqlqHpnzOr7ir1Hq1lVL6YwT0ujRJ/Dz1YYtF/Op6pGHylBedDFuXIB0C6dEJ3/EuRZFUMqTDjDkL0eQ78Gkv8Sucq8KwxNtOdKq852OMWO66JPmQkYOkJl+FcNVWB0bJWPoWy+pkMyMlVH4qpu9N3eWrau7qm7yIQOsTKE7Lju4kRcX6RzLF991+U297mi1KlsvgMeKDDvE5swIlrEjedbZ7lbitJ2YQ1J2VNNof+ES5bcdN0iMzyI1ZsFNPLKzVXjxPC+6aemTuGStpePiXy7rjZq1JofCyEml0FImAFqxa8YcXskcH8RLm0rj8pD3DbDPSHKusLPzrO6VvqI4Bj+FPfaNYusZ7T2TdP7R0tdFP5RnOu8O5o91XA7UYsYmGz6SVd/wBXSLmlwg8aWb1RyBdfSrgiqp89ywLTt1iUQXmX2IZfYvExGeiaGZ868Xo5oHNO3JzzauplnPS6tY3iYNVqlyenPBYTu1ldluqD3c1vW9JrOmwZjXQWa4q9RY1qsfUHpdU+47dkifxYa72IoSrJwANS5zixZLTgvAyWK6euKL8qWHHMNWkFUaDuxOpUls8B1rNrua0seMpxvqjaWrrzEtP5KYnK9oOhSEWmyZQ6AU5d1nz6bVBZ4PXhyrXN19ixptNE5TI5YLfT3WKKDVU8QvFPLaKnQn5GAzKXMYcEzAsc10Budisyo7ejUnV6btozUVw47OrBG3NxziyhZd7+K0dddVrKbaN3Fano6BaluLE9vKp2FFLEFyPVmuFOkB4l2xvOih8iue7muMbma4VWeBbDtuXOI5GyPuZSLywJXCwaWcqZ290NIcip8do5T7bI8x6FtFt0kKbTWww6F0M7YqdLz2khWKkzRqW5JI+QVjciec2Q487zGWanN4lwnNlDTWD9G1zKnsmimXFTGG4eOcuxJIjh6Ujkf6lOw6jjz+BLNmmOX2JRt1A2I6cwSJACHFPHBJ8X7UGQwglhEE34vdSjbvKgArzST4XupwXKkT+tAD6nzzilz6VODXjIcM8lWWzBKcXuqs9Or7i376fDSyH1QlcXrUOQ6k4IutIn9akVcdpU/cGwSbgJYfUil6kxkQXuJ/rR+peD60DBSSZ/WlHF4kGCfzIH9aOiEKADMvm0XOpSHUjBwdahl6JmBCYqGWLM2FHWPTuahS5XHZHWk5wHiSi7ZlcWOOtTEjW2S0cqaUp7DRz+9oij1hrF5OKLhklK8114KNpsgxIcVvKNs1PI+4INKoYvTLQEyoGvRQESNSEGU9w+RMa0RutloV5zm4trFfteV2W4GctIka6gs93its4cq5Lfdeizhe7hLozdfXglQ4+R6lq3TM2GeJ0Fb7GkdCWuxj/NpHgk7ZkATLetPLwdZ+Sy1jkqbICS7jn24tDzmZ6VndYfB14sVZr2rYBMeZaPqVH4vFczUWOBsVbaPIoBp0eJTUMDPFRcUFNQxUqkDElDD4lLR2uVMYLXKpiO1pFORDqntfSm/fXVG6P83j4rluGHphXUm53VHZPDUrdMaqtOprJD0LK1Klh6MVmNl+xaWoU3lHNQSklGTUfSKWSbPIlFTOhi2KBDLqQRh8CBgqMPqXq82+skAe/GiII6ACH9aZyAz0J0XrTWT9aCCo4n5dOXb/Be5oF6l5t9alJf1DIIIIACC88C82etABkEEEAe7OpeoqCcAILzRivUABBBBADuD7ZP5vqTCD7ZPpXs1bh4lWXmMEcdBCaIglVjJ07uZ34QLcopMz6qTBA1him8G8rVkVKoXJm0JF8RLm8TMOVH4598sVsEuD47jUPaIur5Kdq0HfxRLUov+baq7r0cPpVqh+UZbDtuypLptMOGGJk2ftV8/wAnXOXNAXz75KVbm3TxIPkMXXyOyN62+SiO2O9GCYL8iQ1g0JHrXGzx5uOGjPOySx4rpJLINpKrV1bVRsaGiWiT4IEQQQVMvEhSMtlQjmw9w3OKOLndXctHO1ajudetW9Kw+ErFoyl8XQK4NEjAsxU29eFwvU3ZTXau+UbZ+jI1epKlYORrrhQtVY4sfQOjz7MC37d7PWIfaIT/AGdoi/SrJ/LJpdKatyHM+UmJMztmI8Pp0rlKJdNbgg2zGqTwNtFxRET604uG9Ljudthmt1V2S3H9kJbeVWZbgrxsuJQprRLBOr5EFs6lft1NXtKluytt5UF2qwTD2bbvDVAU7buHZXlrY1z2m5qftmxR7l8l2VkB7vbjjF4Zp/4kUnfJLlZcULzp5fujAv6VjUfzcYvMkHvNxC+ZVmoP3GFm/abV+T/knSuS/wC8Y39pAF3+lAt3PkzSvzXf3UI3/aaCRLE8+VDxpPZS/wC8JNf9ptRbm9zMjXA8pmhj/wBroz7STHyfbVlF/mjyjd274/8AWZUiN/8ASWL60bNZ9pP/ALwzqL+JtDfk01LiD2DfBurnOZcrVx4/ztI0ryU97UiQXYJNmTh70a7YGr43Vi47OUdqcTmgBzk8SbQqV8iLVjy4mtF5I2/4RzYsNicPL9CrMB/+R9NXvJS8pNr/APQndj4/9Whcf+RZS26Ych4pwzVKlH/N58pr+zfMUadX+Q+URepnk57/AKAOcrchfrX/APTkwh/8pQszdnvIp3+kd3t0RsP29ElB/wDSUfFve84GJwLzrzH9lVHx/qU9B34b5qdj2DfBfDH9lccwf/qo/vamPplbbpdSgSvp9NmRtJ+3YJr+dRpOxhLDjMZf2q1Kn+Ut5Q7Uhn/8Nl5ujn+nrLr/APOlP/vR7+svpG8R+Z0/TqdDk/8AmsEmV6n8TGMRlYmB8ptF99KCBrUP/vLby5GuqRrMqf8A26zaS7/+ypNzf3Unyzn7q900nxfkVDa/8rFGvOnJTOMf5GZ+D72lT1aPi0ug5hyQzD/mkrg3vmtshLt+4HdbJ6tNNmMf+VKFSErehuxm0mC9P8nK3BZB11oBg16qMd0v25d9QTVMrsuUZepOqpFIqsZnOddkRSezMvS5KP25/UtU/LzcJKjkbu4qoRiDR9Euh8v/ADRJF/Kbyb38eLu3viMX7ivMF/Owp1qWT+ma9o82y6sZb3e6urtw7oVHdyzD/ZcVoljrjvk2P62gv+D/AGvZX1o27neruNsOmyIcWvXK/wAXUAyYAafgJaS9tJVRqsatkeient7gsNVK1S21lZTnWqNcKqTGeoJBh+JFjeydV+nU7dXPnSp43JJEpbpu6mu+g3a9gSMux3Pq8QLe09R1SJcjg6/p0kqHdDNy5kM1fvyGtgy03I0g5u+on6K4WCL3lL7lSlpsUJBXUt3LPRWGiFN3LBMeSeJfdT66hpsR9nv9nuCnnn+lBdLXsByrJF7mIMCXPcG0pkOY29xmiwLNdCDNps+xyjSJIiXCx1c65m+9NWVWU979IrtBTU1RST7cixWCxGrlrssyMSHkU9OdgWvSx0BjyKs7lXz+TZEPP2TuKLvqnvQqCWIeJcU0evUtCS+oszRVtFVxCj1Bptxt9pIByPWpa34YUaOTIcoJju3d7bb7LzuolPTIpjBcMAU6ysn0mPPvWqmiRqasiXkojUJ8apRyDmJQts0kIFScea/a5qtt1t6BMeZdyxVgotxsu6zZISTQU0sWX4muvtTS3TtCFP6ik5vOngNDI8+dpcb3EYO1JzANRrpTeNUZlWpfZooFlyLJaLZYMSimT/SOcy7OxKtPEeS2andGZmI+w7NMXBqs9nHrAVYrwuFmg00gH2zo4inVWr1NoMEteroEVj9cqkyszCkyD9wVukyqHyY6MjZDpuvOPO6iPUit82xGJo/uoNtHlyK6PiKOcvIkS9SdE0eKauAaBlCh9SUbReEaM2Cz5GRQ/rSZetOMDxTd3PqQwh4jt/3oiO3zbUijBj+tJ5HkSWLmSJetMZBkf6koLp48mlJJUECAJ3Tgk8vGjF60RAyhxNGzSS9y+xBk9QRUXqQZxFdGKTzXqIkMhs0M0nl/BDL+CAAXrRSXq8JA5aLVdwHBW7nHkWf2+/wnsFoEH0orS1y4Nkes9rT6tNgQdYgG62WhRtLoz3aNYLRBpfFbzwQj0bCQOhTW2pzfE4fvz+7/AFVGtJt/itjoSlUtTNsvQ6loVr0QHeHoV6esgDh+x6V2cVJmh4TJ3LKkuJx3clvvRyI8FZt2dSeikIZ6gV83hWoDAloWd2y12OqEGGnJaaspdJzsrVdffxHT1l1mS6y2BHqU5dkh52klmapdgunwxPpV8r0c3aSWjoWvZTaLzOW7o/0o93slDsgp68BwqjwKHZHUqJuIuI+hjqU9DBQ8MNSnoIaRQphiWhjy61MRw0/iUfDaU1Fa0ial8SuKR2vSCumtzPm7KziubWQ1CfSujtyf5uyrNMa2tOtLJH0LYYLUKbyj/FZfZOtlvvLUqb7MVXnJqEmGPUjIrfLsRlXN+vAMPMlB6sEmPjSwfUkGAiuCHm8SMi6/sQABDFFINPOjD60Y/rQA1L1pnI9afOfWouajwK05+Xz6/wDvQ2etGRfr/wC9Sk4OpGXnz9xDxoAKgjYIY4+tAA95AfUgPqXqcz1AgggkMAQQQQAEEEE4DiH7UfhUnK9l/wByjIftRUrK9irEXEry8iN27PMvF7t24ipu06D+UFVbgDy7eZOiZtioM3SJc2IccRHUBLwfqXTMbycY8mjx6k7H0n1DpURvC3Cw6DRe2wwxwHPIVda3yoapbvA7YnPfnzRg+pbTY+5eBcdHcecNwnv2gqUg+Tm1I4jPGluOcXACENKX2MvIke6067epgm08xSZetdHt+SnM2U6U/wAZw3AHMC5Vg9x0KRb9WepsnQ40WO1RS00sXInpq6CobGMh0EEFWLQEfz9S9ADdcEBDUWlX4NzNynQSrzexsxEMjZHnwUqRNLxEklji5lCzND6tS0Etx1+/IsetjStpR5DvCARLX8KY3Xuku+0ITc+rwPMy6PM2eWKl9tKnJSNauB22sUovrU5bhfO4HhUKXNpUzbRemP3Ekexgn4AZy7SSQkaHCS/+t7ce8kJntVK5Aojl/BDL+C8QUY57l/BG6ERBACjfr2J7UOYT2fslHj60+mexZ91SIRtyGyCJmjZrBIHQRM16gBzFLGUzn3gJFlaHnPeSLZYuD72ScVIcJ0j3lnxE8huOaNo+xJ940bkWBw2jJOimmdPbpuA8Np03cvfx/wACaL3lWORlWHUf83kB4ck1y/gnEHA+MHfaTcvWnIwZfwRh7iIggyHzTiGZ8ZNEtG0vj8KVCNj17PiFrRRdeEudGke2IEmssiDZjpufMDlkuh99KfLNSEvzx34kxQS4oLkS0avVLL88L7ykmbtrYODG7YXDPTiq2z7ROHD4TzZrDxI/JS7RVktJUKysdVeT/PN+LIMuY3VKb/DZaoImsh3R7xoFruPdtexbPUn297egzcdL4MM/RgvP3tU/zPVRdp6p3TdaW6Wam05PqKxpG5OohMt9nWtIqUrstPI8PCsT8m+fxae4yZ9S2i4h/wA0vGZ+NaqrXSrmRjWeqLe97eo5l/EwW5t4dKgVBxmUyWXJkmtN3q0QCwayAfEs73mEAVx7A+tVFmVgvQqW3xPAp5LTSyvSqh0FUN5dHOD7ZpZ/Ut4wETjMIMiVBkTOKKaiXpFdpqOKIkiTAsFQqhzy40p7IkxIg1Jq4fo0zzPkVvHHiTKS2lDRkovil3ySgyDWByW0fakXBDnwTduQeKTcdPJOIOhwQEA+6mvajyQGRqQA+HDFJuNAk23UCdQHQHCBAWg7iLxwQF0Eg4tgkyaDJKC6GKTI04gnwgySghhyovUjCaAATSbk0nR/WkvjQOeC0ikPgRhwShetAo1IEMNSMXrQ+bvoGC4/ak3A5k4Ll5EmXrSDCGJo+CB/WjF6kAJ4/wAEUvUlD+tFxzWMDOQ4pIvHKHFalb8V4229GpUu3KXyvHzLSqKAYj3VrLlxOo7duvtZcCxQYQY8iWKKDRDoRo7oAI60zqVRBrJaS3yMk5a7zjW4UeSl6tN1kHm1tEXsbtLENPJkuZbfuMGnh1rTId9cKGIcbSvVaN9WI+V6qlelqmViF3nRYbrbhgArnvRFrhe8tevS4+1C5r0rEapMAKwJ+JUbnsU67trLI6A3eugfD7q1KpBnSXPcWJ7s5WbjPdW4OBxaOXuLn2O46HLd9NYVh4FAs8wq0bxmuFXHFWY6178jcwfaJaGPKp6CPL3lBwOlWKnggyxNU9rUKnI7WlR9Ni6hPUrFFi4inK4m20HcXQW5P83ZWF9nW5bkw9GPvK3TMa2u4nXVjj6FsFqFNDSILLbH9i2a1Km+zFV5yzQks3y7EZFb5diMqhvl4BhMA+tKCaRQzPvoAcZAi5B91J6/tQyzHxIAWQSImCBO6UAJvdSi5fKnzzqi5RaU5RnY/MMi/X/3oyL9X/emLh50I6CCcAyKggkACLt9a9H1IeNAAHmXqIjoA8zXqC8H7eVAHqCCCAFoXtdilpPslEwva7FLvexzVuDiVZ+XQj/uK47rqvApNxtPTzxZIcclTC9aMJG1ymnibB8zEkeqmJ3pbu8ag0ihlAnzGnRMMGvCmd/XHasi1XIEKY19Iax1Hka4pG46wLIs9sd4YdOaUcuitvtiy7PdIQ6Vt2uSuhoFsbK+WR0Fu/rMCyKLMqTs/juSCwajdK1iyd4NjcSPJmvEL3CykF0Ca4h+XqqUfs3bHOHzYpSLc9ei5dlnuCJadKVblgZksuryY+gTO8m2KuT1YaqTEOLHzd4Y/p1xFvircCt3xUJVMAeDxcFWm7prYskyE5/hn41FmZmXnP3lFU12uuJat9r9k2QVEQQWsNuOYomUhvEsSy0rtjcvRpNLsQgq1ejPlIa4oC4H4FxHngQmCtcbeheMeCMButviyGjHNXqSdafka+5UclUuKH0Pt/8AJsaCzJqNbh8bL2A/olnG/imxmN3lemTXmMTydYH3+RcZubxrsdilDdqr/DPm8SXuLeneFz0pui1SquuxWRxx7yvS3JHTE08Fklilz6sVJ7mJSlAL0+33VEl8+Sk7fPGctVFyOhlX6Y4cEwmloTeZ61LPPg1LxIE3lyowvfMyrLKVUYidS9T0ZUbqZRhkQ+tlR4Eur+0YIKQ48P8AYkveLT/2JowMZDEebkTyV+as/wAEYSppFyEnThQOyt+15kyqIzEOH1IJ9hTcud1FwpvfeS4D5DZeD6k84VN1fSXfgQ7LT/8Aa3P+EjAxkM9mzzknlW/PCNG2RYH+2H/wk6nRYbrgn2z9EH6JNjtFy3EUvC9aedih7f8A8Yj94F52Fj/pFj8SXAbIZr3+VOvk0P8Abo3xofJx/wC0xv8AiowDJQQfbCHfE03L1qQgwDalMmbzGOX7VInS5GRa2/8AipsRMlyGiCdDTJPcH4l4VOmdz8SMBsxp5/MlWTxcHzpTsEj9ijDAkgXsSRiYyUEzS8m+X8FITorxEJgyXKmfZJP7EkMYVhPL+CGX8Ep2eT3EOzl3DS4GQMn6QUtK6Ui20fEHQSdSmj4Y6FIL1GomaffKWUMozqZ4n+skOEfcUeBMk7qaNut3g/klI9L7M1tFY3sM1SguBF5jDFcpi08JCrpQ6thBIPurTVdmgll1y3crvPW0K0LcVK/c012VUXnnTyLNROQfqT6sCbsojBMeEa3ESYJiaqJcVxBl4zRhPUKLwjRhHUOhMTDotYpqXMn2Ho0zcHVyJ2EUIgvcf4LzE0g46Z5URzpSkccxQcE8k4g3P60EC50EDizPqRj+tFZ9SMf1oEES9SKH1IxepFSDjgffQcM0UfWg4Ccj8hPimjC6eSTRh9SCYW4p/rRSdNDE8UVxAoBdNG4qR1r3pSDCpGk80C9SUiwJMp7BoNSDHAAmky9StlPso3RE3VJFZsbHk+8s5+JBqmfkepBWqdZuOXCNV+ZSJkUiAgLFYJVlyGp/WnFNY7RIEMNKZkHKGGpWi3aWeIvYakAzFgpbQNNiCnoM0GiUOIcIUzmVLs486ryxaosEuDZl2KvADZBmKrdar2YkAGqi5cBkWGaZyqkbo55rXrQ4S5HSNV61LixPQ7oOPIH0ytUW8jNsdayVl03XhDqVmgxTJvSa6WlqWhXE4O4WaCofMslYuM3RLXqWc1KpGcwXvErBOivY86p9UExcUFXO0vInttvip+J0FunqXFFk10VFd4tNw5tC5D3P1QwcbDPVmusKG7xab4TFVGLTLvMB3oNYVglTY4q9b3Awq2aosfV4VrH5G1pvtE1T+Ye6rdR2Mx5FUabrIdivVHEMRxQMxYqfH0qeitaelRdPANPd5FPRwQRBhYDn/mWwbnfREOPNksnZ5hBatunLF7BTwcijXLtOurJ/N21qFNPSPeWT2S76FtahTXfRinlFoiebNGTdl1OM8taoHQIwECPSk3HQFMZU3hdaZUzElnWIeE6HfSfHBQMisgHWmbleZ/bKbQKDVxaOP40YpWnnVXGsgXWlCqgGPOsYCe5yJh6UomVK8epM5FUDvqHnVQMS1pcSJpcz83SGIL3ZyCvEG6AggggAIIIIAMifcBHRU4BdvrQ83z+ZH5RXiQAiOvD9YodPInM9f5gHNeoIyDAeP7QVMPexUPH9oKmHPZK1AVp+ZGlzIo+tKFzpPqSj9C4WBY0q9Kh2OOBF4R6lbN4m5GfZLQvSAdYzHMRJPvJwqjMC4x4rwtllkOXKujN9kONcdstg12ZiQY6XBPJbemponiOfrK6WGfFTmCz9yk+5aeMwDIidHMBFLt7hK2XGDjEbgcgi0ugNzs+j2/T49KlTh7ViA8nMtWptw2e7KePjQycAz0q0tDAa6W71Ss2JxKW4esBTXJmZZf2SzKoQpNLmOQ5QELjRYkvpHKuOyZ9DqARWYw8LMSdE9JL5/b0DjO3lUjhez4uSp11NFEu02FouE9UzLKVTQiIILVHQhwANuPeVph7trmmUQq6xD+hgOSq2wx2CJrpbdFV5lb3a1iNJBrGO0bQaPArVNEsrYsUa6eSnTJTFqbu2uOp0oquxGHs+fV1JOobu7opMD5RmU42mccvPku19w8WiQrFZC4OwsDgY5FqNG3rUmg1az3uwPMO0+OJiGQDmtl8vixNH0vcvWXE+f5cyf0U8Zg95NJmDUpwB5RJLUn89D+K1C7JTo5N0RLThDtwmm84Ay50tVvzps01ndKtsU4vET4Qd9Ds4ftkjkf6kMvsUOZP8GHHDDvo3A298E2yJe5fwWRcRwLHjFOtrX0PSY8yjcv4J43qhuLK7hGUT2MH3w+JDgH0/zJHPxoZ+8sj4i4sPfq2fEvezu9zYm+Rowu901jMxiLgw79YJzOEzbj4AReixUfsdP608lFlFjn76yJjuENrUj6wL4V4TL37IvhRRN7pMkOKffNA2LB8Xe4Y/dRPOX6iQ473fNKDKkhyPF8axtDEPD24vtmXeQm7fpB+8vO2Sep4k6qj7wzntenNP4iY7hiJn30bil3yRu1Sf2iBSnsedJmNgFGQ93yRu1PdLxLztRr0ZR+H4UKxgdSJT3BZPjFrTftsn9slpWuGyf3EyTMxhVUdjPe76Az3kzy+xepcxsB6NReyTpyafBE8FEJ3nnFTKwrIKdtNDtXgTMiQzRmGI87UHcTqHUuFkGCic0ZktSwGBKSnwMs8NSa8cEV7lSCcRVHfFDSgLoJjkaNkff2Jch8CWbdA28Ei4YZJGOenxIj3MpchcRfIENCZ5fYhkf6lFkNgSjJoOYJiyacOEePOpSIKWCCa5fwQF00hLiPmcEoWGKYskeWhOizxzwxTkQmQBkgH1JNx08kXimkG6cR02OlBwEiy6lOLpTmQpCgIBp+dFJ3Ui8RIOOPP4Em4AciAuopHpQKeL0cEmRqct+3pNWcHR6PvLOSis+I1pdGeqjwstBpWjUO12YDI5h6RSlHoMamsiDQau8n0iQEcSUDSZ8Ssz5ibbTIjyJN7BQ9SuMGOvJV967QNznS4i4FseaA0zepsZ3RhpUXDrwO9almZ7J9aOJkjStKmuuC9wdSkBgMxRwaDSnnagxHWmcyYGJJOYEbOMGhLWqfWpvRmpqsVEMSVLmSOK4SlQsRKJi7qJBx3Tzpv1L1ZLytiuIvHdPiZq3UmZ6MVS2/abFYqSQGPOpImK0yk1Kf4reGCp9aaPItCtxNZCSrdaa5k0/ASDkSm6+ohHqgs7e8uwLPngdLbDwLh615RwK2yfjXWdh1kDpInnqVNeBmdN5Vd72ucJrPY/qV43oSgkPCY99UWOeoVRl5F2DiWCm6SFXykn6MVndNLl2K9UORm2PgSjSlypvTrVgj8o93wqrwXe4rBHd05oIyUbWjbr5QNTBAll7b+Bc6uVhz+FOHWpoORVq+J2RZM8OC2tSpMzSOtc+2PW/Qt69K1yj1TSOtWJUKUEmBoTMoMRSwysB51W49UDHnRnqsGPOqeBsNfEmJU/DJVesV4GhLWo2sXMDTZemWV3pfIRWXPTaVZiiKM85ZKxe4NOe28Shfy/DLDtK5rvTe0DEogCUqmzvfzc/PFcwKGTnaEO92TL2ylm7tAv0y5Bou9XikP0nT76vFP3jA6I+m/EoNMysjodBPXMz31FzLj5gzWSjfgF/rKayryA8fTeNLpjap8XyXiCMqJ2IVBBBAAXor1FTgBBBe7OpAHiCCCAPepeIIIAMvOrHqXi950AKR/aCpgvZqFZ9oKm/wBGKtwFaYjnOY0RHc9qaIohyQpFZl0aUMyG8QOD1K4O73rgmcHtj5OjH6clQMPs2IYeDUp1mli4kElNFLuYv0fe5cMInjim1k71d1NWd6t1R2Hme2F9I5yVNP60nl9ib3Moi0cH4l5b3s3THguQI83Fs1TpEh594nnTyIuZN8vsXqVpXfkSxwJFw6AQQQURKG6lbLQ3h1q0o8iHB2tE3IHAxdBVFBPHI8XESSNZVxY0pnfbd8WOMaK422IadOxNJ2+S6plFco5vYtu6HXOolQ80FP7mX8istDAviAjMyz6k4ppfSW00S8M8ZAqBW35Fl12E5WPaMmmsv2Yp5WOVk0zlezBW2NfHxUaIIIKEsAQQQRiAE9i/mrwJonULkcBNHyMN+g1QXpCYEgPrWTB4ggvcf4IAMPQnjn+j2/ASZ9SeDqprnhdyWUFYZoIpeteLIwdBBGwNKAB5U8qH5wJ4c7QF+BMdX1p5OzNuOf7gExjyGo+peovUvcEop6ggiebb+pMBIDgVNHwOpmSeR/8ARrwdwkzJYbcB4gggsAe5fYnjP5sSa4fZsTqPpbIFlBGcal614jk0fcReEayNmDPrRm9JL3hOdxeYHksqLmPHvZpmnm32IpmQakMIoEEEFgkHUblRZHfRY3MSUkApPEBrrQD6kENajGFmSxJOC5U3jgZlgAalq1h7pZlZFufWWSaj9Ip12civJLiUGi2pVa88IQIxF4lpVD3GSSETqJ4rVosCiWlBwwaawVVr29qBFIgYMdChaRn4lRpWYUh7oKDHHUA5JaRutomOhkVQ5G+SSREAI0Xe+8ftckYyhvJirboIbv5uyP3VS6tunqUUi4GSvFP3msyNBnqVgj3RTZoj6YdaTKVeRhXdDAZVpViAXpYxJi9FktaDZL4V0gUelTBwMBUfKtKlPjnwRxUqzkuuxzq4B9xFwe7i3pyyKPkR9mFIjZtKD9COKXXUl1zEWY7xEOgk+j0SpSiEGoZLZm7ZpTXLGH4E8bgQ446AHFGsJqMZ3b+7nIheqPvYrQIdLhwGcGmREUo5MjMCWvwKBrFzMtNlgaTJmI8syQnVFmKJa1Sa9dGAkAGomsXKcoi4RqsyHTdczNSquIyxZC06qSZThZmmuXXmkepH6VIW1TEXjz3mC51MQ7jMBHWq6STHm0JDOkXpu4wMedN5VeAx51UeKY9elAjM+c1jHATQHk6o9qLDPSo8iQRS9awTquB4ioyKglCj0qbpr+OIYKFzUhT+YQWF/UilLQ3IzFQ9U6jwUlHimbaRqUU+GXUp2XLoVkbFinkfZ5Qvd0slulj3WAU1v03QsLnAYuKwWvWTYb4PTyLWdXw2mwaPNTUrmn9vZVdb6EVmacocDQbLUqzbyVVJqC6YY5qzUmbwiEOlU+K7gpyHIw91CisaNTZgGI61PR5WlZ3Bn8IhwNTTNXPHnUpXLg5PwUpbteCPMHWs7cqmXuo0OrcJ4TzTJs3EcqZqdhWDdHoRDNbNQbmDhjrXF9l3fwuHk9qWyUG9w4bfptKt5ZmqwZDpRm4wAfbJGddAAOfGWMs3uGPtlF1i/wAAbL0ygG3uXq6L14TLgcbUued5m8HBt4O06UzvLeNi25i9qXPd9Xuc0nNfhUquZWB2Im9LwkypRGDyoZXzMYeEOMmNcqxu5HnkqjIkGThJWl/E2EVKptFv7y3gx+krRqLvN0j9JXLdPmm04rpSaueIhnpQsostGp1BT94zLrf5zpUkN+AXM8udYdX0+2JSjdWP9tqT5FX2xyeS8QQVE6UCCCCQAIIIIACCCCcAIIIIACMioIAMvB9a8QQAq361MD7NQrXOpoPYqzAVpyPe5ySkPYBPCBoj3MSKBEsB4k7wIhDyI3AidACoLtTveR+1Pd//AMVZ114lfQcezGWgbzFRRetLuPk6KSLlULNlxJo16qEXn8q9XulISg8/gQ1L1edSAAP4U4j4Za03JGHWgw24f5xO6vHDjYl5gTMs8UXX9ilyI9MMWCNH9qP8UmXrR2vaCl8xm4lveaZdjtmQZJF5iPwfPwUSa6YQAxTNyU8TQ6yWwzQ1KxsK9njf7OSBR43+zEo8pr3fJDtT37UlHqIWNNx9wGv9mRuBG/2dRva3ceYl6MuR9TpLGSmdNyR4cf8AYlknEVpnVjGJR8F03ZAgZkpBwTiziZEyxQrLkRMvXiJkLP8AsZIcGN/sBKPelPC8QZkidre/al8SNUk03JPhRsvzAkYmo3/RpKJ7U93iQ7U9+1NGp0DBiX4DX/RzqVbbDguANNPFQXan/wBqaew3TKPKHP8ARIVhWjHXCAS1UovxocNn/od38Si+KffQJ0++jVGwJbhM9VHd/GveC1/0O7+JQwun30bin1vElzDTJbFkS/0O7+NOHhZNln/NpFoxxUDkeXOnT5eaAyef6Uk3Vxki1HVCwM2rXpTLcmPZlVdZdDNohiulmo1xoOMQHRXcg0kK6r3XzNkqwaA9sP5uwiHwaf6Vy1fLBw70r0buVGQH/NJaa33VqqVomXiekd2diR2G109xjky1BHFr/ohGJoPqo6hRz08yGZ5c5Lc6h5rplgjiyLbwHTfxpEtjX/RaZwTMicAeto03J0++abLoR6ZK4Rv+jvxrzGN/0bq99RPF8aHFPvpdQbTN03N71d29h0mZAvLdXDuF6Q7k0+WGQgtAj7/dw8gi/wDwJsNZ93Bcl8R79onUF0+MOtLirEDQeR1B/lx3FZYf5KGGh9wEC3w+T9K9ru9Fr3WhXL8oz4xa034p8iNNUE9sdUDfnk5TPa2wMb/cJQR8marchsNEfviuVOI5j50bY84PWlxUz7Zjq1zdbuNqzZdgqotF4XVFyPJqtOeJHSLhL4lzrFnyRb9FJcH76dQ7tuCnFnFqsgS98k2LfkJpP0NeqHktVtrL5LqTD/vKm1bcZfNL56fxfEKLR9+N7U4h/wA5E6PiNXij+UdJPRV42Q8uSNyitqqZG9aVepbmEymvtfcTORFMBwMNS6Yp+9Cw7gHCYywJGnz1vbsa2OZsxtaNX8lF138jk/sv7tSlLtepVlwWYEN13xLpRvdtu0YLjB2b7xpw9VLDtRn0RsZB3UusviSNOxT93u5mNTRGpVkOLI6R6RVouq96PasEmYpjxBVBvLfm86LkOjeiHl0rJ6hWZ9WcJ6bJIkKrPyIdN5Seui/KrW3i+kkLKqbhG6RGWoki46eST46mLsUSqLYh+tLCAJnx04bdNONiKax5eZOotcqUXkknimLhpvxUjC6WZdKbf0+LiDpkrJH3kBiOZrJxdSwu6c0uKi6BrX+UGMXI+gV+Mn1j8ayNx00nxTS4qJoGtFfTPPxkzlXyziQZrNRkHl1I2WabBR9AtVQvJ532SrsiqSZRelTFw0XL7FgZYsR5lpSLn9yGWlFcwTkvEKPrRknl9iUEkg4UvWiI5etEQB7/ACr1eNggQ4EgBNDbykgglHCLzXzo2X8ERABD+tSFNPBxMS9SWikYEKwgNvUv1LDitpSqQvRkmtBf9GOtS048o5K6u41fkZnWGsHC0JjT3eFIwU1XmvSKvt6HhWpqV3G7ptyl+o7+YipQfaKt0N3SKszeGQmqJaYfR+nJSkV3lUSz6lIRywTKQMTUd/FSDcrlULHPlToXVKhAShSDSZStWeaZk7pSLjupZAtVHuU4RDmavFJ3g8IfbLFykGBeJKDMeD9NpUbSsgaCvuN+/wAqHCb/ADlV2tb0zMS+k6vfWQuT3sfbJnIlGag1MidaZCxXBeT03LWSoNUqTz5FmacTHeZQcx1MrjaREzjzJRLnNtUlJ+tMyaT5DKonHPAlPU2Z41Bi0nDJYkhWwBosy8QZ/KpRuon31RY9SMehPBrJ9xTa5W0DJfn7686l6XqXqQvAQRkVIB6ILxekij6k4HqCCCAAggggAIIIIACMioyAAz69im2fZqFazzw2qYj+xFWYCtP+gye5kkKWke0JIj6yWDK8SSoFDk16cMOLzGrpXNy1z0SCNQMBJlLbkzjBcA9oDTkC6wvKl0qpWSUmAfCcjjmYl1La01GksWTGjr7lLTz4qcZW7YM6vOYbD4WvDHhZKxSNxVyNEJ5aT5SJpbHurpsBitSHp+htr0uXgW2U8bSqhZtG+620WeLo4q1FbYmUoTXqdW2nFMfcVesyQTLEVvR1EqtdFlVq0JnZqsyIF3hX0VZpdq+mAj4RO/ou6uVvKXhU1h0jivC7g7iJKGqoooo9pYobvLUS4Mc5/AvNvSjF614tIdKec/uq72Pu1mXjr2SRYa5R05Klcq2nyfGqjKqmwwqoxYrJfOPeVukVXk3FOtleKLNCNZ3C107iK3uKXe4gtJV7yfq3FZkSX5BCzHPDLgLpqm3HTYt5DDfxKQ60GrwKyVY7PqVFmHAn5SDPPEVuPYwHN/Nqo+elWgFS6g5DIxd4RY5CmTftQV13sxYcW7JIQwER6sVSx5hWjkXB8TqYJM4sixydVME1H7AzjKR56T91MB/NjVlipGMUED+tBQloAfUhyEgh/KgBxCL6Q33slLTi+nifeFQ8b2wmrFcH51Fe6TaSryK0nIgZntiSCXnZ8Yk18SbqTqGH1L1F2ete+BABulPKb+mDvtJondM/OvuGmUV+I26l56PuL0upFSmOgcRzQR22+IfDHmNbPSfJV3hVegx7hiz6SMeXHGU0JPlngf3VDNUxU/3GIKmtgo/vtiYuPNyJ0YbSppec9IugvJsV2E+UZ7QbR4knEGDU6nGkQKdTpMtw8CxjNG6pOrp8MmL1NBLVuvWnX4nSG4qb2jd/FAj/ADd+Q1j97L+pYlvjhdi3kVkP2z4P/GIl/UtZ8ngn2qNV6PNZJp6LKF0m3BxITIcf6Vn/AJQMPgX+7I/bw2D+ENgf0Ll6HFbi2B9Fd4RNV9hUsj8lMyL1Ip/WjFzIq60+bh1TT+mD49KRL1pSCWEpk+nNB4DBwgWPEXryEkXpRl4XqWTB6OrZ4UrFL0gpEeVT9lUNqu12LTn3uELrohl3FGz4JkwksqxRM7EdUPbefBM8l0LvY8n2DZltDW4s9x/zj3Fz27s4Z7diWCpWoXJSpb6+C4xZxHmf3UbLSiIKwXh7DP0ZJEuZGh9QIsgNXhQY8gv2JTZsfLlyxQitZSGw8WK6U3d7qKJV6K3MdZEyxVKsrFokyYhaTGVYl8jnQOMA8pCnTNZqUPWxPfDw5rp26N0tHgUVyTHjCJY4LmKsx+yznmR6TS2+4RV67RqmBqefRk5B3LtrZaCqTuPvphIqsuV7eSZfeTIuZDH+Cv8AwDTUW4ulOGdQpjj/AAV0su2fln3eVYZ8NzCTyrTpkVWRoJNS9au15WkdE14aVSz+tCtq7lCmnWoXJQvvJxH/AApvl/BLMksk7izn9ybl6k4c76bl6kAgM0s3him6UYQDCjnqTfWnDnqTdBkMPqSybh9SW14oATcPVmhmg5/cirDALDy4dKKXqQFAvUsmEC5r1EP60YTQZPUTZzCjovUgCTixcxE8EJUAwHPBTlFh8VscwT6oUr0JaFT192JrtffgZ+5oJDX91LVBo2niTfzeNWeRtU4nqKvcvsRS9SGMdAp/WlGdJJNAPqS9CUtlDlYYhmrA5KyZLWqTTXcCFWJuR6MVbRjXvFuIWuBlkqq9oeVuqQ5iSqcwfSEqVUXqQslBd5Vbmc9KodBd1K9Q9QiC1hdJBj1J4z60zZHSKeM5oIWJCOadCelM2dZf0pw39SnQgb9RQjTN53DJOi9SZv8AqWQ8xEpHjSfagBNZBnkmLkjHr0qFlJ4iWKVpTdyUGrWokphpNyUaql5B1IkZZd5Rch1GcdM0i5qJAmI3cDIkjw0+4SLwvsWcgGfC/do3CTrheD/wQ4X2LIDcWk4GKZeJPIcI3XMMFYqfQzPHQnVSNmwMDzXqIXOgH1KwP8A6MgioMAQQQQAEEEEABBBBAAQQQQAZea/N4V4jIA9bHzKYi+yFQrftBUxF9iKsQciGb9BrI5ySCcSOfakBTsKn6ErQqzLoMxuZFPAhWkvb8KkVHKmi86IvaCWSttPSHBBoMiPSrLs3fXN2QZgwzIcVNBLKu1SrUwQO2Upa4O9+TTW2+FzBoNSDe/8ArENzCLqb99ZpTrbq9WkFDaa87gljqUjI3eXHFe7M7D28RWEnqvEqPR0PTruLtI8oS6TlEYuaT06iVIvK+ajdkgXpQYth0pYN190uvNgMIxJ3vKNr9n1q3MQqcbDPqFRStP5k9PFRo30iDQXpeteKixsD3bs8ynrbvKr2qTh0s8Mu8oLbt84qctW1J92VAYEExHqIi6QUsWTttI5cMfqDot4lxlUCquyeYyDHHISR2d5d2McQ2qw76XSStMrcBdkWoMwzJvhyOV3z6E4meTpdMKUUbLLAc8uEavadVxNdr0Blsma9MeKQ+fFcPWRJv9ak7goM63JrkCazg4Ciy1bVRbJXxY2aYMvxUtEfAqUXuqPZ9iSfU/VSiDwpjH9mStsa9fIYlzECCDntUXX9ihYtdD3qXv8AKi4/wRkgCjWl3IFYaseTEIvBim9rUb5aqjMHLHMsF0JO8nqI1bIVU5hEQtZ4qtJWRQOqsaK5XWCilVZTmydocJMdmzzqbuSJ2Kc5HE+XQobbt8yvMyPwNvTtnHmp6i9KMvNH2qMmAPqTym/njaaJxDzGS2eXUpFI34hHs+IXvIiXlj6dz3kjh31kFYUa+Z0dv2rvXdNUe07uKCWfqhiH8wrghvSS7W3BzOPu2pWR+x4rX4slz97/AJdFY4D1DX+4xv8AuOUt40PsN71uAPLHnOtfiJbB5ODo/INTaEtTUwHfiFL1zdHR733kXa9NnvwyjzwIRaEdYOtCX8+Skt21qBYdy1u2WpZSRNhh9p0hx73+NUa+4RyQaS8j6m9G+3Kvp7S6TL9GRSdozQRd49wt/wC2w4sr4MRJZrv9tuqVy7qOFHguS5DsMg4TfhMlqDmcXeSH/WKIQf8AP2pKuhsG/LXk7fXs2TWy/wCAtLTVLU8mqe8X2xwXe0SW1uOp/wCo5Vrlr3DbnD+W6PMgifsuO1jkovYfm+fZqXR/lJxdjto0yThqYnYfGJf4FzhwT/Yl8K7S2VbVkWTHyr3z23H2tcmoo2yUDJYOCf3k4qAYynA8aRGLJL9C78CfVCLJOQRhGdLMALkW2OHI/X9qGv7Ut2KT+xL4UbsEn9jqSYmclEB8wjz/ADqesiQUK4YUkeUHQMvjUYNNk7cTMPxrU7b3G3rJobN2Mss7YY+l9rqxVSslWKLca+41cEFOyytyOkd7LXyxulcf7jGa4Wl6JBbPtXd74fKe6Yop6iKHguIKlTvpju3PTmtXZHy6sqnJdjy/TliIleZp52Db+2XvYWv24rocDusvgJQ/aYI0jS4lo8VkHB9MnmylnKc9Bkabgm4jaVE3DWnxnn3vOwBEuutysh78m2wdyEsc1l+5my40qUXbI2JeJbtQ6azS5xQ2gERwXHX2pWeJo1NRR3iKa8RQfuJC5A7VbrwLiW8GTarkoMP0q7cla6bKZXHu8Bhlq4pR8o5pe025Kdj3culdlx8lKGWfcRdf2J8XByJFImV2eJpxBiOb7gtAGoluG6C2pjBcZ0C4ZrJaM6yNRZMg6l1ru7ahu0ds2gHLHJaa7ztFHtOY7iq3hiwMz3wUjGPpDkWBvR8CJdPb4opnBIxDpXNsnMXC0KS0S5x7iTt+Z9LeR/CPJGbaPJKE+GSUi+lcwEFtzo2cMTR4pqTWpTBQzdEcQ1JxttWq8HtPBLFKzonIg9zEnIrvCNKNtGOhKSGjjuEDvMitlq8SwTZ/HcoZxo03JpSUeG9K0AhKpMlj0xhpQRrKvEjcEsIgkSPAsM0s2YILAm4BouCkIsI5RYClpVEeabzWGZSHXXiRbeCBIzMd0nMMNSsEO13pWJ4EhpUTkK0qJyK2LDzpaQRiiyQHWC0yj2L6MTdZ1eJOKlZYNNliC1rXGJXxOxtHb73eDViMp+fuIbeYVbJ1rm0RHgq7Kh9newwVtJ1lKNzsdTbPuqXqz4vaGx0K4SqHnH5FXbBDMR0LVBpoOx+RaOsqdKU4WmXWrMDn26KGbUgsA1KsiweXItqu6h6i0LOSpJhIWwpqzNDt7lbfYU6ykGUU+4mbwYkQK6fIx8NQdUpvC14K0sue00UFTntINBAg1IH9alLZIU8/SCrJHAzFVWnl6RXCF7NSKw2nmM50f0ZaFT6g1g8S0CQ16NUutNYOJJ+IqbGEaOfpBV+pZAbYrOaaeEjDpWgUN3Nsda1DbS6WBkO+lm80myOkdCWb50phx0z6k8HlTFnp1p03yip0KrChcqZyOpPUykdSlxIiJkc3hUa96lKSOYlGyEjk8QzcSZ/WlHF4qku0vIeYIYJQfWh4FCOF4a8xBK+PUhiCAExa+JGFrMhDBKDy+FOIrQG8OhS9CJiaodLzEdCvVJowZDoUbbcDMR0eBaFS6cGIq/Apq55ThLqR+lE6l741GbUMS8QQQYAggggAIIIIACCCCAAggvB9SADD60C9aMOhDb6iQAUOZTEL2IqHDmUtB9ipoOZDKJSuZNU6lc3/AHpqm8xY+JYrHZB+4ooO99dnwd3bMy0xepcxjtHA4uJLh2j1I6ZUGZIdBLfqTvmCLRW+FMwwHDHJbW3yxIu40N3gld1ZB9aNoAxezkCbDMcC4rrgroCDYdBGmlVZ9Sa4JljHHqzXL8HfDGgTmTB70nW6paV5QgG8IOzzdZA88cNK2EdTEhqZaGqlY6e/yfUHssV7tLBOOl8KwfylrcpVJpbzLXCdeaHmFU2R5R00ZgnHmGIhyqhbxN5827G+DxnHBP2pEop6uJ1LFDbahJ1ZzOzSaNt+tFXPnXKH2rT9yDBhcTcvP0YF7EepZapakXDUaI5xoEjhEpYJNKXIgq42mi01O+6lWbP4lLmVSebTIaiEnctamplx2GUfVPa7RIaMWhXAtQ3l3JVOCcqT+bore8a4WpRTO05Etz8zU5j+z8v5Fq3+FA/KAeym2WGayrZ82zzp5VarLq8kpc53iOEmQ4ebxLUTya0uSnS0kDU8CxsWekbeNCxPmSYRdg5ZGnNqxZM8SZa1OGrfs3Q3WMXtmyMYN8yZp0iVcjVVNZBSy4u2Jnj0MCMtaL2NnSGaVqkKTTpLkd/mBMdm09utZyRzYJvXLow62Rmdmz2qnrOtePcVWbhE7jkqvsPbt2Y/UrfuwluR7ojEPWar1DYRZoVrj1ljpZHjbcbjH3ExLaaZrkV8hNrUtrHN+xffaTWsDx7Pz/dZqasFoJ9liy6H6LFcDV1zJ01G/I8o7fpK7vOtWB23HCF5sMt1yTkfqdNV7azD2dZLRt91BCjXA8bXW6ZrL/P9i7ujnWWJWPca6yT2N/aStxHWMAet1efQPGmhepFVrIoYkgJwe4aVF2G2Q+hUYPKlA+ch2frWchGjJSQ/AGUWUYiJWKLZldmw9k9iz5pM83EFo8FJQNzF+VeO3W4NvvnFIeKLuzqFdY7j3tjliwmJI57Wc2iElqa266HX4Kcnfe4orVAskO44ff2N0+SUaTTw2EGkhJdWeTjICXu/2AI49nmOjj90VARNwFI3iXNccyXXHoTkeYYg021n51ct09rDYdVuGyxl7JbUB2O4DhN45cUVrLlXRVUWK8jnO6brTXW2acTfUXFhFvOLvauaMWkZECnvj+IUye87G9AT6JVHMPhf/wD+KTrwdl3uMvf7bb3/AJUr/wDeqLr+bF/226Ae1amMl8OX965uXc3+k+8PRWr912HQyfi3/cUrrTjF6W7IDkkDNZMv90Ln9KSu8trFStyXs2ctTGP/AMUSFK3k72eo23M7tVCP/wAVohSW8INsakQJ3TCq0WQfxEP9SjX9FY9bn2x1S/iyt/5ELv3jnI3dSnm9mJQn48jL72P9S5g21KYfNJf+NdYb0ofbN3VwM9yKDvwGJLkXwLru3X+iynzv64Qf+1opfyUdjNkl83aHPjStQfknwTIz1NB1fdUcnkrVDin3BMfx/wDqXS5bTwzHHqIcUz6yQywRfgRh9SXIyKtO7ReHb5iXb+5aUFT3Tsxj1aTBY/uR3E21vEtP5Xnz5LUjjk1i2GgVsG5+m7aBRqjbuZF2CY60uXu9Ysv0vxPM+87lBVRaEXONiXswe22ftp7w4+1axWOOboLblUd6SbJdozd1Z+Mlr9jG41tqEPZ+ikuiq5HPBudGMOSVIHH7y5/pVS07bT13+HG1Ud4u89HVqrZKcb1CE9EmSGuGXoncU1Ij+8unLytCjnbsqY1Aa4mOWS5le0uOLt7dcPeRHad/9lt2jWLH0bLIDZeYlrm42PAn1ompQC77yy6jUxyrz2orXO7oW42Fu6uCy61DnS28Gn9WSa4TqkTLkeM9w1EUVM0eXwY3BmiQKNUmzisi1n3U+9lWBSNWd9NDPvo0rTUGXlwdS+aseddvVLR3WJuo+eAyGQz4VyTvci8C4HPGuvhw7VgeoTFcs79oQMVwng72KvdrSYy4n0N3yqvUU06/iY6/60iR+NOHubkSLY8UsB5l6Ac2ii8F/GS2fiXWO52f2ijthmuVWqDVdhi4EMseZdEblJEiOyIPgQ+8tHeeqtAc53NS7UzNQuSgxquyTLoZCsb3gbvoECKT0eMIlh0reidAyE1T94VO7VTXMQyXJWuulinwPQrvaKWi7bgrIFOVqRbp1Wpdk5dS0uDueeaZbk5+JRVBpEiHcAucIvPsNdF0dri00dC6etuLRdNp5Tcr06uscRzzULSOmyG9GnNalBt+HIt/PgjlirRUrVZlOZ4CnjdL7LTyZENOK1rXX3G0214s1VS0Mdc3Fjka/IGyBWXGx5VWBPUtB3uRTarJaFnzbDpbcBD511dK+USs5sbbLnTKxeLHihPcENuoslfK5aTPYc+CoXdbbM/tAvGytkq1G4tLww1LTVdeqT4qUqimn90cl1KEYVAmQUpT7Xkym8wBWq4LSeaq3GBnTmrpatBZ7PrZ1KzJc8U2nufZfYvW+Q5ylJt20pIl6UMlYqlan0cvQq8U+kMi9yKalUgHY+GC1rXVszy3vKytZbm0CnP8O38ahrDqWmW/bgG2OhOitcGphHh1K1UuBwBEMElXcNVdpzF2hlpcWBBoLLTY6EjVKWGPIrE2OCZ1QfQrm9d9U+gvSeZH04nM3qVEAxLQs3uKgmEjMAW1SmgLJVmoUPjuci6ChrseR6x392xFLbmlUgbJgHHIdGpa5Ba+i61UaDSDYIdHwq7RR9Hh/MoLhPqtkp8fRQLS3bAqtxQOKJZAqDIomD3ItaqjGeQYKtyKdm4J4Io6nBT1bu+BGs6uhVWaN6PkUPXLcM2+RaUzADFI1CkA62QYK4ldix5R2xB72q0nMDmW4YZGoWZCNhbZOoIavQqh3NSOEJGtlBXap69dOz/b0uupS4p4kKtVLlZtiHUqm3ocJT1NAyxxW3i3nmsre3YsBABN5qq15rUStDYHw1Xa4GallTaVFnylK2yWMhXi339I61Q3ND+at1uu8q006m5i/mX6P7MTSw8ybwdbfeTgcPvKuoMOG/704b/vTdv+9OG+nlVpCowoXqSMjlTjz+BIva8lIVyJkKLkApaQJqNkAepZclUjXNGSIlnuYkgPqVKQvxCg+4jJPLlSih8iQHQjfP3EPn76LyEsALD404i6HhTUU8Z146E6kTGnWiPFbb7y06jxfZrH7Ln8JwQM/iW0UOQBCOtbeDgaSqPnaXqXqIjDzKqbzr0PV4PqR0EGAq9FeL3b0oAH/wAl6vPP4ENSAPEEZFQAEEEEABBBBABg9ak4fIowPWpOn7fO3gpoOZDIFlcyaJ3K/vTRSy8hIj3Zs4ies0qout8ZqO5j3kahRQlVFmMXKZLqWyd0rNUoZSWmRf8ARcqs0lN7gpVtd0pDlNmLPfkCy0yROJ27b1XaMeLEPZmtvg2fAauwoxgLDhniWXStepu6+mux23o7zUlx08dP6JXFtv5GumvmHFTjX8nKxxBDsZiRItSoNVpgicqMYiu7oe5uldq7NI4WQBnxSBZ3vqsGlU2luH6JxwA6US21UTIjgv2rLhichLwkrLDYDhCkVqOB0q7tx6Se0ulTKtKGNDDNw0zVksae9Dqw8JrLilgSaJc3xYjnZoourqTT25642hj5t6ZBYinQ7krm7UMYiHhn+lxXVtHdo7VpwZk+MxxuKHo8uhWovyb7RpBoooDmGpb9bbEcg99qEOBLqs2q2m9wZ2JCfKQqubF0X5SMWmg3nF4ftdIrnQuZampj9u2KnS2+paqgzY0nc4XmrTYF3l2fKiw3bTewjDlwtC4j3Vu8KtMn4l29TfpVp++0uYvDdUdWPJ+/XaGvjbocSbz2OBcD+zvbVS/Xs8y0LfEzwrhc2/an+6fdzEvB3GY6WK3EUuMWTHf0dwipbXHUSmYFsc2bMlP2K7wLjhnl+lBbDvG3K0W3KC9Lh7XeIA5DksWoG04lbjls6XAR1lWoi2kkNzgu9HI0J3dn2qy8/wBwpbdO6DtBKN1YGq/bLvarNHxtKS3Ru/RZAZ8i82uuyNjl/SJtK+MpzN5RdLlyrkdCHHJzBzpWJSYM+FtFyVGca94F2hdFNhyrulA6yJalju/qlxotPZeaZEcF01numyODE+yu7+w1qrY1+y8eJg5/Wh0IEfcQD6l1x88cAw7fNsTyPGd2mB7GDxzRIQbDlM5bNOa7Ps3dzZ9RsVuYVEYJ42ObFUK6rWlQ0F+vsVmVWkXkXLdI6Du7qkN7f9lwTLdTs7PSZsPqYnOijbnXPNaQxP2DrraRsItrFeueL+ynZfFtNcZLKzux4bUv1n9yv7j2yc499XhH2cvHjufEJpPb9F3r1VvPTNpTbvwlsFHo3oN6leD6pVOad+EgFJ3B9F3m0h4/9apL7Xwlko15Frpi0jJ+Uf8A6SGvg+z7xLTk4fnEWoRf/KJR92GLNWt6YQctT7OP+9bcFTG8wOFUrLn9ysnH/wCLFd/wqKv+OLVOps/Z/qVViyP+Zj/Uouv6KffH8OdX7jsFk/3cn/6C3yyI0yHLc5YVThSP+bj/AFJPeYyciw6nsHbqbbZd+F0UtvEaOVZdVx0ltaB34TEv6U4ujaE6z6jtDlKnOn/yskin0VWLk1Sv5RqK3VFCdZ9cZaDLtFOkYf8ACJctQtz+8KdCGpRKE4ccmuK0ZOtDmHxLqijbdtTtCE6XM/Baz+80mG7twKhaNHIuTh8Iv4CZD/Sr1DXNRr8F/I4ju/tKk7slheZuMZxqOPOnXNT2+9xTH+VEmRuyzZEQuYHTEviThmO89TiJoDLGR/Qu8SX6WbnyFcIelHUPF+Ix27Nm317SXuz30d1k4x8N0CElo26Dc3L3rdvcZrTEAafwsuK2bmWeX+FLLUJEmbGunqYqWLXkbabZ5JFSztSowxP2UoC/Cr/bOzs95XZBD632nw+8JEqxucsKRuzuur2m5UhmDIhNTBcaHHrxVqhtdm3sVIOmbTAd+EgXE1LrLOzqeIXySKevqGi4suQLWwauirxv3oO/GKr0zALgrUYQ9k/xfjFWCnj2XeDMZz0yIefwko+tRzC9JndkRWjWvm3Mx7l/DfXe37shX8lK7Vo5z7flRuowPSsLnblqkFPlVvtPow1Yreo+tmUz74prD+lWnUGcP0Rq5bK6SB8VPvDvbs2i7kheoqV3Ku05gst35OuiJsLodxXZc53j2vBewyIMFxeUWZHuDNpkvRP/ANS7CpJHKsOO8XMAAa3N2bPFj82/Uy3TW6dfj0JaoZlT4r2fVglpxAPZ3g91Nfa2+2efJqSkrVT2XuoFz7nmttnwq0YmiI+NHPv6Fgu/C1J9UnEcJnVmt2L2cM1E1yEzIlZuhz6lUttY1JPkp9n0tji7nSiikY4jrlGn0hzCYyQpO2QB2tRQLlN1bVvSs16qSvooYqp0ndZMivNzMyyA13kd1jlgyYtXX0zuFBcekdNHkht1r2rTXYI8WMJCelWKl2pDozhHHDSmtp5tQWcvcVoLW2RrjXrHeVlY5n1jsUdspYGVRqJcvzJOqQu1RSD7iUENKdYZM6eZUI3wlK1b/fOwsvxKbHtKGMgZPB1c6tEMQjt8EUXHSSMH1Layy5ruPlyKd/c7xw3rJs+rkScr2Ih9xGb0ihIDStUvXCXafS90i+YdpRN+Ji9/WAdbqHGwUfD3VAwInwVtEiGy7ieGpGcis8FbdLrLhgauvs0FF20tdFyK/advRoDY6FYpkdngkGCTj4NZJwWta+WV3fMgs9al0p428lKDXKCy7IzINSRhxQilpBWasYZKD2c4qdJ3ZT7e7Ao4PlMbKSFNi8UiUkTGnBN6L1aMlJvcyXU3HzD600K0t41VI4oQZJQQxxTouZIuBymljc817jVZaGNxQelN6kIHFLQlm/7kWYGcclB5novplU6U8BVXubBJtsAZciWkZ8Qg6kI+Zkr6MfWd8X3dqYkI8LERNOmwxRmc+HyakYebBLlkfBF+/u982jWY1ko9yP4FKSNSakHj1JYGPTb03uLEM+EAI3Z82+TJKFhijD7+pTyMeVdoy6VyIWdDDEtGpZzd0PS4tUnYaln93NejJXLe7Zn19UxxVVkMRkDhKJT1FNQ9YDhTCUxao9qnMs+NdvS7j5XvSaMrFyptBn1Zv6KzpULdVpVKAJHIZ095dWbr7GhlS2T4IZGk96FgRgp7n0ZbXTz2nJpVujnCM5o2nvEpy3XdQ69SF8Uv5NqjzOGlM7fd9Jgubqkwc7CjkzTI1Sl620+EOVRtB1tipwWFrsy5iJth8SeNgjNsfCnDcfUPeVmJyoyCPC+xN3GjUoMXwIORdOanzK+JXZTR6lFyGjVoei8yj5UPT4kM46qVd5o034SnJEXb3Ezci9eCrMW02Ecvdf2J12f7P/BDs/2f+Crko3Rh5U4GOfcxRuAaAG7YKQjjygk2456U8jtYYp1ImJqh5tPN95a5asx7EQWV0dr0gmtMtvRitjTmqq9xwwvB9S9XmOajNqeoLwfUjCgAF+JDzeNeoIA8JAkOr/v6V4gD0l4vSQ8CAPEEEEAH5V4gggQ8HnFSEDl/7lH+NSEHlU0XIxL+geX9X8EzT2V9SZKViKIdU6UcWY3JHmE8l0fu93v/ACNTRNqZqBczj607Y7d+g4nn8KnpqloCpXUiVXI3WoX9Tfl5yq8Ye1Ou5KyR9+YUmPwe0sC2eo+EetcxkUraRbHc8k5KnVI2+N2d3H3VZ+YS+Kmua0ReTHQZeUPJisuQ48/Jt3Uqjfm996uU0YHaRdLDDTyrKho1Ucbzbhu497EkhIpc9gc5EZ0R91K9bO64E8FrpYnyUbvHkWaTH1Iwopepa5jcA2/apOkVV6jSRmNKNRxDIsA1Z6VlW8lBly6bjSHN81XNltk2ssNPtUkW+i4OIJjtxHu5KKjbrLskwhnjAxbNPW9zd1my29wG/S9Oa2CtVMapoqBeRB3PedVuVwTnvZbA6VAKw3FZFXtrH5RZwHwqA9Q4KnLnnvL0Glh9It+7g/8APbOzxLuG0XePbI6/0WK4PsWRwK4yfiXcm7s+LbrZ/ulobzxXI8n9RY8Zo3OV99jHmrThd08VZPJ5mYTMB91T28nd5IumvFHjbMyM04sfdvUrFqIFM2ebioaqVoMCWe60sti9t1bcX7fEPFtktHRmuOYzu0auBbOl1drbwofb7bEAy16VjsXcJA7H8pG87xva+FV6KuiijxY6b0s7crr3bp3plyxNo3cyAlWfHD90pbde6EeVKZ98FB7sRCPb/Zs/ZaNSlt3Zg1XpjJ8vOuYu/XNZMTUen0XWh7qkp3K/dmbV3SO6aynf0wbtFbMAyJa9f2DV2CfSYqr3VSYdSkU+NPDIeLimtEulpufojeJf/cGSVvFTkEo7w6+CYovnc+1dkXzuttWLakqZFpog8DS5DmMlsnnGDZ14r0GkrFqj4WtF/gvPV9NeIlEPYBif2ru3c7K7ZYMPD9hiufbY8nGqVi349XCU1k81xRHFbruVjvUi3XKPKPLbFdxWmu88UseCnCd83KlrabGBtysSG6/6K7WIBBjwpKLbm3bF3kXLGH9K00//AO/jQswuFd1eid8hd/8AFeD9F3qPH0y6f/7/AJVz/XkcF8PjLN+5Oh5Ic7FvXp5dM2nutfCWX9CNfe0I96WhL75ymPiEUndJ7Yt/2hJ6SKQx8QpbeYAtHa9S/wBnrDTXxf8A2FnLcrE9N9WWH90bf9xlva023S5+H5lXqfIy/wB7wv6lD7xD4ljVE2PaNg04P3X2i/pU1viaMd2NakhzRRalf8J0SUfdLIO2hUtg/XT3T/5RKHr+in21/CzVavbFdR/ix5czfabXqYhqygu7QEf7IknQdnynaMCKertVOaaL7zWKXpBfKdtQy/2qAGf3mlG7tJPGs2kvGfmx2GPwnj/SouPU+rstWoX90Ypu6e2y7EphbdPoza+E8f6Ulu128OhPQP8Ao+dKi/8ANy/qSW7bNigyKWX/AOL50qL+L/1JSyTBmsXXBP8ARVWQ/wD8XkTdP8ytD0/lTN+1lMXk7mLxv++LwO1Icd1mm1h1pziPg3hkZEPOta3CWjUrCqdy2jccVlueIwn9uxtziCQFkX9YKf3VPdj3qbxabhjx2qVOD/hYmpk9rbG+x/Zn88+2xd++07j/ACgtrLXy9cY/E/OL1MuU8V/r7V4rk3/3Mv3ubnqjvC3psxKA/EiG7RglOk9kAFi7wun7qltylhV3dReFQtWsy2HCqVM7YwTJ6Cxdx/xq+VFzse9q23A2YjPp8+L/AMIBfXl3bSi70LMnbfVLanwyL/caf51C9ZK/0/E4ZrxU1VFHQvxaPr1/5RWUbkPe3RnXT+apUyVG/wCF6VHrJ7YG9CjPf7bBlRfh1JveO3st62NP5fp0iERf2rWKUvsNrFzWhUu7Uey/8UVUXaaDomej+6Nv+4epfRd4VFeLlkMSGj/mSd0eivSD3ZEAx+Akrd+w2Lit6b+qZwPjSV7CYVy35nTxXWPwJZOuZ6d6J1ftO7aFv9JW4/55KZ99M7d1Q50YuvSpJnRXnAPrFRtv6KpOjYdSjX9h+rDb1URoduUR2K9xaaxxMz1YK5UeOBWu4y0GlV+h4BIkMn+1Vks/N2myGfEYKeSd35Hxx/FFZaeG009VEvkCn4O268GGoEsJcWj4dzUm9vnnT5DOepKU/wBLTXA+4nPg6NsJviSkc+LS459xN61hwWT8HMhTXcqaSLVDMqeyfgWnVfqsfcnp9Us9NQSfuUqcpgHXtYZJqLQATgYaVISD1Caa/wCsf96vRMx9q9IYnReo+o2hsgVoL2YmqrS+oFaGTzZE1BJzPlb+I6hX5UsqfkNx5i0J02X0dN2WjMnMQ0pwy0fZ9fQl8sjyrtz++9iTxfiMxwyJGHmHuopc6KRBl4lsOm8+VX6YVAo2fMlnvY5/fTePzknjeHBHX0KjIuEp9O2Nve9oMv4jEs8RNFc9mlBIOG5r+8m5Osg2WRinVNxb6f33tCSL8RFs9WCcNmeOHSmLcqMBe2FOm5kMB9sKnkic827PbR6MrEbWGtJKvuc6mqxV4fD0mqvIrMbEtakggc+6/Tq8U6WddViwUl30nOppz8So8O440dzPNPJF5MgXOpfYysx4r63vBVyrLAWzRik3vGqf+XUbH22pMZV86ucVJHbJ8uJ4tVy69sWIuwuhknmTPBI8/AsrK+Q4ha0Vy/NOl5WGs0pu+0K/5e8bMWyocEXi1puzKjA4OtUGZdubhZvJmV1h+21Kytol4n0hP6hUz0Gka8VZhg3hmGKYvXCzlzrK3rtPHn0qNcu3V7ZW47H+R8sX7qlXcvcIbE9XmTHnFMXrgZHnNZb+Ven2yayLr/fZJ4rHgx1Ul3V7d7Y0x65g74pv+VHNrWWlcpn1pm9cZjozVv5MuJxdvj9rUa5qzlxgeWtVmvVLtDfOqW3cb2XOlvlR6QKaC1aTHqrd9slHoKQNai5OEaWs+WEWrN595KTtY8ihm3DZk8UelbhF0Tzarn991ZmO+d0txwypbYZjlipLeVWYb9NLWOWOC5d3d7yDpsdsHXuTSrBdm9DtUMg4341uc1+GRy7RMr4mO70sCqznCVPo54SBUxck06jIceJQMMuFIXO13LI6y2bYsTXrZLNsVbm2vAqTaLuYtrQmRzb5FzMsuDnRpFmgm3H5U8bjgjMteDwp0y0CZZyJoBMY+lGcip420lCaBWFnKzQEHIhaUxehc2hWJxrmTN6OGKbXDQKu9D5tCYuQ/ArJIY8CYvR+jlUeqSaRXyi+BJ9lw6FMONBkkSaWMsx8MSP7L/FG7L9qecNFIQ6VIR4jcY6cMgi6BRhME6kLKTVL0EKv1DfwIQWaxZWBc6tFLqmGOtX4HxNbPEcg7MPrXqCMojYHnVqXiC9/+ScD1ebOperz8KAAPcQL1r1BAHmX2IvMjD60MO8gDxBH97Ui4/agx8Q2X8EB8SKPrXqBQJ7B0iSZJ9BUkfMxLwFZXqTMk7k+z/7k0JTyEUf6CsdvjPCPeXR+6ndQzWqTxzZ6VzhGLgPC93SXT+6HeNAgU1uNnjhr0q7bVTLeam8vKiZRFBvaxWbfuZlnVk67iOS1i1d18aZSxMQF8nQx0goG/KvSqzVM4+LohgeSs1t7ywocFtkZgtC10raxrErGilkqJYlLFTdw70Mm2ZsDVILNp0eRVvehugjUGnvA6z6Tr0Kci7+HorIs9v47eeeJFyqo7xN8wVegkE+S1p5O+pZdLAr061WqcsVaF2GdIjfsjxTXZt82xOqpNObNck/tTyTXZs84iuWfltO7T447gqe0k3hnMmwHEcy0imSd0uYcCczMDmAslhDLfzQ7M3a4M2KT1egPuucLlf5BVwjwrYkU0qkfCFxrRqXLbm+s/kH5NinJHJQY736wwyMZiS7w+Lma6NK+JEOOez1UrsxrnlBUOmx6R2mPiJEOa5hP17Vb7t3jVK6GxjyDIW/eVP2/PtWqq50lk2nQ2ymelixkJq03eFV2veXcO6eVxbfZDwrhShHjUmT8S7Z3Jv8AFpLfurmr39s899R4vpK4vjwrv/3qmb3wFuIaiKoHCuxs+8al76wKDHeXOZblPLH3NGI1j0tDFMYJf5rIPDinzgcW3xP90o+lhxaeXeVSfb1PtX+F2TOkrYAtgljHkBhjgalrXMGLkeZwxzUDY5/SpjPUBKYpJ8K8HANR1a5RMeN0CrReo00f7mGu8gcbghnh0qv17QVPe7jqsW9D0VQp733VW7k0U+K93DVe3/bU+/Wj9x2JUx/sYulzYTbTkB3464dqTe1itvbCDldJdwa5Fni91HHWO0ncK1cTT1aJ1wSJ0tIguut1StOrZH5n9s3SC1TVST/kbDubcCTYNMLqBvBIWKWFVrUH9k/l/Mvd0rO2lUpykmZfRXcUla+3gX3XGx5XfOS1Eu+VjjKp+k1RU/APStvA3kTdn7eMKJcezgbyaG9+3YcaJezPou86F/1qMS9voez3NbMv9b5D8WKTL4GIvvr+6P8A7Ct/DwptsTv2FUAPi27F5vbzCy3pA80WSw+H3XB/xou9ADG3WZY80KWw5+JPd4kcJlk1Vn9xxR+5qSLu2k1Gy/Cmf93wFd4kX5R3a3IyH+sUmQYf8JVull8r2rFPmGbAD8bStlLIKjYscDPIpdL4X4Vnu7eQcjd/QXiPUEMGvg0/0rDben+o+vv4T6j6txpGFd3krtVl0w+4xwvg0/0pju6AWqHKgD/qU+Ux+JL7vNnBoDkD/ZJcpjH/AHhJO0A2tVG5oO3by1V1/wD4oiSr/Hkp9lU232bftZT21Npxq5ckc/8ApaQ//wAXEgRbfPYxvBulnD53WoUof+Fq/nXtHHhX9cwHym1CkD/wl43s2sb0HNv1SqEBF91/H+hPluIem2Gnx8ZGX/zF7XPse/2Zh/8AjK18/vtShH+RWC4c4296052emVTJ8Yvugbn9agY/0XffaMksvptOqcP4AF1WTeEJsXfYtRD2Y1N2GZf24gP9Jqx1bj/wn55ettD7Xvqp/crf/iFvDabV5WDUc9IVORDMv+0NgP8AiTreGyDc2y6qXNHuaKx9x0Sz/lTXeKZxKfRKoWXDgV2nvkXdDMh/qFG3uEbdiOTh9pTZ0OYH3XMP60HjlE3x9q3/ABL/AP3/ANRxvJPa1EoVRIPzKuwnT+Ih/qRt6Ho6RSKj/sVahyD9zIx/qRd7of8AwDV5DWngG0+P3XxXm9czf3a1OYLJYiEd8S/37SwqOLR9Xxp/+JlFN4hdmp0GpH/qlRiu/cyXu8T0VJgzGv8AV58cv6UhvAktVCyJrmx4fZNO83dIUyvW6rZmWv5hr0EnCdjkIi+BfpRWfbu67VOr9PJHob9RSv4yEW9mFeivftRTFvOLdkoO+IEms66KJ26nm1VWNGYHiXImsy46adwMzI8kn2+FiZCCaKhny4n6o/2rs8cKM06/8xYIPoq1IDDxqest0wkTo3TxTJUEryhxawUnguk2bWHIjR950OjSnpLTI4u9JGp0tk75bT539e7xbu4u3GpKORWkVjQqLolTI2HiSlHMOHIZPlyWTt75IEOc9JzY9L41GlvzZiuPG1MY16lsPk058JJ2xcX6cTcqSX0d4PGlJAZUcc9PSuem9+gtG4PacthphM36uEyTQSDIP1qD+zc+WR9H9m3v5PbaaGflGxs0wwHH0wd1NykRheHN4VgMje+9Ic0vOkk3t4lVMtDMnI/CrMXbkn5H0X09dLfTphpsdERZ8Np4s3hxU0zcFNaZEHZIrk+ZvDr0YfM5xxHxJCFfteqbnBYNwvdU69t797HlPqT6hRd7W/2kUeJ1X+WVKF4uFJ50HL8pTAkHGFcw9qu13X2Y/iUHVrjuGG9wXdJKeTtqBOR51YLs1rtklsXyOnJW8umi5pP4VHyN6EPoNYHQflurDxieUpKoNe4ZH2nUthFY4MDzqXtmB6jM1r/KwyJEGaMW9dnh4Cucao7VYrxA7JLJTlDgHNb9LJL4lH8mpmfidzQ1cttoWo422sa9I3sAI4EelQ8zewbpYC9pWf1ajMtMkYPfiVXZaAJWs8lZ6WilRssQprhOtK1MrbTVHN4knIsXhxTct6slrRxiyVZjtQ+z68clA1g4wueiPSrLUNPjxNbTQaT/ABUvxbxjlZemJMZl5PYkeZESp9PlMgOpOplRjcPAAUa0dOm46Smv9xpE0oGJhm9ZJFhqTpy45jrfISpLc8BcTz5dHh4A2p1iiKddXVVx++xKSrjqTRaDRo9bnujqNVmVPN9zMdiMzPeaHDBC9FKGltxJ6ZUpOr02pNY9UmdUksVEuSnnSSbZycupZ+A6LhxJ6RKP9smrc88tbyj/AKS7oJFKK8pMMh9Z/JiYcmhjzqPclekJJcCQf616MAz95GLMRdWXyHTc8PrNIvTANH+Ti7q9GBjzAsaTC66iLcpFckGYp8MBKDA8CfQYT3CkSJHlmpCPKPHAwNOexn3Eq3AkniAxi+FY+CJyH+Ly8VGbzpujgkNkRwi+ZT7dvVJ3HCGSeN2bW3f9TJI1RTryYlSjqpOEZXWmjbHSacYmY6lbIu7ytvD59oEI+4pJndfUsfSmSja7Ua+RPHY6+X+mZrOa08ir7g8KRmtcq1hnDb1AszuCnHCeVSWeKo+0bFbVU0W6UulmzdIgtSp7oG3oWH2jNwIda1ijz82R16Vy1cuLG8o96lmbME6F0FDjN8aMM8O+qqsWmiyJ5t3xo3aPGoEakGPOjfKnjUuqRaBLOOhq1pu87p51FuVQO+m7lSDSm1SLSHjzqj3nQ503eqQajzTFyf41JkGkOnDBNydBMXJ4Jq5P8adWI2UkidBIlIBRrk/m1pu5PDV3VPkQYkoUgEUpXNrUO5PSZT9SbIiwJ4Z+BJ9Fq/CIdaqPb9nfRflEw61KsuBE0GZlCCIPqXqv9CAC9/8Akhj9qNj/AATgF/lQ6kbH+CGOlLgL8TxedPhShCfcQ4J9xMGR51IqPwT7iN2c8ljAMwnSipfgHj6iRtkY9vrTYsLmNfPq516nYxTReynjngjANVBDpTmDzpuQ4CnMHmJEfMH4i8j2SaJ7K9mmJdSnkIouJ5t2eZP6fXKlS/zOSTXupktL3e7ufl5tt50BLipoI3lbaR1U8VPHlKUf8pqxxCPth5Giu3DVXQwOW7tFaDfe7B23HAe2MjwTLHIVZbR3Sw6zFbyh5EY8xcquLSSs+JrmuFKiZ4mJ7anVD5XHviSTzs10vTk6XvLqOm+T3Dfc7N2PT1lghVtxkClwXHih+hUvsJfyK/zymXipyqJd9eqfvGiBRaq7GDl2cqru1ayVcHxN7FIsqdHU9Xuzz+fUk0tHIOKOQaUijsS9PtKvVJgpMOA6633k9jbvLmdbKTsppCK6K3I0alXbS+DIZfEQa5hDQK06l21asePIZdAuIB4ZLeRW1XTI5ee/PDLpYnElRsiu0uP2mXDIB58SVe2bfNtXaG9i37edtVyfCZxcwwHJcbStnClGHSJKjXU3t2NpbLh1rVbIUpJYzmj8S7L3FygKlth4FxlALGU2XiXW+4aYGyO3s8K0N3TOm2nH+oEWdGXe5dnDuGMf6iUleAHtpDB91RN4SGQqDDufKSe3JPjO0P22rnXNRQvip46qO2mLU8uPQR0fokxoefBcBFo9ZprVDHiyRHADTOi1ymtNuGUnSq1XSzPlip9d/wAM1dFbauq902K4ilqhwq9MDxZKQeMI92Mvd9VOm3bSoFxSnnXvRn4EapX1R/liLJacdJsOfEVM9uqpYuPiecX7GD1HkrIvt5Fu3oBnHp54eJVW4NVHE+4heW8mj1uKzGig/iHeVfqF7wHab2YGS5OpVKK0VSRqrKfaNh70tHTtqejnm3MrGoUUwfs1n+yxXtgSMKJIZ7r5LKqXvfpVJpZQJAavfUfR99EehNyAZdgl2gsvTP8AKt2lmqWjbI/Om6ds1k1XU9YV5MbFZ5cKtVSMGQ6hJIU0OFvImhhzsZLE29+HydUZFRarcRhyRzA01kKh5G/pxqrlWWrgd7RwuFk3G6FN0sk/kwkXZlxdmbHkp0JdHmYvigSRP5zImv6V5vM2bA20OR+znAH/AIrm6q7+nqpKZnTZ9Sfcilk0TYiJComrb8nKxj21qqSeEWQcSfy/gTrY8+TGypux67KNm8Tq3ed5jsipGIebY1sAvxpauTWZVnyDdeEW5EDVq8C48mb5qjKHD5OEs/8AaX3XUzPe7cj+IMxqa033exgX86lWzLExci9P6lYlXLi2R2dZFcpTFmU45VShtCEXXxJQgs4sG7bSpFps0qo3PTWHo8qWPDKUGWPHLD8C5zLeJdZ7PNscgtiPNw6XF/wpKo3tvChE21KrtUpxG2LjQBt7NoLlPQIrLWKM9a9M6qp9Pa2arp8W1DpC1bnt6I9WGe3OubH6rIktbWIrr4mDojy8IT6sl7Sau9FuavVEbeuB2NM7KTT/AMkvtjkIkJanRHDpXL+y47xr0hqn/LtbqMh90GWme1Puk6RdIj/Speduwu2n1aPSq7HZhvGTGyU6++JfJ3FLT2zDLs/ewPUsLY4D1Z/Vu7qqqqquPE38rzpUO65VXdBhpt2G0xi/VIDWsXS/f9zBR0y/qWF4R7hOt2sxFjwChk05cDTpFqy/1cXVg0qwKpS6dLnVuTTaWcccghS5HDmP8vKxzjpIC9KI5Kr+ccfMKn+SwIayT1Lv0i4rJ5ZHTFe3r2rIrVBrce8LealUWUb48AJ7/FzaxIfzUfCm947/AOi3FtgOO3Jj8mz2qiPY6I77VrxOv+JZ9Rt2duVZymnEu2pSdlQhOzGojFJDbPdBqVwNI8fD9qQhnn6Dk1NEa1X3TQG7RrFw056dJehNBI4fao+DEcBh8V8i/wBYAjmYBwvARcynW2QfiefX5unclw+YXDdJ+Ra7p8oeNdUA6VOueqtQ3iEjYj2/FHLEhIdRSe8KY17yiIFapbtJqb9yVCM/7Udhw4wl8LRLCy7hLRbdb3ezaBRZ1WtvsjNHr1PYrMspjr5zI7ovk76LSIj9H6dXiLplWli/E1K2K3xKqrHxJyb5RLs+M/Beg3DLbkDibc24CNovuNNAox/ffcNR2FHat6mv56eG+Lss/wDmkS0Cdu+swCrECBbFKjVytuzWIbE3iiEX04sBwhyLAdD7oO+DDlWAUOVLptep8+Bsb7RHlNOtcQMhzEtGQqRqWJPEeO2UHTjGXI97VzyCLs1AojXewpnF/nyTOo70L+ji2DmyNBEwyaxpjDYkPwLaqDdVBgVaswK7ettQ7dkVR04LFNCOPFa/NdTQaAAmnff0mXfWbb4rlt+46PRmaTWGHnKe/IY7MPFdNtkcGgLin04NDp0ip9JF3KNFDB0l/lEQVFre9S6mZT1JmPvjF1u8IGhxTqLbO9mstwZLk2pjHqDvCac4+hNd1d5Q7JqkipTD0mxwhbwy1rRtm/6hOUluHKgThcy1i1gIeLFTxJFyZiWpq6tGxiMduyBc9r1VylVme/xg/f5ZKc3f2YzezMrj1omJDQZA33lFbwLjh3RV+3wGXWmRHEeIeRItm3lJtPtRsRhcckBhkXSlTS1NxmXrLLBl5GjxNxomyRyqrxPEHIsrr1L+RqxIpvG4gsu4ZK0s75LkYjkyHCxVJqVSeq85yc/7R3WSeZovEhpo51+6bRath2rUaPHmSnh5daeVyyLPh0tx6K8JOA0sWj3LWIscYzEogbSZ16sOgQFMdxNT+5jwxxIfZy55ZEpQ9kNqtiL+OOfMS2VmqWe0yzxWWCcXPWza/tLMcskuTs8utwlFFPj4kk9JqtyNQ3iTaDKpv0XHLoVOsqrRqXNI38MfEoDgT3+cCSjdGkmstI7PliMsaRJgzGsObxKU03gKoV316NV5fGaDEVGjQpJc21KjbjxcyzI0sviQx6EXkPKFd+2lN4YKSmbxHpA4KJbtoUoNBZAkJFOZ1YCJqFTcnvZpeDW5kUMGtKkxpDPcSgU1nZtHZgs6EvIVquLiRL1ZqUgcNSZiMszzwLJXKLQeL0akZ6jdnHM2VL7R23EHvkXipU2+14/MZIdgkOlq86sXCDLkFDhCm9t+Rn3n4lfGmvZYaksNLPqyVmp8Bl/nxUo5TYzTab2iiNWv/kUoaTt6hRhpgqZeEMiANST4Z9wljTRCRetRNxUbM0rafSlyoZgKlYDErbyxiyUmNLqUgdENDPEhLDbrlUdfpxlP7AAkSM3CBW4bNqrusmU8j7vpn6XJQNV06+RuYO07xUcYyqt01nHWiyIDIe8r5HsUx0FmnQ2WzzuqFrlAvE2lL6e3aXmpl/ZTy0AnjMB4uUCWlN2vDa6E4bpENrXwRUHzVfE3cXplU9PusZuNIkmPsSSg25MdIfQ4rSOxshyM6UUmgDoUfzR/Esr6d08P3ZCgt2rMy1q8WnuvZniJytRIvaABxXy0ZuYt8Ja65XCq0PpB07ZtdLLuHUHdBRAHPswqWZ3aUSP+haU03UgFvUeKj5lxstEQG8K89llu1Q/I36QWinXiAbNojHIyKN8g01rkjCo0rrh8nGHJN5F1QwHPjKWC23KoYjkultp1JhyLDa5WRTOQDOOkFU519QGi9smI35GdLQa2VN27Xu+4qSd2W6nUcXcwBsloXP8AfDXpCw5ltFeuNmVHIFid3Su0Oku0orXLRRbzlrx3JBcFwiIGgyjaewWmUepej8KyWI7g8PeV0o8o9jY61q66DMrUM+BfiqXjRflXxqtlKPnRSlPLXe2L3u1LJ8raudFKsqslIe7iTJ17oBSLTEXuixOVnxpu5WVXyOSkyCSpVpmE94hNOVbxpu5VPGodwJPiTVxp5SrSkfukJpyreNNSqnjUO408CRLtP3k+gJ7lXJhyqJMqp41BlxkUjPuLOgLrks5Uvh5UmVSUSRnki55+vJPpC6uRLFPQ7fqwzyUTr+1KD60aQmqV1vMywTxuLkkYY6lNR2syEA61tYIszXyy4DEII7fWCUGB8S2q092gSqaMl1nIj1Kq3xanyDIExZxE1vJLNJBBrsaGG/QT1GgpQewfCgMJPi5l50rWaRttUbDCBG7EH3U5Xnz99PigmqNuygj9lBLZoZowEyYT4AI3BDuIa171JsAzPRaBFcEMUdeFy+JZFzIWYIZFoXkP1o87mJIxedUvMv8ATdGPpHKmJetPnuVR7nMnkEiDDo2rozclXqbHjRwlGOOOC5z5timKHc0yiF6Dl7qnoZ/btuK1ypPexYKdRb1mqVUaeLMKTi4Zhnknm725qbRobISnsng5iJc1zN5dYnkPFPSHSm7d/VsG8GHCEVsvmEWWRo1s0+npsdmN72qVHLsfbB7GB5qHuLfJSp8OVwtTJhi010rkIrvuEsspJa/CmD1brDokByX8Udbl+IJ2/wDuJW+6uzVay+61yiSrBIxZmRZpPbt8y00smq+THTwR6SYKFSzf96RSgqIc2vdpveZtaj/JpTDjFyliCky3+g1xgF58syz06VgOe0dIr1bBLhKi4qax7RBK+bGu3hvmerlLchsG+TjunIulZKTvFIjPmRcf4Ie6oJ53qORcpqWKlXGIOw7tZeEwWsWlvQO3Y7fADUGnmWSh5sxDbsV5s+mw5TZcfHLqyRB06PtKlzpIKtcZVLNVN+MmU9m/GEi95Mnd9FWkN4NwhIfESpN1wYsCqmzGPTzK+7sWoFShuQJQNaxxyJNHEjvgatrPbqeLPSI0t51zvj6CBp9wk0lXzfLTPaSZFpk+rhaVvdHgW3Hh8F1mG6PCw4ZKr7y2Lfk2i8/CBpjSZ4q29H0RcsiSiqY4XxgjxMWLeJcrnrliPuNqTt+XfN0OF2KrG2Ifr2qkFhtJXHdnWQpdULtEwWI563clSgbo0mDG1qY1VWlVdxMwbL3h1ltx5+pvsCBY+k2qGva3LktLs4TaoT4yAy0mtopu962IsdxuQbGLTuPNzgqPvevy3rso7LNOMeNxc8BHlBXpYItLaxRpqqqeXF12mUUsQmz2WZkwmmXTxdc5sVqkXc7QpVUh7Aqsl+LNik61iGsj7iyFrabbwmtLg733qXMpcqFG1U9o2u6KrUzRf1S7WLP/AEC7wvJ3pG1uRP2vyn45j6Af2awmtwDpNUkU50Pzd0wWmveUFcJkTLDQNN/2qzK4KtJrlTeqT/tJB56UVLQY/TFofcq31y9bkYlv1G5tkSs28VV2HrARa4vC97wraqNu93ajQp1CdopSZEqfUI8d9yGPFaMNOIn3e6S5gt+5axa8op9GklGeMMMhUhF3iXnDKQ9Fr05gpTvFdxd5zSRTRKu4zUUssr5Ixou+60oEW36LcNLCCxH/ADV2Mww0JsHjliZBzqh7tazW6DelLk2+dMYqEh8IrD9QaAmmjPTnr5PeUHUbkrtXHCp1SXJHLLF90zTDNRyyK7ZKWYY2SPBzqGl3BZTA3tRLvuODU2biuCW18oNTOy5yCimWbrQZegB3DDmDLlWd79K7Zt1bKbWqA6xx8uEDTcg3T7IMVgQ4uXKQmLo9PLy9ZZFryQ1pmmyXEwlP0Vssgd0/MtaLehSIsWpHR3p0WonTqTDhyRhiXE4FNdhviZG76IfS+PkHlWS4mgWfvKH4MSMvRjZbu3s2NUadcVJtqnV5iDW3ZD5sO9lBp0jBjhZZ8XHhG1lo1llzB045mjDHkul6JlwvuJ6zb1afHNqlTCb7wsGm3uGSKT1D3jVq34VNjUuDSxcpjxujJci5PugZAXAIv2WYno/euo0jeTXH4UmlbY9N2RZEXsbQ7I2W2Mzi0B8LP1ZcBrXz6eYdSiRs+ulzRAb/ALR9of6koNoVDTxZlPa96UJfypsZTDSxEEPqTgZsxqG5AamOjHkOg66wJ6TMMsC/EXxKdbtBsduD9Xjf7sXSSrdr0oeaqvl7sX/1JlppRGq4kIX8oa9xpT3y9UOJNa4Uou1Fm+HcLvqPLNW8bfoTRFxSnEQaeYBRxpNCHlgOF/aPp/aSsRda+Ipoi9/9pGxPVoV2GHTWtY02N+Iko3hyNQ4Yl4Y4KVaFyL5gpRxjyS5QJLDSJ7uPCjO/AroMiTjhxiSwum625mepSeyIHuTeKlOZtmrv8sbbj4k7bsutEHI2P3lYWdhuvNsgePFLFdUXH5DlYoNijdX5QdqeaKKToi1i1wne6pFoVK893aLkcfbLIdEsH5bQIw2fDDLOZkXhXY8PyPbecq1PMqrJKDIa9KLjoCZH4VmflJbnqRukrFLh0biizNjm7kTuREeSn9gqbiml5aZsVYwhu3IA8xkScDRqa10ZJ03s27NqBaVnQiJPcSv5HkenxHS8zETaSXGknlgMDV7idUWezDkEZalPFccbpZ1J8YkFxqXbYvUqb0V5gsHWcUUcMlKTzl1F7NiE4fuiixbcr0gvRU1/4FA1RCnkbKmsdyquMDEb83m8KkqTFivl6VSjO7655GP0PEVJQd19ye6oGudKnJjd03YF/rftwMNxpNNaHXiq3VmmGpGDW1aJF3VVV3HtEklJR9zzOQm+eSqyX6kU6Wh9Gu46jc64mNiCUbaPITw0rdo+6ilNCOYJ8zYNBj/6sP3lRbuKDxU6aD0JujffkVTG6fKeBscIxESWkRalNHBqMQraPyeoMX/VmkbhURguRpK3cLvwU3MXobSUu6sqTDW7IrDpZmypCPu3qTuOa2AqpR2hzzaFIvXRR2sfTCq3zasfipsl9NO2KD785nsHdfPaLMjUwzu0AvbvKwOXlA6TEhUe9fTI6GtXuo1LnKDW7sO18mUTZ3bUprnAck8Zs2jx/wDVhVflbxgEsNSYuX9JdIcAL7qZaK4vzF/tX2RRfaVS9N0SlNcrIoxMQGuQBUHbcqpV7HhAeKtEyza2bPGz04ZKytirH5MaWp9We26VvoQkW5KhtEXKkXKpGHrFVW5oVVpbhcV48VVxnyXXBzeLJWV7ffyY01T60U+P0ITShnsyHMANKOZ4pvYsCHKETkHkXMrtUoFKaj5hjyK4nb8fkxyk/rFUvtiUzOoVRmORBnqUWNwM8TSheDsYJHolVWZTLTw61P8AKIENXP6j3WqXaxo0GQcxsTwSdW7S0zoBN6LcMBqOOTwZJGtXlA4ZAOKtLQ06HOT93XiobkVmdPmC8QcpKxWjW5kcc+MqBUK6068W0ESPdHZevSo2ipfIhe4XKXdkbdMuWT2cj42Kze4LlqZyiAJ5Ksyr3edHDjaVX5Ve4hZ5qBkoIuKjRS3GXmxdYldm7S9NMLFSLlcjcPznJIiWYfL4iPrSDlwafNmhaini4jNRVU3Ji9TqsyRaTScevBHLPmFUB6uGXWmhVl79aja5InEkW1O/I0yoXaDrRAKpFZqfHyUK5U3vPjmmzj5u8ypz3DVXaXqa26LZDyGWchXqhtZiOjxqj0drN4TWoWzAzEdBLW8zZZYEg3AzHkSg0vUOhWqHS9IqQZpAESbSIGnKa3Q8x5E4ZtzMuRX6LQQIuTSpyDbgHipUgKzVLGax7N4uOjUpRnd9xeha9S7SA8VcKXY/L6FWVgUpy1jnP7e603f9WRnN0Rl/qy6qpu75nEfQqaHdyBCOMZS6Clb3cpxbK3Qc30ZQc7dG81/qxLuiRuxDH8z/AAKFqG68MS+jI0FGWulOF5W7F4f0JKLkbvpLX6El2lUN14aj7N+BV+ZuvDH2KiamUsrXMcguWRJDoJM3LSkh0F8C6umbtAAvY6VDyN2//VlF7YlWuOYyteSJcn4EBt6SPQS6KkbuzDL0KjXLBMP0Ki0Cf3vQ5NjdKsNN9qz76rkb2gqxU3S837ytUbbzNbwOuN2cdl+2Wcw1YrN9+ccGo4mAaslo26x0PyZZWe79PzET8S9Or1ztJ49aur/OzCy5kVOIcWTPkDGihkRqzhuwuXYyMnYzpXl1VcaWk2Sse20dprK1MoI8ioI6tMfdpXpWWAKUc3S1VinjMkGXwKm16oFfHULy9s3Ft2mUHYhgnDkB4JwwGtTmWGK1S19xkyswxedB3Iwy0or73R0CZTsJbe3K+5OywLxMlEdPOhj9q2il7hZLtSKHKyxyx1LSIfkoU04/aTZJ3760NT31aqXkx0FJ6d3Wq/VcTk5eF6lvF9blqPbjLh4cIgWEygBqQ4A9BLf2q7wXWLVgOevfb81jl0pyIn+02prG5kvO5tiLBEOIKs+Zr0+0PiaMxwwTQokgi5CVzpdNB0NQKUaoIF+hIi91bNaHWNM11SFsTNxgSS0YJT5LmF+hWkfJLLRYYEgMJnuKX5WJ886fiZ/HojxOekDSrxQbXjOxyN14WiDvCnfY4/cTmO1KxwYZLHwiporeqlSe6vLxI38kIcqQ5jJ0grVbe7SmzaW9JmSdOWOXdUK4BgWvSScQ7lk0SK4HOy7qMVYWCJORB0qZ5eLFDvq2vycqBABibZciqxllsVkvC4nK3IEz0iHSq2Q/NpXPVGOrsOqpstJcwiOiJT3AUROT9o0WPWKkLMox+fpyxV5uLd9AgQxmZtYrMqbKehvi81kPmVjqF6VWey3GMCxBXqZosdxrKqOd5ckYcSrchhDJ4ObwkqbIwaeIB6FMvVac63hgQqN2wJDpEeHiUc/TLiT03Vk+71G7W30mSmRlPQ2eMw8Ql3k1Yo7+wvnDSpNylumysRROYnniy/Ug35D0pzivvERJ3S7gqNG2l2N7HPqRxt+WZaQ2pdu2ZZ8ywsEuWQ7z0+GLBXLwrp/6+fLimki4avKj9mfnOk2fTmpX8lQ6jSjdrx9vWp/bTuQe7pVKr59v6kfZt2/rVwG24I84pZqgU4f0WaT2EphrlCUseP4l5w3i6CV8+ToAl7EUYYsMOVkVJ7FvJiH5qn+SlDGLMPlZJLDTakXJGd+BX5uETokbEZHGO/lgEf8AAplt4rXf9pRBodSd/QmlxtmoFjoH4ldnoUsQzcjkI/wTYgP7yb5evkRfNWbiVkLQllzGI/eSo2keWuSCn2/MW1GkD6QsE3sYhfmE7bSDG14YazmZe6lBtql7CHim6Sk/MPP5lNW9S4lTGRskHi4A5NZciZaSJvEVq2Xp5FZGiUUfWyZl7yVbg04OSnNl7y0Fu2rfak+Z03Mjd4XDIMcen/1JOrUe34dOnMsOC7KjgBDp9KOrX4er8Km9mnTcV/mDv1xKQPZh5YEH7zScRSM3sGgaaIxP2bQimpH95OqboqEfPl4uKh00JtV3EyqU8xwOY/8AGkXHTdLMzIveNFHuZo6OrwoC9JOpLsWlWH4MepMMtEzIE3QLPuZfi9E7p59KWZtKS7T5VVCpU82YjRu4i6WRYHqEdPiEvvAkKfdvyTGjxxhw+JHIyB8nXczAstGgsNORF38upOXLvmT23AYptN9LxTxYaL0Rux+EeOr3fviqj11MnJy0tJUPwUgdHdQLDFS9Lsq86yQhSLOr07/s1Lfd/pVtpfk8b7KuQhF3ZVlrPqlgMYf+aQqlP3Da6fdLOq/6iaKzV9RxjYz972hH95J56VutP8jffjUiE5sGjQW8Mcn6oBf+UJK20vyDbzf/ANL3/Q4g/wDVorr/APUK0VX6j9vUvKoU2sHZt4qOMJh9DlUEKTF+VGaY64enIhHMebm+Fr4zT6Vc1sBTJEOLGjMNyIshp1tpgssz1B9zl+BdH0vyC7aaLOs7x6pJHuxobTA/jyVvpfkSbloX51DrlTc/6zUcf5MVzVT6zdvU/BmY20XptdZeW04F0YpwzhqAj5xxX0cpfkw7k6SQmxYEEi7z7pP/AM6tlL3aWHRtFOs+isD/ANgaWhqfXWiX/DwsbiL0tqen3ZFPmHBt2vT3hOm0SY/3cWCJdLSN9PldXvYsewItsSRpcRpprijAxIuFy5Ea7AbpNNi/m8Bhr+yaxQkT6VAEu1TGGB/eu4rTS+td0qP8HSFv/ZbQf/EznG7doeV7XpMOfKnjBchMGxH5BwAiyP8AlQrXku7+N4kqPMvq84b7jQ4DxdWK6oqm9PdpRhL5Uvmisf8A80KqtQ8pjctAHRdrUr/szREqz+ovedftgg/6S6nZHa1BuklMLg+Q1MYZJ6pXgJFzeja0qnveT1R4ExyNKmPu8I8Fu1Y8sDdiLbjEBmpvlyfm+Kw+vb+IcydIkwKO7i6WfpCXW9pVfeNezNcFZVOhtHXsC3bqzEcRdzdpRf8AVjIvEpaLu7ttjWEBpUUt7lyVFzgwKVkXdHUo+obxLw4hRpAEw4GnHDUvQEtN1qOTHQN6lenVq+xBl/pNeZoNKij6KMwP3UHPk1j9gKw96s35KjuTCkzOzh1cLSoVys1V0i7RPfIveUy9r1TfdkKM/rz2/T7aOkOgHqzRIvtZLApjIvW3mtDUkS91YWUqSWIG8Re8u9fIZ8nmyb9tLbdFxxgmPOkYlm3kp/7LxwpnKxy1w/iDq+m2hp13HNEjeXR2iIBA8lFvb1YYeyZP4V1rvU8h2z27tq77dXdixT2caK0IjoXB90UcKBX5tLA8+yvmxl3lsoO3aN0yOSn9e+4Kj6XTaxbXt6sx0S4EZM4N5XJW5XZooCJKmtbduwfn2Kas2oNQKwDsjl7yvRWGjTxOcrvVnuiqX/EFsq1uX4TObTJfdUHMs3eK1FcnygfFvmXQ1u72LPhQW2ZRtE5zKDvjfJapU2QEV5rIxxBsVslt9HF4nJT97dwVv3J2Y5lekVIXsHZLvcRCJ0+faizqu07Jcey2+cyyTQ6uwI84qLCnQGuVyqF3uxs27mg0SpRxCfGaJXiRYNqx2yPTl3VznRd4z1EEgZeHFOZ2+uoEOAy8VP7mnRTVNSV0zE3vApcCBMwi4qo8UBHzZqv1i/DnucZ17JQr11HkWCoSXKA2cFoqcf5m8WLe8Oktiy6Yjgr9K3v0pqGWDwrj0rqey84pFy6JhbOctqi+dRDf2ddzcL0v6HVXCADFUdy4QaLPNZ45WZTvMabOT5J9aqS3nLibGCwqnI1ik7xpNIczjvYp1Ud78+WOBSdKxntTxdaLxTLrUDXeQn+Q05eJt5HIMjM9SjHLl2efSaq+XjXnm86qvcJXLqWuBOhZvyteHQKavXHJdyUJ83q2o23aG1RtWSsTLRQJ4j8qo8eWtJbZzxl60127PMibC2qLVdybSTpx6CxPu/rReKWXrRfN4EbA0ubjfDoFzQz/AHaV2MH50cYvnRj1DLoN8/eR07GAaMMVNpMLqIMRaM0s3HP7ykG4Bn0J43SzEc8E+gwrTqKUGKHEHvLUrfwaEdazumxzBwQzV8pI4MjzKRYCvLKXyLKDEQzUpFdA8VS4s01YqbKyETU6xFJnLdDdAcdamIM8Gi8Sq7ZnjoxxSPanmnMwNS44lXI1qk1kAxV4oteZEhWD0mrnkIG8rhTaoGP5zq8RKRCs5vlLuWMGOsVPM3bAAcOMIkudXq9JYHPtKiXr3mNEQA8XdTEZ1R+VdNdHnFNZFwQzHnHJcxx78qp4mPHUlHu2qul7YvvLOIG8PVKA6XSo97sB9A4rMYdZmOlqe1KWGqPYjxXkYmMsC1SItNd5AFRsikQDy0Cq/IuHhfplFyLoMOQ0Y9B88icmUSmlyAAqLet6Hl4lEuXQ9km/5UPc/UosDOTHzpj8ysMDSTfvKvR/aqfg+sfeUFHyN/WfzU6x3Vl/8Ns7fCqPvyazpukOvlVw3Vu//DrPjBMb6oMm4HGYwM5Ng6vR71ULSWRpW/E8r7doWre5FgX8iB3A7tPlZxmTIjaj1Lq6Zujp8WhiWA8TFNNzFhN0KjtzTxy6Fps43pUVyNmOK+Au7O7KquuP0m2qfflgsyWmjWJVMfoe7mAMGQ8cYSJQu8Kgw6TaLjwMjyYLZosDhUkme+qfvBsudcNtFAi48QlRt18dqxWnbbkb2WnTrTsqqcV2DbP5Q3kUng+j4uhd37u7GhxaJxX4w5bRWV7ptzZW5JF6p7ByXRMOsUGBHGD2xgS7uS2vfHcj3J1gpeKnPWS1fK4WfHcxgu8Y2baqQz47OoDV6od29qsX5YBnFzhcqZ74KNSp9PF4THJVl2qQ6NYLzOfI0tfTotwpoEZd2RvpZtPoz+JzPvu3q1KpViVShAR18yxQ9nnMi86m72mdvuac933VAlyL6r7etsduolWNT5W7kuU9xr5GkYi53Mk6eXphS0zmJNoftlf8zVp0+kaLRXfo66Y3GWRRK9TG3pQD2h0cslzBQ/zYVuu5i9AoBs8V7HDMeZdZRtsOFuse7adEVzcFSpsVuN8jsOvdJYKl0vyZ34swnttK47JFqyHSC0ah78Yzr0GNNeESBrESzU1I300qLFee7SwTevhNZ8pqyabepmcPyWoEqQLrsAWiy5R6VeqP5PFNo1LIJ7LBZ+lHEFFl5R9HaeeBp1oXstWRcyh7g8puMcdwGqqwTZnjiJ9CA3uYPv4tCHb9SZkRWeFmRtGKx+dH4scgWib0r5C75jZtHxcCyIlQS1ioZd+02tMzRKU1y2jccL5koNrh3FZtnUiZ7FrvaReRt+lwnIIbaZSg25G6gUwnlPgbZjhbE600QrV0v5EGNGhjilhpcMOhWxu2hMRPNKvW600yTpHqU/tlUrNcGKgMCMH6FKdlZHlZTqQ3wnCSPn2/+xS6XQbVdwC0GPIKBpRvlI0iRrOCh8HCjzYKYg2+9PZ4gGokndimqTcHYGSDqQvVE5mWjmddiizNoTHS1nqTerW8dLbE80YrykiWDQF8KRnVCt1gRDsD7g/2ShlrqSHzGgt9fL4ETi2jBjns83n86kItpXPK9lRJf/CUxT91V+TCzj29JH7q1svcFui5yqbiLt64y8YmKm95xJFWoU/yeN4s8vSwOAJqzU3ySL5n+1eaaH3Foqnvyx0vKZTcU3ZF6qOMJmNoz4cUnO24cPm1KwDWaCAiZcISHuitYpfkVVs/zyvGI+FWam+Q9R9mubW33SWln9Yu3qXbqF5PS261G5lxOaa7XIEyDwWvaKpG5t2lt9Iu66b5GVgRRHY/MfdFWSm+S7urppaqIMov3q5+p9crKvBWY29N6S1ycmU+eDYkZDh58ku5AnvvCEWG+74RayX0up+5bdvTsey2lThL+yU5Ds22IH5rRIIf7oVoZ/Xum/oQsbWD0mbp92Y+YcOxL0n49jtWqu+7FNWqg7md9hucajWNVRc73CX0iZhQGPZRmB90Et6EOTStNL653Kb/AA9ObKP0uoE+7KfP2D5MO/6qFxpVHJouX6TNFWKD5Fu9eoiPb6lQ4PeylER/gFdrTK5R4A5z6rDjD3nZACqzUN8+6ik6J+8KhteEZoO/yKk3qd3dX/Yg/wCklXsXt+k3Sv8A9RzjD8gqq451TeFDD+wgEX9SsVN8g+0msTql+Vd8ub6NFaa/nyWjVDypdyFOEsbtcmF3YkB93+lVeoeWpuxi5BAolxzi/sGmg/G6lW7eoVw67UZTPsu0KLkyjqn+RNuTh65TNwVD+3qWP/lCKtVN8l/cJTRHhbtIL5d6TIkP/wA5LJ6h5dAARBRt2+XdKXVMfwg0qrVPLa3lytFOti2oI/vGn3z/APNFWU7Z9Qrr92Vl/wBRWa+9pUf21OrKXuo3XUn/AEXu4tpj3aWx/hU8zRqbCH6BTYzA91iOLS4NneVlvsmaPyqhwR/6pS4o/wAwkqzUd9+92rZBM3nXPifSxUXWA+BrFWovSLuetfOqqev/ADFd/UCyU+2CA+jzjUnHN03Rb7xKDqF0WZS8jql4UGCQf7TVGGv5yXzTnVeq1Qs6pVZ04v8Arcon/wCdJ0+nQ5AVDFoW3I8U32uGIjrAx/oy5P5Mlt4PQyZ/8VVlCX1TiT7EB9EKjv43LUn863l0Mv8As0jtP/lZKr1Tyu9xVNLCPXqrUy7sGkv/AP1cVwWWw9o/Mau+622LfrzlzVK6Hqn2O3KC7WeFT3Wm3X8ZTDWGbonjpfIuXpW4g9C7RF9+RmNXJ6p1z7YlVTpWo+XDZLGXyNYlwyi/6y6xG/qJVOreXNdR6KDu6pTHilz3X/5BFVUvJnnz6gy9HucYdNnYdlbkxeK+DvCfLspEGgyGRFdY0deBYDlgrZT/ACeN3U8io8gK0087V5sWBLYlA6679KgxWhLAfSjm+66GICZcvu9LSekXbFLzhyNRP6hXmXjJiVOd5Zu+uYRY7LdjD+4pxF/O6q3K8ozflWScD/KJJjDhxcWGmGP6VmLoE1IejF7Rp02iUjb5F8rshseaa4wm1keOOsMetdLTdg9vUrfTplNDP3dd5eUzEvU95+8urjhVN4VwSR7pT3VMbs91l4b4Xq4FIqvFeo8A55jJdMjf6QAVQFfN028Yt29YlVJrikMtgI5tDyO+lAsS8Olb6m7fttL9uBV/0mknvFfLuaVmJOz/ACerzr1yM0e4aU/Q4oTAgTZclr2BmqhvAtM7IvGtWmT/ABSpU12LxO9gfMtvqnlXw2IpQKXaQk27ICUTkl/Ix8Kx3effUbeNeVQvLsHZCqBg661l14q97amh4IUlqKuZsnYqI7B/Ul3uXZ5kzcnxGi1vND95N37lpbYiDktvR4llZ4U8iTQqJvEv+6W4GbcvenzJADwXT4DuXLrXU3C3LTSKsVYI3ylHdyElwVIvSlsawePLwpo5vIABwE3y95R/MoIvIy9mqp/E7ouS992jtm1Smw58Nr0RtAItcy5DcMOIqM9vGexIGo+wVGvXtUXeVzFQy3eAs03b1QnI00nQARPPUul/Jj8sbZuHpUuizqYU+M8XEbxdxxJcHPXRVXf9ZJNyq88i1yHFVe8RddjKXunbbtyY7w3w+XHcl7VwqpSJnyYyTXC4WWS5mrF6QZsp6XKmcV508iJY+5NlHt1uEk83D+tQfOWXaik8XbUS7mY016+YLfIo92/wEs2hWf7SMvrJe/zKo11nLyWSlX9S6SN4ct0cB2n8Si5F3y3ebaSr2O1Gw8Cga4Tv5FlLbSxcVJJyvSy6kg7VJZ7MeKmvn2fqXhYd1QNUO5ZWCJfEUKU8fWSSzd8+GS9Xnn2/r2KPNyXp0Vf0Pdf7REQXvMgwDL+C8XhDq8yMLRl0IHBltQ8239SXGM53F7tjGPrRgR5dBvltXvUnYw9vhSwwOXvJsGMZdCN15ciMLR9xTTdGeMdDORIOUuS1jxY2Kl0GF11IjgHj6l6MU1OR6cBkOf4VLM24y6PPqUiU2RE0+BURimXMlG4HgV0ZtLTmXKkRgMsOYZipfZ4EfvMuJX2aJMdHNqM6Q+4jFRpLWgmVo1PmU2PFwMCMvdUXOwlPFwmdKm9opB7lips0s8elSVPt4JDwgZ6VMDRpjo5gGlKR2pMB7Pb/ACp1gxDVzFvyNjNM6wLLmUPOpbMdzDStKpLUCow8JU9/iY5qm1ppmBOcZ5sD6lO0SlVZWyxImLHZywwVi+QWXYo4g664m8OfAjjm6YZIflH6bCFxSQuANmwxcpcyA9mbJCPMpylzwxEM8RTeQ7VZ7ZB2PHxJrHpE8HNZiKjdfxH6NtxY0KnwIZM8Yniy5tKUJ0IrnPpUPQ/RCPaqqePvqzMnQcdRsZd4nUpVYdQalxRwBSzcV5/WAESg3KlAaEuE8P3QSLdxzBc9Ey+SBC2R6DPIs8BEfEamIrHY8eLJHvaVX6HdEwy1stD06jVsgtSay4IDJaH3QTqQv+4eR59NMRA+ORIz0qiNOD6Hn7ymIO6+TKEXn6w730adu+pVNbI35JEPeJ1PxIyFGRDIfo5tY+6gy1PdL0Rjims6vUqgkQNdjIQ8WSas714DRYCy0ReFpGQYsXKl0ie6Q5yRVkj0NlocJUxoVQYe8Z6V7IBEfcToqzPmCJlPYaEv3qAxLdKh280OueRF7ihZB0RrIBB0lXZ3GASyrzQ+6qzOdAi/P33/ALyMgWIt0yqUdoi9mPXqdUS9dFND2RtfdVbGnyZBZtRtPNqNOm6C87jm80Be6ly6EmkcUxfaCpyLo1qDj8ymGS0rX0r/AAOjqE+J0FYF4RoFJZAz1cqukW7YBt5kY5ZZLmCBW5MURaHbpVlpr8+eInxixXQ3Kta625qD8jnbJSLY7wtz6+J1JI35hb1FEGJmIgi275QQTRI5EwSL31zbKoMma3wZEwyFOmaHGix9OnBeQ/7KKV1bUPYZPV19Tau06e/y8Q8SApg4++nhb+oYRxA3miXK7kCNw8zeLLm50HmozQieai/2RUI6+sE6eJ0ZUN/cNpssXh+6sfuDfFcMq4hmQHnSZaPLnVLe7G0Wsx5EGajTY/W0t3b/AE1tNHzNVXeqtxqlxiXE1Kqb7KxV4bMYWXcscVTbq3r1saWVKdPTyc6h27go4MjrDJVG7qtGmSB4BiQ94VsY+yrTRb4lNY3f91rWwdiBkOnIkOPHqI9aTLUkSkBlzorkoMdC3/TBEwQ5185nzcay+ZNGfaj/ABS8h3Ik3Z9oOSrNzLS8C/W/qZFT7b7sfb6LIdqr1u+zBTp554gGpdJB9o42rXOfEfDXKhyFLd+NJvVmon8xTHyHu5Lxukz3RzaYLFLN2vWHf0OlI1dFFyY21J2pdKvdBAwxKS87zGSTI/Gp5mzakXPze4nTdgzD5zJVmutMnkb6D02v9RxgKvkf617xFb2d3z2XUpCPu0z52clUbuCmTyN7S+jncM/KMzsj1IpalrEfdl+5EVJR92jIY5MiQqpL3JTKdDTehF8l5GKi087yMmpSl9sikWMYy+4toZ3fRmv0Ip4zZEBroFU27riTip0lL/DxWy/fkMhF+sO+yhlijOQq9KHAGcRW0DbkBoc9KUGl01ru4qs3dcr8VOjpP4dKVPuyGEjZVYfLM/5E4b3dzz0GZfAtw4VNa14CilKpo/slUbuSsfidFB6GWCk+65krO6+SXWSfM7pQ6siWmFWYDX6YUi5dFKaH2w5KBrxcX4myX017NoufVSHsvcpR6tUBjSmRIvEt4o/ktWkLbZuwGBH3Vl9p7w6VS6oMmQ8OK1iV5UVk02OLJTBIg6V5d3bP3TVTqtHkczfqLtW0MvtsSyQdwVjQBHCjxD/3Smou620ouIM0dgR8LQrG6l5YdvNEQRYzrvutKt1DyyJmoIFNd+8uTj7M73uHLq3/ADHNS90du0q8lOnGbNtuKI8KlNJyNMpbA+ihMCuNKp5V9+SCHs7LTQ+JV2oeUTvFm5H28W/dBbSD0e7pqm+vL/1Gpl9TLBT8Nx3UTtEj7fbMD99JO1yhx9e2oRxXD1NqO+29Ibk+nT5zrOORk1pVSkx95FSqjlHkSqq/IaLAgJ0sRW8g9Aq9/wDE1Bpp/WS3J1ZYI8jvyZvIsenZdsuKG1/vVBVDygt10AfS3PDPwi6BLiODuvvaqVxuifJT/aDLDLmFGrm7G7bcpL1bqlNJqPHkdndz5hW9g/h9of68zGmn9ZZX2wRqdYVTyu92MAiBo50r+wYVXqHlpUEMvku25zv9ouRyBL09se1N58uS31J6IdvU/NWY1E/qzd5V2YqdG1Ly1K6WQQLYYD+0dVXqXlcb0ZuiEzTI3TiMfirHJjIjILzNp9a8qPTripc6VpbjymnTLwZLpqb0q7ag/oqaGf1Evk/9Yv8AVt9nlCSmfpVYqVPZwy9FC4Gj4VRatf28WqF/nS8KvJz78o12ZDa+VLucmbxoFuEy7I7BRvRZPutGevLPwJF6qbvSmQ62zAt5qdRJ7pdrkiLRtYShF38DpGukpuy7JR/agX/lOan70u1U/wBSVji2LQrrrdLqFeGBUJlPpuHbJeJE0xnyZEonhA1yAu27s3zboBot8W81cgwXLgalx32YkPjxZkg2MQlZ4kXSI6f/AFrigj1LZJbaSnXbEpXW6VNVuZgo5iQ6y7qdXAwDFWlAHY+HxdPZjyaw8KZjt1eZPK48y7KbeABHNho9PuKXokaGFd3Yi3DPHSulqbQ90tZrm6u8J9l0q3Gb1+UKN8ltulUIDUgHWmIVRfAy1iPH9K1mORxenMwXNw7dvcU8zvLuSjfIpxbwdp7luAY0km5HCOHmZEfC8WZFqUMjoW4OkuWOJ0fQd3ViQ7aemT6VV2q1cdJmxapJjNRaVHdjnb/y0AjFASCPhwIo5DzelLwKt7+aduud3fRZ1kWfRaD8jyqIMB+NURdkVGFPpzr8jijlxT4EhoB4p9bp8vIPPVU3lNVJ56TWrvnVB513juk+66/m7y5qBkX5bg5YBJdL+zxVXXiRtzFz2tRKvEsI4YqRoLvClyAMyEZECU1pIx/QHhyePHw95Z29vFYHQxTi+86mn+UirAfnYiRG9viDJO11g4ixWWpL4IbFM27cNStxydtpvAL5TgSKbKF9rig7HkBif+LPpMAWNvXtcDvJM4fuiKYSK/WZI8N+oyDHu7XNKrSXeL8SzFYZOTMdNVffrfMiUM8KpBocgSkFx4UUGHfS5cX0p5HjmTrvCzxF0zdARLWqxWt8NZrNXcrdev6S9OKQcoXRlGPCdMhMia4HJqaa5e4K59J90/0hLzM8udVWvLeCl5bInkxqb14UAHHD7eT5HqIuEWpM3N4VHaIeBHkkQfbis2+favfPt/V86ja7ztxJVs1L5F4kbxWzL0FO0+Ikze3g1Q8uEDbf3VUUcRM+VQPcp38iyttpU8Saeu+uv8010enTtTB6r1R8s3ZbhffTXhF+pDh7NnMQqs08rcmJ1giXip7tkPdRF/8ANF2uGXrJAgDvr3R4lFlmSYqE1+JAc8kbih3EOL9qUYLgfcQFvb+sUbI0Ui1IAHC8WxGwDvoi82Dl86AD6O6vcgRRaNKCw8fQScURy+xGy/gnWyA71ElBpwdZoxDIYLz6+VSgwGQ5zSgsRu5pTYmMiJET8SMLRKaFoOhlOIdNN8hB2S0wPeJNpEbSkG3FcyHQlRgualqZboI3yG3WGN5dpukbXFKI5IdYd930rQ6lWXrU4GPFr1I16PzpT+2I1nViqhTg2/Olvk8FKOQmYrntmn/7PUpSi1mNSJDcwaPx3Giy1Rcv50JEvkYaRlKyMI9vKBF91AYp8nBWutXnel8dlt6h0NiQRu5tA8TDA/FoXl8UC9KNW/yb3oTqZbs1oAJ2MEUH3WhLly4X+JWdBCr7h8txmLNLN3FWK3bFgVmQTNSuGNSmwHLjydIJzcNpMUQmez3ZErMWQGQv0/8AlMecC95R0CB6YTj0SVUMNRN8Iiy+BOsWI2rmu0eTLWtOA4Q/lZEk4fsgMslCyAp0dwuxmTnixWqR7/t4bdG2JW5+jUZzkdqnaPT+9i71KutlasZwXpV20oR6voUok30iLKUrVHqJhMb+h8UQ5hV/K3J96OMw2KladKb4WeUmotCox25N3eyL2Z2tMPnrLixqI7l4fau6VWvyqgRReZi0H5QE+QpOTYj90P8AEmyRRXilYfV6yKlQZXZvlWlVD95T5QPihR6dW2pDckYYuiGvF3kUAFWuDL6O0bDfdHkUjRnXqtOZjVm5xpUczwdkk0bvCS6ioY0mx3F8qVeuGVFGM+FvQWeU8WgFVlyBbEcs5VYyc6+EnsyxrBarTMQt9EOoQzMOPMjUuV6IPdPEzUVdFtWxS605TbNud+5Yv6KSNOdjEX+6PWpGn/aRxRL025C3ylbYvCH0x9nw6VOVC7d2jEVtmh0p/tGP+sqqs2rXiHjfk3UMf3schUpRapWLIqTc/wCSqG681o4U2K1OAfuqH3jfibBrerblYjyuiY7kzFe090QTN5+sPl+c4q/XB5QVyV6lzqPVHqCxHqeBujT7SgRjYw/ZGA5gs/euWiZa41Qll4jFpK06/kHtmUkqbTWZTZHUrk7G50adKUctxl3W1WILni4qiXLq4scodLtunMdORNcd38aixh1ubt43YyHpy4WIptcg9uxZHLZZabI3a9TGi/tUtBYqtLi/KrUB2ZDDT2lsT4XxKrs02S17eZGaw195WORcFNqVNZgVS/KqUdr/AFTEuEPu9CNRBWiYes3zwiIHQaEe7gnA3lAdIg7TwPE00omn0WjyhzpdEr1Tb/acLEFZINl1VpzjDRGKUIfp6lliP4UZiMiqGix7VnkMk7kmSS5i9ErRTYtsQmxeNl0h/eBj/OoeRPjUZsTmb3Z3oj1N0Sg4j8Zk0o+n39R5VQ41eM68XIEmuyi0/d/9aZXIGgyNIZuGyQZwKG791Q9QfnyiI7cptTf95rR8ScUXeHYcNsjdn0GD1YxmsVKlv33awCw7W/UHP2bMLiZfGmyUi0pV8RhQ/l6OyPy9W7Vpg9QyXcjWhUEaVK4YNbwofE7sYFSKhvCuC7GSZtrcqDonyyaxFabH4VUx3JX1WJzk+o1qm0Tin7GmtFiP3NKXNvEzpL5nTMO34DrP0q+Z2PNqlcJQ9eo27SKJHVN4TGXdKfksogbn7GoTLcm/d5tS2j3HJXAEla6DVvJGoBCByafJkD+lfjypP9Kky/IraSrwFocPdK/KwgVL5QcP3yVqZtSjtRxegUSNjz6k8pO9TcuWLNBvCgxW+XhZcD+fFTki7bPab4ztyUgRPqKY1/iWc0Ewcw+9rjpUWUVN43ye4HMTcJ11RtDPd7USzn7yOA4f+0wjFapcW+Tc5RhL5Ur1Mfc58WGuOsxr3lP7lopEECwBqpfvYbTQKLVVfIspBK/iW6Lb9gHHwj7wmH+7wtKi3LLemOD8jXm+I/vIuQLILi8pK3p7ZM0bc7bMPxE1ms3f3h3rUZxSKXJkwmy5Y0HIWg+6omqVLEVBL/mdSuWhe0ASP8vKQ0P/AFmLiqrcV+VWzR40+7beqf7qMBZLDgo29a6PahVXx7zhGrDRfJ4vCqFxqlICMPPq1KPVduKkntok+4xkbJ6lIMyOhRmzzZfMlRMwJQRMbVlyJYXVNUm4+wY56lUOKf60OJ9qnSpaLcpWkpVl5Gi/l8AkXdTOVf77uQB7NUUiNeefbt6lL8wlIltkClncu2TycbSkpF1S3f0hYquFmvFD7mUn9nES5VuSevMkmVWePrUbl/BD5u+k13JPboPiqT3fSJSjNN8v4IbNnnSNKP0jRf0FCkFkvCdIkmgsBiel60ZvmzREcOYVleQ3iX62+Ue8rVTmgdqTIHy5Kn2zrxxVrY2Gy4Mnukulg3wHK9WSGvVnNpt+hw3Y4ngOSmvkaA1jmA4rM6be5xY4s5pQr5kynhjNGTpHpARXCVVmr5p2xPsewepHatst0avyNM7FTWi6UoXyU0OkxTex92N83oInwXYzZ+BGv7ctflpQ3JjTxPth0kOKdO1KxuTEdX6/dt0v2ow3b6U13UVyvUprLExyWP0+ZXqpUhpoAXE/lV4HdjXnY/Gdnk0OPNirUXZ8rcmNDXfxG0EX2oyyFdEBrXxhTVy94DXKYqlububtKoNwAN0m3dQOYKwUvcjWJkrgzTkiPLkrsfZK+THNVf8AErJh9KMUkbxoYfplGvby436I1Yqf5N093iHUQfLu6llt7WhJtSpFDJkhHoyVxez6ZF3HNT/xD3eq2wbSwSN5efIo16/5jvsg0qmklo/KXMp4O36NNuJoav1m7mn/AKxNPXrUndGtM/ygrcpwWWHiyPSo1zzZEn1FLY1VI5lt08UFfitFKvic1Weo3cVVuapYuDe7G+ajTxmOvPtCfKOGSh4+7G835BMvvOizljxMNK6+3c3NQfybjhNeLiAOGpSjl0WS7HceONGFsBWxit1OnicbP3he5fuTschjuJvYxbeaN19t13hBj/Mk69uRu23KT8sVRnSGrh9WHeXVn+V+xqa44bUxgc9Qd0VTd6m+m1bjtmVDjzGuJwsAx5i8Ckelp/xKPzi4VPNjknwIN6XPCg4eZFgiieGtQrghf+Lv0JapexZPMfdFR+w/4JSZPA44hmOhRpVGMPM8KGmRRY6d2U6g8ny86VTLKmRrgeybjunwB7p8y2puqbruGzW5EaGL0hgD/tfeXz7h3v8AJLLjMWpcNt3SYpo/vKHaHBdqL7oh05JvmMCbSt1stQ7syKfQUd8Vh0RkmYEynseiz9Jzj4Vme+3e/Zt22NMpVPqolKdP2DXVrXGEneJH28oESYO7w3T9lHHYSrNeaVS3B25VdOuXUvqUimDTzbufIWSy1+/aofsvMP8ABMnbvrTv+tGPu7VRa8wr+ht07enbl1NhnTWSfceIxxJMDrFOa9rMaH7yyB6s1KRt9LLcL/vTUpDzvO5tVaS+/gpaj7bXzY2udvN4pN9suF98o/svSkWKhZW8Om7dpHxnXepZd832rxQNe5y3H2/SKX97eLG/Rx3C95MXt4Tzvs4jQqmeYP1IaPsVNrlO/kXFtNKn6KWZ2+6y7pEwH3RTKZdddmFm/UHy6edRGJoCJmXqUDVcreRZWkgTiou9UJb/AM7sl0veNI5nt5jXvC8aHCDYPnI1Dqu5OqqFz6knl9iWwa76Lmz59IJBhPqRtfdLJKcXVoBFKQZIAAtPH0I3APvrztDv60TM++gBTs/z6zQIGQ5s0n1Z+ZDH+CAFM2u4hxQHkAUngePIjCwZdCAAL5ovFPqS4w3S+pKjAPqNNiLkM/Nt/Uh5tv6lIDThy8xOI2yHGH9Is4i5dCM8/wA/MjY+foJTcOnnMe7NAgPyXu6w0RGhgbThMus8Ig5hLSmWL4hqqQwx3S5RJKjAkqY4Rly4opRZOnW0m0jGTEe1Tu8aU+TmR51ZrdK1WHi/K+NU32z5OwzWmP5xJSsqPumFkTYrFzvva8hGmtCA9znfJSLBkRtLixRBixg5zSgtQ/0WKtPHo2wSODRa0+I/pXJANj8PCJJOETpfR7fiNeIiIiT+2F18SNptvz6q2TkDsIth1SajHY/80kpIt6pRSIHzg+i5uHPjuH93AtafU+3KpPlCZOxobfNxTF0gH4MleodubtGosWlflldQTnc+2y3GhYhtH+6aa4rsjLl1cJMsAmuqmela9VajjPm02oMRSPAX3Y+LWfvHoSbcKiD+dT3xHw4Ol93FXC4LXtVqrOfkzMrNXh9E2pQOxvmfug+7/Oo8aW9l6Ll6OInWAX3P4kVHZthx0gpzVZqZY5C32Npgv5nUhIfjE4LMW2wYcAdXaXcf8KvFJuat25DkUqPVYIw5v5wwMVoTL/f8Lihy9JJ1XN6sGpUtmjz3p05touLlUpUepu5+B82BkAPh4uCNJVM5MZ9thVeUPGZGILfhdyxXsOl1V17sfGqDrnNwojWWj7ikHK9TSLjBTeK2fOOoUtFuOfpCmWrGk4covR+OI/Hkm0lI1duu0mRpe6KQTbMW+K5DnAGr5fpYOwiPIcfSxXydEeblaJezN3NSCcMO2q3SLqbwAuPROLwvcykC0eX3FDz6pes9ns0piDSovPwKfDaYDL7ii3KCcnHtTz7/APaupeBLpFo/IW4YredWmUalN8LigM2pQ2jMMctI5Z/gTeUUOjCOd4MQ3gPUMZpp9332nWiwP75tJjR7WpYzGu37X2ou10O0FGYFx8Q6uFmXN99WS4qXumamYWLR7odZaDA3K3KaakE73sY/J7uZJt4rYIVuoXvJrLzh1uvVW5xZHhNFUIpEQh73FzH4k+j7x7zqFOg0KmRn50eN9FitPwQnE1mZYMNGQ5CHca72STkNMyCE3YwuuBp4jvpT+I0mWkhN2ZwiDWGWpNuUVtJidOLvvYhyJJWfcUGLEz47jVv9kBrTqyIGhVUmSrnn/n9bk6+l2Vl+FWqn71bntyC5Apu866Go5hwjjRJ74tYYYmOOWGOGlVOVdoSHieOA/Jcy1ZCI/wAizkJp48RiUBnT2ipSS90MUtTY1L4hHHpbtTcaLLhELruXwYJw3eTwl9FtuG0X79ri/wA6kp1/7wqi22Dtw8NsGuz8KI0LWIdzEBxSYqNu4sXKVvNo7tFkUefu9oMYpDWLXAr0jGM7jjmI5O/C6RAqKJ0ciHKsRmiPuugomTDrFSc41RqlQk/2jpkk2aXJac/Tl/usky5GfhESTky2GMu0V6S+XdjMZfiMUnMqMIG/odvzHx63Kk/iP3cMFLM8Z2KLJvNMR9HomIrTBlh3yDX+NPodB3aELL1erFcGRxcZAsU0XR4XeEuPzeHD76VsxlwKuzUphY8I6LDz/ZxeKX8pJuVw3JkTLVVnNCH7J0Yw/gWoQ7S3LRag3Gd3l1z5NOKbrr7FuelakZ+y4XHwMcOrP7ircqLbx1IWaXx5kXDBopvoDA8fBlpA1DuJkSIhqLat63kWFL+nOaABsZTWbpEQjgOZZGWbo6fEp25Nw952dTY9SuONT5JSDMOyQKvFqExjFrinxWI7pOtYhz5hoUlelDs+0mxjVSfYVQel+lH8l5UyYbXTg6TpAAd7q+6s9kV6CL3+aY0poen0qwOu3yHw0GSbLbzVEnYu58Iuxu6sefp6MhUpDse9i9NDtKtCIAZZFTnWgwDr1j4vxKu/lRcLouMtSZ2Luh0e1O+l95Gl3BedWbEJ9WnPiHIMmUTmPxpVQnadFLtUP8pNSp7FKui/G40OIDXZY1UrzWABjoxayz5fAqnOdqVLIXvlto3D1ZcIcPx/4Exbi1WZolVXgN+FI/I0NotWTpe8p1iYqNPESDN/VyBoCosOiJ5YuwmHQ+ExUvJ313tVnW/lK76gw2AmIsQIEVgNR58oYhzeFQDcOM1yw2/vinzLR5ei0/2elY0pSJZ0A5dt2zCzaqtzv/2sw1I0mjXrcctmM3Hg5PFiEmqVQWh/4rruCPT6RDdczdkv/wDFJXa37UtU3hP5bIXO6Uo8lnAiadSIZ3c3SD2dTq+LfV8hRe2fiBTVG3a7uI8gXqxZl+VRzr4kB3X8CublRs+gtiE+txhIP3uRqPkb/d3tBIThQJ05wO6fCBN9JeRX1ZW4E5+S+5+PS+Ce7SoUyP1OS6DM4v8AxTE1NW3Wd11GEYluM1B2R0xqNbjpSP8Ayv61l1R8se5YzuVvW3SYe0eQndrrxfzqr1zyuN/1xt9mHeFV4cfl4FPdJgfwpddV4jLTSvyOp5F9U23qO9XrlszeJT4Mf2smXa/AYEPeMlGs7/fJy4fGmXU6WevH5GLNcWSHb+vKRxJjlVqbhdUl03f51MU3clfdUET7ILAn3zSa7+I3SjiXn1Opal5Ye42g5fINmTq48HKTtLjxh+LLP8CoN0eXhc8jiM2fYFuUNs+dwspJl/KH4FRqV5MFdkFnUa1HaHwq90PyVbSEf86VWZJLw6U313DKjiMwqnlJ72LnkNM1mrxZUfi64jVOiti54fZZKNrW7G859Sck