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	<title>Réussir au quotidien</title>
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	<description>Conduire et gérer son activité professionnelle</description>
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		<title>Combien vaut un cabinet dentaire ?</title>
		<link>http://www.reussir-au-quotidien.fr/valorisation-cabinet-dentaire-cession-reprise/</link>
		<comments>http://www.reussir-au-quotidien.fr/valorisation-cabinet-dentaire-cession-reprise/#comments</comments>
		<pubDate>Tue, 21 May 2013 10:16:22 +0000</pubDate>
		<dc:creator>Christophe Della Guardia</dc:creator>
				<category><![CDATA[Créateurs]]></category>
		<category><![CDATA[cabinet dentaire]]></category>
		<category><![CDATA[cession]]></category>
		<category><![CDATA[clientèle]]></category>
		<category><![CDATA[corporel]]></category>
		<category><![CDATA[dentiste]]></category>
		<category><![CDATA[droit au bail]]></category>
		<category><![CDATA[droit de présentation de clientèle]]></category>
		<category><![CDATA[handicapés]]></category>
		<category><![CDATA[incorporel]]></category>
		<category><![CDATA[matériel]]></category>
		<category><![CDATA[normes]]></category>
		<category><![CDATA[rachat]]></category>
		<category><![CDATA[reprise]]></category>
		<category><![CDATA[slider]]></category>
		<category><![CDATA[valorisation]]></category>

		<guid isPermaLink="false">http://www.reussir-au-quotidien.fr/?p=2057</guid>
		<description><![CDATA[Thèse en poche, la question de l’installation se pose : remplacement, collaboration, salariat, rachat ou création, nombreuses sont les possibilités et les opportunités pour un jeune praticien. A condition de bien savoir ...]]></description>
			<content:encoded><![CDATA[<p><strong><em>Thèse en poche, la question de l’installation se pose : remplacement, collaboration, salariat, rachat ou création, nombreuses sont les possibilités et les opportunités pour un jeune praticien. A condition de bien savoir évaluer chaque proposition et de déterminer avec précision la valeur réelle d’un cabinet dentaire.<br />
</em></strong></p>
<p>Premier remplacement, puis collaboration et enfin rachat d’un cabinet, voici le cheminement classique d’une grande majorité des praticiens installés aujourd’hui et ce schéma est bien parti pour perdurer.</p>
<p>En effet, dans une période ou <strong>la</strong> <strong>démographie professionnelle est très favorable</strong> pour ceux qui arrivent avec les nombreux <strong>départs à la retraite des papy-boomers</strong>, où <strong>l’exercice en groupe est plébiscité</strong> que ce soit pour des raisons d’organisation pratique, de mise en commun de compétences au service des patients ainsi que de partage des frais de fonctionnement en hausse ces dernières années, <strong>tous ces éléments mis ensemble</strong> <strong>ne plaident vraiment pas pour les créations de cabinets en partant de zéro</strong>.</p>
<p>Sans parler des <strong>nouvelles normes obligatoires d’accès pour accueillir des personnes handicapées dans les structures neuves</strong>. Cependant, si le rachat de cabinet a la cote aujourd’hui, c’est particulièrement parce que <strong>les prix d’achat de cabinet dentaire</strong> sont en baisse, ce qui est très intéressant pour les nouveaux entrants. A condition d’évaluer les cabinets en vente à leur juste valeur.</p>
<p>Petit tour d’horizon du propriétaire pour éviter de se faire plumer.</p>
<p>L’évaluation sera fondée sur 2 types d’éléments : les éléments « corporels » et les éléments « incorporels ».</p>
<p><span style="color: #000080;"><strong>Évaluation des éléments corporels</strong></span></p>
<p><strong>Le matériel professionnel</strong> : il est en principe évalué de gré à gré, en tenant compte de sa date d’acquisition, de la valeur marchande ou de la valeur de remplacement du matériel. Il est également possible de se rapprocher des fournisseurs pour connaître le prix d’occasion. Dans tous les cas, il est souhaitable d’en parler à un expert-comptable. La liste du matériel ainsi cédé, avec sa valorisation, doit être annexée à l’acte de cession.</p>
<p><span style="color: #000080;"><strong>Évaluation des éléments incorporels</strong></span></p>
<p><strong>Le droit au bail </strong>: la clientèle est très attachée à un lieu géographique. Il est donc essentiel de pouvoir s’installer dans le même local lorsque que l’on reprend la clientèle d’un confrère.</p>
<p>Si le praticien vendeur est propriétaire des locaux,  il pourra les vendre à son successeur ou lui consentir un bail professionnel. Dans ce cas, le repreneur doit être attentif à tous les éléments du bail et prendre conseil auprès d’un professionnel :</p>
<ul>
<li>le bail doit être cessible,</li>
<li>le bail est d’une durée de 6 ans, il convient de vérifier l’échéance,</li>
<li>le nouveau praticien doit vérifier s’il a la possibilité de s’associer.</li>
</ul>
<p>Si le cédant est locataire, il faut s’assurer que son bail est cessible et à défaut obtenir l’accord formel et écrit du propriétaire du local. Si le bail vient à expiration au moment de la cession ou peu de temps après, il faut se mettre immédiatement en relation avec le propriétaire pour connaître ses intentions quant aux conditions de renouvellement du bail.</p>
<p>La clientèle constitue l’élément incorporel principal du cabinet. Il n&#8217;existe aucune règle d&#8217;évaluation  impérative en la matière. Avec les changements liés à la démographie, les évaluations qui avaient pu jusqu’alors s’appliquer ne sont plus valables. Pendant longtemps, le <strong>montant de la cession du droit de présentation de clientèle</strong> était estimé à  50% du chiffre d’affaires moyen des 3 dernières années. <strong>Désormais l’évaluation est plus de l’ordre de 20 à 30% du chiffre d’affaires, voire inférieur</strong>. Il faudra également tenir compte de nombreux éléments tels que:</p>
<ul>
<li>les possibilités d’accroissement du cabinet,</li>
<li>la situation rurale ou urbaine,</li>
<li>la démographie locale,</li>
<li>la personnalité du praticien cédant,</li>
<li>le nombre de jours travaillés par an par le praticien, le nombre de patients vus par an, le nombre de fiches patients actives dans l’informatique du cabinet,</li>
<li>la répartition des actes (soins, prothèses, implantologie, chirurgie, actes NR),</li>
<li>l’engagement de ne pas se réinstaller pour le cédant.</li>
</ul>
<p>Ces différents éléments pourront moduler une première évaluation. Dans tous les cas, gardez à l’esprit que la tendance est à la baisse, surtout ne vous précipitez pas pour signer. Demandez conseil auparavant pour <strong>évaluer le cabinet dentaire en fonction de son potentiel propre et du « marché local »</strong> en n’oubliant jamais que cette décision, qui vous engage pour une grande partie de votre avenir professionnel demande une vraie phase de réflexion plutôt qu’un coup de cœur.</p>
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		</item>
		<item>
		<title>Structurer son activité : Comprendre les enjeux présents et à venir</title>
		<link>http://www.reussir-au-quotidien.fr/structurer-son-activite-comprendre-les-enjeux-presents-et-a-venir/</link>
		<comments>http://www.reussir-au-quotidien.fr/structurer-son-activite-comprendre-les-enjeux-presents-et-a-venir/#comments</comments>
		<pubDate>Thu, 16 May 2013 08:11:35 +0000</pubDate>
		<dc:creator>Magalie Giroire</dc:creator>
				<category><![CDATA[Franchises]]></category>
		<category><![CDATA[collaborateurs]]></category>
		<category><![CDATA[commerce]]></category>
		<category><![CDATA[dépenses]]></category>
		<category><![CDATA[detail]]></category>
		<category><![CDATA[exploitation]]></category>
		<category><![CDATA[foncier]]></category>
		<category><![CDATA[fonds de commerce]]></category>
		<category><![CDATA[franchise]]></category>
		<category><![CDATA[holding financière]]></category>
		<category><![CDATA[indicateurs]]></category>
		<category><![CDATA[jeans]]></category>
		<category><![CDATA[Levis]]></category>
		<category><![CDATA[magasins]]></category>
		<category><![CDATA[multimarques]]></category>
		<category><![CDATA[patrimoine]]></category>
		<category><![CDATA[performance]]></category>
		<category><![CDATA[prêt à porter]]></category>
		<category><![CDATA[retail parc]]></category>
		<category><![CDATA[retour sur investissement]]></category>
		<category><![CDATA[salaires]]></category>
		<category><![CDATA[SCI]]></category>
		<category><![CDATA[slider]]></category>
		<category><![CDATA[textile]]></category>
		<category><![CDATA[vétement]]></category>

		<guid isPermaLink="false">http://www.reussir-au-quotidien.fr/?p=2040</guid>
		<description><![CDATA[Céline Avril, vous êtes à la tête d’un groupe de magasins de franchise dans le domaine du prêt à porter, et plus particulièrement d’une marque prestigieuse, LEVI’s.  Comment en êtes-vous ...]]></description>
			<content:encoded><![CDATA[<p><span style="color: #000080;"><strong>Céline Avril, vous êtes à la tête d’un groupe de magasins de franchise dans le domaine du prêt à porter, et plus particulièrement d’une marque prestigieuse, LEVI’s.  Comment en êtes-vous arrivé là ?</strong></span></p>
<p>Je pourrais dire que ma sœur Gaëlle, avec qui je suis associée, et moi-même sommes tombées dans le domaine du commerce textile quand nous étions petites. Nos arrières grands-parents étaient tailleurs depuis 1946, nos grands-parents ont passé le « cap » du prêt à porter dans les années 60 en gérant des premiers magasins multimarques, puis nos parents sont devenus franchisés de la marque LEVI’s dès 1994. Ainsi, Gaëlle et moi-même nous sommes inscrites dans une certaine continuité familiale.<strong><br />
</strong></p>
<p><span style="color: #000080;"><strong>Au-delà de cette hérédité, disposiez-vous des compétences particulières pour piloter cette activité ?</strong></span><strong><br />
</strong></p>
<p>Oui, toutes les deux avons suivi des études dans les domaines de la gestion et du développement commercial. Gaëlle a intégré très tôt l’activité familiale, alors que pour ma part, j’ai fait mes premières armes dans une agence de publicité en tant que chargée de clientèle.  <strong></strong></p>
<p><strong><span style="color: #000080;">Quelle est l’approche qui caractérise votre manière de conduire vos affaires ?</span><br />
</strong></p>
<p>Tout d’abord, le fait de valoriser notre patrimoine sur trois axes :</p>
<ul>
<li><strong>l’exploitation commerciale des magasins</strong> bien sûr, nous avons deux magasins en centre-ville et un magasin de déstockage en périphérie,</li>
<li><strong>la valorisation des fonds de commerce</strong> de chacun de nos points de vente</li>
<li><strong>la valorisation des murs</strong> dont nous sommes propriétaires.</li>
</ul>
<p>Sachant que nous avons constitué une <strong>SCI</strong> (société civile immobilière) pour chacun des magasins et créé une <strong>holding financière</strong> pour administrer l’ensemble de notre patrimoine.</p>
<p>Puis, d’avoir privilégié des emplacements en centre-ville et en « retail parc » (centre commercial à ciel ouvert de plein pied à l’extérieur de la ville, dans un souci d’obtenir un meilleur retour sur investissement foncier de notre patrimoine.</p>
<p><span style="color: #000080;"><strong>En termes de gestion de votre activité, quels ont été les facteurs clés de succès de votre développement ?</strong></span></p>
<p>Je les déclinerais en 4 points<strong> : </strong></p>
<p><span style="text-decoration: underline;">Le suivi commercial</span></p>
<p>Nous portons un effort tout particulier sur <strong>le suivi de nos indicateurs de performance commerciale</strong> (panier moyen, indice de vente, taux de transformation, etc.). Ce pilotage au quotidien nous permet d’être très réactives et de mettre en place instantanément des actions correctives.</p>
<p><span style="text-decoration: underline;">Le pilotage de la trésorerie</span></p>
<p><strong>Nous restons vigilantes sur nos dépenses d’exploitation et particulièrement sur la politique des salaires</strong>. Chacun de nos collaborateurs dispose d’une rémunération en partie indexée sur la performance commerciale, sous forme de commission sur le chiffre d’affaires ou d’intéressement mensuel. Il faut garder à l’esprit que dans nos types d’activité, nous nous devons d’assurer la refonte de nos lieux de vente environ tous les 5 ans, cela représente des investissements de plusieurs centaines de milliers d’euros.</p>
<p><span style="text-decoration: underline;"> La gestion des équipes</span></p>
<p>Les métiers du commerce requièrent une mobilisation quotidienne des équipes pour être sûr d’offrir le meilleur service à chaque personne qui entre dans nos magasins. Ainsi, nous veillons à <strong>soutenir et accompagner nos collaborateurs dans l’exercice de leur métier</strong>. Cela se traduit par la mise à disposition d’outils de travail, d’inscription aux séminaires organisés par la marque que nous représentons,  de stages de formation visant à actualiser et renforcer leur expertise métier. A une époque où il est de plus en plus difficile de recruter des personnels de qualité, développer et fidéliser ses propres collaborateurs représente un enjeu majeur.</p>
<p><span style="text-decoration: underline;">La relation avec la marque</span></p>
<p>Dès le départ, nous avons perçu l’importance de <strong>travailler en confiance avec une marque forte</strong>. A de nombreuses reprises, la relation de confiance développée au fil des années s’est traduite par une aide concrète sur tous les aspects de l’activité : co-financement, conseil sur les choix de nouvelles implantations et sur l’exploitation, facilités de trésorerie, etc.</p>
<p align="left"><span style="color: #000080;"><strong>En quoi le soutien du cabinet In Extenso a été déterminant pour vous ?</strong></span></p>
<p align="left">Au-delà d’un soutien opérationnel au quotidien, le choix de changer de cabinet d’expertise comptable au bénéfice d’In Extenso a été déterminant dans la <strong>structuration de notre activité</strong>.</p>
<p align="left">In Extenso a su à la fois mobiliser des expertises internes mais aussi externes pour nous accompagner dans la structuration juridique et financière de notre groupe. Ils ont joué un vrai <strong>rôle de fédérateur de talents</strong> dont nous mesurons les avantages chaque jour.</p>
<div class="alert bleu"><br />
<span style="text-decoration: underline;"><strong>L’avis de l’expert</strong></span></p>
<p align="left">Un projet d&#8217;entreprise a vocation à évoluer dans le temps.  Au-delà d&#8217;une expertise technique pluridisciplinaire (juridique, financière, fiscale, etc. ), ce type de montage requière une <strong>bonne compréhension des enjeux présents et à venir</strong> exprimés explicitement et/ou implicitement par les dirigeants, mais aussi une certaine <strong>vision prospective de l’environnement</strong> dans lequel l&#8217;activité se situe. Tout en préservant les <strong>intérêts patrimoniaux</strong> des dirigeants, Il est important de <strong>ne pas perdre de vue les objectifs de développement</strong> de l&#8217;activité.<br />
</div>
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		</item>
		<item>
		<title>Tourisme golfique en France : trésor caché ou trésor gâché ? – Partie 2</title>
		<link>http://www.reussir-au-quotidien.fr/tourisme-golf-sport-france-residence-appartement-2/</link>
		<comments>http://www.reussir-au-quotidien.fr/tourisme-golf-sport-france-residence-appartement-2/#comments</comments>
		<pubDate>Tue, 14 May 2013 09:19:17 +0000</pubDate>
		<dc:creator>Guy Boulo</dc:creator>
				<category><![CDATA[Hôtels, Restaurants]]></category>
		<category><![CDATA[appartement]]></category>
		<category><![CDATA[collectivités territoriales]]></category>
		<category><![CDATA[Fédération française de golf]]></category>
		<category><![CDATA[france]]></category>
		<category><![CDATA[golf]]></category>
		<category><![CDATA[golfeur]]></category>
		<category><![CDATA[green fees]]></category>
		<category><![CDATA[hébergement]]></category>
		<category><![CDATA[hotel]]></category>
		<category><![CDATA[hotellerie]]></category>
		<category><![CDATA[Michael L. Holmes]]></category>
		<category><![CDATA[Michelle Fawcett]]></category>
		<category><![CDATA[MLH Consult]]></category>
		<category><![CDATA[parcours]]></category>
		<category><![CDATA[pitch & putt]]></category>
		<category><![CDATA[Ryder Cup]]></category>
		<category><![CDATA[slider]]></category>
		<category><![CDATA[sport]]></category>
		<category><![CDATA[tourisme]]></category>
		<category><![CDATA[world cup]]></category>

		<guid isPermaLink="false">http://www.reussir-au-quotidien.fr/?p=2026</guid>
		<description><![CDATA[Des hébergements pour tous les âges? Bien qu’il soit souvent dit que la pratique du golf tend à se rajeunir, l’âge moyen du golfeur (en France, tout au moins) est ...]]></description>
			<content:encoded><![CDATA[<p><span style="color: #000080;"><strong>Des hébergements pour tous les âges?</strong></span></p>
<p>Bien qu’il soit souvent dit que la pratique du golf tend à se rajeunir, <strong>l’âge moyen du golfeur</strong> (en France, tout au moins) est en fait passé <strong>de 45 ans en 2000 à 48 ans en 2010</strong>. De plus, l’âge moyen du touriste golfique est considérablement plus élevé. Pour les couples de golfeurs, peut-être en retraite ou n’ayant plus d’enfants à charge, et souhaitant voyager avec des amis,<strong> l’hébergement golfique et touristique en France</strong> (souvent des résidences hôtelières construites en défiscalisation) n’est <strong>pas toujours le plus adapté</strong>.</p>
<p>Ces appartements touristiques sont <strong>souvent conçus pour la clientèle familiale, estivale et non-golfeuse</strong> (canapé convertible dans le séjour, lits superposés dans la 2e chambre, une seule salle de bains), et non pour la clientèle de golfeurs plus âgés et à plus hauts revenus.</p>
<p>Et pour les golfeurs de cet âge qui seraient prêts à investir dans ce type de produit d’hébergement, en profitant d’une possible optimisation fiscale, ces hébergements ne sont pas idéaux non plus. Souvent aménagés de manière très neutre et sans atmosphère chaleureuse, ils ne constituent pas nécessairement le choix le plus enthousiasmant pour une escapade en basse saison ou un point de chute pour la retraite.</p>
<p>Une occasion manquée, donc, de capter cette clientèle.</p>
<p><span style="color: #000080;"><strong>Positionner la France sur le marché du tourisme golfique</strong></span></p>
<p>Il y a néanmoins de la place sur le marché français pour un ou deux complexes golfiques dédiés, sous réserve de mener les études de marché détaillées nécessaires, de<strong> développer des synergies suffisantes avec les infrastructures existantes</strong> (tout particulièrement les aéroports internationaux), et <strong>d’impliquer des architectes et designers</strong> capables de définir des concepts d’hébergement adaptés au marché golfique, en termes d’aménagements et de décoration : <strong>offrir un niveau de qualité et de confort cohérent avec les tarifs de « green fees »</strong> et les attentes du consommateur serait un bon point de départ. Toutefois, qualité ne veut pas nécessairement dire luxe !</p>
<p>De plus, dans la perspective de la <strong>Ryder Cup</strong>, et sous les auspices de la <strong>Fédération française de golf</strong>, les organismes de promotion du golf en France se mobilisent pour <strong>convaincre les collectivités locales de l’intérêt de développer sur leur territoire des « pitch &amp; putt » plus petits et moins coûteux</strong>, ainsi que des parcours compacts de haute qualité. <strong>L’objectif est de développer une centaine de parcours « locaux » dans les 10 ans à venir</strong>, afin de dynamiser la notoriété du golf sur le territoire national, et de créer une véritable synergie entre les parcours proposés, les régions d’implantation et les autres filières touristiques, pour améliorer l’image de la France en tant que véritable destination golfique.</p>
<p>Dans le même temps, vis-à-vis de la clientèle locale, ces développements doivent également intégrer d’autres aspects fondamentaux, tels que la proximité du domicile, la convivialité et l’optimisation du temps consacré aux loisirs personnels.</p>
<p>Ainsi, pour ceux qui n’ont pas encore goûté aux nombreux attraits du golf, de la gastronomie et de l’art de vivre à la française, <strong>le tourisme golfique en France est incontestablement un trésor caché</strong>. A ce titre,<strong> l’organisation de la Ryder Cup en 2018 offre une chance unique de positionner le pays sur l’échiquier du marché golfique</strong>, en attirant de nouveaux amateurs et en sensibilisant mieux les pouvoirs publics à la capacité de ce sport à dynamiser l’activité touristique de la France et à promouvoir son image.</p>
<p>Au final, la France serait-elle bien partie pour rattraper toutes les occasions perdues ?</p>
<div>
<p><em><div class="alert bleu"><br />
Article rédigé par <strong>Michael L. Holmes</strong>, consultant en développement golfique, MLH Consult et <strong>Michelle Fawcett</strong>, consultante senior, In Extenso Tourisme, Hôtellerie et Restauration.</em></p>
<p>In Extenso THR et MLH Consult associent leurs expertises pour apporter un conseil professionnel et opérationnel dans le secteur du golf, tant pour les investisseurs et opérateurs privés (dans leurs problématiques d’études de faisabilité, d’évaluations pour acquisitions/cessions, d’assistance à la pré-ouverture, de suivi des opérations…) que pour les collectivités territoriales (études stratégiques de développement du golf sur un territoire, études de projets, assistance à la sélection d’architectes, d’investisseurs ou d’opérateurs, assistance à maîtrise d’ouvrage&#8230;).<br />
</div></p>
</div>
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		<title>Tourisme golfique en France : trésor caché ou trésor gâché ? – Partie 1</title>
		<link>http://www.reussir-au-quotidien.fr/tourisme-golfique-france-golf-1/</link>
		<comments>http://www.reussir-au-quotidien.fr/tourisme-golfique-france-golf-1/#comments</comments>
		<pubDate>Thu, 09 May 2013 06:40:44 +0000</pubDate>
		<dc:creator>Guy Boulo</dc:creator>
				<category><![CDATA[Hôtels, Restaurants]]></category>
		<category><![CDATA[collectivités territoriales]]></category>
		<category><![CDATA[france]]></category>
		<category><![CDATA[golf]]></category>
		<category><![CDATA[golfeur]]></category>
		<category><![CDATA[hébergement]]></category>
		<category><![CDATA[hotel]]></category>
		<category><![CDATA[hotellerie]]></category>
		<category><![CDATA[Michael L. Holmes]]></category>
		<category><![CDATA[Michelle Fawcett]]></category>
		<category><![CDATA[MLH Consult]]></category>
		<category><![CDATA[parcours]]></category>
		<category><![CDATA[Ryder Cup]]></category>
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		<description><![CDATA[Depuis que la France a été sélectionnée pour accueillir la Ryder Cup en 2018 sur le Golf National près de Versailles, même les non-golfeurs montrent un intérêt croissant pour ce ...]]></description>
			<content:encoded><![CDATA[<p><strong>Depuis que la France a été sélectionnée pour accueillir la Ryder Cup en 2018 sur le Golf National près de Versailles, même les non-golfeurs montrent un intérêt croissant pour ce sport ! Lors de sa dernière édition, la « World Cup » de golf – qui se classe sur la 3e marche du podium des événements sportifs les plus regardés sur la planète, après la Coupe du monde de football et les Jeux Olympiques – a généré environ 90 millions d’euros selon les estimations pour le Pays de Galles, qui l’a hébergée. Et lorsque l’on sait qu’un touriste golfeur en Europe dépense en moyenne 120% de plus qu’un touriste non-golfeur (soit un montant estimé de 170 € par jour), la France pourrait bien être assise sur un filon.<br />
</strong></p>
<p>Actuellement, <strong>le tourisme ne représente que 20% du chiffre d’affaires du secteur du golf en France</strong>, soit environ <strong>400 millions d’euros par an de recettes directes et indirectes</strong>. Pourquoi donc le tourisme golfique n’a-t-il pas encore été mieux exploité ? Serait-il une mine d’or dont la France peine à trouver l’entrée ? Dans ce cas, cela peut-il être imputé en partie aux <strong>difficultés d’accès</strong> dont souffrent certains golfs, et à <strong>l’inadéquation de l’offre d’hébergement in situ</strong> ?</p>
