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 <title>Blog de Brigitte Denis</title>
 <link>https://www.crifa.ulg.ac.be/blogs/brigitte-denis</link>
 <description></description>
 <language>fr</language>
<item>
 <title>Se former en techno-pédagogie ?</title>
 <link>https://www.crifa.ulg.ac.be/blog/brigitte-denis/se-former-en-techno-pedagogie</link>
 <description>&lt;div class=&quot;field field-name-ds-user-picture field-type-ds field-label-hidden&quot;&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/equipe/brigitte-denis&quot;&gt;&lt;img typeof=&quot;foaf:Image&quot; src=&quot;https://www.crifa.ulg.ac.be/sites/default/files/styles/user/public/pictures/picture-42-1638285016.png?itok=erhYN6x5&quot; width=&quot;150&quot; height=&quot;150&quot; alt=&quot;Portrait de Brigitte Denis&quot; title=&quot;Portrait de Brigitte Denis&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;Soumis il y a 2 années 6 mois par &lt;a href=&quot;/equipe/brigitte-denis&quot; title=&quot;Voir le profil utilisateur.&quot; class=&quot;username&quot; xml:lang=&quot;&quot; about=&quot;/equipe/brigitte-denis&quot; typeof=&quot;sioc:UserAccount&quot; property=&quot;foaf:name&quot; datatype=&quot;&quot;&gt;Brigitte Denis&lt;/a&gt;.&lt;h2&gt;Se former en techno-pédagogie ?&lt;/h2&gt;&lt;p&gt;Depuis plusieurs années, le Centre de Recherche sur l&#039;Instrumentation, la Formation et l&#039;Apprentissage de l&#039;Université de Liège (CRIFA-ULiège) propose diverses possibilités de formation à l&#039;intégration du numérique aux pratiques pédagogiques.&lt;/p&gt;
&lt;p&gt;Certaines d&#039;entre elles sont des certificats d&#039;université :&lt;br /&gt;
- Le certificat Form @ TICEF : Concevoir et mettre en oeuvre des dispositifs de formation intégrant le numérique&lt;br /&gt;
- Le certificat en Tutorat à distance (T@D) : Scénariser, implémenter et réguler son e-tutorat dans des des activités à distance ou des dispositifs hybrides&lt;br /&gt;
- Le certificat en Gestion de Dispositifs Techno-Pédagogiques Innovants (GDTPI) : Gérer l&#039;innovation dans des dispositifs intégrant le numérique&lt;/p&gt;
&lt;p&gt;Ces dispositifs de formation sont organisés en horaire décalé et de manière hybride (en présentiel et à distance). Ils s&#039;ancrent directement dans la pratique des participants. &lt;/p&gt;
&lt;p&gt;Une séance d’information sur ces trois certificats le jeudi 1er septembre, de 17h30 à 19h. La participation à cette séance ne vous engage à rien.&lt;br /&gt;
Adresse :&lt;br /&gt;
   Sart-Tilman, Place des Orateurs 1&lt;br /&gt;
   4000 Liège&lt;br /&gt;
   Bâtiment B32 (la salle sera communiquée prochainement), près du parking D&lt;/p&gt;
&lt;p&gt;Si vous désirez participer à la séance, merci de confirmer votre venue par mail. Nous restons à disposition pour toute question ou complément d’information.&lt;br /&gt;
Contact : &lt;a href=&quot;mailto:pauline.haas@uliege.be&quot;&gt;pauline.haas@uliege.be&lt;/a&gt; ou &lt;a href=&quot;mailto:meline.lenart@uliege.be&quot;&gt;meline.lenart@uliege.be&lt;/a&gt;&lt;/p&gt;
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 <pubDate>Wed, 06 Jul 2022 12:06:00 +0000</pubDate>
 <dc:creator>Brigitte Denis</dc:creator>
 <guid isPermaLink="false">244 at https://www.crifa.ulg.ac.be</guid>
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 <title>Invitation : Développer la Pensée Informatique et Algorithmique dès le plus jeune âge </title>
 <link>https://www.crifa.ulg.ac.be/blog/brigitte-denis/invitation-developper-la-pensee-informatique-et-algorithmique-des-le-plus-jeune</link>
 <description>&lt;div class=&quot;field field-name-ds-user-picture field-type-ds field-label-hidden&quot;&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/equipe/brigitte-denis&quot;&gt;&lt;img typeof=&quot;foaf:Image&quot; src=&quot;https://www.crifa.ulg.ac.be/sites/default/files/styles/user/public/pictures/picture-42-1638285016.png?itok=erhYN6x5&quot; width=&quot;150&quot; height=&quot;150&quot; alt=&quot;Portrait de Brigitte Denis&quot; title=&quot;Portrait de Brigitte Denis&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;Soumis il y a 5 années 2 semaines par &lt;a href=&quot;/equipe/brigitte-denis&quot; title=&quot;Voir le profil utilisateur.&quot; class=&quot;username&quot; xml:lang=&quot;&quot; about=&quot;/equipe/brigitte-denis&quot; typeof=&quot;sioc:UserAccount&quot; property=&quot;foaf:name&quot; datatype=&quot;&quot;&gt;Brigitte Denis&lt;/a&gt;.&lt;h2&gt;Invitation : Développer la Pensée Informatique et Algorithmique dès le plus jeune âge &lt;/h2&gt;&lt;p&gt;Afin de partager avec notre équipe certains travaux et réflexions menés dans le cadre du projet Erasmus+ PIAF (Pensée Informatique et Algorithmique au Fondamental ), nous invitons cordialement les enseignants, formateurs, animateurs... intéressés par le développement et la mise en oeuvre d&#039;activités liées au développement de la PIAF chez les jeunes enfants.&lt;/p&gt;
&lt;p&gt;Cet événement se déroulera le mercredi 29 janvier prochain, de 13h30 à 17h30.&lt;/p&gt;
&lt;p&gt;Plus d&#039;information et inscription : voir le &lt;a href=&quot;https://piaf.loria.fr/2020/01/09/seminaire-developper-la-pensee-informatique-et-algorithmique-des-le-plus-jeune-age/&quot;&gt;site Erasmus+&lt;/a&gt;&lt;/p&gt;
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 <pubDate>Fri, 10 Jan 2020 15:25:32 +0000</pubDate>
 <dc:creator>Brigitte Denis</dc:creator>
 <guid isPermaLink="false">196 at https://www.crifa.ulg.ac.be</guid>
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 <title>Pensée Informatique et Algorithmique au Fondamental (PIAF)</title>
 <link>https://www.crifa.ulg.ac.be/blog/brigitte-denis/pensee-informatique-et-algorithmique-au-fondamental-piaf</link>
 <description>&lt;div class=&quot;field field-name-ds-user-picture field-type-ds field-label-hidden&quot;&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/equipe/brigitte-denis&quot;&gt;&lt;img typeof=&quot;foaf:Image&quot; src=&quot;https://www.crifa.ulg.ac.be/sites/default/files/styles/user/public/pictures/picture-42-1638285016.png?itok=erhYN6x5&quot; width=&quot;150&quot; height=&quot;150&quot; alt=&quot;Portrait de Brigitte Denis&quot; title=&quot;Portrait de Brigitte Denis&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;Soumis il y a 5 années 4 mois par &lt;a href=&quot;/equipe/brigitte-denis&quot; title=&quot;Voir le profil utilisateur.&quot; class=&quot;username&quot; xml:lang=&quot;&quot; about=&quot;/equipe/brigitte-denis&quot; typeof=&quot;sioc:UserAccount&quot; property=&quot;foaf:name&quot; datatype=&quot;&quot;&gt;Brigitte Denis&lt;/a&gt;.&lt;h2&gt;Pensée Informatique et Algorithmique au Fondamental (PIAF)&lt;/h2&gt;&lt;p&gt;Il y a plus d’un an (blog du 22/1/2018), j’évoquais le regain d’attention pour des activités visant le développement de Pensée Informatique et Algorithmique (PIA), notamment celles relatives au domaine de la robotique pédagogique.&lt;/p&gt;
&lt;p&gt;C’est un fait. Un consensus se dessine à propos de la nécessité de développer des compétences numériques chez le citoyen. L’école est donc inévitablement concernée, même si elle n’est pas la seule à pouvoir agir en ce sens. Les plans stratégiques récents issus de différents gouvernements (France, Luxembourg, Belgique…) le confirment. Au niveau européen, le référentiel DigComp 2.1 fait figure de référence commune. Dans différents pays de l’Union Européenne, on le retrouve décliné sous différentes formes, en fonction des liens avec la politique du pays concerné. Ainsi, en France, ce « cadre de référence des compétences numériques » est pris en considération pour remplacer le B2i. En Belgique, les travaux issus de la réforme liée au « Pacte pour un enseignement d’excellence » en Fédération Wallonie Bruxelles vont également déboucher sur une version adaptée de ce référentiel. C’est principalement avec la section 4 « programmation » du domaine 3 (création de contenus) que l’on peut faire des liens avec la PIA.&lt;/p&gt;
&lt;p&gt;Attention, il ne faut pas perdre de vue que PIA n’est pas synonyme d’informatique ou de programmation. S’il est vrai que le concept d’algorithme est de prime abord souvent associé à l’informatique et à la programmation, la pensée algorithmique peut se développer indépendamment de celles-ci. C’est une étape de la pensée informatique qui consiste à structurer, organiser des actions et les décrire en tâches simples permettant de résoudre un problème. Ces actions élémentaires sont exprimables en langage naturel ou sous diverses formes de codage (ex. pictogrammes, organigramme…). Si le but envisagé est son exécution par une machine, l’algorithme sera traduit dans un programme recourant à un langage de programmation.&lt;/p&gt;
&lt;p&gt;Dès lors, les activités contribuant au développement de compétences en PIA peuvent être de différents types, à savoir « branchées » ou « débranchées » (sans machine ni langage de programmation). Il est fréquent – mais pas du tout obligatoire !- de proposer de démarrer par des activités débranchées, qui ne nécessitent guère de ressources en termes de matériel ou de logistique, puis de passer à d’autres activités recourant à de l’équipement (dont des robots) et des langages de programmation.&lt;/p&gt;
&lt;p&gt;Quel que soit le type d’activités considéré, il importe qu’un lien clair soit établi entre les compétences ciblées et les activités d’apprentissage proposées.&lt;/p&gt;
&lt;p&gt;Depuis septembre 2018, le projet Erasmus+ PIAF (PIA dans l’enseignement Fondamental) mené par un consortium de 4 universités où sont rassemblés des experts en techno-pédagogie et en sciences informatiques, se penche sur la question du développement de compétences en PIA chez les élèves depuis la maternelle jusqu’à leur entrée dans l’enseignement secondaire. Après analyse de différents référentiels - dont DigComp, cette équipe a opté pour l’élaboration d’un référentiel de compétences-cibles spécifiques à la PIA. Ce dernier a fait l’objet de validations et de régulations, notamment lors de formations visant son appropriation et le développement de scénarios pédagogiques assurant une concordance entre les activités proposées et les compétences ciblées. Ce référentiel de compétences, accompagné d’exemples et d’un glossaire sera disponible en trois langues d’ici fin d’année. De plus, les autres ressources (scénarios pédagogiques, ressources didactiques…) produites conjointement par les équipes seront progressivement mises à disposition de la communauté éducative. Des séminaires seront organisés à Liège, Nancy, Luxembourg et Saarbrück en 2020 et 2021 afin de partager les ressources et résultats.&lt;/p&gt;
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 <pubDate>Fri, 27 Sep 2019 11:24:57 +0000</pubDate>
 <dc:creator>Brigitte Denis</dc:creator>
 <guid isPermaLink="false">192 at https://www.crifa.ulg.ac.be</guid>
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 <title>La robotique pédagogique, 30 ans trop tôt ?</title>
 <link>https://www.crifa.ulg.ac.be/blog/brigitte-denis/la-robotique-pedagogique-30-ans-trop-tot</link>
 <description>&lt;div class=&quot;field field-name-ds-user-picture field-type-ds field-label-hidden&quot;&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/equipe/brigitte-denis&quot;&gt;&lt;img typeof=&quot;foaf:Image&quot; src=&quot;https://www.crifa.ulg.ac.be/sites/default/files/styles/user/public/pictures/picture-42-1638285016.png?itok=erhYN6x5&quot; width=&quot;150&quot; height=&quot;150&quot; alt=&quot;Portrait de Brigitte Denis&quot; title=&quot;Portrait de Brigitte Denis&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;Soumis il y a 7 années 1 semaine par &lt;a href=&quot;/equipe/brigitte-denis&quot; title=&quot;Voir le profil utilisateur.&quot; class=&quot;username&quot; xml:lang=&quot;&quot; about=&quot;/equipe/brigitte-denis&quot; typeof=&quot;sioc:UserAccount&quot; property=&quot;foaf:name&quot; datatype=&quot;&quot;&gt;Brigitte Denis&lt;/a&gt;.&lt;h2&gt;La robotique pédagogique, 30 ans trop tôt ?&lt;/h2&gt;&lt;p&gt;En septembre 1987, je publiais un article dans la revue Éducation – Tribune libre  intitulé &lt;em&gt;Technologie de contrôle et LOGO ou l’apprentissage de la robotique, ses enjeux, ses modalités&lt;/em&gt;. Convaincue de l’importance de développer différentes catégories de compétences (informatique, démarche de résolution de problèmes, socialisation et autonomie) tant chez les jeunes (à partir de l’école maternelle) que chez les enseignants, dès 1982, j’ai développé et expérimenté, avec des collègues du Laboratoire de pédagogie expérimentale de l’Université de Liège, des activités recourant à différents micromondes LOGO. En 1987, celui de la robotique pédagogique s’est ajouté à notre liste.&lt;/p&gt;
&lt;p&gt;Différentes recherches ont été menées à travers le monde concernant leur implémentation et de leur impact. À Liège, nous nous sommes notamment penchés sur l’étude du profil d’animateur de tels environnements informatiques qui permettrait d’atteindre avec plus ou moins d’efficacité les objectifs poursuivis.&lt;/p&gt;
&lt;p&gt;Exploités à travers tous les continents, tantôt faisant partie de curriculums de formation nationaux, tantôt relevant d’initiatives personnelles (formations formelles ou non), l’engouement pour ces micromondes a diminué au fil du temps. Pourtant certaines firmes ont continué à produire et à développer du matériel et des logiciels susceptibles de contribuer à développer certaines des compétences susmentionnées, que ce soit au cours d’activités menées à l’école, lors d’activités extrascolaires ou encore en famille.&lt;/p&gt;