0u3n40WUXFaDi5Y5Lpmk7gt2lOEeFR3ycHq7U6P8itTO763gEgYmXHGbMMMRr0r+sln2z+RE9dEnBTlSj+TpeVRIe3zmo2Xe1K80fyVqa1idWqr75d0NK3gt3dHMv9MXHj//ABt//Eiju8pQclw3UHu1uQpPbKRtXO/Ezul7hbApOJnShdIOp3UrRDs224GPYqbGH3QUw5u5gAOYXzdTHvVn/GKjahblKpo5yt51y6P+utF/9JS4opBqO/kOm4AAODTI/ClBBlosMFQaxfln0PLPeXcZF3ePF/8A9SotW8pGBAIWaMD9Qw5nZeP9AilaVFGWmlc5uXuX2JMubWlOrkWtOi+AMvsXiC92dSAByoZfYhsHzr1AoEEEEGAIIIIACCCCAAgggnAC9HmFeL0eZHQC7WyeQireqZaxebHYrkPqXUUP2zi7n98BAtE3LUONVLrY4rYlgQ6VnZl5ldt1Nxs2/crEl88RIxV1eRqanq7RbT6xbibGpTVJjvdjDlySPlAWvRDoMjFkFT91e/GiQ6Cz9MDLhd9U3fpv9o8ilvMhMHk76rrHPr5sQ6kbwaXkcSVaPGtq/wBzpEnf6lvdBr1EkUVkJuPEZ9KIrk2/L6ZqlxvT2HRx95Ny3qzI8UWWHnRIOrNW2qokFW2TyqdrR7hs+BHwBljiAefJ0daTkby7YhR3Aa4WJnl/7++uF5G9qvYl/ngsffULK3l1B0tVRNRtc4EJ07fqHO8C310QHiZ4zWvRjkue981x02t1ATim1zZaVz69fTxlmbxEmL15PEoJbzBxLsHbc6PkaE4fjQZkMtCWZiswdu+WWzET2ps5c1Qc6lR+dRG2Wwzt+ppz0+LkWsUX5Zhtc7wiSylyszy5niTcpsk/0xKBr1+Klhe3/wA2Nw/ypTIcXsbVYdFvuiaiZm9R4xwKovkPdzWR7Xj29aLkfrJRNfJyZe3KVeRo0reLtPQJkX3lFvbwXuQQ0ql5bV5kaqPdahvIux2ali8SyPXpOLl8wpu5dFTd/TbRUJj/AAXo5fUGlVWrJ28i0lFAnFSQcq850dUg/jTYpTx/piTbbtLb9S984KPVcm6RIvHoG2uuFzIZoYgil60uYx7tLbtRUbIe6vetIZClyrzEl7tI8UXbl9aBg3CNDH+CGv7EUfN1IAUQzDuIuO1eIED5AhkfOi/N3F5iaBw3EL9a8y2o/AP9SNsjHt6tiPgL/IS1/YgXrTjsp9SU7KHfT4mMhkjdKejFDaOkCRhaAf0KbHqLn0GGBd3ajiw4ezLD5lICHdSnCM0aRnMjxhGlOxgPOeKmKTTWZsxtmU8TTZ9S06Ru8sYKWJtSTdewy1OqzFSZ7irNVrFyMbCKzs5jRhbaHpVkkW4y04XCjFw+8ST+Sw5MEe1Yb3EbEG3wegE6jw5kpzBhlSXyW9p4TKdQ6dUmnhNrSnSm/IjepUlKLuluCs+3nxIP9uaNc26Wfa7LMmRXoMwXdGLBrUrbtSNUbbKTUq9jIwzBoWlRZln1XtjhtQHXWQ6hHmV1qaLEox1MrlBKjQGhLinq5kUWoDReiMiV4cgQMeDIh8Ik3boNKEuMGkufnVZoFXiW0nZgWLcN+UGR2myDnRi6yaayAvuq+vtb696rzlSuKljVSiBwuO+xk7gPdaElWIdwz7fjlGpc/hNnzirFYu9ivWlKc4FSLgu6HctSnj6YkMnRm3Gb1K2arFlPRqsy/DeA9THZ+Fimf5OMh7V58vvLoC7N7Ua6KKUB2B27AcBxi8qxeVKk8QgCAQj4kzRKYSV+LEfFt+A04JFGEse8tIkX/bEqCNKkbt7MjNu6e0sU76UH3gIVn/8AnJ/oxTcqXM4mbslR8R8lfkbBK3ebnHaGNYp17SRmHr7MTQNY/iVVcoNkxS84XOX3XdX4EXd7Ysa5qgMaZJ4TfUtUc3R2NALB88vFmr0Ue3caqpn0mxMclVOkQh4LEg5w82J5EKr1QuN7/UqULQrWLqtK3qWX+aJIuiqXMgRu4KxJEPTVP5FXgz7hqjzcbbP4A95/UtOc8nu5Jtrlc/5WNP4BxeAJ4mqO5HZaLRirRT589qluMx6w603hhjkoY1LcjM/FsSgyLXejvEEo8sC7yMzQ4DWJ8H4k8mSpLTzmvJR5VKTloBIyEm78jQLZuivRWSo8LhcN1rgd3QnVSsi57cpbledBoofMeJZYrMW59SEhNoyaJWJy6rtq8FulHMdJnlxUqspDiytkIuXRD/Y5Ji5ccbLQyr5B3LTDoY1iVMaDMMwFVt60owFhn4VReM3ME2SbSHG5XgxAAxFXqqXHurm2mzGj02oDWsPbk71qquWvGDrVis9qiUSV2mqQ2pPdyFTwYlGrybcUEoEx0fRdqJD5Gk6vQu5e6ukrLvzd1HlZzGWGHA1iRNKk7zLytKpVRx6jAJeIVPoxY5Gv9zPljiY69TXixAmcfualaN39kRrjrkemz6l8mRT9rJIMsUxkXBDEswBFG9JMUSCEB5KH4KW8pWXiXS4KbYFm3Q3TQeKqxQPB1/hDyKe3gVnc5UaSyFlUpiHK6y5ViM6VUqpIKS7lkaTGmzzLnWNUf2ytuyLMU+A1/rI4ov5R02KWftSUCNDePmNKN0NkedGTC6aklVr1gTY5Ro9BYy72KrYu1UsuFxRFTjcJlrlAUpoD3UrbiRdnEgRj1h3meJLDTZjvtZLqlnHWR6xTdypRgyBJiqjZN4jMaNGDWYZe8nDcVlrkZFNXK4yOSZv17ozRqIouLuS2AaUXMA61AvVk9WtM3Ko8SX3K+I3tmYtBSowdYpu5VGQFVknZjveSow5bnRtUfuW/yH9qq/qTJVmMCRcuM2vZAmjVCmO+0UjFtcD9qaTVlcZYokGZXRUj9kePupuTtbnl+lPqVwg2zDa6NSsUGlxmuVkVHi/kGrEnFTO4ts16b0F95T0HdbUpWPapOK0iDFANCmoscNKkWL8iBqlvEo9L3O0oMe1PE74VeKPu+tuEIm1AEy8SlorQaVKR+C1zPCKnWJCpJPK44ptLjRREGmWmvuKyQwx91V35epUMfSmKZyt5tBgDzjl7yk2IQYu5o0UeXRpUkzgA8+IrB6pv7hxRLs8kfuql1bygqq+RBFyIVnXjQZaGdzq5yqQIut+Y0KiahvJtKliRuyRyDxrjOqb2rqn5B2/hD4VWZleqs8iOVPddL3lA1WWUtv5HYFY8oy0oAkDUnV4QWe17ypTMiCmsun+Fc5uO5c6TP61E1XIWVt8amnVzf7edUyBqSMb3VSapd9yVbLttYkuj4jUPmgoGlZyykCJxDOOmZZmeRJPL+CBetFy+xRkh4ggvM1KZPUZEzQz8CA+Abzj+pDL7F5l9qGX2oMfA9y+xDL7F5l9qGX2oD4HuX2IZfYvPPtQ8+1YzD4HuX2IZfYhlsQy2JcjAMvsQy+xFzRUZDCmX2IZfYi+bZ+pDbs2eb1IyMfAnqLV+z86sBXUAjqe0rPxJGyPv7FeiuEsS4lKe2xTNmxdnLyDpTU70MdvolUeJs/Wi5fYka5zmFtVP08TTKbvyu6ks8GHUHQb95RNf3r3XcGQTKg6Y91Unb5/rXiVrhO3kSR2ujjbJUJIqxJL1vF3kgU94+Zwkz6kfZt2iq3WV2LfSJFD8U++vNp/b86S6V4lzGwFc9vfREEEhn4HhIChqQ8/gQMDUgSMIIuP2oANltXiC9x2oF/keIIIIMBtSKjal7iaDInj9qNj/AAR+H8/IveGf6k4ZCSCccDb+tH2Q3NvKKMHEy6DXHavE9KLj0IDHzLDDIlnSYzmo2x/ggLZ+6rbR7NeqjfGzx+4i1az5lO5dSl9sxB7qPLEq4xzRhi+NPuyvAWBh4UBjn3FnQJNUZjFBGGLtMhBoCy5U+7Kf60+prHCkCZcqZafMiacEGyK3NZ7SzDLHvJrMoNSppED7K3Sz59NKm4OnyKHuqHAmyCCOArYexXE1610uWLGMjHe7iHAe/Zq/PWe8eRtY4qPetqS1zgoPaE61ylVGGZ86tVowKP2j6eyJe8kfkYwJXSz6HRyITlRuKpYoMWI558l2E8zS6I/FLs8NjH+yVLuCzwyJ6Kz91ag3ChwB40I3WuvUaga5cPMyYNdzLBXdJGNVHLKvEyNykvNEQGCL2A+4rdKdCQWeCakDIKu8C+JsFqZSHptLApAnK9mtstWLaTsUWeCOXKsnJ0A5E6pdUqUKR2mKepEWwaddVdxtVwW5AfpeHBIW+bLJZbOt6HFkFwHtPiUt+VtVmxezahI9CRj29UqkWbr2Il0qzka9Vx5MQ/ZWWusUBmRo/cU9KtA2m8zkll4VWalQTaLMMiSSbFJIN7BnLok5YR5Lv3VdLTvc2GRZdDIj0alm7bHCcwMFOUuQEVwT0qssmfI2bxbNpeK5a9VuYu0x2WBL3VTahZtVgF6U1oVJv+HFhiDoalE168o08sBDxqzsNV9deJnb1BmZc6EWjHHczLUKmnKoyZZ56UpFdCUWAJSdXbyLhZ9Zt6BHwkMi053e8o27qlRJkrOEDQ+6mci2ZLscjBkvhVVqFLnxyLMCS7idVibcPCkRtXdQ+jO6NKgXGpPUBID2kS50vHkNj+JbqTMk0t7OE9iSkqldFyT2R9M6Xuqq0l3NweK8tIoPYHRbzASUiupWfqy7jN5k+sauLxclGyJ8zrzy8S3qVSYbsXPARFUGvU2HHcLlT4kHuNxm5PvOl1Kct+FJmvCycnEUWYMZotGKZjVHopDwj0qLgWvumyW7u3oNRi8aQZOue+oe6N3dHpZF2I9KqdF3iVKBiASSSNavmq1LICedJSailX20uQnKo0ZpzDMUaGUOAQvZ6gVfcnz3y6vvJEmpjvMajeRS0kLF0q28mpNQ+wR3i4fKqm5dEk+tNxpveNOG4DKqtvNlBJpLiJuXDMPkbSJVKpO8uSkOysgKNmy11peAM2ZF8KpHrI0YaWZa3TT4psYBTdyssgJa0+ZFgAaQzjrSjcCM10Co964QHlTF64frzSZqS4li9C11ik3JkZrrFVF6uGXWmblUeIudR642mXBysxg7qavV4AVT4sl3vIC1Jd6Euu5nSJ564zTF6vGeWBpqNLeJOm6IeWpJlIw2KjdyqPO6M0gT8t3Xt2kptmjAKdN0tkOhLi7mSsjFmO9BJ03RpJkOaswx2RRhAO4m0gIFmg99PG6NGHoUoIIwfUmwQBm3AZDoTgWg6ASmjJDisjzmn2iCzbXKnTLXLoUf29lrrQKuA0POkyIsSxRQBSjLsZrW6YqguXLgOg0zkXQ8egErShoMxqg16BF60m9e8NjLAxWPvV6Y7lrTF6a87zmjXMe2Q1iVvQBoS4TyrtQ3lz3cuEZKi5mi5qLXYlWBVJ6VeVblc8wlFyKpMf8AaySJMl5l9iXNidUx4ixOn30M0jl9iGX2JchhQiQzSJGhmgXEUy/gi5fYi5oqBhTLBF4opPLavEgB80M0RBAB80XLavEEGfgHyBFy2rxBBgNpQ0oqCADaV5ltXiCAPctqGW1eIIA9y2oZbV4ggD3LahltXu0fN1IqDJ7ltXi99e1eIA9y2of9y9823z8q8+6gDxBBe47UGDxBej60MdqDPxPEEEfBAfEIgj8L7EYWDPbp1EmxzMCfn2frFeJ32GT5s+CfwovZnO4n0upjPoN8f4IY/wAE44WPQjcLUOhGJjIaYmji0adC0nDMUPMmWLMw0uJHi0aNwPhU8zADHz7QQcgeBTrTEHuiFZhPPucFoCIlJN2vUuHn2ZTVvx2WnhAw1K/R4oEyOeKnio1crz1zJxMdkU6TFIuKHgSIxz7i0SvU1niYCH3k1g2kcrFK1IMtZt3FFFpLC0tG/wAnwcHMwUPULNkxcuBqFN7UPdqV2PHA+dSkeKyk+xm0WsCThsDHrUqphyI2fPgJyIGY8iYjC4TmamBdRXAAyT6aESyMpaLRnxuGIHpLlVylW+FUZHIBJtZjTS7O4JiermWmW/crPBwfPFTRt4laeN+alTrlgg1ri6SVZct95osCBbFVKlGJksOXwqmzn4xuF3kzRKJHPKhUWaMA4ngSfdlZBtTDfBMhwxTwaWEjl5lHgqEur+RV23eEWlSEWbymZqYG0OKPPiSayrXeijmJlkl3FtGifaSUGfGxHI9XiTqZKppCXeVLe7ZFJNynvHoz0ptf8iNqFeSklUuDkXCRqPPmR3tPKosXcy1GpSC6AkKTIMMVLtHqUmUzwQyUbKtyTKInnXvwoQaoy1jlzKQKuRuHzqyrGvly8SuzLaea/TZKDlUs45FrVwkVYHR5xUbIwlJWJIMvIqo5tFqUlFdZxUwzbnbP0OKTkWfJjjm1yqGNWLMjqFjzGQ1qyU25ozQ6zVFejzIpYEmZSHhU2WPIqLFmadKuaG63gBqHclMyiJUluUeQ5mrBR5AcQc0rPkTxRaROM2z2/WLOpJyrImRxIw99XCgyA4Y6FPOEyTeCFVBZamVDE51IqUUurFRL3aRLA8lq1cjxtWhUWpNM5EYghl/ESCdiDZM8tZkrVbrrIOCB8yqb2jkSkeVJEtJqDM2GmrobpTX40iOIFimdUpsDHQCodHrNSAU4nXDPEdYEp/8AiKDR4tigKtFjNEXLkqvK4LRElJlWkyCLMEx4Tz5KCWVTZQUj+Qi5KNrkSkW46lFczaeLFPotG45ZnirBDsiNKHk1ITeLUssW1xnH3kTwZ4LrOrlUTULmkzyz76tErdyyDZcIyEu6qbWqDJpbhdSn3IUVkicZuSHnSRRaA9ZGmJSjaJFKqYlzqDVLOk5NNtMglMGfCq+VZw60i5WdPOo2lQnSL8izE6yHdSZTGQHnVTcqxn1pq5UjPrUTTk6xFucqzIpm9XgBVcpTxIuMkvWotckxxJ56vH30zerh99R4wHjSzdIM8UuTD7QrlUeJNylSXS6lLM0bwJ03SQBJixgr4tSXUo3AkmrM3AZAeRLDFAehPp/kBW26SZ4p4zRuXQpoWgx5EpoxTYIBGt0sASzcNkR5E60fs0CMMS1pgExaAOhGEASZSGR60mUwO+lyAcbfUSBYJi5UQDrTdyqeNGXQfLoSmQfqRSkMioFyomm7k/LrS6ohPOTwHLWm7lUAetQJTDLlSLj/AI1Fqmcciaeqh6taauVQ+g1G8RFzS5DYj4p5nlrSJSHudNdaGeKUMRbi+Ne5eNIZoESBhbL+CGX8E3y/ghl/BAC2X2IEaRy/ghl/BACmaLmi5bV4kA9y/ghl/BeIZeFOZPctq8QQSABBBDz7P1oD4AQQQQYPctq8QThmM9ILYDQEZd0RT7wG6CVFo8UOEaQBJe/dXu0fMvMdqDIMf4IY/wAEbBDBOYC/N30YtKGCAigyEQSy8w+JBgKi4/wS2P2rzDb3kC5CQgjYe8lMQ/WhiGSbEzkFxx9aGCUEfAjCGrwoMCfC5UCa0pw2CNwvAmwDLoMyaRhaS2BpSOGrWhYhWcK1Aed6U6GhvYqcpbAHip5uEzjyLYRUmZrZa5lKEVKNskkUXDmV2mQA7iiXoHgQ1GNHWZlfbi5krhbtGjHjoyLmUP2IwLkVit+Z2UhB3lWYoMRpZc12lkbtxl1vkUHVLUBrLhMq+UuVGdZ0HpTp6LDdEtCuaSGq1ZUYxGdRDaczACUeUB7uEtolUZl3LQoGoUFnEjAFE1GpZWuM3GG93CSzbBirJKpYNKNci4FyJNDAnWfMTZ0e6lizRWwPJLC0abiK4aLhlmB4kphmqTGmcM9KgyaMCzw0pwLp6U6tiRMuQ6J8zezI1cqC6ybY91UMi8akINUehFpNML+01Zvgm3zqHqgQzVTK8nhHDAkzeuOS+RI1VBaZh5OpbLuWhNW7cedLRyo0OebpazVoproYijmG6Irv5GySHPPxpjKt6THy/qWlDwTHwqNqTTJCmxINdjNSaejklG57zSnKhFAssVEuUh53LANKjkXHiWY5cuQX5Zk8nGJAZBulmR/eTdykSWv0JYoC080WBpFyJWVG4ktBdwJWqmyg091UVuRgnTdXNrkUuRA0WRqUWUzw+dJ1B+NwyDp5FnLdxvD7qW/KB51NkKkeBKVKAEotCY/ku87yJ5T5RukOStEHDH5wUGOZZ18VKPIteZHHNMXGpMUvSgS1RxoCHkVVrEAC6E+PQj9yxU+3vBoSLk95LSouJaA1Ji40fcUTlhcGHDMozcHM1ZKSYfeVNEj7ilKfPNpwUysRyp+JqVLBkhUo8wHDwVJo9wMgI5Gphy442JYHqU6mvdSPr0CNqPDxqmzooCRBgrBVKyEjkNQLzvFIkrE8CsRbgdzmTqH2nIcOZOosLiuCrhQ6CyRCfBy6lGkeZJPPgojQ5VVaET4JEKnnrjeaZ9KyQq3UOjRhEdCfVKgxjZIzZH4Fd0DVNV5sY/VLh4uWtV2RIOQXhVuuigsx3iNoMVTXg4REqkuw2cGLgbhZkpaDS9XIo+K+HEFWqkus6TNJHgPPmnEcQaXp6hJFqEU2myDpU43VIbTPOKqtyXCzqATFSs6kECy5FdnGHELMNSbjKZAlEzKlxXCNR7k0++tfIdFE+Kl6ptUZ4g61oVv1SHiOawMZ7wlnykpqm3RMjiOslLFPgUayD3BvE6rwxjlwsclld2T2XSLHlUPIvKS6OhkslByn58ws3TUjT5lSChw3DGcYZF3VFuZqa7EZ8yMMAFUbcbBdhA8IzRhivH0KwDAAC5EoMUEmJJmQLdOM0s3SDy5FOC0Ad1GEARiLkxGs0sE4bgAPQniGQIxJBEYodxLC0ACik6CKUgO+mM8BbR9qGj7UzKaAdaRcn+NLkHIkiMEUpAB1qHcqXjTVyelzDAnCmAApFyeAKDcnn301KZp50mqNiTjlR8abuVJQpSj8aTJ8++l1TOPQlHJ5/dTdyf8AqNR/FP8AWiZGlyDEeuTT76TKUeSbL3zbP1ClyGFOOk8v4IF614kGPci/WhltQH1rxAp7ltQL1oD614gwe/eXiCCAAggggAIIIIACCCCAPcdq96UVBAHmP2r1BekCBwvUvEcc0Ztg3S5EAJijiG3aXIrjbNjfLLg9oeIR8K3iw9zdqtcN6VGF8vEp44GcqTVaRHN9JtG4K26IU2lyXy+wFpFt+TJvCr2JuwxjCfeXYls2zb1IjiEOAwP3VYu1A0ODQYq4tIq/qayW5SeBz3bPkeUSBi9cc8ny5yFapb+6qwLSx+TaCwRd4gVoem+NRsiV3TU+CKU2nll5MfOmK1pwSzkICHkTcXQBwsFINnmK1B05FvQsOhNSawVicaTN6KHqwQBE4/wQx/gnTjBpHhJgEcftRsPhRsEEAF1//ZQx/gjYfvEbBABMfAvB8QJVE0IFBj1Id3Qh9xHQAQRSg9KAoCnEFhD7yWxBJtpw2nUBMo6M2wYFmnTaWbaz/wAKfEiFIMjhYqYZqOA4ZqJ4WlGHNWVkZCrLArbiYclA7zJu5r5FH8VG7UanSf8AIg0PxHBACHKSblKRSlAnzUZImUsVJrJsODmelXCHV2XRHF5ZaMjVoNSEGQ9lpeIUK5iWDI1RvCR1pN6ADo86rdLladTx5KeblaedT5FDSwGMqgskouRQYwZaFYHJnwpi9KzQ24ZdhAlSYwY6EoMMA7uSfOFkXIgMV4uhJiNmQ8qKHcUS81wiVwKjPOpjKoJ8+ZIxDMq5epFLlUw5SOFygSZvQjEeTSoiVGIsiPJGbdNLONHlyauZJ8LwKNlL0TYjyPIxJTUOrg1iBmqzrBKC6aEFZVcvDdzMgOHGTGVcIO5YKq9o8aAyNSnWXEp6BZGX+OXTipqA0ziqjBlYErRBlaR16U2WZGyYksUVk2+RQtSpbJCWhTTb+nnTOY/zI5CrmU2ZC4RFjyqNLMMlbHIvanCDDSit0Fl3oUbKWVl/IqWRpdl3lVilWvpzaUTIpZx+hJiw2qrD6lz8SHXpVwptUZdbH0yz0QMesk4GU80OYnqT8RGXI0x6eHD51AzpnFyVVKqSccOMScRZRmQ5H402WIqwEs3AB0szTwaCy70I1NwNWKC14EcyKVmQp86zwxzDISVdlUh6EXhWwORw4fIqjcEVkRI0MosU7uUdt15osOlOO2aU3kYcQkzcd8aiywLmORKccNSTF0O+ospGHWk+2Hko2lJViLdS5QcQVolvusmIrEY9UNoh1q1Um7Tj4600U+BFPR5nQFJdZBsdaFcrMCKz6V4Vkbd7vC2PpiUPVrtN8SA5Ks+7Nelt3ZMS12XNGdIgaWezqobuSNMqXaC581HuZuqlLLmbeCBYgDPeaczA1MQbjNrQ6fwqHGLqSgsAPeVcnyRywSLjZJsg1ESgZlRelEWCNwhRhaBPkxhExGPCMudAYSkBAO4h83cQTDUYoc6WGOHQGlHQQJkei0A9C9x8AImWHWik6CDIpo+xeJDtQfdSZSvdRkA6y+xAjUeU1N3Jqiy6GcSY7QAdaTKUAdahSm+NIuTUuqNgTBT+jNIuT1CuTfGkylalFqj4EwU/xpuU81FlK/UaRJ8yRqjY9CSKbp50iUo9SYE5t29SJt1KPIbEeFK/UaTJ1IIJADk740UjXi9L1oHPEF4SHm8aAPUF55vGvEAe+fwIZfYvEEAGRUEEAGXn/wA14ggA+X8F4gvNmP1oA9QQQQAEEEEABBHx1JZmBJfLQ0gQb+bb+peKyU60JkstWwlbaPu5DSboZEmxyFy6Gasw5Mj2TJEpqDZdYm4+hxW1UexYEcRcNkVaotGhxR9iKlWIhefEwVndvJxE3ckWRZoRRzIFtlYwaEgaDFZ/Xi5jTYCJK3UzWZCCOWAgmrIemUpUvaEotv2yQsGrWKQBw1ulpysREFgdlnpbW0WzK9nrV2M1NSbFS5WbYp05K8artLmhwRPNOHpvjU+Zr8B5IldCj3pSavTPGmL0rozSjKpwW4R8RTFNzMRQmUY2nC7qkKXFwxWqOlYW7LpTV5rElYhYDh8iiag0DSYCJcAO4m7jScFzoIGGJNGkSBSXC0pNxoEoDHH7V6lyj9aRIDQAl0r0g+FHXn39KAPF7j9q9XmX2JhT1ej60UebkRvm7icQWb/CnDfNmkW/70sKdQHAf+8U6bPxpmPqTgT5TUpEPBNAtY8iRE9KUyD9SlyECkOlIl605SReJKONz+tIkerBOiwSJNAkyGE806jzMCFNcEUg+FOsphoi1U+qB31LN1wBH2wrPxdMOtKDK8anWcrNTF6crzP7ZFbqgO6AVNZkcutTVPd5VKspA0GBbIObvuqwQYefXpVbp8gMfCrJDlYa1MpSlJRuls469SD1NjCJYAg3PAB18qbyKkGJa05ChHzIrOrQq3UIvNoVgkSuKmL0J6QKQn4lPlNBko9z+5XCVQT6zUPMt54NYmo8SdZSDL1oiVkRTjlr5U3UZOrB0QPqRsEbH7UC5hmXcCE81JR6s81yqNEEZZ4i8yY/KGTig3VHpDmvlULl/BGF3EhRmCqXSDrFS0do+dVej1IC0EatkF0DxNSq5WkiceNxcxwUXWKazw88NSnhdABUHWp7OJACZmUijRynyI4A4SRL1JSZKDIlGuSlBmXkiZhZ4wx50Vubwi50zKRmm5OmagaUsxxFyo9eDLAzV4ptWhmI61irbptEpSDXHmPEKys+IS0yubBKrkYGfbalRbgrJu5YGoly48xwwJRMqovSC5MUzTkEVGqCch/IiTNx3UlCB4kOz6lBlkXMRHI/GhrTwY/3UYWkAMxaPuJw20ffTjDb3EbSgMhPE8S1ocLmy5kpl9iBHpQJvC8IUYcECPvmi8UU+QfBw6CSKR40iUrxpNgYjz/7STzTMpSRKUHfSZEuJKcX94kykalFuTdPOkXJixqD4EoUpJlNDItaiXJSRKVzetQ6pJiSxTdWeaRKf41ElKSZSPGl1QwJJyYkXJvMo8n/ANSKTp9KXVGx6D4pXjSLkrozTMnTXiXIbEclI1JMnTSIo/SkHPSdREF7l/BAAL1oD614vMvsQB6ggioAMvMvsXiCADIIqCAAggggAIIIIACCCCAAggjIAKgj4/wSjcV53lDSgBH3UCUkzRpLo8ikotrvO45AgCu7B86UGO8fIySvEWzz7ikG7UxH2KTIMTPRp0k+hOGaOZFqBXoqCDSblFZaLkQrBjiQ8GggXQrNTaCyOJmixcNOKmIfMKmIGJamwozWOAKxRwwxUTTx0j8anIodakQgYfR+lPB5UjFHl0ak+Fr0akKbFZrXV3Vn9eHmWjVwFnde6llyaIz+pe0UWHtRUlVPbEo0faKv5F1DRLRdw4a1625WIiCxW2TPFtalQZGAieauxGvnU1qmz/QjrSz0/PrVZp8oxb50s5M5tanKOJKPTUzclasOlR7krxpqUpRD4mCzovMGCYtgDTma0K6raejkT2CosqObRauZUWXA3SsLDI9GomqO55JYiPElHytXWlHI8jSzfLtSJetOGR5UDBsf4JMgT7hfYmrjWBIFG5AkSaT7H+CKTSAyI8mtWCTIfApAmki40gYZ4/wQIEsTRopAmUVhMeXPBGQH30Ye+nAUH1pYUmlB99OogsPqSg+tJt/3JQfWn6CCwpTIEh1JRSih80Red3Qhlt7iAPUQvUjEil6kgwC9xJ4/wRkOtA4i40ikJpwgQZ8yQBqOgk+hyjaLnSJNaUmQYqRXxI2XMtUGrAGOtTDdwstDqeFZ7maKTp99TrOVmpjQnLtZHLE0zeu0yLAAVLF00s2fKpNUg0MC9U2rnKLMw8SsEd0zxBUuhu8uvSrtTRyEdaspvKko+Zi8XnSj1GAxLQKlIMXSpJyKADz6lKU8jNa1RAxLQqTMi9ncLQtgr0cAZI1ltc0yCUMpbpsmIheiaRJ3VzpPjqvliXMch5mHcRc+hNe0ZovFP9aXVH0h0TvMkSdSZEaTI0mqSLBiOm5RtFoNTVPuiTFEc9Srf8yUETUeX4llU/IuRXebo4au4mMir8XXmq+IGjC0jVYXSVR5IlAWSZk6jcL7EbhJAxG+v7UbhGnGHQhyIGyEeAlBa8CNl9iLnt76cwG4QI2PcReIi8UUCbw6CSJ1F7Rza0BiOMv4IZfwTMpSTKQCTIMSQJ3xopSA76jSlYdaRKal1RtIlu1fdSJSubWospXjSZSujNZ1RtPqShSg76TKZ41ElKPvpMpSh1R9IlCmpEpXjUb2r+KKT/6kuqNgSDkrSWJpMpSZE5tJF2l4kuQ3wHZSs8kiUrxpsvR9aXIYUJ00UnTyXnUipBz3LJeLzL7EMvsQB6gvMvsQy+xABh9aGXMi9K9QAF5qQ8/gXqAAioyKgAIIIIACCMioACCCCAAggjIAKgvcftXqACoJ2zAef5AUhHt54+cEAQuP2pQWHj5QVsi2yBY6FOQbU5Tw0pMh8Sgs0mS7joUlHtx4ucFo0O12eTDUpyHa4aVHqhiZnDtTUPoVOQ7S/crRI9vxgUgNNjNDhgl1QxKXBtIP2KmottMtYmYDkrBgAigXvpMxsSN+S4zQ6AyTGY0AZYqac61FVDlJLkMhWpwKBkcxKencxaFByOZSRCsCPyipqDzeJQ7PSpaGfKrpTYskDpVgihyqBp/SrBFwxH+VSIVW5ElFFSQhpJMYuCkB9npNTqVGKvWuUtArObgw1aBWjVwtPOs5uAubuoYsRGe1T2nhUWHtPvqUqntP6VFh7XYqvkX1LxbXStMoPSsztsDxFaZQ+hWlKU5dIJejHBLPF19SRg4cMdepKPDp8KlKHkNSdSJEZpYg0+FFx+1IZP/Z" width="602" height="451"></span></a></p>
<h2 dir="ltr"><span>Les principaux marchés à connaître</span></h2>
<p dir="ltr"><span>Le trading ne concerne pas uniquement les cryptomonnaies. Les marchés financiers comprennent différentes catégories d’actifs, chacune présentant ses propres caractéristiques.</span></p>
<h3 dir="ltr"><span>Les cryptomonnaies</span></h3>
<p dir="ltr"><span>Bitcoin, Ethereum et d’autres actifs numériques sont connus pour leur volatilité élevée. Les variations de prix peuvent être importantes en relativement peu de temps. Cette caractéristique peut créer des opportunités, mais elle augmente également le risque.</span></p>
<p dir="ltr"><span>Les investisseurs doivent donc être particulièrement prudents lorsqu’ils s’intéressent aux crypto-actifs.</span></p>
<h3 dir="ltr"><span>Le Forex</span></h3>
<p dir="ltr"><span>Le marché des changes, également appelé Forex, permet de négocier des paires de devises. Il s’agit d’un marché international très liquide, mais les opérations avec effet de levier peuvent entraîner des pertes importantes.</span></p>
<h3 dir="ltr"><span>Les actions</span></h3>
<p dir="ltr"><span>Les actions représentent une participation dans une entreprise. Leur évolution peut dépendre des résultats financiers de la société, des conditions économiques, des taux d’intérêt, du secteur d’activité et de nombreux autres facteurs.</span></p>
<h3 dir="ltr"><span>Les matières premières</span></h3>
<p dir="ltr"><span>L’or, l’argent, le pétrole et certaines matières premières agricoles font également partie des marchés accessibles à travers différents instruments financiers.</span></p>
<h3 dir="ltr"><span>Les CFD</span></h3>
<p dir="ltr"><span>Les contrats sur différence permettent de spéculer sur les variations de prix d’un actif sans nécessairement détenir directement l’actif sous-jacent. Ils sont toutefois considérés comme des produits complexes et à haut risque.</span></p>
<p dir="ltr"><span>Le site de Couponeau mentionne différentes catégories d’instruments, notamment les actions, le Forex, les matières premières, les métaux précieux, les CFD et les cryptomonnaies. La disponibilité réelle de ces instruments peut dépendre du prestataire tiers et de la juridiction de l’utilisateur.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span>🔥TRADEZ PLUS INTELLIGEMMENT AVEC COUPONEAU — INSCRIVEZ-VOUS ICI</span></a></p>
<h2 dir="ltr"><span>Comment fonctionne une approche de trading automatisé ?</span></h2>
<p dir="ltr"><a href="https://www.thecryptodays.com/fr/8889-couponeau-avis/"><span>Couponeau Avis Forum</span></a><span> Le trading automatisé repose généralement sur des règles ou algorithmes permettant d’analyser certaines données et, selon le service utilisé, de générer des signaux ou de transmettre des ordres.</span></p>
<p dir="ltr"><span>Un système automatisé peut par exemple surveiller plusieurs marchés simultanément. Lorsqu’une condition prédéfinie est remplie, le système peut produire un signal correspondant à une stratégie déterminée.</span></p>
<p dir="ltr"><span>Cette automatisation présente un avantage évident : elle peut réduire le temps nécessaire à la surveillance manuelle des marchés.</span></p>
<p dir="ltr"><span>Cependant, elle comporte également des limites. Un algorithme fonctionne selon les données et les paramètres disponibles. Une stratégie qui fonctionne dans une situation particulière peut être moins efficace lorsque les conditions changent brutalement.</span></p>
<p dir="ltr"><span>Il est donc essentiel de ne pas considérer l’automatisation comme une méthode permettant d’éliminer le risque.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span><img src="data:image/jpeg;base64,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" width="602" height="344"></span></a></p>
<h2 dir="ltr"><span>Analyse de marché en temps réel</span></h2>
<p dir="ltr"><span>Les marchés financiers évoluent constamment. Une information économique, une annonce d’entreprise, une décision de banque centrale ou un événement géopolitique peut modifier rapidement les prix.</span></p>
<p dir="ltr"><span>Les outils d’analyse en temps réel cherchent à présenter les données importantes au moment où elles apparaissent. Selon les informations publiques disponibles, Couponeau met notamment en avant l’accès à des données de marché et à des analyses permettant aux utilisateurs de suivre les mouvements financiers.</span></p>
<p dir="ltr"><span>Pour un trader, ces informations peuvent être utiles lorsqu’elles sont correctement interprétées.</span></p>
<p dir="ltr"><span>Il reste toutefois indispensable de vérifier la qualité et la source des données. Une information rapide n’est pas nécessairement une information suffisante pour prendre une décision d’investissement.</span></p>
<h2 dir="ltr"><span>L’importance de la gestion du risque</span></h2>
<p dir="ltr"><span>La gestion du risque constitue probablement l’un des aspects les plus importants du trading.</span></p>
<p dir="ltr"><span>Même une stratégie présentant de nombreux trades gagnants peut subir une série de pertes. C’est pourquoi les traders expérimentés déterminent généralement à l’avance le montant qu’ils sont prêts à risquer.</span></p>
<p dir="ltr"><span>Quelques principes fondamentaux peuvent être retenus.</span></p>
<h3 dir="ltr"><span>Ne jamais investir de l’argent indispensable</span></h3>
<p dir="ltr"><span>Les sommes utilisées pour le trading devraient être des capitaux dont la perte éventuelle ne mettrait pas en danger les dépenses essentielles.</span></p>