<p><span style="color: #000080;"><strong>Des offres diversifiées</strong></span></p>
<p>Il y a pourtant peu de pays au monde, voire aucun, qui offrent comme la France une telle diversité de sites golfiques dans un espace géographique aussi limité. Depuis les parcours exceptionnels nichés dans les dunes de la Côte Atlantique, de Normandie et du Pas-de-Calais, jusqu’aux spectaculaires cadres naturels alpins de Chamonix, Méribel et Corrençon, en passant par les paysages méditerranéens de la Côte d’Azur et du Languedoc – sans oublier bien sûr les traditionnels parcours et club-houses installés sur des domaines de caractère (parcs, châteaux) près de Paris, la France dispose véritablement d’une large palette d’offres apte à satisfaire le golfeur, même le plus exigeant.</p>
<p><strong>Le pays est doté d’environ 580 parcours</strong> – <strong>soit plus que tout autre pays d’Europe continentale</strong>. Cette offre est 6 fois supérieure à celle du Portugal, et presque le double de l’Espagne. En y ajoutant la gastronomie française, les vins, la mode et la culture, le « cocktail touristique » ainsi obtenu permet à la France d’attirer plus de <strong>80 millions de visiteurs étrangers par an</strong>, et de se classer ainsi à la première place des destinations touristiques internationales. Et pourtant, il est surprenant de constater que la majorité des<strong> 65 millions de golfeurs à travers le monde</strong> ne considère pas la France comme une destination golfique incontournable et prioritaire. Est-ce dû à des carences en termes de produit, d’accessibilité ou de marketing, ou tout simplement à un manque de visibilité des professionnels français du secteur par rapport à leurs homologues européens et américains ?</p>
<p>En effet, contrairement au Royaume-Uni et aux Etats-Unis où des chaînes hôtelières comme De Vere ou Marriott sont entrées sur le marché du golf par une stratégie active, les opérateurs français semblent hésitants à les imiter, se contentant de stratégies opportunistes, plutôt que de développer activement la complémentarité entre des marchés d’affaires et séminaires s’exprimant essentiellement en semaine, et <strong>une demande golfique se concentrant plutôt sur les week-ends et les périodes de vacances scolaires</strong>. Le nombre d’hôtels de grande capacité implantés sur des golfs pourrait être compté sur les doigts des deux mains, même si des opérateurs comme Dolce ou Lucien Barrière, entre autres, viennent spontanément à l’esprit. Dans la mesure où <strong>les golfeurs dépensent traditionnellement plus que la moyenne des touristes</strong>, il est surprenant que les opérateurs hôteliers &#8211; de chaînes ou indépendants &#8211; et les pouvoirs publics, tant au niveau local que national, n’aient pas pleinement pris la mesure des effets induits par la clientèle golfique sur l’activité de restauration et les autres recettes diverses, et ne concrétisent pas plus les opportunités liées à ce marché.</p>
<p><span style="color: #000080;"><strong>Culture locale et masse critique</strong></span></p>
<p>Une explication possible pourrait résider dans un des atouts intrinsèques de la France : ses villages, villes et métropoles. Bien qu’il constitue un « ambassadeur » particulièrement important pour le tourisme français, le patrimoine culturel urbain de la France peut s’avérer à double tranchant pour le tourisme golfique. On ne peut reprocher au touriste golfeur qui, sous l’effet des attraits évidents du pays, se laisse convaincre de venir jouer en France, de préférer sortir dîner et se distraire, après un parcours exténuant, dans un de ces centres-villes historiques qui font le charme du pays, plutôt que de rester dans le cadre plus impersonnel et excentré d’un hôtel-golf. Conscients de cela, est-ce que les grands opérateurs hôteliers en France choisissent spécifiquement de s’implanter ailleurs que sur des golfs ?</p>
<p>Tout cela est très différent des complexes construits sur-mesure, tels que Belek dans le sud-ouest de la Turquie (Antalya), développé dans le but précis de satisfaire une demande touristique et golfique haut de gamme. La clientèle y vient pour se détendre et jouer dans de bonnes conditions ; goûter la culture locale n’est pas toujours une des principales priorités du séjour. De plus, le concept « tout compris » proposé en Turquie – en particulier dans la région d’Antalya où environ 15 parcours de golf de compétition ont été construits dans un rayon de 15 kilomètres autour d’une vingtaine d’hôtels et resorts spécialisés, dotés chacun d’au moins 250 chambres – contribue fortement à générer une masse critique capable d’influer sur la desserte aérienne.</p>
<p>Ces complexes hôteliers attirent environ 1 million de visiteurs par an – et pas seulement sur la haute saison estivale traditionnelle de juillet-août – faisant de la région une véritable « destination golfique ».</p>
<p>A l’inverse,<strong> l’offre en France tend à être plus éparpillée</strong>, avec des parcours de golf souvent situés à des kilomètres l’un de l’autre et <strong>fréquemment éloignés des hébergements de standard international</strong>. Cela rend difficile pour un touriste golfeur de tester plus d’un ou deux parcours durant son séjour, et pour un exploitant de développer des offres couplées (de type « golf pass » par exemple).</p>
<div>
<p><em><div class="alert bleu"><br />
Article rédigé par <strong>Michael L. Holmes</strong>, consultant en développement golfique, MLH Consult et <strong>Michelle Fawcett</strong>, consultante senior, In Extenso Tourisme, Hôtellerie et Restauration.</em></p>
<p><span style="color: #000080;"><strong>In Extenso THR et MLH Consult</strong></span> associent leurs expertises pour apporter un conseil professionnel et opérationnel dans le secteur du golf, tant pour les investisseurs et opérateurs privés (dans leurs problématiques d’études de faisabilité, d’évaluations pour acquisitions/cessions, d’assistance à la pré-ouverture, de suivi des opérations…) que pour les collectivités territoriales (études stratégiques de développement du golf sur un territoire, études de projets, assistance à la sélection d’architectes, d’investisseurs ou d’opérateurs, assistance à maîtrise d’ouvrage&#8230;).<br />
</div></p>
</div>
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		<title>Mars, tous les indicateurs virent au rouge</title>
		<link>http://www.reussir-au-quotidien.fr/hotellerie-tourisme-crise-taux-occupation-reservation-france-mars-2013-hebergement/</link>
		<comments>http://www.reussir-au-quotidien.fr/hotellerie-tourisme-crise-taux-occupation-reservation-france-mars-2013-hebergement/#comments</comments>
		<pubDate>Tue, 07 May 2013 09:54:34 +0000</pubDate>
		<dc:creator>Philippe Gauguier</dc:creator>
				<category><![CDATA[Hôtels, Restaurants]]></category>
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		<category><![CDATA[RevPar]]></category>
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		<description><![CDATA[La timide éclaircie de février aura été de courte durée. En mars, les chiffres d’affaires hébergement chutent à Paris comme en Régions. Le décalage des vacances scolaires avait gonflé les ...]]></description>
			<content:encoded><![CDATA[<p><strong>La timide éclaircie de février aura été de courte durée. En mars, les chiffres d’affaires hébergement chutent à Paris comme en Régions. Le décalage des vacances scolaires avait gonflé les résultats des destinations affaires au mois de février, gommant un contexte économique difficile. En mars, la baisse en est d’autant plus forte. Les Régions sont particulièrement affectées. Seule l’hôtellerie de Grand Luxe, moins tributaire du marché national, tire son épingle du jeu.<br />
</strong></p>
<p>Mars clôture le <strong>premier trimestre 2013</strong> avec des performances en <strong>net recul</strong> sur la majorité des destinations françaises.</p>
<p><strong>Les Régions</strong> affichent les reculs les plus prononcés. Ces destinations, <strong>plus dépendantes de la clientèle nationale</strong>, ont souffert du <strong>décalage du calendrier des vacances scolaires</strong> affectant la clientèle d’affaires. L’incertitude des ménages face à l’avenir, notamment à travers la <strong>montée du chômage</strong>, a rendu cette <strong>clientèle frileuse</strong> quant aux dépenses des vacances d’hiver et sur du court séjour. La baisse de <strong>RevPAR</strong> est liée à un retrait conjugué des deux indicateurs – <strong>TO</strong> et <strong>RMC</strong> – avec un recul plus prononcé du prix moyen. En Régions, les marchés économiques à haut de gamme sont les plus affectés avec <strong>des reculs moyens compris entre -9% et -11%</strong>. Cependant, l’analyse des résultats des Grandes Agglomérations met en avant des chutes bien plus fortes, notamment à Bordeaux (de -18% à -28% de RevPAR par rapport à mars 2012 sur ces trois marchés) ou encore Marseille (-26% à -34% de RevPAR). Pour cette dernière agglomération, le Forum Mondial de l’Eau en 2012 avait fortement dynamisé le prix moyen. Le contraste est d’autant plus saisissant cette année.</p>
<p>En Régions, <strong>l’hôtellerie super-économique affiche des baisses légèrement moins prononcées</strong> que les trois marchés cités précédemment (-5% de chiffre d’affaires hébergement). Les performances sont toutefois très contrastées. Quelques agglomérations bénéficient même de belles éclaircies (Niort, Pau, Rouen et Strasbourg).</p>
<p><strong>A Paris</strong>, sur les marchés économiques à haut de gamme, les RevPAR sont également en berne. Toutefois, le <strong>bon maintien des prix moyens</strong> a permis de limiter la baisse du revenu chambre. L’hôtellerie d’Ile-de-France, quant à elle, souffre, la clientèle se recentrant sur la capitale.</p>
<p>Le seul segment qui se distingue en mars est <strong>l’hôtellerie de Grand Luxe avec des progressions de RevPAR en Régions comme à Paris</strong>. Davantage tournée vers une clientèle internationale, cette hôtellerie a bénéficié d’une demande en <strong>progression de 2% à 4% en moyenne</strong>. Le résultat des aéroports de Paris en mars 2013 confirme cette tendance avec une progression du trafic européen (+1,5%) et intercontinental (+5,9%) et une baisse du trafic national (-4,1%).</p>
<p><strong>Données mensuelles :</strong></p>
<p><img class="aligncenter" 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" alt="" /></p>
<ul>
<li><strong><span style="color: #000080;"><a href="http://www.inextenso.fr/activite/cafes-hotels-restaurant"><span style="color: #000080;">Détail de l’étude</span></a></span></strong></li>
</ul>
<div class="alert bleu"><br />
<strong><span style="text-decoration: underline;">Pour en savoir plus</span></strong></p>
<p>In Extenso publie chaque mois un observatoire statistique recensant les performances du marché hôtelier de plus de 2 500 hôtels pour une capacité théorique de plus de 195 000 chambres, soit un tiers du parc hôtelier français.</p>
<p>Si vous souhaitez recevoir chaque mois par mail le détail de l’étude « Performances hôtelières en France », <strong><span style="color: #000080;"><a href="http://www.inextenso.fr/Contact"><span style="color: #000080;">cliquez ici</span></a></span></strong>.<br />
</div>
]]></content:encoded>
			<wfw:commentRss>http://www.reussir-au-quotidien.fr/hotellerie-tourisme-crise-taux-occupation-reservation-france-mars-2013-hebergement/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Annuler une décision collective, c&#8217;est possible ?</title>
		<link>http://www.reussir-au-quotidien.fr/annulation-decision-collective-nullite-assemblees-societe-droit-juridique-sarl-sa-sas/</link>
		<comments>http://www.reussir-au-quotidien.fr/annulation-decision-collective-nullite-assemblees-societe-droit-juridique-sarl-sa-sas/#comments</comments>
		<pubDate>Thu, 02 May 2013 09:29:28 +0000</pubDate>
		<dc:creator>Céline Delaporte</dc:creator>
				<category><![CDATA[PME]]></category>
		<category><![CDATA[affectio societatis]]></category>
		<category><![CDATA[assemblées d’actionnaires]]></category>
		<category><![CDATA[associé]]></category>
		<category><![CDATA[augmentations de capital]]></category>
		<category><![CDATA[contrats]]></category>
		<category><![CDATA[convocation des assemblées]]></category>
		<category><![CDATA[Cour de cassation]]></category>
		<category><![CDATA[décision extraordinaire]]></category>
		<category><![CDATA[décision ordinaire]]></category>
		<category><![CDATA[droit]]></category>
		<category><![CDATA[feuille de présence]]></category>
		<category><![CDATA[intéret social]]></category>
		<category><![CDATA[libération du capital]]></category>
		<category><![CDATA[lois]]></category>
		<category><![CDATA[nullité]]></category>
		<category><![CDATA[quorum]]></category>
		<category><![CDATA[SA]]></category>
		<category><![CDATA[SARL]]></category>
		<category><![CDATA[SAS]]></category>
		<category><![CDATA[SCS]]></category>
		<category><![CDATA[slider]]></category>
		<category><![CDATA[SNC]]></category>
		<category><![CDATA[societes]]></category>
		<category><![CDATA[statuts]]></category>

		<guid isPermaLink="false">http://www.reussir-au-quotidien.fr/?p=1989</guid>
		<description><![CDATA[Le droit des sociétés n’aime guère les nullités. Il n’envisage cette sanction que dans de rares cas. Ainsi, la nullité d’une société ou d’un acte modifiant les statuts (décision dite ...]]></description>
			<content:encoded><![CDATA[<p><strong>Le droit des sociétés n’aime guère les nullités</strong>. Il n’envisage cette sanction que dans de rares cas. Ainsi, la nullité d’une société ou d’un acte modifiant les statuts (décision dite « extraordinaire ») ne peut résulter que d’une <strong>disposition expresse</strong> des règles relatives aux sociétés commerciales ou des lois qui régissent la nullité des contrats (parmi les causes de nullité des contrats, on trouve notamment le défaut ou le vice de consentement, l&#8217;incapacité, le défaut ou l’illicéité de l’objet ou de la cause du contrat, ou encore la fraude).</p>
<p>Par ailleurs, la nullité d’un acte ou d’une délibération ne modifiant pas les statuts (décision dite « ordinaire ») ne peut résulter que de la <strong>violation d’une disposition impérative</strong> régissant les sociétés commerciales ou des lois qui régissent les <strong>contrats</strong> (et non plus seulement la nullité des contrats). Sachant qu&#8217;une règle impérative est une règle dont on ne peut pas écarter l&#8217;application, notamment par un contrat. En droit des sociétés, on ne peut ainsi pas prévoir dans les statuts une disposition qui dérogerait par exemple à la règle selon laquelle les engagements d&#8217;un associé ne peuvent être augmentés sans son accord.</p>
<p>Il en ressort qu&#8217;une décision ordinaire encourt la nullité <strong>dès lors que le texte violé est impératif</strong>, qu’il prévoie ou non expressément la nullité. Alors qu’une décision extraordinaire, généralement de plus grande portée car modifiant le pacte statutaire, ne peut être annulée que si un texte le prévoit expressément. Les conditions de nullité de cette dernière sont ainsi plus restrictives que celle d’une décision ordinaire.</p>
<p><strong>Parmi les cas de nullité expressément prévus par le Code de commerce</strong>, on peut citer notamment :</p>
<p><span style="color: #000080;"><strong>Pour les SARL :</strong></span></p>
<ul>
<li>La violation des règles concernant la forme et les <strong>délais de convocation des assemblées</strong> ;</li>
<li><strong>Le défaut de libération du capital</strong> préalablement à la souscription de parts sociales nouvelles à libérer en numéraire ;</li>
<li>La violation des <strong>règles relatives à la transformation de la société</strong>.</li>
</ul>
<p><span style="color: #000080;"><strong>Pour les sociétés anonymes (SA) :</strong></span></p>
<ul>
<li>La violation des règles concernant la forme et les délais de convocation des assemblées ;</li>
<li>La violation des règles concernant la compétence ainsi que <strong>les conditions de quorum et de majorité</strong> en matière d&#8217;assemblées extraordinaires ;</li>
<li>La violation des dispositions régissant<strong> les droits de vote</strong> attachés aux actions ;</li>
<li>Le non-respect de la plupart des règles relatives aux <strong>augmentations de capital</strong> ;</li>
<li>La violation des règles relatives à l&#8217;<strong>ordre du jour</strong> des assemblées d’actionnaires ;</li>
<li>Le défaut d&#8217;établissement de la <strong>feuille de présence</strong>.</li>
</ul>
<p><strong><em>Précision</em></strong><em> : sauf exceptions, les dispositions régissant les SA s’appliquent également aux sociétés par actions simplifiées (SAS) tant qu’elles sont compatibles avec les textes propres à ces dernières. Ainsi par exemple, les dispositions relatives aux assemblées d’actionnaires ne sont pas applicables à la SAS.</em></p>
<p><span style="color: #000080;"><strong>Pour les sociétés en nom collectif (SNC) ou en commandite simple (SCS) :</strong></span></p>
<ul>
<li>Le défaut d’accomplissement des <strong>formalités de publicité</strong> prescrites pour la constitution de la société et les modifications des statuts.</li>
</ul>
<p align="right"><strong><em>Fatiha Nouri<br />
</em></strong><em>Groupe Les Echos – SID Presse</em></p>
<div class="alert bleu"><br />
<strong>L’avis de l’expert</strong></p>
<p>Effectivement, le droit des sociétés n&#8217;apprécie pas les nullités ; à cet égard, le législateur a de lui-même accepté et favorisé la régularisation des actes entachés de nullité, de la constitution de la société à la tenue des délibérations d&#8217;assemblées ; l&#8217;objectif poursuivi étant d’<strong>éviter le prononcé de nullité de nature à fragiliser la pérennité de la personne morale et la stabilité de son intérêt social.</strong></p>
<p>Comme le rappelle à juste titre <strong>Maître Olivier Vibert</strong> (www.juritravail.com, ref: 2012-07-06) à propos d&#8217;un arrêt rendu par la <strong>Chambre Commerciale de la Cour de Cassation en date du 30 mai 2012</strong>, &#8220;le souci de limiter les causes de nullité des délibérations d&#8217;Assemblées aux seules nullités visées par des textes spécifiques doit être encouragée. Un trop grand nombre de nullité rendraient trop précaire les décisions d&#8217;Assemblées&#8221;.</p>
<p>Ainsi, la restriction du champ des nullités à la violation d&#8217;une disposition impérative permet de <strong>sécuriser l&#8217;affectio societatis de chacun des associés</strong> de la société concernée, de même que l&#8217;intérêt social de la société elle-même et l&#8217;équilibre général du droit des sociétés.</p>
<p>Dans le même sens, l&#8217;application stricte des règles de nullité aux décisions prises par les assemblées générales extraordinaires (c&#8217;est à dire celles modifiant le pacte statutaire) répond au souhait du législateur de pérenniser la situation de la personne morale et des associés qui la composent, à chaque étape de son existence.</p>
<p>Pratiquement toutefois, les nombreuses règles du droit des sociétés permettent de <strong>sécuriser</strong> largement le déroulé des diverses opérations, garantissant ainsi le <strong>maintien d&#8217;une égalité de traitement entre sociétés et associés</strong> notamment dans le cadre de la convocation et de la tenue des assemblées dites extraordinaires, sachant que pour celles-ci les associés, les dirigeants et leurs conseils font généralement preuve d&#8217;une vigilance accrue.</p>
<p align="right"><strong><em>Céline Delaporte<br />
</em></strong><em>Responsable juridique, groupe </em><a href="http://www.inextenso.fr"><em>In Extenso</em></a><br />
</div>
]]></content:encoded>
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		<title>Crise de croissance pour les agglomérations françaises !</title>
		<link>http://www.reussir-au-quotidien.fr/crise-hotellerie-tourisme-croissance-agglomerations-france/</link>
		<comments>http://www.reussir-au-quotidien.fr/crise-hotellerie-tourisme-croissance-agglomerations-france/#comments</comments>
		<pubDate>Tue, 30 Apr 2013 11:02:22 +0000</pubDate>
		<dc:creator>Guy Boulo</dc:creator>
				<category><![CDATA[Hôtels, Restaurants]]></category>
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		<category><![CDATA[Frédéric Pierret]]></category>
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		<description><![CDATA[Après deux années – 2010 et 2011 – de reprise, l’hôtellerie des grandes agglomérations semblait engagée sur la voie de la croissance. Les métropoles françaises montaient en puissance et avec ...]]></description>
			<content:encoded><![CDATA[<p><strong>Après deux années – 2010 et 2011 – de reprise, l’hôtellerie des grandes agglomérations semblait engagée sur la voie de la croissance. Les métropoles françaises montaient en puissance et avec elles leur marché hôtelier. 2012 marque un coup d’arrêt à cette croissance avec des performances en berne.<br />
</strong></p>
<p><span style="color: #000080;"><strong>Grandes agglomérations, des performances en retrait</strong></span></p>
<p>L’occupation des hôtels est globalement orientée à la baisse et ce phénomène concerne quasiment toutes les agglomérations. Seule l’hôtellerie bordelaise et dans une moindre mesure Montpellier semblent échapper à cette tendance baissière. Pour les autres villes, dans le meilleur des cas <strong>la fréquentation stagne</strong> ou, plus couramment, est <strong>en recul</strong>. Plus inquiétant, <strong>le phénomène touche quasiment toutes les catégories</strong>, de l’hôtellerie super-économique à l’hôtellerie de grand luxe.</p>
<p>Cette baisse de la fréquentation des hôtels s’accompagne d’une <strong>évolution peu favorable des prix moyens</strong>. Rares ont été les villes à pouvoir compenser la baisse de l’occupation par une progression des prix moyens. Nice fait partie de cette minorité mais elle a bénéficié du dynamisme de la Côte d’Azur. Pour les autres destinations urbaines, <strong>les chiffres d’affaires hébergement sont en net retrait par rapport à 2011</strong>. Les difficultés sont particulièrement sensibles dans la moitié supérieure du marché puisque dans ces catégories, les baisses de chiffres d’affaires peuvent aller <strong>jusqu’à 10%</strong> avec une majorité de destinations enregistrant des <strong>reculs de l’ordre de 4% à 5%</strong>. <strong>Les catégories économiques et super-économiques ne sont pas épargnées</strong> mais avec des diminutions de chiffre d’affaires hébergement globalement comprises <strong>entre 2% et 3%</strong>.</p>
<p>Cette nouvelle chute de l’activité, après celle de 2009, interpelle. Faut-il y voir un <strong>aléa conjoncturel</strong> dû aux difficultés de l’économie française ou un <strong>problème structurel</strong> bien plus inquiétant ?</p>
<p><span style="color: #000080;"><strong>Une large dominante de clientèle française et une offre en croissance : effet ciseaux garanti en temps de crise</strong></span></p>
<p>Il faut tout d’abord constater que, si depuis une dizaine d’années les métropoles régionales gagnent en puissance, <strong>la diversification du mix clientèle des hôtels n’évolue pas aussi vite</strong>. Le marché hôtelier des grandes agglomérations françaises reste encore <strong>dominé par une clientèle française à motif professionnel</strong>. Ce faisant, le marché hôtelier de ces villes reste fortement dépendant de la conjoncture économique française. Cette dernière a quasiment stagné en 2012 mais avec des inégalités territoriales qui font que les régions ont été davantage impactées que Paris. De ce point de vue, les difficultés rencontrées par l’hôtellerie régionale apparaissent bien comme étant conjoncturelles.</p>
<p>Un autre phénomène intervient également. Marché globalement dynamique ces dernières années, les grandes agglomérations ont vu se développer de nombreux projets hôteliers. <strong>Ainsi entre 2011 et 2013, le parc hôtelier des 10 principales unités urbaines, hors Paris, a progressé de près de 5%</strong>. Certaines agglomérations affichent même des taux de croissance proches ou supérieurs à 10%. Ces projets initiés 3 ou 4 ans avant leur ouverture s’inscrivaient alors dans un contexte pré-crise de développement de la fréquentation hôtelière et de montée en puissance des grandes agglomérations françaises.</p>