&lt;p&gt;Depuis peu, on voit (re)surgir dans divers pays un intérêt pour l’apprentissage de ce que l’on nomme la Pensée Informatique et Algorithmique. En 2011, Wing décrit le &lt;em&gt;Computational Thinking &lt;/em&gt;ou pensée informatique comme « &lt;em&gt;Les processus de réflexion impliqués dans la formulation de problèmes et leurs solutions afin que les solutions soient représentées sous une forme qui puisse être efficacement effectuée par un agent de traitement de l&#039;information »&lt;/em&gt;.&lt;/p&gt;
&lt;p&gt;Il faut attendre que souffle un vent nouveau sur la Wallonie, celui de l’apprentissage du code, avec des initiatives internationales (ex. &lt;em&gt;Hour of code, Kodo&lt;/em&gt;) et locales (ex. &lt;em&gt;WallCode&lt;/em&gt;) pour que l’intérêt pour la programmation et pour la pensée informatique et algorithmique (re)fassent surface. Les programmes scolaires actuels (et ceux en devenir via le Pacte d’Excellence) commencent seulement à mettre l’accent sur le développement des compétences en informatique dans l’enseignement secondaire. Or, une introduction précoce à la pensée informatique et algorithmique (PIA) ainsi qu’à la programmation permettrait une maîtrise progressive des compétences visées.&lt;/p&gt;
&lt;p&gt;C’est dans ce sens que l’équipe du CRIFA continue ses actions, utilisant du matériel et des logiciels/langages (ré)actualisés, dans le cadre de formations ou de recherche-action (cf. projet tandem mené avec des écoles rurales dans le cadre du plan École numérique développé par le SPW).&lt;/p&gt;
&lt;p&gt;À suivre ...&lt;/p&gt;
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 <pubDate>Mon, 22 Jan 2018 17:52:26 +0000</pubDate>
 <dc:creator>Brigitte Denis</dc:creator>
 <guid isPermaLink="false">169 at https://www.crifa.ulg.ac.be</guid>
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 <title>Un grand homme nous a quittés : Hommage à Seymour Papert</title>
 <link>https://www.crifa.ulg.ac.be/blog/brigitte-denis/un-grand-homme-nous-quittes-hommage-seymour-papert</link>
 <description>&lt;div class=&quot;field field-name-ds-user-picture field-type-ds field-label-hidden&quot;&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/equipe/brigitte-denis&quot;&gt;&lt;img typeof=&quot;foaf:Image&quot; src=&quot;https://www.crifa.ulg.ac.be/sites/default/files/styles/user/public/pictures/picture-42-1638285016.png?itok=erhYN6x5&quot; width=&quot;150&quot; height=&quot;150&quot; alt=&quot;Portrait de Brigitte Denis&quot; title=&quot;Portrait de Brigitte Denis&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;Soumis il y a 8 années 5 mois par &lt;a href=&quot;/equipe/brigitte-denis&quot; title=&quot;Voir le profil utilisateur.&quot; class=&quot;username&quot; xml:lang=&quot;&quot; about=&quot;/equipe/brigitte-denis&quot; typeof=&quot;sioc:UserAccount&quot; property=&quot;foaf:name&quot; datatype=&quot;&quot;&gt;Brigitte Denis&lt;/a&gt;.&lt;h2&gt;Un grand homme nous a quittés : Hommage à Seymour Papert&lt;/h2&gt;&lt;p&gt;J’ai été très émue suite à l’annonce du décès de Seymour Papert. Âgé de 88 ans, il s’est éteint ce 31  juillet 2016. Ses actions dans le domaine des technologies éducatives ont marqué le monde de l’éducation depuis près d’une cinquantaine d’années et continuent d’influencer les pratiques de nombreux pédagogues.&lt;/p&gt;
&lt;p&gt;&lt;img alt=&quot;http://dailypapert.com/wp-content/uploads/2012/05/Papert-waving-200x200.png&quot; class=&quot;transparent&quot; src=&quot;http://dailypapert.com/wp-content/uploads/2012/05/Papert-waving-200x200.png&quot; /&gt;&lt;/p&gt;
&lt;p&gt;Philosophe, docteur en mathématique, il a enseigné dans différentes universités. Il fut collaborateur de Jean Piaget durant plusieurs années à Genève, puis co-directeur du laboratoire d’Intelligence Artificielle au &lt;em&gt;Massachussets Institute of Technology&lt;/em&gt; (MIT), ce qui l&#039;a amené à développer fin des années 60 le langage LOGO et à diriger différentes recherches sur son utilisation pédagogique. L&#039;idée de micromonde a été lancée par Seymour Papert dans son célèbre livre &lt;em&gt;Mindstorms: children, computers, and powerfull ideas&lt;/em&gt; (1980) traduit en français sous le titre &quot;Jaillissement de l&#039;esprit&quot;.&lt;/p&gt;
&lt;p&gt;Les micromondes LOGO prennent donc leur source dans la théorie constructiviste piagétienne et l’intelligence artificielle. Papert s&#039;oppose à l&#039;idée que l&#039;utilisation de l&#039;ordinateur en pédagogie revient à programmer des enfants et est réservée à une élite intellectuelle. De ses travaux se dégagent &quot;deux directions de recherche peu connues : l&#039;étude de structures intellectuelles qui pourraient se développer chez l&#039;enfant et la conception d&#039;environnements d&#039;apprentissage favorisant les structures intellectuelles et leur faisant écho&quot; (Papert, 1981, p. 200). C’est ainsi que divers micromondes ont vu le jour (physique dynamique, musique, robotique pédagogique...).&lt;/p&gt;
&lt;p&gt;Sa théorie, le constructionisme, ses travaux et sa créativité dans le domaine de l’apprentissage et des technologies éducatives ont influencé nombre d’entre nous.&lt;/p&gt;
&lt;p&gt;Abordable tant par la limpidité de ses idées et de ses réalisations concrètes que par son ouverture d’esprit et son charisme, Seymour Papert a fait nombre d’émules parmi les chercheurs et les formateurs (enseignants, animateurs...) à travers le monde. Quel plaisir de l’avoir rencontré personnellement à différentes reprises (Paris, 1982, Bologne, 1986, Petit-Rechain (!), 1988) et d’avoir pu profiter des résultats de ses travaux et de ceux de son équipe !&lt;/p&gt;
&lt;p&gt;Depuis 1982, je me considère comme une disciple de Papert. C’est Jean-Luc Hardy, chercheur dans l’équipe de Dieudonné Leclercq (technologie de l’éducation) au Laboratoire de pédagogie expérimentale (Lpe) du Professeur Gilbert de Landsheere de l’Université de Liège (ULg) qui m’a fait découvrir le langage LOGO. Immédiatement, ceci a fait écho avec mes conceptions de l’apprentissage, à savoir le socio-constructivisme (Piaget, Doise, Mugny et Perret Clermont).&lt;/p&gt;
&lt;p&gt;&lt;img alt=&quot;&quot; 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ktVFu23GDsv207cnrS7I/vbR3OOXBZ%2BdGLW68Ej%2Bjx31%2B9mRB/dmfW%2B4cH/SZkdY5JZ31IfeYY4vT3iwIuEm6rQ4XL1uY%2BaVGbvzPmIWHbVem7g2s7kuKYhLozQWpLAJ1A5S6SAUDlKZRyodpNJGKi2E0kRqcgi1GylyANKcINWZlDqTUmdTKgOlMlIqI6k2EmoTYiyIsSHWAdk8xBUilTmkRxkhN%2BqXWHdafxq8vDBqlK2FbP/AhZlHi%2B7qZtv0s292H1tAiI%2BN2XJ20a78nYmXZUMS9YtS8i7dmrX6G9g5s8dSV1ZeSW7W2XTzHX6iFXTNIzRlLbivTqd/ZytwTNiaDz4%2BH6aw7zh2wXiy4GjG1U4TCsRD3Vt3583d6yM0OYDJBUxpC23BLuu5IQtPhH56YMiCvMNpV75OuDp2%2Bf71GZe79rQNXJC1z/5dWzqLHfn17uSbtqJfdqR9EzenuMfaK5ETnAsOuTclezv1y5aPzdt5qqT/fAtof2zt6dsDl2QCsRmoLEhtQWoLwVgIxkYyLpJxEeo8Qm0nGCtSm4HKgBgfUpoA0biagVIZ/17RLITGRrAOxLkgbyU1JwJ0LhRRHKbKUE00jN1YtD3jhyUb3AuXHMsr/mHCKvOYLRe7zbwE6BKhOmW789sViddh%2B8ND19jXHzYs31362fAv5x47t36PdX%2Ba6ZDpe/EYG5DnCmOLQJcTe45d8pwtm7C6hOxwqYnSsPpARkqiNc3zy/iEy7OPnHec%2BUUxxAC6XRTF5iGlK1hh3Go8t992d9a%2B%2B0tPPPhiY5Kx6OzgWcfTztwavyxrwNijlps/zzx8blZi6aCFOev3W7LyHvaZdHbQimuq4VlrDhitJd/O2Xd2xenvMwt%2B7NbjpKCrcV3S9WFLUoH8X8msBGMlNW%2BpBtVGgvERKjMgNCcIJpNkMkl1Nqk2kGoDqTaSr1Y0K6GxEVwe4lwEayfUuUKNV8Ck9t9eoBjvBG2Phyh2H3HcOZXn23DCFyjeD7odEahTSU0%2B6H5yg/HyqBV28N7%2BURv9X2wxjJhv3Om3TN5jH/5F7q6sS8uO2ybvdEPJUdD1hHxC2nHLvaM5JUv2nQftDrTk9x62Fh/PtG5ILWjd/3hQ5OFVB69M330lmHUJtfkinbeFLm9DxjcDl6WHdT8QIDk2a//pE/kXZ266uCH52v7Mc1/MduxM/6Zp9OGwHvnwg4Ql2/2rDn9DdT9EKI6G0AmzD5xbnXIzNHLHu%2BzOQ5l3B8/3UZ0O7bHci19lA1IrUtkJtZ1QO0jGQTJ5b6%2BmKfi31SiNidRYCI2VZO0El4c4J6UtFGidIt4boLPErM9fZfyVm2sbsT1/XWLZsp2OtMLnE3adH7P3zLCNt1vFnRVEZa/Juj54TRFol9xv7YVRm85%2BoN%2Bbde9B7yVuOt6%2B8tTtyAE7Np3%2BferBa4M3F2433%2Bw72yEfeXy3%2Bf7YXaXz0i6vTPpmzNLcucfuhuqs4HNL74X%2Bham3AzTpJOOFrD2Uz1%2BZfp%2BbYwWd0kjatTL3W36GHbTfHdD94Oa0e0u3%2Bdec%2Bh7SOYTqNujgGb6q6ETJ7elHzkw8/M3UPd/NO1AybW8ZisgN7O5avPeHMZtLQPf1C07e6DO3AMhfXduSjJNknJTG9WY1pM4lNAWk2vz2GSrQmCjWSrI2inOQvJPQ5gOlU6A1CvkCkeKKQJESMe746I3fj11/t2Pvg%2B%2Bq9/ebc3ncuu8HrPBpFviDVGWUwv7ZqPTWvdKg1PnhKE%2B7MedB96/kU7ytootaD7N2mWUPFCe14V19116MW%2Bujx%2BbDqJwgxvz5YGPMsjJu5fnWMenvcKa2g8sCowuR0hvAnWwzwkYpyoDKi2I9pKqg6zj7%2B70tQHmGii77dLKlZd8Sge6KgHF%2B1Cej3aCEDqOswlgr0vhEXF7znpnqiUbFOIfmi7IeU290iUv8tKdBoL4sYs%2B265n93oAsoDd9NMzQnMmAKifJOOtLUZp8SpP/ZjWCySXZQlJtAaQmkVRnChpVY80U9081UptPck6osgnY8yKuRMinUmIj0fU8UvgBlwd0pUB%2BFnTLBZFpQJpKxvqgPg%2BI8yltEdHTBzQGoPCG9C4G3YsI6WUyJhuoDEImP0DtAeI8QPtFirNC3TdIfYGIKAARViD3IoU7kPVAlRnxxYj/FrD5QGYVMncE%2BjNAmw9UpVCRGqDzIfYSiCkA6lQU7UWaHwitCzBGqHEAlRNyFlJvFurtIt1lEOkECg%2BQ5YNOdlKZBlkHijkjjLWS8kwgdgDdDaQyh7Nu1DCZoHE1G1JbCMZEsgWkygpEbKpQlSVUZQqYHIqpn5smSmumtGaKtwi0NoHWIdQ6Ka2d5O0Enwe1Dqh1AZ0XcD6gKwR6P9D7gc4PtAWA9yOVHzF%2BxPiRuoRgSpDGD9lCyBYR2mLI%2BhHnR1wR0pQitgRxJVBTitgziC1DvB%2ByBYgrQmwh4ooQV0hwfsSWIrYEsaVQUwKYYsAWA63/Fd4PtMVQ6xfwRQK2kGQLSE0Byfoorv7HixBXgDgf4goIvghpCglNIdIUQLUXaXyQ8SLGgxgPYryI8SGmADE%2BxHoh60Ssk9A4CY2TUjsFaifBuAjGhdTOelDlgCqrQOuB8nwgYlOEqiyBumE13kzx9dXsAj5PqHVSvIPgHUibB7VOqM0HWjfQ%2BYCusAG%2BCDJ%2BqPZDtf/VAeP/%2B228hi1p7NX7/Mdr1UqgphhqigHr/6ea1g%2B0fqj1U3wRxReSXCHB%2BQiugGALGj0P4nyQ9UHGCxkv1HhfHTBe1BDUeCDrRBonwTiJ%2BnXtP1VLFqqyBOqshtUsFG%2BleJuAzxPwLqE2n%2BTzEOeAvBPwLsDnA94NtAWN3gbgigBT2Bj3Btbf2BvnQN4PuWLI%2BSHnB2zRK29UI7XFBO8n%2BH8%2Bm7f9Oh/QeF8HNW%2Bt5kIaV30pknFRalf9uENMXj2otkO1VaD1vrVaLqkxUbyN4m0UZxfwTgGfL9R6SN6FOCfkXIDPB5wH8F6gLQLa4gZ4P9AUNvbfVPtXl79B7j9XA1o/oS1BfDHiX53Z4OR/%2BADrfd2/qeZGGjfBuAnGTardlNr9P1bjTr6lGmejOAfF5Ql4l4B3C7VeincTfD7iPZD3QN5bv4oBbUkDfDHQ%2BBv5r2YoW4LY4tcRXMl/nKFA60faUsSXQr4EcsX1Gj0PYoshW/CfqzGvHiQYL8F4SbWXUnn/xxnKJb6tmp3i8ijOKeDzBZxHyHspzkNwbsR7IO%2BDfAHgC4G2GGhLG%2BBL3hxH/3W1Bgiu9F/H/75aMdSVAW3Zq1/NlwD%2BLU8FuQLAeV8H2f/X1QK1p0RMhkiTIdTkCFmTgLVQbP1ylifgnQLeLeDdAs5D8W5K6yZ5D9J6kbYQ6N4yXyBf/Lb3/6bSRuq7QE3x/1jtjQ/pbd5STVME2ULIFiLuFYIv%2BvvYhzgv4tyIdSN1PqFqiPUQrIdg3UjjRho3ZFyId1MaL1B6QJA2VcRkCJnXq9n/XTVC%2B69qbwn3b6o1bvT/XbVXg53g/P98QeG9iPcgzk2o81FDf1fzII0bMW7I5COth2L%2Bb1cDvB%2ByjSG%2B5D%2BCf0/nf5an15aqf%2BZ7o2X0bd58AYD9175cVA%2B9ep1FkCuEXAHkPJD1EBp3Y/9r1d7cwur3uP8ZbLB1%2BiHnf/u22GjLfqu37KENq2mLIF8M2OJXezdXCDgf4LyQ8zTyv1Tt/z8ztASxZYgtRWxx/SOQK/y/Us1J8Q4B7xTwHgHnod5ezQ%2B09Vc5RUBbBHR%2B8B%2BqnXntuOT1g//VanwRwdVfyZ159Y2H8yOuEHAewHkA5wX8KwRbP0m9sEE1D1B6gUifGsDmiNhsEWsM4MwBnDWAswVGm8NjSoR8IeJzyOisMI1HpPGSOjfJe0jeS/KFBO%2BHWgeIsQO%2BBGguAOYMofIHMvVvvgCxpaTuDOT9SFeMmBKR9qxAXSTirRRbIowuFfCliL0IdX6o80PuKuT9gC8AfCngSyBf%2Bg/t3/6%2B%2B7ZMjWfo2wayH2iKgKYIavwNFUFNEdQUQk0hZAteVePdgMsHnBOwLsiegbwPsbYAjZtUeIHGh3Q%2BkaIUyB1AGJ0awBkDOEMAlxvIWYI5azBvE%2BosIr2F0GYTvcyivn6BrIxUeimdm%2BI9FO%2BluEKKKyA0ZyBbLIz1EbGlqPd1wBcSvI3giyn%2BMmDOwbhiEFOMoq/A6HOINxN8EckXEZpbQOeneA9iLwF9EYguBNx3QFsIdd5XX7teA3Vljbyt2htXC2%2Bb/oDxN1QENAUNsAWAq%2BcBbD5gnZC1I60N6GyIs4bwecGsS8B7CZ03UH4WyCyNqwXy1kDehjQGxOYSahOUWklFIaRLSa6gcTXmDFIWh8cWkEoriLIDTT6I8RGMB3azg%2B5myJcCVRHo4gDyRMAehfxZKC%2BCkW6gThdojaTmAtSWAL0PcFcQX4y0BYgvbbCxakugrrSRt22ab1Zr/PUQscVvjLL6v8T8A7BFUFMMNX7IFgFNAWC8iMsXRjuR4gxJX0XMWRFfGqAoIbSeQEUJoM1AGJ0q4o0i3iDicgN4SwBvDdBaw6ItQXJHp57ZfSav6jNr9Yf90hCbT2k9/1Rj/YTODnhbyzjH0IWJYxYsjJuc0kqT1Wfp5plbR0/aNu/TwQc7Dds0ecPCWVuWsbMPNpUljFmyZ9HWedO3bmnRLwmpz0H%2BPIj2Av48yZUhvpDgil%2BH%2BGKoK2nkzfn4apq/5i0bNOcHXFFjfAOQ8yOmFDEliPFDphCqCwDjIzgnqcxHrAfo8kC0g9TkEfq8IJUfKEyNx1oQbw3ibUFqawh9fP2JtQ%2Bf0N/9oes9dycQmyid77WxVkjoSoC6tO2QvRfuj3pZ0aqwdCHbf3N28cTy2i6Pa/oOXzxnxqbRL6v71tZqj1oXdI0dd/m7cdV1na79Mqbd6H1AWUZyl2G0m9CWUdx58o0LBsT/VzMU6oobeXOGvv2at%2BFFHsH6SaaYZPwkU0iofUjtgUpXC31G936ruw6Y3XLAYaB3Im0xirYFq31AYXxrNTvUFEPJhgP2SRi3wVgx9cvtoOtpSltE8h6K91BcEckWBeq/gXRR5Ogtf7zshbHgzM0RskFTC84NwLgVxpKJi%2BOXbu6FK2iMm6YU9aKHT/j%2B3nSMP7z628BPxq6HSj/FfYdii4joMiF/VcCep9gyii0huVKSO0uy5wn%2BHNSdA7oyoDsLdWVQVwr154DuAtBdBNqLQHu2fh1E0aUo%2BgyKPgOjS5G%2BGOnPEvx5gitDbBnBnyf48wR3hmDPEJpSgitD/FmCP4fY84g7T2jLCK2f4IsQXwS1xQRfRmoKCdZHsj6CcQOVB6mNCw6v%2B/PZxD8f9l5yYAEl3yVkjURcbjDjBcpsINCfCuAMAVyOiDMG8KYA3hKgtaOYAqD%2BevT2hd4Lg8ye6ezME0BpF0S7CU0B0JwHqhKgcJK6PKDyfjj01L7U1WbzoKVHVrcbPa/gGy3GzapqOo5bO2jx9j51zzvh2uYJvhHte26ZtXbXhn0zZmw50Kz/KcRfBspiQB8AkTYQ6QPyIsiWIO1VgeIbQuwCslygzAMqD%2BAuIV0hoS0F2qtA6QXSTCBJArJTgPYAzRlCex4whUDqBLJ8UnMGMFeA0gJkJsCUkfoSIM0GEblA6UfRbtTrHGTOAHE%2B6G4FihwQlQoiDEB%2BFvKXCOYiKS8A0nSk9JLSYtDZBGgHUJhI1cldKSMx7oArgnYmziK6JoXQ7sBoUyDrJBgroHTJgVx2IJcdwBtEWqNQZxLqLITOARjHO%2Bwumlssjl7cpM8O0ONcgPRge/3GqMlHVFM2dei9Wqg%2BRGpuUzrfJ7rFMunENoq9zWP2eS5FY9y8pqrzsPUjZm8eV1vTAePwFO%2Bo99klXXstpgfM7txrY4jWEaQ26Gdvn7l7xJIDC2fsXK6fsS005jigvaHyRN2obRM2LRq9ZcnoLRtkUzeJtF8B2TUgsUaMXTpx3bR1X62Zu/uL2CUrW/fZHqTM6dTfoJu4lpu1uYt%2BZ/t%2BqYO2ruizdGZr3YlQcVLM9JXjtixSTl4iVGSBuEvNmeM9psybsXXRiuQVKw/O6jdnw7vyFCDO6jwiM27cZsmolW%2BgmgQAACAASURBVM3Fh%2BWDto5ft5%2Be%2BFWwdO%2BH3I7MnB64ok3ds9BDmb26DFr9iT4lVG0Qam0C1gMEupRALjuIyw7kDQHa3ACtWaSzhsT6gtjkWTs3OJyjrXkTe8yZH8hsW7t36reX%2B/7yoPevv3S8ciVu1cFl4cqN8kknc8%2BsKSnuedq1tfvoxc7zPTBuXlPdcfj6IXO2xNdUfYbrglLcMdyYkebSxfcfxl%2B8O1E%2BecSGr%2BY%2Bfjr89%2Befl%2BMPcZXs5196rjg048Po1UuOzv/5jzlV1eLq6vZV5Z1/%2BFU5%2B9BGQp45ctGu67eGVleKcS37ovazX17oj%2BaP7xodv/frHb89HnP7z75ZKZqCs9OelCue/NX9%2BPFBGzcvuv3zpMqqbnd%2B6DFo0uZA6dbNB6f%2B/mdMZaW4BkurayQP/up/JGG1fMDcFNuiB48Hl1wec%2BDI0Iu3xX9Udb/y46h5K2fsODb7xSMaV36EH7V%2B%2BEvTa/cHjVvwpUCcKuTzBKwbBOhSgtnsEC4nmDMGa01BWnOg1h7AuAPkG07lT8a4O8aa6asHjJ0/5GVFd4w/%2BPXXIU/%2BjMJ1bZ7hYeNX942ZNOgJ7o9xsxs/jVSPm2w/1xvjZjXVHYavHzRn89iaqs4Yh%2Bd443rF627fH4pxu6d/