<h3 dir="ltr"><span>Éviter la concentration excessive</span></h3>
<p dir="ltr"><span>Placer une grande partie du capital sur un seul actif peut augmenter considérablement le risque. La diversification peut contribuer à réduire l’exposition à un événement spécifique, même si elle ne supprime pas les pertes potentielles.</span></p>
<h3 dir="ltr"><span>Comprendre l’effet de levier</span></h3>
<p dir="ltr"><span>L’effet de levier peut amplifier les gains, mais également les pertes. Il doit donc être utilisé avec une grande prudence.</span></p>
<h3 dir="ltr"><span>Définir des limites</span></h3>
<p dir="ltr"><span>Un plan de trading peut inclure des limites de perte, des objectifs réalistes et des règles concernant la taille des positions.</span></p>
<p dir="ltr"><span>La gestion du risque devrait toujours avoir la priorité sur la recherche de rendements rapides.</span></p>
<h2 dir="ltr"><span>Une interface pensée pour différents profils</span></h2>
<p dir="ltr"><a href="https://www.thecryptodays.com/fr/8889-couponeau-avis/"><span>Couponeau Plateforme</span></a><span> Les informations publiques relatives à Couponeau décrivent une interface destinée aussi bien aux utilisateurs débutants qu’aux traders plus expérimentés. L’objectif annoncé est de réunir des données, des outils d’analyse et des fonctionnalités permettant de suivre plus facilement l’activité de marché.</span></p>
<p dir="ltr"><span>Pour un débutant, une interface claire peut faciliter la découverte des marchés.</span></p>
<p dir="ltr"><span>Pour un utilisateur expérimenté, la valeur d’une plateforme dépendra davantage de la qualité des données, des outils disponibles, des conditions d’exécution, des coûts, de la transparence et du prestataire financier réellement utilisé.</span></p>
<p dir="ltr"><span>Une interface agréable ne doit donc jamais être confondue avec une garantie de performance.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span>👉ACCÉDEZ DÈS MAINTENANT À LA ENSEMBLE D'OUTILS COUPONEAU</span></a></p>
<h2 dir="ltr"><span>L’accès depuis plusieurs appareils</span></h2>
<p dir="ltr"><span>La disponibilité sur différents appareils est devenue une caractéristique importante des services financiers numériques. Les utilisateurs souhaitent pouvoir consulter leurs informations depuis un ordinateur, une tablette ou un smartphone.</span></p>
<p dir="ltr"><span>Les informations publiques associées à Couponeau mentionnent une compatibilité multi-appareils.</span></p>
<p dir="ltr"><span>Cette flexibilité peut être pratique, notamment pour surveiller une activité ou consulter les informations du compte. Elle doit néanmoins être accompagnée de bonnes pratiques de sécurité : mot de passe unique, appareil protégé, connexion sécurisée et vigilance face aux messages ou liens suspects.</span></p>
<h2 dir="ltr"><span>Comment commencer avec Couponeau ?</span></h2>
<p dir="ltr"><span>La procédure exacte peut varier selon le prestataire vers lequel l’utilisateur est éventuellement redirigé. Les pages publiques de Couponeau présentent généralement un formulaire demandant certaines informations de base telles que le prénom, le nom, l’adresse e-mail et le numéro de téléphone.</span></p>
<p dir="ltr"><span>Avant de terminer une inscription, il est recommandé de suivre plusieurs étapes.</span></p>
<p dir="ltr"><span>Tout d’abord, lire attentivement les conditions générales et la politique de confidentialité.</span></p>
<p dir="ltr"><span>Ensuite, identifier clairement l’entreprise qui fournit réellement les services financiers.</span></p>
<p dir="ltr"><span>Il faut également vérifier les frais éventuels, les conditions de dépôt et de retrait, les instruments proposés et les restrictions géographiques.</span></p>
<p dir="ltr"><span>Enfin, il est conseillé de vérifier le statut réglementaire du prestataire auprès des autorités compétentes avant d’envoyer de l’argent.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span><img src="data:image/jpeg;base64,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" width="602" height="401"></span></a></p>
<h2 dir="ltr"><span>Couponeau est-il adapté à tout le monde ?</span></h2>
<p dir="ltr"><span>Il n’existe pas de plateforme de trading universellement adaptée à tous les utilisateurs.</span></p>
<p dir="ltr"><span>Un débutant peut rechercher une interface simple, des ressources éducatives et une présentation claire des informations. Un trader expérimenté peut davantage s’intéresser à la vitesse d’exécution, aux instruments disponibles, aux spreads, aux fonctionnalités avancées et aux possibilités de personnalisation.</span></p>
<p dir="ltr"><span>Couponeau met en avant une approche combinant technologie, données de marché et automatisation. Cependant, les utilisateurs doivent déterminer eux-mêmes si le service réellement proposé correspond à leurs besoins et à leur niveau de tolérance au risque.</span></p>
<p dir="ltr"><span>Il est particulièrement important de distinguer les informations promotionnelles des caractéristiques contractuelles réelles.</span></p>
<h2 dir="ltr"><span>Sécurité et protection des données</span></h2>
<p dir="ltr"><a href="https://www.thecryptodays.com/fr/8889-couponeau-avis/"><span>Couponeau App</span></a><span> La sécurité numérique constitue un autre élément essentiel lorsqu’on utilise une plateforme financière.</span></p>
<p dir="ltr"><span>Les utilisateurs doivent vérifier comment leurs données personnelles sont collectées, stockées et utilisées. Ils doivent également comprendre quelles informations sont partagées avec des partenaires tiers.</span></p>
<p dir="ltr"><span>Les conditions d’utilisation publiées pour Couponeau indiquent que le site présente des services de trading proposés via des plateformes tierces.</span></p>
<p dir="ltr"><span>Cette information mérite une attention particulière. Avant de fournir des données personnelles ou financières, l’utilisateur devrait savoir précisément avec quelle société il échange et pourquoi ses informations sont demandées.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span>🔥ESSAYEZ COUPONEAU SUR VOTRE MOBILE AUJOURD'HUI — INSCRIVEZ-VOUS ICI</span></a></p>
<h2 dir="ltr"><span>Couponeau et la transparence</span></h2>
<p dir="ltr"><span>La transparence est particulièrement importante dans le secteur financier.</span></p>
<p dir="ltr"><span>Un utilisateur devrait pouvoir identifier clairement :</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>l’entreprise qui exploite le service ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>le prestataire financier utilisé ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>les frais applicables ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>les conditions de retrait ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>les risques associés ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>les restrictions géographiques ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>le statut réglementaire du prestataire ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>les modalités de traitement des données personnelles.</span></p>
</li>
</ul>
<p dir="ltr"><span>Les informations publiques associées à Couponeau comportent également des avertissements concernant les risques liés au Forex, aux CFD et aux cryptomonnaies. Elles précisent notamment que ces activités peuvent entraîner la perte d’une partie ou de la totalité du capital.</span></p>
<p dir="ltr"><span>Ces avertissements ne doivent pas être considérés comme une simple formalité. Ils constituent un rappel important de la nature spéculative de certains produits financiers.</span></p>
<h2 dir="ltr"><span>Les avantages potentiels d’une plateforme technologique</span></h2>
<p dir="ltr"><span>Une solution numérique comme Couponeau peut présenter plusieurs avantages potentiels pour les utilisateurs intéressés par le trading.</span></p>
<p dir="ltr"><span>L’accès centralisé aux informations peut réduire le temps nécessaire à la recherche de données. Les outils automatisés peuvent faciliter la surveillance des marchés. Les interfaces modernes peuvent également rendre certaines informations plus accessibles aux débutants.</span></p>
<p dir="ltr"><span>L’automatisation peut en outre réduire l’influence des émotions sur certaines décisions, puisque les règles sont définies à l’avance.</span></p>
<p dir="ltr"><span>Mais ces avantages doivent être considérés avec leurs limites. L’automatisation ne supprime pas les risques, l’intelligence artificielle ne prédit pas parfaitement les marchés et aucun système ne peut garantir des profits constants.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span><img src="data:image/jpeg;base64,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" width="602" height="399"></span></a></p>
<h2 dir="ltr"><span>Les erreurs à éviter lorsqu’on débute</span></h2>
<p dir="ltr"><span>La première erreur consiste à croire qu’une technologie peut garantir des gains.</span></p>
<p dir="ltr"><span>La deuxième est d’investir immédiatement une somme importante sans comprendre le fonctionnement du produit.</span></p>
<p dir="ltr"><span>La troisième consiste à utiliser l’effet de levier sans mesurer ses conséquences.</span></p>
<p dir="ltr"><span>Une autre erreur fréquente est de suivre aveuglément des signaux sans comprendre la stratégie sous-jacente.</span></p>
<p dir="ltr"><span>Enfin, il est déconseillé de prendre des décisions sous l’influence de la peur ou de la cupidité. Le trading nécessite une approche méthodique et disciplinée.</span></p>
<h2 dir="ltr"><span>FAQ sur Couponeau Trading Platform</span></h2>
<h3 dir="ltr"><span>Couponeau est-il une plateforme de trading ?</span></h3>
<p dir="ltr"><span>Les informations publiques ne sont pas entièrement uniformes selon les pages associées au nom Couponeau. Certaines présentent des fonctionnalités de trading automatisé, tandis qu’une autre page explique que Couponeau agit comme un site promotionnel et peut orienter les utilisateurs vers des prestataires tiers indépendants. Il est donc important d’identifier le prestataire effectivement responsable du service utilisé.</span></p>
<h3 dir="ltr"><span>Faut-il être expérimenté pour utiliser ce type de service ?</span></h3>
<p dir="ltr"><span>Pas nécessairement, mais comprendre les principes fondamentaux du trading reste indispensable. Les débutants devraient commencer par apprendre avant d’engager un capital important.</span></p>
<h3 dir="ltr"><span>L’intelligence artificielle garantit-elle des bénéfices ?</span></h3>
<p dir="ltr"><span>Non. Aucun algorithme ou système d’intelligence artificielle ne peut garantir des profits sur les marchés financiers.</span></p>
<h3 dir="ltr"><span>Peut-on perdre de l’argent ?</span></h3>
<p dir="ltr"><span>Oui. Le trading, particulièrement sur les CFD, le Forex et les cryptomonnaies, comporte des risques importants. Une perte partielle ou totale du capital est possible.</span></p>
<h3 dir="ltr"><span>Quels actifs peut-on trouver ?</span></h3>
<p dir="ltr"><span>Les informations publiques mentionnent notamment les actions, le Forex, les matières premières, les métaux précieux, les CFD et les cryptomonnaies. La disponibilité dépend toutefois du service ou du prestataire concerné.</span></p>
<h3 dir="ltr"><span>Comment vérifier un prestataire financier ?</span></h3>
<p dir="ltr"><span>Il faut rechercher son nom légal, consulter les registres de l’autorité financière compétente dans le pays concerné et lire attentivement ses conditions contractuelles.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><a href="https://www.thecryptodays.com/fr/8889-couponeau-avis/"><span>Couponeau Arnaque</span></a><span> s’inscrit dans une tendance plus large de digitalisation des marchés financiers, avec une mise en avant de l’intelligence artificielle, des données de marché et de l’automatisation. Ces technologies peuvent rendre certaines informations plus accessibles et aider les utilisateurs à organiser leur approche du trading.</span></p>
<p dir="ltr"><span>Cependant, la technologie ne remplace ni les connaissances financières ni la gestion du risque. Avant toute inscription ou tout investissement, il est essentiel de comprendre qui fournit réellement le service, quelles sont les conditions applicables, quels frais peuvent être facturés et quelles protections réglementaires existent.</span></p>
<p dir="ltr"><span>Pour les débutants, la meilleure stratégie consiste à commencer progressivement, à apprendre les bases des marchés financiers et à ne jamais investir davantage que ce que l’on peut raisonnablement perdre.</span></p>
<p dir="ltr"><span>Couponeau peut être étudié comme une solution numérique destinée à faciliter la découverte d’outils et de services liés au trading, mais chaque utilisateur doit effectuer ses propres vérifications avant de prendre une décision financière.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span>👉ACTIVEZ VOTRE COMPTE DE TRADING COUPONEAU ICI</span></a></p>
<p></p>]]> </content:encoded>
</item>

<item>
<title>Couponeau Plateforme&#45;{ATTENTION AUX FRAUDES}&#45;Comment Construire un Plan de Trading avec Couponeau?</title>
<link>https://postr.blog/couponeau-plateforme-attention-aux-fraudes-comment-construire-un-plan-de-trading-avec-couponeau</link>
<guid>https://postr.blog/couponeau-plateforme-attention-aux-fraudes-comment-construire-un-plan-de-trading-avec-couponeau</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="49398" type="image/jpeg"/>
<pubDate>Wed, 12 Aug 2026 12:38:14 +0200</pubDate>
<dc:creator>couponeau</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Le trading en ligne attire de plus en plus de particuliers qui souhaitent mieux comprendre les marchés financiers et explorer différentes possibilités d’investissement. Cependant, suivre les mouvements des marchés, analyser les graphiques et prendre des décisions au bon moment peut rapidement devenir complexe, notamment pour les débutants. C’est dans ce contexte que les plateformes intégrant des outils numériques et des technologies d’intelligence artificielle suscitent un intérêt croissant.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/fr/8889-couponeau-avis/"><span>Couponeau</span></a><span> se présente comme une solution destinée à accompagner les utilisateurs dans leur approche des marchés grâce à des outils d’analyse, des informations de marché et des fonctionnalités d’automatisation. Selon les informations disponibles sur son site, l’environnement Couponeau est conçu pour les utilisateurs qui souhaitent accéder à des informations et à des opportunités proposées par des services tiers. Les conditions d’utilisation indiquent notamment que les services présentés peuvent être proposés via des plateformes tierces.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span>👉CLIQUEZ ICI POUR OUVRIR VOTRE COMPTE COUPONEAU GRATUIT</span></a></p>
<h2 dir="ltr"><span>Qu’est-ce que Couponeau Trading Platform ?</span></h2>
<p dir="ltr"><span>Couponeau est présenté en ligne comme un environnement numérique lié au trading et aux marchés financiers. Certaines pages associées à la marque mettent en avant l’intelligence artificielle, l’analyse de données en temps réel, l’automatisation et l’accès à différentes catégories d’actifs.</span></p>
<p dir="ltr"><span>Cependant, les informations disponibles ne sont pas totalement uniformes selon les domaines associés à Couponeau. Une version du site indique notamment que Couponeau fonctionne comme un site indépendant d’information promotionnelle et de génération de prospects, et qu’il peut mettre les utilisateurs en relation avec des prestataires financiers tiers. Cette même présentation précise que Couponeau ne fournit pas directement de service de courtage, de conseil en investissement ou d’exécution des transactions.</span></p>
<p dir="ltr"><span>Cette distinction est essentielle. Un utilisateur ne devrait pas considérer automatiquement le site promotionnel comme un courtier ou comme une plateforme d’exécution financière.</span></p>
<p dir="ltr"><span>Pour consulter les informations directement liées à la marque, il est préférable de commencer par leet de vérifier attentivement les conditions applicables avant toute inscription.</span></p>
<h2 dir="ltr"><span>Comment fonctionne l’approche de Couponeau ?</span></h2>
<p dir="ltr"><span>L’idée générale présentée autour de </span><a href="https://www.thecryptodays.com/fr/8889-couponeau-avis/"><span>Couponeau Avis</span></a><span> repose sur l’utilisation d’outils numériques afin de simplifier l’observation des marchés.</span></p>
<p dir="ltr"><span>L’intelligence artificielle et les algorithmes peuvent notamment être utilisés pour traiter rapidement de grandes quantités de données. Dans le contexte du trading, ces données peuvent comprendre les mouvements de prix, la volatilité, les tendances ou différents indicateurs de marché.</span></p>
<p dir="ltr"><span>Une technologie automatisée peut ainsi contribuer à organiser l’information plus rapidement qu’une analyse manuelle traditionnelle. Toutefois, cela ne signifie pas qu’un algorithme puisse prévoir avec certitude l’évolution future d’un actif.</span></p>
<p dir="ltr"><span>Les marchés financiers restent influencés par de nombreux facteurs : actualités économiques, décisions des banques centrales, événements géopolitiques, résultats d’entreprises, liquidité et sentiment des investisseurs. Même un système sophistiqué peut donc produire des résultats différents selon les conditions du marché.</span></p>
<p dir="ltr"><span>C’est pourquoi l’automatisation doit être considérée comme un outil d’assistance et non comme une garantie de bénéfices.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span>🔥TRADEZ PLUS INTELLIGEMMENT AVEC COUPONEAU — INSCRIVEZ-VOUS ICI</span></a></p>
<h2 dir="ltr"><span>Les principales caractéristiques mises en avant</span></h2>
<p dir="ltr"><span>Les informations publiées autour de Couponeau mettent en avant plusieurs fonctionnalités.</span></p>
<h3 dir="ltr"><span>Analyse des marchés</span></h3>
<p dir="ltr"><span>L’analyse des données constitue l’un des principaux axes de la présentation de Couponeau. Les outils numériques peuvent aider les utilisateurs à examiner les mouvements du marché et à identifier certains changements de tendance.</span></p>
<p dir="ltr"><span>Pour un débutant, cette approche peut être intéressante parce qu’elle permet de centraliser différentes informations plutôt que de consulter de nombreuses sources séparément.</span></p>
<h3 dir="ltr"><span>Automatisation</span></h3>
<p dir="ltr"><span>L’automatisation est également présentée comme une fonctionnalité importante sur certaines pages de Couponeau. L’objectif d’un système automatisé est de réduire certaines interventions manuelles et d’appliquer des paramètres prédéfinis.</span></p>
<p dir="ltr"><span>Il faut toutefois éviter une erreur fréquente : penser que « automatique » signifie « sans risque ». Une stratégie automatisée peut subir des pertes, tout comme une stratégie manuelle.</span></p>
<h3 dir="ltr"><span>Compatibilité avec plusieurs marchés</span></h3>
<p dir="ltr"><a href="https://www.thecryptodays.com/fr/8889-couponeau-avis/"><span>Couponeau Avis Forum</span></a><span> Les informations disponibles associent Couponeau à différentes catégories d’instruments, notamment les cryptomonnaies, les actions, le Forex, les matières premières et les CFD.</span></p>