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" 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" alt="" /></p>
<p>Il faut rajouter à cela le rôle joué par<strong> les résidences hôtelières urbaines</strong>. L’offre s’est <strong>considérablement développée ces dernières années</strong> avec des frontières de plus en plus ténues entre marché hôtelier et résidences urbaines. Nombre d’acteurs para-hôteliers <strong>ciblent désormais la clientèle d’affaires de cœur de semaine</strong>, marché traditionnel de l’hôtellerie des grandes agglomérations.</p>
<p>L’arrivée récente sur le marché de cette offre hôtelière et para-hôtelière a provoqué un véritable effet ciseaux. L’accroissement sensible de l’offre s’est fait dans un contexte où le marché hôtelier était déjà confronté aux effets de la crise économique sur la fréquentation. De là, des performances difficiles et de fortes inquiétudes pour les acteurs en place.</p>
<p><span style="color: #000080;"><strong>Une crise de croissance imposant de relever de nouveaux défis</strong></span></p>
<p>Faut-il en conclure que les difficultés actuelles constituent un problème structurel d’inadéquation de l’offre à la demande ? Non. Le développement du marché hôtelier des grandes agglomérations s’inscrit dans la croissance à long terme des destinations régionales. Dans cette perspective, les nouveaux équipements vont peu à peu trouver leur place dans le marché et contribuer à l’attractivité des destinations.</p>
<p>Pour autant, cette intégration de l’offre récemment ouverte, et des développements qui ne manqueront pas d’apparaître encore, ne se fera pas sans un travail de fond sur les destinations. Celles-ci doivent <strong>relever le défi et accompagner la mutation des marchés en favorisant la diversification du mix clientèle</strong>. Ainsi, le directeur exécutif de l’Organisation Mondiale du Tourisme, <strong>Frédéric Pierret</strong>, évoquait récemment <strong>la baisse jugée préoccupante des investissements touristiques en France</strong>, qui risque selon lui de contribuer à la dégradation du positionnement de notre pays sur les marchés touristiques internationaux.</p>
<p>Ménager des pauses pour laisser le marché absorber les nouveaux venus, favoriser les projets les plus pertinents qui contribueront au développement des destinations et accompagner l’évolution des produits sont quelques-uns des nombreux défis que les destinations vont devoir relever. C’est à ces conditions que le marché hôtelier des grandes agglomérations traversera cette crise et renouera avec la croissance.</p>
<p><span style="color: #993300;"><em><strong>Taux d’occupation (TO)</strong></em></span></p>
<div>
<p>Le TO indique le niveau moyen de fréquentation d’un hébergement sur une période donnée, en rapportant le nombre de chambres occupées au nombre de chambres disponibles (hors chambres destinées au logement du personnel). Offerts et gratuités ne sont pas pris en compte dans le calcul du taux d’occupation.</p>
<p><span style="color: #993300;"><em><strong>Recette Moyenne par Chambre louée (RMC)</strong></em></span></p>
<p>La RMC reflète le prix moyen auquel est vendue une chambre sur une période donnée, tenant compte des réductions concédées et des tarifs spéciaux accordés (tarifs saisonniers, tarifs groupes, tarifs congrès, etc.).<br />
Il est calculé en divisant le chiffre d’affaires Hébergement (hors petits déjeuners, téléphone et autres recettes annexes) par le nombre de chambres occupées sur la période considérée.</p>
<p><span style="color: #993300;"><em><strong>Revenu moyen par chambre disponible (RevPAR)</strong></em></span></p>
<p>Le RevPAR est la division du chiffre d’affaires Hébergement par le nombre de chambres disponibles à la vente sur une période considérée. Il peut également être calculé plus simplement, en multipliant le TO par la RMC.<br />
Indicateur hôtelier par excellence, le RevPAR reflète les performances d’un établissement en croisant les dimensions quantitative (fréquentation) et qualitative (prix moyen).</p>
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" 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" alt="" /></p>
</div>
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		</item>
		<item>
		<title>Les associations et le Crédit d’Impôt pour la Compétitivité et l’Emploi (CICE)</title>
		<link>http://www.reussir-au-quotidien.fr/associations-credit-impot-competitivite-emploi-cice/</link>
		<comments>http://www.reussir-au-quotidien.fr/associations-credit-impot-competitivite-emploi-cice/#comments</comments>
		<pubDate>Thu, 25 Apr 2013 06:22:23 +0000</pubDate>
		<dc:creator>Michèle Lorillon</dc:creator>
				<category><![CDATA[Associations]]></category>
		<category><![CDATA[article 207 du CGI]]></category>
		<category><![CDATA[association]]></category>
		<category><![CDATA[cice]]></category>
		<category><![CDATA[competitivité]]></category>
		<category><![CDATA[credit]]></category>
		<category><![CDATA[emploi]]></category>
		<category><![CDATA[entreprise]]></category>
		<category><![CDATA[impôt]]></category>
		<category><![CDATA[IS]]></category>
		<category><![CDATA[rémunération]]></category>
		<category><![CDATA[salariés]]></category>
		<category><![CDATA[slider]]></category>

		<guid isPermaLink="false">http://www.reussir-au-quotidien.fr/?p=1938</guid>
		<description><![CDATA[L’objectif du gouvernement est de « redonner aux entreprises les moyens de leur compétitivité via le Crédit d’impôt pour la compétitivité et l&#8217;emploi (CICE) qui doit permettre aux entreprises d’embaucher, ...]]></description>
			<content:encoded><![CDATA[<p>L’objectif du gouvernement est de « redonner aux entreprises les moyens de leur compétitivité via le Crédit d’impôt pour la compétitivité et l&#8217;emploi (CICE) qui doit permettre aux entreprises d’embaucher, d’investir et de gagner des parts de marché »</p>
<p><span style="color: #333399;"><strong><span style="text-decoration: underline;">Rappel succinct du dispositif :</span></strong></span></p>
<p>En 2013, un <strong>crédit d’impôt de 4 % des rémunérations des salariés dont le revenu annuel n’excède pas 2.5 fois le SMIC</strong>, pour l’ensemble des entreprises imposés à l’impôt sur les sociétés (IS) ou à l’impôt sur le revenu, selon le régime du bénéfice réel normal ou simplifié.</p>
<p>Ce crédit d’impôt, remboursable si le montant de l’impôt est inférieur, doit permettre d’aider les entreprises et organismes, à investir, faire de la recherche, former, innover, créer de l’emploi, prospecter de nouveaux marchés, augmenter vos fonds propres, …<br />
<strong>Ce taux passera à 6 % en 2014.</strong></p>
<p><span style="color: #333399;"> <strong>Les associations peuvent-elles bénéficier de ce dispositif ?</strong></span><strong></strong><br />
Le texte précise que le CICE est applicable aux organismes relevant de l’article 207 du code général des impôts (CGI), dont les activités sont soumises totalement ou partiellement à l’IS.</p>
<p>Les organismes mentionnés à l’article 207 du CGI sont les syndicats, les sociétés coopératives, les associations, les organismes d’habitation à loyer modéré, les établissements publics, les établissements publics de recherche, d’enseignement supérieur, …..</p>
<p>Les associations dont les activités sont totalement fiscalisées (IS de droit commun), employant des salariés, peuvent donc bénéficier du CICE, dans les mêmes conditions que les entreprises.</p>
<p>Toutefois, certaines associations ont créé un secteur distinct d’imposition, pour leurs activités dites lucratives.</p>
<p>Dans ce cas, l’assiette du CICE sera calculée uniquement sur les rémunérations versées aux salariés affectés aux activités soumises à impôt. Les organismes concernés devront donc ventiler les charges de personnel entre les activités imposées et les activités non imposées. La répartition se fera au prorata du temps d’utilisation, et le montant du salaire minimum de croissance devra être corrigé à proportion de la durée de travail affectée à des activités imposées, et rapportée à celle correspondant à la durée légale du travail.</p>
<p><div class="alert bleu"><br />
<strong><em><span style="text-decoration: underline;">Exemple :</span></em></strong><em></em></p>
<p>Salarié à temps complet (35h / semaine) affecté à des activités imposées pour 50% de son temps de travail et percevant annuellement 20 256 €<br />
<em>Rémunération entrant dans l’assiette de calcul du CICE<br />
20 256 € * 50% = 10 128 €</em></p>
<p><strong><em>Détermination du plafond d’éligibilité</em></strong></p>
<p><em>[(35 * 52/12 * 12) * 9,43 € * 2,5] * 50% = 21 453 € auquel se compare 50% de la rémunération totale versée au salarié<br />
Assiette annuelle de calcul du CICE : 10 128 €</em></p>
<p>L’assiette du CICE peut ensuite être ajustée et notamment lorsque l’association perçoit des aides de l’Etat au titre du CUI-CAE puisque ces aides viennent réduire l’assiette du CICE.<br />
</div><br />
<span style="color: #333399;"><strong>Quels avantages pour les associations fiscalisées ?</strong></span></p>
<p>En premier lieu, <strong>une réduction de l’impôt sur les bénéfices</strong> au titre de l’année au cours de laquelle les rémunérations ont été versées.</p>
<p>L’excédent de crédit d’impôt non imputé constitue une créance sur l’Etat, qui pourra être utilisée pour le paiement de l’IS dû au titre des 3 années suivant l’année de constat du CICE puis est remboursée à l’expiration de cette période ou immédiatement si vous entrez dans la catégorie d’entreprises ou organisme pouvant y recourir (1).</p>
<p>Néanmoins, dès 2013, vous pouvez faire jouer les possibilités de préfinancement bancaire du CICE, même pour les petites associations.  Vous pouvez céder votre créance provisoire 2013, déterminée sur les rémunérations 2012, à un organisme bancaire ou à la Banque Publique d’Investissement à hauteur de 85%, à un taux préférentiel. Ce préfinancement est garanti par OSEO, sous couvert d’une attestation d’un expert-comptable ou d’un commissaire aux comptes.</p>
<p>La mobilisation de la créance devient intéressante lorsque l’organisme emploie plus  5 salariés dont les rémunérations correspondent aux critères du CICE. A titre d’exemple, pour 5 salariés travaillant 35h par semaine et dont la rémunération est de 2.5 fois le SMIC (9.43€), le CICE pourrait s’élever à 8 572 €. Pour 15 salariés présentant les mêmes hypothèses, le CICE pourrait s’élever à 25 912 €. La trésorerie dégagée n’est pas négligeable.</p>
<p>En second lieu, le crédit d’impôt peut permettre un <strong>développement d’actions supplémentaires</strong>, des embauches, de la formation à vos besoins, et  pour certaines d’entre vous, de conforter vos fonds associatifs.</p>
<p><span style="color: #333399;"><strong>Les contraintes</strong></span></p>
<ul>
<li>Obligations déclaratives auprès des organismes de sécurité sociale et de l’administration fiscale, rendues un peu plus complexes en cas de prorata. Votre logiciel de paie devra être paramétré pour déclarer l’assiette CICE.</li>
<li>Nécessité de calculer assez précisément le CICE devant être mobilisé, afin d’éviter un remboursement de la créance d’impôt si elle a été surestimée.</li>
<li>L’assiette sera contrôlée par l’URSSAF. Il convient donc de justifier tout changement d’affectation de salariés aux activités soumises à l’IS.</li>
</ul>
<p><span style="color: #333399;"><strong>Conseils</strong></span><strong><br />
</strong></p>
<ul>
<li>Votre association est partiellement ou totalement fiscalisée, <strong>le préfinancement CICE est une opportunité d’amélioration de votre trésorerie</strong>. Nous vous conseillons d’estimer le montant du CICE à partir des rémunérations versées en 2012, et selon le montant obtenu, de mobiliser la créance pour obtenir immédiatement de la trésorerie.</li>
<li>En cas de changement d’affectation de votre personnel vers vos activités soumises, <strong>prévoyez la justification de ce changement</strong>. L’Urssaf pourrait voir dans ce changement une manière d’augmenter l’assiette du CICE.</li>
</ul>
<p>Pour plus d’informations, nous vous conseillons de prendre connaissance de notre <strong>fiche technique et du simulateur de calcul</strong> sur notre <span style="text-decoration: underline;"><span style="color: #000080;"><a href="http://www.inextenso.fr/CICE"><span style="color: #000080; text-decoration: underline;">site internet</span></a></span></span>.</p>
<p><em>(1)        Les entreprises au sens communautaires, les entreprises nouvelles sous certaines conditions, les jeunes entreprises innovantes,  les entreprises ou organismes faisant l’objet d’une procédure de conciliation, de sauvegarde, d’un redressement ou liquidation judiciaire.</em></p>
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		<title>2012, face à la crise les hôteliers ne sont pas égaux</title>
		<link>http://www.reussir-au-quotidien.fr/2012-crise-hotellerie-tourisme-hotel-reservation-france/</link>
		<comments>http://www.reussir-au-quotidien.fr/2012-crise-hotellerie-tourisme-hotel-reservation-france/#comments</comments>
		<pubDate>Tue, 23 Apr 2013 05:24:02 +0000</pubDate>
		<dc:creator>Guy Boulo</dc:creator>
				<category><![CDATA[Hôtels, Restaurants]]></category>
		<category><![CDATA[côte d'azur]]></category>
		<category><![CDATA[hébergement]]></category>
		<category><![CDATA[hotel]]></category>
		<category><![CDATA[hotellerie]]></category>
		<category><![CDATA[In extenso]]></category>
		<category><![CDATA[inextenso]]></category>
		<category><![CDATA[paris]]></category>
		<category><![CDATA[RevPar]]></category>
		<category><![CDATA[slider]]></category>
		<category><![CDATA[taux d'occupation]]></category>
		<category><![CDATA[tourisme]]></category>

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		<description><![CDATA[Les plus optimistes ont revu à la baisse leurs espoirs, 2012 n’aura pas été l’année de la reprise économique en France. L’actualité aura même été plutôt sombre si l’on s’en ...]]></description>
			<content:encoded><![CDATA[<p><strong><span style="color: #003366;">Les plus optimistes ont revu à la baisse leurs espoirs, 2012 n’aura pas été l’année de la reprise économique en France. L’actualité aura même été plutôt sombre si l’on s’en tient aux annonces de plans sociaux, de hausse du chômage et de stagnation du PIB réel.</span><br />
</strong></p>
<p>Ces annonces ont trouvé un large écho auprès des <strong>hôteliers</strong>. Exerçant une activité de services, ils sont par nature <strong>très sensibles à l’environnement économique</strong>. Le fait est d’ailleurs tout aussi vrai pour l’hôtellerie à forte composante affaires que pour celle qui se positionne sur l’agrément.</p>
<p>Pourtant, si l’environnement économique français est resté incertain et peu dynamique, il n’en a pas été de même partout. Plusieurs de nos partenaires économiques ont entamé un retour vers la croissance. L’<strong>économie américaine</strong> affiche des <strong>taux de croissance</strong> qui n’annoncent pas encore le retour au plein emploi mais laissent entrevoir la <strong>fin du tunnel</strong>. De même, les économies asiatiques ont souffert de la conjoncture internationale mais leur demande intérieure prend peu à peu le relais et permet à de nouvelles classes de populations de voyager.<strong><br />
</strong></p>
<p><span style="color: #003366;"><strong>2012, année de crise ou de reprise pour l’hôtellerie française ?</strong></span></p>
<p>Si l’on s’en tient aux performances globales, la situation est contrastée. Les établissements de <strong>haut de gamme</strong> et de grand luxe affichent des chiffres d’affaires hébergement <strong>en progression en 2012</strong>. Le RevPAR – indicateur de référence du chiffre d’affaires hébergement – a augmenté de près de <strong>3%</strong> pour les établissements de haut de gamme et de près de <strong>6% pour les hôtels de grand luxe</strong>. Malheureusement, cette croissance n’est pas partagée par l’hôtellerie super-économique à milieu de gamme. Pour ces dernières catégories, le chiffre d’affaires hébergement stagne et il est même en recul pour l’entrée de gamme.</p>
<p>Le <strong>bilan</strong> apparait donc comme <strong>contrasté</strong> et n’incite pas vraiment à pousser un soupir de soulagement. L’inquiétude pourrait même poindre quand on regarde plus en détail les performances. Ainsi, les hausses du chiffre d’affaires hébergement de l’hôtellerie supérieure apparaissent comme étant surtout portées par la croissance des prix moyens. Les taux d’occupation sont à l’arrêt et restent peu ou prou au même niveau que l’année passée. C’est toujours mieux que le <strong>reste du marché</strong> dont la fréquentation s’est dégradée en 2012, avec des <strong>reculs de taux d’occupation allant de 1% à 3%</strong>. Le léger retour de la clientèle enregistré l’année passée n’aura donc pas débouché sur une véritable reprise.</p>
<p>La situation est toutefois loin d’être homogène et il faut bien reconnaître que tous les hôteliers ne sont pas logés à la même enseigne… fussent-ils indépendants ! Le marché français est bien plus contrasté que ce que peuvent donner à voir les moyennes nationales.</p>
<p><span style="color: #003366;"><strong>Paris, diversité du mix clientèle et internationalisation de la destination font oublier la crise</strong></span></p>
<p>Pour l’<strong>hôtellerie parisienne</strong>, la crise semble être loin. Les chiffres d’affaires hébergement sont en <strong>nette progression</strong>. La croissance du RevPAR est partagée de façon homogène avec des hausses de <strong>4% à 6%</strong>. Certes, ici aussi ce sont les prix moyens qui tirent le chiffre d’affaires vers le haut mais il faut dire qu’avec des TO avoisinant ou dépassant les 80%, les marges de progression semblent réduites.</p>
<p>Le marché parisien bénéficie d’un contexte particulièrement favorable avec un mix clientèle d’une grande diversité. Comme quelques autres destinations dans le monde, Paris attire aussi bien une <strong>clientèle d’affaires</strong> <strong>que d’agrément ou de congressistes</strong>. Cette diversité permet de mieux résister en temps de crise et de retrouver rapidement le chemin de la croissance. De plus, Paris est une <strong>destination très fortement ouverte sur la clientèle internationale</strong>. Dans ce contexte, il n’est pas étonnant que la capitale française ait bénéficié de la reprise engagée ailleurs dans le monde. Cette tendance était déjà palpable depuis plusieurs années mais s’est accentuée en 2012. Le mauvais souvenir de la chute des performances de 2009 s’estompe peu à peu au bénéfice d’un certain optimisme.</p>
<p><span style="color: #003366;"><strong>Côte d’Azur, de la croissance mais avec un zest d’inquiétude</strong></span></p>
<p><strong>Le bilan de l’hôtellerie azuréenne est également bon</strong>. Les chiffres d’affaires hébergement sont en <strong>progression</strong> de plus de <strong>5%</strong> et ici aussi la croissance est partagée par toutes les catégories. Pourtant, ces bons résultats n’empêchent pas les hôteliers de garder une certaine prudence.</p>
<p>Il faut dire que si, comme à Paris, <strong>la croissance a été tirée par les prix moyens</strong>, les niveaux de taux d’occupation sont ici nettement moins soutenus. Les hôteliers savent que, sans croissance de la demande, la bonne santé des prix moyens pourrait rapidement tourner court.</p>
<p>Ce phénomène est d’autant plus vrai qu’il faut compter avec <strong>des intermédiaires de plus en plus gourmands</strong>. Ceux-ci viennent prélever une part croissante du chiffre d’affaires. Part qui n’apparait pas dans le prix moyen mais qui manque cruellement en bas du compte de résultat.</p>
<p>La prudence est d’autant plus de mise que la croissance de l’occupation a été moins vigoureuse qu’en 2011. Les taux d’occupation de la Côte d’Azur affichent une troisième année de progression mais sans avoir encore retrouvé les niveaux d’avant la crise.</p>
<p><span style="color: #003366;"><strong>En régions, un scénario en W</strong></span></p>
<p>Les régions ont connu le scénario régulièrement évoqué, et redouté par de nombreux secteurs d’activité : le W. Après la crise de 2009, l’hôtellerie des régions a retrouvé le chemin de la croissance avec deux années de progression. Pas de quoi compenser l’impact de la crise mais suffisamment pour espérer un retour progressif à la normale. 2012 a mis, à court terme, un coup d’arrêt à cet espoir avec des chiffres d’affaires en recul dans toutes les catégories.</p>
<p><strong>La dégradation du chiffre d’affaires est essentiellement due à une baisse de l’occupation</strong>. Moins internationalisées que Paris et la Côte d’Azur, les régions ont subi de plein fouet le marasme économique français. Le constat est d’autant plus sensible que pour une large part, <strong>le marché hôtelier des Régions est dominé par une demande d’affaires générée par le tissu économique local</strong>. Celui-ci souffre et avec lui l’hôtellerie régionale. Le phénomène a été encore accentué par la <strong>stagnation des prix moyens</strong>. Ceux-ci n’ont pas permis de limiter les effets de la baisse de l’occupation. Au final, le <strong>chiffre d’affaires hébergement baisse de 2% à 4%</strong> selon les catégories, mais le bilan pourrait s’avérer encore plus difficile une fois déduites l’inflation et les commissions versées aux intermédiaires.</p>