fDBrV5c738fi8tBnL9pcuCP/84EM46Abd9ila/vd%2B7U3xh88efHO5ZsRT%2B%2B9g7Ho2i8D4hYO8JSMwtWRtdXv/nxf/vvTD/6qDn5W1WvNph7HU%2BMw7lRT0%2BLh/U8e/K7HLz7HFejl48A7vzGPq3riZ2G4OsruHtZ/0sT7v8TiFx2e/t7p%2Bi8f/vlzZ4xDfv9FO21erM%2BrxbjF08dN//iNefow6q8/gzHuXFTc33kxGld2rKpu%2BvyX1riiFcb94ucthd1ThNo8AesGwdpToVxOGGsI5XNDteYQrTlY52iqvyQUr0s0D8XV7XGVYtEW/dGkfhiLf302eMC8BXNWDHjyPKoGRyVkDO87rucfFXKMySvfdYmbMtZ%2BdgDGTWtq2g7f0H/O5nE1lV0wDjH5hg6M7//TT4Nx3Qflv3TYfJh/%2Bqh/zeN3zlxhIvS9tqXOrcBD7vw2JDt1EH4ur6sDhvPM570nptt2YBz124vYbckx3978GFe3uPwwbtCUCRv393tZ8251ZfvU0xMPZQ6pq/noUU2Qyx89ehZz83ZfXPcOxh%2BvS5DM3x9b/aIrrmt29hvpmp39nldIX1S19lyMixoqyUwdjys/ePT8nVW7WEtuL1z1aW3dR6cz%2B3y5Ymj5Ix5XNrl8vffcHTFF/ojy2pDy8jZXr/bYeHCUZPhhkcIo5O0C1g1CtanhnCGcM4TxuWFac5jWEqKzB8V6RbKvj%2BXMx5XvVFZ%2BMHfr8GlfLrOXTD5um/FRL9XMdZEvajvV4hYmLztqVs/fKjS48sPrd%2BO4seMc5wZi3KSm5qNhX/ads3l8bUVXjIPNvvghk8bc%2BLE/xu//cb/Tql3s3ac9a2pDfnqgnr1ktm7ipPEbxg1dNm/%2B%2BmWP/9JiHHjpnlY/Zny/qasWfjVg7u4VC7bMu/egXV0NdfZeVFSfvlNXxdbgDi/Lm5zK7XMguS%2Bu6vICh36dM6a5dFzexUEYN6l%2BLukxfUr30dMrnstxXdC5m903HpM8fd6lBgtz3JEfq0ccPT4c13Z4Xtth3QnaYO2NsfQZfm/8stFcj2n3H3fHteDyD0ynPr337R2Kq9ri2lb7To0NFK8IZcwhnEXIWwWsBzTRpjblDE14QzifG641h%2BusYTqHgCsW0juP2Qbiunfq6iKn74gHny3m%2Bs9Y%2B%2BXITG%2B/h4%2BVtX99XFH1jrNYNXJ%2Bn8e1sbim7bW72riZk21lQzBuXlPbZuSGvrM3ja%2BtisQ4MLdg2ODJYy//GFtb1%2Bzez53GTB9u9E6sxe9hHFJRGXsyv1%2BPGcPCun35MX/Aez0e4xY1L5s/%2BE1/MDFeOXJCQJfDPSZt%2B%2BmpCte0ef7X%2B%2Bdv9f/2J7a29pM63DHd99mxJBl%2BIqmre/egsX9T5STr2SEYB1WXt%2Bk7a6x83Iryx3G46uPiy/zq/b0qXnTDFVT5y47Xfh/6258dMG75V1Wn3ad5s0uO61o8xx8NWTKf7rf%2B7u9yXNfq2v2%2BbaPH7tm7BFera8ubrjs5A8jSKNodqDEG8Q6KdYKW%2BpRmfHYzraGZ1thEl9tEb2mit4ZpXWHSPacd/TBuhrE8ft0wycjpF89NxE%2B0dZh%2B%2BbR13e%2BtcHXT0iL9kAXDHr1UYiy4fYeNHj/bXDQa43dr8WcT1/SfsX50LaYxFppK4gbFT/zuxxhc1%2BLxbzE9py4Q99uSmj/n6VMZxu2rcbcnz1TbE6Y212zWTVnnvzi64oUM172D8ad370ZPmDWn1/jFPz7S1z776OnzsOflkj8fR9x7xH/724g9qb33JvTAuA2ubXfU9EUzeqnPPw3jJs/r2g5ePIOJX/7w6UBc/dmFa73Wfa178bQZfvJRZXnbn6rZnx9F3v%2Bty92fBmzaN9Nkk9TVBpbXciNWzBIPm/vsjxhc2%2BLCXeaz3qN2JgzFlZKqF%2B9uOj2BUh8UqBxC3tCM8SA251W1pnxOU97QRJsbrjOH682h%2Brxw2eFTtpEYv48rP1uwLfbrvJEYd66taZFb2uvgEUXFs3a4TlDq1w9dOORRuQJj0e0ftPpxs8z%2BYRi3qsPtJ23oN33dsBosxTjQXNJz8Njx3/3EYRz65E9l9BeTQNThEM3WUfP7lbkH1z36ANc0vVU%2BWLtxOfj4q87qVcs2TzhzbcLTqvcxbnv1dt%2B1u/U/P%2BhSV9P06kPJxJ39%2B8yNn/DF4EHj%2BtODp%2B9J7IPxR7juoyOWKc2UC73FkzFu%2Bryu7ZClUzTj5j98Ho3r3v3m2%2B5bTyhfPI%2BsrfnUfqFj73kTdKOn95owZuDkKcyItSZv77paQXlV15Erp0uHf/HsoRbj5hd%2BVH/eJ35/wsja8verywP3Z04VyvYHcu4Anakp40asAbTUpzTlsuqrhfO54TpzuM4UqneGy04kmiZi3A6/fHf7IbmttCPGTV/URPX/YkzfoWNfVuowFpb5%2BaELBz%2BuUGIccPuOXhc/y1Q4GOOWGH8ybXO/aWsHVtdFYhxsLu01ZPz47%2B9rMBY9%2BkOycNOE3amb9uWuH7VjSUfdTHNeH1z37qPqdgcL%2Bq06smn94VkD5s%2BUxs6%2BeJXDuEVFdcv0TMX9H1iMQ87%2BFNuM3RA18niubbrB3nvu9lW7TwzA%2BGOM3z9sndhENd9TMhnjli/qPhmydJJmwsxHL1UYh966FrV1b2T5c6YWdz6Rx6AO60fN35VRFH/MPnzypkV5/t4Yv1Nb13HkqknSEdOfPeQwbn7xnurz3pP3HVhYU9EW1zY/lDCW%2BHixQJ4XoLc2e71aEy67CZcTzhvDdOZwnamJzhUmSTyeOwnjtri89YHDEk/Jx7iq9ePHsdET48bOiXtaHolxUFmxZtiiQY8rlBgH3/khVhs/y%2BQbgnFrjD%2BduW3IlFWDq2qiMA6xlvYeOmHCrZ9ZjIN//026Illb8ZLBNR9kXRzwbkz/E8YpGH9QWU599327ij/VuFaeWTKnbbexVhOP61pj/O6xJPrKt70xDvz9d3GvcROWbpuOq5QYd0qy9N1xbFgd/hTjDw/ZxoerFrhKpmH87su6jkOXTWMnznpUzmAcfOui7stNMTXlsTXVn5Rc7sUMn2Q0jMK4fUVNt13HRtstelz3eR3%2BeOTqybKRM54/0mH8zjf3uI69pu/7ehnGHTAWni%2BLnrZ6YYchhwk2sxnjfVWtCZsZzmY14XLCOEOo1hSmNTXj3cFRRw%2BbR2HcCtd9sn0fY/HSuLLZ8z/eN19Unf2er656F2PiTKl62OIBf1UpMA6%2Bd7eHdvRck3c4xh9g3GnuzjGTVwytrhFjHOQ423v4xMl3H%2Bgxbvrwd2bIdvrGzzyuavH8eXffN93/eMBh3PrBkw8zcrs8%2BpHDz4N%2B/bNrfuHgH293xPj9J1VxM9f1zSmcVos/wi8Db95UPnjQBde2evmC3nyg546jEzDuinGbw46JoarFntLZGH9UhbsOWzaXm7D0WXkcxq3LbkSMXtL37r0euKbps4r3zv/4afmjDrim3e%2B/xs1ePtHujMY4sg63H71mmmzkrIon0Ri/f/V%2B3Kexs9btmV%2BJo2qrAK754EHlzN5LZgPZ8WaawgbVwtlX1cJ1puacJzDi6EHrQIxDMe6yamvc/uMDMe6Iq8gq3PXZMyUu74Zxk2%2B%2B4UevGPC0RoVxi3s/D%2BRHLzR4xmH8WR2Wzt4xYfLKUZV1KozDHGV9R0yadPvnPnX4wyd/9I6fsnBrwug/KxiMJRg3w/i9qip5lmt%2B10ETkwrm1dR1x/h9jNth3KoGy3PPfNEhZsa4FYvvPB5SWdsOVysxbl2B2%2BRfnKbqPX/TVzPLa7uV17bdZ5oRrl5pL5pfVd3ur0rp8MVL2PhVvz0aVFX1af6P/T%2BMXbty84IHv42ore2GcfsX1R//WqE/eGpWt97zbWX9a%2BvULyqUo9ZMU4xZ%2BOThwGrc/tK9/p/wCwZNXn7j9%2BEVL96pexnwDA8YtmIWkJ5oqilCrAG00CY102Y34XPDeEsYbwvVWkP0hvBYU1DX1EM5MRg3r61rP2PzMBk/Lss%2Bv%2Bi7kUl5E0bP6r/91PwT1gl7U1dGT1289vTUE74xK05t%2BrDvvsHLD21MXLYmaUu3CZsV07euTVq17uTE%2BBUbo/qtnbJl79z9K6ZtWd5p9MHm6pPxSw4dS12caByz0zF11lezOvc9KZDb2wzdPv/g8uOOSZlFw1KLps87uqDruF3BTHaYJks8bs%2BCr6dvye63PTdu2u6Z3UYdCpBmK8amDNk%2Bqt%2Bm/pqpp95jsnvMOxa/YWL8hvVdBp1%2BL/rrAatWjls3r/e8jWFMskCdGjFh6%2Bxda7YljV9/bNygpYubqHY24639lu2bc2Dq5B1zu43Z%2BGmfhNFf7h%2B9u8/IDYvaqE8K6APqSevmb58ze0v8mE1fdhx/AOmyw7kyxFhAc/5kU212OJ8bxlvDeHuo1hrEm95jM/tOXFVaPATXSGrq2s/ZMwG0T2mtNbbqtb9Z9GkhbSeZnCD5gVb8SYp2i8Snwrp8LZQfAlKDgHYGRZwMUWdQOidUGIVRWaBLAcH4Ee8DqmKgOAtkHqApBdIHINITKDsiijgBPnMBpQXEfAtiLxE6I4hIANp9Qdy%2BZlFJpOQUUJZSunsUfxHIMkG3U1RUYaDYT0itgHFAXZmAPkPIykCkI1TvEjFOSn4eKR2AyQMxpSCuDHD5QGkBGivQuIDCAsRu1P0uJSkWsOmASwVyI%2BDPIs4ExGbQ/dsAWQkpcZPyHCA%2BSkhzmvDnguLslDSP%2BrwQtLHByEzAHUO67CZvrRaitQnVuZrhO765O7zi93b4aQjG6ml7FlF0ShN9cQhfSqp8wTFFJOcJ0pUIe/iJXt%2BFqt0fRFmaqg5TeiNg/YGxbjLGA3tcBGyBKKY4kPsBqr8lov1IlxHa2xfKfxvGpQv5HUC7DsbmiDhvCzbhgx6bm0efatrLHahyNFH/JGR/F3KXhVwZ0LpBbAHgChDrp%2BIKQWwRFXNPqL8FtPmAtwFtIRFzPiDuZ0p3C%2BjcMCYX6F1B7PVA7iIRlw5jTQLmdgh/ntCUNO/laRO7pv2weSE904HuKoj5BjBugSI/RHk1kPcTGrtIc03EXhDwFkrnCe75A%2BBKyDhjUGwRoXWBaDsR5wSsIyDaL9Dbw9kSqDa/OdbslMqgHTf7z7ohGLepq/04/8qU7sP2U8pj4XpniPp8qLYoLMYSpLOHcedDdZdC9dYvdq7PcU3O8A0ftHY1UhUE6u6LdDcC45ykzktwN4O1RUHc5UD2alhcYbAus6U%2B43jmNu%2B1XrnXl7KTT7dTHUk0LLt5ZdCJpK/axmQHR/tF6tJgTVmwrkwQc17Yoyy4bzGl9QjV3wTzdwTRxUE9DMH6zECVO0xzqXnstcAeJYKYAlHsRYK5jtQXEOcMUvrDNZcCWKtAURCq/COEKRJE7F66e8uNWxOu/zJoxMplgTJ7QHSOSLf9Pf3JUPoSob8C4zJEsRkhrDtYUxioOS/QnA%2BI9QtjrGGsR8g6kc4m6FmA6LwQlV%2Bgs4exxVBterOaTcgY2vfZuC9jc2L2pPXJw1VTtwd19gl5N4zLg1pfYP%2BygL4Fgh5%2BEe8K4fOaqvdk5A/C%2BHNcJ/1y3yJSaguIyQ/Q%2BpoxhcGMF3H5RM9iqqcVcH5h7EOg9jYZuPWHm1MwJjHWzFgybcSMqS9q5A8fsxNWLKU4B%2Bhzjeh1FurMpN5OcmUE4w%2BMyQvplSPS5xLKIpH8Qhhf2IQ7F0rfCGfONo3JDYzJCtDnhcQUBekLQ6JLw2K%2BEfSwwxgHii5C0Weg3g/izE1V2SnZczHujHHcvPXr26gOLty7Idk0%2BVTaAn38V4TKKWLPN1X5SGVGgLI4SF0mUJnDol2Uwh6ksQZyZkqZKWJzKYVRpLKQWnMYWwxVb6lmDdaZQqNTW6n2vUufDNCmETGZTVW%2BMNUlIecP0ucF6wrCtVeaaL%2BlNGeAqiCUT050jcC1batftNmydwEh8VA9HYDxNVfcClJcAhqnMNpH8laRtiREfyNQaWsZc/DC1Ym4hnr5QjJ93YDliZt%2BrZw05%2BBCwBwE0W7AeUXcJQFbCPgMMq5EFHOT1J5FsS6gOwNoP5CbAX8Zxl6HPUpQj0IUc4HQ3Azr8x1ifYDxUdoLFHuO4osItgDJLyFloVCfBpkLSH5j6ZFNF6/2KrszrsfiVS10i33X4zGWVFf0jF89FakTRey54EgfqfWSugKgdIq4glBtmVBZCDm/kPOLZA6hzE6xHsS6EGcK0xRDlQm01J5swmWGs9lNOGMYZwnlbGFaW6DOIlLlhvGFQfqSwGhXuN4VyPha6IpbRZuacNfC%2BVtBqmNhTDoZWSCSn0x2Dq/Bzatx66XHxgOpNYC/0FyZ8a58WxP2gEhrbNr9TJD4mqCPW8Q7g6IdbeKOnvtuOMbEixefx6%2BJbzPmmGTK/gA%2BFcoKW/PZXQctiBy4vcvgpDDp3sDoDDjgHoguC1VmaQYd04/ZJIlf/nGvY6T2JIixB%2BpPtmQMYVpXc21hqDzlneivwnQJgM6FrC2YzmwiyQrU5YDodCTJB2pnK/32T/vN/3jI/AD1oRa6Zd4r8Ri3Ln/64eQFY0HEXtTTLtLkCzi/UFdIcT4h5xdo/AJNAcXni7QFAVxhAFsg5L0k6wjgbZS6EKgsoKX25N/fcg1hnDmUs4Xx9mCtPVjnCNbZQ3R5YVpPqM4dwHtCuaJmcY5g3Q2BzKAct2zN4aXrEqboZ0zJOD0J425VFdSCfbMFESf5abO/Oj3O412Z51990D524vJ1H8qOAMYX3POMIK7wvR5Hzt8YhXFQ1UvJ2NWLgSYLSLKhdF2fFYtOuedf/yPmu8fM1Z965zjn8RM2i2TuiKnr0guWfPe7/qeX0l8e9jp/c%2BzWhJURvfatTd5puzTthHP6%2BAVjjmUvufj7uMwz09nhyzsN2b3LMveku%2Bf0nRs69Fm%2BImHB5D1z5qxauzHpiyWHpvWZunz1wUk/3VPhytZ1v7V0mNhpu6d9NGJLCO8Vcj4B6xZwHorNrydg3YJXt68Ea51QVfA/VLMFa20hOkeIzhmqc4fq3QK1XcgUBvX2CmP9nw/f7Tq7CL8YjuvanvlVdvOcpO5lIK5ss2LDvuhhS2/8GoNxV1z9OcYdauqaParULds5g5D7ArgCUneuzeCTF24Ox7Vhlc9U8SvWUJwLynzd%2B2/z3RhXUdseV7%2BPcSSua4nxu/nnx%2Bp7rUlIH4dxzMvaVo9fdMHPOmL8UdWz2G0bBhSe6YextPbFe7/%2BrMJYVV0DMG5vs8ZPXjTmRdWMmpcf3LjKZmX1rno2Kssmu1Q4EOPIipeqE0e52/f64/L3ah61qP6jNcbt/sJjNFNnQ3mekPcJOI%2BA81Csu56AzW/IFaTNQ6%2Bq8YlvVgvS2YJ0tmC9I1jnDNG7Q/TuANYeoDsD%2BTwgz4ybu%2ByvJ1r8LKjqryYXfop59rhnzYvQKtx1xdZRu/cOwLhLXVX7azfE3jLlgyddcUXroosxreOSSdoOVLc%2BGnrkm%2B974DpB5fOo0SuXErwdSPKnr933sjKuuhLd%2BFa9Z%2Be885d71tW%2B//R57LqNmssX9bUvmj9/%2BvmKZb33fTW1BnfEuPXpFKbQ/TnGzfGLtiVl0cY8cfnzT3DdRzduc/PXcY9/6YGfCSqeip496YixOiEnqtBF42oC17ZJOM7YS4ZXlX9SWx32V8XH93/vcOHmIumoHVBmEWi99f9ARXH5r2hcDTmD%2BH9V%2B2/Gms4dFJMn4IqAyiHS2CZu%2BLK6UoKrwdVLcm4EZ3L0r8XdXtZ8si9LarENxLh9TV236Sti2sn6lt3vgWs%2Bu/2nqvP43UF8PpDfaDPw4JVbsbgOVD7vNHrVXKDLBlLLkgOLX5Z3wbVNs219Wnf6YlfyuBcv2YeP%2BAOp0ss3BuLKNg9/%2B3Tegoma4XMP275ILpi66MuZhYWxuOad2rouX6ydoh7c/49nsdV1glt/0vO36%2B/f0%2BBy4kWl8EFVzIUfRyw5Msfpjy%2BvbVmJP1%2B7I14/acyZ63KMmzys%2BXTJLlmXvqvC9cbAaJ%2BQ974x1hrJf22s/VfV8kWx1uDokiZafxjtGrdq5x/PlRg3cxePba2cnJI7rgZ/9uxJ%2B2Mpo0zeARgHv3jZeUuidtT0fjfvajBucvWhuO24bYgxIK3ns8FJ124Mw1WCyr/Eo1cuAjojkNqWHllWUxOJyz8oOq9csL%2B377wK17zzoqrDip1xp4yDMO6CawW//hF78FTf2CEzwz9f0jFmje9SPMZtK2rEo5bOlw2c8eDBUFwRevee5IttEb/%2BNgy/eL8CS/fZhogHLG2rX%2BkuG1xZ/XFNXfvVm2Z9wCwpuBiP6z549KLzsGWzgSxZEFMQznr%2Bn1Qzg5Z80pvVQnT2EJ0jVOcM1eWH6b1heh/Jm8N7nm8aUyqUmsau2/KwWolxU4d/6EexS46bVlRXdqysaHc4o6%2BhgMf4g6qHn//5vMNf5Sx%2BGYlxix%2BfDOk4bJtQVkpFX/hs2KFr13vj6uDKl5IxyxcJWBuINC0/Mr%2B8Wlz9p7Cu4l2MlRi3x/iTCjxy4fZD0WOX5Z2Z9qw2qhILcF2nG9cnLN06W9J7ou9iH1zdqqZcMmjpGHby4t9%2B7oOfhN668/n87fSff8Xh6qDv/tRJx08VKJODlOu9xWNw3ccYt126eeKncTuKL03BL9s9f9xxyOo1QGxpGeN6V1VEvpqYblLjJjUeUuMmNfkNuQI4F8F4odoFWvLJb6tWP8ryQ3WeML0vXF8k1JmDYkqCYv2INo9Y%2BeWzCiWuo5xl/VvpZ%2B7NmoJrO1bWNTlmktmcfXFth9ryD2/82qnwTi/vTc3Z73qdzp/20cBtQvoKofs%2BasLRG7eicU3Tl5Wy%2BKVLAhk36G5ZdWTSy9outTWffH9deeLUoH2pg06kjfo67QvdjGNUxM7P42bM2Tjx3N1h5bgNxh3/eNxr/Y5eZ85F46rWL192HLR6eVT8zp%2Be6HFd6I170gVf9nj8hMdYeOZOXJu%2BWwXRHpF%2BW37RfIzbYdxt3pbxbfQ7PZf74prwZ08/7bdiLYjMbxaTE6g0kbyL4lwUVx/ITWo89f85/zqhJp/QuCFT%2BO/GmiNE5wzRukJ17lCdN0xfIIyxiHS%2B8B4lAql16JyNz59E4xqRs2RsB936ozmjMO748vl7CclxDtNYjN9/%2BrzN7O3xzZn1XcdP04wYohgzM7hPJhV9CWh9nQZv//ZmH1zz3ouXzOjFqwPUxSDSu/Tg5EdPQzDuuj9rXgi7LmL8irELp4yYOzJiyNI%2BC3aNWr6w1/jt6iGLzCUjMO6OK7vabPTZ8zqMmz2p%2B2jAkvkRg5fcf8pgTNz6WbP8y5jnD9W4JuDCnb6f9N1DcWdDYvb6yuZg/DHG4oVbJn%2Bo2eq4wmFM/vWXoueiNSDCEtLXK%2BjpE3AuAZ9PcW6K/Y/VCt5eLUhnD9LmBetcwbr8YL0nRO8T6PMprjgkxhegyBq/cm1NhRrXilxFYz%2BVTU/I7IVxp9oXsqMnhmZb42tx82r88YxVY5p1n3e0dM3NX0a7Lm/tOOUowVqA2tKl17abt/vgupbPymUjFi0VMT4gcS79ek1d9ScYN//KNETI9Dpgm/2kZsx3j4duPjK29M6UJ1h75ecV7WU9Zq4ei%2BuUuLqdy9Gu4JyqGodX1XQZN7/nwHH9yh/1xS%2Bbf3dd9X94e8voOM4tYbe6uKpBYEu2ZUZht7rVai6G7haYYmbHFMdxzOyY4phjZsuWJUuWbDFzM4hlSuLQ4Zkz55z7DX7zzZ05czK6P5QTnpmz7pp713p%2BvKtX/3rW3rXfveutqkMnHP/n77KH/wQO/jx3%2BtxLCD9AOk/7%2B94cHh41PDxj55lls3LPhT6fP/zVqP/77/VbT%2BeOcxxQMq343Ncjzz6hghfhRjLUN/JE0Hf51loC/xPVQCm2KoV2ldipFj1q0aeW/KgQQNkBXPTgTM2q48f/%2BY/08DDws78ybzvEh4dsw8MxX/3HlNM3%2BZOPFw4P64b/mFJTufi9A0t/89f08HDCH36/UzvvPGHtUrsjxkWXvvzV3OHhUf/wL9lL9u3FOC9gb1937so//evs4f%2BI%2Bflf51wpdP3%2Bl/RX/xrzt/9KHTu8/KMX64eHsX/5p5THT5z13cavhmO%2BGk57Wm9vCvNfDU8c/uOEcHdOp4f96u%2Bsw3%2Bc%2BYufi3tOyn/7d/TwV2jfz/Omz7mA8lFUPNYVXTk8POpPwxN2nFmWkn8p9PHq4T%2BNHf4j%2BelvZ5a2vGNYcF8h%2BjDRg4leTBwpCH6E8/9XsTaa%2B6n9mtCqFNpVQqdK8KhFn1r0wgYYtgAAIABJREFUY3wbwYVx2Y%2BwIevaU1/8dtnw8JTh4TF/9Yf8v/mdMDw8Znh4/InLa5bu2/3VnxYN//vEf/m3xH/5l1nDX6mGhyfUNLgTXbdw6SU2p1%2B78MpvfrtyeHjyv/6JXrL3BMI8B6ih9BXHG1/MHx5OGR4eN/wn/fBw4h//Izn88Rr3vC3nr2/%2Bt/9IGx6ePjysGx6OGx5O/uL3K3dcWNfR88bwV2OH/6T5X3%2BQ//hH6/Bw0vBwRm1H7ur9a//x31YOD4978VfLp%2Bfdxph%2BnLsSjGwfHk4eHtYfuXhwnOlmjWfD8LB7%2BN9HDQ/H/%2B//s5lbdB6ganDJj4m%2Br63xfpQP/KQ18GtrbGkMV63hqmP4Og3fqOFbNEIrKbaSYrtS7FSKXUrBqxL9OFeDMh2EMETwrxOEaxeeHPzN36/92382RwYXPa3L%2BfXfz/nV3y04ePlskmPXw4q1P/vrZf/4R%2BofvqJ%2B%2B3fujr6TORv2gXQHwH0K8P7p84s6erZ%2B/htX9OWa2e9cwB1%2BBRtRmxqltecfNu7%2B6LPlv/jtisgn1keebXk7z%2BGZN6e7brxfdMjz7N2PP8v9cpDtCGzdcPpU6tw93a8WDf972j/%2BrfXy7fxrFYt7f7G07eUax4od9uVnGiJnAgNLbtftm%2BouVNED43LLbpad7Pt0bu9nSzd%2BcIEwXJ2/e0OV963evqUvPp3r7zlqXHAF4qoIMYALvq/h/Rgf%2BFEN9aB8F8p4FWwQSKCfKvkaJV%2Bj5OpUfL2ab1QLLYTURkjthNRBSF2E6CVEHyk0YVwnxr2Iy3kR46walXfJtef4%2BmO3qTfKzQvu5O26zq2/rF1ah/GdY4UyfmXRhoNFbx27snDPKf3yohi%2BlBAChDCEO/yJrg79wjPMm5esy4unSNWErYNwDRLCp4gxoHGUZC4rpN%2B6l77wVJzzJubywlIfwDzDWd/k2Y/Mi08bZ5%2BIcX8ImFpmzXs48Foe/qPtn//Juvi9tYDjpHbt9Ym5HwLmaBxXMzGnaOb8h2Pk62qmEKc9Sa7I1NllsxZ%2BOH3hh4lzSxC5E6AbceHOzPyrpjeupOTfj89pQgQ/zvlwzkfwfoL3k2KAFAPfbNy%2BAZI61ZQH5EJAPP3kJ6yJ7bjYjosduODBBS8u%2BEi5i3R3Eu4uTOpQCR6VoxPRV8Y4GmMpbywTIG0eQNtGsM9Ub7wmxIDKVquxVCottbi5UWXtVNLdmPQ8Jv/jMXOejxI9gN6PWQMqNoJRz0DuY3Tup%2BC8XkD2AHQrYO8EHFGAfgbbPyWo15j8DM2NYmKQtARwSxCghwDXJwD/m%2BR5hf0fZQ//q2b439PWndwNGFtipMF4LqBifw1yfkSqJ1yNqNQMiH7AOQgyH8O2AGapxC31BNWPS7%2BE5E8BNgTQbQp7o8LWBdieKxwvUd6D8T6M9%2BGCf4SftKYasRbLftdag4pvVAvNxNfKukaU4YKfcAZBtoNwRkmpD2P64%2BXXca7PUbELFO4TOfWk1E86%2B5S5fsTt18yJxOVFCCECsf0g9zHOfIwJzxV8CBICGrlPQw8Q4s9w9wssJ4LndGN5QXh2nTK/Q%2BUMq4TeOGlwtNwXI3ZqRJ/aGULc9YrcSiivRZXTr8z7VOH%2BFMh9DUqvZr1xPfTZ/OFh81f/sXjV8fcASyM%2B73XMvChG%2Bwn3EOwcBOh%2BgH8Oul4BrkFACgDONtTZigl%2BiA0DbJOCawBkL5AXBmZHFTlBlG/H6NaR3nOkFR25wMFc1w%2BApE4V5QW5EKDmf8qaMKLMM6IM5/2YFIKoKMF%2BTNKfEGwPJjVjXDdO96hzakbnB2P5T0Y7h0bl%2BGOk3jG5/aNcUZLzK6VIXP4Q6QzDQhvqbIX5doU9pOI%2Bj3P%2BTOUcIuRupfRSI3ysYsMqNhIjvoqVv1CLX5DcM4ILY5wH4fww3w8KrxTia0D4GBV7NFK7yh0ipd5xzop3r126UbXzWvl77OYbkLMFnteH5/bB1hcqfgBxRABTEGZ6VK5BtTMCyWFACiqEsIJ9AbKvEClIyAFceAbyzwB2CGS61WxAw3pBruvr9mDkISjBC3OeH/CtNVL4foYKjWqhBec7Md6D8V6M92FcAOMCCB3F6B7U3ImaG2BHPSY3Kp3RWGlIyYWVjsEY%2BpMEORrLtqmpUKJzYEzu4Gh375icvnF5fQTdSTDto3KjamdIQfvVOS9VXADnGxFnCyp2K/mhOKFXIwWUuSF0TgTIiQBSN%2BR%2BhbqHEDkICT0Q2wcL3YgriokBDRfSuKO42A06wgTVgdoLSbpplDAUK75WcCEF00kyYSXVDdm8gKMFEjvVru5Yvg9jQrDQiUoeTBxAuecw60e4LpQNw5QPorpAuh1m22CuE%2BS8EOeBeC/Me2Heiwi%2B/ypDCeGJiqv%2BgTWC78R5D8778BFrfCBGeoGYWybOLnPtjaQv6wKy/bDg1cwO4FKPSoxOW%2Bgbk1s7dk69xulTOUNqV5/aOaSRnsdJL0fzH2nowRh2kGC7YT6omterdPcSriCS6wNz%2BhD5lcrVPYoaIgzPQFsUc4fUswcQtgemBxXsIMj7UKkF4zswMYLJL9B5r%2BA8H%2BBsA/P6IPkzQOwDnD6CG1Iz/RjVR8p9OBsguJeo1KtwegChAWK7Et0fxXGDuNWDsl6Y7oXtLzH6BcwPQc4BhPehbDvIdwKuKOCMQFwXyHoUbBckehDJB/E/VDZiTUl7QDYEkFyZhq5Qs5VKtlrFNijZZpJrUfGNKr5FyXmVXJDkg4QYwOzN/NuBkw2vd1x58ajq1xPdjQBbDhj7AH2NeZPvTvOnxtmexed/MWGRDzA9AsxPSadXwXWBXIBkA6PyfPH5PsDcqaB6YbEHyBuCuBegNYC4ogr6C9zRDBnrVfYvceZ3AB0C6CbA1J7AtSZKYSjHB0t1gCUIcD7QHgaoNoBqgIRXAN0D0PUKKgRIHYClD7DWAIZWwBEC6AbA0gpQVZClM2WFN54uWfrep7o3%2B4HUesDcCVMhwBIimEHA2AOYQwDfDtCtgNUHmP2gtQm3VwHGRpjtwpxtpNiF0n6E96HfBxE6Qb4LoQIAyZWpmQrV96w1q/iGEWskHySEIML7xwhVFQO/X3u%2BZbT5ZGjwN/svh%2B2bG9mNz03ras88%2BbzS8zfM4rIFh1uNCzzLD3/p3DI0M7fJte0z147X%2BsUlJyp%2Bx2x9atvU7NrdN3NBaeaa3pS8qHZue9ryhuz1r6zry4Stg7pVL0h71yi%2B1fpWhW5Fw8rD4Q1Xf4/K0Sn5PnbnZykbnkzJKcrb%2B5ra4pvganbv/iT/YN8kVwW/zbf8xM%2BZN0NLjw4Ib31i2tT2xomBOUc8ppUtHzb/QdxUufJIq31zk3jguXFjV/qqVmHPs8w3vaY3I65dr6bNKbNviCw48ldzD36etapqwYm%2BGQsDsKMTlwIaVwhjgz%2BONVjo%2BK%2BsKYUGkm8heS/BB3E%2BqGB9wobnvk9/Z15UPdVZHRz8dUfHp2Vt/3y%2B5OdXawYetw%2Bdu/H8/dtD%2B67XnL3redz2eUnrrzYfKTtx1/vU//PdZ%2Brre39z8FplZfhv7tT/%2BuKTl5efDF0venX0Usvt9hcfNvzhYej5gQfP6Q0eQnvp7UvPHkV/e/bhsyddn%2B4v%2Bi1iali%2Bt/9G069OVAc%2BLH1%2Bo/KTwtbnl0sGzpf4C1qfn3jYVTfwyzMPA0VNnzb2fnHmbn9BY//Z4udXKj7ffnrgRt3nK/e2X3z6%2Br17ry7V/mzRvrLT5a%2B3X/G9sat87/XO%2Bp6fnXnQcuxa580nL2/W9t/tGCyI/O6NI6/VTFAp9uEOD0x5vh3q/hlY6AB5z39qjRQaCKEFF7w4H8SEIMD55G0DkS9/n8bdlXf5Gvp/Ufq45e197QeuhC8Wdt143L1ia8fZR59vO112p7L3%2BPW6kqYXJ65V3q3yVntfn7sRuXi/8371Z6dvPxMX37jx9IsLD5sr6j8%2Bfq7xbuMvzQurdp4PlPb/rWFxZ9rs6uK%2BX609XLF5f%2BWTruemVS1JuY3vXeuq631xq8n3sOqzdw89rWr5oqH9i33vl14tjd5veXWn5pW06E5N6DcLN9xdsu5ebccvTtzuOFHgOfkg%2Bs75ipWH6k8%2B6c5fVVBW96vT13re3ltR5/n9%2B5eDZ2%2BFO8K/vHKrrqR88MJV36HzdXdb%2B9kt11MWNpC2LqXYi/IhhAv8eOfx31gjxAZcaMEELyoEUTEICsGE%2BcWXKl9sfn/gcMfrDZfaipq/5DZVbLrVUtA6WBL8h7yDNafqX%2By7237f/7u9dzwPvL%2B63fpZsf/ntxs%2BO3y3/8gDz4nS0MGC3nm7y05VPn8Q%2BvJO7ZdnHr44UPRav8yz7vTQsdqfMW/9eqKz87zvi43nX2z54FWh/39NWtBu3/eioPGL0vbXJwpq64K/uNv6yZm7gUfNPeWeXx0p%2BHJf8eD%2Bhy/S55WcqP5i0/nnOy9%2Bcr3qt8fKXq4979l6p2v9Jd/WO8%2B2P%2BhdcqDuyL3QperX737Y%2BH5x5G77Fzdrf1HY8GVpS7j/iz%2BcvR%2BQN1w7Vf358rOfzFgYRMwt8TlRQg6ClBdmuuA/v08MZjww89/FGi42oGILJnhRMYhKQVgOKHJaZvG%2BeRuep26%2BHcM2Cps%2BH7/wi9i8eufGPuuKL6et9mauCpiXha2bezOWd2WvCdnWRp1bnpuXhVLmRti3BzKWtrp2fzltblf6ci%2B3%2B7lpRZTf1JuysiVpbq%2Bwq1u3oXaUsxengrqtrcL%2BoZQFHa4DgdGL2uLmNudt9MpLGvbeaKwb%2Brnw7iNhdVnzx/%2Bw5cLLqXnNU5c1z1ztVbnak5ZEZq7xTXL3Zi70Tl3cOWXhy8kLW6fMG5y%2BIDJzQTh18TPd6sGJszsMq7snzm2evriTf/uZ9Gbd/bbPr1RE73X875Q3KqfMb500N4TRXlTwoUIT6fQgdACif9i9f2tNxZSruWoVV63k6ki%2BmeRbSaEDE9oxoR0XugjRT0hBUg7irihEhyBHF8A2KZgA4PAh/ADM9EDWEGCOQEwEtIVgRxSgIgAVUVBRkO4GbCHAFgYcPSjfDzE9ENOHcAMQ0wtYAqA9CtpDMBMmxEGYDoC0DxF6CdcQwAQUbADmw4DDi4o9uNwNWJsBS1X2ro%2B4o68BW6F288u80/9X/GwPxDQTLj8o9UPOZwDbA7A%2BgA0DVCfgCMLsAEhHFPYekIrCbC9m7oeze0CuF6C6AM6PUUHAVA1b6uk3P8p5229cMoA5%2BgBHG0J7CLaPYJ/h0gDsDIFOH0L7ESoA0wGICSg4j4LrQtgexFkFOroAFVOu4mpUXLWSq/%2BztU5M6MCEjhFrpBRUyiFCDmPOMCKHMSmKSkFEDKJCGBe6MaEbF7txoRsXelChBxb7EbEfkQYQaQCVBzHnICoPIFI/Kg%2Bi8gDuHMKdQ5g08DXiACb2Y%2BIAKg0iUj8i9SPSICINIPIALAwhwiAm9SGuHtgVArgOgGqGRB%2BRE4WEEED5MKk7dvYrxP0cdg1Czj7I2aNwhQBnCBX6UL4XE/oxoQ8V%2BlC%2BH3FHYHcYE7pxtgdkegC2BxPCKks/oPMSbCUmdcKSD5dqY7hgDBuM4QJq3kuKHaTYqnG0aBxtSroDYzphrh3mOiA6CrmqFXzoh9aIr2Pth9ZIKUxIYVwM4WIIE4KYEMSFCC50fxdU6IbFHljqhaVeROpF5D5U7htZjKwxZz/m7Eelvh8w8odvgKVeImcQdw2AXBiSesncZ5irH2TCiDiASoMQ26vJf63O%2BRR3vkTcA7C7D3L2QM5uhRxVSBFE6EaFnm/hehR5ESAvjHHhOEvnGFNFkvXOZOvtJEctKnYCrjbAHY5xhhP4LjXTreK7VEKjSmjQ8C0xTJeK6iTpDozrgLlOheABBL%2BC8QHOeoAP/w9bg8SvgaUeRO5F5F5Y6vlmjci9qLPvm/U3wM5e6LvIvai7H88dRNz9oNwPigOQMKTg%2BojcAVX%2Bc0gIk7kDqNwNCmHE3Yd8ba1HIfcopG5E6Ea/R5TkniHsC5APjWZLeNueXdmufVp6fmp%2BetbWOK4IdXlhtht39JNcLyoGYGc7JHdgYoBgewDhGSD2ALJfIXeAUhckeuLYqlj%2BEWYp/0szlJTCpBgmhBAhhHA%2BiPP/iTW%2BBxZ6R0DEPkTs%2B2aBSv0jwPIPgZz94PeBXH2g3K3gQwqpB8l5BjoHAaEHy%2BklZw/AzrBC8AB8Byh5kJxuJKcHcvZAzl6F3KuQemG%2BB%2BG%2BBea74%2B0DKvtzQOhWC%2BU51M4LRkfAlOHNnnEqOeONWWtSjYeU1BWcro5nmgi%2BXSH5ASkMCUGMC%2BFCVCW0JvCPpnBXU6nzOts5zrHHad/BGrb8pdaUUlgphkkhRAohgg8SfJD4T6yN8F1rPxAHOX/ID5QpnP2wewB29gJ8EBAjSG4vktcLufsBdgDi%2B4m8V6DcB7m6YXcUyYkgOVHI2Q05exVSPyD2Q1wvwvV%2Ba43tU8stmNwOsEOwbSDVXLXIdOaCYbaXGdvNzqiZZT%2BfYtyoM9PaDZPom4n0Uw3jI5gQybVr%2BLqpjtJ024eUZcv8rPxNGY5dyaaDeu1Fs/G2JQNQc4%2BVbKWSrSS5GoJvJPgWUmwj%2BU6S71QKHqXgV4oBlRhUiUGlECDFICEGcSGMCxFMjGJi93dBxR8G2g%2BsjYiD5IEf4hz4oUepT8H3KKQoKEfhnDCcF0LcEZjrxuReYs4LNG8IcvaDQo/CFVG4ekCpHxaGUO4Zzj1TCgGS9yNsBGR7YL4PFfsROQKJ3RAzBFPPlFQ0lvFn2c9uoXJuUvYWfWooc5LXMPleumVN%2BkrKeChGqAJnRwlnVZr12E7dhg%2By5ty06gus469lJ5zSj3tPN%2B2odtaxDAug5ksJ9inJVJBcNcE3EHwLKbYq%2BU4l36kSPCrBrxICaiGoEgKE6CfEAC4GMTGCihFU%2Bglr39j5L60N/pAfWYOc/aDcB8q9kLMXdvXA7m7I2a0QexF3H5rXh%2Bb24M4IIYQJsRsXexGxXyH2A2KfQuwF3M%2BAnFeA%2ByOF6yUsDqBcBGYHIfY5wvWifBARvKDQpeE7ZzmeSuZjW7MWnDOYb2dri7Kn388Yv9/AiLbdWvqS27LziIGLWKf6zcl12YbrZsd2O72I5XJsCxjDfGvGlv9xa70/ABZ6YOHb31Gp76es9UPOvu/TC8o9oNwHOQdh53PY%2BRKSXwDic0AcBIQ%2BQOwhpO5Y54Ay/2d4/idITj/k8iqcTQqxFqFrUKaeENtUkpcUgigdhtkQzAdhzodynRjfTPD1EO8D%2BG4l0zjZUZBtPi5m7VhmyD%2BSNfaoMfWgzn44XbqfJfptmWErUJI5cU/yG%2B60fenmY5PFo2P5ayrqQ6Xt7k9bI4VOUuhUih6l4FcKIxkaIKUAKQUJKYRLUUyKolL3j6x1j1TM7/JNSf2mmELywI%2Bs9UE/KKPOHlDuBuU%2BSH4Gyx9B8ieo9JIQ%2BiD5GeB8AUjPFVwfzEYAuZMUK5PYqzr7Qda0JcewdpVWWpwhCbplqcbDoxxlsDgACiGYb0X4VpRvwrk6nKtV8iUq8QEkVAFsC2xrVWc3jct%2BZLLtnWubvcc647Il6b5ZdzOLWZ9mc6e9kardNzrreqyleBRdHuNoBuyVgKP%2BL401tRhUykGlHCLlMCF3485uTP6xtf/BDP1urD2DnC8weUgjRZTuXrU7kii2TnWUppsu2YzL3aa8dSbbMZP2XnZqpTGl3jrxfvb4HRkpvHb%2BGNtlQI5Coh/hGlC%2BAePqca4W52oT6MdT7EWjqUqCaQLZFoBrAul2tbkuw7JzNZV5lB27y6LN0S2Pz36spktxqQgXi1RUeXx2daKlkbBUANaGEWtP/v%2B1NgTJQ5A8%2BOdq8HWGfr3ncPZBcj8k94NSPyj3Qs4e2BWF3WHY1QfJQ4jsG8%2BVirYju0wLr2Xbb1n012yplxzTz1HJJx3mYzZxv2PRO5Y5b2RJ2cbFY%2BwnQakWFFoQtg5l6zG2jmDqSKaGZFpVdJeaatZQ9SqmEePaFWybgq4b6yhlTO/NN6wwWzaN5i4omWY126QW6gm%2BGmYqQcdTXCpHuCLUWg9o%2BFKSqSKZKpKrJfhGgm8mhJZvM1T0q/5cQ0kpSEohXA5jcgR1RlA5iknd3wWV/iJriNgLOrtB14BC/kghfaxwDylcLyH5BS73E9IzxPVSkftMkdevcHVDcgSU%2B8CcQTi/B5wbIZyBNMOD/Kz1H1BZIXbqEJdy0Urvd7iX08sd7Pbp9OkxjmsT7bcm2y5NtJ0a4zgXx9wlhAqEb0bZNpRtRdlWjG3FmVaU90CCH2HbSapF4%2BhQOYIo4wNdraQUSLS2jNM/wi2lCr5GSRWr7WUqWx1mr4eYKogvQ12PEPExbKsGYrjHKrZOydaSbD3BNeFcE8E3E1InIXWRkpeUAiMhRkihkcYAlUOIHILlECJHUDn6fXq%2B2cp%2Bw489Qnwf4AoBOVFI/AjjP0HcUVx%2BSYrPcXcYcfaBzueQu1uRGwZcEZgPKfgXgPNLVe4n8flNJvt755JXVDFa/5zxAd54xbKIsb%2BjZY4nCYWk1IjKHlTyqqRqlVRNig0k30JwLSTXgnFdCOf7Lijnwzkvznlx1kMw7UqmBafbYKYTYpsUbAPENqFUK2pvVbAVIFsN0XUIXYPTT3C6RM2UkWwdYC/71pqSqye4JpJvJoSW/y%2Bt9QPix4Dci8g%2BFd8dw/VrxJCSfwHJ/cDsNiCvBRFaxtqqxlBP49gnGkcJ6qgkrHUTsitE4/HrFnsvNaPXPe0hw72l35qVfSlOrlc723GnB5M71EJ9PPdUJdSSYiMuNqHCyKvfu5CfvG8ieGChC%2BY6YLYNZVoQpg1kvRDbBrINMNOA0E0w1QyyFRBbCdM1CF2F0eUYU0JwFQRfizlKvram4mqVXAPJN//l1mBnFHH2fA/5hwX0p%2BgFxZeYEFUKPkwagOVPMfk1xEVR9ulY5pLedkzK3j8/6%2B1FWSsWGufPMc11W5cssq7enbWgXEv/xjRlSJp8g6ZzdPvGWkvIOa2oqxt29kLObkTyE0JzDF%2BDi22w2AmLXaDgVYg%2BheiHeM8PbwYLXYDYqRA6QL4N4ltArhFi20DGB7FtEFsPs3UIXYdQdQj7GGHLUfopTpcTdAnBFJLs4zi%2BLNFxHYjhylRcvZqvV/GNSqFFKbSQYutfFGtSFJV6vwsi9cJizw/48Q4OFXo0XJCUokDex0DO63huiOE/3MgsuZLFNKXpvbr0ZvvkZuuUrsxp7YYJLdnTgsaZv9aP%2Bre0%2BI%2B1hmO2PLv9jIb3ArMD0Nyq0UJDrNCsEjtwsRMWu2DBg0h%2BWAyAkl8h%2BAHRD0h%2BiPd%2B8wjBCBDfCfLtCr4NZJshtgli6hGmGWW6UKYJYyox5glOPyGociV9X0U/UDmKNI7CGMfdGOpWouP6DPqi3rIfiOHK1HzDt9bEVqXURkhd/521ICJ1/zgZIaEP/pbvt1YjozexD5R7lEI3LvcD%2Bd2J8tOczBMllryX9MzfmuP%2ByZDwN9nJr2htj%2BwYkMTnDvOg1TxoMfzSMv6XxnEXs3K19kOYpUYhRxXzArGuZo1cr5IblGIzJrRDglfBBxExhIohSAyCgl8hegHR%2B507m19f12CuC2LbYLYVZZpQugGj6nGqkaRalHStkn6sootUVJGGehBPXYt3XI%2B33xllvxXvuB5PXZ5hOmK37szNXgFo%2BLIYrl7D1am/tdb%2Bn1gL42IYlcOIHIblECL1YOIgJo7MyHoRqRcVe3EhgvJBmAtAXBgUekFxAJEGUbEfF3twoWdkeAm5%2BxBxEJGGyJw2kT90TZv9s9SkX2kneHTJD3TCycy1u427V1h3zLNuWJX15jrjho22NbvY2TsdEmPbMspVqBbaCL4RkVvi%2BRCU44fcHljuQsVORPAgvI9kugi2E%2BM7YLEDFrtgyQsJQYgPIJwH4zpRrgvm/DDbgTJNKNOC0C0o3QjTdRhdo3FUx1JlcdSDUfTtUdTtUY6bY%2B3nx9vPTbKenW79INl6NMV2gDatn29astogAyrxcSxTE8tUq9l65Z9nHrjYiYudhOghRP9IS0CKEUKKElIUk6OoHEWcUUzqJ4RBXOjGxCgiRiAxjEq9pNyHiX6Y7wC5TogPQkI/6PoEkZ%2BTYo9KiCj5CCl0a3KisLMX4AYS2dY1/J46IflzS0yNwb7ceHBK9kOVvRp3tqKudkTogAUfznfFcNVj2buJ/D1SrtPIdWpng8rZSro6CZeHkIOEFMSlAC4FRo60EHYfRnUiYivkaoNdfszVA4thkO9CuRaCacDYVpD1wVwLzlXhTD1B1ZB0uZJ5oGHvjGVuTqIuzXScSrUfT7MdTba/n2T7cKblmN309nzj/I16x85M3XaLabsxe6fW8CNrQispdOJCBy524kIXIfpG2k9C%2BpE1OYpLUUyMYmIPKnQjQjfE9wL8c8D9MTDnU2TOKzKnRylHFO4BwDUAuAYUzkGF/EzhfIblRFBnEOTCSro9y3Z5Y/ayzdZFIndwnPQQkRsxZ5c6p1sjR5WsH%2Be6Ca5bxfniuYZ4voZwNhJyE%2BFsw1we1OXDXIGRiwYuBjEhiAkBlA8CwieA9BHg7AOcQYXoR/mgiq4l6AqYaQTZFoRpIuiaGPpJIlM0nroy3X5Ca9mfbdxrNB7Q2g6bLDu47PUu4/K8rEU5WYt508oc44IlWa5NestuXeoh3dTD%2BqmHMqbtS00GlELpN9ZUP5rl4oLvz017GBcjuBhBpQgiRWA5gjiDqDOASpERa6jQQ7BBkvIgYlThHoByenHJF8M1jBFLYuVq1NkJuKKAqxeQewFnEJU6caEL5QNqqnmq6X6SvRiWWoH8IDDHB%2BV0EnJYKQSVvAcTwpDQDYkRTAhgogdydsCuLtjphZ0ByBWCnd%2BbLaN8AOUDGsGvFjyk0E7wTSTToHHUq%2BhqmK0HhHaQb4qnCmdYPjCZDnDiQT5uAAAgAElEQVTmbbxlmducN8eQvyBj2Xzt6nzjgkWZOW9qHW%2Bn699NTd%2BZOutIavyR9NGHM8YezJi4Xzd1n3b6kfRxh1Im7kxJ%2BwlrhNCB8R2Y0IHxnSPn1wjB/2NrkCsAu/2wHEXFPozvwfkAIQRILqB2VCear6dkH6WytjuNmyTreiN1eAJ/Tyk2IFIXKnoUnB/h25RSO%2BzuVbhfYFJfLN1NckOQewhxdeFCNcQ2IFwzKTXBznbA6QVkLyj7QdkHOH0Kp18h%2B0FnEHaGUDmEiz5M8GGCF%2BW9KO9BOU%2Bs0BAjNOBCGyK0w1wHzHTgfBMh1qnFygnsTYt1xzzD7E1aeoc2e4s%2B9S1D8jp99lpt3psZ%2BVu0%2Bu3pqftSpx5OHf9eStJ7KUmHMxIOZSQeTB%2B7P238vtSJ%2B1Imb0zPWpHOLEh3A6RQ8uMMRfl2lG/H%2BM6Rw1i44MeEECaEMSGMiGFYDENSGHSGFO4oJA2gwiDOh3Gxg%2BQbxlqKjMYDyw15B41ZFx26S1Tmu7r0ecZ5GdTJOL4CFbtg0atguxHWg/LtCldUkTOkdPWMlr0aOYpLA2rOF8PUwXw9JLWicjvoagdcXaDsRcQgIgYByaeQ/JDsRyQfJvlw0YdKbajUhoqtqNiKCC2w0ArIzYDUDInNSr42gS2dSBdkMucc9HuyY%2Btiy8LNRtt%2B/fSj2knHMqYc1k45oJu2Rzdzpy5jT0bqe2njj6SOO5o69nDaxH0ZM3ZpU97Vztio0y3W87JhscXwli5rl9a0K824LyX7MEDyP2WNa0f5dozrGDnFhvM/YQ1yRiBXDygNoeIzTAxhYmMaf22nfeUFG1Vin/CIGXdRyDzGOvalTV%2Bqz9E53o/ha0AxohD7EWEI44Ig2wkIPlD0xnENZH4VOLcTlHtxNhrL%2BQi3H3ZHIDGskEMKZxCSwjgfxfgIIHkg0YuIXkz0EGIXKXYScj0m1SNSAySOUI%2ByJTF0wVTqksN6YGH26o2GvB1Z3IEsywl9ypnM8eczR5/Xxx0zTN6XmXFYm3o8ffrJ9HGnMtSnM8gPUuJPpCYeSpu0TZe2UW9ZapRtlnUGy9ZZloPjLGc1lpu4uRB3PEQdxaStCFDSjzT2Go2jRsXUK7kmQmghxVaSbyH5FlLoxAUfJgRwMTySld8AyVFS8MRKHiRnCHC/VAuNjH3fAZOz3GAuz9CfMRoXsPnZzHat5XyK9f50%2B4Nx9ONYtp7gggg7gIohVPKhkg%2BVvKjkxUQPKrVjUgcm%2BDAhhAlRVOiFxT6F3A04I4DLr3B6YLkTkVpBsQHm2xC%2BExfaCLFBI1VM5QsT2Ec4U4IxD%2BPZW5O5i5Jh6wrDsl1m9zmL9Va2/p4%2Bq8CQdMcQez1r9GV94mVDwjV93OnMKccy0j5MHXs9OeZSavz72ilHtFOPpY7fmm5YoJttN65LMb870bovznYxxnYlxnZNY7uptt1R2%2B/hjiKcLcVtlf8vrcFyFOR8cN4AvPBzjGnQaXfvNYiXzMat2a751k066sIY5nGsvSrOVqvmGtV8PSHWI2ILKPoUYjciBVDJh0r%2BP7vzY4IfF3y4EMCEMCpEUb4b4wZR7gUoDCmkAUjsQYUoIvoVzmZEalIJ9aO4J2P5BxP521OEu5PZ6zOp0xbbznnmpetNrh3Z2sPmqedtCbdtmgKLpsAYe8M2/TKVcdGRcdGWetUy7Y4p6Zp%2B7NmMCSe0Uw5ppx/ImHowbfyO9OmL9JLTsFRv3DXefFptvYTZr6mtN1XW20rbPZX9gdJRSDoeEo5iki0hbNV/qbWRIvAtYhh0DwB5z2KlWsG0a2c6c1Znftc0bwZ1CHc%2BAqRB0P4F5HgGiAFQ9IGSB5S7FLJHIXsVsh8R/egPEEKoEEGFCCZEcD6C81FMCCKSB5I7Fe42yNWEyfW4XIc5a2Kk8gncvRTmQjZ12ELt1XEnLNT%2B2dY3t5ikM4ZZBfr424aEW1mJd7NG38lKuKkfd1034Ywx7agp65DZvD/bsjfbtM9oPG6Ydcow/oh%2B8h7t1HfTJr%2BTPHZRetYs887J5qNxluuItRiwlQO2MtxejNuLcUcJRj1G6ccoXY7TxSRfgjtq/lJrmBj5HkIYzBskuCpJv%2B6K1XbZZFuUtXGG/T7ItwIuD8aHx9jCGt4P5HkQPopyUYyLYFwA5z0E34mKAVQMfhdEiMJCNypEMSGACz6S92FiF%2BRsh1xNsLuacD3WyA8TpHtTxKup3Gkzs1e2b3jDsnixZf5c29IVlgXbzc4T5uwr5ml3zIkPDEl3dVOuZKScydC/n5F9PMN2JC11T1rKJq19cWZeTtYyNmv9HPOSLWbHIe2kE7PInTMTFqfqTJmL4ixn1ZariLVIYXuisD2FbGWovRx1PEGpJzBdBrPlMPsEZx8QYiFKVf2l1ka2Hd%2BAiT0E32EyHz2TbS92GNfa1ic4igGpH5CGcMEfz9UnsjWxQiMudxBsiGQiJBMlmDDBeXChDROCqBD%2BLpAYBaUoIgUwsYsUW5Rig5pri2U98WzDOLZ0Gn0r3fah2XZUdqzPsy9dbM1ZZ6beMZq2G7K3GS2HssynjcYLprQz5mknrBPet0x4zzhjuz7rrUz7RgO12eR4J9O2PkN4w7CIM72jtx6eZTuV4jhDWbcv14pbZ85amZxl1y2ZaDysstwiLYWo7Slqr8QdZST1CKMeo1QpRpcg7COYL0L4Yky4QThvYUzp96yRXDMutOFSBy504EI7LnoxMYgKIUyMYmIU/5oILkYQeWC07ck668bHjO2AJX8q9wBwBgGxDXZ2kZwfloNATghhwwmmIM53oXwA5qOgEFY4PQpXCyIGUSHyZ2URVIgopCggh2HZg0otpFRHytWJ3KMZ1PUU6ozRvpu3rJmXNXdZlmudidtkMr2bnbrXOO2wYdoR/cwjet15ffot/YybhqRzWZoj2fgms2FZtjhHPycnc/Ec44LF1tlzspdLWZvtpp1683tplhOp5uPjbTfG2O5rjUdt%2BndM%2Bm2zTEcTLddwy2PUXg1RTTDTRAiVSr6UoAoJuhBnHuBsAcbfRYW7mHgZc11D2GIghn6E2CtgpgWXAiq5Sy2Uq5lbSuahmiqJoZ6QTA0otgAuj5IN4zlRYHY3afuI5D6BxS7WfPoO6zzLyFPpApTtJNmnoNyOCAGED0NiNyT1wlw3QUdBKQyKYVAMKsQAIPkB2a8UQoTQi/KDMDuAsEGUa1OyVUruKcE/1XAlSdSt6fbzZvt7ubbNS81z3zKat2cnbzPN2GWeftQ87Xj2hJPGMSezEk4YxpwwjD9rmHEpa%2BoV48SzxsmHDbPe1Wvn6nOd%2BsWsYa3N8I45a5cpe2%2Ba6dA00/FJ5rNJ1ksJ9mujqMtK6h7sKMMdxYS9mLQ/IuyPcPtjzF6O0iUYW4Sxjwi2jGSrlGwlyl5F%2BPOkWIAyNzS55%2BLzDqnn7FHN3wkorQ9G256Mph8nsfdTqXNc9p552nWrUs3LUk3ztLJgWGI2va2z7Ek2n0/kr8K5t5PMNWMcDUrx5gbqnQeMtMiyBmUaMT6oZqtByYvwEYQPI3wI4UIIH4KFECYEMN6HCR6E90C8F%2BS9IyNDiPfjXGsMW5bI3BjH3BzDFiRwD5K4O8nU%2BSzbkRzr2%2Bss83Zm248bZnyQNf6IadIR07QzWVPOGSac0487nZl0InPSMf2Uy7oxN/WxN7NU5wxjdhkyVxkkm3GTPntnhvnATMvJSZZLSdabcbabKtttpa0Yd5QjdAXIPVUwT0DqiYJ6qqArFPRTBf0Epp9ibBVClSP0I4R%2BhHOlBF8BUy0K5hbqPBcz96oy9%2BjopVtnblgyZXN%2B0tsCoKavk9z7Wss7K7VzjmhtF0zGi3RWgSHphnHcWdvUU/bkixbtHYPuXJpjTyq9weJ%2BL2vNfv26LfblJVzuUduipOyLmKNBwwdxZ0QheBE%2B%2BF1QPkhyHoLzYJwP5rww1wVzHQDfBHB1MFuewNxMpo9kU2%2BZ6D1Z9AkDc9LMHGepPbLjnVXWefvMxuPG5A8NSRcNY88ZJ53Omn5GN%2BW0dtIp7aQT2ukHtWn7ddqTukmXtTHXM7GTmWPezHKIphVTrGfG2a4l2u/EUEUE9QSlq0G6SkHXKOgWgOpQ0J0A0wYyTTDVANO1MFMJs%2BUwW4LwT1CpRcE0Ao5agK6A5cd4bjGSe4%2BcfyZm%2Bd4Jb20d99bcSdttae/Sydup6dvNgN6wVciUN2QZrmaPrzervVaNz5JYZ84odejv85mlbGqHZfLLjISfZSR9OWPMgG7cz3UTv5w2ZihtbI85Y7FlG0C3IVSLyt4BuV6AcvjrDyB8jQ8R/DAfVPBhBR8BhCDEdWJsI2YvU9nvJzkuZtr2y%2BZVi0x5q8yu1Za81eZ5a83zN5rdW8zsflPmqaxJFwxjr2UmXNWPvWSYctow/b3MyYd1U/brZ2zTazcYLKuyuDVG55Ysy3Zj5upszm7dNN5%2BJt52P85WpHaU4lQFRNcCTBNA1wN0PUi1II42lGrGqTqUboDZJpith7kqmC%2BDhUeIVIY6G0GhFuCeAEIJ4i7C595Srzwwav2%2BhA2bpmxfOHWXdfretMydtsxdlG4XBRzUstWGTK8pfcCW2mdLbzUZSjKth9Nz3s5ctNL05hLL22uN72zRvX0uk6%2BcqX2sn9VlHPUqgxiyJD402/XWs4AcRphW0taikAYhVwQRRr5S8i0K0QsIAUDwwnyzhn481nFbb37fZtonmN6ab1ywzsBu05kO6aYcy5xwVDfzuC7lfd30k/qxH2SOPa1LOq8be1477pxu8mn9zINZGRuzjeuNppXZ9DxzrmhdbLdtyLIdstr32KkdWurwaOoG6CjTWB/HWh%2BrbE9weyXiqAGpupHvF2NULU5XE8wTJfsI58sgsRoWK2CpHJZLYbkYlkthZxmScxedfQmdfQHNv47k3SAXH49del69YF/SmytmbnWl7xJd56y5l7OcZ/VAV0ZSn358KHNmjc72QeaCN7K36KwHxpsvjzY/UNsqCXu90lGtospHO64KmWdl67Y3rY4bxtQrtGORcU2i4y4gNiFM0yjBiwgBhehDBD8iemHJA0teRPKjoofkq3CumuCejKZuT7eeMBi3rTYu2JTt3GSyvWtM35859Wj6hA/SVWfSlWdTE8%2BmJp1NTzirU57KiD%2BZOvGDtPEnMyYe1047qpu%2BzZA937xwjmmJZFmfbds9k/pgPH1lDFWYwBbFCaUkXw7SFYC1grDUEdY61F4HORoUdBNANYNMHcTUQmw9yFdD0mPI%2BQB2FqKuR6irCHUVo65HqLMUlh5B4g1y3vHY5Ts0S/aguWdA6QY%2B57xm3j3cfWDSujm2Yxb3h/Z5V43zb2TMvZgKVCYDFZaxB8ycw/xuouM8xt%2BH5HJQaAD5VpjvQPl2nG8ihWpY9MUz0QS2bip10W49YrUemWi7TYqNiFSL8Q0q0YdRPSAbAHPqEKGTdISV9iBGdSBMbRxdmEAVTHFcNdkO5ZlWr8xynjFMuWgYf1Y/%2BXTmxFOZY09mxpzQY6e05PnUUeeSx5xKG3tcF3dAO35HesY7GVnr9dSyLPeC7DmCeX2y7cws%2B9lpjgvjqWuj2Xtx7MN4e0kMVU4y1RhbC1O1sL0atTWSdBfO%2BBRUB2BvBJg6Bf9UwZcphHJAKgPkR4DzocL1EHQ9Al2PIbkMkosh511QvIm5LqkXvZO4flHSxlXjV5%2BKyb08fsmeycvfmbZmtvlgVs61qW/cnzTvunbOFWve5RnAPt3YXTQl2LarrPcBqgrg6wmxBROaUaEJFZoxoQ0TOjHRg3MBjAsQnIfk2zGhUcVXKMUgKX5ESmFC7ECEZozrgIQOwNUBiGEFE8XsLXG2gvGW0zrzIbPpgDN728rspXuyqA8MyTf08bd0o25kjL2WPuZiRux5LXlShx/Txh7KmLxTm7kp07Eqi5mfnS9lr2RMG7KsO2fZj06mziZSV9WOAg1VoKYKYugCDVMQyxTEOx7EOh5qqBIlVY4zVShTgzIVBF%2BDcnUAXQmwT0BnBeouQVwPYWcRKBcB4iNAKAOEAkC%2BBjhvQu7raO5lfPZ59dwPpmw8NOXd/JSD2rQDtvGrVoyaszNt2%2BysfQzzfpb7Ylr%2BjZQ595IX3J2Ze1mXd3Mi4DKtprMPzjTdwh2VAFsLM00xNi/GNSN8I8o3o3zryFwX5TsRvgvhOxChFRGbELEOlTpxKYqL3ZgQRUUPJtcjfDPoiCiELkiqSODPZdvempM1Z6OO3aLjduno4zr9Jd2k27q4K9qki9px53VxZ7QxH6THf5CaeCB52qY0w1yD22ZZn249kGo5NdF%2BOZ6%2BGUfdVtMFBF2IMMUEfT/edjnWdi3GdktjvxdjfxDjKNSwBWquQMUVElwxypeifBnqLFYIdwDuOiDdgdwlsLsacVUirnIkpxR2PYRcBaCrAJ99Qb1wT8ziLXHL1o9etjFh2Y7ERTsmr1oz6x3BcCjN/kHGtI3JWXtl6prFeUc/%2B%2BbM2VcmzL0ybfHdzMUFia6LY3KvJQNJ1H1VdiFqrQK4eoX4BGcq4iytGNMEf22tBeXbMaED5dtgvhUU2hRiOyC1A3IH4KwCnKWA0ILSfiXVpaEbE6niWZZzBvMJZ9a7K/VvbNdZj2iTz6cnfZg24VLaxGvpSbe0o%2B7o1LeSYz5MiTmiHbXVMG2N3rZcl5%2BTvtak3zHZelzNXMWpBxprCW4vA9gnIFMG048Qx0PEUYjb78TYrmisNzS2Oypbgcr%2BUEUVKaW7pHSPkAow%2BT4mF6LyQyy3FHTeB%2BXbaH4hmvcYYEsBphwUS1H3HeW8MzGL98WveGfC%2BnUztiyY%2BjYz%2BS3DxHXZE1bx4xYsiZc2zVq9zLxbZE9kiKcnzb%2BdknsrdeGdyRsLEnY%2BTNzzaPKesrQ3S2IX35%2BUc84B4Hwr4CgFqBoFV4MKJUr%2BkZqqQdgGmGtAuCaEa0G4NpRvR/hWmG%2BB%2BBaIb4b4ZohvVXD1IFWhcpRNsN7WmY9ZzW/nWBZsNjmOpZnuTssomTrjQfLkmxnjr6XH30gbdS018XLauPPapDOZ4y7MUh9JGbs2M0s0v6Gz7pxp/WCs5a7aVoLQjwGmFHEUxVruxlrvaKh7MY47sfabcbbro6xXYm3XlPQ9FV2gZO6T7AOCLST4QsxdgLoLMPd91F2Auu%2Bj7vt4bhnqqkCdVcqcCsJVBPGXMff5mHmnEpbumbRhdfJ2t3af1XQkmzpupI7Pchyb4nhvFnUwy7zNNeGN2aYdbO75LOnUtAWXHbPP8G9cSN9yZ8aHNTMe%2BVPvdiafrJ606dG41Q%2BN9N7FgEpowqRigq4nba0kVYMLlajUCHN1MFsHs40I1wJz7QjfjnAtKNuMs00k06Ck65RUQ4yjerytINN6eHb2gnf0%2Bve1Y29mJFRkTqzRjq7LUFVnKEsz4woyE6%2Bmxl5Pib2aPOpcyrjj6ZMOaqds0c1arGcc2RunWE/HOG4T9G2MKcHoCpJ6qraXaOx3Y%2BwXRzmujKPuJFK3R1F3Y%2BmCGOqBki4mhSeEWIZLJbizBHPfR3PvQXlFUG4RlPsQzn2I5BQhOcWIqxDinyqsjYDlCSlfHrP48IytK7X75xgPu23HHOwHeuHUrNlXpy17MG3Z3VlLb6UvvaZddiVj0RWr/TCbvYMSDiyxbM3Pepul9tIbikzHajPvdqbd65h5onLypgdJa%2B/Omns%2BK33lJiCWf6rMua/kqlX2dsLRjvCtoNwFch6Qa4e4FoRrwrhmgm1B2HaEbiaoatL%2BJMZRkmAvTLOfFOwbl1rz95t0N3VjKmaRbdNV/rRRDXpViYkoMCvvGWPvZiZcSY%2B/mJ5wPjXxTHLCkZSk3enTePPsdOv28bYrKkcpTD%2BG6CKSuRtL3Um03xtnvZtovxNH3Y5lr8dydzRsKcnUYmwzxDfCYj0u1mByJZ5fiOVfJmcX4DlPwZzHcE4pkvsYzXmE5d7C8s5g0gmlcFVD343lzk9eso06sm72LVvujWnSxWnO89PmXk5ZckO3unDmm48nrrg/Y8ntWQtuTJ93dcqca1PYY9zYvH2J8p2p889ati2ZdyVlU3nm3pr0g9Xjdj2OWV%2BYtPB26ryTJstb7omuE0AMXYKLDzChBOMrUa4e4RpAoQFkfRDjgdlmjK0l2Ro1W0uwDRrH40TzlXHmczOsRyy2zWuznB9oM2/pUyoNk1v1Y7oyE2rT4%2B4kx1xJTzitnXhCO%2BNYRurx9PRjWSlH9LPez0g6nRyzL2XSKq19im1vrO2W0laO0OUI8xi1V6sdBXGOiwmOK%2BMc18c57o2lStRMCcyXIkI1IjXAzjqFuwJ2FxNyIeaqRnKLoZwPNfnFJFen4O%2BB4mXc9eGoeWemvLktfde83FMb5r6/OX//ykUnFqy6Im4utW4onrnw%2Btg5V5LmXJ24%2BObUTQ/T3i5OXnNv2po7yWvvT11TmLSmMGXl/Sm5p5xjXJUoV0S43rPt3jn3w%2BR1D2ZteJiyunDs2qKEVXdS847bU5blJYinCNNTII4qHWV/GuuoVNE1OFcFieWg9AhhSjDHE8Jeo3RUqR2laub%2BFPpCtnUvb1w3O2vZ2uz8Q8bsYsPMQOaEPl3sUDoaTlc1p4%2B7kZGyOd28Xmdbnsku1MvzdXnzdXOXGfM3ZFJ7U6fvmzVxaTqTlf3OGPuHcdZijaWStJcoqXsa20ON40EMdSeOvjmKvRnL31JJt5XOGtLdiuQUKPLOgXkX4NmFcN5DLO8mOfcJ7GpD5QDKVyP89Zg3TsYt3Tzuzfmzdjitp2yuW6lvl6ccrjO89zTz4KO03Q9mbL0zYdX11IWXU9cV6Tc91i2/kbjpTuKOJ1O3Vqdtq8x88%2BG4RTeQTcUTdtRapNNrCPtVjfQwMf9cxupdOcdsmwvHbi2cvrswc/vVrCVbLUyOOJ5/U2m/pDCUAHHU43j7E5WjGmEaQLYJEBoBoRbgywCmQmmvSrA8nGI5M9O2S7ItWZXNb800HM5Mu66f1qgj/fp4n36KNz2uNjn2avLUbSnU0ozceZk5%2BZmzJcMCxrDMalhjNmwwGbeZjO86MtdTmWvTjXvjbDfU9hKNtVZjaYixP4qlrsfbb2qoYjVTrOHuqqQbmPs6mHcTyr%2BJzL4Kz70Mz70G5hUA8mOFWInmPULn3VLOr9Xk9ytsVSrXee3utZYTonBZl38nbX7h9IVFY1bcjl9/O3ZPccLZ2uQLddnvl5n2PhY2PTBtfJSyvnj8mtvqbYVjDlZodzym192zz7%2BcLp2dlnvZTJ%2BZF7N0L2S5lbKoOHvRgblvrfjgQf7dStOVu6ZrV5hzB23vzjGuNDDO7AU2y7Y08yEgli4l2RKIqwD4BoBrg%2Bh2jGqDhfL/p5fzfoorS9P0uS4d3gifkCRkkt5n3nvuvZlJAsIKhHCSEJJAWOEEQgI5JJAEkpBDBiuBhPeJB%2BFBpqq6qrunp3vczu7MTsxsj2vfvdMzG7Ezsz9UVU9J1d3RvbsxEc9f8MT7nfc750ZcfvSLIOaR1nIxxpSbaog5ZdSe04muqgJa1GFPteI5jc%2BCxmtI5detCGhWRBZq6ARjTrQ5L8WYkWg4HGs8zhiLjaYyjblaZGx1gy8Jdo7DTPHpYS4zxmWnBXDZjVryYAY9rJ3ubA/fPsKPGXaJeyZI6CBSnoL0TpDyEEloJ5KH%2BCnT3AMDRMot10Mtnke6QVwnHrPqlrDjlXJHV1uY1M4c6IpMf%2Baf3ROa0xWZ0xl%2Bsl9RNaq5sahrmZNeGQ6%2BNBjUMKwq6gnL6/Y%2B2u1b1K%2BqGYjLbM7WHC9U5pao8k/Li8qDj5zhWCs9TU1RdJuNKak%2Blv3sekLf9Yjes7LrWcJzdo8aM3FGKTgvE50JD6iUheerNcCDHeHapjD7FBo9zrf1%2B8PHYvMdI9Vgg8XJVOpRCyzVq2s08vPa0EvqfReUQVVqfYUh9oIx5oFRe98oP2OwHTJk2EwnKUuJmSqzkNUWc63RfEFhuRoGbwbAO27mF4BZAbY91PaKa53n2Bax6Gkuu%2BBCL7ixw3xbP2EfR2PHifiX3PheQWIXL6UHT%2B3lpY0IUiY4Cf28xIeemY2hhVURlaW%2BeZcw6yTQvnaL6zfXHc/oNBzpUxx9EZr3QljQryp5YSgbkJ/q86uflF4blV3q2ndvLKB7aV/rtKi8JyC/J%2BjgQwV7MdFYXOGVfhvE9rnv7/VjLocbj5NMeTasuwHzu%2BOzJ1Lip1JNj6M9G0nQZHZpkPtWibyqI91r5D4VEcHVIS7NEfyWSFfgwU54W%2BZ9qJFA%2BEACz1osuXHGpGoVbFDLG/R%2Bl/Tujdp911QRF1SiOlVwmVKRpU1INBUkW05nmXJT9UeMxtpQsjWQfii2tottdwOZe4Hwkb%2Bly5N8waGHEXoMg7MoveBCT/nQA17MGBG9gsVOcqNnBLZZfvQwEfsSiZsE8aNoUh8/5ZlLUrcgqUeQ/IKT2M1Lu%2BeR0xxwoj701BXxqdaQY9fdkm%2B7xy64OkbCT5QffBh9uDs095kov19c2B9R2C0peBJU8NTjwrDniz3q2Rx9p0M6PAenN8xNw5K8R77ZDyLouviAlApX%2BkkI7DebHmaarl0xHh8xOL7FOP7CwnxfG/p3Zu9vy9ynRF73Qvc1i4OvSgWXI4NqhMIqcVhFlOSkUFIdJXlgEA8qA0Ag88xIXY03lebr4s%2BpVc2qsBZ18A1N4HW1f7PK74o64Lw6tFYbcVxDZmj2J%2BsORRsKLcY6g%2BlqAHzItXZ50/f84R1fut2N6edZhzj2IYKdwOEMapkFlhlgmeTaRrnWUZ51hGcd5Npecu3PefH9/MQBftIAL%2BU5P7WDn/4AS36CpQzwDowTMb1odItrcqNPXnlwWZXfiUrPwwUuqQ%2BR2Fki5pUXuxyYfkNZccTWzKS3Sw492XfiZfiJvpCC534VAwGV/d7nRwIfrUUNv1GN7kX2b4gfLJF17ooAACAASURBVCvPvIjM71Vl9FpU9cnejisKZdcx6uJtJtNJsX9glf69TvQLofhfQvz/Vcj9V1/snwM9/yw0YEEcMB4VMisPHxf794f7PxEFPhIFdYqC%2B8KCxkLdnCrvTyQugIaFeeaECj15VR3%2BQOHdJXfpkrvVG33rjJ7n9R6VhqCjZmMiTIRkvtFcpSHPycgmMXUvjHrqYe0i7N3u9DNf8oUXNchjRgh2gsM6OYyToKcxehhjnmNsB%2B7oxh1deEw3HtNJxHQQsU%2BxhNtYwl088QknqYeb/Ix3oJdzqIlIvYbFP%2BDG3/LOLg2v2G%2B4Qtqa4umLMeY6R%2BiR0/yYG57JbV5JF8ML0vTnzdYr5vhmXfp9TeoTZWZfcMGkumbxUMGII3dIVD4ka5hQnR8Slvd4lj4LKOoTVz2VJ1bFByQ3aOKaGmKzPrNF/YgM%2Bkej18/1nJ9H8H7q4/KLfdg/BaF/F%2BD6V6GCvxUJfhbq%2BlOx%2B1/JfBflkf1K/R119HV1fJsqpkfJbim1qzr5bHgYKDTJG6TSi1LRxaigOkVgpSa0WBd5RhN2Uel/Se5foVCm6TOM5oYQ%2Bq4f%2B9CPfezDdnuxz73YQb69F4vu4dOTrpYVAbmMszO4bYRjHeJYhznsEMf6gmPv4jieILFPkbh2LOEBkXSfm/yQm9yOJDUhyU14Sisv9bYgvdUto8Xj6Am//IOi8mzl%2BTTDNcbcIqdb9tmbvBJv%2ByW3KZSn8nxTLoXkXhYePaM4Va4tSSFrlIk3pSd69Ce7vE8PBaTd0JMFJ8mywwfuyY89CSvsjCx8LC68Kyq/K2t4bMyq1B5ISj0fWzkRF/cdKPixDPmfIt4Pw3k/ke37kSzsH8KD/i6Y94NA/t%2BHBPxpOP8HocS/%2B3n8Mih4PUKaJ8%2B2qyvF%2BhZ/wyOxrs2suVaqLj6lzzgQdRBc0bnXaHyqVX4VyrAihfq4nDkij8vSxhzVWI%2Bq7AfUmXpjfSDZ5c48d2d73Zled/aZG/vcne3n2Z5j9pcE4%2BRSqxy4iFsncHs3J%2BYO1/GYG93Dc/TzY/r4cX14fCeR/ICX1uKS0eyec9Mjp9Uls9kls9HrSIP/ifKQ4tywsjTNhRjz1Rj9hf1RVVRkhUp9XmVqDDJdJWIfuMfd04fm1fITuzwz7wWmtgdFDwXZyqy1kqLBwJLx0ApnWNUUbas6rMu6ldRQk93lV3Xf%2B0yL6NwtbdN19kY1ee2I7GqOdeBw/B9GS/9BhP48AP%2BJSPiPouAfCD1%2BKAr5SWTIjyM9vy8EP9qH/Lsv9osQ8L%2BF4F9DfL8RRV0y5uhV7YGaIWBYBabXwLDlrl3yUo37GNu5xqfgrjr4tsL3iir0tFafaUiwm48ayKIIukHEXA5hrvoytwXsU8TWx2X6XZk%2BAdMnYPp4TD%2BP6eeyg4R1lLAOEbYXhP0ZYe8moh9xYu5wY9p5MR0u%2BzvcEh%2B5pbS7pd5zz2zyyj3jl18UWFQYXFIqLCkPLyuJqs7T1B%2BwNEL6huLAEx1s1AfmmIJzEnTVB5hrlOO2JLE9NKNP6LhNe6e2Anoec4x6sAPihPacK/UVz2HxoG/BaEDmSHjq4/jIQ4Xh9H148FbMiQNVJeqqk%2BqaE/S1I9YWq/S2xGM6yuczvetfKogfhXn9s1D805CAHwdj/xSI/sIT/aUf%2BHkE%2BBu5659LQv9aHPKjCPcfhgveiaQNilyDpdXLOsVnZ4B1FrDzCLvAYRcR8ztPcppr3gQtKnOhzpJliLObjsvM9b5Umwv11JscdKcmOfQcRjl55KiHqZdPDWDsKM6MouwoYh1FrGMEM8mnx7n2Lk5sGye2leto41g7cGaEa%2B8X7O9wS2l1T6/3zKjxybrgl1cWVJgRWhkrrrVHnotRXYozNO6nmmMct%2BjkB7qDT2QpD0UxN8NsTZLENm1WtzbnZeSxfknxoLTaGXbgNhmY1CZgXyPkijB1JL%2B76OK8qrg7JOdhxLHeyMpecWmLLucYlRMbd9QUm2%2BMyTMlH1LHZ2tji5Tmq%2BKAMbn7tyKD/4vQ7/ti719IAn4W6vnTEPxnEejPQwW/9HX7RZjrn6r9J1XsOVl%2Brub0A/mhzsj4AsnJYHUvYvkEON4B6zJGjRLkAEGN4vQCCmfcLO2YbhYk6Q7IDdURxnPB5iYv8j4fdhPMCxe234V9zrU951n7eOyQgB7HqGlgmQHUFMaMc9hRrm2UZ%2B0S2B%2B7xQy5x83yYpyobRSzveDHtnumN4QWVgoLT/keP%2Bh9PG5fYZLifJqujlXXqI0XDZZmCO8b45/qMzuVmY/Eh9pFmR2K%2BKeRyd1hJ0clBQNh%2BX3hhQPy3E7jyafih3vaE0%2BTPVNvY9Gfgph11%2Bwr8XfLk66Jq%2B%2BH33you3JB1FEd2pkb1Ls/oJ8OeKhwua/xvquzt0eS90MN1yKtLSrtkEHwiTbkj2URfyHx%2BnsJ9yfh%2BM9DuL8M5P6vAPznIfxvS4UtmmSj/hrX%2BIJDjnmZR3zMIy6madS8ipNbqGURMztx0yRmHMVMo6hxFLWMIKZRYOgCSnNxkPG6v6nF2/LAjerk0S8IdkhgHeDbnvPsvTz7M65tgLBNYNYJlB3HrWMc2wjfNsS3DwocffyYXo79OSe6l7f/qduBB945DSHF6RFVh8LK0sJKDkpr45UXSP1Flm22Opp1tqsSe0uU476avSdJ7ZKeeiEp6RMW9AkLhuXHukRlwwHlU%2BGOJrPy9DHNudKQ/NO%2B6bn7r53UVdd7Zbzk2gdd4IPg2BbLwerUg7HXCmHHccWDWL/HBt8Ovedzo%2Beoxe95lNeALOjblNcf6fifSV23ooKmFMIuufumyuPP5fv%2BJnTfj/x9fhbg8cMw/j%2BFuvwoJHA1wlSnPG7R3nIzjgHLIkbNAWoBUAsotUhQ8wTpxMwTqHkcNY8h5hHEPATML3HzS9Q4iRqfAl/mjgvV7kI9EcBeHhzgwDEOnBIwk3x2jGcd5lkHubYhjm2Y4xjlOEY50SNc%2BxDP/pJn6%2Bc6nhP7nwpSbnpmnPHPyw0tSouojJM1kNJzBnGlSVMXS12zW67IqJpwQ8U%2BstbLesUnunVfSof4wBPRke7gqqGgC5PBtWMBBQNedSPB12bV%2Bb3JYbnViO0RlvyQe/B8YF6luqzaN75MGN0Uk3I%2BN7Ugy3okS%2BeoNlvaaPkTvcdTJe%2BRLuKx2qtbCQaVSF8oNir2/lO9%2B58oPf9M4vZ9CfqplN8WIR4Kj/xu%2BL6fhOH/FgZ%2BLBR8RxiyEarrjjiQparzM/ehzBrX%2Btad2cUtSwS5SJBzBOUk4DQBJ1FyDCXHEHIEJYeAZRBYXnLIHsI0jBs6AMf6HGe6cLqXQ/dz4SCPGuNT4y7MOJ8d51nHeNYRrm2IYx/A7eO4bYKwD3Kin/McT3mORy4pLZ5HagNOHRNVxUadMygbpFHVduHJ45IqC9mkst/QG8%2BrNeVistjHVOIZczE4%2BVZ4UltI%2BuOw3J6QiiHhNWfY9bmg%2Bgnf08NepeMhsdcdwqwbfPuAR8xD0cEG06nc9Pq07OKU/bH7T8TnNCfY70UHNzNejbp9TargFrl/m9L9jopzW%2BfWo3RfjPL%2BRLZvL4T3Npz3t2Hefy0M/h%2BigO9HuixHCQvkqcm6k5e0qRtS03cjVFMye5khz65vVGifeJDPgW0CRC8S9lcuzCuUXEGpJRTOodCJ0tMoPYFQEwg1DqhRQI0AagiQA1yyhzCP4oZe4Mp0cumnXPqpgO50hd1usMcd9rpYn/OtAzzrCM86xrUNc%2BwDmHUYs7/kxj4RJN/wSK/zzDgdlJ8XWZMUWWeS1Euj6lXy81bRqWN%2Bh6rNF5MOPFHbrwcaKoNgdaSjNijpqjTjvjHjgTbtjvjgraBjnX4XnZH31lTXZ0TnRoSXFjVHB/bvO1oCdCNcdlaSejkm63BC6sGDcUknLaZCpfScUdKkdm8MB9fkvJsKv%2BaI4JaIsPvKyHaF/7CS3x0hexx64GX44cUQyx9Iw/5FSPxbKOcnEt%2BtKMUZ1RGJ6aGXpTfY2CHTdqq0XSLjMzfqOWJdAPY91D7Ps41y4Atg6gfGERQuoHAehbMonEWhE4VOhHIi1AwgpwA1AahxQI7i5DBqXkSMoyDIcsuDuutB3fOE973gPS9414u562Jv59u7edaXPHaMax3jWIeJmH5O/BOXtGaf3LLg4oNh1VbxGb2sVq65LNVe1UnOJvkerfZIP6uqTkt4EJvSHuW46hffGJjRGpbZFpH9SB53K9je5HXkYWjNC1XliLhuLPTymLDhZUh1f0T5sGz/hSLfpBtIdCfm6A5yXLYwhaQxZ78%2BqUipqVH6lcjcSzWhpfKIUlFwTfi%2BG9J9Lw0hTr3vkoy/pgkr1%2BVFmPpEcMquqmpRw3GZeEclXNJrKjQnw/W9qO0Nj97lmldxapnDLgPrKmLdIJhXBFxys7zyNK0KjHOoaRSQowgzhdAzCD2DwHmEWkKoJQQuAWoBUHOAmgHkNCAnEXIWmHaAYR4Ek60BxjZ/c7MvvOBNn/dkrrjTNwTRt/jR7bzoZ/zoF7zYXs7%2Bx97pN4Jya8KKD0eesUrPKSPPRcrrRbpGIXVPrLxi9M8pD069Iy06vv%2BJOaFDmvDYO7HdO71LlNkryRyIir5Da0qT9cfjM1qstauW0qHQUz1BBc%2BDT/TJkh/Q6nNx/vGXCfKFgHkSYmoUmprDjC06U0mKxlypDGiQexZL/E/pxSd1oWWqqBZV1JzS93sK/C/l4DOZ4Lwi3mxpQWK2Qfw3CHY00nLHom2M1l%2B0mprFxk4XyxSXWUXoZUDN8SxTLuYJDjmFwgWCdPLN43zzLNeySFALOONEWSdKz6NwAYULKFxC4QoKV1BqHaXWUWoNpV6h1CpKraJwBZBvgWkZBLF1gdQlf6belz3vZbvsYb/pZruLW29jtru82PtuyS2eGee8c4rDitIkFVbJGVXUuTDFRaHyQqTpRoT1riqxg6ZvmoRHM/zTCqNvpid2BCU%2BCMx6LDz2NLigI7DseUhur1V44gxubffPro67wx6djkp%2BTNJX0%2BQ1RaKi896HWlDYyTV0IeS4h%2BmZRndBam4S0q3x%2BrxCqaJUG1itdK2O9KhRCyvU4RcV%2BvtSZkGi/5Ys6jOlbliVzOgvB8EhzP4a2N9i7BbKbHqbpr2MU64Wp4Cc5cFZDj2LQidCTSPUDEpO4%2BQkYZkgqAkcTuDUJMZMo4wTY%2Bcwegmj1jDq1ftsYtTWV9hE6VeAegvMiyDYXuoTXedlv%2BJtb/N0PPKKa/eIv8dJauanNHpnngs6fiqiLFl%2BhpLXCaVnfaW1AbJzQforQtgqpu752h%2BGZD4xZLVrbVdoQYYBttiP9HjkPAo5%2BURe0am40B9xYyKgsFcakH4ZwKmwwta4xmPM6ezIIyVeSTcA/RKYJoBxCNcNeBseeVo6hcbbRl2l2lyrpYrLZIYL4SF5hvAanaBVAurkUdmqtBx1zmHVyQJFYZGyNFPTQBrv%2B7BThH0bOD5GbDuA3QDW1xxqnUu%2BIuAqRq8gzDJgl1E4j5EzODlFkONccphLDnKoIQKOEdQUTs9hcBmj1zH4gaAvNL3Pxn9YC2BuurBtrtbH7vYu9/0PPVIaPQ9V7DuVF1RyOKwsTVpl19RpjA3h2vN%2B6np/4yUxbJbab4tiH3rHPBId6JLldPoWdCgz71HG1pCYx76lzyOKRkOPDvocHw8rmzUXDlMJ15PE6bVhVKMjNi8tYb9FH2vUOnSGbBlVHcrW%2BzFXPS0PxIarUsMls64iTnOYNeal6%2B2NUrcLUd7FKvEjCW9ChJSqokMtLT6wwze6x5ft9TT14/Qk2L8KHHsg%2Bi1q2xTQM1w4A9hNHK7h1DIOFwjoJOA0QU/g1AxOOglymkNO8KhhHjXEhcMENU5QMzi1jJGbGLWHUa9RcvdDqM33%2BYo1X6bLxdbhGnPfM7HZ91CFX25WYL4j/IxWclYlPStT1EWoz4XqzgWaL0rYJnXcHW3KY01qpyS5wz%2BtU5zV73l8xLX4WSZTmZLYoktt8yl4LC6bDsqd5qeP%2BCc%2B0uoq7PKYEsqamW0iy2XhFeqAXJNvgUJxWqk7rZfnGCWs0SEz1ioNdTpDVbT2RJImJ8ZwokSpvx6F1Wq8zkmCpkJ4S%2BKANH0xal/iwj0AncAy72LaFcBd1LaE2VaAbYNgFtzJQTdyEINzHHKWR07xqAkeNcqjhnnwJUZPorQTgzM4NcP5AidBzhHkIk6tYeQ2Rr3GqDcYufs%2BO78tax6xl3zS6v2yi4KPp4cVWyWVRtkZjapOrq2P0l%2BOMDWFUi1C2Bqa%2BECW9iQqrTM4vccvp0%2Bc91J/oseS2xt1oCNGXlq7Lz75QK25/IG8aiSofDSobDA8rzkyNSvyAKXM0%2BmPk%2BHFpsCyiICyyJCTqqCcKOFZSfD9SM%2BWcKJYGpSmT9KQNVLLBVZfHG04TZobShW2m5Gu51T7Lol5oxHccQ3lMNzlwE%2B8yFcIHASWaZ7uI775Y4Kdd2PGUesqYNcIOMMhJxBqniCdBDmNwWmUnkaYSYSdBNZJYJ0CrBOhFxH4CqXWMXKDMK8T5g2c3MLIbQzuYtQuRm59yG%2BxFngk279gf2ChJbQsXH4%2BSHc5Qn/FAC9rmavh0bfDEh5FJD4NT3selNETeqTfP38o9ORzc%2BajGHvrMXV5ueJovSi5OSSh%2BPjDuO4dU8eiuuGZ8OyNgPrKsJpkYZlGWC%2BTNYfLjoa5pko4J6N8q6SiSqW4TMG9puG8lKGLQmwo3L8xSqc1VnuTD0MsT0LI52KqO85w%2BrpM1SsLuCkNvqrSFZvyJfoO3LjKpedQxySwzwN6G7HvEfGrAnoMZeYRZhXQCwicQ%2BgFhF5E6EVALyHMMsIuo%2BwyYl0E7BJgVwGzDuA2gLsouYubd3HLLk7uYOQORu1icAejNr7COkat/zprq4B6C0yLILLQGFaq1J4lmUta5kqw6WIgvGaIuyNNeRSS3hlwqNM//alvVo9nRo8h7RGZcj2JqaoOza3D9t8B9GMv2Ow4WH2rI2dwnWntENVWB5Qc4ldG49VKUC3GSqXehXJRsViTJduXr3FvlIVcE4dWRni2RQa%2B0Ie8Nrr%2BUM35r%2BrgpwqVUtuAm6cA9RrQn3rTi6FMT6ap5pL22DHDWbP5jhfZD%2BgJwCyg1i2EWQfMMqCdgJoA5ARCT6NwCoXTKJxB4RxKzQN2DbAbgFnH6HWMXsfhOkrvIPQeQu8i9C5C7yD0Dgp3MXLvPahdHP5HuFByAyU3flvWDFVS%2B1lxTI0q/bI5syXyQKvv4a7IrP6wrJ6IvGdh%2BS8Fx1%2B4nRo02VrzgrOrXJmriKMb2MZ4poFI5t7JyrrH7fSdK/tqc0Py6cB8Jb9MAk5HoOXhnFKJoEDlcUzjcULKr9C6XJC43QsOeSSKvBTuUycxtSl0W4aw/2YIdcrI45G5Pvo%2BhNwkLK%2B5lo9c4a4ns%2BxFO92pGRc4z2WXUdsaGr2F2jcRdhFhFwAzCxgnYKYBPYUysyg9h9LzKL2I0ssovQzobUDvAHoHgzsY3MGpHRTufC7rV/yO1r7G%2BhdZMy%2BCmKuRB5qD7NWig5cNufeiUu8R6V1YRr9L3jNxUVfAuQn%2B2VlJwvVEz8yzmHmaZ/kWiH8L2AVj7P2zZUVXK/RnYkG1iVOtE1dGeZyREuXhgeURwsrI0GpJQE2E4GwE50KU52UpaI4C11WBtVr6iCo21VCSKC88Ij9RrC6Ij6oRqp5g1ApgNjnUKo9aw5mtL/7hSjoB6SQs0wLLhIdlVEBOAMYJGCdgZgDrRNhZhJ1DmWWUWUaZVZReQ%2Bl1lF4H9GtAvwHwDUa9wag3OPUGhbsfWEPgDkp9wDYGt35Vlwi58ev4irX0J1HRVw7pig5RpdkJl5ITW4zZPabj/WGne0Xnu/c1jYWUPUsKOXIawE7M/DHP9j3XWKeYvVhz9ODVLFGxBqsSuZ6VulZqvUrlnsXy0EOSqGyJ7kSk4axIcjfQo8OP3xbgPxHM2ZB7PNAYbZp8H/qW0NHtaRniUsu86A2MXUHgFrCtA9s8wU4TzBRg54BtHWUXOXCMoCZwyyRumsKN05hpCsBpAJ2AnkPYBcy6gllXEXYdYTcQdhNhthFmB2F2AHzzOV9YI9%2BgcO/XZe19qJ2vZw2xrL/P2leydi0rIL04JKVSfug0eTLXdDLGmM8euiar7QjqW5G3jdnJkpN4wpB39GeYdQlYB5XwYYkxtcHgWaUm6iI9LonczyoFR7UucRHKA5KENLU5Ue3IVMZdkFEjUeLdCM83Pq7fFQatRLFlsgqxosvVtILBOWDeBOa3wL6HxO6g5l0OtUJYF1HrEmAWADWLWaYxag6hlwC9COASgEsALgNyAVhmADkH4DLKrOPWHcK2i1p3UHYHZfdQ9g3KvkWZd4DeA/QugLsY3MXgLk7t/l9P6G%2Bz5h93kc8cUxysY7IKbNlkbJ4srZiuumG726Nuvet78LB/EJUniFn3hq%2B4zFMB02ZVll%2BJkN4Mc7ki8W6U8c6LsFJ5YLLSDNWZyWTuMQOTrU7MUqYWqRNaVdSYXDkvV7Xp462WSsL2DInZ4DO7GLXNN%2B24aebdTWNe9jlPctPFvMqlVxF6HaHXUXKRb5oizFOAnEfgLA6dBHRy6BkCzgHLEqBWAFxHmR3c%2Bhq3vkHZPZTdQ9nXKPsGZd6hzLsvTv0PrL3P/5u1d4h5CUTG3wiJK7PElx89lFGaK6wu82i6prtZq7iQ6lOrJSo1vtnmeLX2QpQp3aA/5ZBfzNJZqgxoi9T/Wri8Xup2QYafVMvj9LlxhiMHTdYCEzwTlZIjP6W21EsMN83SNp3igUj73N00i9JrgH2FWpcwagsjtzFqE6PWMLiCwSWMmsfIWYycxak5nJon4AJOz2KME6PnMbiMUesYuYVROyizhzJ7KLP7KzDr689B2T2E3UOYXZx6/QEYuYOR2%2B%2Bz86E1cuc3NMB7bQCoZRR%2BhFGrINSar6CSD6Umlh0wlLF%2BVdFu59I8SyzYtSh8OJw3LnG9phTFK6ypalWeSn9CYS/VyM9qfK8qhA1K8SWZb5M4MEPrkNLFjPbIQWVqDFmcrD6vM9x3sQ1h1kUBucJlxgl2EWF3Af0RQb11Me0Q1BoGX2FwGYNLGL2A0fMotYCSCyi1iFGLGFzC4RL2OdQqRm1g5DZG7mLU7ld9/cral3HbQ5jd/wxr9DuMWgEyqyPDDmvTI8%2Bxghqx%2BzmRZ004uB8OJiWeazK/ySjBtSjXw1FhuWp9kU5eoQ07rwhvigq7I/VokwtuRe2rlFM6Sy1u73GzdASYOlzs877kkgtcAfZlYF/AmTlgXwX2LWB9A%2Bi3uGXXxbSBwwWUmUOZ2S9xonARoVZRagWFq9jn0OsY3MLgNgZ3MGoPo95i8M3XrX1VGWB2Ab2DfTmbv%2BLzivwaH3bob%2BjN9zr0P6wV5CfUxMpKdeCyAVyP8rnk59MS7jkUwu0T%2BzUpwgoUfplq0VFzdKmOqlSHVWiFp5XGYnnSSZWjRBmTo8uV2q642Idxag1QK4BZ4MA1gtrA4CZgXwH7Im6d5ZPzHHIRg8sIvYjQsxg9jTEzKOP8klmUnkPgCkqtoXANg2sYvY7Razi9hcO9L6Be49Sb32Tt84ghzO6Xa9ouBve%2Bym%2Bwtvs%2Bv6e1ooSQSoNblYJfJ8WaVa73dKF3lLI6pTJfY4/TJeu1DlIXm2Q8WqKxVCglx1VMovaY3nA1xNwZbB72ZOdA3BqIXnezLLhaZl0tE966AYFpgiAXMbgObJtI9JqrecbFPM0jJ3E4gdITgJ3A6BmMdmL0LAbnMbiEwWUEriFwA4EbKL2J0psos0XQOwTcJeAeAXcJeoegd3D610zol76%2BUAbgNkbt/WdM6FEFKFdx67XCC5qAC1ruJY1PrUSrMKdGkEUaY7VZV0Src%2Bzy7DjdoRjDcVpbq9I3Bpof8k1zAG4h7DqX2iaYVcw%2By2deCcybmGkZIVdQctnVPOtOjfPZEZSZQZkZDE7hcIqgZjA4i9GzGO38XBlOv8LgKwRuIvQOgNsIvYMyuwjcwehdnNrB4TZObXLoLYLewOHWF7LoHQTu4OxrjN1D6G0AtwC9jTA7AG4Daut3tvbhC8fvZ61B69Fgcj%2Bn96rSBp5QyVLl9mh5psR4TGY6bDBkULpMSnec1BWHWNo8YJ8HNeAKx3hwhoDLKL2C0osYXMToRYRZROklFC6i5CxKOTFqGicnCHIMp0YwehiFIyg9itDjCDOJsDN8ZonLLHMdGwj7CnfscB07OLXBZXYxapvLvOYybxDjBkq/5bAf4/A1atzgUXt8apdr3sKpHS77VsC%2BQ7Wv%2BOw7nv0dwqwB0yIC1zB2m2C2gOkVRn64VaCWbdSy9T6bX9sq1r%2Bu6atXq883D4RaBpbXwLgA7kT6Xpe51SoCD6vVNl2MwpgRbjqmUlVq1ZVK3elIY62QbPKlH7jRL13ocT49wWGncWYOZRdQZh6l51B6FqXnUDiHwlkUzmDUxJeMf4UJFE4jtBMwc4BZIOAuTm5z6B2E2gbUG4z5JkrtAdMqQW3icAu1bAocH6PUNjf6Y57jE4zZA6YNHvsap3ZwZo/DvubbdjnsFmJZBuQywu4h1jeY9R2wbPOsHwnsn2CWD/f%2B/6/WVoDlNTDOg/MR4Wcj/I7IdKQ2I8RU4kmWuVuKwrSXw3XNgaZWD%2BoxhxkGtkWcmefQMzjtRNkZxDoDbNMI8/lLw69wonAKg6Nf8IWvyc9XCoRaAvQqoF8Beh0Ydgn2HWZaQk0LQL/KgZ9i9Mc8x6fAsIHTe6hxHaN3UXoPmLc51o%2BAeYdr/5SAHwHDNg5fY8xrYF4FlkU8eo2wrxGOTwD9huP4JmJ5w7W84zOfoZYP75gIuY2QWx8ALBsf8PXj/6sXUmBZB1%2B1xpqsDq1Jrc8IMNW7mFtdjc1e%2BgY%2Bc4OwthHsY5zpx%2BkZDnyF0QsodZ9ZdQAAAw5JREFU40SYGcBOAds4sI%2BhzDgOp95nAqfHcDiOwwkcTuPUDE7NotQqCtcQuP75AQSYXcT6FqMXA1LmyOK34WmLHNMoYVrHjTuoYQPolkHUFGFeBtoFRLcM1IuEaYsP33Isb7nka6BwAvnkvoSP3G3rmHmWxy7j7DIwzQPzCtCv4pbXmPktSn5Yl19XhpBbCLn9Plu/nzUfptCXPuVO1QvIB3xTr5uhy8vQjrJPgb0L2PoQdogHJz0sToKeAMwYwowizAjKjKDMMEaP4NToVxjBqTEcTuPQiVNzOLWIk6s4%2BepLZRuA2QLMLmD3MNs7TD%2BU3vDx1aG/PnHjY/PxGXvxt8Mci/DEp2zBNxyl36Tz3xgOr6ae%2BR5z4qOY09%2BNStvSHvmG9vAbyYEZR9k3oks%2BpQs%2BNh3dS6z6njpn3lH5TarkO37xW7hlBSd38K99JUHJra9N6DZq2Xmf7d9vQr2NzQR7m0e1u5qfuZgHONQQzgwJjJM80zRKORHaSTDTAnoCZ18ibD/GvsDpAYIeIuhhghrB32MIp8YJOEdQiwS1SpAbhGUbt%2Bx8MZjMBmC2gHUXWPcI%2BG2OeT67/m3t3b3KW7sZtavV9793tv2Pa9v/8Mz9T88//ay4Ze3J3N9Utm41PPlW0Y29k01vcy7sFrZ%2B0tj/neoHr7PqnI3P/zK5zHmwfOHh1A%2BOX3t7sP4za%2BUf4ew8Yd/C4ObvYO132jx%2BmzUvTYsr9ZgPu7lwEIcTKD2D006CnMHJSYweRekRlBnH2CmcHiHoAZx%2BgVP9GOzHYB8O%2B3H6BQ4HMXoMhVMoPYPS8xhcwahXOFzD4SYBtwlqB4ObGL2JwS0MbmH0FkZvYexHQLVAn1rMOj/X2P2NksbXmSUrlx9/u%2BjqwsGK4cyzzrSzg%2B2zfxF36mVm45qtqP/u5Efpp5cKLq/cH3xjy3Jac150z/53xxGnLKGjY/ZP9h9djD25tr/qHTBOAfrzfW37i8%2BX5DpKrmHUxlcu5BuIZR0lt3HqzZcNu4tadlHL77R5oJZlYNoD%2Bvn/A8/OmSEJxpq6AAAAAElFTkSuQmCC&quot; /&gt;&lt;/p&gt;
&lt;p&gt;Après avoir lu « jaillissement de l’esprit » et expérimenté l’usage du langage LOGO (version partiellement traduite par Jean-Luc) avec quelques enfants, nous avons décidé de pousser l’expérience plus loin. Avec quelques membres de l’équipe de Dieudonné Leclercq, nous nous sommes rendus au Centre Mondial de l’Informatique à Paris où avons eu la chance de rencontrer Seymour Papert qui en était alors le directeur. Outre un débat intéressant à propos du potentiel de l’usage des ordinateurs par les enfants et une rencontre instructive avec des chercheurs de ce centre, celui-ci nous a dotés d’une version française du langage LOGO. C’est cette version qui a été utilisée lors des premiers stages LOGO intensifs (une semaine) que nous avons organisés durant les vacances scolaires (Hardy, Denis et Polet, 1982 ; 1985).&lt;/p&gt;
&lt;p&gt;Fort du succès remporté par ces activités (projets des enfants, motivation...), le projet « LOGO itinérant » a vu le jour. C’est en camionnette transportant une dizaine d’ordinateurs (pas portables à l’époque !) que  des chercheurs du Lpe de l’ULg ont parcouru en 1983 les écoles primaires et secondaires de Wallonie pour y animer des activités LOGO durant une semaine entière avec des classes et leurs enseignants. S’en sont suivies des formations à l’animation des micromondes LOGO destinées à des adultes. Grâce à ces pionniers formés, l’environnement LOGO a commencé à s’introduire dans les écoles et dans des activités extrascolaires, puis dans la formation des enseignants. Les stages pour enfants et adolescents se sont poursuivis à l’ULg. La tortue de sol a été exploitée avec de très jeunes enfants, à l’école maternelle et lors de stages (Denis, 1983 ; 1985). LOGO est également entré à l’école suite à l’intégration d’élèves malentendants dans l’enseignement ordinaire (Denis et Osterrieth, 1983).&lt;/p&gt;
&lt;p&gt;Que d’expériences enrichissantes pour les chercheurs et pour le public-cible visé par ces formations !&lt;/p&gt;
&lt;p&gt;En 1985, un livre « Pourquoi LOGO dans un contexte éducatif » (Hardy, 1985) a été dédié à nos réflexions sur le sujet. Pour ma part, j’y présente « LOGO comme substrat du constructivisme interactionniste » (pp. 115-143).&lt;/p&gt;
&lt;p&gt;Dès le départ, la découverte de LOGO m’a inspiré un sujet de thèse de doctorat. Convaincue que cet environnement d’apprentissage pouvait contribuer au développement de l’enfant, je me suis penchée sur l’étude du processus d’enseignement-apprentissage et des effets des interventions d’animateurs sur l’atteinte d’une série d’objectifs poursuivis lors des activités. Ceci a fait l’objet de diverses publications (voir &lt;a href=&quot;http://orbi.ulg.ac.be/ph-search?uid=U009900&quot;&gt;ORBI&lt;/a&gt;) et d’une thèse intitulée « Vers une auto-régulation des conduites d&#039;animation en milieu LOGO.&quot; (1990). J’ai ainsi apporté une pierre à l’édifice sur la question « Peut-on évaluer les effets de LOGO ? » (Denis, 1991, voir « LOGO et apprentissage Gurtner (ed), 1991).&lt;/p&gt;
&lt;p&gt;L’instrumentation de l’évaluation de l’impact des activités menées avec LOGO dans une perspective socio-constructiviste s’est également poursuivie, notamment dans le contexte de la robotique pédagogique.  &lt;/p&gt;
&lt;p&gt;&lt;img alt=&quot;&quot; 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3t%2BK7W9E9zeiexuxl%2BvhvY3I663lg63Y/mbk9Xb09Vb09Vb0q63Y683Yq43w7kbkVTL6KhndiAUCNosbNqz63VvL4WTUv7USeh6PvFiPvEpGdzeir5KR54nw80RsYy0SDHgioeCK32FSC2CN2G/R2BUcWMIwSZlGCdMgYZikDFhCMwipeiFDL6RCAjIIEA0iKghQdQAV5FMgAQUESDo%2BERJQIAFFwyVp%2BSSQR9BwCAounc8FRlAYIluudwRIAvUUVciQGxUm98Ak%2Br2Pz7z/0Ym3/%2B7v3//wRGZRXVFlbX7G04onqVV3r6UfP/rw6CepJ44%2BOHYs9dixa598fPXjD788eby%2BYzCnuPZff/nbX/76D//5Xx8gjhwpqm7HsjQ9k5SqjonOMQxykfWsuntohjSD4wyisBWNffkVbcMoIkJtMA6MI6/feQjqDcurkeXVRFl1fVFFwzyWPjqJkajNbJG6pqWnd2RSrjXqTNbS6vrRKUxDy4BWq1sNu1a8tlW3OeYwrLqMAZM65jRGXXDQoQ87DVE3HHWbYh7zitcS99mCNtht1JvVKotWZ4cMZq3OoYclHJFWIg86beuxoMWgB1UQqDHaTVYTCAUcjoDdshb0%2BG2GFa894rIFnTYnDNuMRrsZ9jstUZ896nW4LRaDFpKJlAqp2mKwgipQLtfIZCqf1xsO%2BLw246rfvh60J/yWhM%2Bc8JnjPsu6z7odsNplzGWbbjNoXw9aE37rmt%2B24nM4DCBzapJcnaPrKDJ0lULtz6D2PKgjX9deoGwp4Pe2GKQyu9XssNlsBn1W1rNTF24XltQE/QGPy5ZYDiRWwl6PbX0l%2BCIZfbEefrURWw26N1eCz%2BOh3WR0NxnZTUb2Ng5LYGQ/GXmxFloNOlaDrkTEG3ZbXSaDXqEC6AyVUOiEjQ4jFHY7Y373WsS7k4hsJcIbq6HViC8a8kYjQdhk1kN6l9mglwN6ldADq%2BwKDixlmmRso5RllDJNUgYsoeoFFEhA1wtpkIAEAkRIQAYFFC1A0fIpOj7pu/BIII%2Bs4ZLVfLKWT1BzcDI2ic/jji/gB6aXhBqYo7aM4bl0uYmjNNd3Dv/%2BT8ff/d1/HUl569MT5xu6h5/m5eU%2BeVyellp592rGiWMPPv3kwfGjj0%2BcTD127NrHH17%2B6P2LJ05WN/SnZVb887/%2B9h//%2BZd/9w//iHj7h5XNfdMEYW3XZEnjUMvgQv84vr5ttHt4rq5tqK13vHNwsqVrrLKmG6FzBYRaY1FNkww0GRxepd6WllNy%2BuKd6ub%2BORyHLYSaelBji5TCug4kho7lSOp7R5/V98wRAZkatlktK377stuc8NniLqPfoIg5DVGXKeYyx5ymZRe87DYvu02rHkvcZwvZYbUAUPIEYiagk%2Bk4dB6NxOIyRWKexGY0hQJBoUAql2jVCr1CqlZIVSYIthrNfqfLogM9Fius05v1sFKu1Gl1dqvVbbcEPU6HBTYbzWKBisMUs1lCncYslYJ8kVqrM/jcrqDHEfHYVnzW9aB93W9N%2BEwJnynhsyTclk2f2SZnrTjAzZB93WdO%2Bi0bAXvUZeGQqWTkOL06T9taCHeV6DuKtO0F%2BrZ8sC1X05YrHWpn4skcnsRs9oiF8ifpeafOX88rrVdBFpFE4XL5dDpYJlMsL0dDAU80ErTbbHotFHS5gw77WtC7vRp6tR7d24jubkReJsOba/7ViNdq1JsgyG02mTUqUCKRsgU0DIGOI8oAoQmELBBk10M%2Bu2UlEoiEfNFIwOkwW62w3%2BuOBHzxlajXYTLIOEYF4IDkNgXTJGWapAyjlA5L6bCEZpJQDQKSXkA2CikQnwgBJIOADAFECCBDfArIO7yStFy8joPT8YlqPkXNIao5WAWHwKbR5/GMrrHpgUk0HtD1zdJGsJxJivhZVdtvf//BL//t3SMpR97/%2BHh913B6Vk7O4/tlaXfLbl56euzTR0c/fXji%2BONjR1M//fjOJx9cev%2BPdy9era7tun4z7Yd//6//%2BNNf/uSffoY48sNn5Q1tg3OPC5s7xvDDc/SK5uHKxqHu4YXGztGq5u7Kho76xt6a2i6EDPb3ovCp2ZUsKTw4TUJhuZnFLRmFdf0TS5ML9Nbuqdr20XkS715W2RiGyVabLqfllraNoPBcDJVnMluW/fYVryXus646DW5QFHMaIk449n2WXaZll2nFbY77bFGnScXncAhkMUugFCrJOCqFxKQQWUqJ2qg12CwuPiAH%2BEpQa5ZLNHyuSKeGYNDktDgMap1GplSIFQqJQiKW6UC9zWrTa7VOqwU2GjVqiMMUM2gAlcLhsEVMpogvVIIQ7PW415bDK2FvzGtOBqzrflvCZ4p74bjXsu6xbPksVhlrxQFuBGxxnznps6z7bFGnhYEnksaQtOocdcszY2cx1F6gbS%2BEWnN1bdmq1ixhb4OAyVFDZh1ko9N56VkFp7%2B4cf9pgdJgN1pdsMkpECkh2OZwug0GE6iHAYFUpzXaTTaTTucyG5f9rs3l4PN4%2BHkivLEWigW9dpNBKRapJBJYo1YLARmXK%2BYANByJSabymWydXKkEBGatzqwDnWaL3%2B02QKDRqHc6bA6bxWEx%2BD0Ou0lnUnANMp5VJ7EpmObvgNKMEhosoZmlNFhMMQjIRiFFD5D0h0B5BD1AgvgkPZ%2BsBygQnwTyCFoOXsvFq3lkNYeo4WI1POIMEtXVP1HR2FFS1zFJFBAEUAsSM4hmZ5U0/uJX//HTf/4lAoE4ee7iNIF57cad/CcPyp/eK71xMePk8UfHPk099unj459knT2Zce7Ek7PHc1IfNLT0pj7O/ff3Pv7g09O/eef3R97%2Bh4Lyxu7Rheyy9tquiZFZSkFVe03b8AAKNziJbe4ZfVZW/6y0obVjGDFD5HWNo1NzKronMH2ThA4k9sv7uZklDY3dyLL6nubOiYHxpcau0cziegxLnl3Z%2BuX9rI5x7DSRj6ZwdZBhNehc9pjXvNZVl8ENiWJOQ8RhPNQZdRgP6%2BiK2xT3WmNO2CgTURfRMraQTeaQcVQhTywRyCAlBKkMPLaMx1PxeAoAkCukGj1ogvUWvcYIg7BcKGOSGQqJCtQa5TI1bLSAOr1GqTYaYLFEzmIJREKVVKxhUjlMKoeIo3LYAq0GsljtTrfbbjXHfLZk0HpYQeNeOO41JzyWTZ/FruCs2nWbAXvCZ133WRNeW8xhAWVy%2BiSKUpmpbS2Au0q0bfma9mdgWw7YnqduzRH3N0FKlUpv0sEOBkuQlV1w6vOrD7OK9DavRm/SQiat3uINxRxun1qtZ3JESg1sNDscdpdBo4FUcgesD3nsEa8jGnBFAl6H1aZTKBUAAMokGolYDgByQChk89lUJnp2gc/iyAGBRizWiCVyvkglluqUKplIaDLqnQ6rxWywmSGHDdYpxQYpE5JxTWqBTcH6W6AmCc0kpZkk1EOdBgFZzycaABLIJUB8oh4gQQARAoggn6jjEkE%2BWcsjankkLZeo4WA0ALG3ta2ipvlR1rMHGYXVnRNzVEnzyMIIhpNV3PjTf/nNz372SwQCcfTsxVky7/HT7KLMJyWPbpXe%2BDL39Mn0z04%2BOP5x5pnj1XcuV9z5ouLulyVPH/cNTqTnFn9w/Ny5q3c/PPbZL975Y/qzyr5xdHljb0sPcnwOX9HY2dQzOjpD6Bycbe4Zr2zq6RqebukaQQzPoNPySzOKqxYoXDRDkFHWcPlB1rnrD3LLGotqOgYnMKgFalFVy50n%2BZ2j6IySxtruMRxXs0iXEJgCg8l0WEETflvcC7shcdShjzqMh4nYDTGn8RDoise07IYdOgULiyXOomkYKofGE/MlbBpHyBZqpCCLJsEsMVksiUpl4LIFSrkW0pmEfKlMpJAKFTyWENKajHqrUCAzGiwCQKoHYQEgodC4HI5UwFcI%2BTIBR8iisKl4OovG4bIFChUklmnlMlXYZUv6bXGfJe6F4154zWOOu82bfotNzo6YVBsBW9xrSfiscY8l4XNadCBjeopRlwt1FVv6yo09xca%2BMvtQuamvFOou1KJ6TDqdzmTVmlwkGre0tPpOanpBZSPs8EMmu0KrNzu9nnDEbHPIFVqZAtTDDqcn4LDbYRA06jQuC%2By2wH63PehxeBxWKwxrZVKNUKACACkX0Cl0ColayBWIuAI2lSFgc9UiiU4qVQuFSkAo4/O1MqlZr3NajdGgx%2Bux2qyQzWLUaxWwgg3KWLBaYFOwLXK2Wcb8K1BYQoVFFFhMNQgpBiHZIKToBSSQT4QERBAgQAIiJCDp%2BAQtnwAKyIcbJg0Xr%2BFiNHziYGdnXUN7ZUNbbml9WkFDSWP/wAxxcIF2/0nhj//h5z/6%2B58iEIhPz16ao4oaW7uLMx4X3rtSduOLvNMn0k8cf3Ty04IvT/dkp/bk3evMvt1ZVdzbP1JQVnP57uN7WYVf3Lx/4sK12vaB/onF2pb%2B1q6R4fGZps6%2BrtEp1Dx5fI7