<p dir="ltr"><span>La disponibilité réelle de ces instruments peut cependant dépendre du prestataire tiers auquel un utilisateur est éventuellement redirigé, de sa juridiction et des conditions applicables.</span></p>
<h3 dir="ltr"><span>Accès multi-appareils</span></h3>
<p dir="ltr"><span>Certaines pages associées à Couponeau indiquent également une compatibilité avec plusieurs appareils. Cette possibilité peut être pratique pour consulter des informations de marché depuis un ordinateur, une tablette ou un smartphone.</span></p>
<p dir="ltr"><span>L’accès mobile ne doit cependant pas conduire à multiplier les transactions. La facilité d’utilisation doit rester associée à une véritable stratégie de gestion du risque.</span></p>
<h2 dir="ltr"><span>Couponeau est-il adapté aux débutants ?</span></h2>
<p dir="ltr"><span>Une plateforme présentée avec une interface simplifiée peut sembler particulièrement intéressante pour les nouveaux traders. Mais une interface facile à utiliser ne remplace pas les connaissances financières.</span></p>
<p dir="ltr"><span>Avant d'utiliser un environnement de trading, un débutant devrait comprendre plusieurs concepts fondamentaux : différence entre investissement et trading, volatilité, spread, effet de levier, ordre au marché, ordre limite, stop-loss, diversification et gestion du capital.</span></p>
<p dir="ltr"><span>Les CFD et le Forex, en particulier, peuvent présenter un niveau de risque élevé. Le site Couponeau lui-même affiche un avertissement indiquant que le trading sur le Forex, les CFD et les cryptomonnaies est hautement spéculatif et peut entraîner la perte d’une partie ou de la totalité du capital.</span></p>
<p dir="ltr"><span>Par conséquent, un débutant devrait commencer par l’apprentissage et ne jamais utiliser de l’argent dont il a besoin pour ses dépenses essentielles.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span>👉ACCÉDEZ DÈS MAINTENANT À LA ENSEMBLE D'OUTILS COUPONEAU</span></a></p>
<h2 dir="ltr"><span>Comment commencer avec Couponeau ?</span></h2>
<p dir="ltr"><span>Le processus d'inscription présenté sur certaines pages de Couponeau commence par la saisie d'informations personnelles telles que le prénom, le nom, l'adresse e-mail et le numéro de téléphone.</span></p>
<p dir="ltr"><span>Avant de remplir un formulaire, il est toutefois recommandé de vérifier :</span></p>
<ol>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>l'adresse exacte du site ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>l'identité du prestataire qui recevra les informations ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>les conditions générales ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>la politique de confidentialité ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>les frais éventuels ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>le statut réglementaire du prestataire financier concerné ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>les conditions de dépôt et de retrait ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>les instruments réellement disponibles.</span></p>
</li>
</ol>
<p dir="ltr"><span>Les conditions d'utilisation de Couponeau précisent que le site peut présenter des services de trading proposés par des plateformes tierces.</span></p>
<p dir="ltr"><span>Cette information doit être prise en compte avant toute décision financière.</span></p>
<h2 dir="ltr"><span>L'importance de vérifier les prestataires tiers</span></h2>
<p dir="ltr"><span>Lorsqu'un site fonctionne comme intermédiaire d'information ou de génération de prospects, l'utilisateur peut être redirigé vers une autre entreprise.</span></p>
<p dir="ltr"><span>C'est alors cette entreprise tierce qui peut être responsable de l'ouverture du compte, des dépôts, de l'exécution des transactions, des retraits et des services financiers.</span></p>
<p dir="ltr"><span>Il est donc essentiel de ne pas se limiter au nom « Couponeau ». Il faut identifier le prestataire final avant de déposer de l'argent.</span></p>
<p dir="ltr"><span>Les utilisateurs européens doivent également vérifier si les services proposés sont légalement disponibles dans leur pays et si le prestataire possède les autorisations nécessaires pour les produits financiers concernés.</span></p>
<h2 dir="ltr"><span>Gestion du risque : l'élément le plus important</span></h2>
<p dir="ltr"><span>Aucune technologie ne peut supprimer le risque inhérent aux marchés financiers.</span></p>
<p dir="ltr"><span>Une bonne gestion du risque commence par la détermination d'un montant maximum que l'on accepte de perdre. Il est généralement préférable d'éviter de concentrer une part excessive de son capital sur une seule transaction ou un seul actif.</span></p>
<p dir="ltr"><span>Les traders expérimentés utilisent différentes méthodes pour contrôler leur exposition. Parmi celles-ci figurent la diversification, la limitation de la taille des positions et l'utilisation prudente des ordres stop lorsque cela correspond à leur stratégie.</span></p>
<p dir="ltr"><span>L'effet de levier mérite une attention particulière. Il peut augmenter l'exposition à un marché avec une quantité de capital relativement faible, mais il peut également amplifier rapidement les pertes.</span></p>
<h2 dir="ltr"><span>L'intelligence artificielle garantit-elle des profits ?</span></h2>
<p dir="ltr"><span>Non.</span></p>
<p dir="ltr"><span>Il s'agit probablement de l'un des points les plus importants à comprendre avant d'utiliser une plateforme de trading assistée par IA.</span></p>
<p dir="ltr"><span>Une intelligence artificielle peut analyser des données rapidement, détecter des modèles statistiques et appliquer certaines règles. Elle ne peut cependant pas connaître avec certitude le prochain mouvement d'un marché.</span></p>
<p dir="ltr"><span>Les affirmations concernant des taux de réussite élevés ou des rendements réguliers doivent donc être examinées avec prudence. Les informations publiées sur les sites associés à Couponeau peuvent contenir des descriptions promotionnelles de technologies ou de performances, mais elles ne doivent pas être interprétées comme une garantie de résultats individuels.</span></p>
<p dir="ltr"><span>Le site associé à Couponeau précise d'ailleurs qu'aucune représentation n'est faite concernant l'exactitude, les niveaux de performance ou les résultats obtenus par les utilisateurs.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span>🔥ESSAYEZ COUPONEAU SUR VOTRE MOBILE AUJOURD'HUI — INSCRIVEZ-VOUS ICI</span></a></p>
<h2 dir="ltr"><span>Sécurité et protection des données</span></h2>
<p dir="ltr"><a href="https://www.thecryptodays.com/fr/8889-couponeau-avis/"><span>Couponeau Plateforme</span></a><span> Avant de transmettre des données personnelles à une plateforme financière ou à un site de génération de prospects, il est conseillé de lire attentivement la politique de confidentialité.</span></p>
<p dir="ltr"><span>Les informations personnelles peuvent avoir une valeur importante. Il faut donc comprendre qui les collecte, pourquoi elles sont collectées et avec quels partenaires elles peuvent être partagées.</span></p>
<p dir="ltr"><span>Il est également recommandé d'utiliser des mots de passe uniques, de protéger son adresse e-mail et de rester vigilant face aux demandes inhabituelles d'informations personnelles ou financières.</span></p>
<p dir="ltr"><span>Une plateforme sérieuse ne devrait pas nécessiter que l'utilisateur abandonne les précautions élémentaires de cybersécurité.</span></p>
<h2 dir="ltr"><span>Quels actifs peut-on rencontrer ?</span></h2>
<p dir="ltr"><span>Les informations publiées autour de Couponeau mentionnent plusieurs catégories d'actifs, notamment :</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Cryptomonnaies ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Actions ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Forex ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Matières premières ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Métaux précieux ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>CFD.</span></p>
</li>
</ul>
<p dir="ltr"><span>La disponibilité effective dépend toutefois du prestataire tiers et de la juridiction.</span></p>
<p dir="ltr"><span>Chaque catégorie possède ses propres caractéristiques. Les actions peuvent être influencées par les résultats et perspectives des entreprises. Le Forex dépend notamment des taux d'intérêt et des événements macroéconomiques. Les matières premières peuvent réagir fortement à l'offre et à la demande. Les cryptomonnaies sont souvent particulièrement volatiles.</span></p>
<p dir="ltr"><span>Il est donc préférable de comprendre l'actif avant de chercher à le trader.</span></p>
<h2 dir="ltr"><span>Couponeau et le trading automatisé</span></h2>
<p dir="ltr"><span>Le trading automatisé peut présenter certains avantages pratiques. Un système informatique peut surveiller les données sans interruption et appliquer rapidement des règles prédéterminées.</span></p>
<p dir="ltr"><span>Il peut également réduire certaines décisions émotionnelles. La peur, l'euphorie et l'impatience sont en effet des facteurs susceptibles d'influencer les décisions d'un trader humain.</span></p>
<p dir="ltr"><span>Mais l'automatisation possède aussi des limites. Une stratégie programmée selon des conditions historiques peut ne pas fonctionner de la même manière lorsque le marché change brutalement.</span></p>
<p dir="ltr"><span>Pour cette raison, il reste important de contrôler régulièrement les paramètres, de comprendre la stratégie utilisée et de surveiller son niveau d'exposition.</span></p>
<h2 dir="ltr"><span>Couponeau : avantages potentiels et points de vigilance</span></h2>
<h3 dir="ltr"><span>Avantages potentiels</span></h3>
<p dir="ltr"><span>Couponeau met l'accent sur l'utilisation de technologies numériques et sur la simplification de l'accès aux informations de marché.</span></p>
<p dir="ltr"><span>L'approche peut être intéressante pour les personnes qui souhaitent centraliser leurs recherches et explorer des outils d'analyse automatisée.</span></p>
<p dir="ltr"><span>La compatibilité avec différents appareils peut également offrir davantage de flexibilité.</span></p>
<h3 dir="ltr"><span>Points de vigilance</span></h3>
<p dir="ltr"><span>Le principal point d'attention concerne la distinction entre Couponeau et les éventuels prestataires financiers tiers.</span></p>
<p dir="ltr"><span>Les utilisateurs doivent également garder à l'esprit que le trading comporte un risque réel de perte.</span></p>
<p dir="ltr"><span>Enfin, aucune technologie d'intelligence artificielle ne devrait être considérée comme une garantie de rentabilité.</span></p>
<h2 dir="ltr"><span>Conseils pour utiliser une plateforme de trading de manière responsable</span></h2>
<p dir="ltr"><span>Avant de commencer, définissez un objectif clair. Cherchez-vous à apprendre, à investir sur le long terme ou à pratiquer le trading à court terme ? Ces approches sont très différentes.</span></p>
<p dir="ltr"><span>Ensuite, établissez un budget de risque. Ne déposez jamais une somme que vous ne pouvez pas vous permettre de perdre.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/fr/8889-couponeau-avis/"><span>Couponeau App</span></a><span> Prenez également le temps de comprendre les frais. Un faible coût par transaction ne signifie pas nécessairement que le coût total est faible. Les spreads, commissions, frais de financement ou autres frais peuvent influencer les résultats.</span></p>
<p dir="ltr"><span>Enfin, vérifiez toujours l'identité et la réglementation du prestataire qui gère réellement votre compte.</span></p>
<h2 dir="ltr"><span>FAQ sur Couponeau Trading Platform</span></h2>
<h3 dir="ltr"><span>Couponeau est-il un courtier ?</span></h3>
<p dir="ltr"><span>Les informations disponibles sur une version du site indiquent que Couponeau fonctionne comme un site indépendant d'information promotionnelle et de génération de prospects et qu'il peut mettre les utilisateurs en relation avec des prestataires tiers.</span></p>
<h3 dir="ltr"><span>Faut-il avoir de l'expérience ?</span></h3>
<p dir="ltr"><span>Il n'est pas nécessaire d'être un expert pour commencer à étudier le trading, mais il est fortement recommandé de se former avant de risquer de l'argent réel.</span></p>
<h3 dir="ltr"><span>Peut-on gagner de l'argent avec le trading ?</span></h3>
<p dir="ltr"><span>Il est possible de réaliser des gains, mais il est également possible de subir des pertes importantes. Aucun résultat financier ne devrait être considéré comme garanti.</span></p>
<h3 dir="ltr"><span>L'intelligence artificielle élimine-t-elle le risque ?</span></h3>
<p dir="ltr"><span>Non. L'IA peut contribuer à l'analyse et à l'automatisation, mais elle ne supprime ni la volatilité ni le risque de perte.</span></p>
<h3 dir="ltr"><span>Que faut-il vérifier avant de déposer de l'argent ?</span></h3>
<p dir="ltr"><span>Il faut notamment vérifier l'identité du prestataire, son statut réglementaire, les frais, les méthodes de dépôt et de retrait, les conditions contractuelles et les risques liés aux instruments proposés.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><a href="https://www.thecryptodays.com/fr/8889-couponeau-avis/"><span>Couponeau Arnaque</span></a><span> s'inscrit dans une tendance où les technologies numériques, l'analyse automatisée et l'intelligence artificielle sont utilisées pour simplifier l'accès aux informations de marché. Les informations disponibles présentent plusieurs fonctionnalités liées à l'analyse, à l'automatisation et à l'accès à différents marchés.</span></p>
<p dir="ltr"><span>Cependant, les utilisateurs doivent distinguer soigneusement le site Couponeau des éventuels prestataires tiers vers lesquels ils peuvent être orientés. Les conditions d'utilisation et les informations de positionnement disponibles indiquent que des services financiers peuvent être proposés par des plateformes indépendantes.</span></p>
<p dir="ltr"><span>Pour cette raison, la meilleure approche consiste à considérer Couponeau comme un point de départ pour ses recherches plutôt que comme une promesse de profits. Avant toute décision, prenez le temps de comprendre les produits financiers, de vérifier le prestataire final, d'étudier les frais et de définir une stratégie de gestion du risque.</span></p>
<p dir="ltr"><span>Le trading peut offrir des opportunités, mais il reste une activité financière spéculative. Une approche prudente, informée et disciplinée demeure donc essentielle.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span>👉ACTIVEZ VOTRE COMPTE DE TRADING COUPONEAU ICI</span></a></p>
<p></p>]]> </content:encoded>
</item>

<item>
<title>Couponeau Avis&#45;{REJOIGNEZ&#45;NOUS}&#45;Les Indicateurs de Marché à Comprendre Avant de Trader sur Couponeau!</title>
<link>https://postr.blog/couponeau-avis-rejoignez-nous-les-indicateurs-de-marche-a-comprendre-avant-de-trader-sur-couponeau</link>
<guid>https://postr.blog/couponeau-avis-rejoignez-nous-les-indicateurs-de-marche-a-comprendre-avant-de-trader-sur-couponeau</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="49398" type="image/jpeg"/>
<pubDate>Wed, 12 Aug 2026 12:38:01 +0200</pubDate>
<dc:creator>couponeau</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Le trading en ligne attire aujourd’hui de plus en plus de personnes qui souhaitent mieux comprendre les marchés financiers et explorer différentes possibilités d’investissement. Avec l’évolution des plateformes numériques, il est devenu possible d’accéder à de nombreux marchés depuis un ordinateur ou un appareil mobile. Cependant, cette accessibilité ne signifie pas que le trading est simple ou sans risque. Pour commencer dans de bonnes conditions, il est essentiel de comprendre le fonctionnement des marchés, de choisir des outils adaptés et surtout de développer une méthode disciplinée.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/fr/8889-couponeau-avis/"><span>Couponeau C'est Quoi</span></a><span> s’inscrit dans cet environnement numérique en proposant un espace destiné aux personnes souhaitant explorer le trading en ligne. La plateforme peut constituer un point de départ pour découvrir différents aspects de l’activité de trading et organiser son approche des marchés.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span>🔥RÉSERVEZ VOTRE PLACE DE TRADING SUR COUPONEAU DÈS MAINTENANT</span></a></p>
<h2 dir="ltr"><span>Comprendre le fonctionnement du trading en ligne</span></h2>
<p dir="ltr"><span>Le trading consiste généralement à acheter ou vendre un actif financier dans l’objectif de profiter des variations de son prix. Selon l’instrument choisi, un trader peut s’intéresser aux actions, aux devises, aux matières premières, aux indices ou encore à certains actifs numériques.</span></p>
<p dir="ltr"><span>Contrairement à une approche d’investissement à très long terme, le trading peut impliquer des opérations réalisées sur des périodes beaucoup plus courtes. Certaines stratégies reposent sur des positions conservées plusieurs jours ou semaines, tandis que d’autres cherchent à exploiter des mouvements de marché sur des périodes plus réduites.</span></p>
<p dir="ltr"><span>Cette diversité signifie qu’il n’existe pas une seule manière de trader. Chaque personne doit déterminer son horizon temporel, son niveau d’expérience, sa tolérance au risque et ses objectifs avant de choisir une stratégie.</span></p>
<p dir="ltr"><span>Une plateforme de trading joue alors le rôle d’interface entre l’utilisateur et son environnement de marché. Elle peut permettre de consulter les informations disponibles, d’étudier les mouvements de prix et, selon les services proposés, de gérer des opérations.</span></p>
<h2 dir="ltr"><span>Pourquoi utiliser une plateforme de trading numérique ?</span></h2>
<p dir="ltr"><a href="https://www.thecryptodays.com/fr/8889-couponeau-avis/"><span>Couponeau Avis Client</span></a><span> L’un des principaux avantages d’une plateforme en ligne est l’accessibilité. Les marchés financiers peuvent être étudiés depuis différents appareils, ce qui permet aux utilisateurs de suivre leur activité avec davantage de flexibilité.</span></p>
<p dir="ltr"><span>Une interface numérique peut également regrouper plusieurs informations importantes au même endroit. Les graphiques, données de marché, informations relatives aux actifs et outils de suivi peuvent faciliter l’organisation du travail du trader.</span></p>
<p dir="ltr"><span>Toutefois, la technologie ne remplace pas les connaissances. Une plateforme peut fournir des outils, mais elle ne garantit pas automatiquement la réussite d’une opération.</span></p>
<p dir="ltr"><span>C’est une distinction fondamentale pour les débutants. Le résultat d’une transaction dépend de nombreux facteurs, notamment de l’évolution imprévisible du marché, du niveau de risque accepté et de la stratégie employée.</span></p>
<h2 dir="ltr"><span>Couponeau Trading Platform : commencer progressivement</span></h2>
<p dir="ltr"><span>Pour une personne qui découvre le trading, la première étape devrait être consacrée à la compréhension de l’environnement de marché plutôt qu’à la recherche de gains rapides.</span></p>