<p><img 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vYI+1WeAPvnmZFCvkPk5WPfkHSULmIe6d44AgmzI1r0PLKDXQvyjrz646NiNxLcde69CtjAWHDX56WePvbn5rqQgwH2zxsL7lpZfWQrqInpDuRQgP3zycLs/zbhHce9KOooXcS90pgEEtGgiB47jyzU/nqBuy8IC0s9SIj93HsVsIGxEPuScm8f+y/nuZHQAPvnjYXYV9ce0cWpmU4kLMD++WQa9IZYotP7Z7r4QAKJaFHEgJ1HFmZ/o58uLir1IKH2c+9VwAbGQu1L++niK3luJCzA/nljofY1/XRxWqYTCQ+wfz6ZFr0xoIu/b2dWF8PtSFg/06KIDkXC7Ui4HQlD/ytiq0GRMBTRYYgRQ/Roj5Pn3KvjTY8h4XYkvNc3ba/bZ/Ysp6+L3Yz38IsherTnm+6o6nsLaFDEgPVUhu7yZ/xaTtLbY0KqP9dE/67pumvm77l9Bu0v6WK3S91tOfwk4nZMxegJeO9vjX/9gKdp3Y1d87/AvrYf+90tSHN27lEBXfxDO1O6qEcvMdHr2zhTF6fr4PSdXLSdW5FJPW5z7mjjors4UzuzKJW89CwRfFIeYogeX1Dm17f6nk7AkTD0GjO9pZXbVkhfoLEj4b2yrUMRDYpozoIInbzp0L/F0mua2UNVrju1KKLHxmZ79R3M6xYcCbUf8a1vnuCUm/fp6KIeRYzksnpG18FFdHIRHf4vU8mrYumVTZyug/0+i7o0DEWiyM+rGV0H91sRfZHGfk0cvbKeieniTF3cz1nkhfoBvDHp0YtN9K+t3KEK1+1GFAnHHsj06DrZjyx4z+3yv4d9LTomw23oYL/OIhENihiJj2tYQ517WCSKhKFnlv2T1UU9enuqO6SD03dwkV1cWI3n8Rgc0WGIFu0JnR474pjGjuiIz2oYXQdn7OQi2vyfppJIODomwxPewekbPONiMSQMuz/dreng9J1cZCcXXOV+OAo7i5VBh/49ht7cwe0rcV5vQJFwbEKuV9/JvBr/X8g+9liO19DBfJpOIOHoRZHE0npOX+UaYrQj4WjPNN8ZYd8Q0MUT2JnTxcEmalcLW+aUAAAE6bCdCa/wV3kVhRNtTUwdC+Dnv0oiBp1DadRhs8t5ADWmgEaC0YcO+wGgoMI1xkI9mEwPNxODddg/Y8jhFvLOROquOGLwuXqc1KODjFSkWwWRfysORbTEVlwBUfwxkxpjpR9Iom4x4YgBuymeHJZADk+khpjwU2wep6mLEXSuCCCIMTX+NhkUh//VLHeRAADg6fDcorH/2+JuBwCA1hbX0BjaSMogy0WdbEI7uz2HGqQfwJqgRy+IIMOcAKLwSjyGaIhVHTKA+GMKNdJKPZhM3xWHX6zDroglh1vIuxKpO2Lxi88V+1r01hSPG8DT5RkaakfiXM0ArN33dDz5QBI9xkYNicQQI35LAjUsgbwnkbz+lBXl5HVRh44rYgGgE/UbW0UA9XCl89+h6JVx5APJ9KgE4t8R+J1W6rZo/GIDdnM8OSzOkcqoIEuWWn+ToEpO5slI4pu27m2l5T2ZJBKMzijlAKCpzR/XJQGotmJ6kO6sPSfp0MEmKsEHwHLTYtAL9OQuXAFZ+NxG3mejxybRd8Tig3TYVXHk8ERymIUaGoMPOnfs35PpUwDaW9zXhdj/aXFTAK523xQL9WASPSqR/JcBu9CI35ZADUsg700kr4k8jeeJgC7+oZ3hcVT0PynuDgGaW1xICPpOHQ+g7MkhkBD7naleD0BDnWvIOYywFr0qwVUnA9bsvs6ILWyRgOXWVPjLcaHMIbF+/msrOa+MA1AlVWlocN9zNgavTtI06OxyFlR5dy45OMJZIii1LX59HVtDCXU+pcPue85M6WlZlFTgpN3Zp1pvT1sXkziVI3wjw+wLWyUQhGXFHptbVSVV9LMvmvGJBaxPURVZyW10v13KAqgRedQFmnMxiKrHEC32ZAGrgBKcRV5jorM4sLd63i/y1ZJChVNmvNwHCeR7NTyAKqlySZXr1nPFvh5FdOQBSgYfNyvafk8eoyry7gLn1gaunuSbGLm+zTMtgU5wK4Kkgl9cnU4cGXH9i+yfvC4+UMACKNrD5GCdowyAbPO8YHXaHFIjJbS5BFO5t0hQG+td98Q5CiS1vNaX55IZp39cmP3NBhFEcV2xO8GpYCRbwqkdje5LwtApRSyAsiMJvyHR1a5AZ6vrEsNZ00U9hmixF8s5AHlDEjHE7KwUoK7B/XGZv4kSqtyyz8kuiCOWNAugqrIqZ5Y4rjmH7EdQUR5VcTITIu3jSziQxD1VXmuXUE6KXl4y5FG3xztyGVWUVPAKS5PxU2TfENDFE9iZ1sXbunWx1YWEEL90SSAKn8ahSDj692hHgQTeLu/dEedumEKPDoogN9pl8DGv2+gUBsg2z6gYfEwMfrfFVcopVY2eb8pYAChqdE9NIP51DqcfdOgVCe5WVa2sdb2S4/fLcnAeNTyaGBmFzytmZZD1uU4TpYIgbsp33B99zvqLNlYV3NwPWS6rW6Fx/6w0V7ZHIWm+lpei8pxBXWINxXe65IIO78+tEij8R7H4kbGgATYNel2Cq1aEunrXE1k+BlRDHn1tJDE2Br8nxdMmqZnV7p9reAA1vdY12Uz8/Ryyr0VnlnGgSGsyqF9aRdXPvxyL3x5HjIwk3qviAKSDOU6rG4AVVuU67jUNRH/xgQJGBTW7zr2omHUqsq7IHdIpCl52jonchopeL5dgl1naNz/f55fEDdlOPSWLfn51tivBowhuLqqOIUV5Rxb9U5sEAvd0BPZkAaOCmlTq+r6S9SuyLo+6UHc2773h6NBkT5cEeZXOKXmMBPLuTPK6KGJsDD4qw+tUlLhS1/omAUCJq3JNiCX+di7bPvZ6jQCyuDyV2maXJRc7w4yPiMPvjqGDKEVx+ufbnIdZAD+/PIu+83TGnwO6+Id2ZnVRgw5N7dHFC0LxH9tFkKVliShyyH5ZrLNWBarNc8fZeyo8GQvHniliOJBTGzhWlg/mUU9YnSEdXKxdaBPUmlbvb+WcDNLPZgwJ6Tpb090nY3oUMRJ7SJmnuBxC8Hi5t83EnEJfQheXSYosyAmFrjin4ke9Qw12JARFTu2ectq6mOBVJFEm/Aoo8v5s/NJ4dw2j5Ld696GSlxYoVgyu86U55PJ277eNAoD4fcLRU6QDaTr0wgjyty4ZGE5rl8DLLTDjD6a5DZ1cjF3AJKWg3rOthpcV8fNoFAk5a4sdTsa06JUJ7hZVKW1lG91yQ7vnbgPxfpk/sYvPoSVeliILXMlelW53X621I6GnGsy/pIv5jACq0y95JfBT/gmxdJBTETkxuoVNIMXkdv+uMtYjiQl2UXCys8zULkpWZaXNJba4+PX5zq1tEoBiq/QlETKAsiONnJLPiAAun+STwIn7xkWgp97vOTn2B0VRQYQselkDJisu5pkYbFKmx9TFmVDRoSiplZ79TYIkcq8ZUST0nC4S1KK3JnlwUAqa2A6/XFDveiyW3tDEJtr5Yp/CupmFSc48DtobXYM1p8G+4SzpYv9EEMMfiHb3dPSJ+daf8LBn286CLnaJ0NrqujgUnVbESAAFje7H4siPa3gAJb7I8c9zeLsxYIgGvcHqKmZVUEB1s9PjqYNOBdzMonR3Ias0tnt/K+cUEJeb8WuiySlJ5PURA0XEMabHEC32dDGrqACg5tY5n033EgBl1a7vSxgfyAmFrniX4rF774nCRlro8fHEpafg52nrYjKn+gn/R2nuEkHtaHM/YnOVsUp6jeujCg4AwMctzHLGe5S6ZveMbJ8foL7NM81CjrdS98fhFwx8VMOw6UWMAACg1ja6bjNSVk5lCf8nmZ4GUSlu8Gyr4RVV+DgauzGOespGXm08F9QbeiR8ByqBooIkb0zDH8zx86BmljlXVnIsSFH5rlSfirW6b43E7rfRD5vxS06J/b86jhpV7FxSycuytDbHuQ+VgeWXJpFjzORoE/5gmqdVAlDVtlb3MC0Z6lXAw74YjV0cjl6f6CznwOsRIttZIyq4ZKhu9iwuZGRQdLmOb+sFUKR1qcRZfhBBkTDs1Qqu+7WwBVXOm6MchTLQXb4Ps72YrGRUefY3CZLAvRyB3xJPTbaSV5wT6g09s6HhlAKKCoK4LJn8rFkERViT4QwlZMXLfJbkLOChod55XST+UBI9Nha/6NTuUWdeF3UookOPEjDdcbqtRy+LIl7Jc72TTA7+o6V3egw5Zra5+zgDdi8+07p4R6obl6CzzfVPjf2iSHJTmwAALCODqlY0ex6Ows7lWi8DhuhRRE/+1ikDQFOL60Yt8WunKLBiUSfPqFDT5t1UwQGIn8eRL1XwwHHvxZ3G8P1pmga90eKqFQFA2ZZKXJvoKvIrOM3n0ZKiyImFLotb9dq9D8SScR6lq8l91yksWzhtXUwXQKX9D2rRT1pEkMWNlb5qRs2vcTyY6qFUcNs9D8U50hnA2t1X6vGFVaxbBZWTfZycUe4YNJDrUbtNi15ncZbwACDvzCUu0JFBhMT6xMIuQQKloN6zo5YHlX/TRH5YL4CPnXsOq6sGe7qIBQDwsc8b0duTPfWc2kFyhU5ZliVTgSvDD2ire7SZzmaU+hrXkFNi/+R1cWwhC6CaCqhrIh1lMvi6fB9lewq8itcrNNJCSgV9hYk2OlUANaqYGhROmfwqeNnpESgShk4v4QCUsCwSOdiFaMl9hAyskFbPSaAEpxI3WVwtEnjtnmGGs3zf06C3pbibZQCQVqbjg4y0ySF7PEKhXQBQ0irdwc0CCNzMSHJ5m6C4/FPP1TOxAUO0+IIKDgAkp/9hPf5SBcfLcnknZ+eB9TCLkpzFAtTXOUclOisFpajU8e9TW5h6hnVRg96Y6AjqFKpcYqlTrO7yTzZTKzuEpHrPXZq+DC0UCUOvT3RWcmprnfPCsK6edBl9vwLh6KM53lxS+DqFQHQookWvMjsO2sUih5hPCQUk+6UNRw71lEQ06JGkQAOGaFAkHO1JD9L3eIWE2Xuy3I5JIzuBnVld1GODo4hRNnpkPDHIgCE69NJIYlQS/UiqY1wSNSQSO2ca09902NVx1Ngk+q5YHNFhl0eTY1Mcj6XQ99uo4WbipljygSTq2gj8ajM1LoU6Z/1FA4bosQuN+B0WemwSdb0RQ/TYTfHUI2mOh5Oo+6zUnTHEHRZqdDzx9wh8eDL9QAJx6Smc4nTzF/G7bPSYRPLvBuwf0eTYZOrOeHKEhbo7Dr8oAr/XSo+IwwcZ8WFW+r54AtGhiAEfZqEfTnWMT6XvNRPnoL9owBAjfruFHptEXRuJITrsyhjyoVTHY8n0/TZqWBxxSxz5gI280ohfn0A9nExdbTyX7A+OIu5PosckEH8zYIge/08iNT7N8VASdZ+VGhpD3GWlR5qJyyLxESn0/fHEJafE/snnL14WTY5NooZG4xfosNss9DgreakRu8FMPZLqeDzNMSoeR/T4kARqbBJ1kwlD9PhQK/WAhfyXEUMM2HVm6sEk6rrupqTDrjVTD9ioEQnk/UnUbSbsAiN+h4UeZyX/PSDs32Wlx9qoKyMwRI9dE0uOS3WMT6LuT6LujCVuNVNjrOS/jPhNifTDSQPizx+ZDrvMRIxNou+LJy7SoYMjiZFJ9OOp9BgrNcpCXhuJ322j74nDL4skRqfQo+KI/4L+og69PM6R6FRAkOLrvOsqfOE1ngmJjnhW5XDfeA02OsU557DrhSzHMAN6VYKzlAfC7nvtsHNGGnWdEbskipyW41qQ75qZTt+gRZ8rYQHUQzlEdybQDRZnjQjgYX/Icy7Jop+yUE+mOqelO55Jp8enOubku1867HwsAb/YgN+b7Jie7ng2xzUzi74zEkO06B0Welaua+5h5z0x2AURxOQs1/w818RE4k9Ww5/x/W706FFDx30pQec2K+i4CnHEn/4edm9EoOmXzHRuM3+7x+H7Jy31D2Zf3pXmVKdDTj+v/5jcL12vb/1nEPrK6P87KkP/kB5VP/uxr+3941yyjx7FrIB6BQoAACAASURBVOb32O9JHDxF9v9aXv+RDMXeU2uPZlN7dJm+AB7TlPqyHvs23TzlCvyXQ3qCBoUeIf2/gX1dP/b7NxxNv2zR/mmjp2BnUhc16GtVPIBqKqIvOGRHQu1IaBeip22M3Nbh/TnH2yGpbrfEympti/t5qyPTr4IgoV4ZQNbm0cMtrjyCT+3geVnWF9Kv5fsZWdmT3aOL1yc6S3hwdbgv0dqRg/Yr071OFQBU3sHGt7PZHWyJW+ZczMtWagepgKqgbglATS5xjE9xVzMqsFIrzv6QSX1cy7t9Yg4m+jzcu/H4iS4qsA/c+WyBfeDOZwvsA3ee25nTRRTREFtQCXj+zVhsTLLzx0LX0ixqZAwd65WbKa6cVBQv81QUsahBAJAMBe5sBrra3I9ZHSl+UCnf/SbsnlhiuNlh8Sk06t9Y7HeI/XQxwZnPgMxLuQSfbvd/W+5HRbXL7p8eiw+NI+82EfNKGEGSQ0qdGzAZPMzrSY4Et+rD/JGkDKywMIW4WYtNyPTaFfVwlfOpDDcOUFpGX3SC0eeALp7PFtDF89kCunie25nVxZ2EDDw/PxJ7tsiX65aBFxanO40OqcMrtHlUH+4ZHGR/qoiRQEmr9OQwanWN4xIjEUSq4GbeyXVH24XDKN/IKjjq31Hqp8Wj+ouFLAgudk2R6/scena+zyEosaUUEo4vrmbLKCGDFP2CHFrh2oDJEuEdGUdpaIUj2CJWlWhmbIQd2W+/P9vHArQS3IE21tjFr8+jLjrBAoeALp7PFtDF89kCunie25kcR9WizxczHEBxq/eVFPrrJhFUcXmmM9ott5JsTpcEAv9VimNbpwSisDXHdZgFhvB/lOOuEMBj99ucMvi4n1OdyT7FTfh3lfk9srK/b34x0VkpAtPluVxvR0Ls12Z4OUWJLqGGJnt9KpTXuT4vYVhZ0VW6N+MyUN6x8bTJqTCYb2eHCJK0u9DxrJmck+2pF6C11TM1nnzSRo068SZhp6mLx08f9n2jPW4KpzeARw2UD0wN+FMf+qZAjinZPYkyAPsa96tgRzZr1febVdL2c75vHrTvEvrmov7SVM1p6uLx7GuP87b/NMlRU7kDFc9j2P/dkPZnP7zf9/reBW4Dw35fZTt+5rtvDqlvY8z+l3AU+yd9utPUxWMa0fHTjSdzOQMW0p5tuNHfYV/b+3f/kv0LDxD76FGV7fhw9c0mHsO+rh/7fymwZ3Y96oURxKJKxs4pHkYmOMXnYt9McoQ75Zo2z/vJrgyPTPtlJysZi+kR8Y5kj0J7JbtP9jH8qlTynVK2i5FKcb6eVRo7fBuKfe2svDWrRxevS3Bm+1V7u/vqCBQJR29I96CcrCuhLjfRUaTU7BSyCdHLSrvLXb92SS7Mc7+ZDqeUjjbPiERah0s+Vu50cN9lkC8UMnZO6XKJXW5uhY04W/OLWmzaYa+NFNIIIbnT/5GNQDToiBSXAeWTcSG03HWHEUU06O0W54FO3tzkHqVHkWh6XROXTggpBH+w3DViYNb76dB/x1Crm3hLl++ZaAwxEJ9WMZmEkEoIpnrP5GgMCbcPsblC25j3E/DLY6j1LZy13fdsNIbo0IuM+BslfivGfZtCnuLqhr9iF+qwsWnuCIwPL3Veo7H/O95xqItPw4UUgttSQF+vtyNa/MkCX1Ste3KyY3srn4ILkbXuByPQf8ZQK+pYC8pbUHZVNvX3k0yBOB1d1OKzC30ppJBGCNZ2/6sJOKLDXyn2J+N8Ms7+kEFepkURHXZvskuL8pG1rv9o0JFp7ihUSCOEFIz9IYMafPbj2c3+9WbHljbe0u592Ihel+DY386nE0IqwW0vcFxnQBENeleKW9/qnxuLj0h1R+F8WIXzZi2K6NCLI4lPKhgrxi6yEgPBvh6bkOmJxfh9BY5/aNFxOd4UoqdxfWwjLtagiA6fWeLXVbnfyfdEYUIqzm3Ip/+ptV9jptc1shaUt3Sx36STl5zkxrOnrIs69AIT9WM9l0EIqYSgqXKNMaKIgfignEnG+WSUWZpKXKxBB+nxF4p8Fpz/KYdCwtEJWR4zJqQRQkoXsziVHDQg7F+ow8ZlumNx/kCpA9Hah1qd4Z1CGiGk4Nz6XPoKPYpo8PklPn2d+zYt9kiWJx7n95Y4rtWgiA691EQurWGtGPNOAn7W2dejF0eQn1SyFoz52EYgGmxavi+DFFJxwdbufyORQMLtl0RTa5vZ1Zn0a/neeJxPxbhVOdQlGvvNiY6tzZwF5S2dzKJk8i9sO3yG8zT0KKLH/h1DDDGTQ+KI66LxwUbsihjiGhN+oQ77h4kYYiaHdO8kZMSujCGuiSGGmMnro/FBehQx4NfEkbfGk9fGEFeb8H9G4tfEEJdH9LJoxK+KIa414Rd2f4zAr40hrojCEB12aVTPYa+NJi6Pwv9pIq6Lxi82YldEE9eacESHXhKJ32gmb4kn/xmBIXrsqhjy5njyZjNx+YkzDU5HFzX43CKfpY0Ja2IdCrjs3ifMdIRDkVxsWAPHq3JEHjXC4ir0qwAAHmaKHkViHXtbmMg6X6ZDBpD3nfLGnidvOvTvsXQ0JQMAyPwncRhiJL+rZRIafbFdIgBkldFIKDq/khN83Kc2R09Jnv84BkO0xPf1PAAAqHGHqbPuqgablO21SwAAznbvbeH2663OiA5WW+vP96kgCAut2EV60uCSm5p8cajI+wRNDUuJiq3K/VM1ByDtz3UdsMsg8R/Gnlza5enp4tvl/sQWf3gLzwI0tXheyPDaFbWuxR+NSsDw78Xjw5LcDRwAAEf57g+3P5TtjW9jwuqZVgHAx718yhuY/RX2r4x3proVAACeeykCvdnq1LWy+jp/vkcFWfzJgiMh2GcNvNfJLs/ztQkAAFSX9+5wFDGQ61sFAABQQjLOfkXVYLMKGIcMANBW77pGi03O96W0+UMbWQ+Ax+6712C/INph9cgtXZydkVtQRtshAC8uS6EWNQogi5uzXXpSBpadbzq5tMvT0MULo+lNjUx0vS+ZkAGUoGxqfI7PraolTT4LKYOXfTWO+KCc6w6ftZxGwtCn83yWViakgcVl4J3M9Iiz3w/Toc/n+QkZAKCz1XWhxn5PqtvUxmrr/BV+FXj+szhsUASV4JKLa1wz8nzdwW9udg0JtV8QSe7r6t7oXNqcdMKuxembHkWMxC89lU3en0kgYdiLJf6UNr+mmeMBiFbPdRr70AyfTxBDKvydnFLb4Y9EJWCED5Oonzsk4IVfs1xWt6J6mGdPvrNx5vP6u4dceka0ejg48oe2N+vf0LsDgLZ3LXV3v777S90f5/X3P4v+6MPqegd8fve82t4xjf4fT3AhpzmOqseQMDsSQYZSKriZL3J8LlDNh8krIshYLzCo99kUx84GttitsG7/U8Zexw7aJ+T5ASCh5OyLjR79Ryy9pZ5JJSRV5D7sztPXoUiIfYjV1QXQ1OD8WyR5gJTLq51DzdT2GqbUKfN+7r0YFNETC0v9me28V1Uics6+q1psQpbb3Mi2y2pHi2eYrndBdhg6p5IHkFelETdYvHa/sKnc18CpJfXOSw7hu2jZ4+TiGzifJG7IcW3ulCSWezUGOylvT3MctfuddiY60a0yLmZrkwgSvyAGuy3J4wXVUkA/bHMGNbG1PsVBeMd1V1StHQnBv22TAMSv4vCzPp6mQ68xO3Y3MNm0LLHsAhOGaDFEiyKH0OdKOABlXzJ+SRRlcsqppY6J6a7QZq6NU9o7PXeFo0gEsbzcn9MlMIq8L/3s66IWe/awx9LE2lW1ttZ1U3e4wu2IjtR7VHCzY6LQm9J9lJe32gWBk1amYBea3W2Sklfv2VAniIKwIst1AJc5DzP9JLcjOM1xVB2KHLSPzvT6AFKrXMtbJeC5KUZ0dKZPBDXiMP16niehi/fwSlwZ3ZtSYkfCiM24AiL/3kmK9+mYHnsi22NuZ5tZtanZNdjQWwMPYa/XCADyCjN+b4aXZIUvE8jJ2W5dC0+ISmWT64ZQ+wUm8pdKfx4mcrK4biB0kVxe5YvtFAGkHZnkBeFoT+OKoGwMAOm7MxJ/p1EkOn17m3ngxU8t6GCbx6kqtir37maBY/ivM1wRDsVL+584l7r4/8ZOXxfD0Sdy/W5ZTSlzPpnHAChhmeRlBjKYUsHLTDShF+nIDagEXqZHFzXoJRHkXlQGnv/QfPbvjAbsQj16qQ5/o1YAme/RRS2K6PDF9QKo0qok4vYkN8qLa1KJCzTopWH4ylZBZfkPYjFEh10Sjj6Z4XWDEpV79nXRgA3So9dF0JmcgrUe0cV/xzmSfCpLMeMjsQV1PIH6Fud5CUlNrnIgIfh6VFK9/NpcV7JXBUUFgKo6100DMI5qwBAdhoRj0wsZv6xYy1ybumRguInR2BCruwugutZ5tc5+sZEKpWWG8o3rvpxw++1J7moB7B2eOwdkv5tBevRveuLLZhF4bkH3vTjc/o9YOsatSk5mnAG9J9Pr5IWlFnxwuP0Sk8PqVYguz3ANihiwwWHY7Dw/B/KBAdBFA3aRDv1PjKNUVhvr+3QRfTzH51bV/CrnFeHYojaho81vbOElUfrahiEmV6GkdrV73rK6SjgAWQVQcyscV57k3jenPb94gYH4rUMCnl+eQu/DFfAyI43ovWleF0BOheOiMPvodA8mKJbyXl0MQ0emezslaGhyDRmYUXQNemuCI9undrS4Bht6auA18c50v+olfHcb8A/qRR/hvSsCHaxFB8e5inmlodl9SziKGLG/hWFvlTKyKv12tnXRgCF67O867L5cBkDa1aOLGKJBnytgGFDjixzXRdIZPimi0Lm9VQReeDseRczuJlBr611vJLvrxW72FUsRfenJBzagi39op6mLGnRcprdJVO0d3jt16LAsP4CizSQv1hNhDhWc/vsiUURHbsblHl3UohdFkhvaREGQNnW/dnUArlGPIlr8jfpeXdSgiA7/pIqTJCWm1HFJGDavhudI/0NRKKJFkTD8h3YRenURCUUfyvb5BkoXES16UZQjk1exVs/dOhQJR/8RQ+tIhWf4T6w4oqeS3VJiGT0qxeOQ1cwqBxKM/YZJfr+Q3cZTDL80lVpYy3t4cVXyyc2InKYuatCnDvsxSa1pct9uxJe2ycBzU6LQay1uAqC0wnGpxo4YaY1T6dHFcPRmiyvTp3qd7JyYgdr8SI8iOmJJqwg897IJQ8LQS2PoQ4TMc/xXVhwJwxe2iF7UN8yIIhoUMTmS/Ud0EQnFphYy0kDpIqJBLzc7y2W1sd41RIsi4ej4TG+LqHZ2eR80oIjJUeKXQvLpJTU8iNIyK4pEuyoFpbrdF1zPu/38h0nU8ibBy/BLEk/ucfN0dFGHXmggfmoURFHem0teoic2ogr4mfv19mGpXj9AejGNhNrvzPA6BCWxWxfD0WHJ7lJOdRH+p6IGaumNBv1XgrPAr3a0uP5mQJFw9Io4h8mpsD7urTj0QhOd5pNTiujB3etW4lxlQq8uGjAkFJtfwcLA6KIBQzTYvXm9uhiGIhp0aq4Pl9XaVs+dWnRYjt/v41+Nw79oEYET3jTbkXh3p6LkN/m0LQLtZl+z0Ws7BK+Xe9d80h3xgC7+oZ2OLuqw4WmeGh44D7s8mbjbgA23uZplqG9wv5jubpChud51tc6O6KlthAw+5kkDepGR/KlZAFAOVzknRuO3RA7INepRRIe/3SCA0q2L+GtlLAfQ0eaZGYvfE+fI8Mm5lc5/dT+jheMrOkTg+A+7dTEMfTTbx4ISPTC6qEMvMzlyBZVs89yhtV9movZiEshyRKHj/gj0yTwf5ReWWzHE5MjnVAfmm2VxZfmVBoKxojJw3Ow4/OViRgE1Ju/kavLp6KIOeyDL2yqBj2YWWvE7jPjcUg5A3p1Nv9P9RwY5KMyORNJ6l8LTvjEa9MZ4R4pHUQVhZyY12oRfMzC7cutRRE8saxNB4F6KRC+PJPfaJVDk2CLH2EjsrnhnCStbiulLw1BEhyLRjlRGoe2ee7p1MQx7rpBRQA4eGF3UoleZnVWK2lzvujbcfleKu4YFzsN+m0wMM+LTixmvj38nFh2e6xcVNabUMavAz0lyWIX7IKmAl5kSjX9YxQEoQVkndx8/ZV3UYxcbicW1AoBaXueaFoPdaMDfrOYBpLXp9OfVAqjSmiQCCbHfm+l1iYq1nEbC0aFWV4FfFf38ulRyRBR+5QBQb8AQLXp1orOYUe2trou09qtjaD0lgyRqDlPDI7Ap+YzA8u9Z8J79bsyuSlFpbunVxTDs1QoWQNo4MLqoxe7LYwCk3ZkkEoI+lOltE8DnYBZZ8WER5G67aO/y3hFmn1jCgqocLKDnl7IgSTtK3bEulXP4H40iljUIAPJvKSf9Ps6ALv6hnbIu6lFET/zULgGA2ydW02Jdh2diJP56OecVFYpRXA72zQT8Qg2KGKktuAxe5jEdemuKxy4DyEoLLTQ5hD151AAs8+vWxbfqBZD5t2Owy2IdWT4VQO1yCrUOoYoQ/T7+iyQc0WCIAUPC8Z/69xfD0PED2V/UoZeZHFm8irV6bgxHh+X6ZQBVkOpooZHgGjxyU5f3fgOKaLAXivwopzgYxefhvrQRj2d6G1mF9kgkJ7ehvuejT3aG6RR1UY8iBnIrJgMA7RVraKGoyT01lt6PSQInuwSlvMk9MgJFtCgSSWudCkP5hodib9ZwAMCyUh0lNOPMwIyid1fUpa0i8Ox0PTY+18cCqKJcTwl1NBfbwHnc3FuJvbPO0Uf3F8OwZwsZccD6i1r0KrOzXFbral036LEfWkUAcHvFWodY3uLPpYSKNs9QrR2JIDe3CQwvu3mlucM33og9ledr5xXSLdG8XNvhmXiS7+Q7ZV3UorcmuesFAEVpcwiNTiE4j7wyjjaREsfKHkHOr3XebkCRcHRkppcWlIRyGgnFvmkSAMDrF2spocnuf/kkq+hph/TqxJ7+IhKGPl/MqAASL9VRQi3N17qltr4JCx2KmI/uL4Zhrwxkf1GLjcpjAKSt6cQgHbHdLgMA7RFrHUIFKjgZ6WA+hYSjF5uoYLvIcrJHUGqaPfcZsDklDM4ruEty8XJps/vBwPziGbDTGkfFr40jhyVSw630fUn0aAv5Dz2GGPHbE6mRNur2Iy/Lxa+NI4fFE5fqsb9FEXcmUsMSqZFJ9Ogk6rbYU32h7l+3f8WQwxLIfxmxiyLw2xKoYYnUvTZ6dBI9ykYNMxOX9ZXUY1fFksMSyCuMPR8vjSLuTCRvjMIHxs8LjfgtCeTQWPwiPfY3E3F3IjXMQo1Kokcn0SOt1K0xeN9bXG5JoEbaqDvj8It1KKLHbjSTI5PokVZqyMm/qvS0xlHxG8zksETqHis9OokeZSEu1WOXRhH3WKkRVvLaI6ug8RvM5J1m4hI9dmUseXcidbeFui+JHm2jrhuY0QIDhhiwK2PJYQnE3w3YP0zEsN6Q3pdEDUsg74ojBveVNOI3x5ND43pf26TH/m4i7kokrx8oVwdF4P9JIG+LwS8yYNeZjzSuURZyWAJ5U3eb0qF/iySGWakerrXoBQbspnhyZBI9wkLeEPkX2D/l/uLgKGJoAjUskRpho0cn0XfG4YgO/aeJuNdGj7CQV/eyPziKuKPX7d57BXVfEj3aSl4dcXJOnomQ3hpP3h6LI3rsXzHksETq7p4GRY20kjdH44P65Lk7+LH4xb3sXx5NDEskrxko9gebiGGJ5LWR2AUG/MbexnVfEn2fjbongfx3d8R06GVRxHArNcJKXh+JITp0kBG/JZ4alUSPsPRvdydhAV38QzuDef3HbHHb/2GwL3O2f/LvQKb39rna509/t48hXXf0N/qB3YKg2z1dv1P397P/WuX+WfzHZ1WfjJ3m/KL2OPZ1J2T/mNoykCHVHVc//4h97dHODzz7x2+RcTz7x8T5VNk/9fnF323IfV7pjy72u5czYPH8Ix806LFcH8/+AL88oH9lO/4e1efGGWHfENDFE1hgH7jz2QL7wJ3PFtgH7jy3k9FFp18al3g+6uL7RZ6+ICyr8CIhgbZx3liI/fsqXx/7bxV4Arp4HlmIfWsD08f+9OyALp5npkVviiMcjHwiXczG+ct1KHKoCwm1n0cW3DXCSu1pZrptXDKNBJ1nETifLajr0VS6j/3hiRQSHGD/vLGgrqcznX3sD4kjkYMB9s8nO9SFaFBdK3siXcx3iuurfRsb/BvrzydrYNbU+n+o8nXb6lr/xgbm3HsVsIGxBmZ1P/bX1gXYP5+sgfm1H/vrAuyfb9bg31DjM3ZyJ9LFAAIIIIAAAjjPEdDFcw5ZOnZw+78Rqior59qHk4Qk/a94+r8A+X+G924E2D/jkBVFPdc+nBzkM0X+n+ui5GiKP7T3QNDeXbv0JR3+Py3fD4obbUPdvV1UliyrKG71/I9E+CQhkpmm8N37gsyVDuDt8WZzojU5LTW/je6bzBeaCsxRCbb0tLT8ehwAfI0FJqMuqRQDAMXbmRGdS0gDHBOxudAWsnd/VGpF34IT0YuXZaWmZWQkxUaZrfluSW7LMh0yJTeSIgDYiwuycxoH2k0AAHA3FSbZ8pxHVXepucgWsnd/ZEoFAwC+5nhTRJy1jAUAxVuZbinH+QFzT3E0GIL27dm9R2/pXrvFV6dE7tq+XWOr4AAEsjE7IzU9PcMSqzPkt/SPn+JuTdaHBoVGZJQTA+Qr0xkfb06wJqWl5reSRxabyO4WmyF4b0h0eRcDoDQXpEWER5RgfgDwdxVHZ9WLA+Tf0fC0RB3cv2fXHo05z3ncgyNWnqRNKuMAZFdttMFoTa8RAECgS9KsNY6z/ZipdBTbgnbt3BNkLGnrWcns6yyNOLB7p85c41CBaU8yBO8NMZV1eI/+IVuTaQoOCo1LLHQff9SBgNhUlqGNSsxISy8ob+9tJDLZUpmenJqVlRwZGptTQQN4y63akPjDuB8A5Pq0rKJq7Nw8a8hEsi4uv7EvWmJTeWav/x0SAFWWoo2IOtzgAgB/Z21afLF3YHTR15y9feOGkKik7OzMNFtOI8GcuPwxqDXvji7r6vngqNwfvD2589T8/K+EQCYc2rRqf2xGZna53Q942idr96QU1tTVtdA+oaeM7LLtXr4jsai+rq4F9wDTejA06KAhIuRAcI1XbrIE7Y8uHbi7OAAA4GW2tV9ts2Zmhe9ctzO9rcdNztPRWFfXUJ+4f/PKlXHtXTlrDxjM2j0hCXlOh920b1dKjefEhz0b4Inq3V8vXLpia0O/GBHlSWuXbrVmZoXt+i2osKZMow8PMuw9FGSs9ghNSb/tjcO4gRNwxdWenZGZkZ6y74fvwrOq2wps21Zst6Tadm3ZGpbRLvmIxvq6+sZa4y9frokpOfIzscN4YO9BnTX7cHF9p/ePD39GgaZ/unZ3UkFNXV0L7e2rn47kHSs2a62ZVs2atdE1lTm6g3sMRuP+jSkecCXv3BtV1HXCg54tqF57bmZmRnpq8Ipv98aWHNVGfE1rP5711CcaDpicXYd0YYYdwQcTm7yeyriNwUmusy7jQktpXmZ6WpJm46cbDe0CqGjeuvWbwmKT0woqUA+duWfVJq0l06b5dYWu2dOXACDXJOp37gpJzT5cXnXcMo+Bgeo26bZ8cyirvq6+tdPR65nipbrqa+qaqtJ++enHoGycqI37NdhkDtkekd/i7Sw/uPNgmf3c+NuRvX/2yBl7sno1Q3XH6Db3+S87KrYcOGgwhAWFRnT4+QLDLk1a65l6JjqhLkq4fvcv60y1/W8zLEM3VJZXVjW1NFYdzissrWplJJB8nq768sLSkoq6NhYAFKalqrigqNi07SdDqb3nl86acF1wSgPVTnlUAJVztVM03tFFkDyoTFsdKgF4Omry8gtrWvBj00n+K0FX2NYs3XfkttGV9p0+89gOtejM1GzLpns/dmRu00e1Of05lgNaW7ImKKZrgJ/EVC4rcuPPMY0AQBTGrPo+1nXUv5n0iF3hpR46P2hDth2w7F2RRqvJGBpfM7Be9jorcR0FlvDQ4LojYeVzojb+HN0AAGRJwpafdm7Zbapqc1bnJh4It8VpwnI6zk3d6Yz+bYsmynDowKbYVgDAUgybf9KTPf9sO/BbaEn7kWtwFURu3qZ3DLCLaOb3+oxjRFgkC9ct2lvPA4A3cdvqXTuDoo3pTp62bglKSo4Njsw952P8ZOKmFfvj+vUD+MLY4I0b1/+yLUeUW/duiGyhXHnWuEMGW1SoppQ+wZHOFHpvh86Mz34JauTYwgPbtx4q6v2yaN3CPXUcAPhi1640VfY6xDZs2bYlvmUA3PtjqM7Y+PCQ6t+nVGgvDtkR1s5DZcL2fRU8NMVsjY63asMjc7EBdrMbIll7cM+mtd9tTilp7Ym46jTHh/X5L1RFrY/JZpwdUdEHYywJIWFpf63TdkKcSBclrHjv2hWZJIDqbyrOzsguwXxMlfXQole/05ozDmclHgzVHtq15VBhW1eG4efFX+wy6ret3WUtsbfnaHfu3h8Svv+r+e+EF/SG1VmjjQiLsZm+1+YIAGJz4jJtSkmiccvuiOS4Q7tC88iOkoiDO0NDwzf/tC+7eqBvGqeA2uR9by36zagNOqC1tTMAZNZHS7/ftCNIb86h+x5aFY9l+xdLN+49eMhUjnHgKd92ICy3ujVDs275ht36OHOiOSGrsH7gnscUt+3gT0FFJAC467J2f7avud9TD2sv2PbTniYBnEXaVRFFeGnSrp1rft0UlJCdERthrUXPwfCP1JGvDw0+knuteJIO/XSgkAAAT0N+2NJ1GzeHZR6uOZypXfH1hn262OTEhMTMQvQMNpE/gwetS4/Xb/xlS0FTW3LIrtUHSgGgKXLT4i+2tysAAHSWZk1QHN5bJRQWNSxf/vWSPZkFhwvL693CHx/6zILI+uSr7zdsD9LFZpO9zjANCYvWxBAyAAj5UavXbNkZHhZd1V6n+3nVYxx8FwAAIABJREFUhl0HYk2WhERLQQ15osOeNfjxhszEyM2r1ieWon2y6GvJ27VTX9BQsHdnBqeShvUHc0trUiwhq77ZsC8iMS0hzpJbRg/ECIzaEL1rRVCyIFNBG1d+tXJ3+KGD0el1zpbkxWujcQkAxBzNz7syWwEAQGi07Pj8y8WalILc/JJW8tx0v0D1xYWseWv59rBD+ryWY9qyXBy/b92hcgCosO3baG0kcvRrt/62aechS3ZGXHRqq3uAR7WEUlNQaGJFqS7Mmt/c53986Oq3vt0eFqLLa/UDmrYmOK6uuiI6aPX3v+01JdsSohIKazvPyHPxiXRRsBfs+WXVYSeAyqFN1XHbd1vzKgosUTv2lQAAKO6msoLY/T9+ps9ptBmCQmwA0GI2h++KDF99sNwBAHB4/2p9QUfP4Zw12oiw2KSYnyMOCwBSm22ZJldW/LY9S15buLkToGzXhpUr92bmpe1cvCIoovy/fvZcydetnPnJhpQ0a8T+nZu2pDsld/nh7GSrLXzjr8EJhUyP3shEU3FqarIlImj1jxFtPNdUnBERaTLu3rxlb7huZ0hMtHFnkDan9S9N3J6O166E/d/uK+jRxV0LD7T208W6+K0/HMpXAWQGS42LNsVEHVy/ZmeIybDjUIxZs1mb7RvwuSa+NVd3lC66Ew98uzefAABPXc6+pYfK6ypskVEm495Vm/ZHa4MORMcYtwcnZjYPWEeHcXRW5Ft2r11tKOlg2kt3ffvD6nVrv3r33c+XhZEAAK7IrVsOxjf01WfZUfTT7Nlz5n++ev36veGp5ICFVHSX52UnW22aTb8eiMvzqQAATF3ch6uiunUxJ/yX4IySytyEqKjIveu37wsP233IEG3UBIVHNfn+5NhnA5yzq7Iwed+6Xw+l1wkqAIDKkeY9a4KtrX70/9h7z+/Esixf8O+Z/2E+zJoP82nWdL/uea+mq+uVyepyWZlVWekjw8h7ISS89x6EFSCLEJJwwgpJIIMQckggPFzgcu/d80EmFJFZkVX9IiCzOn7rrBUCFGivc8/Z+5xtfnt9bNR83UKLMY9Zq9erGQNkgVnFF5gt6hmhI3Txrj3pjfQGqZ+0lqwBnhr5+uM/TWpXlmyMIa6MTv2QNHfdBgDULe/nbKQBAKC2PP3R//N//79PhiYmaUL/aQdPba+AuDnZdSytLOnF05PMaO7RFmmeynoHLcd1AKjnk9ZZvUGv4k6QuOJZLUc6q5fQLTudzC4o7y/0DAkOa1Ufm65f20Xxb8lP4uzkKzvrCzqjUTUzMSPSqekis1U7LTDt597CjnqjH7WR0bCHpq2Ht6/OTRr7isftmhfp9gG/ss2wFuKXJ27JV/qNxLzFoHW1AfYNcxqWVjwo3S0BAGyJxzRbr9hF05KxV+kDACJp/lSy1m5Xllnf/OrD6X20sUVjidX+GtpCGw0U7UqSx98FPGymfTy1CQBw7ur/JfXoXuLSKusFRVV4/feTk78Y3rxEAXCkcKwXC+ci27YBdaaendNpDBtXnRK7uaYce6LYA4DzdfmLwfmXlTvYufj5hD1xLzjWyMWWmTKj1+nUktZQOJokmy/qnX4sr9tFaLlUY18rdgHgYkPeM7TYAECRok8vl5mDWzbW3GUlM2fS6dyvVyS9YxTXqL+nW+oAgDVK2WMDZYLM22oDtE82aONUb/bRvOHovoHTPyQ769hN8VVUXJyeaXkOAACwa+/gb6djTQDISl8MzCdrgLdL6S0pVxGNOYdVm9XssUHLc112bTs2fNzfT6uvb3VdNkz/alBotBpEY7/6Zf9i5BwAWtVrl0King+5TYzlInqqVhkWIu/UmU4gp7Mcmi6QAQBAT6b7h4W+JgBEeeyxr8ZffMbebQBATtYzaE3chimI1un6YP/A3F63LOJruBL1faHdf7n+CjHtN+PGh/wmAq0fbxqYRodPP2eRRipIcJS62sELI7FrpPWTuHN2M+njP/ZMq05ev2Bfi/s+1x20ANrli4hYIF2NhAx9pjpcC1nqzf23cIj7nryb0qFPQqewRSqdRjnxeY/RveNzGFmyHRw9VzybFM2apORP/ihz7dtmFdJlFGBXpVOy1sIuBUek0JtU/b/4rdh7efdd+ZhIxrOHgnwyXW0wy8if/JZp2rDImVpHaE0xxVtM7bkkAo5+zmpY3jjI/wgijJV0kP31GF8hY5HGycooUjw0GzUymZT0gjzvPS6eHgY8aQxaeyt6tUohYk4OCdZyLQCAM7+GzF4qQzui5LPZLBJXFbjsnBrPJdYnn05KpPKZiVH1TrZ0EIwenBMARb/40zHp6cMSbGXnhAyd5xIpHeuoVC6fRdH7v8WX9M7RSLokfNZuHQArhbeDeznsZt9NekYSS+UzE8OKyBUAIGd+xpRgt0yUo4ZpNodF4i76Lzrjb6ic+DValUquYoyNG4OH9dyRy6LTygUMnjJ6jQK0vBr688nF19Vh9Viv4LAlJovVEdrLdURSwAuHFqNGJpNOvSDbNo+K50db7mMMK3oEkxM0kUJA6SVZMw0CoBlUs1i2QyCutGw2h8Xkyq2dT7yon4V0OpVKrmKNj6nd8Vb7xh8NJ4t366+eXhsettxeeEoHa5RpWapKZLzqaTaXNSFY38m9QzOO5c3jf/nlJ1TXlt8fSJSwVmJOPdlLUSiEA72MhdBhQDUzSRMqBJQ+0twl8rAMG9EFPZMitJjt655YpSvHDKIR99nFSpWYQaHMzJ23KtHVyHmxDVCzDTxnzD/KIagcSqisteNS+dgvnqGxuSzu8kE3BEY9dJrZl6xfH0WjiQaOHWzNS5QqMYM6QzaeIwDQitiFDFUAgbqTz+DwWSSR9bj0FmzH99dptPLJVZt1cd5qW3KfV5rl3OXxaRkAsqfbqwtL617vznm5fnVxdprFASpn5+cnJYKo7HgcSyuboVD0/MH11iqnT1M3jXb+KLi67NjwenaOL44O9o9vMMArh+FEFeDmMOhcWZl3+ZKF7iSH/70opKNLc5aFjViZAKikV5ftZovNFTkFwL0GRr84ggF65FmyW+dsDn/27sTVTkc3Qlc1AGhVTtYdru3ERYfNzfVhwG62uncuAOrzk2S5dRcAqufxg7OrB0mw8vlWcOuiBQDty1R4Zcl7UezwHQwAAK/dnJ6kKjg0z7000uRqBgOA7FHQbra6d85vpS2lt12BCwCAVnl3fXU9mih2akJrF7H5eZvNYnOFzwCgXUj7lqxzdufB3cNGz04S21ffdUuonLmXl1dWPbvJb3kW3g3wUnp1xW62WNfCJwBEwMzsEwYxAGjmAivWuWXP+W3yJFHaXvNdVjEAqJ5EV13uxGkXvKiNq73FBZvVYnMGjtsAyJFjikzdyt+ZGbxxc3Bw1QIAIK6PIpvRLADgSH7bubK5m6y9U6uDlbadjs2t8HY0HI2lKhgAIPv+1bk5my+eAQBo5oIO69yS56z8mhJrHvqdy8vOrfBBp6Imr6GZjK4brVbbgvu8DpB1PR0QRK8wACTp388+CnSjV/vu6E4JB4D60a7fuRrKN7qSgEUUjo+vK5WoXkKnLyIEdhK7k/+shgMAgVXjoc3dIgYAley+Y2n98PTtJKa8r+t/N8Dq+8H12M13WvcfkocYzXrcoZPvkpP4IYkJAJXzg8DGbhcs8z8kcOQg6Nr+7kjMD+zBAwBAIbkX8h78OA7LPxLUTyIbO0ffWdP0A9v7jXjEH0p2qpwJAN7bxfd4j/d4j/d4j8d4xS4uXrV+vln8ua/0fryF4S93X4a/Sc5uC/APKeoPf/xY1uedtO+f/n/hKX2nom4WqYevRzpesYsXCO66brmyj0au5co9+iH36qd/+/hP/8cf8si9OrLfevm9M5lD12/a652fnDc8zb8qJ9qdh/htOXN/ZWRbrmxr/aa9foN2Tci/JttfWw//K3vqP/3Q3zCf3/Hc21146N+e2L9J2g4+/ceC/b1KoIvK8HvXwLdfdmVD/Y2ifnut/ifm9rq1V35jX+L36AZ+BJm3AADQdeaTvxnED7729UcE4seyPm9B/NCCYz9+EAA/lg311tbqG+0iUQ1HvJ6TGgBA+WQzsPWfTExDcnvJ8xr6j7ZeS+nt5cWF5cVFnUqgCpwDwGlogUuhi3TOq9fz2lsRs3TWmQCA4t6GQiq0+E4BACseL2lcHecNb+y5TBwKVW7zF19b8ERpVS/VB68AGnuLCrZybveyCQBp78aq66AbJaVEdsdlNjsflyAjVwk7R2ZZWlxZ9ZxXAUr7swqp1uyrAABWCi5awpmOFgYSRMlrmlv2XgBA6WzPYZ9fccyrhQrr2imSj/EpM5RpitwefC1JEs0dzIk4DK5iOdghni3kzC9kkMlkmswaepQP2dxb1dKmSBS2OnzeAGgn1u0yvsx7WgaAcsqjcca7le1CENWgzTq/dvLKm/XzFY2QShEsR88BoHUdVUmkxlvW+Oa1d2FuN98BJU5cba+ZLeu3f+oitMAik6epvJW9GwAs4dTRpkgUlir0urqsRBaVTAZv1uwpfteXvnu0jzZMNDJ5hibxpR7x3WBFn0VGIU/zVCvXbYBmzmsSsmedZ2UAaO8sOLyxy04bxkZmWcElk8hc9fJrNULZ3RUuZYYrNqcbRDZgF0gVzp0cAFRS2wtGf0d4w/FrhZrNcGcBAC7cVJHA90bq/0Y25d9Kf8cH1fCQzHrUpbXw7tAsZ09SqXR6T9b7Odd/jZ06n47QFvxBO5PEMXge68F6yvXFf/vfP+D6CCQtkAoVpjmFgLddQhNzXKE11mG9cxGwDn3J3AiGdJzxmcWjxx9Vo+p/+r/+6bkiUbtwDgqNjlm+eG4zlz3VcVhrh13ILW9c7zC//vNXg9RXeMNDy5Q/skMnJ+nTyypa9/BkGrlJJBcqo0UkYZ/gz+danTTg7WRI9tG/fcYUhHGAZuUmfZw6TUW4Uy/Gbel2I7O1FQwGNrjPnkhdj6a6eSxns+Sm9XB07+SqQxPbuDkJBwOBwCr58xGJ/fB2jgiifhQJhLa2HErSx6ylVNytFHLNcxb++EKRyNmpHEu0O/SYAMTptuYvv/h0mup5eQsgqmuz00/Z9lBgmTU07c9mNukSg87ElogsiVIhbJySOCvv/n5bz2zTvvj461FmEgUA9PIw6t0KuM38wSFKJI+e74RCW1urKtKH06brl+u2HTHJ6By1L7y9f3TRYVK1exGaZ7sBXyCwpmG/+Fx+TyRM7BuFMxPicDSq6J8Uy7biMcuIfN6hoqs9h8WToJAliXWwQc2dTPVMyBcIbPnlw1/R58IPj/QmMj81PGFZD0Z3jkqZIFkgN5u1Iok6Vam7lQz15tnbst9vtovZWaNUGq0BABSjQo0yeoNdxv2Ly053YL+GYeWzy8xlBQDKF1eXRyfrc5wvnkiT2Zc2u3ax53Ju+KzsP7DM5w0opnbWVx2e7fSjpdtMxQJut8u1EU6fVdrNK//S8tqaJ3FRBECvjsNOl9u3tZ0+O464nZ7YJQ5Qu0xt+5wrG4FkKp0I+d2+0O2BIn8Scy47tnbTnU7lr0VmRrXnbTjU0xnqdRwAUrYvacrDh45arSs7n0MljVFciWbaw9DqTwq1zQWBzGqXC+c6rnUarlnSgDUJANmgZeSp8WX1XCuloU9OUrgSw8F5UDy9cQ6ZTcasxqpVyhcOOy0mAAAQGHoVWVG+wncDV+F1xdja/aszIVUVThV23fN8iXVWrvB3uhYU2q2bDbFmVhJ8ON8QhX35JGf70W0hJumZNAYfzHXerZ2hart1UNycptI5vtdPYyeWjyhaj81iUDkKzZtFKs9mN4hMvi560LBWwavRq9meB62MV5KK4SFHBgAI5yyNbFsSM0zJXNG3YBErbWqpaqcjc0pgaCa4KFdIDxB4WdZyE2YN9zuv7l+mLb8fUaSR+5e1OJk6M/9dt4bOA7/0jf+GcU93g+/JmVO05TbRdjFpIpnP7+AJYw04Ms/ozVaZ1OjvEO/Ed+JIOzKuct1JiuWN3Amy9a69Brarn7zlDTeJZi0miXL9LVrvN/tRi0bFzFfUWZdrbUVF66EJ4iXsJLgsV+nEzBlJeM/HVemUMQAIi7Vaps1mZf7pL+zY2Z0jA7vZZvMYIq1JM/HRT8ake/u7+hmeTqOeps5Ig7dMxNiZf4kxzDNbNE9+/fGLGR+KnC2rVLM6IWnSdHkWp45+8iFJaeBM9X8+ojKoadO01ctKXDb46ZNehU7e9/XABFetZFHE2kDmapvLF6kVas7kmHXnqpP3hSMjc0LrwQA2SXTlbBQDgIL/sxFx4N6bdxYw0RVr6W0zfSmGF3cZArkrcuiUjj6ZZKnNJqNOv7QZ61zhNFFaFPYIX/KGc+7p67B9q4I/5/ZvLMgMB/kD47Dae7a1wKQND04LrWuLGqkpku4CmXv71Kt+1S4WYouDP/lkmsMUm/11KNvpooW16IZT1vsViacy2Y16/eLG6dvyp/xt2NUYtOLAg6VJuoT9LDcKAIDljsM2LW+4nxq47yeF109ln3/x2SfUxTXHun+n0MFmkdmDoE3F6e/luE9eu6Q2PYKJqblIdtshFmkiR7vynoFJFt80a9EbjOuRi+/+vnePA4tFxXppF5vXEf7HtJ06AOBbC7IXMpuBId/c2l6aF/Z9TeLrrAsGrdHh/1YU4+0DPdlUyiUHj/7Q/rJ4aEx/78RteYUT4xp36+5lM24if/TRn0W2tZU198F38jx0DnjMMPOC/ciK1PfZzz/8jw9+88fn/FSDOHKKpqzxc5dqfHp8iimxOxe1Svv+TTe4zltpbu+owX/HdktUjkQjH345JeTR6BrXEXq5Pi40x6JhI2/o6STXuGjTK2bXo8dvJYjyZruYN2hYYzr/8XHycFM3yRNtFwFa2d0tt5bd85nR6RXqzbNxAIgpDXOa7fMzN1sYfPjfV2tCunkTB4CbzQGRRiVjfPyCt+Fy8CiDfcooAABemFUJBJslANg36Xi0TRQgl9p1ryl7f8MIhP0iucBVAPzAxXwyWwc4WKBxQqcJBUe9lgK4nmJyFy8BjjxalnbZMv31JHd1bU0+8TXZFn0bM/O3ATvjDJGNW1kAwjU2LdOEcQDIez4nScO35MGFXfaTEVMin9kUDqhWS00kvb1pMBo1bCqVp1DTpPZ5M1uodL1zYuZWOrxq1Ovt65sa1jPerV2MrzP+LDy55Y8+WpscJHuT14F5xQzfX0dK7nmL0WIQTU6wpQYNTbawopuSuV5n8Hj3+BY/KuCNwkHQ7/Wui5nj06vJ+vnevMFo1HCHKQKTii+0zZuYYuvqQQevjdi2Sv/ILuZnBwc10duTH17LX8QDS+yJUc1W+nZ7Y4XQ4H//7//jp59NTk8LNWs3nctrIaq583hwid4/ZXanHh8cbiKGwSF2LNsGrLLtthsNet4Una+QMySz82adSKHd72hR9UuB4ybzq3YxxPn99HYVAHD/guCJert6GrXpTQY1a5giMqt44oUlI020vHX2znnDk+uKR3axdb4182Jy8X6abqKmwUF2NPMgeG2V+sk//9P/eDY+PcOWBs+7yU5ROVoZ7Kd6X3acaUXtOhZVuupa17E5GnuwVL5atRgNJg2XRBaKZ3VcldWmpBqiHc8uaIXUjBHmQu7e0BH5yMTHPxtQuHwbizPUGUUgnQw4DWaTkkKiSWbVFMmiwzzDN8Sv34Jl/B4/qs4oEYcrAAD5iEin9h0kbWTWWiqf2hA/tax5eGqz6RAAQiKZQh4+PnRQ+C+br167hFTTBg4A164enkKuEowoQi0gAIDAMAAAvKBXCQQbBQA4shgkzI3doIqu8xUrB6KvRL4tr8Yo9eShurMhG16sA8TsbNH2WUIpnXOnAEtTlGpXBm/urs+KDCtzTJoldKuYMLxzd4VKyDRBFt/SOh3qpwa4iwRAK6h8QlVftgEAyon5/gmG0TqvmvriVy8o7uMqALTKJ3qhyL67Zx9QX1SvLTqNYfNdN20n0EatUi5X65U11cTXkhgApJ2iZyNLt3s3vWacGmBYVqz0oSd//Ex4mG8BtPPbS0yFJbC+riU5W3AwSbZcdp83/CX2beQPmZsAgLfKvlmpwhYN2VmW89KlxajTuTsYEnnFLjaP556OyU9qryzC1Nzox0LnnakmsJRNODgi77jH9w5xMWmCbns4/zezUR6VvXL0oCiJytmWmKPei7uGlRvl66S+a7zhr9tFaByL+p7MHgFAc47RR9nIAACO5NYUYt1yzGtmLOabaZXKuBB914eNV+xi/czMosz67jqxNnPbfCpr5dV4PJbxjg4OWxNd5mtCSwfyaaY99tjxk2H2DzNXiwDQ8ot7xrjnbQCilVqfZVnWAiarWRIu1QKd5Q0HALgKWqg09cljG1dOMIa/0Z0AAMyLBp/oDgGI2mVEzJet70QNfcYaXAlY6s2Dd80bjmfVWh7bkwMAuPSyFDLvwdHsIFkgVzHH/vSJ0n8dWKSN0XV66Zf/8ZRn3M1f+chfTSxup265hfDCLo/P4Mm1KvInPxtXJhJ7xhmaVKvTG807d/Fo/CKwTBtkanXSr3/7BYntS/hlZIpAqaX/8RfTW1G/XM13ZaGy7eT3zFUBohYaN3K6J+Hr1w4BS02KJCsXWCO2qmDqj68SfAZXoZvVyxb2M51yU+CVOTZpXBy83YRoNkybGadwBdO9Y1b3YS61u+54yVxVCMjGTJ7bbXHiVpB5q3XAYrMCGpVK4qoj2c6lUBaT3pnn42w2jzQ+YTrM52Ob/p2TexWNR5Z1TOk2AEAjYxTQDVvZZvVET5+h0Wl0c6jzLInN5LpMwNlDANp575Z756bdymxr2EIhjzkxTl5OFgCgduKhksQHNajELNM0GnWSuxK67qAixyIyjZJ3G7FrrE8PT6vcd+0fdlf4IpGQyyOPTa8kHrVMqZ9ZtTwqW6nR2Xzb7/pIdIdMaEXB5fCF7NE+7mYkU0ztbjiTrfaF4Ivf/O65YH1z3e3fr+AA0PDJ6NzFFEDOyGVSqRSuYr7jiRe3IHZn9TLqRgsAGhmXz3NQasQ3pS9GqVwOlTQqTpYxAMjvOaZnVGcIXG/pyFQadULoTrxzytnGoVMs4u83AYiinfT5v388at/YWPPvXmdT4ie/+90z/vrmutuXKL/cL62Ec45JYqrV+uW1UKkrx4xmRtH34a+/pDrd6+5AoozkA3Z/uljdW5od75nksLmk5yOq+VgDAEpxAZW9ma7WTgPimRkqjS5aS37v179FVI9XPvvZL3olts319dDJTeV01+eNVglk2yF9OkTjcSgDJPrGBQLQDMzxmLpoExrrYgaNTp2SzKcrb0FJvdmPil5fX17c+s6a5fOrTK2NF672veubwVgsed0AqCd3I74try90kC8jBI6cRbd2Tl92lEOuDrybvnAkvHdWAoDa5b7f4/X5t9LFl317r0/2o9tbKjKdx/Q22uWDLe9GILize44glcz1ZREFrFq8PL7BAKo3ZxfVRi1zmS0iQDROM5lCk8Brhcx5FgOone/7vT6fK3LesYgN0Tg9S6Uf1YQ2rvY3HM6tvTMM2h4DY1C+/fCI0ErmJFfCAQCws92t3RsEAND6ZdAbOEhlO7xNCme7rhVn5CgHULNOzCjn4/e3G6Kavz7PVAEAq2Sise3rNgBguYuExx3NVbvQGAlHSpnLizoOjVMPfWpqM4e1i6felbW1Vdd26k79lc/2fLEsAEC7lgz6gwepakfDi0Q1c311eZtnhWbiJ9mbu2tB+XzH6Vpbc7ii3yYHR67DHrfHGz46LXdGylJqx73qcK6tR04KALjPyBiUx9pYac/r3Y7v78f3Do4uEQKAKO95IzkEBwDkct8XCKc6EK/7K6hls5mzEgFQTSxPTzPCZQBopCJuh9N3Urzd5kQutROIFwCAaJYP/N5Q8qwD4uJIMZO59Z7UDyLBQHjvcH9vL3leLufift/L+XxlHaKnMb/b7YvtpboTYERL8bA3sLt/GN87OL6sphzPRyU7OQKgdRxxO1Yc7nDydurQ62QwflAlAKB5moz5fXvljuZ4QzOX8m6GEgf78b34SS4f0ooZzJU6AEDtKORedWzEL6oAQGC1w1jgqIoDQL144tsMnl69nd3U5br+dvlyf3dnPxFSSMS6h45U/wDAkWTUu1/8wddEo7mtYOz8hy8nQPUyGfUddOfe8o8HHDmOehI/kq41AFA82Y8Fj38Ey/THg8bZztb+SfM7ecM7Lswb0TzcDcfSHa0T6zbfzWXIJhcYNaolb3cqAd7jPd7jPd7jPR7jFbtozzR/4ir8xFPs2Pj/tpAPYtivY+0PIvV/6+Df7cgodVuAv+0RdFuA96NL48exPt+Pdzd+PHv/Xa7V9QJ5//XL6Ct2MdfEowU0Wmq/H+/H+/F+vB/vxz/+KKAn9ddTdbrtR32P93iP93iP9/gh4XvsIvEtcnri0VvEtz/+rwcCbdYRpNnGAQDH2q1Wq9VCMfy1icEbSB1BbukvcLTVvOfgxqs3N9UOM6oTWKuB1OuNb/OAt5sI0rxPbsBaDfS+4q5RKxTKnecNx7EWUq8jjVfTQ74lP4q22vcvmtVCvtr5dBICf7kV8AaCtLCXu6SJ1JvfNXdYq4EgjVa7Y7mzeKuB1OsI+uofxNpNpF5Hmg+lOlireZ99SDRvcqVuJucQKFKvI61H00fgbbTVarVQ9G6K0VYLu1+nSDlf/NbZvzNoNer1RrONAxA4eivht58sjiII0mx2s4UCgTYR5NXsUgJrIvU60ni5ZtvNh93VrpYL5XoX6QAfGxm83ULqdaR5vyQJrNm6X85Yq3STf1uFZG+2i8gS9cXvh40P1OvHduqv/8BKokT16qqU2TNbZ32XzdJF5u/S7JXzfe/KbnepkN4SiMKplzE69KJvSOS9gnJ0iDQjkGv1+uVE5mVtKdEobkgZA309oyTrNdHad2onJkY4Bl8DoHHilrEXc50K23QaAAAgAElEQVRddPVTH2t44PmzZ8MM/RnyspAkvqkf7R8YHKQsRTJo+9omnBqYYjliWQAsYtaZlg47rm+w+Ip8+PnT50/7+Et7zftZQh7kpxsu0XYt4aJPTJDZxqMGQCNtkkhC153U5EStuMPvJ4n0CQAANLumovUN9A/PqLYzKBB1v5o33N83Oi3wXDwuN8Yvt53s4eGhCaZp87xDgt7EZeTBZ0+f9oxIdl7Wy9b8Bs7As6dPn49oA5k2WlzTcCcHSbMbaQA42zSw7TvdajCG1o81nJnB509H9d7anRDt8Irky3G+yWBccO7UgLgJL0yPjlNF9nMUoJTQSRS7xc4bnUbYqR57/uwpVRK4KMWMpDGO3KjXLwZTjxNo8ULSyp8YHJ4UyR1dIFQEAMCzhy7KyFB/37hiPvJgG8vJDfpgz/Nvng5xbVdNvH0TVzFGB6nS8HkT8LJDonKGM92hdbgJDnzwldxzzyFNNHdsor4Xz589GZQ7jjG84TPyhydIyuW9NsBVcEEm8dTekqBvtov1Odpv/rf/84vA6W16fEH66f/8p38d3MfwU68/ueeRqgSO4+LRuue09neo9squW9JnfeeVt+8e7Xyc09sv3rpEUbSNEXCx+jnPdFzCMAx/dHtoRyz0FyOWaxRFUYzIh6elyo1YYl7BdJ3mNqRsc6f7FRCteuGm1Gw2M7qxTzkbdyS86KV7ZGxyMV0p781PT/MWnbNjc+FMwMg3LBwdRCRcWaJDVXaPgRZvCkizWT+0/K6HFby+VTIEWi/k7uT/UhbcXqarnK7Y4rySt5a+3FBRjZHOZvNj6Zj+xUeDEkkEAC6WFRMj4st6I6oXUtmrJ4dLz74SnyLN9Br/CXWxer8o2je+mSmGM5FvoWgb69CxqF0tFcrVZrM41z9O4/tvDQ1BtAq5QrPZzAZkvyHptz0LKoUuth9TDMyelvYVM5LwRbdOsFUHfWhAHWyiLbT9cJNBnHbBkP0YxzAMwwniSjss9QdjBoNc4TlLLktZ8/udFzS/qfpmkB/LIi20jWFll3jUuJvHMewVpxFesfJobGOw2kIfbrodBtE4k1IHWOuXzfKeYGTImrorAK2XS+Vyo1k9mJoY5qyfJ72yiaWjS5dI6AgeB1Z4EkumK9VReN1rnPjp//Er9dadjgIMreRvqs1mLmof/J1g/9A5rrTHYz61XBQ+v7Ty2c7Tt7ZW38x3U5hb5H/8x+caRwwDaJ0sDg6NUYcEByh65ttKxn0KrcR5Ukxu+K/Q1tmWVcAXyDSOCwS9CC6Hz6sAcBpYCqbvLSBRCdj1EgFnfGB4sn8JASS8oORwxPrF0IO+wIpH8yoBXywXMvn+TK16tC5gMcVSlWMnB9ilRSKTMJgS86LTaRFwxXOr203AUz79NFcsFSiX15x2JY+tWk4VCYCy36gWCASape13t61P3bqeb5Q5/L4N7sXqFzzzcfGVRU80zxS9zzV7ReL27fN1ukqbzJU3F3h0sVSqdlw3u+WiKM1NPFcE78hWLlx67ow6CwDtY7qAPU6Z5Pou4HyTphJLOTy956KLLnMivfDZpGgn/9q9pTQ32W8OBZQcbeAot7s5z6GKudLZxHWj44ISuzqTThIGwFclAoZiDwCaiWU+h63TMUcWdgEAuwnTP+bG71n0kkYhlWIqveEr3yEa9ikqV7X92mzWourPuJbQglUnX84i10s0mkQsUy9FGl1annjeP/TJTPCq8Sqr451dxG4PE8QRY0qzn7nxLVh4TDFbak6XOu+iLBumyGxNtH2nBmq3dvG1SAqecY/MkFe7WqGNnAaEfZTdJgDU7TrqiD31ysdomk2flG1lEstMfrgKB+ZJhVzOFizuVbpSz1jYXaUzpRq2yLGVfO3vVw9Xhr/U7G+bqaa1cvZEb+LzBCL5XAh5e2v1zXYxZ7BqObOKSdZcAVpBqUgon9XTFQdtxENlLq8tq4xK5+HpKpVlWzILqRTr2qqgZ4Iv3lg3TOmi1wCwJRuW+297q+DHXvvMuD4R3zVQRr4etEfXVAyOdGXVNvGH0TnvLWF/3SeiSm2evUSA8rv/YK2mCCS3G/Yua3jTFPnhRbD/33ssvtiqtP+zaXEs5qaSxe6dkznh84+4q/tb5sFfPZ8L7Lg0FO5aKGDXUybka05zz8iIKHDz1mbrVWzPkf/lg69nxnuf9tJW9ip4OdLz9OnTp32D4/zI5V2DGaIQHv/J756OjvZ+08PUeBq1lFyuNK145llDT0lctVbJpzOEupWLd04ngSPlm6vM5XWhemugb8L6Fz2S4/uL/qFZzRowFwGAOGcyedMiGWPWsbVk5k309tEVJqOMQmJZgqlOGEesWchdX15el2q3vr6qkz1O0fheM3c3EcOLHtkFWtuSK43GlYV5zpMnZLlKK+GzmHxtpBOcJw/AYyq9VhIBaOrF9HFbCgDwtJPOJ7Pow7y1BABg5T3x78mBPAYAWHF7/N9//vNfPGfxOTKDM9NZysz68crg0MzG2auuZuxaPz4kXk8hp1sKmWzZvc55NjTF42ulciaDqV2Idv6sgcRnf/7bT4eGB571jEjse607M4NH57m/+dOLkd5+rmGriSFrXKnN7jBbGE+/Jiu0sxIOnSU27Wc76EhvpShDX/z6z32jg33DVMt5FdlS9v/leW//i1H58sF97Ku+zv7ypz/5nyN0Hluo9qe6w8JeOlhn/pF7BADQWNJyXyhjjz89X1cNDUvPUOI8YCSr17YssunxoQmO0qAVU6b5jsPOun7RnFXIcx6XDjTyxeBr3bkqC5zhSesRVt5mCHUrDqee0vsNWaw3KFhkumJhq/w2/P7fYxf1JpnEf+BicJyhTbFEtuSPzdPFCRTZ4grXNhwqg8J5dOkVs3hTdNKXtGW308CXmm0+l55u3bsBgG3DjC58ewtGXPPCEUcGAEq7W7PTavkQiUpROjeWFBSRc/vWl3im+lS4ncUB4MDK0AWTpcuU17FkUXKnyIzgcYRJthUAsk6+aDkCUNfxNY7NPZeNO3vQhtah5DPFJUAlrOJY5oVc0lc0o2fNLhDKbKHsW5in75odj3Lop/3GElK/9FtGP5Ge4oCjLaRe3zNSJkSWAg4A0L5cf/avX9n2i/XaxSzpqTJ6084lN9aWtBKuQGXUTaqi+xGVQj0fftfLDj2NrpmNers3XgNo3+xwe8cskZeMnScLKvqQ+gYAsBSVy9JGb64TPuealUdjajRmzcxc8tJNYi3kOqAg6xnPqk0/aw8f5gDgwqMcIEkPX71bYTc7vL4xS/gKAAC5Dq6vLWhlFL7aquPqIomwUm20hjuoGrHtO7uIWrn0CeU+AKAHDj6XKRVPjs7HAAAvbDM/4uzVCADAq0fcj3//uz8MqU3mlY14R92UzVMZeVLoeI3rEt2zsQeZ5kwTAIjro5Br2S5jcdX62SnVUiLiUaml7+xs+VdRCkp+8ufpULZeK0YofyBvpu6jswSONpB6/kA+/kwfrwFy4XWt2ZVCilBr1bCN8WRAKLOu7XcuJorsDzz5cnTuqF4vL5JpbIEfJbBmA6ldbU3/fsZ/12y+ua0Z/vmvfjMjN1nmnSfF7kRsq8ebrL/M7KEAUJ/X04etxw8ftbMB+uiELV4EAMDq+7615RUDm8GblepNopW9/WWS0NPB8ARxvEj7zRc0f3xb09dDVzkeqR086ZT3TepuPaaFVHTNtSjjMqW6Oc247uAiwuLqgidv4Uz8PbzhmlmBKFgsx8S//OkfZkTzV6Vz8wQ3jiI+Fm/VtSzXSR2H5xtctloqk0qW7iNQxJZ6Quy7JIiqfeyp3HMKAADtyJKKJAwSBBGfkw0P6hflQu3qa8GAgn10ZiGeJ4j6Mm3YuO7VyHm8pcP6qZs7RttKhmgkSxbgfJkrXg4BFFUc1epmfM3KUu8hUNkTf6o4B8h6ZcwFp0UpE9veNYEOceiUPekzVwFugoYXfxKd3a12fEdFGePYKrfk6bVD4Vd9tuMmENeqvq+kgWsAwMsHCqbUd51ZGZXuniTUStXcVucUD1FO62ljvMW9x1GD5tHS4MikJ4/VEwujg5RQGQAg4zZx9K7D7YB20npRDIzT7R12Ut4cOCZGWBuvhg2IStpAH+Mt7L5ka8XLq3K+2XtxtMJV7xzvqrWzxkAHuVyxqFyrEgQB4NDAHx3WVQg8pueT6Mv7UeNferQFgjh3cb8k2R46VVej1kmyLNlh2lEs7+BTKArPq38WS28Zh8YlsexLvVc5XmPxbNlsaEK0kEqE1CqRr9MMvoBeOJ99ztopA1Qjo7+bWE+/IjVRPRI8f2G8DXq3rm1C/kLocsfOMhxdREUy88pe5yxPOyufJHHMxwAt+9QUhe+/nUcs5xn8MyXwQLjeTPGnp42hbvWiBgDAK4f88efS7QpRT3D7+ozJO9mISlI+TRI5Hrsr8T2LXLK2vb+yOCtYO047x7gbHTxoEmdBx8Lyqs+/yf/qi0mh7erOp0JkthcmB9mBi5dl+PUTH5+r28mcWIZU6UKcxdb4jt/CUfPNdjFvtWs0OzWoRV58+Aee5wZaZ/Ms5RHaiMhVHv+G0a53py49QlXs6sJjYk2SKRN0/vx+uX68SiORpsnUkS9fmPfubkKtYspApTFmpl48G6Ly3OVacpY/TaHOjPF0sdxdSkUxvsyemiBNzTz54DfKwOGOUzNJoZKf9k4yVLtne2Lu8g1AZkOpW98BKFsUFk/gyOeQWw4bUD3UDRgzAPmQjrueQK6SRippemaGwZPvvrMMH6x+tcCY6u/veTFAsW4X8esgdXrkRU9f34j8KFdLe+f5oq02YJmAfnyw70XPIE2wfNPCAfD4ioBpjhEA6U3txNAoTWo/7VwYh9i3MT744GuR2WY02SOXhYM5hcGxA3h9e0Xa19Pf30uybCTbAET5WCXiOI6aBJZdVNAGB8ha91FHEwawK1XPnz5+xpizWyz2wM31oVavWDurn61wPvjgS5HJZjRZt44LAFBIrFDoczcEtNIe9vjIGFUaeBtnxr9d0D2jzaKJYgBY/XyeN9HX39c/KfGfNgErOYS0vhe9wxOM1ZNHd168HlvXjg9NzVDFC+6zv/7NbxPXW4o//MfHTKXJYjBtHV0c+pZE0nADPWF98vsvx8T2OZNtKVTAAKC8ymGYwnkAxKtmD49OSszBtxi5+VtBNGMGyUhvb1/fEMcarxf3pVp16Kq+75Q8Gxjsez4k1Iduk6kvgjYKd6kGUD5w0keGJhia3auOEtxXEh7OQF9fX98A1XBUKPrl0yODvX19I7KN1KPwCFE6DorHR8hTdJXBedOdYH37ImYfG+jv6xkRGUMNNC2bMRzcVOKmmd/+xzcyk9U4uxBLFwEAz2yxebKdAoaVD9Rc8vAIfX431xWJ41qt+/A6F1nRaR2F+pWs78OPB9g2m9m67L1qABDVdQNbunYGgEfnRcMD43yTp/g2QsxvzkclMKx9W4SDYa023BYPtXEAvN3GMKyNtTGcwNA2AQBYs1IqFcuVOooDQKtWKZUqSLP1WJNiKFIulSr1Jo7hAIA16+VSqViuvfJLgLexygptXBM4BbyNVEulUq2FYTiBt1GMACCwdhvDAYh2u43h+J2EBN5utYlbAbFbcWqlUqlcrrbe6ZbGm6VCvlRrAgBgzVKpmM8Xqk0MoLFp5rKcd/1RG9VivvBASY+VrjLFu9qmdrVcbbY66ldBG/VqDWkg9Vqt3mpljHTxgu82vovVSoVi5S4yijUq2Wzu9kiJtRvlUu31msx3Dgx5ELTeLB+6pSxxoka0my/fbqI4ADRK15ninSpsVSvVZmfJ/wHw9v0+AYB2o1QoVBv31y+iVcoXKsi3vVBYrVwqlSr1RoccVFgTqdbrDQSp1WrNVsVt4bJWTwmiXa/WGo1GvVarI00cAAjk+iJ3FxhrNyrVWqtrdN1YrVQolGo4QGnXIeap000CRSr5QqFQrD7Mb61wfX3X04ZoVsrVVhfqLVGkUigUEZQAgGa1VCwUiuXvuLWg9UqpVK7WkG6VvgBAs1q6nT3seHlMZDmt4ShSr9cR5FYhtHEAQCv560LpVki0Va9UutZQBW+3MRzxG1QybbRNYEi9Wm80kFrtttqSwJs3V1e3zXMIolUuVd9Wqu8Pi++merShUmrMOjF32pwp/qh7J6DVzGn9h8//T1Svrq+aP3w5AYjqzc35P0B1zw8E7WomXf/RtNOAdjGXv+xCqdA/MIhiJl/oUk703we0lLsodJau4RW7WEaJ4yp2XOvaiCUT8hWPdjW4mq6eNvAuSvK/PPB0C06RrovxvYM4a0H6RyAnlkLgDIVUt8X4Rxk/lvV5N04acNaCrovxjzRSDThr/ig2FH7ahHdoDqrYt4vlXrGLc5fNf3bm/3mz2K3xL776T8PNfws1fuKvdFGM9+P9eD/ej/fjv8RYy48n3thP4z3e4z3e4z3e4784vscu4u0mUqvV6/Vm94LvP3C06+VC4TbXBkdvs0FqyLfIvTD0YQJxtF6t3If0sFLmqtp5Qm4AHP02uTkA0Ubb9378Vq1cuyvLIGrlXLZLVVfQrhXzxUK1/SAtgbWQWr1eQ+oIRgAAgdSrjfvslUbxOlfpctysjZQL+WIdQQEA8Ea5kC9VvyNY3qyWiqUy0qm8m3vhWu3vzE3A2m20DQCANmuV6j0Rd/0qU+jezkerxfx3JbBgtVKhVKqgOADg9Wq1eUd6jtcKV/lat5Ja8NbjQP3DfD4C0aqVisVqFekib3i7Xi4Wq4/nCG/WSvl8sVh+IJQnGpUycreJ0GL+pljtjsAY+hr3OtFuIbUaUqs1bnsJYI1qtfaQI1bIZN9WXv+b7WJlXsd8MiU2m60b2xdvd2qIVuk4ed3sYmLWWwB2feSaHhrqHRyR+K6gFOoZIwsUOqNhZf/qJUl0o3RhmRmY5FkLAEA0wguKsfERlna9RkA9uSZiLd10OAkea2QS1p7fTSzFXkljqV0dailPv9KGAACrnczySAMk+mI4QxDtgEFlXDrqAiMYWttSCYaH+vqHNImbu4zT0v4G40/DMpPRYnOeVIhSdIU6Nj7J1MVrBNSTWqE43Em6k2+hsLPJHe17/pSkX0piyI2NQxnq63nRS9IHLx4tduwksMQYGhkhsc3uDvGGA2CFxPrk8DPa5rcoefGs+sVvnwg8RCvvULInBifVK0kC4GRVy5rvEm84WlpX8Ub6ent7hoQr+y/7JKCVqI3b3zMwNiXcKeJ5v5U8PD7Nt6QaBBR2lEJFvNQVHY66Zl58+JXqrgwZz2l6fvs1x/l4IaLXCSN7bGh0Sqxc7RJvOHaxuzQ5NDTYPyYx+e9rb4jTDd34N8/6ep6PSBZzDRy9ikloI4Mzwq10HdqFRaF8NXLV+VY6pestylfDwls6/jvUnSb2lxNis9HscB+i7apLyxkan5DNR1sAF/45idRbf0uCfn9dP8//Th4iXj/bWI9Xfsy30FY2xnjWr9q5r9W9WP1SaD3/1um2kN4WDjydlhuzAFAMkqUq//7xkorpSGVWRRx7ouNUIq1i2CP55hek1dDV47evQy7R1DcfKUMAcB1Q9lpihegcz2BL7AbEPPVxN1K10xuCJ72qq1cXyVXIKeqZu0+kyxunZBve/dUlNXflOL2qYFr3utnEpxybeTE0671jnb3yq/7wVF8DKGwJfz5ufMinRK82ySSm+6TDlNzN5IJmcKJv3HHx6vt42m384mf/8qU5fBVcVioM+ycJ9aA2lduRUhS72e6khWMnCx99LjjGAU7Mv+wX7t9xIuDHa8pn/YK7Kn8ioxqShWP7FrNSvpFKzEv4jlRXpG1cOJ78/JdPeiSXAAD4qdf0xc/+21+Umy8LhvCigU3h2na7qPCI+ol4pp/vL0AzKRobMB7eTSKKojgANI+mxvu5mxdJt3jSeZb3SPnL/gPvIl8+f9OFk1E7vWMa+GRMqYi+PI4TBYtJQN+8q6TEUksDioXkfkijEAZO0iYuz/326la/hwduVi/kbFw0m602DtC8csjoVKpwwRWrtLIOLY9Gp3PktnMMKodhI5dMFfJ5YvNRFaB+bJZz6DQ6T+vIA+SjqxLKKJkn1c/aDWoFj81fSRShebayvItgtdi8gsXl0kZICttGMhnUeFMAUD31yz0n0Mq5lGI2l6NYiFTfJGh3kN7QPPtGmWkgdyVoF6ufsXTxTLWBvn6zQnbtcp3xCgAu1+lKzeF1aWOBO8MXybSrmWqz3bkOfA+or4zJVn2v31Ru9kzfaEMAcLbGm1pNwdkGTSkUMrkG33mr0emiQICqdeg515lo1GqPi1CvQ6vcrzVntVoDBYBLMU3hO8jubNpZ03y2VJ+4rDbbXVM+l6vK0TH+QaVRb6AA0LzwT/aR531+C3uatRi/d04S+1oeZdpUIAAnOlwU2vauykkrp6+8ld+T0XimWRnfHT5YsWtki9e1q0UqRSCQapci1eZ3tBHsAIjqIWdkUrPmXZUxSGr3XbkiVjDzBkZMB616rYUBwDFzSh2/zPoWzByqgCmbS+frTazzWvzawmALNSYjV3cOAMW4nMYzzUpZS74HfyV6tjZEJq2eYwTeNQb+enpL2EOLowBQt8++wgOHtVtIfo/Fos5GrhPLDF6oTOybJ2QSCYu/FC+hjY7yJDxgR2PUy0IvNzNRNOvZk4vHtXoDB0DjRtKss3idMhi5LA5faQ9XG63viA39p/BGu0iUjDLSn0cEJst8OH28JuULFCtHqdNs/sanYImsG6lUym9hkxciRwuiwT5y5PR0USBVz/o3tGz5SiiVSjl1dPpaYt8w0zMu2E9GST29E4bggWeOTzambyIzZEt4zSZhSnfSaa9wtKeHs+kzfqUKAMDNtv4rjcOlkc1Ma9wbpieDI9LgD652LWoh/fMvv5we63nynGyPFLBqbLjnxbOnvX1DTH+68liZlKNmidaYIQDQlEKu0C+4bMyhZ1M8tVrOoVI5qvkO8N1grerVaTp9el6stwEqC0PiVf9r9wa4jMw+0QQBoJJ0ksXWDbuRP97Tz1AadaLpcfqs96gTWryNXF+epk4uCsU489cff/G0t/dpzzhdd1K525y1lJvy4Wd9Q309ZFm8WglrNPrZBZud/eSbaaVSI+TQaSxl8OT1BLOOgIiqGH/+Hx/2TQ69eDpqj2RazdLcTN9vfvqL33w9trJ/5+DDCuGhn/z0pz/7msKgCjXLlx3lDW+4FiWv2kU0ZpEK18+ax1amY6d2GtIopPOuVfazYbKArxZLaVSaYi7Yhb60eN2jIP/+J7/49SfPNN6LO+XYPJX2/vLXT0bHnj/tZ+hT9YpHrLRYFo1m+jdPZtRajYBJofFmdzvaGIk4cRtERm/uJD7HM+QBDm1Soeu0dWyj27fu5ag56Z/+5F//rZ9Mp7ClnuPuFGL+dd7w6p57nj36/Isp3XUTzsLWGeWK2ySjjA1NclWzSt40ib0Qf0cs028AFpHpZmXhR4fcptfE+vDTnqEXffy5KFKO8yTahcWV2enepzNSvU5KJ1FEc563Eg//vvuiQcz35QiCIJC9UY5gIXW7P3LaTzn+VB0AiJx3kmrzW/Wzug0ASJqsKoZS8EyRKBIAUE2uklhLAZPauLQLUBRrpMZkG662tTT1YW6HzzPNC7Q6QQQAIL2pn1W73JYeYxQASoeLowojgznZw7P6NhZlCsN6vJvUgt8F3KMc/tmwtYHj+ej86MfCk1vaBRxPWmmjfGP+kSopRcwSrfGyDQDQujnxe5xaGU+ks+jH1XupPa1KbXv3xMyt8pl3wWabd8QzyPfaRQD8Kh5wb9q5DM6szqKdtp/lt0iM+WwH+FGRqy3XonnOuZfYnPj514rNCxxH1zkvaPOv0P/jOOo3z/xFHASitO33LGvldKHONsvV7yZ3NFqjJdiNIy62xZ386ktVEcdr2+ZpKt1o4A8JV8oYUYjbR74UHCIEABD1E8nnf/rjx+PGxSV3INnZdhrIa3axnlr+8oOv1a7wumLkz1OS+DVSSu94nYsKNm/WZCCpHcd7AY1G7O+4VswF5M9mNGc1vJX1Tn5K9Z8jAAD1I+bXv2VsXOF4a1k19Y02Du2bkNe9oBTTJXqblm05OotK5HPOeMfujGg+MvbVZ5O6dZ9VNvZkYs6h//LXTzSu8IZy9M8k0fYdk2crbiT9+rd/YOgWl9e855VuXMABaik361PybgsA6nYdbcR+8vhTrLjPH5uSLp8DoKmwx+k0slgik0xvEq0dnTgn+e6OB+3b4dft4i2Idn5POPrMdoK2MgmPZ0XGYyuMNu3Y7MnNHoejDaTeOT9qVqPlsTavMAzDWjkjk61cjCOtFtouO2am1JsHrVbrzKucmN3csenVCgcKENcaVMw5I4c2F71otVpxh4hsDe7oFVprGCDLU4p0+w04DagoyoPrKIM257XqpTxLvtU6XRSRJyT+0GI/b63Rau3NUz6XWixymXLhsFv9Cb8PxPG66umL2RsUPXdrnn8qu2jjKIqiaD0onZ7kL1RwgPveccWQQaCcvT/0AlbYk9JloXx2dVwSOdhWKJTWYIcj8UVrL3/Ze+tHJR48OxchzWeKrYdfOlvT84zu472QZtKcynjGOmMXX6JkGewRrR2jaMk2/pS1lAAAggAgMBRFUbTslAz3aCIEAGCFJSnXGrhOrfIU4URYodabQ92wi8TZsmJiVHzWQrMb6olJlkYx2avyoChaOVzu/ZC5d5/W19hbIM1IEmUAILBO9SUGAABk1S4YXbxv3IPjyFV8YcMdCoVXJYMfkUQ7VwgAlPZXGILFQj5CEtr2t30qpXir4+yYZw7qZwxDDkXbheDoH0gbJzUCgEBvTNzByfkUipbMvIEeQwIAoHFp5vNWtrN7C2zd3nGAL7U4Eh2zi+3SWci14gtH1/XC4c+Hbd4N27o3HI44pYMfT4pimXsd3T6TUil6XxYACKxLfYmrSeCyGpUAACAASURBVOHUc8FWrlnYZvX0W09agBMEQWBttNlsofVT4cQkw3LbawWLGiTyzb0j55KOt5I4XB7juzsenGgHRWqNKPhA+EcA4FgbRdHq6Rbtm0HHOQoA1aNNLlefyJ3NDSsOM1EGW7P1NsL2b85HrS4buS+mJWaD2bmVRm6ODLSxySmq2rZxdrGr407PTE9TWPKdevPas2Kz+toAxwvL8/qdYiEkYZBnpqep/NlkEz1bnltwxQEKeptxKdWEzK5dbk/n9+Xi9Xz1elPDJDNowx//sWdacVbKzPGpM1OUyYkXk/b95s2xiUGemZlhitQH3elZ9ibgzZyTTxvs7+kdZi7vV4k73vD+IZI2XUKON8xMvu/WkVKJrxjty9m7zYrFV0Tc+TgAnPuNpJEJtnLpstPBu4qLafBuZwHwmEaoW4zeHgaz8QWSbef2N4hSUiMTuE5QwG8cWtbwEMXkT3U4GlY7WedMDr54MTjDXcxlDpQqoeOs1TxxU54PDfX1TfFMp0gbAPJxB529UAJAzwN80tgkUxk57062CNHKudSU3v6+vn7a6k4OQU5UjIm+5y96+kk67+lLZU00D3xG0vDUdAd5wwEAoLG1YRR4rgCIow0Lk+t5mKbm4aJk/Tb1tLjK5dhiRYBmUM8fHScrbNHON8/GGlc2GbX3+fPe3iHB0iFys8uXSzxZonYVoI8N9z/vnRSYUnUMAM6DdrrQ2QCoJjfZYyNTXH0i14WE5PZlfEm58HC8bR0tSl2xx3LUzmPyqbGu8oZj2cQKeXigr3dcYd9B0SR/Urt/dROwSPqfDoz099NM7mwLBwDsYosrUiVKOF5Lzgopo2Msx0HnU2ixPdP8gilOAFxtzsllixW8HbByn/UP9vVMzjoOUQDAyhtGntKTAcB3VmSjg5MSawf6L8ItD3cLbaG3uSEE1mo0Gq3bupzbn+9q7+6vHPf/4mir0WigD5kGt/88NH4mHr+LNZuNQmxRppCnmgBEu9FotB5i/TjaaDSar/KP/5CANxHklr0a8HajgSDIbdoN4p4TCNyXD1I/pk+v3NzU7iwM0Wq18K7ciG9nH7s2suSO4MvE1Ac5sWatUCw9XHGbze4UPxDtJoI0MAAk5VPyFEcIEHi7gSAI0ngo+2xV8vl7Hmm81UK7M6EPeLQkAABHEQRpfFf5L9psNBqdT2shbp25njk+f/OV4qu7n4lGPle6325Yq4V2nC/+AdjtfgKA4s6qQqQ/R++EQpDGvYQEUs4X7uOfeKvZRXH/f/buM7ytI00QNebO7t55dvfe596ZudOz0z3dsz3T3XZ3OwfJtmTlLFm2ZdmSbVmWs7Jk5WwFBok5BxAAAQIgQIAgAGaCIDIYAAYwgQFMAEHknON3f5AyJVp2e2Zk0pbrfb4/JA+BwqmD852qc6pqwbr23yxHPBIKBIKh0FIMWL4rFg7M7tKIpjmd2jDti0fCQb/f7w8Evy5V2Ouyu+eWLI/FIqGlGrwen92J/g52BY09EAWYLWrg7rkoHgs5rba7dyLioeDDWEoDAH5E892MCSpp5JmfzkTGf0kkaDUsag/Zf5DPYbctcR75nvxOj/nH12nwUxUJWQ1L8qDpf5Db4bUuybNUjy63xef+ET7m/01hv9PsW9wetfvyoiUY67aHux1LEJ1Ge8u4qX2J3v0HiEifF/pckaUuxl8KZ7TfC70//nI6wipXvN8b71nqYjwq8RM5Pu+Gyo1q/yFHjxv6PT+JXRrp80C/O/pDvb49PPGNOZLuy4v1huDbYvvbrY7Fj3fa3e8pvHuW4q1RoECBAsXPNCT29GE0bziCIAiCfDuUF38EfqSPFP1kLdWEIsiPAar9n7HFeu4m4lR3iFuE0mHTf35QSNRqMhptizuO+QcXnOhp5bcIu7QuAHBrB8TNzWKF2nnvFNFeg1LQyJP2zn70mG2qW9k+qPcBAIRc6rZ+60N7iup78RpGBDy+oEWsNtxz1z1oU7UJeM2C1p6J2WUgHJouafeQ1QcA4JocG+jXLm4xAQAc2gFxM69F3DnjnH8izmfVqQcH1IODPaqufoMPwNnXrewdnAEAgPCMunPEsjSDNOZF3BpVv3HupkXMMKKZMn7j6xN1DnXIhNIO9dRizn4Sm5kYGrv/OxjzW1RyQTNfPm4LAoB9alTZptQHogAQ9ky19U4t1cNwAcuouKFR3Dni/caBFzCP9YzOhAEgYu5WKgdHTAAAMd/UQNf4oq/74tKpxc3NfFH7pDMCAPGARdUqbObLx2wL5xQ2j3WLRdIu1dhSTDY8J+qa7hvTf2PgjXekU8LjtY5OewAixsE2Wd+kNwIAYBpQD09YluQJLfNIt6C5WTZsWFCjHsOIaswUBwjNDLcruyasYQAIO4z9HUOeh1T535kXQzYxO/+rlPwSAkU25vyuLb+HsFVNxxJbdQ//oTJzf3efWrcEjxLHvZ38sq+ScotxhJpec0DfkZ2Vko/FZt+6WtLQPTeze9gmzE+7nZqTk56cylSFg9ZaRkladnYBnjkdAnN7RSFBvLgPWcYtA8KigmJcUfqta7ndM3Pn65hrooaCLSwqSjifROZNeZy9uXm5udmZFYLBQMDFIxZx7xlzsljCQ2IOoaiw4PbVC9gG49y5JO7U9ouEAomoMfPiwYzWMV0jOz81JyWPwJ8OglmRl08ZeSgjmP4TdM3pr23dyxwOAYTGVbQjb50icEbv38QpYVNy0osIZJZYtWhzyYQm+NQTJ764xb9nXtyIQ1KSnpaHLS5IT0pgj433VRGyczJySwiKIIQ6KTi8YHRpBqG7x/BpqSmZuZkJtyjykftyc8xScmHvxqNkH4QHGZS8tOw7heQ2Uyg0Jc4tYuoWeTL2eHisrRZbWJR3+3piLkvvcSlKM9NyscUF6QlflU845wtu7ubjMtOwpZSaRuXSTAQH4J0erkr84vXkCtN9l47uVhIuPTWroIDePmg1T4jScnLzsrMb+kwR5wQ9HycdXvy5xmKT3ZzrSdn4oqJy2ch95/aQNvXIWzsv10FwhoovyMzJxNJ49nBcXV+KZ6oe1mwe35kXnQNZiWfLh+d+igRDs6MYo6FwJBKLQdTvcTtsVod7dh/HfQ6bxeacXYMs4vc57XbvPetIefQaVeeAfW7YUdRlt9ocTl8YACJuu81qtfsicQCI+P1ul81qc4XuDvBz2qxWq2N2oZloyOd0OOwOdzga9jisdk8YABzjI+NaSwyiHrvVanV4/f5oPB4Jzq0zFwmGojEAiLrtFovtYS7N5x6Tpp5KU9699jOJc08XcuMALknhrYIKSxQAwD/RfPEK2QAAMJp/qqCrk5/HYGssLim3mK3oYWEpKteSdfvw0k7mCOemBPu688nQTEs8W9nTRUsV6kAnLGKx5cJGAk28FM382NxAAo/88Fd5bQsG8cSnym6XT3km6dm07hFLj4xbXNXRxiJV9Sz1PLrOIdxXX51LTuSMBgGi5ukOwvXimuqhe6+4fUN1qemEicVO3xFLX1tpWU6aYD4vxv3DxZ9ekzoAYLLgcDqznF7J5Fu8puo7ZcpeIY5Q71iisRxGKfYKtjECALrGU4lkjXt+Z42L6AlXzp69I4pEdYTkijGDRdLAItYqRXRiw/Cit8Tid+cpd/bkJ91o1mioh69LbAAwlfvRbYn2bpYOT2OzM+jdSzzQyG8zDNZjjxGaDPdcPbgHq67cLBqf+3rFFDW5eV0+UFfm17a01jDJ9X0Pfq0fUswzWnL6OnvsmwdfdKi+9OrFC9fyle7xuuQqicsyzmIS+B0dVBzrIU6Q8d3zwHk760nJKaWKSTtARF7I4Iu0AHEFoUooHJ0Yarj82eWC3PTbmeQ2o8cz3EbOzM0pzCmo7bLap1g3T59PzhOMzF0YhWa6GKTCgiJsMbbZ5nZOKug3ElLzCBTpmHmknZuSnJ2ZkZJOkhisOm7iuet5OZl30on16ljUq2ympyZnZWSm5tA6PT57HeHqx5czijMz8jPycYUZSZmkLqtXy69rFnWpW6uyMzIyUpLOHross5hl2QxZtxUgKM5hSDsmdX11xcX52WkFFfVDDys1jgqIx86WdHS2yjtHPDEA7zj+zs2kjPRb11Lr++amh/AOcY9cpNkBALTFR86zG2uLqBV9U2YpO/tGVmE5t7mnf3BiepFXYIw6TVP9yuaS1JxW3XxXashtGRvoqiwsKuMOa7spd2rVgRFhHj47I7O4VjnY3zNk9S7NtPq2tvKLOXTt/b1pJgnxRpksHrfTs0kS1VS3jJ36VVY+tbqrp39wQvewulP+/YJtTCylktdQQ2Cp57pGunAMbtXg11Ucj3hEWanJN2kag15vtC7ussTRtpYF62mEeqvzr9xKy0m6lVPdOdlaX0asmbRpubeTswsInHp5v3pIZ16Cbr+ppvQLpXwAAKv46Pt35DNzDZyIeQCbj2toFxYXSgJRXWkKuUejlTYy0m9k5dEb+nv71FrDDz8J/wNYVdUpN3HaUHykrvDqzbTs5Btp5bK72Sdq7WRcvnGjbmBGN22we5d0mLZZeonUoJ/vtov1EHOSkoqFHW2K3vEAgKouL0dq9Pewkovz8vPw/N7RgV6N6xtrBP2gPMM1x45ntrS3Sdp6711rOKRT5uUTm+QtxXilc6zhDrVJPznCpmUmphdW8lsHVIN6y8O58viLz92E1AJKQkK6VK+XZVHqeJMAcXkeldc02C9lJiU0hgAmWuuKMsqyUtPyKc0KAfHza9n18vby5Dsya8w7PSgXi2Q9HRVfXU4ncFrb65M/uUmlV5akEPoccQAIa8VZWGKPDQC8TQU4OpNLTE4Wm2Jg68Feq9YM1mcSGGNeALCy0koE0jZSaQah2x3XSVM/y9GEYJyXl9s6rOEwy8vKCEm4Xg9AaLLs6rVmva4lgdTSYQYICVKpNRXc4itXSfxWUSX24oHc0YdzJoormYk7Dlwuxeen3krBswathkFaUdKVxJSspDRmh2Z22c+YV1txPeFODq6sJPHDbYeb1Lp2fm05k8vKvZOUS6QRiKXYwiw8Q2X+oVNOxDjSJRa2yPsm/OGgTt3GwqVcTcIO2ub7UzwzI+JqcsLZhMrWmYh9hEat5FRVEpNvpOCYTFxxcWFBYU3XYqwjHbD2KqUtfPmw1gEA4NIQExMrJNr7v5c2elIaQ6oFAK2oqZLKrGLlX0nMZ1FJhaUlRRn4lu7FX0kVAMDZL8gvYOvcLmltCWtoto0daiuicdnzeTFqbb+0Y+fru4/eSLiVQ6ifWdSboQvnDYewXUErSUm4kZicWUQSGgwj/Boak8PJv5meRyol4MtKigpwtCbjot+xDRkVtxNuZWBJZSknt+1KVNqiAAAxfwenpKx2POLpycnieyE60VRbSWMxmTlXbhVW0YmFhJKiTGLr8KL3GQSmqbeT8IJpiDk76fjUhBuJyRmF+AbdXD+qpyHlix1b3jj7VcKt1ELp2CKPpo9aJvuELcJWxYg7DjAjvEC8Ny8GmlOuHTxwoQBblH49gSVRm3QqCpVVzaAUJSdlE5gVJUWFBQUkyfh3vMFDZ5SXvL7vVG5JYU7anfR8gXV2Kp6wU0QvYgr1PnNHdr48GjHWV7EYVdyKtFsJRbQKPA5XXJhFadB5HkIK/17Po47W554qq+fn0HgiAwC0F5Y3Ng72dTZgqYMA4BpQMI7fOFJQzJKop8aH+wYn9RoVJ7tME4WAZWqgt3dgTIE7mMRsUo5PjI0ODKmaq4svc2bTemigBltWPrt8uJpGJJfRGLlUTQTAMUi7ylFKqHhm3WyTU1mCrW3gs7mkZn08ru8mX6l2AkyJCEUdmrEaFoWALThXZQYACMrLcwQGLT+BJOlxAoAok8ospeUez5NpxjTDw6PqCffDObnHOpipn2XKAAD08owT2eT01IIyBQCAseng1cLeu33yEa9eKRYJ6gnnP8rssQPEvPrJPhaVUCGQcG8x9B5jDbOCIzN+6/s8HFH79Givqmdgwvj1pxfgr16uHl6wna2VcftqsS4GUadhXNVcgKfy65oY6aIgjKRlVs88rPWwv0PINTHS39M9oDP7ADxyRl4OS7HgtBwa5yWll6hmu6ohatFPylk0PJ0v5BbWTjv1NezKytYlePYm5q4punHiajG/nnHr/BcXyuSOIACEF+TFeNglzku6dLmkVzdjdSxy//TCvBgcbzj8Zck0AECEc/t0SYcx7rNPDchpJaVCcUNShcxl1LCYOLFhCS4zAqYRmUjCL0v6OJmm8wMAxEyK5M+PZzHra8pSPv7oFk+lBwgZdWOi8jIiS8BnFTTbAlN0GrtJtbhPGwS7GIW5FGkEIDLVdPjLYi0AQLQm5UyhZHZXR62dzDPnLzA6pgxm26K3FmNO44SqRzU4PO0HAP3CvMhPvpVSpACAuIp6Iw07HYGARdffysmnsAV0TnVZl8OrvJMrXMwvlLEV/8Flhh8AYDzrgyS5KQYAvlHB9U9PFnEaq3CJH318Rz5qh4BdO9pBIhBqhOLKm1wPGAhFdPnIQ7js+K68GAs5RroVCoWykpCRLlQNMMk4Qn3/oDzx86+o/NExOf3sZ1mKflV1ORFXLW0uL2dWy0dGRrRGq2dmgJaQ33fPV36QgyvhCEZHRoZ0Zr91lIPPJvO7VIND4xolvrSI2tLb2yspzqE0C2WVKQV9AYjbenHH6ZN6ZX5JCUfW19vXkpNRoervr6TncSaiMW170Qm6FWCMl58lHx5mUsvLWWxcAUumUrVV3/zkNH/G0VtaUkoT9A22XP3oFr1O3kQtZrUOjmg0Y9aHdl/e1Me7fSZPoFQ0kguS8xtlHEJWFqm1QyGvyrtYVDlqcBi0jhhErVOa4eEhUUVRIVsxm1acIy35OVW6iK+1sIRTy8nHU4QPoy6/J8e0uqOrq6tDTMhIrOgyhewGs9MTdJnUnYrOrs5qbGFBLs8eBwB/OxNfxhuy6tUV6YSGFsYdksi5qD2pwQ56yqFTOa2jk9M6czAcMFqMZm8MICAoTr9TJPy6dy/uHKXkFcm1AXMbuYBdy84rreaPLEFPajzidlmNNrtdP0AuvF4gm51oLSTNIjIr+u67iDV2lRRja+WDQ8Nj08bFnN7Mx68pvtUwCQAht8MwZQ/oO5LPZ1VLlQolv+DyrYYhOwCMtVBz6J2R0Bi2iFzLYRLI9OHFf1Ak6tFpNMND3VUFhUzJcDQW0JuMVpfHOmO1263aHs7FC5QJVzAOEDH24nNx3TOBSSGhuKaBlYlvatcuXq9f3N/DzDh8+o5QPaGdNjqn2m9fyOJKlAolv/BKQr366/XjnM2UUgJdODw0MjG5uGtuLqBtOlbE1XkBIGweN7oCUb2EnpZWIFYoq3PuZBObnTGAqKWupLimb8bYIybnUmrqqJnMnsXsSA2ZurLPpHNlirZ64tVrdI3FZjKafAGvZcZqt1uH5BUXLjMMvhAATLZW5eP55qC9MbO4js9Ox7L6jQ/hJPWd7UX/DL+8IDMzl8RtdQCAW1NTTiFRS4tL6jQztlFF1dnPE8hlJQSmxBwF8E410YhEAo7R1GqyWfuFrcZ7r9kiFkl1OZFIKGQKZsIQs6jIOCyunMEbsocM3VQikUAg1Sh1kZCzjy+biUDcZ2iv6nQBODXystJSfCmZ12eGuKe3Szpgi8Ud2jZujxfANtIqnbSYe7v6hnQOwwCHiscWY29fucTThmO2QTa5jFhOxOEap2z+kK2fQSKWEkvLhMMPr4LDo1JuYXZGHrF21BkHcHdUEzPSMnKLK9Q2d0996a2C9ggEe6rL8rOziRz53Lq0EBmWVtX0GwHAqW0vw5FqBapFfIYuMiyhp+cV5GUWcuXjACFxTialoc+hVdFzMnIL8opoAuPseBLHeENDzYATAHx9rVxsEb17YnG7p2IWHi4fR+W28HnNwj7rpDI/N61uKgLgloj5Qs38jQTrsIzO7Y0AxFxTjWX4shqBdmmn0oz7h1RSlWn2CxCZkCp7VQsbXB6tkoLF4YmV4k7DIpYsPKpu5w87AKLdtfgbufIogK1fUJKdkZFZWC0biwJA3CGvYPcaAgAw3V6LJ1JbOheu07kYgtONlNKcjDymYCgKENZJU7OzJca784N7JgWC2X7q+HSviNEwBAAhq6aWUEJplC9qr2/MxqeU5JeyBQJeg7jT5I85hkS47IyMzEKuVHPfxVnYLKog4HBl1Y1tjiUcY+kY4bQNOsMAzo4bV7BKfRgg2M+vyM7MxlJ4Ok8cACLT3awmwUwIIGaRNjHweM6IZbFTualfSMjNzC6mdxs9Y/XUvGzO12efgE0jEGmiAPGoq4PPEkz4AECvFuAKy4Sd4w+lOf4fH9c/Jqoi0gYfRhkerpCKniJY7B78b/IPSzmt2m/Jdz+ioccmaQ1/7MHPtv+4ZpWO61StNeJvuRRc4oEZP0H+USlbPvXAy4cfV73PCowo2hrbvuVrg2r/P2RCVifr+pYO5x/VMRAckTS3dZke9Kcf6kR6X17U+2MiU0hk/j4RwNU3HCrp+X4bL2IYrOn44oROx1KXJMCf9ogs4Qf+VWKNSCxLvaNmw+RrMviEDyqn2BKWWCPiJS/h3RAYfM3TwQfuN7E1IrE+eFej+Jb49uNztt5/JMfn3WiZ8fH131773/JFQ/EdIdB7BMbAAytabA1LrOEfzXc/0Dzj4ZsfVJ6HcqyaQoOuhZcH9+VFnjG0X+bY3+H8PvFhh/PD77flIseHHa4fQ8EOKD0HFEtfjL8Uro+U7p9COZ0fKtwfKd0/hpp9NOIncnzOxYcK90fKH8X3+pGJn9AuPaB0f/TDHatyR97owg4zND8qgiAIgsxDeRFBEARB5qG8iCAIgiDzUF5EEARBkHkoLyIIgiDIPJQXEQRBEGQeyosIgiAIMu8BeTHsdVgsFofHF314kwnEYxF/4IHrvccDXo/dZne5vQtXMon/iGaFQRAEQX4mFubFkEWFz0vPx+KrxD0PccVcx0jDbWrbA+ZrCmiK8zMyi+kNIoXpnontYt4pkXIcze+EIAiCLLKFedHQij9Dks4mpLhXL6tl0NktYxZ/yKId7B8JxKO6MdWAxaOT1lAqGsZtbn2PoKqyWt45Hoi5OuuqKhuFQ4bZdQ7cXaL2gcm5efg1vIJcUb+1X1GFK2M1NilG5+aADWuaCynlmgAAgGOka2BSb9VPqdq7hczkfYmUSXfIOSyrrORKO7VBn7aKzWCWs6WqUZtNL69ns5o7jO6IY7KLS6fXSPoWd6kHBEEQ5NH0gPYiLjWjrncmDr6OcjJHIJU30YsaOwd4TQyCwAPORlJmw/h4xemvijiyXgmvkkwXtXeOjI1IqmvquJxSHJ7ZMAEAAP6JwdG7K30HWwsLZOOjvJzMa9dILS215XjB7GoIRim7tIg24fUFI3Gvuv5WVh4BS5H2jUtKkwsb2jU98poqBofFJJXW9HdVHLiaLRbWF5eza+il2Ir6jsFJ/ZiyDM+Ry+U1pOJG9QMnlkUQBEGQf4cH3F/0jcsKc7E8uZBQLnIBQEiFZTc3cWur6schPMW+TR7RKzNJPLvfJa6raux2AADopbl5BTx5B6+pue8BC5AbGF+VDw31UhjkuvFwWNdNLxT5AADiajY54XgyrZ7Xo/UBmAqPfpzIVAFAB4Gp1k81V5QWlrd0yAUixaS6HkeWjkFMS6muFcplDEqNxuybklCp7dMAYBFRmF2TP+SOQhAEQX4WHvg8qpdNKc0twBaJ1AAw01JRXtdSy2dXDQbCE81pd/i6gWpsrSTgNlRWV7RoAQCmWzi4nBLpwKT7gYtf2dqTimqG+pWMCmKvC7RdnLyaUQCAmJ1NIxBEs+28yFRHY+bVC3eYwxDT0Sli47iaTc0qaejSmr0AIVE2XtBnDWlbaewaM0B0WEKvYNVWUCU6H4CDXUCUjzt+mF2EIAiC/IzcnxcdI2wWBVuUk5BXNTA9wi4pLMGVEnDcGatD3crJyylKTzhzlqOa5DFY9YpYPDQooqVlFVewZMMD7ZWlhLJyWo1iGgAA4lOtcn7t4GyW9PVXF9QLh3s6a4jV1ni8j4cnd1sBAII6Yt7Fs3lMoaRzqFdeUVrZPayi5zGmXGOkfFxVjVTUQCeU0SroUrt/io7j9huD1i4xh0goZ1WS8vOoTd1jvbyCvGIcAU+u6/ei+4sIgiDIf9r9eTHsNRr1Wp3e4gwBQMhh1ummbd4QAMSCPtuMTqc32APhiM/n94cBACI+y8y0wWgPxyNuu1k3PW10zC3rHHA4rGbP7AOt0aDXFwyGQyG/JxgHCPpc/kgcACAe8TrMRqPJZnN63S6PNwAAQZczEI16bVarwxf0eUz6ab3eFo6GPf5AJA7RQMDvcpoMhulpo8sfBwjbDHqd3hJEj64iCIIgDwMa148gCIIg81BeRBAEQZB5j3ZejMcjD3HSnp+ySDT2n5k+KBaLRVFXNYIgPwsPyIvRgFs/rO5q7ZsyBQDAMTZmsLncxkkFXyASK81e94xuxmx/4FMuUbvJoDf7HlrpogFfwP9d5+No0PXtz9uYJxRs+Xjs2/4MAH5TT6dMIJYPTPsgYu0UtGudcw/U2jS98o6xGEBwuq+5rlEsE8lGvjk+Mh4K+n2Bu+8Qd6sV7aIWae+w8VtSUNymG5EJhNJWtSsEAGAeau+ctAJAPGDplslEwjbNtPM7yvsNEY83EPmLCSswVd3SPu39Pi8Ydxp1Vt+C4odGuhTK3n/X8NCox+cPR/49/4EgCPLj8I28GPf38TiNXOqnW7eeIPYChBozS0UdQ7Lm8qRMRmMVqUzcp+RwGsUjcye9eDwajc2dR+OOxjoatc0KANHoXLaIx6LRWOzeE+3dP8Xnfx2bf43Zn+IAANHRukZe00AEACAevafhd3frmEZMr+menvt7dMG7hLqbChMbx+++VfxuaedbTg5lZUZebgWDQS4XTo9wd768OVtqBgAIT2a999bnV+ssohInAAAAIABJREFU5n4GiVrFqeGLmkVq44ISxj06YS290zC3J2JG8eXUYg6DVlhWqXYuLDMAQMxeTctNKOawCXkVfS7wDCefff9gtgQAHAOsM2lkPpOQWymwBO5WRWx+v0Tvfa343B7yakTsJpFl7sIgOtMv7pj23LN/5rYNaeqvU2q1Rktvd9ukHyD2rW1Hx7iczpWY/fF47J79GbPWsKk0uWn+Re+rr9hsfcZi8/Xsn5BzGppnAnMFmP31fJFmKy/29RESW3CEIAiCLKGFedGnk5QwxOOq5vzko6cypBHfOJ5arVJP1HOx7AkAHS+PN+bqaWQJ2mdnTw1ZBhgUmXU2NbgnOfQS0YxvTFFblJ5dVtMoFTaWlWBpdSL97Lw3NlV+zq1bqTgSrjinCF+SXyIYd/mN/dT8grwCbH3XTNgzijtyOa04H0cXaHWq7HNnrqQ0WLz6Zhop53biTZxEPyYvSTx7M5tAZYompvsKDh9MZzS2i5tIxThquWA2Q8UjoaFGem7OnWvHrzVNBUN2TTU2LwtHbWqRN1aSCok0Qa8ZAADiAzRyVV2fzzleR+F2isjnzh29zB0HAGNr6YFPzuO47QIKvWXQdv8eiukVAnJBZg6llscgXP7sREXn5GxiciipaXWKmEfL5jC6LZ6uFlZRZm4pm0ZJbTQDGGRsejW7jFosc0Kwl0FQaPpry3OLS7CpPBfAOC8vr90A5g4cu1HnA4C4dUBELC4mV9aPOd2DInpOVh6O2mDyhQdE+EOX0shYQo1S1ZR17cyFDKXBBwAQ0jJvksQdzbjkszez8WXlzaZ43D/WRcelJ5w6X1glHe9pI2fWjBk01YSMpGtpDHZbv6qhqtcO4QkaWWzxB3Xt7MyUpPR8Vnsbr6y4hFreMjNbrQFdRdaXRxLzsCVVo56o39BHzS/Mzy9u6Jzx6MSXztyk82XiGga+iMht7PYCQNwlzL9x+vQdhdnnHZMW5eXcuZ3E7NX0suvEcpVc2CBUm6YHW4ozc0oruWJJCw2HpVQ1aP5d7WQEQZAfzIK8GOkpJzSOTk80N3LK2awSems7j1xbO6ybYmVfLqri4vPxHaZQeLipokVujwEAxGORgD80e+XvnVSx8xjdKiGZKx7paCFWlhOz8dXyocDdBqC7i/5VHmliRltekoUVjGuH+GUcHpvBko/aPRopu7aus6v52sVyrc/Skl81pO6iccsb1KY+DpEinXRpGm6WC1R1tLw0yrjZIGaT22Y0jBTWuEkv4FDJtX3eUDQGAPHoREc1idZm8WpoN8rHrFNNFZXijh5+LYdWjMfR2WqLLxqZLa+nLjsnMQlfRq0UqMa7CMTSYmxuQVckPMbOKUwnlZbxeOU1clvgvh0UmOkow9eNjLWR8aymhvrS7BbX3VuYalrm7ZTccgK1XjYw2lpDauwcb60pKCcTUkhqy3AVjsLjNZZcvURqELDJZLmMl19M7dTqRUXkkVioPftaWhGJVkwSqCYjAADRQRa5jNPqiUVNsqrSGrnT624js+XSLi7tThZf69GKimolzRQWp3ooEosDQNTUlo5v6a6j5aWRxy0GCZciHVZVEVjDVpOMUN7UpOrtbi4isLkVVb06QyeLzaJJWuvxdWOBuI73VTmvTyGtZNarhnobynAlVDKtrt8TmmvX+6eU5NTcLpNXzaM293dX0Sulw3bveCunpobXQLxObfP7tdRiIq9rJjJXz4HWSlYVW+12DJKx1F6DXUlLp/dZXP01N698VcToNgxJyyqb+jtbK6oo+LxSVlOnJ7ywaY0gCLJUFuRFa11