<p dir="ltr"><span>Avant d’effectuer une opération, il est recommandé de comprendre les principaux termes utilisés dans le trading : ordre d’achat, ordre de vente, prix d’entrée, prix de sortie, volatilité, liquidité, tendance, support, résistance et gestion du risque.</span></p>
<p dir="ltr"><span>Une fois ces notions assimilées, l’utilisateur peut commencer à examiner la manière dont une plateforme comme Couponeau organise les informations et les fonctionnalités disponibles.</span></p>
<p dir="ltr"><span>La priorité devrait être donnée à la familiarisation avec l’interface. Il est préférable de comprendre chaque fonction avant de l’utiliser avec des fonds réels.</span></p>
<p dir="ltr"><span>Il convient également de vérifier attentivement les informations contractuelles, les conditions applicables, les éventuels frais et les modalités de fonctionnement proposées par le service avant toute décision financière.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span>👉CLIQUEZ ICI POUR COMMENCER AVEC COUPONEAU</span></a></p>
<h2 dir="ltr"><span>Créer une approche structurée du trading</span></h2>
<p dir="ltr"><a href="https://www.thecryptodays.com/fr/8889-couponeau-avis/"><span>Couponeau Application</span></a><span> L’une des erreurs fréquentes des débutants consiste à ouvrir une position sans avoir défini de plan. Une approche structurée permet au contraire de déterminer à l’avance pourquoi une opération est envisagée et dans quelles circonstances elle doit être clôturée.</span></p>
<p dir="ltr"><span>Un plan de trading peut notamment définir :</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>les marchés que le trader souhaite suivre ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>les conditions nécessaires avant d’ouvrir une position ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>le montant maximal exposé sur une opération ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>le niveau auquel une perte doit être limitée ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>l’objectif potentiel de la position ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>les situations dans lesquelles il vaut mieux rester en dehors du marché.</span></p>
</li>
</ul>
<p dir="ltr"><span>Cette organisation permet de réduire les décisions impulsives.</span></p>
<p dir="ltr"><span>Un trader ne doit pas nécessairement être actif en permanence. Dans de nombreuses situations, attendre constitue une décision aussi importante qu’acheter ou vendre.</span></p>
<h2 dir="ltr"><span>L’importance de l’analyse de marché</span></h2>
<p dir="ltr"><span>L’analyse constitue une composante centrale du trading. Deux grandes approches sont particulièrement connues : l’analyse technique et l’analyse fondamentale.</span></p>
<h3 dir="ltr"><span>Analyse technique</span></h3>
<p dir="ltr"><span>L’analyse technique consiste à étudier les mouvements de prix et différents indicateurs afin d’identifier des tendances ou des configurations susceptibles d’intéresser le trader.</span></p>
<p dir="ltr"><span>Les graphiques peuvent notamment être utilisés pour observer les niveaux de support et de résistance, les tendances, la volatilité ou certains mouvements répétitifs.</span></p>
<p dir="ltr"><span>Parmi les outils couramment étudiés figurent les moyennes mobiles, le RSI, le MACD et différents indicateurs de volume.</span></p>
<p dir="ltr"><span>Cependant, aucun indicateur ne permet de prévoir avec certitude le futur. Un signal technique doit donc être considéré comme un élément d’analyse et non comme une garantie de résultat.</span></p>
<h3 dir="ltr"><span>Analyse fondamentale</span></h3>
<p dir="ltr"><span>L’analyse fondamentale cherche plutôt à comprendre les facteurs économiques et financiers susceptibles d’influencer la valeur d’un actif.</span></p>
<p dir="ltr"><span>Selon le marché concerné, cela peut inclure les résultats d’entreprises, les taux d’intérêt, l’inflation, les décisions des banques centrales, les données économiques, les événements géopolitiques ou l’évolution de l’offre et de la demande.</span></p>
<p dir="ltr"><span>Combiner plusieurs sources d’information peut permettre d’obtenir une vision plus complète du marché.</span></p>
<h2 dir="ltr"><span>La gestion du risque doit rester prioritaire</span></h2>
<p dir="ltr"><span>Le trading comporte un risque de perte. Cette réalité doit être prise en compte avant toute utilisation d’une plateforme de trading.</span></p>
<p dir="ltr"><span>La gestion du risque consiste à limiter l’impact potentiel d’une mauvaise décision sur l’ensemble du capital disponible.</span></p>
<p dir="ltr"><span>Une règle simple consiste à éviter de concentrer une part excessive du capital sur une seule opération. La diversification et la taille des positions peuvent jouer un rôle important dans cette démarche.</span></p>
<p dir="ltr"><span>Les ordres stop-loss peuvent également être utilisés, lorsque l’instrument et la plateforme les proposent, afin de définir un niveau auquel une position doit être clôturée pour limiter une perte.</span></p>
<p dir="ltr"><span>Il faut néanmoins comprendre qu’un ordre stop ne supprime pas le risque. Dans certaines conditions de marché, notamment lorsque les prix évoluent très rapidement, l’exécution peut différer du niveau souhaité.</span></p>
<h2 dir="ltr"><span>La psychologie du trader</span></h2>
<p dir="ltr"><span>La dimension psychologique est souvent sous-estimée par les débutants.</span></p>
<p dir="ltr"><span>La peur, l’impatience, l’euphorie et la volonté de récupérer rapidement une perte peuvent influencer les décisions. Un trader qui modifie constamment son plan en fonction de ses émotions risque de prendre des positions qui ne correspondent plus à sa stratégie initiale.</span></p>
<p dir="ltr"><span>La discipline consiste notamment à accepter qu’une opération puisse être perdante.</span></p>
<p dir="ltr"><span>Une perte individuelle ne signifie pas nécessairement qu’une stratégie entière est mauvaise. Ce qui compte est l’évaluation d’un ensemble de transactions et la capacité à respecter les règles établies.</span></p>
<p dir="ltr"><span>Il est également déconseillé de considérer le trading comme une méthode permettant de gagner rapidement de l’argent. Les marchés sont incertains et aucune stratégie ne peut garantir des profits.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span>🔥REJOIGNEZ COUPONEAU ET COMMENCEZ À TRADER AUJOURD'HUI</span></a></p>
<h2 dir="ltr"><span>Le rôle du capital dans le trading</span></h2>
<p dir="ltr"><a href="https://www.thecryptodays.com/fr/8889-couponeau-avis/"><span>Couponeau Commerce</span></a><span> Le montant consacré au trading doit être compatible avec la situation financière personnelle de l’utilisateur.</span></p>
<p dir="ltr"><span>Il est généralement préférable de considérer uniquement un capital dont la perte éventuelle ne compromettrait pas les dépenses essentielles ou les obligations financières.</span></p>
<p dir="ltr"><span>Les traders débutants peuvent être tentés d’augmenter rapidement la taille de leurs positions après quelques opérations réussies. Cette approche peut devenir dangereuse, car les conditions favorables peuvent changer rapidement.</span></p>
<p dir="ltr"><span>Une progression plus prudente consiste à développer d’abord ses connaissances, tester sa méthode et analyser ses résultats avant d’envisager une augmentation de l’exposition.</span></p>
<h2 dir="ltr"><span>Éviter les décisions basées sur les promesses de rendement</span></h2>
<p dir="ltr"><span>Les marchés financiers ne garantissent aucun rendement.</span></p>
<p dir="ltr"><span>Il faut donc rester prudent face aux messages présentant le trading comme une activité facile, automatique ou capable de produire des profits réguliers sans effort.</span></p>
<p dir="ltr"><span>Avant d’utiliser Couponeau ou toute autre plateforme, les utilisateurs doivent effectuer leurs propres vérifications et examiner attentivement les informations disponibles concernant le service.</span></p>
<p dir="ltr"><span>Il est particulièrement important de vérifier les conditions d’utilisation, les frais éventuels, les modalités de dépôt et de retrait, les informations relatives à l’entreprise qui exploite le service ainsi que toute information réglementaire pertinente.</span></p>
<p dir="ltr"><span>Une décision financière devrait toujours être prise après vérification des informations, et non uniquement sur la base d’un message publicitaire.</span></p>
<h2 dir="ltr"><span>Comment construire une routine de trading ?</span></h2>
<p dir="ltr"><span>Une routine peut aider à rendre l’activité plus organisée.</span></p>
<p dir="ltr"><span>Avant l’ouverture des marchés, un trader peut consulter les principaux événements économiques susceptibles d’influencer les actifs qu’il suit. Il peut ensuite examiner les tendances générales et identifier les niveaux de prix qui méritent une attention particulière.</span></p>
<p dir="ltr"><span>Pendant la séance, il peut surveiller uniquement les marchés correspondant à son plan plutôt que de multiplier les opérations.</span></p>
<p dir="ltr"><span>Après les transactions, la tenue d’un journal de trading peut être particulièrement utile. Celui-ci peut contenir la date, l’actif, le prix d’entrée, le prix de sortie, la raison de l’opération et le résultat obtenu.</span></p>
<p dir="ltr"><span>Avec le temps, ce journal permet d’identifier certaines erreurs récurrentes et d’améliorer progressivement la méthode.</span></p>
<h2 dir="ltr"><span>Trading à court terme ou approche plus longue ?</span></h2>
<p dir="ltr"><span>Le choix de l’horizon de trading dépend largement du profil de l’utilisateur.</span></p>
<p dir="ltr"><span>Le trading à court terme peut offrir davantage d’opportunités, mais il peut également nécessiter une surveillance plus fréquente et une capacité à gérer rapidement la volatilité.</span></p>
<p dir="ltr"><span>Une approche plus longue peut réduire le nombre de décisions quotidiennes, mais elle reste exposée aux fluctuations du marché et aux événements économiques.</span></p>
<p dir="ltr"><span>Il n’existe donc pas de durée idéale applicable à tout le monde.</span></p>
<p dir="ltr"><span>Le meilleur choix dépend du temps disponible, des objectifs, de l’expérience et du niveau de risque que l’utilisateur est capable d’accepter.</span></p>
<h2 dir="ltr"><span>Pourquoi la formation est essentielle</span></h2>
<p dir="ltr"><span>Avant d’utiliser une plateforme de trading avec de l’argent réel, l’apprentissage devrait constituer une priorité.</span></p>
<p dir="ltr"><span>Les débutants peuvent commencer par comprendre le fonctionnement des marchés, puis étudier progressivement l’analyse technique, l’analyse fondamentale et la gestion du risque.</span></p>
<p dir="ltr"><span>Il est également utile de pratiquer sans engager immédiatement des sommes importantes, lorsque des fonctionnalités de démonstration ou d’apprentissage sont disponibles.</span></p>
<p dir="ltr"><span>L’objectif est de développer une méthode cohérente plutôt que de rechercher une stratégie « parfaite ».</span></p>
<p dir="ltr"><span>Le trading est une activité qui demande du temps, de la pratique et une capacité à apprendre de ses erreurs.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span>👉COMMENCEZ AVEC COUPONEAU — INSCRIVEZ-VOUS MAINTENANT</span></a></p>
<h2 dir="ltr"><span>Couponeau et une approche responsable du trading</span></h2>
<p dir="ltr"><a href="https://www.thecryptodays.com/fr/8889-couponeau-avis/"><span>Couponeau Site Officiel</span></a><span> peut être considéré dans le cadre plus large de l’évolution des plateformes de trading numériques. Pour un utilisateur intéressé par ce type de service, l’essentiel est de comprendre les outils proposés et de déterminer s’ils correspondent réellement à ses besoins.</span></p>
<p dir="ltr"><span>Une bonne expérience de trading ne repose pas uniquement sur une interface ou sur le nombre de fonctionnalités disponibles. Elle dépend également de la préparation de l’utilisateur, de sa stratégie et de sa capacité à contrôler le risque.</span></p>
<p dir="ltr"><span>Avant toute utilisation, les informations officielles disponibles sur le site de Couponeau doivent être consultées directement :</span><a href="https://couponeau.space/?utm_source=chatgpt.com"><span> </span></a><span>Il est conseillé de vérifier les informations les plus récentes concernant le fonctionnement du service, les conditions applicables et les éventuelles restrictions géographiques ou réglementaires.</span></p>
<h2 dir="ltr"><span>Les erreurs courantes des débutants</span></h2>
<p dir="ltr"><span>Plusieurs erreurs reviennent régulièrement chez les nouveaux traders.</span></p>
<p dir="ltr"><span>La première est de commencer sans plan. La deuxième consiste à engager trop de capital sur une seule opération. La troisième est de chercher à récupérer immédiatement une perte en augmentant le niveau de risque.</span></p>
<p dir="ltr"><span>Une autre erreur consiste à suivre aveuglément les recommandations trouvées sur les réseaux sociaux. Une opinion publiée en ligne ne constitue pas nécessairement une analyse fiable.</span></p>
<p dir="ltr"><span>Enfin, certains débutants changent constamment de stratégie après quelques résultats négatifs. Or, une stratégie doit être évaluée sur un nombre suffisamment important de transactions pour déterminer ses forces et ses faiblesses.</span></p>
<h2 dir="ltr"><span>FAQ sur Couponeau Trading Platform</span></h2>
<h3 dir="ltr"><span>Couponeau Trading Platform est-elle adaptée aux débutants ?</span></h3>
<p dir="ltr"><span>Une personne débutante devrait avant tout prendre le temps de comprendre le fonctionnement de la plateforme et les risques associés au trading. Il est recommandé de consulter les informations officielles du service et de commencer progressivement.</span></p>
<h3 dir="ltr"><span>Peut-on gagner de l’argent avec le trading ?</span></h3>
<p dir="ltr"><span>Il est possible de réaliser des gains sur certains marchés, mais il est également possible de perdre de l’argent. Aucun résultat n’est garanti.</span></p>
<h3 dir="ltr"><span>Quel montant faut-il commencer à investir ?</span></h3>
<p dir="ltr"><span>Il n’existe pas de montant universel. Le capital doit dépendre de la situation financière personnelle et du niveau de risque acceptable. Il ne faut jamais utiliser de l’argent nécessaire aux dépenses essentielles.</span></p>
<h3 dir="ltr"><span>Faut-il utiliser des indicateurs techniques ?</span></h3>
<p dir="ltr"><span>Les indicateurs peuvent compléter une analyse, mais ils ne prédisent pas les marchés avec certitude. Leur utilisation doit s’intégrer dans une stratégie globale.</span></p>
<h3 dir="ltr"><span>Le trading convient-il à tout le monde ?</span></h3>
<p dir="ltr"><span>Non. Le trading implique des risques et demande du temps, de la discipline et une bonne compréhension des marchés. Chaque personne doit déterminer si cette activité correspond à sa situation.</span></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><a href="https://www.thecryptodays.com/fr/8889-couponeau-avis/"><span>Couponeau En Français</span></a><span> s’inscrit dans un univers où les technologies numériques rendent les marchés financiers plus accessibles. Pour les utilisateurs intéressés par le trading en ligne, une plateforme peut fournir un environnement permettant d’étudier les marchés et de gérer son activité, mais elle ne remplace ni la formation ni une gestion prudente du risque.</span></p>
<p dir="ltr"><span>La meilleure manière d’aborder le trading consiste à progresser étape par étape. Comprendre les marchés, élaborer un plan, maîtriser la taille des positions, analyser ses résultats et contrôler ses émotions sont des éléments essentiels.</span></p>
<p dir="ltr"><span>Avant toute décision, il est important de vérifier les informations officielles de Couponeau, de comprendre les conditions du service et de ne jamais considérer les performances potentielles comme garanties.</span></p>
<p dir="ltr"><span>Le trading doit être abordé comme une activité financière présentant un risque réel. Une démarche informée, disciplinée et prudente peut aider les utilisateurs à prendre des décisions plus réfléchies dans un environnement de marché qui reste, par nature, incertain.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span>🔥OUVREZ VOTRE COMPTE DE TRADING GRATUIT SANS PERDRE DE TEMPS</span></a></p>
<p></p>]]> </content:encoded>
</item>

<item>
<title>Couponeau™ | Site officiel 【MIS À JOUR EN 2026】&#45;omprendre les Marchés Financiers Pas à Pas!</title>
<link>https://postr.blog/couponeau-site-officiel-mis-a-jour-en-2026-omprendre-les-marches-financiers-pas-a-pas</link>
<guid>https://postr.blog/couponeau-site-officiel-mis-a-jour-en-2026-omprendre-les-marches-financiers-pas-a-pas</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="49398" type="image/jpeg"/>
<pubDate>Wed, 12 Aug 2026 12:37:25 +0200</pubDate>
<dc:creator>couponeau</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>Le trading en ligne attire aujourd’hui de plus en plus de personnes qui souhaitent comprendre les marchés financiers et développer leurs connaissances en matière d’investissement. Avec la multiplication des plateformes numériques, l’accès aux informations, aux instruments financiers et aux outils d’analyse est devenu beaucoup plus simple. Cependant, cette accessibilité ne signifie pas que le trading est sans risque. Une bonne préparation, une compréhension des marchés et une gestion rigoureuse du risque restent essentielles.</span></p>
<p dir="ltr"><span>Dans ce contexte, </span><a href="https://www.thecryptodays.com/fr/8889-couponeau-avis/"><span>Couponeau</span></a><span> peut être présenté comme un environnement destiné aux utilisateurs qui souhaitent explorer le trading en ligne et mieux comprendre le fonctionnement des marchés financiers. Les personnes intéressées peuvent consulter le site officiel de Couponeau pour obtenir davantage d’informations sur la plateforme et ses fonctionnalités :</span><a href="https://couponeau.space/?utm_source=chatgpt.com"><span> </span></a></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span>👉CLIQUEZ ICI POUR OUVRIR VOTRE COMPTE COUPONEAU GRATUIT</span></a></p>
<h2 dir="ltr"><span>Qu’est-ce que le trading en ligne ?</span></h2>
<p dir="ltr"><span>Le trading consiste à acheter et vendre des actifs financiers dans le but de profiter des variations de leurs prix. Selon le marché concerné, les traders peuvent s’intéresser aux devises, aux actions, aux indices, aux matières premières ou encore à certains actifs numériques.</span></p>
<p dir="ltr"><span>Contrairement à l’investissement traditionnel à long terme, le trading peut parfois impliquer des opérations réalisées sur des périodes relativement courtes. Certains traders conservent une position pendant plusieurs jours ou semaines, tandis que d’autres recherchent des opportunités sur des périodes beaucoup plus courtes.</span></p>
<p dir="ltr"><span>Il est toutefois important de comprendre que la possibilité de réaliser un gain s’accompagne toujours d'un risque de perte. Les marchés peuvent évoluer rapidement en fonction de nombreux facteurs : annonces économiques, décisions des banques centrales, événements géopolitiques, résultats d’entreprises, sentiment des investisseurs ou changements inattendus de l’offre et de la demande.</span></p>