e9bhxRlpdXds0Nj7IvHozk8PhTeqHSGfSq8XNpOJyTdAzyqlkN/Z887beTL+4rKiuurSoGMsQiFrVkxa3fbiSXiXqm701FR9iMbh1qpB/up5Z1u8Gk4qNpzJrm/h2gPhkRw23TiKhpzWPA+hp2IaBTiW/sbZfP0TJrXMBmCWlJLFczKpmVI3GI4YmfMWwToljy+wxCBtHGxnkpiEzAMRDZn5JSYcbwCxJKBVO9TTnZqYyeFK5ss/s9w6J6llMkWmuGTRBKs24XULMvFSqj5i52Yw6TnN1Hq2xlsOqa+TQiaL25oIaqfX+m2RD7JykEqpQKO4enRrqacDxp+7+xVWXW5yfWpSdkSk0GBrT0gn0WpFIMTY53d1MIpMoNLZoVC2+fSSNU1srH9Y0F988dDStrqky9eoNiX6CmZBPzM2+nY3tvXsXMOqerK9iN6vUkvLqjn47QLy9oobPk9bhsb0+8PRzCY0t3IY6wchc3nb1VeW3SAVMLoM1Eo8aBRRKbSWjRj4M4KSQqU2derWSkpiOqxd0A4QbuXSGtF+KZQyHwdlRTqpvqGOUJOSz5e3yrjG736RpYpK/nm9W18XH5kgjEO6k01paGriNzTaA+FRnDbeyqqy0ZcQCAPYhOZNZ2TnjBwCIWnlNXL7aNd1BKxEbARzs69guazw2LTi650zLjF3FLM3JLGuRtvYOGXzuqVpWZUP79H/yOEYQBHlYFubFWlzj5FAfnYmv1oSjFv4Hz29PofXqBmsu3aixusyCYmrnYAeFQJGNzXaMRlwmh29uUH10UFxe3Czl0Kj0KumQ1hSMBF1OW3d9VVmZPAAAcTsbR2ZL9O6JNlIq0xgPKctLG/gN7Er2iHFGzGYyG3sVzPyqAXvcIs9g8VTtijo8d8jQnosXGPQ9OZ9fqGxs5VST6SpXxNBJTG+ZGW7A1/KnrC6XwzHaSk9jdMUB4kFDfSaxc0bLy/ryPEMy1S6m5hMlvcNGdyjoddm0A6ySQpk5CgChybYyXMmwP9pGTmPy6/Jo3J4RDfPa/iNZNcPqTmoCedIzQcshi3snzSajze2LAQCEO/C4cnZD98h0MBbX8HG41sngbOL0DWbgyR1aT1dzWSq9toxUXtfUoTHYAWCg4spbR+9IR9wTbWVX6YMAEJgUZ1zLE6jHJse6ibjM/IqKJHKT3WUsJxUS5RYAgIjf4XSMKfhUQlUNndMsHjZqZKX0KnlXOymBbYH4UBW+mt/M4ZCbp/yxOADE+ypKuHxBJbusvMcVMXVTcmskLHZTS9eQlHzqWrJ00iyn5OBLmLx6+VBn9a1rtyUz2rpMltowwrh+h1EjFdVhsfUKtcYYigTdDoemrSKVrowCAERUAmJKwxTEJqhJrF6lkFXJGjYYpNwqZj2PfqusU+cO+1xOh0FYXYpr0QEAuCfrqvC8MfcYn0DtmBgXF+8/gVdPqrl0akl+NlXcWldFL6UKBsf1/kjI7XQMy+rxhTzXD32kIwiCfD8L+1H7K8vrxDK5jD/qBwhpqcU57H6HY7gxuRBfmoet4rW31XHYLUN3G4t2Camxb9INABAPjbbVtRtcxm5BBZlUzq5X9Sk5dEIRjiofc8YBIGpuFPHbpv2e8a469kAIXB0MscltktdUlGBxVG6XOxrs5zaNOCKRaUVDZ59RP96AJQgHB6UMMq6sMOsOa0gz1qng9zvAr+9m8ydCpm46q7y2RdpIwWFx5a2jszcCwxpZZV5xKS4ji6c2xXz6Fi6dSC6vae1VCOvw+cXkaoUrBgDgmewTckUugLFeXnlNbXO7wul382i4stbpgG24lqYMAHhGO6jFOEopjiMbmH2IxDHWVllOxlHZnVMei4qTz+RpnXEAANtQrYA/FQCjqq2+tketaKooKy3n8owRmJazU3FiP8CkglujtgHEh0UV3K6Z2T040ien0pgcRa8fwr2NLUL5NACAdbi2klhYXNqstvi0HVRCCZ5IlU+6/NZ+dtMwQHiwjj80NiptIBIF6mAMAEL9deLBfrWig99vB/9MN6dlzDPdVUHF56dk0+oEOodVyZbrtH01TPztS9dvXycbITLUxMBRi+5cxPeM2QwjrRUUSjmlQdXX3UjBFePK5SO22Wod6agVTPrBP8at6/UHbLP1Ranucft19ZVyYyhm6ZVU4IpKSNXDs43rsL2tvpQoGNBrlOQCHAmXmdeo6GuVNAk0Ltsgl6ucGGitopKpDE5nf3dDFbEQS+QPmL7rsWEEQZBFtPC5G79hsH/62yfgjnnGVQNWdA77KZtR8bEF0m8ueoIgCILAoz6uH3kAn8usfYhjTBEEQR4tKC8iCIIgyDyUFxEEQRBkHsqLCIIgCDIP5UUEQRAEmYfyIoIgCILMQ3kRQRAEQeahvIggCIIg81BeRBAEQZB5KC8iCIIgyDyUFxEEQRBkHsqLCIIgCDIP5UUEQRAEmYfyIoIgCILMQ3kRQRAEQeahvIggCIIg81BeRBAEQZB5KC8+6mIhl9Vs9wbjS10QBEGQn4SFedE+LMTmpNxOuJWQkFklUgfv/t6kbmtuHfBEv+u14u4xTiGxZcAO4B/s6h7Seb65TdCm7WlTWSMPpfAPFnUMs/JJYrV99seZ/ja+TO2L/YDv+NDEHN2SFoXG+jBf0zmYdeLArYqur38R9lgmpwye4A+8R4IWGac06cb1xBRsS58RACBqb60svnk9idzcH7q71Ux3Y1ERSakPAkRGpdycxJu3bqUxWvr9P2zhEARBvtXCvKimnfzdr3/z1slblz/Y/OdlrxXIZgAgamq78u6bF6ldYQAACHkcRqPJ7gtFw0Gvxx+Nx6OhgNcb8E1wd/1/T53CdZs17N0rtl8kKb2BcMjnMhtmzHZvHCAecPMzj21be7Bh3BUFiAbcZoPR7vbfd4aOBR0Wk8nsDEWiQb/XH4rE49GA1xsIRSKhYMAf8DgdTk8QIOqxWx2eEADEQoH5YviCbjV9+//79DnKMADEZyTH33v3KrUnOldyu9FgcnpCdxtP8XDA7w8EPE6bzTV7Ko4HPA6jwWB1+AAAIBrw+YPBgMftC0dn/ynqtZmNRrPd4fJ4vFEAgJDDYrLYPbOfIhTwB/x+t8PunG+iRZ1mg8nmWdBii/rdVovd4/N5fIHZ4o3V3Nmz+0idZvatYx67xWRxzL/KPdtHYtGg3x8MBrweXyDgs1uMBpMtEAEAiAQDPn/A67JbHd44ANgVR9c99X5Stdlq9wSjAKDlZa7bc6J+MgLxsNNicbh9Ab8/GIlGQwGvJxCFeCTo98wVfrbk3oVtzXjQZjRYXAEAiIeDvoDf53LYHZ57r3bi1s7ks6e+PH3y3XXLl6093qq3d5VdXrv6zdPnj+1cvzOhagAg1led88Yz//z//Hp5brsTwMlNunji5OmjezY98fzmNP7kgw9YBEGQH9jCvDjMPP/iSxvLRgDMDa8+88Tb2W1BW3faobfXrlj91uepXSa3UUn/YveOLTv3XKmQqVi3X3/xaJvN30e+vG7nFXFX7RdPbLqSQb158o1/+ft/enblIU77QFPxlf27d23ftjeF0TokJO9/6l9++Y+P7blUKJM1XP9g1/YtO05kVJrunlBD9r7sM++tW7l+7/7bsn7FnY+3HyuUBlz9V7fvuFYqbyk9v2PnB0e/2L9l03sJGRnn9+94efPnVRqLmvLVay+d6vYGFMVn1r+dIFew9v/bmoSqcb+9+/bnu1e/uvbtw+k9do9eRv7kje1bN+xJKBL75t7QX3/t02073j9xaO/K1btTOMPRmKki4/Q7b76xY+u7KTV9Qc9g4ptbt7/zzrvvJ7UZQgAAUT3t7Bd733x9/fJnX1xzkNc3xLr++ZZ16zds2Hm6oMUVclXd/HDLW58ePrB79cp9RLkJwCfA33jv9Z2v7zqQUaW6206KWwe4n+3csPW1jw/t3fDs3gsKe2hGgPtwx/o1q3eeKxR4Ah4R8crODRs2rtv00TmCzhNyDdd8tnPDltc+PrR34/PvX5GNDxbs27n97T37990gUQqPfv7B7m073j9ToPGHOnPPbN/49oljH6x59bWrlO6Aq+/yW8+9tPODA9s3b3zjksIQ0tZc/dXytyt6x6vTDq5esf3o8SO7trx2tbGvD39px6sXB4MBSdbxNbtva7xOGeH6ntdff/2NT7Kr+8N3j5B4QF+Zcmr3zp279hyrVEyq2LfXb3rn5KGPNr+66SJeNt9dGwv7/GEAMPJur3jipZTKmqtvvbTzZiNAkHJy2+O7UmZ89qbS9CP7335h1Y6iditALOgLxADAwN+67E9bb/FQxy+CIEvim3nxwovL1ubJZ7T8zJXLt2bwlLTLezYcwrmC5vyP3/oskYq7sPN3rx6oVEw6PW5V6ZmX/vk9kcXXVXT0iVeO8RS1X/xp7dWynhkVad0fV50mKnzhgEmrdYaCnYSTy1d/3KQ1Nyd8sGLZZwKjtSXxgyd/t71EoNJbHYG5vOitvvjOE8+8VSoZmJk22I3Kc9uefz+V73d2H1/20ok8YX3Ovsde3lMuFXy17rkX1l+QdTd9uvqlt7ObOkpOvfLbj9s9fmn6p0+uPSvqYB34w8YkhpR04b3tB0musDn3wOtHMiuKT+z41+WfVHeMWOzOu/nJV3lox9N/fJfb01tycOvTy090Wdx6vd4V8AnTP3ly0xnpiOLqs7/94+qPyho6LcEoAEA84rLZ9cqKd559bONnWZXFZ5/582t4SX8b9cJzv92IFfZRz294bNPRRkXLmZXL9pzljCjwr698m6Z26uoS12w4Lp29BIhZiSc3/Hb9UUF/P/HYql9sONwgrz+4fcsV7lRwsubdzXuTM27teurlc5S2AXHJjqee+7Kkjnhux+82HhP09xOPr/6H9YdaNH0przz22Mvv4es6xrUTWkfQP1bzxvJVF2q6W1M+ffaft5AUvcyre59++lNet/zqrmfWHC9qE5Tu/N/Lb1YMjjXf+dOm/VmFiZuXv3SWqlA3Zrzw5J8/Y3d15xxZ/odDqoCfn/DhsxsucKsyNm94r3LYMV51c92m423W2fZwTEU8v3r1EbnV3Z5zaOeHCbTCU7/6/ZbChjbime3P7DzX515wQAUbkva/vOlEo5j16bKnjhN6AEB4++M///4ziSkIAGZp8ao1W/NaLV//g64h5aVn16eLph/ykY4gCPL9LMyLo+yrL/7pdys37Vj37BNvnKvwOtWndi17bM3esydPvL12+WtfUVVi8vsbVqx57QhTOdFLubzqXz+SO0O9hFPPr/6Sr6z9/I9rrtJGI4aarU9uSmyeAYhNttemXzv/xRtr//jyrspJX1/h4bUrT/dHwDvIPbx15SsbPsjh9ARm3zs6fGnl8vW7SryzP3p6L7z20sfZ4rC3/8zKV08XimqzP1739vXxmKv0rU07D1REwZDw2qa3Etly/Nk1jx/sDoTbcw6/sOmiuIN14PEtiQTa2S0rlq3de/bksTdeXf3+OUaXjPTuyuVrdx2myifjc40RL/PwrvXrUm0Aw4STK5/czhy0jLdzUy6f/vS1Fb97+XOOUnDxhZc/ThDcv5McjKu7n15/uFVrqryy9e92Xh0HAEPDh3984hS2Hnf69W1Hih3gwe3btPd0WS325Mt/fHH/0VPH9r22YtV+7ogfAMA/dGPzkztOUwBgiPrlv247Vk5NX/niczs/PH7q0Acb1q7atnnN8l+912gAgInze194/tDFc1teeOMsFQBGyr/8l81HBKM9Ca+8su9iPQCEjH0VuYlnD7374uMvfkYQCDMOrnnuvAbA1JC88Yn1xXX1l95YeRCriHq6T7y04mJp9ygv9clte8+eObDllZ0cHYC3bdfGVQdZnd15x1994sRgJCxO+fzlTWeyb3/+u6dXfnb81Il3tzy76QB7dPZawkM7vutP/7b60OlTn+3etGnrxaLUI7/beqTDASrcoT/vOKG8795osJ18+eVntqTytKGZ5gMvPnGM0AMAgtsf/fGPX0jMUQCwy/JXrtrydV6caae+u/ylTxJrPT+J+8EIgjyKvtFerLz44ourUzhi6rndL28516kdTv5gxXN7brYPjk5Ojmmtrkg45NK3X9mxbPXbyRz85TX/+i5fa+WnfviHNacFs3mxfDg4zd78+zW3Gqd9Q/Ttr26+WSHj5x97+pXXGWPu7tzPVr58uM0BEI/6bQO5H6/91YojrZY4AEDcWPDOmmdXnu3xxAAg5ug5t/35d+402nSCA39afrZIVJv98brd10YCFuybG187UB6Aqes7Nu5OrpYTzqz8/Ycyo7Xmxt7HN1+WdrAOPLY5iVx96+21q99NVgyOTkxOTRtdkXjENS45v+OZ599NnphrMPpYR998Zfmpfn9QlLz/pWUfEssy3nzlzawaaXXKx79f9hlHKbiwbPWhFOn8DoqHVBVXX/jDqwm1WgDgpez5xXMfSWxRT1fJhv/9YlKVnHj29a0HC81RW+HeDXtP08TMayue2phR3aWZmNRO6j3hOABASJv2znMvfJBuiYRE6e/9ZuuxKi528/KXjuY1DmsmtHqthHBh+T+sKlK6Yjbpx6uf3nWzKPn9V5bvz7BEQuKM9/5581HBaHfCytWf3BQD6FJ3b3zjJK5LTn3j+Vc+wQnEmYdeefxDiTPYSzj54mO7mFLBxTdWHCxs9VvbjyxbeZnUM8pL+fOWfYm3T29Yti5P4QqMVm58+cVD7O6e/KOv/PELpc3CvLj7qa2XSPlf/vn57Xl1PWPj4xPTetdcD2mg4dr7Tz61t7x1YGJyUquzSIuP/suGL+TmkKLwsydf+7LTdndHxQIqZuKaZ9ZdJncBAPj7L7z2wpbL3HDUgT248cl3M3QhAACrdDYvWgHill7WR6te3nOBav5BDnUEQZDvZWFeHKQee+xPLxX3x0FXte73f3g/pbG3IW/vui0fHjtz8dwtTuughJF1/NSx3WvWfZpYO9rLev/Zp7a+f/izN1789avHeW3s93/57Cn8YNSr+nLlsy+uP1pKSN22etW7p9PSju/83ZMbycMBE+/Oyt89vudmHh2Xl3T26Htb1249WjB593afvp20d/1L63buP3ehSKXTMq6/8/jzm46e+GzZPz51MreFfWfPi1vOqv3m3I0vrXmb6IeJ86uWbbjAnVaV737qydcOHP1o+3P/suGcUE7b/YsXr9L71cLcXRu3f3LkzIWrSWzFgJicfeqLL95au/ajJLZ9rjni55zc/ezvVx48dXD108vev8HpE+G3P7HisyspNw5u/qen9lW2NZ14/Jl911vm73W5u06+8Ou//dWzHx09l5iKEwqrvtyweuvuD/ZuW7P+k6xhm4lwcOUr+7KMUWvWjmWbPy4zWfoTP35z2+5PL1y8cCur2jD3QG+4h3Vj2bMv7Tt66fibL/zz1qPiCS3nq483b33v5LmLN1LLeke6Mr7Ytmrrnv27t6zZcFwyahmsTVr+7Mv7jl46vuuFX287IRjtvPzUM++c58VhJvOdja9sOZybc2n575/YV9gszT22/DfPf/zlkc0vPr/1KEU/ozi+9s/7siQ+i+yjx586he0cqrv+v17YRRIJb+5b89SafRcP7X3yyacOsYesitKdf37yjU+O7d/89G83XVEMtd3+8PXt73x25syFlOIaw90bjA517bHdW9/cd/Ty+Qt5HJkg/4u/e2mf2BhqzXrvN2u+aL/bXgyPVe987Bf/8JsVh85euHTljnDM3Ft5e8urm97/4J2Na/cU8Mdnd6lFmPHUMysy5E6ITSXtePJ//u2/7f7i9PkLVwrrB9H9RQRBlsTCvOjW9jQ28jW2KICnp7GhWTYWg5hOJaQR8aVkbr/Oqu0XkfAEGles88QBgsPtPEZltVQmEYp7DDZ9R02zasIFENP3iegkVpdGP9HVQiljiqTyZqF8yhWHkLW9oZJe36xsF7PL8GWVTaOWwL0FsAy3V5IIZGqL3hcPW8d4LDq3WSoTinpGTfrhNr6k1x0NasQtorbJKHj7hHyRagYgoJY3Mlg1MplEKO01WXWt1fx+nQ8gNtnZQiPgieXV/TO2qU4BGYurqJbq54ebeFnHdq9++UhZXSWNI572AUBgSF5PpVQKZVKhQKGzmXoamzsG72nABM0d9bUsRgWVWEqt4Ol9MddUJ4tcSmY2aWxhgOi4skXQMRqMh0ZlLRLFRBQgYh1tZlEJeCJXpJ5/sjPuHWptYrNr80+//ttNRzvsAGFTa0MlAUeoqGmzxSBi0zRVlJWSqxQTjnu3Lzjz+r9uOS6fcfTzmtt6jQDgnemvppDZzWIZX9g5bhDe/nzVE/tLOFXUyuZxZxRizm5hY8eoJRq0Kht5qnGH2zBY3SzTB+J+bTebUtFQkbdl7cqPSCoAX7+kjlFVJ5eJBZI+D0DENtrAJONKSHVStW9+F4BTq6qhkgh4iqB30jTeUy3osARjttH2OlGX7e6d27BtrLGWXcmooJJKSRRWz0wAIDTSWksiUJqVk5H53TnCaxaM2iIQcygbaqsYjAoKCV9KbepG9xcRBFkaP/Nx/R7qhxuef+Haop+DwyNyLpbEqmXkvr9q5XuXK6zfOTAUIDx83/Z0y7fffms6v/up3x7u+/6tLYdo04tPvFnQ9r3/AUEQ5FH2M8+LQWVZTnIy17TofXba9qrLRw8fOXT0ak7lhPMvP2Qyv302c8L5HVk0puaUJF6lTga+fZMFHIPZdxKwEjReEEEQBOBnnxcRBEEQ5D4oLyIIgiDIPJQXEQRBEGQeyosIgiAIMg/lRQRBEASZh/LiQuFg2OP2+Tx+FD+H8Lh94dDXk6JDKBBCtf/zCY/bFwnPLwMT9Ae9qPZ/TuH1+P1efzS2cEQAyosLYatVW46V77jAQvFziC3HyvH1fV/XfipdsfU4qv2fS2w5Vs4UDX9d+9fw0q0naEteKhSLFtvOMD9IrDVZFy53gPLiQp/nCjHPJGHWZKL4WcQzSUcLxV/X/psJDZhnk5e+VCgWJ55Jul6u/Lr2V5xhYZ6/vfSlQrFo8XLa//UWVjtjX5AFUF5c6HiRBPNKKmZrHoqfRbySegYn+7r230vhYVakLX2pUCxOvJKazOj6uvY3XeZiXk1f+lKhWLRYn/1P7xN0BseCLIDy4kIoL/68AuXF2diSi9mUg9kpkhoDAAAgAElEQVS81MVY5EB58WceKC9+T49sXtyWh9mYhVmdMRfrsjFbvn3jTTmYDd+5wSMTP/W8uDkHsyYTszoDszoTszF3rpbXZGE25WK25WG25GLWZ2HW53yPl8r/rzsK/uv2fMzGbMyauy+1ORuzJgOzOnPu1Zb8wz70ePTy4nd8zTdmY9ZmPeDSZ0suZkM2ZmPu0hd+8QPlxe/pkc2Lm/L/9j3yiyeZr5xjrzxT+cSH2L/elPPgzLcl77/vwv7mXez/vSPv0U+NP+m8uDEbs7Xo8cOMV85WrTjL/MP7xZj1WX/zDvGFY5RfvJaL2ZCD2Zb/j/vKHv8Q99ffndU2ZP2PgzXM1tGcDNr/2Il/9gTjD+8XYTblYF7HPXGcuewk7VdvFmA2PYrnzUcvL27K/9v3yMtOMlecY796hvXMJ/i/2ZyL2ZKH2Zzz398ufe4I9ZdvF2A231OVW3Ix2wr+YS/un3YX/tWSF37xA+XF7+kRzYs5mFcL38KNAYDbaLN7I36d5uChYsyKNMzqDMyqDMz6HMzmHMzqdMyqdMxLma/ldw31Dn16uACzIh2zKgOz6m4DYuk/yMOOn25e3JT9VzsIhys0boC43xf02Kn5tP+yufRaw6TDZOSQav9hTSpmN4Wkco7yeX+1MROzLguzarYZcU+jYUsOZk0GZlnyfzklMkVjAgp3W5oqFHVnnMNjVqb/OanTCQAQrkxn/Lc1mZi1mZjVGZhV6ZhXMzAbsjGrMzBrsjFbcjCrMjBrszDrMzGvpmNezcCsz/7JHCqPWl7MwbxatIcwDgAug83qicYsukun8Zi1GZhVRacbpqY7O9fuycWszcSsmv1ep2NeTsG8zyS26YSM2v+5IROzKmMu1mVjNmfPb7Y6E7M5D7Mxa+43ax+VziSUF7+nRzgv7ioZAwiREqjbUxQ2gOFGyRVmH0uqYUkHLlwr+/t9jK+qh2jN6opaBbXbHPPZL10mbcvoqBCPMqR9R06R/o+12Uv9KX6A+KnmxVzMupy1Of0hABVftvkLyorj5Y+9U/TKrfaZYDQSiPinR744SDrFnXLHIeqw5OSyn/+w8g5vrFI6VkppenxXDmZjLmZLDmYH4ZNSVZVUw1AYAuEAi8w7WTE5re58YnsmZhX2SoshEPFb7FGDXPSLN4teK1JVSUfpYg1TPnTteuMtRl8Jqf5fdlHP1Q5mFTR+cEtGlqrJ0uH8HO7/Wpv10zhvPop58R3COEAQd5OyLVXpAejlVmO2Fr1XorYHox7tyEefFP/yw6o03hhbPlLWMkrnyF9LaGi2gKVN9Ks3CIfLetmt4+zW4etJ9F++y0ppUhObBujy8Qq25MV3cn95tC63eZQu1pSW1f/d6zmPQhcCyovf06OeF4OFFwkvXJGaACaEkksE4Ylb9YxhH0wOfpDMl3sBIDwkVJIUBvvMDIEi7fZCTKuhM0X7jxD+eh3Kiz+a2JKNWVea2eUGn+HwF7mYlzMwr6T8t/3sBm3AM6nJZw+Ou0OjYtlZXPeYB3xjQ5czGkqVTsdQ79nsdn3QW5le8TdrMzFrspbdVroB9KpBumwG4lFeRe3fvYH75Z4izPr0//OTWpk5oJIqErkGCM0c+gz/8qX6TFrXsAcAfITbIslMODKofG4vp8UbM0i78yhaAIi5DeR87q/XZ6K8uBSRg3m16G3COIA/5xz+xWtyJ0BzWfW6zF53wJqZUpPRaZ1p76tUGCHua2ns7bYDhEyXcxuqpoLDYtn+wsEwhLtaenlDHvAb8lI7pgFi+imu0gzgxabUpvKtAP7WOkVKJutvX89FefFn5BHOi28Wj8YhptfM6B1hsOuvniY+fpC5P01I7HGAc+YiUcIzRS0K+S9fztxXqY04Tel5DaypMHjMdFL9E7vyH8078z/VvJiF2UDFD/nBOfnuB9mYddmYFVmvJHUGAYT4csw2Uma/HyzDB4+w6w0xTWPTH0/wRuMw2d5zqax7IgZWIf/vt6ZhVhQc4UwDeG9cyPuvX4pNoaiMVYNZmY7ZkI1Zmb06o8cP0To895MSdRTiTSV0zLK0pxOVhni8r4H3mx10mj7g6Gx78u3/n73vjI+jut4eY3pPIC81BJKQCsmfQEJCC2B6KAYSTAdTYnonNs02xl2WJUtukrvK9lXvvffee99pO312dvqc94MkW4bEcUFywLq/54M13t05c55773PLOXcSkvBgV15taMygBWLY4l3InZuOv38Om/3voS7u6gMwx3p9vZjM9LU99nrcmpoACNiafeVRTSJYugoG1dH059s2LUxFgUX/FZGVMBAcam3a2SoD23vLw5G/+aSaBejK6hgBpTou7eo3i0ZAzozO+Sym3wSrp6Lx+ff2nPqfohO+W5jVxcMs32NdfHxHnwV6dWb1K6E5D76158alZX202FXV4m6ggPF9EltWgKntWVnIn8NfThiBIP3RR1FXvJSwpcAHYBTsTDpv3ndkEnBE+I7q4gORyJ3R/8olAaTt6+JOui0MuTn8ptX1QYCyWCfyUGxkexDI7jffS80lrb6c3Gvez+uzAG1q+yAy74V1OQ99EHv63yKQW7e9neIDkFZ+uu2Mj0pJ1Sjzpp10xybknk3IA3u/yPcDADNGDqCiCTBaXfG319ML/Jo00Hb/38OQu9zppMLUVV7/TFImpXTl1W6MHdKB+PiZbYcX/vq/ge+lLu7uB1Cq81srxlSup2neCzFragMgkZtjSv65Luvp0OoGwVR6W26+PeLltCm62NIU3SID33/X/M3XflrDAXRkdoyAXLYn9eo3S0ZByduV9KN7djy8pb5LBHOk/d4ntiB3f3eI/k+Y1cXDLN9bXbx1+1MxowBgX7YL+eM65OZND8QOAWiZ3jJ3qwSm/0tHZZ0IeGk+8pdNb6TjYPC7d6ct31fjyR8GMMt2p/zwzrBZXfwfwt2bLnsvt4LQQeErKrryilrCYsvSemVgfQmFA6JltiZnXPm8J2UMgB+J2F2U2Mjr9NiOfcUR7rLX39p78rxNyJ2b/rSuTgAgO3rS6vwAUJuScdLt4cgdmy5/N3cIQGtruPPtuN+/krSziQcwBFIBALyhbWdc4aJ3kuKaeFCZ4oohDWCoqH67CwXgViyM+i51l98/Xbw16jnbGICx7ePdf93QAgAV9owFW9uCmlyeVb1ub9nK0JzdFThAsDS/pQpVLXrk4825+QyQtVXPb+9QwWgvbS/pl4AfWb2qhgTosGf85t3yAFjle/PeW1sYkdDUzpiAd9735NbvEtH/CbO6eJjle6qLm5E7t/1xWWlcQftr7+5G7olA7ok8+3nPlykdMQUdkSltcckVD61I/TSxPSTSi9wecfv6ir0pNYtWp67M6LUVdu/1FN/+3Hbk7tl11P8l3L8ZuXvzLz/IiMzp8ZT1eUo7PvzCftN7WVsKet0lvXu9xfOe3ILcE3V/WFV8UU/E9oy7/pm4KrPbVdLrKml54919c+dFIPdFIg/ufn5Hvb24d09qS0xO65K1zpPuikDu2nzlO9l7i7o//yIO+esG5Jaw65YW7i3qdZT0xhd0x+R324s7l3xqv+3jnKiinviMll25rV+GZz7zVfm+grqHF2z/Lm07fd90cTNy5/YbvyyLK2h7YVHUmc86V2f27NqX/svHdj8bXe8q6XWW9EZuS/7NS44PXW0709qKBgPA+D5e7Xnf1bFpa8IFj+/9575mZ0mvs6RjyZe2i570rivo/HKF85IXUyIKWj/8PPGViFpHcU9cQevHy2yn3f+9CEmd1cXDLN9TXdyC/G0Lclc4cuvGA9uE90ZMBNb/dTK8/q8bkTsjkL9tQeaFHbhy20bkr9/nzO7vqi4+sAV5YDNy1ybkto2TCRKRk8kSk5Q9sBm5Mwy5dSNy5ybk7imf3J91c38kcvv45zcit25E5kUif5vMDb81FJkXiTywBfnbFmReOHJrKHLrRuTW0IlfuDtyojr9dfL37wpHbg37jp2Y833TxSnN/N7NyL0RyG2hyB0RyH2RyO1hE+zfHnnjZ+kvL/c8+ElOAaoavp7H/rEJuXn/xzZOfGw8T+PWjchdkZP/iEDmhSO3TdaT4/6k3wpmdfEwy/dWF2fxb/Hd1sVZHBu+f7p4aNy/GblrywuxHf2j/s4RdnRoeNWK+DO+Q/vB3zpmdfEwyzvbS5GbQpD7N8/ihMBNIR/tPKCLT6/PRW7ecPytmsXM4KaQNa4DunjPZ8nIraHH36ppxX2b5zy47fRHo898NOrUB7cgd0cg9x1vk44j5m26+Jnds7r438s724qRG9ch90TM4oTAjes+2lG6n/2n12Ujf15//K2axczgxnVrnPX72b/nkyTkppDjb9V04+5NyLxwZF44ctem42/M8cXtYZc8tfO/6KJpAaOahGwSyokE2eQ1a78TWse45LrR5CbfLE4I1I22+/j97NcPs7Psn0CoG+0hxP3sV/RTyXVjx9+qWcwYGnzZbXhQ1Q+li4So35rjP8eNnZOAn0BwoovqD/SMSzuly1Lpy7KYWZwQSKVXdgf3s/9W8yz7JxJS6S0D8n72n6kTL0ubZf9EQgb9h0IWDRiH0kVM0H+XRiLxPsSBnkCIGXummjvQMzbwyL6x42/VLGYG+8Y+aBL2s7+gkkNiZtk/YbBvbFVHYD/784oZJHaW/RMJ8b4fJeEjwiHni7igX59BInYUcWEnEOJ8L9Qc0MV3G3kk1nf8rZrFzCDW93HzAV18popD4mbZP2EQ61vbeUAX7y1hkPhZ9k8k2NFLU4jRWV38NzgiXXSgSKxvAnEo4vjvfj/w+XgUcWGIE0XifEisD7GjiHvKn+P4rz947IifvNH43WN9iO1/kvFxz8RP2jbuyW/dP0eki19j33l4rh6HfcpDjf/pPvIfPHaX7q+H7mlz6beCcdvsk3/GTY9/jkgX7UdIVtw32B//hfHvur/ROcww+7bvAvtuDHFiB/UD3/aNZnXxP+DwddGJnZ1GvdYoLGkVl7WLS+qYG5IwxIEhTgxxYBM1zIlN1G8nhtjQX+cxH7UIn7WJy9qEV0v8FzlQxEM+USssbhEeyybmxKNnJJHP1gmLW8Vl7eKnTdw9aTjimDb/OzHEhc+r4Bc3cr9PwRAbem4y+Uqj8Gap/2QnOvEgrimPM90N9RBwoKcm+V9uFN6vpC52oIgTuyqXXdzC35eOI7aDTXVO8flR4PB10Yn9IIN6p0n4pE1c1i7+q4a5JnHy1l+zx4UhThSx43dXcItbhC/axc+buYcyiTl2FEkgn6sXFrfwD2TiSBx6SSb9QbPwaZu4tE38oJr+lQebxn7KiZ6c4F/YLLxfQV3kQhEbdlUOs7hFeDgdR+z/Y+zbsV/mMp82C4/lEogDQ9z4/VXCJ7XMTxIwxP4Nbx+LnYevi07s4qwJspa1iR9W0Vd7D2Z/ajVwoIiTeKiaX9wiLm0XP2vi7knHERt6VQ7zUYuwuJb5WSKG2LCf5dAfNwuftYlL28R3K6mr3NPpcyd6epL/tRbhrVLqfCeK2LBf57OLW/i7U//32HdgvytgP2nm78/GETs214PPrxE+qaYv8qAT7E8ycqzsu2Z18RA4fF20o5eViAoABNRqXAOwmrrZH8ejiAs7J4k4NwFHnNipHvx0D4a4MMSNnenAXutUAICilFbBBE1fXYD/NI8nAADA18f9KNZ3XgbbYwCoWg2m6ADMqHC9dzorpQN7uUsFsOIq/cge33VlIgC0tTIXevHzE/EzPBjiwE5y46d78dO8+BkebM7xIsWBnuKlciUARX4yEUXs+FejBlja5wXEeR78vET8ZBc26W38DC9+qvtob3T4umhHf1UpAYDKK7WkDmCVtDI/ikMRN35uEnGOF0Oc2GneCfbnuNAzXX4XawKYXWMyY0CQku7z+H5RKo4H+XS0M6ftQ/9cJQGASCkttAFgZtRRZzimbd7gQOd6/RkBAFmen4oi8fjiAR1AX5NHnu3Bz0/ET3NjiAOb6/kfYN+G/rZENAHwIe6SWB+SxLSaAGTglkTsvATi3AR8rhNDXNipHvy0Y2b/cHXRgd5YFwQAnlEaKAPATK2jzplk/2wvNseJ7bfkFDd2hofKlSwAs31MES2LwcTrnfi7fSoAAOjrCwlkD/pIowwANKm0syZYhq3Sf9L0sW9Hz0imKlUAIXhrog+xE+t9BoD2r0ziHC9+XiJ+qhtDHNjJk+yfflzZH28XnT3s+ft8Z6azIwD6mHhdInZ+AnHWZPd4mneC/VOOmn3XrC4eAkeii5cUCZRlNXXRP4j3pwQB2MAjSeTSfqWb0doYNbKC/rBLQWnpvnT82TZlBJfiBhRFM0JL8DNzeMqyqru4L1tk3tCb/AbwwfuS0HNT6ToZmBHuXC/+1ZgBpvpaGn5g+ehbhx29JJsbtWCgmz3Pgb3QrYGmbmkNVOFqE631k9JzqcTf6qSRoN4v6dWd7C+O4xKrDVvYoYCpbyghEBdVKptDo5K9M9hCqS28XtrN/TGZ3OrT+nkd49QNpUdbb49EF68uD2hg5TX6f+CkywyQMfGuJH/IkNJJa52UvLaM/rxfQ8nALan4Wz3KMKq0BoygIM93oU93KGAZy4rIN3sVSdNbKFNnpT+4setLAyZYnlLyqnSmTQdhjL/APW09oxND7Nj8JgXAiCgizvP6M0WLHhPerBMb/Gozo/dggUeSiCdbgiOSPhDUClqYy6dp8eq/m4oiLr+LM4EL3ufxXV4a0CzD3sBu7Ay2U2qboGW1M9en+mMIvY/TcUb5vIA4yiZzJLp4fU0QwHRVkRd6mDYAaoi/LdkfPaa201oLEdxUxWULRlEL/bNkKpHXC9vEKtaQWOkOB/pGvwaatrSSdfoNgVP6NKu9nZkTg95TFwQwo/Pxq3O4MQtGB9hTXdPJvgN/qUMF0Jdn4xcm05VBGB3i324ItFFqC6t3jIrzEvBFXfJIQB8Kaql19AXHkf0EOk+yVH/gTy7fNdVBMHVHp5g6qjZT2hCvrC8iLk2lkmmjj9cJWn4r9xg6zFld/I84Ql0kTauzn7s7m2tSrfZ+IaRFDmrqZ1n+JT1qgA+ubgoC6JHFTAJtYiNiZGtQNsy4WuqBWkk1zfJ+MZU0Rkb556oCCpgxJeSlqVRlEHhUvCeP9rBmkA7cmjidi2kO9BSvfxdpWmzgoQx/Am/xY8ItWeSDmeSNeVy3atZ2ch82BwFgFAu8W+i/aPoWdf8r7OgluTwBVnUrc0+hyBmmu56+K9N/ZwrxUnMQQN9dxiRTFlhGegf/UDp+lB3KEeqiAlZlB3NvntBvWjVd/KZORZaVt9P964Y1PyWtbZXB0tYXMrmCOdAvlRK6HFQ+zPKvH9VB00Kq2FTObB/gFtZKJhgbcog/lwZUsHLqmH+UC6hl1bfRZ03fjMGFITb0x9nciAkNbcwNBTwDVlYdfXUq+XAm8ZciATesrGb2804VAHrGxNfyyB8cT/ax5zsU0LXP8okPelUIqq9mEDfm+O9IJt7rVMDUtpQweTyArntaubtSj579I9XFrCb6gSIRAzO/hYvqV2Qx+EKqf7tP89Nynt+UCfFvZQJvGfuquWTKUPjg65n+7YQBASWhKzCiGLE1dMiYAQHpzy7srtqgBaangnq6OsCBld9AzZ1W9uPR3xYJtAn59fRNpWIQTFuF/5fp/ocziFvLRMk0HbXMmn4NwGoaFl7KJs8+Xuw7McSJv9Orgaq+lUN8OawDLz+dS96VQ96YRrsYUyaEh3OYWhlA02KbuJtTjpZ916wuHgJHqIsjOgRlgwyaICkvZ/q/GNbB0JN7pTS/7hfljUVco2o2dkujkp7YQL9WJ0kWcAHdr5j9Y4GQWmHQhMF+fmljgLJgoI+9LoMqDoCpGkTAAEPfVuqfM91TNBv296agAbqnWWJMM6WO+n2Sf0l7IHpQGVCtzkFhQ7NsgL4mE0Nijuu2vBNFPKSTNQVMSh1RJEl5MwO/oYAN75aSMU0GM6OWTaHNICH+2u1DYg8jBurf4oh0sUxkLRAlnVIskw/+I90fhhmWprt7pBxGR5lgSAnfqZu1XRKh6Lur2d0jummaBK8HNCO7lXm9UmQsaOvmlrdIQYCadub+cpEHEAI6q1gKG5yfjE3jUoELQxzoyQn+HYSpcdLGARWC6mtZ+BVp9PLOQNSwgupWbTcf0aEYlvZxyvEOyrCjl+bwBJglXYE62kBR8fcObF4pF9ETzCB01dC9NWyuYHFj/KWOYwhaOSJdrJZUAE7SGdWSaOm+NGofbWqyZuuWijmj1x+Mb5NFVY0ZVHVOfjLTv91vWIaJ83pQ1d0t3OZ+DcCIrWL3jugAxrocYl61pANwos6rFkcG7khAp5d9O3paMuWlTZEKRAzrEJCfSMV+mUGv6gpEjai0aRa08jv6VENXXk5ADyuocDpN/WWhyIGZ2x5oF4zuQf4vHuLVBiFqQK4UTIWT3sllKmVAB7hzbMcWsjRDumifDLf7t7ba0YNCH23oEUdCOrGJXeJvkYMjnS8aVvOAsKZN1gx9Yzn9eb8GlhZRQd+W7f9zJnFRsn8HbhiqCUH1o1z8oSbZMk1HC/PrVOLiBOKdDhXA6mXUWlIbUy0tEFxexJRIQGHiu00B2rBKW+gf2qc5Ms2G/jSP61QsWbFAlJ/K8kdgBojyikqhVjK7hoSQZlkH7bNU/Ew3fmUKftaxLN8fC5wY4sCeaJHBsBTDbBrgHs7nujSrt4/f2BrkwEivZVMZkx0TfulFf5RIXDa+6XikOOL5olnWxYd2q7qufVFMh4zqoKmrS+hbs/03phMXp1JuyjRUCwLKi1n+ENwAWfm0wP+LFOJ8D/5JvwaW2UWrtaRGaMAwwcjaAAtmUQsXOaDpuro0j5j2UWk89kSTbIIlGdbwEP8bD2nnTI0OLq0Wu1VzXBd1U30zETvbS1yZjJ9xXKh3YYgDPdnrj/cbqmqCZuwsJ35fJBC61djFR3TKoqV7qtk8wUIHucvc6EVJxKUJ+NyjYv+I5osWmFlt/OYBVZfVdwronYQBkvJpEXVLtv/6FOKuUmHMgKBmoSPC/znJvZwJovJmLnl1En5lBl0oWLpi1BFqHWsoFlR2sq/WSBqY6Y1c1IiuK8o7mfg0R4ajSDy+qEMBsCTD6uhmf5ZAZUuWQEif1og+3Sxs43f2qZoiP+3Bzk0kfpKEn3a82LejZyZTaZypqCao+upi/ysdChjajhrOQRgaL72Vy1TJ0N3N/tCNXZJMXJyAnXS0N5p+XbSjV6RTz9fyr9Xzr1UyP0+YEqnlxBAn9oss6uE88ozxHRQH9rt8ekERdan74KjCfxtnOPFv9BQP/odM/++T8Dmub8QjHXVs0hHG3VgAAz3MpU6qVAVgg8sr+QbJFBm5ZEQu62DPc+AvdCgAALw0z44+2aEAwK4qAtnrOyWZbjIA/IHrE9CT4rAnmoMA0DMgtmlgovwPE4gthAWW+mHWdO4vujDEiSJu/27CBABmlP+Zk4zyGxBUc/uCOsDoqLi1TQHQl6SRjzXJihh8MWWa7TkEbOhVudx4mFJMKfnTXH7MABwN5uE6gFlczxWJYOHiH5NJD230dnM/P4plqCOPu6lupi7zMu0ABhH4vFroki2akktG5dwW+hQ78XG/BgAmKf7BRuxkLdCUF7woss/3w0x2GMDw8Vd70JPisNe7VACgCBUAMsv9V2UwIwAmLvzWPc3jdBt6ZR43bAGA5awhT3b60wQTBCVnQAGA9j5hZ7cKoP4zkXylUwmy0qMJ07mqfwg4UcSOLWiWAQBU5Wkvem2xyFswOCYV+w0AI7OOq5FBGOb/L5XK442mNuaSo1j3O7K4GxkA0mv8V6SwPgBxVPysLjCimBgpl47K3nrqRyl0fgAAoLCZOi3en6EASPLfXD4kBp1XGwSAnBrqFBs6J4FK4kyQ1fwuGQDiCohf5HECgDDCXeGc5jFxPHpNscACAJhbyohTPXSFbMmMkjuoAEB1B28f0sBU/uElP+5XAn7xTs9xCkx1oogDf61LBQAIBO9246/2qABGWa80pgFI0kd5TKcJY73M7zLo2oBRVk+ff3SyNe266MCuyeNqeBMs08/rDCG9kD4e3jYxyTslkdyDGQYu/jQRReJ9Z6UyNbxR0cr8yO4bz0yY456igg4McWFzXOMRz5MXbehV2Uw9q+c3UHPsKOLAThr/ccdEV3KS+6hiqI4kT+PMFP/TNdz8PPIUG3ZDMftKFXNVIv7rHObVev7NRv75Ev/pDvTidGphDfdkkf9sO3ZVDr2whv1LOo7YsTMS/U/WcY/lkqc5UMSOnpfif7KKe7KUfrCCe6bIP8eJ/SSbXljH3XbUmyVHQtav85iFNdwDOcQcG3ZlJr2wjn+thn22in2owP/HbPqFGubXXvznecyiOua3CccvaNuJneol7i3nFtYw/5eAIS78piL2nw38wir2qUrmrkzyrjL26SL/hV7ibzXc80X+84/CziPJ0zg3jXqhhrs/mzjZjt9cxr1aSV+WgP8+n/lnA/9mI/9UITnXjv0ki15Ywz2eT55ux/9Syi6soH/uwRAHdm4K9Vwt92AWMdeBInb0wjT/01Xc8xXsszXsvHT8ZDd+eyn3aiV91XT3RE4M8RDzyrmFNcw1yRjiwH6VQ79cxy+qZp+tZu/P9f85l36hmv6ZB7+mkF1Uw/z8ePWMLgxxYD9IpZ6r4Z4voX7oQhE3cUcpu6iBf7GKfaqCuSODvLec+0c+eUEi+Wgt91S+/6yjYv/w8zQuyKAX1rB3ZuAnO/A7KrhXy6mLvPifCtlFDfybjfzj+QTixP9YzC6sYW9MwxEHcWc5u7Cc/rEbQ5zYL/OYl2qY/0vCEDuK2LFrC5gXq9j5hfSzNeytKfhcD3FfOfdKOXX5dK/NOLGTEsgHKrmFVczViRjiwH6Xx7xSz/+zin2umr0nm7w5n3mhkr7cjV9fwi6qpq84XmtFLgxxYBelU29pxMQAACAASURBVAtruKeK/Gc60B+k+J+o4d+o456tZBeUUb9JIh+s5ObnkhckkQvqub/nkKcdXS2dXl10oojbv48yQVE/LiAuSyAuT8B/ls24x9QaUm2m5LUl1KedMm8C6EZuF3tvBu0g9IBiDvvEe5Lxh6rFOl5vIdQGXisd4G/2EG93BDs4rZXVc7u5axOJ59rlVkprJJXsIalbg9o26tIUf/SwUkOqjb7Aggzi8dpANa1W+NWYavrcI500HEVe//hyR/xkiq5tMj93/Lp9Mn/WPbmw/G+T6B2TeetxkxdnMtPWNmnM/vziON+EJXYUiUUnlqxnINn8v1StyfzocTPGM+XHTbWjSLwPsaETnzm6NaijyOu3T1oS/5/ZH3fseA1xTbaR8cMcvsb+fsbjpy15+T+51DGlJkxlP26yNsYd71ADx5RUdOdU9tEJBx4z+0eQ1++YQlbcJPvxB2fux/u+/pnx737tCAXbpPHjF6c1df3r7KMHHZIwbkP8ZIPaT7rNd/zZt09hf5zuccSjE09hn/KPo73FdOqiAz07hx80rZFB/qrYCf+elOx/rpi6L5N20KZBBRaVssW8pdHS28XUDlQPkIGHMqlcQW8akvsFM8AGv6oVB0wQ/YHw6gANVk0nv6FbATA9DcySQR0AugfEdc1im2zVtLPrBlWNDb6UQyUzeodP7udNCCq7atmnM4gznUdo/+w5cCcyZs+BO5Exew7cCY7p1UU7+oM8fsy0hga4n4yPgOzoGV7i75X82m4pjzWtQPCFDGovaXKj/C/T6SoVGFrZ2iM1SFZQs8A0S9opZC+xg9Z9lJzeqwJo7yb4zspgumXoGhO+GNRBlR/0ohdmsl2q1dUrVEumyCk7uqUywaQJOWNYEUyzZSzwfCY+90i3GWZ18UTGrC6eyJjVxRMc072OepKXShMsCCivZuLnubFznMQrrbJhGp5mIR4zLCn4SiZlo0wRFf6YSRXLIJDSP0vou3P8f68L8Ca09TIXOv0uzkDJoLdTATDWZOG/yufGdGgc4D8b1EEM3uBFL8thu1Wro0coEkyFkd8vo+/Jp27KJK9OIp6vC/gBuBH+kiONXJjVxRMZs7p4ImNWF09wzEDczZ3l4phigWb0kWrLSLDCpwIY+Z2BLhlAkxemketGDAAjr5Pf2qkoulE7KGUNBjZWsamoDobRNKrQFuC4+F4+Vy9bKq92ciYo6uJ8/+ejJmjybQnoFbkcA9Ddyb7WGAzqZuuIlDkYiGzg4zsCRaOKbEF3F3vhkcZ0HaMu7j/8N25y/8Bx8IbT/itxk+eGx085LHjGasDEidXoQRt1UzNqxlfwnd/YgXBhiG2mzjSf6i7bwcesT/WnDUXiJ3eYph7IfmCz57Ade4y6eIB99KDtuqlnXju+sU1ypEZ+W+zH/WeX7md/qrWuKVVlxti3T2H/m43LhSHjKWtf29ad+lCHHz59LLroxP5NQ7Z94wUAtil70lMPCp/JKN+pLv23NXC8QX3tk1OfccaCDKZWtq81rv1vWbBPYd9+8EPFHaFjp10XnSjiwP5UwC5uE5e2i5/Xs/flUi80CF+0CO/X8+/XMT93Yz/NYRa3iP+qoa9LIB6vEZa2i8vbhb9nEz9LpV5t5D9sCrTKVoAS/2LDritkP20Tl7YJCwvIM53YDaXc4nrmUg92TrJ/UZPwTB55mhufX8V/0S4ubxeeKaZfqBGWtomfNLC3JB95WPmx6KID+0MBu65HCu8JhLRy96biiA29JJ36vDMQ3hP4Vxl1gRNFbOg5Sf732wKrG5mfOlEkgXylUQzvkTZ2Bz4spy6bmQrnQOe4iecbxLXt3J8SMMRFPFQlhPdIYT2B5bX0bzwYYkd/kE4vbuEfSsUQN7GwUVzXyt2YMBHre0sJt65TfCaLmMYzzafW1HRqaWfg0wrqfDt6VrL/o/ZAeI+0sVtcVEie40ARO3ZtEbeinvltmv+N5kB4T2BZDf0TJzrXSzxTI2zskTZ2Cc/mEHMO09Rj0UUHflMxF9IjhfcE1rZwtyVjiB27pZgL7ZHCuoUFWfhJdhSxoxekUp90BL6soy+2o1dm08s6pfAeaUOnsGBm/OnCEAd6agK5qFlc18r+xo2en+J/v3XCpa8X+s9yoogdvSST/qKFvy0BuzCdXtYV+LSK+n8OFHGiiBO7p5xf1yU8lj5D7P80i/mqM/Bhif8MB/rLfDZksnHdl4rPsaOIA/9TKb+0hp5XyCzvlsJ7xFcKyLk29KxEcmG9ENYrbewQHs/EkcMMMjhqXXSic7zkM3VieI8U1h1YUkn9xIUiDuzuMj60Rwrr5B8ZP+Dejl1XxK7rEl8oIBE7ek0us7JLCu8JbGjnH8kgDtfIY3bp5Vn0iq7Ax+V+xIFekk4taZPCe6TQLuGlPPJUJ4rYsdvKuOX1zEU29IpsZnVX4INy//njIS0u/JFqYV2XcH/qdL7PYNKliAO/p0JY2yk8kkEgduwPRdzGHim8J7CuhftrMo7Y0LkJ5EtNwqI88rYCdk2PFN4lPJtLIDb0/GTytUYxrFcKbeMfSDts9l0zltdvm6Lw9ikaHndwoOb+wV3MGGIn3moSllcxX7QFJdOq72R+ZEcn4vT2j1xsU4a642OEqYM1G3ogUO0oRmHHoovx+Cst0hCjNpIaAAz1c9ckkVt9OshqNaaBrkUWk1el0ol+AwBAkO5xokgqk0monZg8ErTA0NcVTH8qtwM9I9EfOawCAFjq26kY4vZHDilDpNzJGgBmUo0fiUEfagyasvJpDhUxrAEAaOpbKRhix19tklgDAKyMSv+0m2rHbijgakQTAMQR4cp432W5XAOrNfsUXAcQ5WczsDkOMtpv+IcCsYOKouh1Y6qqGnG19KIGyTCN/HYxjzaNQHBB0uGlXR6LLtqIDzuDQ7TS6NcBoL6TvTmHbVMtzq+08KbKSPOTsSsymQLWBACTFq+L8/21SuyhtQZclQGClHT/tJ4RP8n+uSnUPlQHANDkJzzoT/PYar/Wiim4BhBU3krHkRhsYbusifKyMr6MtwCA9wm/jkcRF/F+R1CyAMCML57+k7Ds2O2lQptkAYCvh7vQhj3cKPlYpR7XAGB0gP+Z04d4/W7GIHzBTk5nObWB0S1ReTGTeL5dBkNPaxMreFNhAvcfZtrlUeuiAz0pmXb61B5cHghYYOqhBcQ1BfyIbpGE3CWaEhm4JxF/rCrg0wEA8popJA79R700SGn1uGYBUJh4y/SdhTvFztuK+UbJAgB8iJsT77uumG+htGZMYXQAIfhMEoY4STdl9A9w9xbzrZIFACOD3OWxPsRNLOtRVAAAI3K6T5xwooibeKtdli0AMHeXkEgc/nJbEGWURlIHgK4u9ofxvsvzBUbXPc1iq2DStNLCmTobfCydeLdPBVX3tIgtkskR4i2uw25W/6PnwDlRxEks7g4W4UoRoSZ387fPfB7xsa2jnubFz3KhJyf64ygLBOmDUgEHq6COuiKJypeAGebvK2SzMHUoYAbYwF1uDHFhZyfgp8Wj99QELICcJmoGdPHcNDrBp3SxhqXKr6XiiB0704ufYUd/kcuNAYz0sSe7iVBU7+llf5dBJY+qIwFTEeVXk1HEQXzVJQ9QWsAy3eXTr4s27P4qsY1QSdMaHuB/4UBPcuNne/CTHdiCNhXAWF9EXJDK9Uva9haxU7I6+tiL4skY1qAoOatfMQ3142zqkz4NDPWt8Rfo/Nc7Hts66ule/EwnemoKncWBzEkbu1Uw1TfS8d8VigpY3gr/zQVcMaGiskkSwp8c6Mlu/GwPdpKNWD6sA2ifp+HTXtsd6EWZTAam9vKGLgWfTMTmuvCzvdgp8dhjjTKAGVtAzHWRMaRe1c48VC5UkhqlmoMj/NXxKOIhN/XJg4weNI0dRdPfM9iwJ+sDXYRKWVZHJ3uZAz3Vg5/tQk92+928BXzwj4noBXmCL6Dmjqmqom8sJn6YzeOGWdDBRfRroCqLMqk1IwYo8jOHecjwsayjurGzvPjp8ehfykQRoKiNfbdPA11ZkIjdViEBmDFl1HvNUjujBVUzuYlC7OipXvxsD4rYyUjcBF19I2n6+zoH9lCN2EarmGL19LOnudC5bvxsL3ZyPP5KpwpgrM/Ar8rnh4PaihzybzVivV/ndbOll70k1jcn0b97UBnidEXX1ufOgC6SYQNyK2UA6JtLyDnx6HjXenYilSsBUIGfe7HH2lUWD2zrlUHVl+ThlxSIkmUmNnN7xnQjEHw2jYoiTEsMPnj4b+z6H9XFSeMmYDse2XLHuL/owJBY38/y+H4V2rrYB6slE8y4YvJ0F7nXbwEvzUvGLvT6I1AdBOku98QBBYgNX9qvgaktzZn++aILm+vCLvUSizpVMJRxXRxPU/tHY1AHc1cJ+eNMtkfWo0vIUxzopQ5iw6BqBJVFKRjixC5wYo+XCiyYCRXTr4su7EwP9tskukwx0UH+l47JBEEPucdvgiA/kIzd0yzTRODTGhHTrfw2GonBQzDdFJQNlWyxaIFumgCd3ezlh7nNfIz7iw4MiUV/XyygutXQxYWPGiDJdyRhl2ZzPoCWDuZSF/r/kig7ZUh+8cbxAyjifGel0PmiFfCLf5qBGYMLO9WFXeIlPxnQQJGfGheMeB/iIjdjBgTlh7zoVfm8T9FW5xLnOdCLUulcwcTH+F/ZUMSF/ciBv1gjSWDsmgFddGHneLAb0phmw+rtZi+fdNdVOdyAYfX3cRfbsKe7FcInJQ+pqqovycGQRLZet0aGuJdzuRYFTN20AGpa6R8cZhLzMcbd2FEkHnunSwFTCyult2MmCNK1bvQ3hQIHUNJMn2dHby/lUcXMbKYmVrlifRdksPUy+H38b2ZkHfUUJ/aHHKZMtEYG2NNcEy6d6/XHU6YpSDe58afalCAT+IMXO8+FXZrBNihmdz/343gUcWMXOfC3m4O6pW+Ybl10YYgTu9SL31IlAejbSsg58RPuurZQwCyoa2Mu8/iTOD2vkY0a1EBWF6ajSBrXD1Z7N/tyId+nWYZuAli59dQZh7/k+z+ti8cXx6iLNvSqbLZENBVauiMB+01ZYHzR6VQnEUNZwEnXJ6CInQzHjQldtKOIE3+zTRYNM6WRPm9mvO1EERv+QvekLtpQxI79rTpAalZDL3eJDbuvSVYZaV7yuF7iXwxrMK6LDgyJRW8oE8WZ0kXEjs5NoEsUCxvkf+VAERs6x0OuGdR0Qw8rJU+2kx5aL22nbyvkGcMqbKORvVgIpsuimt4tDUpadD23aVglOfnNjMPbETlGXbShv83jGyWTwsTbkokvhg2Q5TsT0YuyOAygtY0+w+5D3JSNMSd00Yaek0zFkoYZVD/KPtq3Ix0F+w7iw0ENFPnpRAyxoYibXDagaYYeXUYicdhzXYrsD/zBiyI2H5JI5wZMYoz/9fgWRix2d62kz5QuIjb07NQpuhiP/iybLRNNmZEeT8YQN1Uk6EkN9JedCuj64mwUSWQbNbNnWAxrkjBJC6vlon0aRkvPph7eRPwY424c2PNNQU43c1voi9xEJG6CKP3O5ftVgSAAlDVSSKzv58UCrU7qog29MI1OYUxLlF9Jn/6lgkmXnpPB1AQmddGGzvX6N47qhqatysdP8voTWKO2hT5zfGaSyjapZk8/d0X8BPsLWoIwM7rowhAb9pvKKbpoQ6/N45qCFk0G/upBLy8U2YD6ehaxZFADWX0xzYekcUOW1dgnbG6XMVFZXc3ZSG2UCDyc9P2YLx5fHFPcDfqjDCaLM3VJWZ6HnxuHXp3PkQA1zfSfMplaFchB7hKnD3H6N+EGCNI8NzrHgb/QHNRMq7mbvcGNnTEz82Mnijjwhft1MR67vVz06UD5hAcS0HM9fg9rtHaxF47P1+Px5VN1MQ69aSZ10YGemUiXKhY2yF9t953iIhb3qWCYGQ30T+y+XxQKqKStzseQFKZDg5Fh/vdeKpk3Rxm5mjBBkm52ofMqAwZAZs3hWXtMcTfY5dlsWcBSefn9TOyseOypNgVAW5pL3l0hWWA6yv0nx/kQL2VnTMkvXm9Dz07w70B1U9d3l/kvc6Cnzxj7TuLjQQ0UeUECdqqDWNyjgGnmNtFX233nJtF5glHZTJ89HuKbROdN1cU47IFaSZsxXbSjF0zOF/9fvO+CdCabGW9cxPnx6PUVIhtQ385Ab6wNgmnurCSvLRY43UjpEtx+C7jANQ70sYYggBVXdnjWHoMunuTEHq+TRNPq7edu9aCn2vG3ejSw1LcyiL/XywDG9kICifH9pkSgxnUxHv1BCuUkDUPRNhWRP7KjR3l02ZG79MLMCV08xYGe4SZXD2qWYSTWUhfF+64pFkVF+zgPR2wo4kCRtIN1MQ57ZiZ10Y79bnK+iMSgV2az5YKlCvL7Wdi58fjSIY3CA7+LRx9sVcA01hUTf6oI6IYR1y7kcVaAFK6KR19uVwDMTYf/Ps5ZXfyPOGpddKKIg1g6pAOAEVDrUKW6l7s9ifi8TwPd8AkmBNUv8oiT432I2x9NmSAH73Cgl+fxJACANYTLDagcXk7ORJifE0Uc+KI+DUB9PRk7PYkuDwAAkJRS45MrR1VL1VYVEROx2vH42jEddPXtSV28rSIAYGVXzZAunpVIN5oQHBF+HO+7etxQ02jH5PoRqYU1GH/gdjeK2PG3OmVNN3HeAFkLLfU/URMQTMvnV8ckU+KCr6ZP83zRiSJOchNmAIAsqHU+uaCDfTCTyeVNM6D7VcuPinckYojNh3ipFMECNnBtLPpc2/hB2HqLT24cCbyUMiO76U4UcRKfj+hgyo+50BvLRQsAwOhC5Zoxyd4hW7L6Ue5kz5hEV6mWggvXTOriI/VBANM+A3E3LgyxoxemMwMAaA97qQP7bFAHAENQG1CltEss9msoJv6f3TcniUr065as+4NmwC/NT8afbA7KpjlMqrhsspS04DAde9S6aEd/nM316wBgjZJyAyZHlpFXZrN1AVMVNVazxkb4G7woEuf7famoW1ZxK4XEYP/qVQEAglqTT24YFP8+rW9anWLqj7KYThW4YRaJ8z1QJwEAGHq7T670BesZQ8LE68bfh+xAkXS237LwIf7KSV1c2CYDGFtm4E0vLgyxY9fVBAGMnSXkXDsR4TMAQObVOlQuG1QExchopObG+c5OowtYw5B0WrEYLDAvCX+tUzFMcwBXadUkMPFwo65cs7p4CBzTOip+TT4zv5x5rJJ9qpp7uoy62ImdlkDeW84+WcXem02cMfGWD/zafGZ+kf+HTuzcFP8DZez8cvaJKu7pavavWcQMbak6sSuy6fll1BUe7NQE4s4SZn45+48q7ulqbkElO7+Qunj/CdEO7Fe59PwS6sqJY9mxH6b4Hyxn/jQDB5q7MMSJzfUQt5Yw9+WSpzuw89KoR8vZ+RXsk9XcM1XsExXsHdnEXCeGONGTPcTtJeyCKvbBfPKHDnSOG/9LIbOgmltQydySjp9y2JH6Rz9fdOPXFTLzy5nHK9mnq7knSv0XOrHLMqi/V7ILKpnrUyaF2U3cUMg8VOA/x4H9PId+tJx5tIJ9spp7upK5JnHGTuXGr86l55dQFzmxi9L8j5Sz88vZBdXc09Xs/UX0Q/n+C9wTzkc8xM3FzP155DmTleGiNP/D5cx1yTPE/qle4o4yZl4WcYYLu3ZK41pQSj9YQt+cScxxYogDvTjV/0glu6CSvTmdOMmGnu4lbi1mnqzmFlQwN6biJ017ngZ2bjJ5b+n+hszdnUMgduxnWdQ/qrgnKujfJ028TejcZPKBUuYvGQTiwH6bR88vZx6rYJ+q5p4up38xA9HI4y5NIP5azNybQyAO7MeZ1PxydqIGVrNPVDB/zSROs0+y7yXuKGXuyiHPmEjFxi7PoOaX0dckzhD756b655fT1ybjJ7nwGwoONK4nK9nHS+lfJU68KOLH6f7HKtkFlcyNqThiQ89KIO4oYZ+s5p4oZ65PwY5gpjGri/8Rx7y/eNCBtq4pR9x+7WWT3zwAN+5IcpCPHfuPhB5PgZ9qxtfelzlu7f4rjsnTz2fM1PiD05Cn4kDS8eRTxH/joWYsr/+b7NsnM+jtBz/OQf/773w+3fj3NRD9OtdTnX+A/Rl8S+3Uk6C/5t549ACz+z1p/xr7R/J232PaXzy4Edmn1ocp7hr39kH/O+PsO9EDnNq/1qDQgxqLc8prDA74eQZNnVrZDnKXD4mf4tWvse84KvZds7p4CMyeA3ciY/YcuBMZs+fAneA4HF2kRP2PmSeiLr5ce0AX32nkkb1jB1JHZvH9xt6x9xoP6OI/Kjhk3yz7Jwz2jq3sOKCLtxfRSMws+ycS4nw/TMRHDq2LrZR6sQdD9o19feXq+43do7cW0uWUVk5p5aS6qJb7aQJ+RSoxixMBP/bgqzrEA6OiBv7H3ln2TxT82INv7ZX2s/9cFXfFbNs/oZCE/zHHj4qH1MUcXH2unHmumjtxUcG6h4JC0MBEfRYnAnyCzqvm/ibAyYZPOP5WzWJm4BN0cQr7THCW/RMLqKDjAUM3rEPp4myZLbNltsyW2XKCl8PRRY0c6u/v7+vtHWGlr883D11MXdPNSSk2tUBAlI0jNvG7UgIsx4kagMkRo729vUNj/inOMgWa5b/uPYPxDfcPDmOUBDNdTA4d7u0fQDllyrUgPjwwMEqOX9IYdAilxvlSaXJkhNS+PqiaoWJIAsOIB1cca8J+XgNQCcxHkOO7RCaHDo6x6swZZ6mUb6i3p3eEFA7MO8AQ/JSkWQCgS9RQb+/AKPWNiq9RY0P9gyMEK8+ctRPWBcYG+gYGx4SpjOoB32D/kI/WAABAocaGcHZ8KhUksFHfN+2fiaKLPMMr37xuKbyfFcetQ30+Px0c/zg9NoAKM2ypybHMONeWJlEkhmE47meCOgCAQIz29fT5mG9QrHCjAwNDoyivHodGZQY5Py/tv7HCEYM9Pb0Dw8zENVPyjwwR/PgkKoD6xgjO/A8/Na1F5TlOPLgtmwo+3NvdPyaZAABWgBr1oZwMAGDKwljfaOBbIv+/6aJMVKTtXb9iVejG9atWbCvp5f7L5w8qZl9pUmmvf+IvptPm3FM8dpw612kuBlX32cPPrU/pB5BKHVvXrFr9xb9WxucNjCuhMlzw7n0vbi8am/INrb8mK3Ll+o0ROxKKBmfWWKW7NnnNl2tWbwh31WMT10yhNHX3ipXr168M8RZ0CeJA3PbQ1Rs2pVYNGYZc7tiXWDB0XNoGmHzKihdeWG5nptjfU5eyesWa1RvCPc04VZ0VsSZk3eb4OsYAvmNf1L5W+shGb8dSLGkwKTp89crVn3+6OruNHK/cdO2eF//xcuqAYQlD9rCN69euXrF8zZ6S/ilmKe1FyRGrQzZG7smsRmfMWgAAiSxzbvpy5frwzbHt9GQvojPZ7qgVK0PWr9yYXjnIMZ27N4esDt2c04JbGpe7d29mlW9GjQQAAGasIuT9z8J21H+j4kkJ6994bIkjAOZInnfj6vUhUe4OwTSJ+t07bL3Cv/utaSq62J+x/dXPVqb1KQAgtiZvWP9VTEJqal7FCG9QPbnr161bt3L1inVba3wH9rAh6MtybV27PnxLjKvZP+PjDYva/cVLT69KnxQca7QiKfzLr9auXLZ0u3dYMOTR2m2b1q0J217ay4OCp0bvLWr1H/IXp6MY5HDBitc+i3K0H7hmBtsL93yx7Mvln6/c5W5WVSYjftvqkJA9SVWSBUMl7t1xtcFv6faH1kWpOnnbJ2GekQN3OyJV0xtdG5z1IxN/Me0x8TsKxw75je9oMQPVaZteffRNe2GnblmabgIAWuhe+XYMAQAak+tY+89H302uG9nvPp2sjgzdVD52HLRGGq7csHhtHnbQRXmwYPW6TbUiAFYeHr7Vmxq3oaBf7cnZkZDaXF+2Z28KfpzGM2hTzpevPvvOvkz/ZDsOjlSFLl6bi44bRLk2xNU0j1QWeaMzO7uyYvcUDs2keZYuj0+pe91frdiXowCA5rN/teTVJZ+lDZlSs3PR58kGQLAp5vn1Sfzkt5SRwg2hUc30TFo6XozOnL2frXV9bXgrticvD4nu1sHszQ7ZFOVN2RdehmptidGpua1VebttuezMWwoWOVC0ecWm2Ojqr03//Y1py99f9NqKXN3E4lfbO/pHctNdsQVdTcl77dXEjJqocV2puz+O2J7SGQQApjYxLjl7UgCV/N2frModA4CybR+HZ3dPfsnsce8Oi8qb+TWi8YKVOf/19msfhBROTsOtyT4IjQxdsbV4tLdsT3glJTfao7PLW4rS9nhKj4epuq8nN+zTTW578/6Bg4o1RS9dX8EBKH1714flFCWFJhZhI51ex56Kri7Pjphm8VC/eETlULpocZ3bNyxP6NYATIljWEEywBpuyQ39bM3OuLSctPiQsC1RO2zVozzdVhETuiIkalvkVkc7rWtj1XHbwsIiIj//5xuORnzi55gOmzsmvaxkV36rBqCj1Tvyq2sz0xLSW3z9VbZ95bzOVqfsiojYGr0nc2SmF0OOqXCdBVu3ujMdzsz8pv1tuD1tz6r1+RoAUZO2eUdyVmx8blXvRBW09K6EPRuWx44EgwEpqM3os1rdeTFLvnAO4WOjOLtflkfyvTvDvDQAGMNbd+9YExayrXzYGirdHBe1PTI6pW6YImjFmGkVtwIDzq07MtK90Wm5vonWafXkxyz53DGEj43inAV4XGRcZSfWUp6+ed32rXHJHYM4xX8jvGzai1a+fe321CYAqyt77669SSkpe5J6VJPv2P7Vurjk1L2hofHlg+NKbpla076tYRsS8GBQCsr6TDpVp5Kilq1JaMZHR0j+gNx0J8bu3p4pAoDSGbJte0hkSHQNafVkhe3bEb05OqsFpQhaM4/DyGggM9O5vWLqQqolDMZGRXnzMqOiyhV9aGeoo30Eq8xO2rJh+xZbRv8YjyczngAAIABJREFUQQnSzPYd+F5PfEJbAADYWnfkjl31g2MkFwSAsVrPirU70tIcG9bvbMQmllINZWjzqpDt6b2yFAjKM701Yfnbo7dFJ+Wmb48qm6J2ZlBg8f7qzdu2ZXZSXblbo2oYvSN5/d6du7buyu8kaZLVj8ewuMOVlBDXsL8tC70lEW9EDgIAULHbv1gVtT0qrYRCBxK928I3Rztz6nGCCsjat3LrQ+miMlK5c9WqBhHA5FuK0vdt2VvZM1yfFLP8My8mBDWVH2xvzNi7aklybX9OzLr1O4Z4riLeYbcVZe/clt44ynKDMYs/slVOzhCZDrsnLjkn4TN7mQqg9aV/EFdKDTfv3rxy2coN+b3+/rTdG8J3lleXRr61fLe37Tuz3mqQybt2luGBsXRPWlH7eC9nsi2Rq1Yndwug+ZxRexpYtd8Vn1M3PPGVQPuG55585OG31oSuj9yZPBiYyWfVK12rHnlxyebQlZ9/HppQNjJe7XqTHdu+TGEBwBrbtm3nFmfyPm9GXkrCnnXLVkW5EuJ3hG+IjCvqnNnmYfamx+3IHwSsdFtyvn+iwhtV7tWPvLAkMnTlZ59vTKsfaM9ITXCmpKRu+2RphMtuj47eEhGxr6L7iBb8j7UE+gpWfLGl3mfoeNOuHd4+mq3M3pM6YIKMeTateu/VN95bviG9iRjvrw26dtmjf//7gg/Wbli/LTYLncntRXl476fPvvxpSOiK5UvD9tWTE/du2bc3OjRPAgC9b8OmHTu8yXs8WfmJzui1K9bucHljo8NCNzsqB2Z+caMrOcWxvXKKLhqdhY593nZZat+2uVgBrdnpSvSmJSRFfvpFpMdlj94WGbnF3jgygzMcbXiHI3ZcF5WRim2hy75cuWrpV7vrRwUOLV+/7IPXX3tvZbita3IXGS3adv+jD7+0ZFXIujBXQde304sfshgqP9TZ3tbehdFMQ0a8I6tPoOq3bS+fcutAV1XurpBlH4W60CBgHQVb49LzvXFb1q4K3eVy79seHro1sXFGFtJNydfT2drSNkQIAGZzvMcb17hfF01+0BX6+SZnTn7q7ldfejEiqywlISklLdOz8culm+M9tj1bNm7a7i0ilW+hkzqULppsZ3ToCnfnBKPdrriMgqrK4sw97m4ApbskLTmnJNcZ9qGnvDs7JcFdagH0JaU7t9p3L3OPr/J3pER6G0Ynfm5cF3OTlnuqTQBrJHdxXJkFUB31/qMvb+UAykMiIsPctU21hSk5DZ3Y8dnNOvIyVrD11XdXp1eUxn752Vcb4/oEAGAzdmzamtxuAfQlh7z8UVh+RfHOJR+vjU4eHY8V0P3ZG5e/9/ra3Lq61s6xGYwSAQCtaN/KVyPKAEBqzVr9+q7RiadwRqyOIwBA6w2P2pLUFQii3U212VFRe9IS091heYzSGhqZgQdnThgNsurTVz/YnlBUbAt5a1lITuf4sqNeHLvylU2lACC1Za95Yx8K8kB7c5HHHhWbkpMYndKP9ScmJCTV/JtojWkqwpBjfYi7cgxAzola8e6n0eWlmaFfvrc6qaEhOXTpvjIA0EcKVr29tTNgAoAlY4lfLvngw4jC2vr2HnxGp7aB3m2fvr6nMQAA5Z7Qj2Kbxi/3Je6ODEvkAUBsWrU1umBIFkY66qvSt++IzfCkJkSVkkLD+s25/IyvF3QerIsG2bDutTfCEoqKk7a8/tqG0m4CTK6rtSnfHhttS8vybM/yMd02e0p+28xNGdVxXTxoCa9hz86I9baY1es9DRQAtKVuej+6bFyHAiOl/3rr3WXb02vqmwbJmRgT6UGypay4qKSyqTxt+aJ3ozJKcx1hr78ZWT/IHPQ5A41bt2FH6iCARfS0VJclb9tly7QlpsZUoWRFyPbSGeimLIPrri4vLChqGaS+qYsAEPS1pdj27YveuvTDD1MHdeBHWppKYnfvdGfkuFcnkcrgrmhXdV/gP97gsMsh9xctrSV735oIe/MwQZJE0bZtqYW1FQXJUbZ2QxvY+35ofj/WmRX2tq2wMz3BHpenAXQ4E+xbM9L3RqXVDZL+3j0fvLOvfFIX6bZ9tt0pxTlrtyYP+f2dGaGvRmcOt5Xu3bkjenNEXEVXd4Zjr7fILwYkbUbXlo6xcKPdHe1tPb09qetXhu/KJMVgWVz48vXuYVoISLJ/oKOjo6Ont9P15bItjkJ6cixjobVRkVEl/awoiqI4k8po9Ze4V3xhHyCIhpTdy5YlU5osK5o+Vr5u/dq0DnSw1LVudXRXEACsnmzH7rT6sb5m1wZXU1feuuhc6tsYix1mMQWssaO9q7u3LWPrhxuiakdFWZFlzRws83z5hb2fIJpSdy9bmkgDgIqn7orObWdHS3bvLa0t3ROfmNEyAyNxADBlNCVi+ap9BUQgKAbFkcH2+o6egdbyqNBPIgr7W9JCP9mTSxL4SH3ysvd390zGAOoDJRGb99SN8KIgBqSZsRQAAAw2c9+6Nd4mAh90bPkyJGvA0oJBVVf7slesDysaxLsz9qwNjRvSAEBvSoyJK2gba6l0RCY1tGWv3VUyo+saAABWu8cbG1GmAACYQUWWeLKjpq2nr6e5KO6D96NbUd4CAHHQFbWzrIfryd0RX91UvH1fRknvzHUg6uCW2F3OZgEADFmkSZwg+hyRm7c7styrVjtKu3GcLHGu/1dM1X6pbk+O3RaTiwdEQRSCM7kCEyDbqlt7+3uqMnd+8HFMPxNQRVk3jCDPEBhB+lq3hWzclTu+piVX2ne7avqGKwqcUWk19WkhsdUzvrOl1e22O/bU6QBgqLIsm5alKUFJlgdrksMjk3ANAIBuz4/akTbIY+nr9tV3lkdEuRtGv4XRxn+LRzWV3vKk0JWrQ9evWro0vPz/s/de321nSZrgv7Nv+75Pa87s7tmp6enZ6d6Zruku19VVWVVplZlKpVIpURRF70HCEd57R3jCEB6EJwkSBOFBAIQhQHgPxD5QoiilKrOymgKpSn4nHgQSBEL3/u6NuHEjvojkw3s2uT4+HDZ3JHTE0ur6+hzWcHzqsmzrfD2ApMFsUB6Xz/bY2OUlBBa9sL4dfZltUI1rdKq904JTRESsrKPW5zAyq14hlnpyveI+j6w8bZTsm8Q1BGJug2m/jv/biJE26nYOMt2Sf23s60WSULkp1tgOLgM6UbXKGbyaFDA4CxtR88ur66RNXXSkivbKNvbG9MT41Apj96zqo6Dpch/AIOWRLU4+n5rbMB+dAcDwPCLg0ndOhwBlq5w8N4vR7qdvJriddQtte418iIRfV8S60K/aObjpifHJFZrrpAEAZ0f6DYqpAdDPHzARSwiyMFAY0TGsFtI8/eLJBk8qk4i1vpcpZtDwWKXW0yH0szLy6sTY2LMZpPqgcGX0Bmn/1trcCmKdumUbaSpa++yAujb/fOw5krN9PuhY0KtcYwigH7byZyeezyyRXLEKAAwKfgaHu18cwjCvFeIX5vGm0Nko9QQAgGHCbNFJDnoA/axzbQNjusz+qgQFAk8TAGB44lHjWY4eQPPEQ12aX2coYqM82HazUp3aGGsBwPmBDjszNvH8+SrXXOoP2ic7uPnnT8eeLWD54asJE/2KaxM/v7yKYgheBtdHilZuX7h5BN3AygT98LToltEmHk/OTE6TNHv1i3hWyknmiCJ1gPaJnI1dXCLtJCo/9KnXjn5oy2DYCgMMT7Q8/Ia82u/tayjPJ57PoXmBi5zzXsUiJYt2iwAQsgsWZhB83V7jOjapu7r+nzjym2SB9eAtmZGDbrvRaN2eW95qxCGkit4adO41az+ysPYOAADQS3JxQl/sLWl8/U6r2RpdKPoHcbZvFLCU+bcYkWGnWWu+T1l6twWtYx1avJ172yT3Ws1me4RhjO/HsOGQi0TqyHf3ouGg16w13oUTdGcXf+Jo99rXEI4fBXqN4UgDzj8FtLrtm6oX+JHoNGCUAeefAtpV6L4XC6oP7VGfVl+zi7FGX5ZqyTLtO/mpyGlXle8rsjetxl8g8mxPVejJb1qNvyk57arzPcXpTavxF4g811Plezeuxt+SXAzp+7CgOsp8X5XrvKvPT7c8pTddrtfsoi7f+b29/HtX5U7u5E7u5E7u5G9fdsrYyJtRk7s46h3ucIc73OEOr3BnF+/wF2J4e3Jwvh/Dm2Bm+VvH3ez/lPG+zP61Tf731y+2YvFQ8KK/QjN/FAmf/XXVE93aaaHU+VvOGRum933u/dzV9gQRr9lyfJHa3ou5t/lsttQTfy1rslf0aORCidK6n4URohz38VkcPk9kD12hAx7WD7x2rcHq3PGE0xWAwalXt6l3psoDADgL+F2u6E310ygGXVbX8eWjVz0NOR07LofDYNBYYhXoZS16jcke6gHAsBVxmQ7emmP3DtGLezy7wcuc3kbQYQ/nrzAY94sOrT2Ue53TuJVzqKXCzS1XcNQ0qZ1CUCXkiTZ1icsWIP3y7raMzeLIdJ4yAEA76VRLjL5cHQAg4/N5909Gvnzrxwaj2WpzONyRbPXqo9crhoyew3IXAGDQSOi3tuye+AAAepUjhylYvKmNZnCeCbvsO273zrbCtHuUzaeCrp0dp3PHuKU7zr0Wqaum9hQikVRrHGlJCfTTfouAzeaJtdHv9JzpnSdsettpG2DYCNsUm+aD8zYADJNO995xbsQF5Z3zlM/tcDhddtOWau9y2+xn/BYBh80TayPnHQCohpxKjd5/0gCAVj7u0O9dF3/o99rFQY7JxqKsBQCAtBVBIji+l5W3c54NBk/fsnmWfYscdbz8nvgcPx7ZwOb9X388NW++vL3tp3W//Luf/QnjBoCgifFodkPE48m9V+1iySCkrq3TxVK1zT9KsuNhKbTD4fCEXPzUwxlz7GX3gXZoZmVuiWt0ObyRdKWWss6h8NQNBF3trVULMjxK7j67mflrJNEf/Ie/e0grvvz6ajbsdjo9LtP6ww+RzsixkItbw69i8dJwo58yLaO4ifpI95rEPufj//4pAu8dAgBUHTLK57/4Nc3zak5TevR//p//geK+4oUMcgoGEY1liWVa9/FI7WI7s0dbnlinCiSy7eRLu9ivZSxyPpfLXngwQRQdnabMc2giFbPKMR81z5M8DFZ/OHLm8F6U8NsJ1pbZ5fREc6/sYjN7LJ36w/8zRghVAaDpIFDwKPwilqxPNhvH6qWNzdyNVT4PypmIe8fhdaknvnm4KA0XUscep9Pj3HzyL48UgVcD2D1xETFrJM6mXG+Oj9Iu9lvHVgWHx6Wuzow/33zd1vUc2I/+9//yJ0sezo6U02gyFbMq9py08ke0dfxObJQ9SgAAuuXUnsfpcnt5059+Td1uv9Q/dKn/lKpYCuMJGxt4DI62mW31dsVYsuzaePW+3y7m+SIqdbcOAHC+S+QwvYVBJZcMHofjqWIfoFOt1WsdAOjUGrXS+Z6B/XxGkqu94kQZ1PLRcCzp5n+ClSTq0CnnoqFQIns16XZQzqVisWgsma3VOoNeNRk8DkcSZ/U2wLBZzsZi8UQqV62XM/FwItcAgG6tkk9Fj2OpcqV6lk7Gk5kLbrV2ORs+Dp281gZvRGiWYyoyg7FuebkkSzr8/KPxORQzMOzFsJ9Par9zIGyFtSvzmPCNnqF1y58jtl+WojeCKxzBzsvFm9jemDWmIGNC8wXbCjFZ4LohHbsHKvb0gwcTQk32jf2uG8LN8E4bCcYa2xcp7ltlGxyjlk3ZOh5x4cGwfh6SrFN5VE8XAKCTTYRk2GnhyxhAP3dIQM88vTdrCLx6CKp74oUV2ulbP+/dKtuy8hBP8I43f/wy/BTm05bGJQ4rZc1xDnElUrRp2ORR5YcjVxSgE2U/5H+3BVe3Wck6+PeJkuMyAMQxM9xovmRVickik4JONZ/cAqasYpCJwnkuN7nk1hxRmX1VCdyzYdEoxu4NKHYZDc27Zn+1cnglqtKIGlcejo1vYK0nrSM1Er3bgmPh2qZqm89i6UfLOvIazvmrZMNll6sr+s//G9bnlSxJLPViQigkKQzbVJL8Gh3M74+jloTs9adk3d7erkdFncKQAufdgJ67isRj19GbxzE3RSDmHwLAHkss2pDy2PP/9vtFR/gFhcOwHudQ15dRBNzYb/9hlhlNJzUbeBJuYwGJV4erL74gaMdNrpLIqM9+89nshqddO+Yg1glEzNqGppSPEpa++LenKNLKwvyzRQIBObtM9Jw3jzkL9+/fX8FuzD5bWERsoBYXmepgpZrg0kk49AZqFW29AWoGiKkUTITpYuvO2yUrNKnBoCSxA42U6sNP5oRyqUC6/Sp20StvI+YefYpyHgeOQvHyiMN+w24+cWjZ4iJmMb7L4F4nPDP3bAzJV6gtmRYUnNTnor3ygW4duzC7hJPvuExae7I46lq3Ts6FRTG9TgVGpE6/HoY8UW88Z9kBKvxVkt4Vdpq4U4+W0MxNi8li9QWKo63LCvBEXLLrpa869PFXBLsXVq/t4RNJm04blazde8FrM2ifyScnnj4i+4KBYOSkNsqqvG5WgPjiG6xYJRJt7568GQAYlCTr85jNcNxJnVOEKt7NJfTi4gpe5XCb9I5MdcSPaRz364cYBn9T48y/0VWv7HpKFgdKAJAhz5Bdh2GDijHz7RKaq3SYTTZ/uHKTJA/D4DZ1BnkZOuqYsGsU5d6lRs3szsMH38ywrMGDQCx1MzHfuBb/zZzy1RmwXxATMMptk1BMMybbYS1mRZ8sO7nTyOXVddKWy2vedudugjij5ZdNo5jh79BOxHWER0uGs4RmlqqIhQIi6tzTBYxAa7DorUeJwrV4Rj9kF1lrj3FKl8tp38RPIAn7ZQBoxv1uAfbJF2KDncAX8w4BYI/Ol7B2k0kLCu+8/OszG3WRt90GGCZVjzYYAjb+i0dYm9WIXXz0JdkLADAsS5lE/NYpAHgY5NUVywCgXYi5rJwnv0N5fA4sAaVMQzegXf6cVgI4lK1seJIBOoKoDACkZxcRm7FuN2hmIXkGNer+LM5osVAnPp4We0Yf8TuWSRkIcwcAzg7Iq+vWUDnskGEZBzkf+f/95X0ih0XDI6ZnNtMXPXDq+zM//4f/+LMPxqcmlzGS5IhZZYad08iumoOemEa6Ti+L+hv75i0mg01emUUzNLlyRiEQCIR88szzZSKfi8bR6XgEf2e0q6OiX1sh23ODmHqJI09dNcrDLHliUbiTBoC82yRicgU81NgcRsgkYZkM8gpebR/lwaG/xxJcsYsdF2fpwi6WQ7qZRUay03Gi0UrfCzvUL+48+rv//Pf/+NH45OQ6WZUdpQlvRtCf/9PH81QBnTKzsMR9vd/siZ0zNkOONqF3HhJw+EI+hzAzhSALuBg8lYZHbu6O4IJ5WE3ZtlXSTX3gJHWwJRWwmSTE1HOe7fyq91CwPyGJA8UhwCBt1QlYfB53bWx2Q8wiYpkM0jLRuJ+/sTubfl449ZS5//Locu6an13VhV+5FGnd2v/5s//4y3tPJibm2frQCNZTr3Hq0qjkCo3/pAwA/YJncXxGfnxJGj6IK5nLpO1qJcHnbGiSg0bhkMviCXkM7MwsisTjYPEUCm5DHfyer7g2VUtxo1YhkxnDuSZAR09ErTOcb/iN/YJnaXxGHqpCv7StkHAEIvbS1ByOw8EQmEzSElkaPb+GQf3L46h7ZD7bFUuZyESFN7yrxn0jNVhx3E1xCAD26RwewxsJ6xB49+Vfp3V4nNw2AICy4zmZQ6ajvyVb8mf5bDZfuDh5DM44XALBWQOAhFLOQlnCR0ocSx9JuHBfEp0uO1dMsxeh5rfQp7aaAPtKLGnv5IhJk9ti0E8g2BxTdtg+MPHJQrVwFSEwZQuFfD6Tq1xX0+YfgWOZlLFmGQBkDJxvPxlnq+TY6Yd/+oJkUGJ/+1TQAgBILP/Lc1OqBQAwaB0IsY+/Wj8o1dqdG1vCRtK3D8SBN3+aNc+MP3dWAFrlzL4GReaatrTcBWMXwgtLkvS1kA/+ZeinzY/uP8GxZWL02L9+OSby5S9/1TyUTS8RD89fKFMrZe0CJplvtkrRskz1VCbm8awjvGZ6q13MAfSdtOdfTmLlcuHMB3+YwEpOLkx7v+mhLD95Sg6d1zsjpnBpxvDP7tGOAADcwvmPrqzWTtqNmsPZEi+7edVLcbccSRdbpEoBxtGCw5kl5fm79zWGnVrmJBaJJIu1l1+WVf72MS549YbrhV180dKtcpYyMqn0TatBhNKcd084LJHKd1MnxmZM9WicfvKy7UxMzVpaEeavjFuvHkGOPZ1nuSqNEbHXDbr1bCIWjSYKtR70slIsknqVkLl7Sl0af7JE3xLgv/r8jxOC3TZAt3Z2bBMhOQozV7JJ9VWbnhmEfgThgkG7kkrEotGT80YPzg7wC/Py8OtuYy8nxSKp2sjLl418wkMhklV2u2Bc0oAcCcO2BK+hPfEP5N0wWBikNQ8AkLat0yjmwwDz4aJAa+Qiv/yQYYnpJKglqtmqmfjjIyRrL3dinnuEcccuiM6hm7ItbeAkerOG8PDnUySX085YJmlsdqfLna5dPBLdoE68Osc0mbXzn387j7bvm7CLG0KDkfXZLxZtbhuFid3OQdWnw34jqQF4xStoT+KAhOXpj6EfnSGQtlL95q6Wts47jNjX0Mxt+47DvJ+t3ABfVEAoIM7qWgD9brfdbLdbNYecNrO+06qGiN/MUyVKOQv17QQ/eWlXahEeDUMSGqw218HxKBmZB6dBu2JLo1GIUAvzysNiPR2KZkrQq+45tuVKFROxitzYOhsA9Cs6Ooa5HasUjjlLaDafvMC0VEc5tP1us9Nut1plD/spUZAo1aPxULzcB6jL1+dm8a/aD3Vze/hlrDvfK7rYCBqTuoyXm2IjjFD1PWQmDWN/OTZtO3WS6U4DQK/d6nTazWZJNT3Lt4X7l05F6ZBGxDI2TVabOxgbZUpL0yHHPlxmquSipdlJlq9QTQbjhWq7uLfw8QdjaOnhwUH45KwHAL38Jg4tcqbKJz76CpbFJS3x3SN14QYlr16/pVBy1ieXRLZqtxaMhtMX6YY50xdorv9lwKyZ2EGtkALF3omZusZgUxbwOk/mhpzNpmF5bJbnenGR1D4hLzxZ07zJC591KPEovMpitXn3UrVRxjXOZSsPPvgSYff7j8InjW4zsRspVFvtbrvVbrdOfbiNBcFRcwgA7RMuEq0+KhQDFsoqjsEirEkPRjukg4CK+PVjzsXO2CmlorFks1NRIr7+4EuE3X9wFIpXuwAwONIz1inmcr+qQaJYfNo8Xhw8u4ZN6vvjqM3gsX//tAkAUD/dOwqcNTsJv0nA4khUCnPwHPpndo1cJOFzhMZoqtzvlbwy0bY/cZl4kwuY+RyRQi5WepN9GGb3DUK+QCTe3H+VRFHdNWqkMv7yt3M4lL1WT5nFfLZ0U6n0lc5zgaA/1YROIeW3xboAhajPn68WA/5w6hyGFfdhIFkf9s5OAruhNkBm1ygSCIUM9dHpDVA+liKRQ0/qqpdaTEd8BwUAqCa9IhqJwlEGX2+3NqxEVTweT6CweL6bXvDu0I+55EQag05iGfw5gJZmcZEqO4Buyajk4MkUpsh0UeYwKCcMRn2kAQDtyL6By1Yen16DI/ZXYHgec4dP6kkPcmlOfdIDqHu8Tk/61WCWIk6ZPjwEGDZyNolAYnSOtlJjmA8cB/3Zy6KH7JHrOH+VdXaQ8e3GC6/x0HYLRzIujy9UOf15GCV6xR0ln0KgqVxxgJr0+RzfGm+e7gu4nC2T3Woy+Y7THYB+MaQxm0/aAFA/dGt53K1YcbSJnp1TPZtDI5I5UltxAJ2EcX5pxZrvAQA0M2Z/qPji9mGYCdiV5gQA9Cppk5Ante2Wbux+sX6w5YhmXkz0sJnb2zEn30Y/nN7VcTg8kcYQKo3Qf2vnjBIWX21yWE1273HlxDI2hvOkXx7IuuVgcD9RBQDoZvbVFkehBwBln00tEOhToz5s9BNBp+5FCVP/QEBeW1NUWiWr9EJ/s919WOrAcFD1WVSO0w4AnCVcfLbEfZR59/eL7x6DTrNWqzYaeRWHQlJGfvgP7nC96Gb1W5bg23rG37b66FrSb1I532qZh+9L2fFtQzupVtkSb/OvB7ds9s+CXot+920XJMO72f/r0IruKJwHb61pGtyCrN5XGDb27EbL/tuyTd/Z5N80303aKkYvcQhoodL5w2++wx3ucIc73OEd4zW7aCx0PnNVPvNVRyb3dutf+pv3/c2vDppf7I7ue+/kUj7frd27aR3+Ernnq70vqr5H8r4M6b3du9n/6Q7pvd3a5+/OOrgq5NibkYjX7OJRtUePNumJUUqLnmzRky16ojXa772THyPJFiPZvnk1flhajGSbkbx7lq5V3pshvZv9dyDvzZC2GMk246/4w1jTVHizWOqm46h3eG9wd4vzU8bd7N/hJ4Tvt4vdY6tOaQlfpnfVEl6hZOfs4nWneHC4d/LjUxQ79dJpqniTlBTvGPXUnphBIVEF7pMGAOSPrFwykcxRR4uvJzi0c1YJj84S6d2jzEeF9lncLJDqzGbrjjdTe2MeGrsmpT5QBOgl7DK23Bg76wNAds9jt0dGwxteibnkO4HGy5v/enLPZHBfrZzrFOOWC/3t3mwDoJXUyDfV2wdtABjUj6yaveyImVlex7DsVnPxOLbRlQGAzJ6BRSJS+fr0G5TGtZRRxKGzJRZ/4e2f804wOA05hVKNxWx2+t4IHvXCnm39UR4AoF8PmcQslT1dGQJA0uFwepMjTsXolVOeHbPJbDVtibnWw8brX18ImMSmgzbAsBqWiyV663EPALqlPbM2cGO84dA9OzZoZJptk8m5n6u1CiGfxWSyWIwqkdSfeS0ttRR1ChhMrmwrNIKa0EsMal4tF08k09lb8StPYzsf2GSQiUS62hEHAOiUD/QC9pa70ACAQcRs9wSyN5GI0zo0WZyvrY7QUayQAAAgAElEQVRe/MAulGktZovHn+oBnB+YBJsyd7QKAI1MyKzyXhcL6PfbxYbgyX/7n/5uPPRiTrua57/8X/63bw77g5jBHNw3E+nYrUjxSGOI/Rga88rRDntZM3Ie4lGhGCCgp5AC7RYLObtK2j3yrowh+FvqTdL8PazmimUsqNlE1IZAozN7R1q/CDm3evH3K8b9ff9h6Oz12uJWSPJf/6//+IB+1MzbZrBUHhlJVTrL5awEh1Lvlf7cB14jKhEv7dGv/9OM4CKw0c4fYr7++POxldAVS5f3bi39bvlC/2K75aMxSBgakoAXHtV6cf0CWphq3uDhpqzfQC2tUuUy/W7wrBKxPH+4trml5mFnviKbX9UP9dMiMg5HFm/prf5YeYTqtbbFiE+QSv/+/lH49MqgDpImwbef/uqPbD8AFA6Vz7EMHnGNZTionUXZ6A3T8ai5Ffv1wvHh/p7/ULn69YMN2Wv02s3Ywod//3/8kd6E1s4GmUqgreBJ6li9FpAv4hVno6UAvIpzF3t+eUnr2ds7ipaanXIqvL+3d7CrGPvVE3Xw1Sy3o1Ysap0l1W7bXaOsXxz2an7bllyh4iAXnjyXFV6skuF50q+VKRVi8lfj84rjcv5QNrXB4hEQAme8fuqnIAnut9aavFt0Ix7aH//xUxR599ViHpbFrKX7OK1/f/84VuiXDtZxeCqNiKcK082um4+mqsPXddz6/vrFikI89bP/fH/LlQIAaOzNfPnFwy/WjnuDQjCUjbrpHJIhUT89CJ4PoFNM7u/tHcWyXYBWKXfe7AFA8zx33nj1nJaz8UP/3raQszGmqAOUT4I+nz+eu7ovdDLhw/2DYDgcPe8OuuepfZ/XfxjK1gYArUwyfry3e5TMnZ+l/PuBdL4KAK1S6ih4dHgQzpdLqeP9/UiuMwCAYTFxvLe3H82Mmgl+kLHMzE7bzgHy5pV5hMWp/uoxLQ/Q2+P8cUGYf2kXG0fq1fmN2IiVAwCArMfImjO/5ReDUxl6dmwKQRIepz2URVMaMmYUn6fZFFAke6PRrVOvZhycLyiaC97WQaceNkupFOLRlYWZ9ZpYs6aXr1LkFZYvWvJb5TiWVsmibkdvbl8EaBwpJqbWj16qUPBwP/yW2wAoWYkfrqsu/xMVj3BplTnausUXCho0dJT7uwW+w1Y+Y1HgHkuOACCgRq04ziGhXBeKtUI2Yys0ekVfoiJGk1U7VynWuz4ZeX52cnzF3O3HN+Z50fy5TSUh83USGt0x0o5tb6LoErEVhjcM3SCimKOo8698kK4JjcawD0as22s4c0z+cuXyKX1ZknNOQM+taWMBPWZjrw0hEUKs0HAYXNPJTag4bFYTChRdyLhCXTQsSeU0yuGLAe4cCGdF5kYpKRSRpJotKmXrGn237+e7KYiVnPm15WWeoQGQUdGWMXj6Mj3Ua7lwJKNFxxIytsMpI5q8EzrUsdE4MgUxidU6Ym7RinCvAAAe9jzH/aJjQyW5S55E0Ej4sXuf3h/X5DJeDglNIBCXJ2j7qYtobP/EwkGuoYhUwoOf/4rkSNejVgp+g4xdx7JNxfPdZ//y+eIKBrk2Oba8QsBh5hHcUK6kI3/zTw8RdCxi5ptJPBG/srwq2U/nIj7mMpZC2ZhE0e2jjqp1vKL1P3706b2P7uM0SYC2fn38k4/ufXJvTL7/8lzYLaoWnj/4EGHe9fr8x6XR8qOe+ZQT//Q1kcPaNAauDM0wqeUguVvmbQVNEMwfcicF3rM9DRI9O7WEl1ut6s3tcG4kTkZm+2uKOvsyxtc/2WHTiIErdvFsV/X8nx4QOSyJ8agPZdEqUWs/2jGxJx4uYlib2xqt1u67qWZDQTF5/OOnFBGXLdAm6gDd4ubco08+uffJF5OG6Isrh0ErJ3zy+NED3M6uZzcQqYzUjndM/MVfPkJxWQJ7+M0AQNTJfiI+BICwgTgtDRRdkmXk/NwqQWmzqWTGeOkG6BVbQc3CGmn/yobXSDhRSIb10I5FGVuDLHOWtLMX1Ktok98sYrgKs0atcx2Wbsg1qng4Y08eoGgcmfHw5QPY0qEQNNXBZVimfmL64ov7E7Rtn9sbjOVHfJ3UrRcOdvRMxPIa3fXGdLYT1vnni7ZsM6TdWNqKndk502uLy+tktd2mVlhS1RsY032mgE/zXrGLVSl1+rdjG1yOyJNqQUozRZKFjvwi8szjeaxQo9XKtLuhzLWE0X/ALgokTJLBRpulhQpJPp4qVJhkKFqw23RiCdvmC7uYthE36Fjk9NcLGoeF+nRqFSE3bKKkBwUA8PGXeJ4Ld6Ozo6TO8UIAkLUqUPMC8drszBLVbN9a/OAJ8wXfXU74aN2a6gGAHT9FNUcBoJQ81LKxs9MIb9SH+JaZASjo1uZ4VoAmC8vYshxuCdbw3gb0gqjfr4UBam7qulzDxS5/Pct2WuTj42OIrTd5mN4peoUjKWlllcoTkDYwHJnTt0PC4ClkFpOJQ1JN+Yunq+6f++f/72f/6Q8Ts9MInPRktIa7X007FFKpVIhYnsWaExc/7KRdqPl1Z6zk3xagabudZk4tFAhEfPLsFIIs4KAIXD5lhWOtv/t1PExqH1yxi+2YlUV9zS72qxmnQiaVChHLc3jHyXnQtcnmCbmY8YUNEZO4weMyEASlJX4TNyIDN3Hug39+xFVI2evzGNZWIOhCr23QaSwabWODvXPRgbRfdDz++7//L//fJxPT0yjqVm60RCKl+J58UybjkpZmEZ7XXcZjO/OJ+AAAWudRKV8gEHAJszNIioCLJrG5ZITQM3Iq37aVhV3CWV6NUKeoIs6TVPFW3jY3Kzvr9wpuo4jN53PWny7gxSw8js+nLxO3fW/rAvvu0a+eWPVysZi/PLbCU0cAAM4cc3MIw5UYRnob+X//p5/9+ounU1OLXMMoGs116xmHUra5qdxNnPcaxWOvhbEyv4rXl66ukEFRiZle4/r6APV8UMzlC/msjdk5DInPxZKYLCJafjiCIR32Srt61aZY6ghmAYa7dN5rdhEGuZBHKpFKGBtLS8Sj87JHL+cKRazlmUUCl40k8gWMJaIkdB25Kz9gF/kiCtWTT6owUwurWArHf5JQrhCPuk3nBtHwwi5m7CQ0fhlLWFXk6vVaudqon1sYc8KjOgC4qXMc58V5sW1WkGYUJwBQ8hopC2zWPIor3602avVypdm+ePIznPtYT34IAAExUuzYNSmEdIkjETCQ1jGuiA+9pjwDSOtJzO1dgHMenmewHZmVOMFxG6pH9AfcDEDBycbJ1WQSelV2VK9Xy5VaoznSjSelZU5+QagBAJyhlic/uf/RGO+CsiA4+4vnlgv2smE3JCc9fYg6qo0ml+XtCKlWf7f2IiAZ17DGv5oVqKXrEw/+eI9wXOxCt57b1yCpAqtOz10w9iA8PxLe8B+0i5eIqFd+v2YGgFbtbEfAoIp2dmQ3wht+icE+bf35lAIAIKOfn53eQD97JjoAAKi7Jn455724JRu0/ez1p8+o8Zvo3fMSTf7kPZLnNQ6RS7sIAMNO7cQtQzKldoVKgHa04HB6JLzhVzEsh2kL08LglYNN3r1y78mGQCYkTv/6V+Mqbwpg2CyfGpkUptxpFiMveMOFN8cbfoEDCmp6WtMDiCoYS6uS4pVF028l8c8nFjne1qhIZQa9VvE0k86clluXyWz7Kx8/trzKaugFtLQlivbyWN5vVcJWIZK/ZeNvvuANXx0FbzgMO+V8Np3OFKstgL6P9oZdvESeMv4F97gLw875iZdMpGhcTsFTSQNyRAzbEryGsNYP8IYz2dgNV3WYVfzj//qzKd5ht53gPUcedBs2BFqjV5HZxK1gQreM1jtMPDKap9SqDJbDfCthJMxiWQqFeOZ3H5B30hf/49yBCTWB21LK18a+uf9MHjpQ44gUtVartHozL3bbzqFkA0lky+TCyd//iWvxSjmYWYpEgVsae7TijLiXpoVZgBMVCqd0ApTo63SN6UAnRtD9Daj4cR+SkwA5C2Fe5QxZdaQVklKjNVgcb/azfceoRneIUxNYLp9PRT5HkRUa4ezKGovL5ZNWn8xKUpd5dY2EhIXF0OVbWpPHn/vej7xm1E+PVFyRSMBcnZ+V+POV2H4getobDIeD4aDf3JHRl/GuwXAI3aKSjOKYT+qlMHdlnUzbWOLaR3FejCs/3pBlXl6BtSJGMg590AAYVA+O/JFyr1s4fqH/7MxF+992xoNZxO2VBuce3gqBhF/EKa0306C2HrVg5yYIAgF5YQ7L2N7zSsbnkQIul7mx/GxF/SpqVgmxqVgCW7WltewfX2M71R9EL7Fv4IpEPAp24Tn9uDwohnxHybOL5Rcwk77kvrxIbmf4GNSmN1vL7NFXkCQqblXsG7ETFzczvvya/uIWtlvyBQ7i573BYDgc9CpR7bNnolx3CAC1iGVtmRKuDNJWxiqRjJvHG/ZyN+Ju1lN+rZgrENImZ5BiTx7aGfL8Y9T2m3eeBZ+WiEQL1VtamzNeGeFz2s47pELRppiBQ60tq08H9SNb4KzRTJsIv/3nexS1w+PaPzlrAAA0ovQ1tC5UOg/ZySsoAgmLVh6NTs8X6DnxDCbe1Qfo5KOHh+H2sB/16jhCEQuHWprjxhsA0PWrKev0ndqwrsMgSVT8PGEzfB30uN+fd9OKxUPHZz0YVvYcpkCpD/1qfD9YHvQKR8en2UwkHj6t1DP+YHkIlbhHJZdLVDpfpgWdomdbJZNpTCZ77NX9STe+a1PJpTKt/egoCzCMe41KhVyktScv01l75QOLVqXWkp49YHiS7dNjk0YhE265gtFirRjwJ1sAjUwwlD4D6ESD0dNcOXtyFD3vQfc85Ig0AFr50H6qDNCLuQ0KuVylNZ2MPJeqHPeIORwOT7Z7UgOAzJ6Rz2bzJNrIG/ce9ZRRLpMp9K79kWYL1DMBOVsg4AqMe2mApmp+kSrdfzkBw1ImHoyUAKBfPrHZrYkWAHSTxzuyTUPibCSE7PW0M5Rqvny2+7VcJHRcHkAnvYNYmNOf9rqFoIItEHCFxpedfs9jXo01AQDQLnk1So1zv3gDLVVeoBhyinlcscqR6wDAIObS8dhsvsx4UnstZjY4j+qkMrnCsBscZTZyL763zebz+UJ1sNABKAufzXKNkQsrUslH3IkXeeL9s4jJ4TztAkAr7LfKZeb0aC9CAaCQ9JvDL5yGZki3sLS6c/ZiDAfNvN+f6gAADLPHLr0zAwD9et6plGu9R6O0NVdRP9nfErK5PKHRnwEAaJ8d7bpO3+aX549sUqlMabLHyqPTddDM2iU8gUggkFtOOwAF86OnxINCM71rVsh1Lo/bYfclC3UA6J4GDC5faQAAtYDXpFTaciPwiL+j71k4FgsXAXp+PgmxpmwM+xGPhsXj88W6aLkHAMN+1e/Y3j3rAcD56b5iU3MQvZ7Wm7errr9TL2VyZ8WzY+483jzS/eKnim7OZHBEcm/Z8m4bG3P1JGDX+95umW+Zqu8NWie6bXf6/C2XXLdt9ouhfYf58G2hvFum6PuDRtSt8wXfzht+qwZ12PC7bI7g28qZ3tljervsYj+4RcViBUSS2Rb94Xff4Q53uMMd7nDdeM0u6vKd39vLv3dVbkr+4Gt+etD55KDzyX7jD+4bU+MnJO7KB+7qB+/DUH/grnzgrnxw02r8Tcn7Nvs3rsbfklxM/XuxoN7tU7pTxkbejEO9Zhdjjb4s1ZJl2jcpp23Z6Y0qcCd3cid3cic/EUm3PKU38xFuVxz1Dne4wx3ucIebxZ1dvMNfgH6n0Wj0b9Vt/J9Bv9OsNf+GSenvcIfRotuqN9s3lOH7ozBoNWrXpegP8IablbSpdZpEIrPspa93Vxz22+Xy+7HV/ih0K2mbQiTa3GRj19bXuKcD6DTj/NUNrjLyxjsb6T360vz0PJKjffNXI0DzWPvsS6Q7fyWA0D+zCDDjj55ucPSFZsXGWZ9eJ9tCZQAIqGUyTXAE3Bz9dvNITXzG3C73AACGvdaRho3FCTJXLF0t7qY9XWGIxZvy7XgVOkknDrGKIqsyPYDOqYbDdGdvkiL1L8ewWQz6XKnRczL/eLTyR0Z/8sYaVfwIdOKu3XBylFTsr3DqkCx88+jpswmk2NEcwLDop66M33/wjLzpe50qqH1o4s5PzS7j6d78SAd10Gkea0jP6NorgcNe+nBHwhPKZezFcQTPkB5203LiwvQGP5DvATRsHJHRmxn5Pj1sN6K81Q2e+koCZr+kYyw9Hnv2bAKpOzoH6PlV9PnVNZElNgQ4OzBxGbbaNSn6A3w3bBZ6eStSqVQbrWuuCOvX4lvq3fLN1Zm9Iwz73Ua1UqmWnZvEydmtFkDcy/z814+IZO9VV2bYPCYjEdztYL5wVq6NfB/vn4kW7/3Df/jEmL2cgI6NtjyNEUVOc8VyPbsrHGMbA9ssglibTBwxMARPdhSHsHLYw37+0X9blV50RWjnDjaePBhbQB1fKQLLeXSYL5nxSqVarXcGlS0EVamwisRUou205BIsMq1vTT2/jeikFRSE7Sbow38sujHlA6b1Rtt3/aWwrzGUuhvJZh82y4XTTDaXdM7OThBsUTdrYVXqyZweUp7OqQ5f9UsqmAVLCPpuIl8onTd7I7U45aiPN/XxPy6Lr7CdDLvtRqVcqZz6kCtzfH854WBMSTwBJY5q2Ev7TTg890e1S7omdMNuxue//pZM271czcN+p5jNZLO5gJbxzSesxIltjirasWrpVOphvrhFQsoPr40i4wd54KgU32WLxbpPzaXThWZXqA1Nn07EYDAEKkcFoJmO2qRspoAvUlhyPYD+mVXJZzAYIv1eG6Aa3dPwKBT+psnitmgVAp7Ye9qGbs7piHagl3RqOFwui8zSuw8ymZAhkAWAZv5Ie5gDqO+qJSw2Z8sRex981SsYnquJiwz/BbNSx8MU8Cnuq4alYBUiZmkj5bm5olxCL1jEUOhLOOfpy0Ssc+/U1JLiJV9jchu7ZEpCxrLOpXNIJI5pRByzQ4BBQvs1deuSB64ZsXJe5w3PegyUZ6qXv08R11iuaPHQosJhWWQq52C0DvhfhkHGbVfL2HQmX+cKDwAqEZdEwGZgUQtzc85R0t38EBrZpEPGZYn4Asn2SQsAWgGrnMngMtFP/kix3aaRHZyFLDzJJp/BUjoiHQCoJbQ8Hl9MHf/9vNJ8Iy0gLnFGwy2va+3CLxet6T4AeAXj3wi8L39b4S+tE6TxG9FsCDA80T+kqNLfiVIU9/XYRV5pALtSBH63AeHNRTaHiyMq9kfdkugl2h6GQPA2HrhOwjR/j3HgEyM2TbWzhEBCpNLpNKHrGg9Z3893UxbRFz+bpUgVW7snqT0xE4Ok6407gfDJnoqKZQhMJpOEsrJhP45ryI/vP5bt2BmIDYH6cG+LhOXITSYTh7BC9SXCwuX730xvmTTTDx8/JyoNIgoWpTotehfnNwOebfo6Um21Cqa+evAIY90Rfsl0AkBhl/cF27CrlmCWaCol+9EcQnJ0U9Pz16CRMEw/JidenAMHuww+76pdbMWJn334m58/oXJZAqkxVR+pz9gvhdgYsiOas20QLlnyWkHl+Fe/+/r5yszzGbYllgsq5+h6v0GGXXz6dJW6qeBhECT9QXoU+p3orvKjduK2N/hRK0f66X/+aGJ2aoGgyA5qRjx1U2HRagjffLVAYQk4VCKBKQ3kb1UgoqOf//LbNZrRrEJMM1xujwy7IjBZ9Iy1r/4w5r5NnUhzFvbYvft8u52PwTI3Q5moYnKDbTZZ6bN/+g1Wf5vsYktLfvyLGa7dtIVfRO+dpU0UGpGqsTv4n/6PhwzTSBt9X0Ez5NSTV55/vcSONyrq2ceYrcOzYoLw7a/+lWC9eMeZj/3z3/zqswUSh8HVOaMjeUyHvU6rVqvVG+0BAKS3vyYrv2MXW2bW0qI4AgBBE3OB7zhU0Rfmp+YxdMkmB4tk7CRH0oBz2G836rVardXpAQy+wxsOnXLKKmPMff0YpUh0z13LeIHVYhWuP/16gSiU8ojreLFx71oonL//vHgm4OPXtkKl0nmj7J9H4xSRi6VR4n+BskUbADDMmmfXFC4Zl802AkBsU85EskhPqP7iEABqIfUsVusWM3iqA4AaiU7ghXpQ8HNXmMcFPx4nURE5XKIHACBm5LBYJtvmE5EPAM6P1dMsCWZt5iGCb9GJFldQItco25r/OzH0s+cnee6XL/s++ht2MYL7+N/+x3+/j6VSuBLb2Sj3m2HTwpi+tyCKJPzUb8YF7vjFTXXFx/78o3sSfyYVNkwsrUsD+bhLr9ySEJZXqUwRZ1XgPdQs4DTF9i3gDe+3y/nTdCqhoC88Fh70aymzWiXjkBYwtE0Ojml1mcgMiWr/NhnGlnkdodgvAvS3ZigcAps8pWoBQCuxSVi136bnOmPapBIVXYDstpqJ0NlUSI4nAwCN482vGNZbdG07qJtEa3h3BWBoZ63pnIZ5MudihzAu0xS62E2p1aqVc0Hr2tyqYCffSVtRk48fT85/9dufP5MeXryj4Gb+03//+UfPkCQKU7+XHYlH3EsdWHgcnkztKQ0BMm+xi4NqAPX1nDnXBYB+p+TWKWVKPnYVyaQIhATZjku6RHeOYJca9s486k0eR2A5zLytnwYM+51qKedVsRanaIlOP3u4o9yS0VFreJaIs8DyHJrXN/i7J9fAiP39djHPFVIouxdDmCOvIvk7F5chdeXEgnQ3DwDVgGSaotuVi3hsQxfgiC/hoEWsBaQh3gCAjJMzx7buidhC5S5AgcihCo/bcOLmrHNC+X0MWmrkcugE/QCg7hZh1qhWh3yM5gKAtI38kCZikggMw0jOKNeLRnDl6yV96PLyv++l8rgk19UJruwq5iaxx6PfaYYVl5jC2lQbtIKp332EkrsuouTtuHZ8aslRA4DI1ORzurcOAGcuOYaj8bvs3Pmtcnd/dlV62nz3djGhuU9SvbKLUQuTjD98W3KKVzB7j7ADADCoWThE3nYksIURRLJRoYAn2LlNl2Et8xpKvZcFqKsmqWIGn7zAyQNA3rPxbMp+m+gO00YZi6ioASTUCvaawWXaQOrCAJAyYT4kbN8iV2NQt0jWSe4SQMPEROj3HRgkzRwbAlRY365wtYkbVa4tWpmfofpfvGoc4ybmNKHLsEBjC7O6xvXdkG4AKd1XRMUbdjFpxH6N2rrSuGQY3mLht5z7CqWIZM8WrNMow8j3qp6HwuVRPG/JazjzrH44bi8BALRSHiKO5Yofi5/xCp3YBoZtC19DJtsPxFElzOUv5mnyTbnZkyyGXLT5qZU1jEBtDQVMxPVFFBKJWEUb8+WUTsrjGLoAQaFEQHamEhrU6jIKiVxBEl3n9aiEI1TtAhQoPLo41IKUl4/mR/L76LWtTC6sJC6ubmCm//TBwxl6PB+lLi8i11Czzz59yPOeR3yMhQUUGk1gCCO179P0VqG4QxtDc1OvNub+LlMooL0+wf2K18CamVpFYmjy7dioVQQAqBnWCb5aN7UtVlmPoF+1yohPnkzNjj9ZYGkLLYBago1HKg5q/U5GSliemlog6w677z6lZXii+4b26n6xHbdx6ORgC6CdkipEtky3ndxBT8zNTz+fWiL4Cg0AOD/WLy9z0z1ohnWIuZnZBYIlWLlNmc4tKxq7tZ8FqCknGTZP0LmJXcYg156NP/l2yXMzuZNvR8as4FCUNYCkRslB2c5rQTx6dW0VM//so8/J9luUzzSo22RoiqcI0LAwV7cS52mLfG1yFUNe+NOvJmSe05vQqe1TMqefzi5OP5skSo5L7ZxPvrI0NzM1R9EGm1fGrp07EuMW5teQGxzx7uivw1Pbj6iqdBNgkBLj5YfZLkBZPDbNscQu3zLMedBIgifX6Zz5aesL0zOrfPfozyc9H0MgZOwOAc73TQqlpVBOSxEz80vzz57NMySHDQDo1y1CNE4ZHkDPKcBOT86uc7bz19Hm/fvrNIbNaimTOc3lcqVyCwBqhVQ8ljgtnA8A6oV0PB5P56sAMGg16vXWEKDbaDRqXQAoZ0/i8Xim2ACAXqPeaHYA+rV6vdEdQr/TqDZ6/U610gSAbvUsmUwEt3lEBiPRgVY5m4gn0rl8udEHgPpZJhGPJ1OnN9mr7keiWy9XG6+d5Tv1RqP+3a6u7WwyHk+kcsWR9Kl4E/1mpdrpF8RLGLEhBgAwaJ7GI5FoqtYFAOg3ivFEsgYAMGzWCon4aWsEVhEAeq1SvXlZwDPstev1WncIjagVt4r2lQeD5nkiFImEo9nyCxe2UUiGLsodhr3z9Em6eNvSnIftarXZ6QMMmue1Th+GnVomGU8kT8/r9c4tsjbQbzfrteYAoNdq1qttAGifZ+OxxGm+UG7cqkEdtpvVWmcAMGzXK80eAHQKqWTiJJXNV7q9G7kJHVTy6fBxJBqJFxsDAGhXctFoJJp8y113r1aIx+KJTLY68l7P0G+Vas3+EHqxrfE1buh8ANCr5CqdK13EuqXTaPqi2qlfKeVOTvI30Sd2eLFtArRdXCqestPqtXKxcOTKkA77zXQ8cvGi1ykn4+lq43qOtbelrn8Q0VLJxNhtCn79JNAvh6Px8ruPjv770S5mEsEbOQfc4Q5/g+jmYrHM9XRlesdoZ04iJ6WRxnFfs4vdAdR7wxuRcjGzH4pk2zfz7T9d6UMHoHVz8/6XS2MIHYDGTatxJ3fytyHvz4KCFkB7+A73qNZ3+GVes4ubmfbf6Yt/Zy7dgNhq/+Bs/P2NfPWd3Mmd3Mmd/DRluzgTeDNV54fOi31oDKAxgEb/OixzH+rX8jl/S9J/D85qF3pezzMwmiF9b1S9aQX+9lTt35yqr3ZLePHyQr67f75856hVfet+/p0fXqj94t8DaN5EPOliGBtvXcv9KyN8qXYfmsO/8vj7A+fFP4MBDG5TbsAd7nCHO9xODPtXdsshDNQuPe0AAB82SURBVAd/tqf8sA/D0e+rQxh8NylpCIP+63pe+Xe7Xm9cQ0XgX4Ph4McMUa9VqVwXrd7312n08gEdYnpifHJBdvDvLbPqtzIa8aY1dP30Hu1y6bzSeC9NdzNvkdKdudtEJPJn0E1ZVmXO6nuQFdzd4yoN+ujtTygYNgoHTlvifShAap4ebHlj78HkQydscx/FSjfy3fWkAzs1/vjbb2cIqmynf+LWi4VCsYS19GBSHbiqUsOnpc88n1nC0zyjXPvDjl9Jefbk8eNvp3mW+OUXn1j4sw+/GRsbXxXY6j3oF0MC7OwkirV/2oFhzcjgGbynI15Nw2ac93ieyOaJRbLdN1ng2xrCxH2sCaDrlZJnlpa528cDgPyulkUbDW945Qi58BBnz9Zrtda/O1F3eH7iNNjfBRlk1uf0+hPvpV2Ekpo8v5V8HzacjOZzkma0SWF/JdxohoC7f/vtIrRTcvKq9X3gDe9EFV8x3g/ecNsqQ6m9Gd7wRqVUyJcrpeDq/MSyLtXvtlvNVruwM/MQ581cHrmGWR1nEcE5ztdqjeZoSp9eoN8t5zLFSiXlFD/9HeolqciwVa+UK5Vq1jM1PU5xZOM79BnFYUxLIOu9Cd82jihMXQu12o9Bt3xA/IjgP2+22+1u/7UxagRU937133793NjNW6domz63mUkj753mFAT0VuTayOq+1y620nzUxKr4sA8A0I8Y3UfHJYBh3Oo9DuaLxSMRicGlEeli29kAoJnSsWgkBtfozw161T0ph0Rl2qMvTX2/5FBzqXS+Zic0AOgX9pkkIkMgcaVavbyfT6GSSVS562QATb+czxIyyCSePVoEgErMySZRSGSGdr8A0A3ahCgSk8MSmW0WJZdEkTiK/WHpyB+MnFZODyUMEonEYLHE0UYtonOHkzWAXkjnjqRq7WJgk0MhUcTek5EQ/b2OSiywLaDi8Dg8XRIo9gEgd2ikYtEY1Mbq/LTx9NbY9GEnua+h0RlENIap2msCANS8KjYKiWegJz4kb98Asf6fQyejl0m5JCwSTbce5wGgd3YkIuFw1I2pz5YlsuOb1u8q+kmbQSIgE8lMhTXQAygdWbhMChGxMjM967qZs83bUU9FTDwKmcNkctWxOgDUfXohmUgnrT78w+3iDe9nD3UUNo9JJItNgTbA4Dwsp9OZXNyjf51VmEdEc/9nkCNjZtdNL5oCZHWkRb6x9mqJl1gLawTZTTLyNCL6yY+J8Te88W5yA71E3UkfaVF4Xx1CmwtMJmuDoDy4AWLq7vkh5TN65LteeCvNxiFJbCaS5C0eSZbFxmohIZAQiGQKXeK+Rqf9B+4X6/lj9vKzOYKs0G9szxAkiijA0LhIlssPDs2Mz36z5PC5xQwyQW7TMSg4okQjx3+6TLPvewhffYRUuqPpfKlYLFVKPgFmjcxWbwlnPl43Wq1C0ipZ6fAdBE6S+zQqnqnyeDx61AJNZzYTHn6E1rg8Ot7Kgq6Y290gEEV6r8ejXpll7x8FiKsPPidu76ppY799qnC4N4mL1L3EMZ/BZArFeCR32+02Cx/984eq1MnWE9yWLQvQUj0jyjZNCsoyQaqR0zDP73NGHRQASGvQf/rj54Id5xYRReJYsrkj4jfPuMYdmwR3/9df3Sa7WBEu3/uXJyz3jgm/vig4rmRthEfLJJvdJVj46F+WxdcVprgGFHe+/q9/QgvNO3rOxJy0cJ7krS0vkTQur/SrX3yJ2ryBlpZ/Hh3d/JdjGJ7bY0BN0e32HTF6Veb27gg3Hv5xzHWreMPNrLEvHil2d6UEAkMYODmWTBJFHrePv/Lpv94u3vCmhvz4N4uSXbeZsoz05pJaAoXGtezuy+//8hHDeFO84QAAZ27x5Dj28MVSydLmV4WWV3Y676T94y/+x0dTGDKBprKFRxB/GfY71VKxWCzV2xeWsK7FTc7wd69sOrWATb0xN/bVMi/XHsZ3+Itci09OX5qbnMMyRELa+irZFB2p+zZshgl/uPfk2fj43IY1eWmYB1GTkMBxnGTcaJyrV9ldI/IMBpMAMfb1IkkoZmFX0Bytp3odu+lfkHfTLShwUwtqm3Gdo9YlAcCJ5erUh3suJZZ2AADlAyfn0+cfLi2sM1WmLc4ClmdzucRr5AhAI+aUiQRSoxTxm4coklBvkFMWCTwGC/dE+oKW80C2QWVdVGsHmCQqhclaJR/3AZrHjG9FLjOTwJNfnO9cG1iZSsMVktQZgIKPcJ9XBjg14ddtxxGpgE7EoR4I8wAAbQtjVX+a1E3RDa4CQM+8yhFTWYu/G2frdCohC7csSIycuCO5xcST5G2A4bGGxeZYjOKHU/IuAHRPBKsz+tStiaP2SnLmEs5dBQCXjjpn9FtmZxj6GAB0jgSfEVXnt0bTQdE1/y0z3gGAHPsbttepmFtb3SkCwEC/TGAJAjes32tomdfXVf4iQE/zgjdc3QKAVlJGRtwy3nApnaTsAJxuq1kInVWJ5HkzANAMyx4wbbcoiD6om8XrRE8FYGBjr+kc23NU7gVvuHmFodTFbkyx6iFudpLnzl68ah+pZxcwu1dsSnGP/4t//uVnU3g2R2gNFEbgZ3ZraZtMLBDKvPESwDBpZT+ZYcZqV63HsNtulOPO9ekVniU3GDT8Zq1qS4hZw3KpAhFRvetXLlJ2Rrv0h51mrVwqRrbxHyKkxR4AQCfjXvjiHlHn39dT7z+gRs9qZyG3Vq+gY5AkjoQzzzmIOVEbPG+i+UMf/sP4Prs4GA4uQrsBNfpzhsaIpko1UYCW+Pk6VxU8sgrnZjU9gIRdiZknLGNppuMXKQS9rJ87hwu8uo5oaOZWxN4XZCWdiA37HOuvAgD0EtuLWOLuOQA0NBsEFk8mWCUF2jAs+WkPRUd7m/METrQFAOeiFbzWaBMJ8YpEf3DiIj4QFAFiehxqJxSW8JgUKmGS4G8A9JLM8XFdJmOcw6kdOYBzxrdIOkNKmyce3AjbGgAAJNQiLkvfBGgF1BwBz6gTfLWo6wNAJyPHL9wiu9gt6oQo9kEdoGfXMRdNu4aJeaExAQD9iOxLqvb81nCBDYqupUVppgUAaf5jrse2uYBBuM8BYGBF0gWCwO052QK0zAikai8LUFM+p0pYQsoiMw0A6R3k4+fv5Mr9r0XaIGMS5DWAuErOQhjcFgJCHQCAqHbtD3j9rZn8C97wNaK7CNAwMVZ1fjd+nWo47gCckR8ssG+KN7yVlmysYOWHL21O00BDLeLf8CfaBgJyneP+7l+PAIUj/fIkxpl661ZYYszNrfAvLiCGQQWDqPceqlVCouUkY5rBmG5k9gtW/EcLwosl0jw93CSLtq0WGX3x939Y9STOAaCZdBI2OLupiGSCk6mFMBi2PfKOecOH9YQEO/Ps2dTUCmGnUKseahEzSyjc0qcfzGz5TmL/f3v39d1Gdt8B/O/Kc17y6HPy4DwkcRKX7NpJ1l6vt2i7qEJyRYqkSAIkAaKD6L03giAqQZAoLOi9D3ovM/PLA7Urr6S1vbaOlivfz7mPQ2oIkPri3rn39/OLf/2Td7ao6w/XWK5yrxO20x6tbm9usFT2UjGtp3Bjf/SYflDw0ClrlO3NFY6hNBzmT0X3Fh9v0FmaYObCJVl8tL25+XiN7yyW0kYKOzoBsh0Vfq6szrpeA3dpdevJ1uNNcaDbLRtULHMBJ8rBgwVNCyDv5DIC6ZROoTf7Lj3yrScba189/N1//dZamrbONOtLaxT6yjtvrR5fFXNB2crq5hZle8d4+fpXLTM6EZdtHACMLrRsofAyFqB88Midr1fOlJ/8x7vW4q1ZoJo1jMI1drAHMHcZ9+9bs3nT5uf7umodczM/+JevJN1bs+JLNHyL96WFIQDkee9yYrkL+uoa05zEsNCDn7//9Z/3LTH20vZtlzWAgfkr0Uk4FTTsr20/2bi7sLCwGbxNdcMrHpOUbx4AFA7N0r2T3jDF3n2y/nj70f137/D9t+bNByCGPgONH2wBjLzibWu+W/ebth6sU/YfvfOrJWOo+oPcU0zz5Bf//h5TrlPJjRf5LjnJ8reXFNHnpy+zZlrHfLy8/oR6IA++zv2oozzj07fe/pxiMGj09rNmNyvd1abqzTMt9/5nD5fv310+MGf7cwAgqgHqDiuMzWbt6wPq6sPFTXX4tb6kZDfGXVpZunv/3v0n7kq7FT6US63fzLqHRd8O3TsHAKLvlFOZ1iwJ+Jma/vDe8o7U2XgVJWf/dJ+pWbdRLZcrzd7NJx68327WMazVGRLE7PJYuUaxY/Vao3PzxpODdqNeqzXavTlOzMaT585Kjnuter1WbdwUe563sVoNa3TGJMCs3ajXathgRgLAdDTGSQASnwwmBAAQ4yZWr9WaIxwAYDoZzwgAYj4ZTkkAYjYZz3F8Op3NCQC826hVy2kDY1mfGgLMu61GHWu0uze17PFOo16r1+vdVzDL/r6qfofNEhgDTLMnJpu9RRBpu3Bl8cHD+4vrG4xI69bMbebdgENuSY8A8MuAgX/aAKKiZW3cv/9oZenLZWXg9Vc5/i5ENyoSuLAJAGA2qjE3wLspD3Vp6dHqw8/uUG0/TEeF70LOx+MZTgCQ0+EEJwHwSQur1bH2cDp9VSeuXgliNptMZiQAMZtOxnMAwIftWrXe6vVH01vz6Q3gptfuZE4CkPPJaEoAAN5rYnWs0emNiR/ovPW412m3Or1et93ujqY4kPPx8OXnx4hJr1ar1Zvt0et8+4lpt91s9/rddrvTG46S5gd7imxvPuw0y6VKpVL/pjL8rIMV6405AAA5GnQa2Gv/PIyPG5VqpVzGOhOAuV/KY/JPv5l2k/hsNJ6RACQxrpUKbRwAgMBHWK05fkW/pX913XAiZJWs75+9kpt4pXp25kN1/AfYQ4UgCPJjMcEK+WrzVn3YeTlyUi5li53X+rDpb+in0a01K7cwfuazanp8q5r3IAiCID8e38rF7BDXlyb6yl80TBhha87/wotf45iam2CpTX/o20ADDTTQQOPWj9Lk/IX9hN/KRVtt+itv+1enXTTQQAMNNNB484e3vZN6foPubelLjCAIgiC3AcpFBEEQBHkG5SKCIAiCPINyEUEQBEGeQbmIIAiCIM+gXEQQBEGQZ1AuIgiCIMgzKBcRBEEQ5JkXc3FWvj51uT2hZHH06oqpzYeNeLbxslp8k0z0wn9ydpXIdb/VjoWcDUY/gtp9CIIgyJvl+VzspywP17akas1RMPEK+xXWgsKPWa6X5FwnuPL4q12xxXt+1fjjvlSlE4YueIv6oCIIgiB/H57PxZqf8yHdelMtbpw7l9I3N7Y5zgTWTYbsZu+AnIU9Wnu+EWSsLaxwItliSM+hUPb19gusmdXTt9b3DxwXN10kW0cKk+/6ac+sK9Um7zyeNsiW37u7xWFrnJmbuejw0sCUKG6+oBHQaz3n1wGf1eBQ0+/82z1mtNZMH4ufbO5KNGet+tnC8uLmKkVo9CRj51Lm3o7QnMF6CY+etrGxe2DMdW9Nd18EQRDkR+v5XCRHJcPOY4b+tD2uG3a53ky9mbRtq12nOqOM6x2RDT3tiTMfY362abvIRiwqsdxRarYGrZSGL3WenKgEfOVhHgAA8EG3P5rcTBEHRyt7gVRMRdl+wvVlr32yHXMbAACKVsn2/W1PIlXpTPGa/+HCwjpFFGv0z/nb6lAi7jHLtFa/0ywUmEIe7nvbikr5gi1RyTl0uspTHUyxqIXKPqo2miH1vjxYeJ0vHIIgCPJGetm+m0mWS6EK5DKa7nwGAC0vTWnWaVQyRwVGSdGCOF1wrUmPuv26Uae0x2cAML7Ur649lluOj71nxeELnTbxLHNBErsO8uRcawnvJpysfd8MAGAWkHG/+pJh9ZwkahPAC5Rf/+yhJgUwPtxTp/MJBXvrMUPndLsv0u0rGU3hz0P/mqPSnmeydqHk+DwZMfG1sSYAZPUcZQjlIoIgCPK3+nYu4tNer9NuJ1kMBo3L29G6sXYzIGRrj7xmm5TvLaaPWZ9sOHI+EV3lmA3rCiVXFqh1e8O0VcOhsD0Xyeb46XeajUaD/uQmIYm89UuW9ip0Imaz4kNIuPgb5iwAwLzKYaxv2kokQZLzlk8p2t1ae8TwjacpJsuUCIfUom2OLZgu9gB6mkfM4+vOMHYkEEpSw3EnbOEKpDoZX3eebdcv9zeF4dIrfB6KIAiC/J36di62oxIRc3trc1vgak5abhGTSqUJlJ7hbF4K2zkUytrKg3VnsuS22t3XBJD1sHmPQuWLHZli1CTlM1gcuedmEZXMuo5Nyoub55TDuF3pO8vFosdqdx/IuFtuSnQBAKZVDf/xIk1sOfRdBT16zVGxWbYLNbleScs9UBn9524Dj8XhcuyNYdGgdWY689blmUMpFYiEtG2axpdrl865uzs7NJ7lrEK8ME1FEARBkO8LnV9EEARBkGdQLiIIgiDIMygXEQRBEOSZNzkX8emo235xd+yPAT7u9Pqzv77eDzke9rojdKATQRDke3tJLg7rufCRjUc9sEeaAJA9cl5lK6XrE+EOk8uVX5YrV2fhWKb3su82TUfD5/HWq7o5vIPVsPaf+N99PqgVsO/chlq8NFJMsT+RiyR2qZRxmFyh0V/4jssmV07ZPofDV7lqUwBo23ZZtvMqAAwzrgMhh8WTeePtv+ynAQAgB+1arfGsjg/x8t1C84xLoTfXZgAE/mdyHe/ETqOd5yr2TdsnR4rj4vep4zfs1ir18Z+/DkEQ5A33Qi7OGocSsf1Q/puf/OPPqacAfdkax3Uasxk56+Kz1JmKaoxc6RSaw/BN1TZi0i3ksKcHMuaYWsHkn/dh2krF07VWfzrrFdKpXLn+tNQpMW1Uc7F4tl6vV8uFbLrQxwFgVs2mktliZwIAs0Ymk0oli83edNp1UOkslmcCMGqUErFkodabz0dYIRVLZsvYYD7pOjlL+/arcb9TzqWzudr46wwhhlgqfqXjrWwclwHIZiGTypf7s3mvWkxmcrXO04pzlaMDCkvkP3GLaeIywLhRSKSLzUajOhiRALNWu1W4kq4tKiMxK3XHVWhXw+bPf/bTL7RRALgWbexpj86MKpHUdhOM5KhVyKRzBQwHGGPFRCJda4wAiHY+l0om8vXOZDYKHHBpG+b2jAAAwBsWnjKcrVYSiVQ2U+mMAQCIQSERd3LpHOFhoRrXCB09mJSTiUS60OiNJ/12f4oDPmp0ByTArFd38nfY5lC32y6kk5lK5yZFyV5eRVkU++OFRo8AAHxQzCTTufIQAMatdDJVafW7jWomnSk1hgAAxDgkE+yu6Jo4AN7LJePpbGUwHDZ7nSEJs1a9iwMMsHQqXWmO8FGrkEnnCxiq0ocgyBvp+VxsRNQ0fah4amLv3FtYsfWal3SpNhLP6iSbmvSkdSajO4uja4vE7m2TAACzRlQl9TVxAACimVDxGP5q3WkQ729sbAkOJFwBm8lSWD2VMQAAWbR/8sX7i+vMzUcPv3hMZ1Ap8rNCIXLM2KLTqVvCw8t27ezBP7+zxqbv7CiTKf/jhU/u7zlK5SCfxtxbXfjtqiF5rll67+0HFA6LrYzkgpS332doLSaNZJfKlsldNRwAYNKpObj7VNraF28tuOsT7Nonom6v7TIFHImAv78vUriuGgAAgJ8x2DJluFY8l/KsFSyqE+5trtF4Ww9+z3SOZi0ji8njydh3xRhAkCtwB71yNkemlqwqz0kYWh/sHl0UMz6TTHUyBAAYnOgOKBSOQu0vFWNGJpW+v7vNMSbKl1v/+rvlvR0qRRKJB/dXP3v/ka7UmwIAkbMsiPUulejjn/6BImTQGPb+vHl2rGaur3344X2WPpU8Fz3SBmJBC+Pxxhf3Fin64Amb4yqOZkkDVWUpY3U7i0VjbK1vy/UyFpXFE1kvb0q9T6uhJ7/4/RprZ2tLVeg2EifyrT3m7pNd3Wk5a1v/n4++Mh1ahRwajS82+IsAANM8Z+Xjd5c01Q4WUAho+xsLv1l0RC5UIoFQblLIFMF02qdmbFLonD2mUC7a3+WqtCevbFkAQRDkNnkuF8fuPba3WInqDWqRzSrlKg0KkVabLOdE9/+wSt9dWmHGhuQwpBNb3J0XFvg6iVPputxrV3BUrtS5U6rTa/h82dH1N4/JMOfBOs8wmXdVgj3l1bBXdLLFSqFIEe0DtMI6vcrl1S1sO3CYHVNU0ctzpVnpLjQ9+3Rjegw1+7rOGVBI2DT7GIZeFddfSYp3Ldh4GDRLeOrg0zkgMYmYOTxLDqAmeqzJlyJCFs8Vuj426fQqNU+guMZmX99OS/pk5Q8fLS2tHoQKeTOPo/VdnB2adEY5i3547bGwedoTv+53v1ygselMls2p4Sw90VbbF9RFY2+U2vz03ud3v1pelyfqN/9y360SCE1RgLlTItT6agATk1UvkwofbpuHQPqZmvPToOVQbMg+fT0aPonQbDUoD9ZlSYC6cVvtP9Zxxa45DMwGgTqMJW00Ol8s4Fu6JB5wSMT+kG5LlRrhRbNQpja7bBKO+jwXPZKIjHoJW+rKf/NGVMLaxS03CXMPQ+M7toj4qjLANBXRcdWafYYp0oBRVszmOJNfL4bPWw4jV5ub98JSqvAUh75mXRjGJh2/4r3/uaNM1q4PFRy5M3pxolOo5FKRwhZ7da1WEARBbpfncrGuphoK5YJZLVMfV6pZ5Tv//alYZs8VwoxPDuJYycLgXbQq/gOByhZ/cVNIIWxjcAxS+i6NpvCFEq0RATBwahQyY/Rm3TB4INUZo+NuSsvjJcZQ8IpYAqnB5hgDDC+PpFKT54i77SzAPLXPMkX8p0cGS7IW3qO5AOBavMG3u61KldCQI0dZHUWeyrqZJn8fAMhJxMJlOxIAQE7Khk12CmByLb3Dtae9JsrKitwRiOcxAmCQPpMxRNE+CQDQjXF427xDp2CZcZX0UjbXWKrjSKrSH9cPl/c2qRSxs1Q8od/hmhLRdKMV3fnkf99d5qjF1E/f2r24tG8JOUqNjvGIU/rm5ycG5xah0mqT6HWBJgBRVMjFEvE+5SgKZJnP0/m84WO1IvU0l4mwQGg2OgwGhig2huYpg6USS5SOyzH0Qown24Fm17+1/phxoPd1AM+KtvdO4idUiWcMhJ8hkEvsKurSjvowGEl0AGDedXLY5nD+Zhk1ekjbdFVgmmDy9Va9WS+9AoCC3yo5UDDp6nB2CADzZkpL455WRgCAt/J2sSQ1n5zsMk87ANXDj7alxTEUjin/+Zu1RDFvOFhbZpvOLxONCQDZO9GzD7zPYhhBEORN8lwudsz7umjQLxDuGYsktI5/8Q//dE8aLwYFb99hep1HYqo0GDxmsCQX2NN+GAn3RbFxs11jFjLR993nVpmAJ9K7ApFytRAKeFVs1oHsbAwARJVHZ0hP6p2ofe+hqgmDIyrTFTiWsBkGx9EBW2w5zXiZm4ZknyjYVhXmSMAvXtn3pTzULZHjWHLnpx+pLT6FiimLjyc5J2XdicV0WwdC32Xiyu8xKxibyggJQM4a1m2q9OiQ/sHPv1Se1CInAipTf+QKZSr5+IXHqmftMQJNHACG8WM2hZaZkT7JI4pcJxeypPqj0/M8ARPd3d/88i69OCdO9h6KgnUAuJLtLHKOe7PppF/S7y1SdnYPpObusCraeyBPTABg3CiGvS69nMPROs0qPlt5eCgTK3UOG2dPc14mMf+mROmPXMoXtzyFBg4AZFVI5WkMHh1t97wP7YBgw+Q61Mp4QrVg/f6HvxWUBld7j/gKtYzNUcn3l9/9vazZClGYIoeO+87HSxJfws2kS83Wo/NktZILeDw6xrbIl54DAAyOqGvGzIjImpbklsuAj7/JtTsOBRKJ2617wJbG23gtc+112oW7VGtuAAATLCZaeOIplDxslshsE9z7vw8oojOvhSNVa1l0kcFmVjCYKrvbe12p5CM+t1q8v2tIvq5fUQRBkNfquVwkMyahwhlIJq+xOQDeDpw4QtXxsBxWWywGuc4XuXYplPYI9vX1vbDRn64OAQDIeTURyg3mo/ylw2KwOHypdMx5qNeYjhI3W0rxbiR+nerMxvVsOFjBYZjyxQf4KHXm0Wt1x2dFAKIQuKqPCLyZvsyV+l0sZLWGc6WUz64z642GYL2B5TLX1TFMWtlArEn0826vw3cW8Zu1WsNx9mltVrKRPlFpTDa9NVYfAtG9OD3WGy3ui1Q06NUrtfZA/maD6xgrRs/jE4B6/uosjxUu/Bad4eg4OgEoXTvs1xjAPHcaKnVmAOO4w19o3Ww0wWu5gMcbTCcrANNkInxZmwLAsJJyG9Rag6s0xEeFa7tBa7SdNkkCi0TLnSnZK16lM91B9+rQfJqszgGA6FwmU/kqlgsm+gD9wsU11h0Ukx6jQqY7CkUqk0klkK72KrlTk2JvZ/kz5hnAJO5z2rRSocVfHuKdYthmMhhcoXT6+lCn01n85d7NHH6UPb2sj0m8mbrIVfFZ/+r0UKvR+zJdGBRDieyEJIrRgF6pNrtiAwIAgJx1r+yWQLLSql4ZjUaTxnyZzSejoYs6Du24P1WsZqIOs9FqDaRTUY9RozW5S6irF4Igb6jn993go0a9P3vppQAAMG9X0UbE160akPH8qFsIgiDI6/Amn+t/YxDz6Z87xoggCIK8GigXEQRBEOQZlIsIgiAI8sz/A5AR3hj6qgylAAAAAElFTkSuQmCC" alt="" /></p>
]]></content:encoded>
			<wfw:commentRss>http://www.reussir-au-quotidien.fr/2012-crise-hotellerie-tourisme-hotel-reservation-france/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Etre clair sur ses attentes !</title>
		<link>http://www.reussir-au-quotidien.fr/commerce-alimentaire-transmission-reprise-magasin-proximite-entreprise/</link>
		<comments>http://www.reussir-au-quotidien.fr/commerce-alimentaire-transmission-reprise-magasin-proximite-entreprise/#comments</comments>
		<pubDate>Thu, 18 Apr 2013 09:04:48 +0000</pubDate>
		<dc:creator>Jean Francois Trouillard</dc:creator>
				<category><![CDATA[Transmissions]]></category>
		<category><![CDATA[alimentaire]]></category>
		<category><![CDATA[CCI]]></category>
		<category><![CDATA[commerce]]></category>
		<category><![CDATA[creation]]></category>
		<category><![CDATA[entreprise]]></category>
		<category><![CDATA[formation]]></category>
		<category><![CDATA[fournisseurs]]></category>
		<category><![CDATA[In extenso]]></category>
		<category><![CDATA[inextenso]]></category>
		<category><![CDATA[Pays d’Anjou Initiatives]]></category>
		<category><![CDATA[proxi]]></category>
		<category><![CDATA[proximite]]></category>
		<category><![CDATA[reprise]]></category>
		<category><![CDATA[slider]]></category>
		<category><![CDATA[transmission]]></category>

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		<description><![CDATA[Marie BORJON-PIRON, vous avez repris un commerce alimentaire de proximité, pourriez-vous nous décrire quels ont été les éléments déclencheurs de cette décision ? En tant qu’auxiliaire de vie à domicile en ...]]></description>
			<content:encoded><![CDATA[<p><span style="color: #000080;"><strong>Marie BORJON-PIRON, vous avez repris un commerce alimentaire de proximité, pourriez-vous nous décrire quels ont été les éléments déclencheurs de cette décision ?</strong></span></p>
<div id="attachment_1858" class="wp-caption alignleft" style="width: 248px"><a href="http://www.reussir-au-quotidien.fr/wp-content/uploads/2013/04/photo-marie-et-pascaline1.jpg"><img class="wp-image-1858 " title="photo-marie-et-pascaline" src="http://www.reussir-au-quotidien.fr/wp-content/uploads/2013/04/photo-marie-et-pascaline1-300x225.jpg" alt="" width="238" height="178" /></a><p class="wp-caption-text">Marie et Pascaline</p></div>
<p>En tant qu’auxiliaire de vie à domicile en congés parental depuis trois ans, j’avais envie de changer de métier. Par ailleurs, une amie Pascaline Pasquier, coiffeuse à domicile, avec qui j’en discutais souvent, avait l’ambition de reprendre un commerce. Partageant de nombreuses activités associatives, nous étions convaincues de pourvoir travailler ensemble. Tout est parti de là.</p>
<p>Puis, cliente régulière du commerce en question, je m’entendais très bien avec la gérante qui exprimait de temps à autres le désir de partir à la retraite et de céder son activité.</p>
<p>Nous avons beaucoup discuté ensemble et échangé. C’est ainsi qu’elle a pris la décision de nous céder son commerce.</p>
<p><span style="color: #000080;"><strong>Quelles ont été les étapes préalables à cette reprise ?</strong></span></p>
<p><strong></strong>Tout d’abord, je suis allée suivre une <strong>formation</strong> d’une semaine proposée par la CCI centrée sur la création et la reprise d’entreprise, ce qui m’a familiarisé avec bons nombres de fondamentaux.</p>
<p>Par ailleurs, nous avons eu <strong>la chance d’être aidées par nos conjoints respectifs</strong>, l’un étant chef d’entreprise et l’autre étant commercial dans l’alimentaire.</p>
<p>Puis, nous avons eu le <strong>soutien de Pays d’Anjou Initiatives</strong> qui s’est traduit, entre autres, par l’obtention d’une <strong>aide financière</strong> pour renforcer notre trésorerie de départ.</p>
<p><span style="text-decoration: underline;">Enfin, nous avons pris le parti de bien nous entourer, avec :</span></p>
<ul>
<li><strong>un avocat</strong> pour la création juridique de la société et la formalisation de notre association avec Pascaline,</li>
<li><strong>le cabinet comptable In Extenso</strong>, à la fois pour la constitution des dossiers de financement mais aussi pour la préparation des entretiens auprès de nos interlocuteurs bancaires. Ce dernier point nous a été très utile pour défendre notre dossier et ne pas se faire surprendre et/ou déstabiliser par des questions que nous n’aurions pas anticipées. Et il y en a eu beaucoup !</li>
<li><strong>le responsable de notre enseigne</strong> pour nous accompagner dans l’étude de réimplantation du magasin.</li>
</ul>
<p>Pendant cette <strong>phase de préparation et de transmission</strong> qui s’est étalée sur une période de <strong>9 mois</strong>, nous avons pris aussi le temps de <strong>rencontrer chacun des fournisseurs</strong> existants et potentiels pour convenir des modalités et conditions de notre future coopération.</p>
<p>Cet aspect était clé car nous avions pour projet de<strong> faire évoluer le positionnement commercial</strong> du point de vente en intégrant une offre nouvelle s’appuyant sur des producteurs locaux (viande, miel, bière, vin, etc.) et ce dès le premier jour. Nous avions la conviction que cela était attendu par une clientèle désireuse d’accéder à des produits de qualité et de disposer d’une réelle traçabilité.</p>
<p><span style="color: #000080;"><strong>Au-delà du développement de cette nouvelle offre, quel positionnement souhaitiez-vous donner à votre commerce ?</strong></span></p>
<ol>
<li>D’une part, nous souhaitions <strong><span style="color: #000000;">élargir notre population de clients</span></strong> en attirant des personnes plus jeunes et en rompant avec l’image du « commerce de dépannage ». Ceci nous poussait à repenser en profondeur les gammes de produits proposées.</li>
<li>D’autre part, nos expériences respectives nous incitaient à prendre toute la mesure du <strong>rôle social</strong> que peut jouer un commerce de proximité. Nous sommes très soucieuses d’offrir un lieu agréable à nos clients, avec un effort particulier sur l’accueil et l’écoute active.</li>
</ol>
<p align="left"><span style="color: #000080;"><strong>Si vous aviez à conseiller quelqu’un qui, comme vous, souhaite se lancer dans la création ou la reprise d’un commerce alimentaire de proximité, quels seraient vos conseils et/ou recommandations ?</strong></span></p>
<ul>
<li><strong>Etre clair</strong> dans son esprit<strong> sur ses attentes</strong> (objectifs, motivations, etc.)</li>
<li>S’assurer d’avoir le <strong>soutien de son entourage familial</strong>, car cela nécessite un engagement significatif</li>
<li><strong>Etre disponible et patient(e)</strong> pour faire face aux imprévus, difficultés et autres déceptions qui jonchent le parcours d’un entrepreneur.</li>
</ul>
<p><strong><span style="color: #000080;">Quels sont les principaux points de vigilance de votre activité :</span><br />
</strong></p>
<ul>
<li>Rester bien entouré(e)</li>
<li>S’assurer d’être toujours cohérent(e)  vis-à-vis de sa clientèle (faire ce que l’on dit et dire ce que l’on fait)</li>
<li>Respecter une <strong>totale confidentialité des échanges avec ses clients</strong> tout en gardant une certaine neutralité dans ses propos.</li>
<li>Conserver un commerce de proximité dynamique en étant <strong>force de proposition</strong>/d’animation commerciale.<strong><br />
</strong></li>
</ul>
<p align="left"><strong><span style="color: #000080;">En quoi le soutien du cabinet In Extenso a été déterminant pour vous ?</span><br />
</strong></p>
<p><span style="text-decoration: underline;">Cela se situe à deux niveaux :</span></p>
<ul>
<li>Bien sur une<strong> parfaite technicité</strong> au niveau de la gestion, comptabilité, fiscalité, etc.</li>
<li>Mais aussi, une <strong>relation de confiance</strong> avec notre chargé de clientèle qui a fait preuve d’une très grande disponibilité.</li>
</ul>
<p align="left"><span style="color: #000080;"><strong>Comment vivez-vous cette première aventure entrepreneuriale ?</strong></span></p>
<p align="left">Entreprendre, <strong>pouvoir se dépasser</strong>, se prouver que l’on est capable de surmonter les difficultés avec succès apporte une très grande satisfaction. Bien sûr, c’est <strong>une responsabilité vis-à-vis de son entourage</strong> personnel et professionnel mais cela reste un choix pleinement assumé et une vraie liberté.</p>
<blockquote>
<p align="left"><span style="color: #000080;"><strong>C’est aussi une formidable aventure humaine !<br />
</strong></span></p>
<p>&nbsp;</p></blockquote>
<p align="left"><span style="text-decoration: underline;"><div class="alert bleu"></span><strong><span style="text-decoration: underline;"><br />
L’avis de l’expert :</span></strong></p>
<p><em>Au cours d’une démarche de création, notre rôle est avant tout de rassurer les créateurs dans le flou que représente l’administration d’une entreprise et de mettre un peu d’ordre dans leurs nombreuses idées. La méthodologie mise en place pour la <span style="color: #000080;"><strong><span style="text-decoration: underline;"><a href="http://www.pointc.fr/" target="_blank"><span style="color: #000080; text-decoration: underline;">création d’entreprise chez In Extenso</span></a></span></strong></span> permet de ne pas griller des étapes importantes (étude de marché, aides, financement…).<br />
</div></em></p>
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