<p dir="ltr"><span>Pour cette raison, le trading doit être considéré comme une activité nécessitant de la préparation plutôt qu'une méthode permettant de gagner de l’argent facilement.</span></p>
<h2 dir="ltr"><span>Couponeau : une approche numérique du trading</span></h2>
<p dir="ltr"><a href="https://www.thecryptodays.com/fr/8889-couponeau-avis/"><span>Couponeau Avis</span></a><span> Les plateformes de trading modernes cherchent généralement à réunir plusieurs éléments nécessaires à l’analyse et au suivi des marchés dans un même environnement. L’objectif est de permettre aux utilisateurs de consulter les informations disponibles, d’observer les mouvements des marchés et de gérer leurs opérations selon les fonctionnalités proposées.</span></p>
<p dir="ltr"><span>Couponeau s’inscrit dans cette tendance des plateformes de trading accessibles en ligne. Les utilisateurs intéressés doivent néanmoins consulter directement les informations officielles disponibles sur la plateforme afin de vérifier les services actuellement proposés, les conditions d’utilisation, les instruments disponibles et les éventuels frais.</span></p>
<p dir="ltr"><span>Il est particulièrement important de ne pas se baser uniquement sur des articles promotionnels ou des informations provenant de sources secondaires. Avant d’utiliser une plateforme financière, chaque utilisateur devrait examiner attentivement les informations officielles et déterminer si les services proposés correspondent à ses besoins et à son niveau d’expérience.</span></p>
<h2 dir="ltr"><span>Pourquoi commencer par apprendre ?</span></h2>
<p dir="ltr"><span>L’une des erreurs les plus fréquentes chez les nouveaux traders consiste à vouloir commencer immédiatement à effectuer des opérations sans comprendre les mécanismes fondamentaux du marché.</span></p>
<p dir="ltr"><span>Le trading demande plusieurs compétences. Il faut notamment comprendre la différence entre une tendance haussière et une tendance baissière, savoir interpréter les informations économiques importantes, comprendre les mécanismes de prix et apprendre à gérer correctement son capital.</span></p>
<p dir="ltr"><span>L’apprentissage permet également de mieux contrôler les émotions. La peur de perdre et l’envie de réaliser rapidement un bénéfice peuvent influencer les décisions. Un trader qui agit uniquement sous l’effet de ses émotions risque de prendre des positions disproportionnées ou de modifier constamment sa stratégie.</span></p>
<p dir="ltr"><span>Une approche éducative permet donc de construire progressivement une méthode plus structurée.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span>🔥TRADEZ PLUS INTELLIGEMMENT AVEC COUPONEAU — INSCRIVEZ-VOUS ICI</span></a></p>
<h2 dir="ltr"><span>Les principaux marchés financiers</span></h2>
<p dir="ltr"><span>Avant de trader, il est utile de connaître les différentes catégories d’actifs.</span></p>
<h3 dir="ltr"><span>Le marché des actions</span></h3>
<p dir="ltr"><span>Les actions représentent une participation dans une entreprise. Leur valeur peut évoluer en fonction des résultats financiers de la société, de ses perspectives de croissance, de la situation économique générale et du sentiment des investisseurs.</span></p>
<p dir="ltr"><span>Le marché des actions est particulièrement populaire, mais les cours peuvent connaître des variations importantes. Une entreprise considérée comme solide peut malgré tout subir une baisse importante à la suite d’un événement inattendu.</span></p>
<h3 dir="ltr"><span>Le marché des devises</span></h3>
<p dir="ltr"><span>Le Forex, ou marché des changes, permet de négocier des paires de devises. Par exemple, une paire compare la valeur d’une devise à celle d’une autre.</span></p>
<p dir="ltr"><span>Les mouvements du marché des devises peuvent être influencés par les taux d’intérêt, l’inflation, les politiques monétaires, les données économiques et les événements internationaux.</span></p>
<h3 dir="ltr"><span>Les indices</span></h3>
<p dir="ltr"><span>Les indices représentent généralement un ensemble d’actions ou de sociétés. Ils permettent aux traders d’observer l’évolution globale d’un segment particulier du marché.</span></p>
<p dir="ltr"><span>Les indices peuvent être influencés par les performances des principales entreprises qui les composent ainsi que par les conditions économiques générales.</span></p>
<h3 dir="ltr"><span>Les matières premières</span></h3>
<p dir="ltr"><span>L’or, le pétrole et d’autres matières premières constituent également des marchés importants. Leurs prix peuvent dépendre de facteurs tels que l’offre, la demande, la production, les tensions internationales et les conditions économiques.</span></p>
<h3 dir="ltr"><span>Les actifs numériques</span></h3>
<p dir="ltr"><span>Les actifs numériques sont connus pour leur forte volatilité. Leurs prix peuvent connaître des variations importantes en peu de temps.</span></p>
<p dir="ltr"><span>Cette volatilité peut créer des opportunités, mais elle augmente également considérablement le niveau de risque. Les débutants doivent donc faire preuve d'une prudence particulière.</span></p>
<h2 dir="ltr"><span>Analyse technique : comprendre les graphiques</span></h2>
<p dir="ltr"><a href="https://www.thecryptodays.com/fr/8889-couponeau-avis/"><span>Couponeau Avis Forum</span></a><span> L’analyse technique consiste à étudier les mouvements historiques des prix afin d’identifier des tendances et des configurations pouvant aider à prendre des décisions.</span></p>
<p dir="ltr"><span>Les graphiques sont au cœur de cette méthode. Un trader peut notamment observer les niveaux de support et de résistance, les tendances, les volumes et différents indicateurs techniques.</span></p>
<p dir="ltr"><span>Un support correspond généralement à une zone où le prix a historiquement rencontré une demande suffisante pour ralentir ou interrompre une baisse. Une résistance représente à l’inverse une zone où la pression vendeuse peut limiter une progression.</span></p>
<p dir="ltr"><span>Les indicateurs techniques peuvent compléter cette analyse, mais aucun indicateur ne permet de prévoir avec certitude l’évolution future d’un marché.</span></p>
<h2 dir="ltr"><span>Analyse fondamentale</span></h2>
<p dir="ltr"><span>L’analyse fondamentale adopte une perspective différente. Elle cherche à comprendre les facteurs économiques et financiers qui peuvent influencer la valeur d’un actif.</span></p>
<p dir="ltr"><span>Pour une entreprise, cela peut inclure le chiffre d’affaires, les bénéfices, la dette, les perspectives de croissance et les résultats futurs.</span></p>
<p dir="ltr"><span>Pour les devises, les traders peuvent suivre les décisions des banques centrales, l’inflation, les taux d’intérêt et les indicateurs économiques.</span></p>
<p dir="ltr"><span>Une combinaison raisonnable de plusieurs sources d’information peut permettre d’obtenir une vision plus complète du marché.</span></p>
<h2 dir="ltr"><span>L’importance de la gestion du risque</span></h2>
<p dir="ltr"><span>La gestion du risque constitue probablement l’un des éléments les plus importants du trading.</span></p>
<p dir="ltr"><span>Même une stratégie qui fonctionne régulièrement peut connaître des périodes de pertes. Un trader doit donc déterminer à l’avance combien il est prêt à risquer sur une opération et éviter d’exposer une part excessive de son capital.</span></p>
<p dir="ltr"><span>Les ordres stop-loss peuvent, lorsqu’ils sont disponibles et correctement utilisés, contribuer à limiter certaines pertes. La diversification et la taille des positions peuvent également jouer un rôle important.</span></p>
<p dir="ltr"><span>Il faut surtout éviter de trader avec de l’argent nécessaire aux dépenses quotidiennes, au logement, aux dettes ou aux besoins essentiels.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span>👉ACCÉDEZ DÈS MAINTENANT À LA ENSEMBLE D'OUTILS COUPONEAU</span></a></p>
<h2 dir="ltr"><span>Le rôle des émotions</span></h2>
<p dir="ltr"><span>La psychologie est souvent sous-estimée par les débutants.</span></p>
<p dir="ltr"><span>Après plusieurs opérations gagnantes, un trader peut devenir excessivement confiant et augmenter son exposition. À l’inverse, après plusieurs pertes, il peut chercher à récupérer immédiatement son argent en prenant des risques plus importants.</span></p>
<p dir="ltr"><span>Ce phénomène peut conduire à un cercle dangereux.</span></p>
<p dir="ltr"><span>Une méthode disciplinée consiste à définir des règles avant d’ouvrir une position et à respecter ces règles même lorsque le marché évolue différemment des prévisions.</span></p>
<p dir="ltr"><span>La patience est également essentielle. Il n’est pas nécessaire d’être constamment actif pour être un trader sérieux. Parfois, la meilleure décision consiste simplement à attendre une configuration plus claire.</span></p>
<h2 dir="ltr"><span>Construire une stratégie de trading</span></h2>
<p dir="ltr"><span>Une stratégie de trading doit être suffisamment claire pour pouvoir être appliquée de manière cohérente.</span></p>
<p dir="ltr"><span>Un débutant peut commencer par définir :</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>le marché qu’il souhaite étudier ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>l’horizon temporel utilisé ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>les conditions d’entrée ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>les conditions de sortie ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>le niveau de risque acceptable ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>la taille maximale d’une position ;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>les situations dans lesquelles il ne faut pas trader.</span></p>
</li>
</ul>
<p dir="ltr"><span>L’objectif n’est pas de créer une stratégie parfaite. Aucune stratégie ne garantit des résultats positifs. Il s’agit plutôt de construire un cadre permettant de réduire les décisions impulsives.</span></p>
<h2 dir="ltr"><span>Le compte de démonstration</span></h2>
<p dir="ltr"><a href="https://www.thecryptodays.com/fr/8889-couponeau-avis/"><span>Couponeau Plateforme</span></a><span> Lorsqu’une plateforme propose un environnement de démonstration, celui-ci peut être particulièrement intéressant pour les débutants.</span></p>
<p dir="ltr"><span>Un compte démo permet généralement de se familiariser avec l’interface et de tester une méthode sans exposer immédiatement du capital réel. Cela peut aider l’utilisateur à comprendre comment placer et clôturer des ordres, suivre les prix et observer les résultats.</span></p>
<p dir="ltr"><span>Cependant, le trading en démonstration ne reproduit pas toujours parfaitement les émotions liées à l’argent réel. Une personne peut donc avoir une expérience très différente lorsqu’elle commence à utiliser des fonds réels.</span></p>
<h2 dir="ltr"><span>Comment commencer avec Couponeau ?</span></h2>
<p dir="ltr"><span>Les personnes souhaitant découvrir Couponeau devraient commencer par consulter le site officiel et examiner attentivement les informations disponibles :</span><a href="https://couponeau.space/?utm_source=chatgpt.com"><span> </span></a></p>
<p dir="ltr"><span>Avant de créer un compte ou d'effectuer un dépôt, il est recommandé de vérifier les conditions d’utilisation, les informations concernant les coûts, les méthodes de dépôt et de retrait, les actifs disponibles et les éventuelles restrictions géographiques.</span></p>
<p dir="ltr"><span>Une fois ces informations comprises, l’utilisateur peut déterminer si la plateforme correspond réellement à ses besoins.</span></p>
<p dir="ltr"><span>Il est également conseillé de protéger soigneusement les informations de connexion et d’utiliser des mesures de sécurité appropriées lorsque celles-ci sont disponibles.</span></p>
<h2 dir="ltr"><span>Les erreurs fréquentes des débutants</span></h2>
<p dir="ltr"><span>Plusieurs erreurs reviennent régulièrement chez les nouveaux traders.</span></p>
<p dir="ltr"><span>La première consiste à rechercher des profits rapides. Le trading n’est pas une formule magique et les résultats ne sont jamais garantis.</span></p>
<p dir="ltr"><span>La deuxième erreur est de risquer une somme trop importante sur une seule opération. Même lorsqu’une opportunité semble évidente, le marché peut évoluer dans la direction opposée.</span></p>
<p dir="ltr"><span>La troisième consiste à suivre aveuglément les recommandations publiées sur Internet. Une opinion présentée comme une certitude peut être incorrecte.</span></p>
<p dir="ltr"><span>La quatrième erreur est de multiplier les opérations sans véritable stratégie. Plus d’opérations ne signifie pas nécessairement plus de bénéfices.</span></p>
<p dir="ltr"><span>Enfin, certains débutants ignorent les coûts associés au trading. Les frais, spreads ou autres charges éventuelles peuvent avoir une influence sur les résultats et doivent être étudiés avant toute utilisation.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span>🔥ESSAYEZ COUPONEAU SUR VOTRE MOBILE AUJOURD'HUI — INSCRIVEZ-VOUS ICI</span></a></p>
<h2 dir="ltr"><span>Comment suivre ses performances ?</span></h2>
<p dir="ltr"><span>Tenir un journal de trading peut être extrêmement utile.</span></p>
<p dir="ltr"><span>Pour chaque opération, un trader peut noter la date, l’actif concerné, le prix d’entrée, le prix de sortie, le résultat, la raison de la prise de position et son état d’esprit.</span></p>
<p dir="ltr"><span>Après plusieurs semaines ou mois, ce journal peut permettre d’identifier des erreurs répétitives.</span></p>
<p dir="ltr"><span>Par exemple, un trader peut découvrir qu’il obtient de meilleurs résultats lorsqu’il respecte certains critères précis, mais qu’il perd davantage lorsqu’il intervient sous l’effet de l’impatience.</span></p>
<p dir="ltr"><span>Cette analyse personnelle peut contribuer à améliorer progressivement la discipline.</span></p>
<h2 dir="ltr"><span>Couponeau et l’importance de la vérification</span></h2>
<p dir="ltr"><span>Lorsqu’il s’agit d’une plateforme financière, il est toujours préférable d’effectuer ses propres vérifications.</span></p>
<p dir="ltr"><span>Les informations présentées sur le site officiel de </span><a href="https://www.thecryptodays.com/fr/8889-couponeau-avis/"><span>Couponeau App</span></a><span> doivent être consultées directement afin de comprendre précisément les services et conditions applicables. Il est également pertinent de vérifier les informations réglementaires pertinentes dans le pays de résidence de l’utilisateur.</span></p>
<p dir="ltr"><span>Les caractéristiques d’une plateforme peuvent évoluer avec le temps. Les frais, instruments, conditions ou fonctionnalités disponibles aujourd’hui peuvent être différents à l’avenir.</span></p>
<p dir="ltr"><span>Il est donc préférable de consulter les informations les plus récentes avant toute décision.</span></p>
<h2 dir="ltr"><span>Une approche responsable du trading</span></h2>
<p dir="ltr"><span>Le trading responsable commence par une compréhension réaliste des risques.</span></p>
<p dir="ltr"><span>Un trader ne devrait jamais considérer une opération comme garantie. Même les analyses les plus approfondies peuvent être contredites par un événement inattendu.</span></p>
<p dir="ltr"><span>L’objectif initial d’un débutant devrait donc être l’apprentissage plutôt que la recherche immédiate de profits.</span></p>
<p dir="ltr"><span>Comprendre les marchés, pratiquer l’analyse, tester une stratégie, contrôler son exposition et conserver une discipline régulière sont des étapes beaucoup plus importantes que le nombre d’opérations effectuées.</span></p>
<h2 dir="ltr"><span>Questions fréquentes sur Couponeau Trading Platform</span></h2>
<h3 dir="ltr"><span>Couponeau est-il adapté aux débutants ?</span></h3>
<p dir="ltr"><span>Une personne débutante peut explorer une plateforme de trading pour se familiariser avec les marchés, mais elle doit d’abord acquérir des connaissances de base et comprendre les risques associés au trading.</span></p>
<h3 dir="ltr"><span>Peut-on gagner de l’argent avec le trading ?</span></h3>
<p dir="ltr"><span>Il est possible de réaliser des gains sur certains marchés, mais il est également possible de perdre de l’argent. Aucun résultat financier ne doit être considéré comme garanti.</span></p>
<h3 dir="ltr"><span>Quel montant faut-il investir ?</span></h3>
<p dir="ltr"><span>Il n’existe pas de montant universel adapté à tout le monde. Le capital utilisé devrait être limité à une somme que l’utilisateur peut se permettre de perdre sans compromettre ses besoins financiers essentiels.</span></p>
<h3 dir="ltr"><span>Quelle est la meilleure stratégie de trading ?</span></h3>
<p dir="ltr"><span>Il n’existe pas de stratégie universelle. Une méthode adaptée dépend notamment du marché, de l’horizon temporel, du niveau d’expérience et de la tolérance au risque.</span></p>
<h3 dir="ltr"><span>Faut-il utiliser l’analyse technique ou fondamentale ?</span></h3>
<p dir="ltr"><span>Les deux approches peuvent fournir des informations différentes. Certains traders privilégient l’une, tandis que d’autres combinent plusieurs méthodes.</span></p>
<h3 dir="ltr"><span>Où obtenir les informations officielles sur Couponeau ?</span></h3>
<p dir="ltr"><span>Les utilisateurs devraient consulter directement le site officiel de Couponeau pour connaître les fonctionnalités, conditions et informations actuellement proposées :</span><a href="https://couponeau.space/?utm_source=chatgpt.com"><span> </span></a></p>
<h2 dir="ltr"><span>Conclusion</span></h2>
<p dir="ltr"><a href="https://www.thecryptodays.com/fr/8889-couponeau-avis/"><span>Couponeau Arnaque</span></a><span> s’inscrit dans l’univers des solutions numériques permettant aux utilisateurs de s’intéresser au trading en ligne. Pour toute personne souhaitant découvrir cette activité, la priorité devrait cependant rester l’éducation financière, la compréhension des marchés et la gestion du risque.</span></p>
<p dir="ltr"><span>Le trading demande de la patience, de la discipline et une capacité à accepter les pertes. Il ne devrait jamais être présenté comme une source de revenus garantis ou comme un moyen simple de devenir rapidement riche.</span></p>
<p dir="ltr"><span>Avant d’utiliser Couponeau ou toute autre plateforme, les utilisateurs doivent consulter les informations officielles, comprendre les conditions applicables, vérifier les aspects réglementaires pertinents et ne jamais engager des fonds qu’ils ne peuvent pas se permettre de perdre.</span></p>
<p dir="ltr"><span>En adoptant une approche progressive et responsable, un débutant peut mieux comprendre les mécanismes du trading et prendre des décisions plus réfléchies. La connaissance ne supprime pas le risque de marché, mais elle peut contribuer à éviter certaines erreurs et à construire une approche plus disciplinée du trading en ligne.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/couponeau/"><span>👉ACTIVEZ VOTRE COMPTE DE TRADING COUPONEAU ICI</span></a></p>
<p></p>]]> </content:encoded>
</item>

</channel>
</rss>