S3DPej1pEYag9yEXEHI5280HG45ySGSzjaUH1pbvpdZ3DF248fJRTWt3S39w11jM8c/Nh5t0neTN4TmPfRFP/BIGjnMaz53EUhUK%2B6rcve81xnzXuNXkgcdQBReyGmBOOOY1Rx3dAl13wihtO%2BC1BM8hYWiTNLvLIbBaJRSXSCEskDpVDxTNEPDWFDAgFWrlUx%2BdJlAoQAs10KpfNEggFCgFfLgSUYrGGSuHw%2BVI2WygWqwQCOZ8v4/PkFCJHyJPw2QARS8Uukjl0gMcWc3kyFlfKZvGDDtuG35H0WeNeeNVt%2BA5owGqTsyImxWbAHvda1zzmuMec8Du8ZhNnYR5oL7UM1jiGa%2BzD1ZbhKtdYjWOs1jxYDk322kDIZPdojE4ClVNb0/j4aV5ZXZvJ4YOtLr5QZnJ4jHa7HoZBEJLLVSaTzely2Kyw3WwyG3QuC2wBNQGnzWe32IyQ02w0aVQaAaAVSRQCuUFrlghVMqFcKVECbK5MIDJpdRqhUCMSSjkco1JhATWwVuF1wGG/3WnTgzqFVq2GNEqTmquV0mG1wK7kWuRss5QBy%2BgmKR2W0kxSmlFMMYqpRjFVLyIbRJTvt0pEkI8HAYJeQNLxCBCfCPKJOh5Oy8OpOTgNF6PiEubGJ8qrGqubuzoHpwamiXmVzS2DqMaByd//19F/%2Bdmvf/j23yMQiD%2BfuDCMZg4jpwufpD679UXptfMFZz/LPn3yyWdHC788PZD3qP/Zvb5n99rLC/oGRp6VVV1Nffogt/jCzXufXbrR0jta19bf3Dk0NDbT0tFb09wxgJqfwdAHx9HN3aOjs/jxJVrnOBaBpfBq2/rvPy2saum//iDrSX5lQ9fIpTtpabllRdWtHf0T957kPs4tzC%2BvQy6Qy5t6qtv6ZwksMke6sEQQAdy1gH3ZY15xm%2BJe2AUKIw4wZIOiDsNhYk7jd3EZ4l447rVycRjS7AIdQyahifOTC7gFEpvEwUxjALaUQRNJRDoqgQXwFAqZnsUQshgihQyikjlkEguPZxGJbAKBRaFwORwpiyVmscQMOo9K5hAxVBFPTCHSF%2BeJ87NEMoEl4EnVaj2XK2ZQGQErvOF3JL3WhAde8xjXPOY1jznpM9uVnAgs2/Cb417Lmte05oHX/bag3SLC4WW9dY6xBj%2BqxTPRaB9v8EzUu1GNjrEaeHbAZzYrdQauSEOm8WprGtOzCspqW7VGm1SuEYmUMgWo1OmdTrcFhpUyqcNq9ThtPpfNYYGNWpXHbDRrlR4T5IA0BrnUCRvMWo2AwQJlSpVYIRcrAbZQLpBLAQkZSxByeBYdKOdxeRQyQKOqhQKTRmXSquwwaIO1DpvBDEOQDlLL5bCSrZXS9Cq%2BTcExy1hmKcMkZ5jljMNzUFhMMYipBhHl0KheSP7OKJ%2BoB0h6AQnk4w%2Bj5WJ0PJyWi9fxcUouYXZ8YnB0uqi6Kae0YXCWhFqi5FbU5lY0vPf%2Bpz/64T%2B%2B/YMfIhCID05%2B2T6O7ewZKnp8N//GueIrZwvPnsr%2B7Hjm2RPlV8/35aT25t3ty7/XWpLX0ztUXtN49V5aanbh59dun7x4vaa1p6G9r7lrsH9ssqqxrbi6CTlPnMUwGtoG2/uRXSPTYwu0wVkKYnR6sba9N6OosqSh425m/q20rGeV9Z9fvX0t9WlJbWt5XduT3KLKpra6tq6yxq6soqc9J0QAACAASURBVKrS2tYhFHpqkYRewhMw8yt%2BW9RlWnbBaz6TXQsELeqwXR%2Bx6yN2/d8yXXbpkwHzqgsGiDjc5AxmamFpGk1YJE4Mz3IofA6FS8HRqQS2hKeYHV%2BkUwVsloRIYNNpAh5HtjBPHBudxWAYaDRtaYk6P08kkjgEAodM5lJIDAqBTiMyGVQ2Bk2YGF%2BYQGHQ80QWnWvUm4x6A4dODVgNGz5r0mNJeOC4F17zmtc85nUvbFdyQgbJpt%2B85oXXvPCaB173W516HYDByfsbnMhGP6rFN9nqnmg%2BBGofrbHMDXpNsEiqkiiMLI6ksqLm0ZPsqvoONWhWqkCVEhSKlLDZ5bS7zBCkkkjMEOSA4aDbaTGCRo3CbdLDKqlBJrCp5bBcZof0WrGUjiepxDJIpdXIFBK%2BSMQRKUQKFoWhEIq1UhmbRGSTiGIWS8HjGZUKGwQa1EorrHc7rR630253AxyuXs7SSKmggmuRs0xSplnGNMkZZhnDJKXDEir8vU6jiAoJSAYRBRIQIYB4uGfSC4h6gAABBAgggHwcyMNquXgND6vgEccGh4eQC7XtA9cfZJc39y%2BQ2A%2By8u48yf7k2Gc//tGP3zryAwQC8cnZK2XtoyXlNSVP7hXc/Lzi%2BudF505lf3b86clPK66e789N7c%2B/N1jwoLu6ZH4RV9/SefFW6u20rBPnL529dqeiqaOkuqmstnl4cq5vbLqyqadzcBo5hevsRXb2jzV2DXWMzGPoEsTgOKqwuvFuZsHVB5lX7z25cT%2BtsKI29XF66pOslu6hB%2Bn5adkFNU2tNU2tJQ1NWQWlJWU1/QMTg0Oorq7ervaWZZ814jJEXXDca7Wr%2BQFYEbYaInYo6tBH7Iao47tGH3VByYA14bMqWHTSHHpyCDWPmics4JbmcFyWhEkXkDFkBo7KInNwaCqLxqcQOXSGeBFNn50lLS3RR8cWFzGsyRnCEpYxNrGAJ7AYDCGTIVDK1RQSncXgYTGU2Rns1BR6YYFAJbFwSyS1QuOymAnzMy6jdt3vSLotq054xW1a9ZiW3ca41%2BjS8GNmxVbAlPDCca9pxQ0nAzaTSs5CL8mHm93jDV5UsxfV7EXWe8brPMg611iDYaobkkpYgFIDWnh8cUV5zaP0nLLaVrEM1Kj0MqFUJhBrpCqNRK6TKUCZAlKqLAbYbbUbVUq9XGIBlRatXCPkQCLArtXYtFoFj8ujkjVioUooVAqFaomCReOKAZlCKJew%2BUo%2BIKbT%2BCS8hE6WM%2BkyDhvSqBVyqVqlMBkNKpVWo4X5LJ5WylZKaKCMY1YwTVK6WcaApTSzlGaW0mAJFRZTYDHFKCQbhTRYRIXFFL0ABwE4CCCAPJwBwBsFBAgg6PgEkE/Q8nBqDl7HwSk4hJGR0SEUurFj5O7D/PSc8s7%2BycyCqqae4WOffX7krR%2BkpKQgEIiTF65N4Zm1NTUFj24W3DhfdeN84eensk8czT51tPL6%2BeH81OG8u0P5d8c7W0g0dkll3dV7abfTso%2Bfv3L26p369v7CitqSqrqRyfnW3vGG9qGOnuGBIWRH71DP8GRj13DP6BRqloCoami8k5Z5/VF2anbx09zS0urGoqq69NxnjzJy8ooqWjr6mtq627r60jJyMvILK2sbWprbWprauzv7KssrOpobom5z1G2IOuE1j8WhAfywPGgBQ1YwYtdH7IaI3RCx66NOQ9Spj3tN22GnlE4mzMzPj8%2BSFgi4mUXsAg6DpizMESh4GhVLwS2SGXQRncLjsCQ4DGNunoSawpOpAuQEZmgUPYxcXFhizMwR6QwhgcAmkTgKqQaLJpGJrLHR2bkZPAHPoJLZRByViKPyWHwJIFyanrSDqkTAseoxr7hNy2541W1cc8NbAXvIqHarxVt%2B%2B1bIuRFyJUOu1%2BvLdp2aOTerHGp1jdS6Jhuck3Xu8TrPRKNrtMo5XGua6RXQqCy%2BymBwikWKyorazNzC9PwSNJ4ulahkQqlcIJJxeSqhUCkAILkU1qhgnRbWaaw6LSgVGxRSk0ahBDgKNhOWy5yQTsykc4h4jUgg43E1YolKKOUyeFwmX6fUcWlMEZMlptOkNKKOxzCLAS2fJwN4kFZtgkC31SYRy1CoOQqOCMrYSjEVlLCsCtYhUJOUbpbSTBKq6RCohKLj4oxCilFIMQjJegAP8nF6gKgHiBAfDwE4kI8DAQLIx2t5eA2PAHLxai5xoH%2Bwe2i6uXusuXP0/pP8iobO2raB6uaej4%2BfRiBSDoH%2B%2Bvd/Lqprq6%2BrKXh4s%2Bj2F%2BVXz%2BafOZ732fH8sydqbnyBfPZwLP/ucP7dgYbqyRl0Vn7xlXtptx5lHjt/6fiFy9VNnbVNbXXNrQPIiaqGjs7%2B8dGJuY7ugfrmzt6RqZbesdbe4a7%2BcURbb9/1h08e5JZWtvSW17dlF5aW1jbcT885eubz8qq6hUVMc0t7eUVtWnrO0%2By8usbmrs7unu7e1paWwvxc1Gh/0G5Y9poiLtOq22JX831GedAKhqxQ2AZFvu/1Ebs%2B5jCseeGdiIs2OzU/OjaHnJobmyTNY7AL%2BPGRacwCiYilLs3jUOOLHI4CvUgh4JlUMg%2BDoRLJvKlZYvfA9OAIemaBRqGLsHg2DsdcWCDTaQIKkUUlsadR6NlJzPwMbnEWJwbkBBxpGjXHILNIWNL8xLjPql/xWaIeeNljXHHp427jy5jPDapqn%2BVcPH60OD1tHjnU1VhTkpM53NmOn5vBoUbVk0P%2BmV4vqskzWetC1bnGG1zDlZ7ROgOqg7GEVmitCoWBQmZVV9akZ%2Bak5xXxhAq5XMsgM3QKhUEhAyUiOY9jUMqcRp1Fp7KAKoteq5VLVWIRrNFY1GoJnSZj0o1SsZzFAKgkCZspYjI0IrFSIORRmVw6SyqS0ql0NoXCQC%2BaJYBFwoWFXKMEUAt4apHApFZZdDoxIFhaxKEGhrQCikZMg0RMu4JlljH%2BCvSvRo1iMiz%2B7rDJKCRDAB7k4w8HUC0XC/Jxh0a1fKyWhzsEKmfi2ltbe4YmOwcn6zsG07KLLt5KLW/oyCmu%2BtVv3kUgECkpCAQC8ds/fnDq4s2Mp2mFD28W3bxQfuVM8eenis6cKj53suHmhYn8VGT%2BvdGC1O6q0p7%2Bkbyi8ou3Hl67/%2BTM5Ztnr9zsHEA2tHaWVFZ39vXVNbUPjM20dA3WNLRW1bc0dg22DUyMTC82dg4iugaH7jzJyq9prWrtzcgvycorrGtpf5id/8Gxk8VlFQP9A0WFxS2tHXkFpfcepWfm5Hd09IxPTBYUlWRmZTTWVzkN6qjHFHIZVz0WpwZwQ6KAFQqYdWEbdJjv51H9msf4IuLi49BTA4MTAyOYqfnFiWncAn5ucmFhcomMYyzOE0eHZ7BYxvDI3OIieXGeiETODQ7N9A/Pdg/M9g3OTc4QMTjW1DR%2Bbo44N0uk0wAeS4BewA32j2GXiPPTi9PIaQqexKCxkCMo7AJ%2BZnx2AYVywZoVr2nZZVx2QOteczJgQw10nPjoz3%2BXgjhc//DDH/7g%2B/u/e/sH//nuOzk3Li1W55uQzcHZVh%2Bq3ouqc49WekZqdKPNkAhQaS1MhoiEZ9RUVKc9zcjMK6KzAIVCq5QoxVxAxuVwySQRkwHJxEaV1KpTO40gpJYrxEIpIDbrDEalSsqgC8h4FYcBCrgCClFAo8i4HD6VImIyBVSakMXhsjk8LhczOyOgkPQA2yCgG0Vss1ygE3LETBokk%2BjlMgGHwyAzmDg8JKSCYqpezLD9TQW1yOhWOcMio5ulNKOYbBR9f1AvJBlFZIOApAfIEJ94uD3SC/AgHwvyMVouTs3FQzy8ikNsqKurb%2Bkuq2vNLKp8klt05c6DB5nP0vOKfvcff0AgEIcP7D/e/zSjoCIj7VH%2B/WsF185VXDlbfPZ40WfHi08fb7n95XjOXWTu7ZGC%2B50VxcNjU3lF5Vfvpl2%2B8/jE%2BauX76YNTixU1rW2d/e3d/XWNrTVtfbWtnQ3dfQ0tHbVtfXVtg/Ud/QPohYRIxNTj7ILKpp7Kpq6ahrb6xtbcp8Vp2bkfHHtZu6zot7evpbm1sHBkfyC4tSn2eU1DbUNLbVNrQ/Ss26nPszNzbbqFBE3HHIaV9wWFyi063g%2BizZo0YWsYNDy30zDdmjVpX8eclJmUVMDg%2BMDo/MTs6gh5PTE7MLUInp6aXx4am4G3983xmYLhwYnZ2fxGAy9o3OkuKyxrqmvf3iur38KNYnBYhkz09jFReL8HJ5B4bJpbBqJhkJOTk/OTE9MEdEY9Mzc3MwCcmRyqHcUO4%2BdGByC5II1n2XVod/w25adcHHm47cR/71SECl/8%2BO/79/5%2BT%2BV373AbS8LzXaHxuv8EzWuoUp4osWukvIFChqVS8RSaytqMzJzcgtLOHyxSChVSRUAg0XDYCjoJSGDoRIAeqlUJxZCMolWKubS6EwyXS2Wq4UiKYMhJBHUXDosFQopRC4eK2czhTSymEETUihCBlMCCGhEEm52Wi8CQC5dycBpARos55vkAhmLppOKhEyGUiwRsAE%2BkWyU0EExBRIxbArWoc6/tvjDL0lGMQUWUwwCkkFIMghI339SIoE8PMQngDw8BOB1PAzIw4AAQcMnQHyCgoWrqaoqKKnKfFb6MLuouKYxu7ji9MUbT3IK/uOP7yEQiLeOHEEgEP/2zh/uP80pLy7IuX0x//LpqstnS86cKDtzqvj08aab5yfy7yHz7gzn3WkpzusdGMkpKLl05%2BHNh%2BmfnP7y0p0nA%2BMLVfUdPYOjpVV1RWW1heX1xTWNeUVlLe19lQ2djV3DtW09PSPTiLklXGvPcE5pXWVjV0V1Y1trV2rqoxNnzn959WZJRU1lTUN9Y0tLS1tNbd3jjOyOnr6isvKsgsLckvK0zOy83DyDUhLzmYMOw6rH4oaEVg3XZ9b6TdqAWes3q4NWTciqC1mhiEO/7ARfRFyspbmJvoGR3hHk4PjU2FR3R9/c%2BMwiam58eHJmCtvfNyoRSieQMygUGonCtHYhy2s7mzuG2zpG%2BvpQeByDRGRil4gDvSNzM0tL8zgSGo9bwMyiZseGkKgxFBGDwy4sDQ0iu7sGkMMT2IWllppqvUK84jHH3XDMYcx6cPfQ39tv/yDlyJG/dYpIQaQcOfLWkR/8AHHkUOo7v/iXq59%2BSKwtDM%2B1%2BsaqPMNVZlQLJGBh8RQOW0CnsGsr69IzcrLyC9EYAm4JT8UTATqTRSAycHgBnSFmsSQsphrgqQGejMtl4IkcGkMtlioAAZ9IElOpQgqBT8CKaWQWZlFAwgtIWCmdIqSQGVicmM0hzM%2BT5mdVHJoQv6Ck47V8GihimmWAikXjEvE6icQEQkqxgosnGsV0UELTCplWBcsiZ37f4ulmKc0soZkkVJOIYhJRjEISLCIbhRSjgKznE/V8AsjHg3wCCBANQhIE4EEeRsfDqnkECCDKWbjc7Oys3KLHmc8qm7sLKxpuPkjPLa25mfrk1%2B/8OwKBOHIkBYFAvPfnTx5m5OdnPs27e%2BXZ5TPVl89WnjtVee6zsnMnm26dH8%2B/iyq6P5x/e6ipqqt38O7DtEt3Ui/fefDhqXNnrtyqaupq7RrqHRzNyCssq22qa%2BupaGzNLy6rrW/p6BvpR85WNrTVtvUhxlDT%2BaXVuaV1bT0jFZV1xUWlDY3NOQXFF67cyC%2BuzC0sL62sbWlt6%2B7tvf8wLb%2BwOPdZfl5RcXpOfnZ%2BQV5evlrMj7rhoMMQc5m8BolNww1YdIdAg1ZtyKYNWrQhKxSyglG79nnEQZ2bHOvu7W7r6%2B0a7OseQo5MYmeXxvvHulv7Zqcw05PzU8jJadQcCrUwPL5Q0zI0OL7U048aH1%2BYQqHRi0Q8ljI3jR4ZQuIW8cgB5NLk4tTI5OzE3OjA2OToJGp4Ym5yfmJ8bnhoYmhgdBI50dPSpBEBqx7LVtjRWl3yPccjKYiUI9/Xy5Tv810RfSvlyJEjbyFSjiCO/NvPf3XvzFFRT7F7qMw3WmlGNUmpODKZwWXxMWhsTWXtoyeZqWkZeAKFzeAIWTyAzuRRyAwcVsxmcclkEYup5HNAkZBPpvModBGHqxAK1UIBHb3ExeO4hCXKwgxAIvBJeICIFZIxrKX5%2BbFRKnqJT6NPDQ1T5udULApvaVpCQOv4NA2XomWTIS4TIGJUAE8jV1IJVBoaY1FwdVKGRsS0KtmHM6hZRjdL6RYZzSKjmyRUs5hqFlONApIBIMJCMiykGAUkiIeD%2BHi9gKQXkg1CkkFIgvh4LQ%2Br4RP0ApKUvpSblZH6OP2TU%2Bezi2uzi6rTckurW3rvPMr44Y9%2BnJLy1uHTe%2Bd37915%2BLS0IDfvzsWiK2drLp2rPHeq4szJ8nMnm29dGMi8PpZ3c%2BTZ7b76staOrodP0y/evnfx1r3/%2BvT4%2Beu3y%2BtbS6ob2rr7SmrqiqprS%2Boac4rLCkormtu6JmbQHf1jeSVVRdVNiP6R8bOXrx09c76uqS07J6%2BosKikvCwt99n5q7eyn5XmFZSXVtRV1TUUlZdnF5bUNrc9zc7Nyst//DS9qLi8srJGKQRiTjhsh8JOg08vsSs5ISvoN2kCZm3QojtMyAqGrGDEqn0RsdHmJ8a6%2B3o7ehobW8tKq5EjE8hB5FDX8GDnyMLU0vwUur2lk4gjzc0uNLd21jR1V9R1d3SNjwzPDg2iZiaX5qZxfT1jQwPjvW3908OTC5Oz81OLfZ2DYwNjNDxpfAg5PIDs7xnq6xrqbOtrb%2B5srW2Q8zgbIZeaQ3735/%2BSgkhBII4gEEf%2B1uT/tlIQiCOIFERKCuIIAoF46623/vy73/TnPjb3lpg6Mw0jFayZSQ6Nj1lAjw4MNNTUpWXlPErPJuFpUrFCwBNxqSwhg84jE6VcLpvKkPDFSqFYLRTRsUQiGs2h0yRcnpDBZOFwLMwiZXF2aWqcil4kzs2SZmeYSwvUhdm50REehcYgkHtb2igLC2IKUU7By8kYDZOo45A1TIKShlEzsGo2hUulI4fGWES8RSXUSZigiGpXMKwypkXGMEtpFhnNIqOYJGSzhGIW00wiCiwkGwWkw6seIOgFeL2ApAdIEEAwCEkGweFISgB5eAOfoGBjCnLTzn355bFzl6rb%2Bqpb%2B7tHZ%2BvaBgpKq3/6z/9PSsqRlJQjCATivfc/uffgSW7Gg6L7F0sufVZz8Wzl56eqz5%2BtPn%2Bm9daFkZzb47nX%2B7Jv9zbUdPf2Xb%2Bfeu767Ut37v3xg4%2Bv3EotKK9Ozy9o7u69kfoor6yysKrmcUZ2eXV9d9/wEHKqpXso/VlZekE5oral/ebDtLNXrl27k1pZVVtdXZOemfEgPfPSrbuZ%2BSVF5bU5BaVXbtzOKyzOyCsora4rrayub2p4VlBQVl7V0NgsF/CWXXDYBoadRr9RZpOz/CaV36QJWnSHRsNWMGjRhSxg2KJ9EbULiIt9jS2DXb29XT3VFfUtTe1DvcO97b2jfaMjfWOjgxOdbb3zU/Oz03NVVfV1Td0lVa0VVe0Ndd1trQNMumh6EjsyPNPePjDch0RPLs5OTI4Pjw90DRCXCFQcsbutu7dzYKh3uKGmeWx4crhvtKGySgFwt2P%2BnobKFATiCOIIIuWt/4PL/1%2BvR6SkII4czgA/%2BdHbd058JGx5pm16qmjLFWLmKCTGYO/g5Nh4fU3t4%2ByctMzcadScTCQT8oViDsAhEpg4DI9KY9GYUqFcJpCK2Fw6loCdm2WQ8AIWU0hnyDlMGYu2hBqlLi2QFxeWJicJc7N0DJo0N0OZm2UTCHQ8HjM1TUOjabNTEjKOtzSjZpJ0XJqMglHSsGoGHhaxaYvzUyNIMYNqUvBAGUsnItvk/70xssjoZinVLKWYJVSLhGYWU00iKiykHFZQPUDQCwh/3TYZREQIwIN8go6Pg/h4o4CoYC/dvX7h8vXrzypq7z/NrW7paesfb%2Boa6h4Y%2B/ffv/fXd/v8F9ey84qKc5%2BUpF4qvXS65sszFedOVZ47XfX5Z%2B23v0Dm3UXmXOvJuFFfXFBTV3/x5p3zN%2B%2BdvnTtd%2B/96fb9tOKK2qyCotrW9vtPMoqqah5kZBWWV5VW1dU2tTe197R1DxRW1KbnFSMKKquyS0pvpT09dubz1s7e/GeFj9Me19Y3Ps3KfZyZm5qRc%2B9Jxq27qdV1DbdTHxVXVHb39TU1N7W0NDc0NhUUFAJMyrLLGDBrgnYoYJTZ5CyPQe4zKgMmdcCkCZo1AZM6YFIHzdqQRbMTtmjY5MWRsfG%2B/vnJibqKmsqSqvGhsanRcfwipqu1s7dzsKdraHZyATmEbG7qKKuozyusbu8Y7mwf6uocJuBYoyOzXV1D7e19fT1DE0PjM0jk%2BMDgxOAoenp%2BfATZ09Xf3d7X3znQWt%2BKGkEhB0aaq6qVAm7Mbb3x5TkEAvF9%2Bfy/AEUgUlIQh30%2B5e9%2B%2BPYff/2LqeKnmrZ8RUMmcbC7p29wYGCEQqDWVdc8yspOTcvEovE8JodNZ3BIVC6ZREEv0PF4DoMrlahEfAmTRKNh8FQMhoJB8%2BlUPoWs4LF4xCXywiwDt8SlkJG9fTMjo5RFNA29SJmd4hBwtCU0eXFeQqcp6FQ%2BdgE/McRCT8toeAWdoOVQDQIWxKezl2ZR/T0Lo71mOVOvYIJiik3BsMjofwOUZpLQTBKqWUwxSyiwiGQUkgwColFIgkUkg5BoEJL1ApJBSPj%2B6B4P8nF6Pt4AEGQMdG76g7xnBRV1zdfuPvji6p1HGc8Kymora5t%2B9et3vp9BUz6/cPXB44z8jIfPbn1RfvlczcUz5WdOVn9%2BuvrzU223Loxl3xzLvNSXfau%2B5FlBUfG5y9fO37x/9tKNP77/4eUbd4orqgsrqm4%2BfJRTXPIwMystJ7%2B8oam8rjG/pLy%2BuaNveKypvetxZi4ip6To8r27565fv/UoLa%2Bw5MGjtMqq6s6OrstXb5w8d%2BFRTt4XN27lFhRV19VfvnGrsLS0qqqirra6taWxpqa6prqaTcHHnIagRRewggFYbpOzPHq5Wy/1GeV%2BWOmHFT6jwg8rAyaVH1Y9j1iUdPxM/8DUwMDMyBBqcLiuorajqXWop5dGJLY0NpeXVLc0dzfUt/V3DUyPT3d29pWUVg8No0ZGJltaeseRMxg0aW52qbKipqGmvr%2BjEzXYvzQ5MdE/0NXc1t3R097e09c9gBwYHuzqnRqbmBoeHenp1oj5XAruJz/%2B0fdAU/5Prf1/N/rXS0oKIgXxg7eOZFw8regoUdRlsMb7x5BIDJaIWyRWlJalPk2//%2Bjp4swijUjGLy5R0BjqEho7PcWnM6UiGYcjFAESAZvHpzF4NCrAoOHnZpg4LEAh4KeRdMwil0wkLS2N9Q1gZ%2Bdxswu4qSncxAgXv4Tq66ai5yV0ipbDFBEwpOkx4jSSjZljLkwz5qc0bJqEuESdHqEtTNPnkBYZQy9lgGKqTcn66%2BnSIVCzlGaSUIxiolFENIqIsJhkEBFgMQkWEw%2BBwiKKQUgA%2BUsgHwcBBD2AB7l4PZ%2BgZOOaqkuuXb95/fb9uw8eHT/9%2BScnzz3OyMsvLP3JT//lyJG3Dg/q//Deh59/cSkn7X7WlbMVl89VX/is7MyJyrOnqs6dbL91Hpl1fSL7Sk/W9dri3Idpaae%2BuHT26u1T56/8/o9/%2BujoyfTc/OyCwks3bzzJz80uLiqoqCqpbSgory6tqisqraypb2rv7CmtqEGUVFd%2BeevmhVu3Lty4ee32vZu37jY0NhWXlJw5d/6jYyfOX75693HavYcP7z98eO3W7dLyssqKksa6qsa6ypqqitqaajoRE3MagxbQb9UHjHKrjOkxKLwGhc%2Bo9BtVfljlh1WH1dRnlO%2BEzQoGbqytdbi9bR45ujQ5M4ecHOntb65rmBhBDvUP5%2BcVV5TXFxVV9XT0MkiUge6%2B2pqG6Zl59CKuvrFtaGBsYmx6aGC0obaOS6exSQT8/DQLv0SanUGNjFRX1TXUt4wMDKMGhiYGhmbHkNOjI2N93RI2ozAn4zt6KW8h/nv2/L9A/VuwH7z7K1Z9nqYlH9tWh0KOsZkcIppUUVJ2P%2B3J3fuP8WgCm8rAL6DJi1j8/0fbe3%2B1kabrolWSSM4BR2xjY8AY2%2BSknHNOCAkhIRBR5CRyDiJHk4QS0SZIJCeMkERyO7unu2em95x99pnZ%2B6xz74/3P7g/CNye2b1netZe51u1oAotVX189dQbn/etoaGZiYnNZevKotVm3VhaWLLop2amjOaJcfP42Ghv76xePzM%2BOj81PjMxZpkYM%2BunenRdpomp8YHhp4Yp82DPRE9Hf0uDddq4MWu2To0vjg/Njw0sG8aspollw5h5oMc00P1ktH%2Bys3G8u03f3bS/MePcmN1Zm/7uxcKb5/Nftbxbjh5szBxszOytmndtpr1V896qZXfV7LQaHFaD02p22cw7K3r78qR9WW9fmdqxGnaWDc4V0%2Br04wyFhMcX5BWVMrl8fqIsHk3AU5g8kcTTyxsAAAgEAoIgnkBNUShTxCw1E5dHRBXh4XnohDxUQj4qtpqB0klJ3XJik4JZnpshTEqKRKDiCbQ4FPFOwL14BFaakqrOzU1SKhJT5NLU1Iy8QlW2RqnOysjNz8jNLy6vrKlvKC2vApQZ6igUMkmtDgwLx5GpcrlCJBaTaXSRRCaUyOIQKJlCgcZj0ARsyMOHEmliviazMDe9vDivKD83USTs17X88f3u9/vbXw52vt99frg5/9H57KPr5QfH84/OF593X312vfqy9/rL3tb3u8//44e9l/OGxqLilgrtQHvbcGf35MDggK6rtb5Fk5nf0tihyS0qKa3Mzi2pKKvqbG6pKilta27RT0zodJ3cRLlClZOTXVhX11yYX6hraRnUdQx1tq/OGJ4/mRvt78/K0hQXlg50dbfUVDdoy9vqarqam%2BrKSwe7dMF3bgMAAIAQAIR84xz9uq4H/%2BrXkdY/4wHpkFK313GtaQAAIABJREFUqtVTVcXzU/pXG5tPLHM56kyuMJHO5Pe09y3NL25Y1xfN8%2BO9/RP9A7a5BdvTFduSbWp0XD8ysjAzox8b7evUTU9MzU6azI9Hl8zmmYlJ88TE8sJiX2fv%2BNDovMG8YrFM9OjGujv625ps08Zlw/jW05k10/jMcPeyfnhxcnh6uMcy3GMY6DQO6HTVpe012snupr31acfGjH3V/Ob5gttJOtg8wujhs7mDjdmDtZk9m8VlNbldpV2r2WU1Om3Gb5wko9NmfL2oty8bdpaNDqt5dWZUxCErlCnamrpEmTxZpaayBLfuhmCJlNOnz0KhUBAEQRC8cvWGKFGcImZksnGFFHQRDp4Ljy3EIIuwCXVMTJeM3JtC1mWICtKVHJEoHI6IxZEjYpH%2Bd4LCo%2BI1haWN7TqpIpWfmJSerVGmZ%2BVqClPTMxVpGYr0DG1tnTo7h8UVAskqlX9ICFeWTGCxKXSmKi0tMTHxUWSUUJIUF4/EEyh8oZBII/PE/ODQEFlyUlZGanFeRmVpfnVFSZJY0NZQ9ft3rs%2B7rz7vbX92bhxszH1ybn50vni/8%2BydffOT8%2BWXva0vu1tf9ra%2B7D3/jx/2Xj8x1%2BXlt2i1uvq6vpbWRm15R0OzrlmXocru0g1ocguVqgyVOqeitKyyqGBA197Z1trX01tcVsEQJqek5zU0dPT3Pa6va2puaGxvburVtY71dk719w52debn5hUXFleXlTVWVrTUVNWVlzZWVdRXanPS0095eYEAAIAQ8B8DFATdwfu/Eq/gCQjYkkR9WZm61Fq3OTfnfPbMOjeXkapicvlEMqO/e/D56ou1xbU5vcUwPDLe1788O//MtmF9srxgNM1MTsyYTKODg10tbbMGi3F0yjKhH%2BnpGe7umTPPvHz2anJ0sk/X/dQ8bRge0g/09LbU9zXXP1uYfr00/%2BqJZXlyeO5xr7m/wzygWzaOrs7ozcPdU/0dupry3uaGia5G55ple9ViX53%2B7sWTw835754/2V%2Bf3d%2BY3VufPtic3t%2BY3j9ykixffXmH1eC0GV02i9NqdueWdpZNrxen7CtG%2B5LRYbOszo5lq2VMFoPC5MiUKgZXgCMzsCTatRv%2BMJgHCEJAEIRAIFeu3iCSSDlKUS4XX0zDFOOReci4IiyyEBPXxCP0yql9KaQGOaskW80Tix7GxcdiiOExCTdu3kGgiVW1jRXV9QKJjM7hK9RZqemZeXlFqepMuSpNqc5QqjMYPD5XKAHkmVmhUTFIAkmWpopGIpLkKWXlZUKxEE8kPAiPDIuMg6OwCDQWS8BjiFgShShNEmarldXlxUX52clJwjSF7If3%2Bx93X3xyPf%2B4s7G3PvdpZ%2B2T49lH54sPO88%2Bu15%2Bdr347DyyR//y/cHe6mxLWWFbVVV9RWl/R4cmIyM9VV2praso1jbW1mdl5coUqpoarba0aHJ4IDs1NS9HU1KmlavSU5SqjvbOoZ6B4Z7%2Blrr64oJ849RkY011rbZqoKu/rqK8KDujQVtZU6atKy2dGOwrzsnSlhTWVlaQCPhv0PeP7U/QHWdy49d9DEK8odBqHn67LPl5d/OLpaWN%2BcWnJlNOZgZHICLRWL09g9b5Jev8kkU/9biv2zD2eGluYcEyt/Z02TI%2Bsbm8PK03jPb0Tg4O2xatM6a5Ocvs1NiEedJsnppefGIdGRzp7egwDA%2BMduuemo36gZ65xwObs4aF0cGZkYEl48T0SG9vY6VpqGt91jg3Omge7Jke7p3oaBprbdTrGnZslu3Vue3VmYPn8wfP5g%2Bfz7tzSPsbFnccdG9tZn99dm/tiM3kspkcNoNz1ey0mRxWo8NqdK2anSvGnRWD3WZw2gxOq3HZNKzJVCExuKgEFE8kIVIZcDSWK0yMio6HQj0AAAqCEAgUikQR5DJ5njIxh4UpoaGL8YhCTEIpHlWCi2vkYPuSyUNp1KZUTm6aPEWVEpWAQuCpDyJjfS9dp1CZJeXa9OxsjkgsTE4RyVOZfBGTK5QqVBm5BYr0LLFMIVWkMfliQFNWgacxH0VGP4qNicdgcgoKVaq0ZLksOiYmOi7h%2Bq070XFwBosVExdz7uK5eHisNEmUIhNXVhSXlxUy6WQhl/n9d7uf9l5%2Bcm5%2BdDzb25j/uG17v73xYefZJ%2BeLz64XX3aPfn7Zff7nL28ONxe6aspbK7Xl%2BblNVVXlhYXqNHVOdl5upqa5oamwqIwnlLQ1NrY0NDU3NiESEqpLi/ub63sbqhurymYmx0Z7dFODPebRweGetqmR3uaK4vbq6uGevqz0jP6e3s6mpvaq6obysuriQl1DfWZqiiYr40Fo6N8H5a%2BoePA43ARxx0NBCARSzEa9rpSv99XZFmZnjbP6MUN6Wg6TI8YQGV1dQwvTC7PmmSczsz2tzf26jnmzZfnJ0oxpdmTg8YJlfs5omhwcskxOra%2BsP31imzbPzxhnx4cmpg3TM0bLSN9Ad0vTgmFS11AzOdQ/omtfmhq3mvSWkcHHnR2zE6OTPR0DrQ2jPR1j3e1TfTrLcPfCWP/T0b7pXt1gQ7lrY8axPr%2B9Nn3wYv7w2YK7Dulgc2Z/3XywObu/PrO3OrO3NuMGqNttctqMO1bjV4A6rMeJJeuUfWXSaTUuGYeSJXwkFi%2BQJMfDkQ/DI7gCIVcgQmNwp06dAQAQCoXCPDy4fDGbxc5NEWQzkaVUdCkeUYxDlBFQJbi4NhGpP4XaryQ1KtnKRL5YKg6LiY/HkO%2BGPrrge43B4NQ2NCUrU5l8PpnNFSYrqRwhV5wkSJInKdJkygy5KlOSksoWS4HiyhoWX8RgcxFYLF8iKdVWJstTYuJiQh88kMrkfjdvJyAQ%2BYUaoYh78dLFmJhIuUxCoxI0OWqVSh4THZ4iTXy/t/1x98Xn3eefXM/3NuY/vF55b197v7PxwbH50bH5Zffll91XX3Zfftl7%2BW%2BfDj68tj5ub2yrrmqqqmiqrqrTlqtTU9NT07PSs5sbmktKKpJT0irLalvqmxXSxNry/K3l2ZWJ4YmWuildU3NRTpFKWl%2BUM9RSOz3YvWqZ3Jw1rugf9zfVpybLuzt7WmpqOmuryzU5jRVlA%2B1tZXm5pYX5l3x9AQCAwWD/JEghIAD9VtMXi%2BnPOssmeptGDMbmnuG8ohpZcrZArGJwZD1940tP1/UTplnLnH5oZLCra21leXHhycjQY6N%2Berjv8YLZPDc1ZZ7QW4xzRuO80bgwZ3n6eGB0pHdwvL/POjfd01RvHBka1LUPdLQN69qf6CfMw0MLU1OPe3oNIyODrY1D7a09LU2DHa3zE8NTvS1Px3rN/e1THc3jHTX7z2a3V6e3Vy0HL%2BYONub21qZ31yyHG9MH65aD9Zm91emDjdm9tRmXzbK3NuM6EpwGd/boCJ02k8Nq3LEaXy9Nbi2OOW3GJeMQm4p/FB4OR2GT5SniRAkWh%2Bfy%2BFeuXnNz6d0LExAUQqdRc5K5uSxUGRVdjkcWoeNKsPGl%2BLgWAa5PQelVkqqkVKmALUgS33sYEY8lB4aGnT5zkUCkZmvyk1NThTLZg%2BjYOAyeyhPiaEw6XyyUpfIkCgpbxJcqVDkFQGlVtUAsyc0rYAuENDY3I0ejUKZFxUQFBAbGxcMjo2KEIpE8JamgMNvf/%2Bbdu3eEQg4KlYBCxZMpeA6XkZWuPLA//7T38qPr2Ufn5u763NuXi%2B92Vt871t87Nz64nn3ee/ll/9XnvZdfdl/864e9H1yb/Y3VtUVFuoba1urqknyNKiW5IEejycypqqjKzdEky%2BRkAqm9rmZRPzLeXssnIh8E%2BPtfvXLniu9pGMQDALxhEN%2Bzp29e8sUlxKsSRYP12tfzU63lhY1VlZUlZQ3aivws9VBnR2dDfUW%2Bpqm2xtfXF/hPyv3bw1/T%2ByAAQEAAgALA/auXw/2unYVCCpP50/1N0jQZVakSl5RjuLLzvrfPnL0UG49vah2YX3i2ueHYWH010jvc1tg8P22xGPWmifEF08zk0OPFaYvh8fBwb9/YqN5gmDebn46N6CeGRgfadWNdna%2BWn452d/S2NI4P9k%2BNDOkHBxYMU5MDA1NDwz1tOtPoRE99XUtlha6%2BdryvyzCgmx5oX9H3m3rbhuordRU5uxvT9rUZ%2B6rl4Nns/vrswcbs/sbM4ebM3qrpYG16f216b2N675fqOXcE9AigXzeH1WhfMWwtTtqX9S6badEwQELH%2Bfr6RsXG8YX88KgIDA5LIBFOnTrlpoJCICAIBQEAQqOQClViDRNVycBpcchyDEKLR5TjYjuEBDdAtUmU7DQ5XyLyDwqJRmJDwiJPnDyLxZNSVGlSpZLKZgc9Co/F4AgsDo7OZItlSamZBCZPJE/jS5UYMgNQZ%2BfwRWJNfiGTL%2BJJZHJVRrIiNTouJiAoKCwyCk8k8/g8gZBTWJiDx2ODg4PodIpUJuZwGRwuU5aclJuZbn9m/bz/6oNj46Nj07k6c/hs4b199f3O6oed9Q%2BOzc%2Bu5593X3y/9/L7vRf/8s7108HLzuqyqvy8khx1cVZmXlZGfWV5U3V1sSZflZKqVqmTEwU9TVrjgI6JTrh06uQ/lHtXT/lUqiVrU4Ot5UWF2dk52dkVJUV5GekV%2BXn15WU1ZWV%2B164CIPirAAWPx38SnyAAgDAAQN%2B%2BXUUjNXMofamyvhxlX4kqTyEIC3/wAI3AJ8rPXLzm/sK9%2BzGd3ZMaTWV1VfPw4FhLY9u0yTJvsUwM9D2Z0s9PTi5Nm81jI8M93Y%2BHHusnzcap6bbG1on%2B/oUpvWlocKq/1/x4qFFb3tPaNNrb3dfasmg2mR4/nhwcHurtH%2BsbaK%2BpetzZbhjoHdU1T3Q2GXtbnoz1THW3dFeV9tYWujZn7Gszdtv0webcwcacmyZysDm9t2o6WJ85WJ/e37Dsrlt21yyuVbNr1by7ZnKtGp22I/foKBHvrvpYMeys6J2rpvmJniQBg0GnxsHhsfGxODwOjcVgcFgMDuteLggEAoVBIFCPsNDQQqUwi5qgpWG0eGQlDlFDQNSS4DoRoVdO6kul1CQzS3MzWVz29VsBkXHI67fueHj4kCj0tKwsVVYmnc8Li0uIxRJwDBZdKOLJUrhJKQgijZuUgmNwIuORQG5BIVcgVKZnpGbmkLk8iVJFZrACQ4IxBHwsAul/NxCLx6vSFIVFuXcDA%2B6FBKvSlCIxj0jEcXkcNpspTxI9ty582nv5fmfj7ZbNYZve35j9uLP%2BdnvtvX3to2P9o2P93bbtg2Pt%2B70XPx1u/%2BWH/YXJwdKcjNrSvK6m%2BtyMjI6m%2BobysqrikrwsTV5Gdm9z3etFIwMdd4wX6DciDjyWbVAAgIAgFACgAABcPe1VqZb2VRWniPipqUpFSnJeVkZhhrqtqqqttibg1k0Q/M8SFIBAIMfx%2BP8MUAAAgLtXLjXy2XomYYqCHOPSGjjEYi6qiI5iRDy4d9cvmki%2BcSfYy9sd//e44X8fADwAAAi8e08ikXe0dRkmjAvm2ZW5%2BUWL%2BYlBbxjqH%2B3rGejp7evpG%2Brtb6gom%2BzvXpk2mUaG%2B1qa%2B9ta%2B1pb%2Btqa%2B9pbWqorV2amLWOjI909k0PDbbW1w53t5uE%2BQ0/r7FCnsadZ39U01dPWVV3WmJ%2Bt0%2BbuPZ%2Bzr87abTPfUJlm9jend9dM%2Bxsze2uWvTXTrs3oshpdVpPLatq1GV02o8tqclqN9uWpnRWDa9VsP0KnYXtZ71w1LxkHslMlUokQh8MiMGgSjXrV73p4dBSRTHKvEQSEQGHQK9f8/K5cyRQxcmgILRVbjkWUIWPrScgmGqpHQhpSUgdVVF2WpEyThSfifS9fj45HXb1%2BAwr1xpOoirR0qSIFS6OiyGQsg8kUS0RyBZ0vwlAYZBafxhOhSFQaTwiU19TEI1E4CpXE4gRHRKLJ1AQMDkMiJCnkkfHxp8%2BfDwgKojOoLDbt7Pkzd4MC6EwKhUZUZ6gEfC6JhOezmStzpg%2B7L97a197b1x22mf2N%2BY87m29fr77fXv1gt7232z461j%2B6Nr7sPvtx/9X/8/O79Xl9RV5Wk7a4s7GurKCwpqxUW5CXmarKSc/U5uXNjg5zCBhP8BhHIAgBwK8O9S%2BIOto/AlmWlD9QU5LKZ5FwGKFQmJOhLtdoqgsK%2BltbHgQH/qK2j6JIbh8UBgCAj7ePp4cn%2BM0ZAcB9WiDi5tV2GuYgTfhJxTGTEopiw5WIqCI0PA%2BDlKBjUVjc/bBoLy%2Bvo6foeCbucfLk%2BbgYFI3CYTN4VWWV%2BqFh89jjltqqwd5uw8TEYKeuu7HWPNw31tM53tc33tff29pqGBrobqob6uqYGOwzj44YhgaHdO0D7W2VRQUT/d36nraZwQ5jV8NoS81oe%2BOYrrm/sbJTW2zsbXqz9dRum7FbZw%2BeHRGW9zdn9zemXWumvY3p3TWTy2bYWzX9EmayGZ0rBueK0XnsITmtph2r0WEz2Zf0W08n9zam9b2NfDpekii4E%2BBPoJCS5MmPIiPgaNT9B6HHmgcCguCVq37hD0Jzk7i5VGQlFVdFQFfjEQ1kTB0xQSfA9svJfQpyfQonLz0Vi8f6B9yLiUdduern43OGTGdk5%2BXTuRw0hRSPwyUQSTgGi8bly9Iy5OosuToLRaLC8SSmQAKkpKc/iomBE/BYGjU0MtL/biAKh38YGUHnsGMS4gND7sUhEghUIolKunz18p27t4kkLJtDS02ViUVcoZAXGx2jHx36/Gb7zfbq25313c2F/WdP3m2vffdy5e3W8vvtlXevre8dG592n3/vevnj7ou//PBm2TTaWV9dW1pUnperLSjKy8jKTlMny1VCFru7pryuuMDTw%2BNr1cvfHxAQBAAICIEQ4iNHmirzFUkiLlshT0lTpsiEPG2Bpq%2B1ubxAc9Lbyw06KACBgFA35kEI5PyZUwkhIbfOn/t6wtM%2BXr5nTgAAcM7LuwifsKriHqgYv8%2Bk72ZxSuMiC3CoWgqyjQ2vS2YSMMTA0GgQhEKOOM9fSVJHOyAI8/DwBgAABvUODYnNzixtb%2B1tbW4Z6NH1trWM6DoM/T2dDbX9bW1TQ8Nd9bXTj/uH2usbK0vn9GPLJsNwa0tHpVZXXdVeVWUc7DX2tz9ur%2B2ur2jVlo53tpr6Osbaa/trSy19rW%2B3Fu1rc3bb/MGzeXcE1B2l310zu9G5azO6Vk2uVbNr1eJaNTtsZqfV7LKaXVaz82s/nGWjw2qwL0/uLBv31qcnehsQ0REEPC4kNIjFYYgl4gQ4EoFEI5DIb7QQNDIiioxB5CaycsjwKiqmFoesJSC1aGQVHqkT4XuTCV1SYoWUlZWZhiPgAoNDEzD4y1evnzx1msliSZJlkfFxWBo1HotHUxkMvjgtWyNOSRWkKFmSJBpfxBQmRsShgBKtli0SxWLRKDIpFok%2Bdc6XRGMisLjQsHAqkxELTwgMuYfEoRPQ8JNnTiFQ8CSpiEzBSSQCOo0oEvIePgi16Mf%2B%2BPnwdwfbvzvYerdl3d%2Bce2u3Hm4tv9lafvva%2BnbL9sG%2B/sX5/Ivzxe92n/2vL3tzY30tlaV1pcVVxYUFWdliPl%2BZLE%2BSKWUiUW9dRULEIwBw699/PNyWpLeX582zJ6oyUkozVWwmQ5acXFJcWKjJqtOWZirl5UV5g906/%2Bt%2BAAAAMNi3Cj0y4LaWR8vBx8BvX/M/c5oS7F/NRFcyMNGXL7KDAye4VAsdsSmjfCySD3Lwsof3Kqm4biFhVIarkdJjkdj70XDgFwPhqwT9G34pBAAAGNTD9%2BIdoSS7vqmro6N1pLdnsKWtVVvSoi3rbWoYam8b1rXpasvHelqrCzVjXe3mwZ7JrvbBlsaqwjxdQ5358fB4V0t3fXl/a31/a1NnnXa0vb6/trg2W9mlzf9u68nO%2Btz2yszBs7n99Vk3QcRdLre3bnZn4d2GpmvV7Fw1u2xmh9XkWjG5rGan1eywmpxW086K0WE9ojg5V82W0Q6pgEPA42Ljo3F4TAI8HoXBnj13IfheCAQCcZvpUJgXPAGRksjPTWTkUOCVZHQdHllPwmjRqAosol2A60zE9Mopahrq0aP7kTFRtwOCkQTS5evXL1y8xBWIImJiCVSqUCrFUelMgViWmp6izqQJhGQ%2BH0NnpubkcROlGDIDKK3SkhgMFIkIJxDvPYq4E3QfQ6A%2BDIsMuhcSHhl5JzDA79ZNPJkUFh159vy5mJhoNofB4tBSFFJVakqyLInLYVUU5TdpS%2BtK8oc7GpcNQ4fPFz651t68Xjl8tfLmle3t1trH7Y0vjmefXc%2B/7G7%2B%2B%2B/212cm6opyy3Kzi3OzZNKkrOxMuVzG5ooSBYKG4pyr588CvyGifixCAQAAzp86RYx4UK6U8Mk4PAFPIJFzc3MqSovSUqRSMS9Lrfzy7mBr%2BUlESKAXFOLt6XHGy/PKCZ%2BHly9mYSL0EvKCjDQqwE4mURdV9JeZ1BdK5hifrKMgx0iIMRqmmQovxsYKHz5MjgtrYmFGJbiZDLqcEIviCu5Fxn0z1SMz5JuH54hwAgFAGAgCAOB16nxkHDUru6q1oa1AnVpfrOltrO6pqxpub57s7yrOVOSly0uy0nsbqrqqi0daamoLc6pK8joa64Y62voaa3vqte01ZR11Fd31ld01pYP1ZbpSja5c892rBcfG3LZ1Zn9z5iiHtDG9tz7tWjXvrZt2183uko/dNYtbm7tspp1lg8tqdtfFu134nRWD02Zw2oyOFdP%2B5sx4T72YQxcKuA/DQmWyJIFQIE2WX7p89dbtO1AYzG0lQaGeZ86cDQ30zxEzcsnwKhK6joCqJ6IrUIgKLKKFi%2B4QoXpkpFRSQuiD4Dh4/JVrN%2BOQmCvXr585cx5LpGCJJJ5QhKdQsCQKkycUSGQUNpvK4%2BMYTFZiEobGQBDIeDob0BQX4igUNJEch8L6B4X4%2BQfeCQw9d973pv/t2wF3/QMCoB4wCp0WHhUJhUIfPXqYnJwklSXS6GQ4PN7Pz%2B/KlcswCAQGAF4QyCkvz0C/KwUqybP5yQ/ba592Nt9urX%2B3tf7OvvnB%2BeyjY/OLa%2BMv3%2B%2B9eGqoLcqtLMgr1uRQ6dQkmYTH51AY7LjYmLy05JOeHl9l428QoQAIgpfPnZVRsG0F6oI0OZfLIeCJ1VptaWF%2BTnqqhMdKkye%2Bcb76f//H9%2BbuJsqDuymYmEIqvIWFGeJjFpXEF2rq80zGaiZzRUldkWFfqgg7CuKSgDBEiX9MRXbicYrYKGTQHVrogyJSbH8i2pKCN2ZxiagYiirzqv9dAHAbyL8C0G%2BQCgEh0OPEqqff9UdCoaIoP6%2B3ua63sbq3vrK/qXqkvaGjplSTLs9Jl2crJJ21Jb21paVqeX9L/VhfV2etdqCxpreuoqk8r7FcM6Zr0He3DDVqqzIUlRnJhy/n7GvT29bpg2ezBxtzBxuzexvT%2BxszboC6Vn/hzDusRqfVuGs17ywbHCtmh820s2JwWI1Om3FnZcphndpZMThWzIfPZvX9jVQ8MiYm8tbtGw8fPngUFkZjMEPuP4iIjPbw8AbcVjzEAwKBxYaH5oroOYT4SiKijoCoIyAqkPByVHwTC6kTYfqSKVJUJAaLQqARZy9cjk5AXbx0ycPL596DMBKdRWYwaGx2eEwMlkiWq9LoXM79yAgiiy1WKDEUOpJIwdNZgKa48H54%2BPXbdyJi4zFEamDwgzNnL0G9fIIfPPS7dRuFw/ucPEmmUrh83tWrV8lkMh6P8/X1/Tv4OeUB4RPRtXnqsfY6l23ug339O/vGd47Nj87NL86NP3/v2pybrMzLbKqqyM1SU2gUJpshlUoSUNj4%2BLhUCc8D8htJRkcAhcJg4feCEvHwpiy5NltFIxGYNHphbm5qsjRHpUxPTspXpx3uvPjjp/0/vXONVBRo0DGdLMysnLagpM2lsBZSWJNSWgcT2U2OfirC2NWUVzLcExrqMRE%2BQMY2YIncBxGRN/0yUDGDiUSTkrCYyynl4%2BMpFEJymseJ0yD4rYr/L/hR7sCDO3wIgAAAueoXxOZKetvbH3fpJrvbzP0dpr6Ooda63FRZXmZqdqp0alDXWV3aXKyxDPZMdLe1agsftzboKoqaSnNatJqumuKhpuq6gkwVj56VyD58Nb%2BzPrttnd7fnPkaZtpbn3Gtmvc3LLtrJqfN7Fo1u1OaDqvBaXVXxBt3VtxOksFpNdiXJnZW9C6r2bVi2V0zz4y2JXLpQUEBsXFR8fFxWByWRKEEBN69ExAIgXi4bRgv71MXL14KDbqdl8jMJyfUUdD1BHg9EVGFRmhR8e1cdE8itk9GTsHHxsRGRMVFX7xyPTwm4fTZs57eJx5FxcIxOAQOlyiXk5kMOAYrU6YyeDw0kUhgMPnSZAqHJ5IrKGw%2BwJdI4lAoOBbzMCoKT6Xdvht8%2Brxv0KNwCocTGh4eGRd3xc8vOOQeh8thMBj379%2BHQqEAAEAgUBCEAiDkF1EHggB4RAf2PXsGGxOeyiF3lmXur818dGy8czz/7Hz%2BvWP9z19cz%2Bb07dVlGrUqVSFPlIgTRUIhn%2Bt34zaLwUgSMP8JdAKAu3botLeHCB/XmCmtUMsFTHqKTJoiTUpTyAtysmrKi2tKi5zP139%2Bt/vH97v/%2Bn7/2ehgs4hVggyvwEcrou7x7gfywh8mhQWPcDG72WyHCr8mwBpxiGEsqguHy0Eg4QF3uJEPehPJE2L8ZCK6KxGLjY8hqTTRVDYU5gmDwqC/OEn/NYHviAQNHD99kBMnL5LwtN62jvmJka0npsXxvsnu1p6GqtqS/OriPP1gb2dd1WBLw0hrg3FA11SR31Vbqauu6KqvaNLmt1UWt1QUlWvSc%2BWJ1Rr1d9uLO%2BuzdtvckYo/tkHdEnRv3bK7Ov013um0mRy2qZ0Vw86yybFi3LEaHNYpx7LesTLhWNE7rRbnsnlrcXxhXMejEeLjYoRiHk/AjYfHk6lkPJHgrjIAQQgU4gHz8Dlx8hQWEZvFpxRsLT5WAAAgAElEQVSQ4U10XAsJ2UJG1uFQdXikjoPqFqB6kghpNCQSnYDEon2v%2Bj2Kijt34cL5C5fwFDqaSBJIpdI0FTsxkczmYilUJIGgysoSy%2BUckYgpFGFpdJYoCUhOS4uGw28HB0fDERHx8VFx8T6nz1C5PBpfSGaxI2Ljzvlejo2H05mMO3fufAUGeOwLA7%2BQ0I9ugfvo7ElvQsyjHD51qlX74eXyx53Nj/bNLztr//79wZplvKZQw2fS2SwmkYAj4nEkAt7H5xSHyUhXiE%2BePPHbAQoCIAiBwCCgAB9frxLXqKS4mEiBgM9i0qUSkVyaqMnJTEuVb22s/Omt8w%2BH9j%2B%2Btf/vHw5%2BeLagk1AmkwjT6awMZBTy9i3po8CnyfS9VMbzRLyJie5CwzsRiFY0OjE6MvLm1QJ8woSEMCVAGIWoKi4Cw2LRcyqv3A0B3CHZ3wDQYw40FIQe%2BxgAFAo9SSVQx3u6l6dGlvWDUz0tpv7ONm1pfpqis7Guva5mvLezu76ys668qaq4qlDTUVfdXFnS1VTZrC0uy80ozknjENFZycI328v2tVm7ze28z7m7LroLjnfXTHtrlr3VaXeI3mUzO2xGh83gsLolqGFnxeCwGnaWJh3Lk07rlGPFtLNk2F8zzwy3CpgkODyOQidFx0aHR4aJEwWxcdHePt4AAEBAiCfMCwBg1/1u0EmYTC4pnxTfSMO0U1BtFGQzEdNERHdxMT1CVJ%2BMrKIi0VhE0P17F65cj4hNOHX6zLnzvoIkWQIGQ%2BVyaHweQyCgcnjxaGxKenpBWZlcpeIlJpJZ7Ag4nMBgAcrsrDv3QiJi4uk8IQJHvHT1OgAA/gHBaCIFQ6Q8ioq7dM0vAYG4cvnK0Vr/FuvwCLDArQvn1WySvqX89VP92%2B3VL86Nf//%2BcHFqJFMpY7NodAaFQiHSGJSImJjr12%2BkyET1VYWRD%2B9/fQj%2BOj7/KwMCgcA8IKdOeksZ5HIBbUKTrmCRIyIjqDSmRCSQS8USqVQgErxaX/zT292f9h0/fvfqD9%2B9/D%2BfvjsYaXumJn8sFe7kCfUC3DgD9ZSDt3Iwc2zUAA7ZkoBuRaC0KAQz5D77QeCEgraWRnDlUD9WynsLk%2BiZShQvGebh84/X4e%2BuEQhCYVAfJpVtGB2Zmxia6Gisz8tqqywrL8ioq8hvqS4ZaKntrCrrbahp0ha1VJcNdDRXF2laq0rrirI7akori7JwiBiFmPnOvmJfn7PbZvY35vfWF3bX5/bWZvbW3BJ0em9t%2BjhEb3Yd97B1Wk32ZcPOsukrTO3LBsey0WE1vl7UH65Pj%2BlqEuIiqAxyAiIWT8SLRDyRgB0T9eikuzABhMCgHiAAueB7kU3DFAopRaT4ZhZOR8e0U1BtJHQrCdHNxfaJ0INyshQdc/9%2BiH/gndMXLoVFxvqcOO3nfycxRY4iEFAEPJZCjEyIi4pPEMlSJCnKlDQVV8gnM1lJqen8JBmFxQHk6elXbtyMjkfEo3FhMfGhYeEnTp4Ki4whMzlkBpvK4qLxxICAACgI%2BZoe/IdrDwEAEIQCUBgAAPduXkllEXRF6rH2qnXz4L99dM6P96fKxFKpiEzGsxhULo%2BFxeGjwqPTU2TVJXlkNPLUCR8PGBTyj68Eenl7e8KgHhDog4A7%2BRx8p4SbSERjcUiJNDE9NUUq5rO5fCqd%2BWJ18U9vnT/t7/z45tUf37z6X%2B8Pvp8ZWZVj32to7zJoL5Jwsyz4Iof4hEmeIKK7EPA2BLIBjcxAIBJuB1TQ4hzFFGcR8W0Zdz1fqFRw8ZKk67cC/3voBEAQgHnAAAD08johFUtGuru6aytr8jJ6Girb68qbqovba0pbtYUt5flTvR3N5YVN5YWdddqynPSmivzu%2BvLO2tL8DAUGHpPMp76zr7xem962TR9uLuytz%2B%2BuuRlMFueKYW/dsrtqdlkNzhWDy2pyrpgcS0cherc/tLNs2lmesi/r7csGx4o7FGp4szHT31QWEhLA4DDuhwbJFTISGRdw95ZUmng/5B7gVvFQGAzicfrMaQYFlcslFeDjGhmYDipGR8PqyOh2MqKfjx9Owg0pyEnoKD6XEwOP97t991FEjLf3qfOXrpBYTBKbzU5MpHC5YQnxUQgUjSdEEkg8sYjN5yFwODKLQ6Yz2FwOoMzIuB0YdDfonu81PxSBGBUHv3j5GosnxJFpeAqdn5gUHBIKhcK8Pb0gR/bHP6ZUQty2FgQAoKCnl0fsvbsaIbNUztWIyY4l/fOnU%2BkpiWIBj0zAx0dHpKelxMbE4VD4wpzMgqy0ZKEwLCT4wtkzx9mdY2rmr10KCoVBISAEgJ7w8lQRYsYyFHIWMy4uii/gpCqkPBaNTGUwmNxXayt/ervz04H9DwfbPx9s/%2BnD3tvpIVsy6WMB612RcDWJNIyP6SbCO/GIXjSyF4Ntw2KKkPHwgMCgazdbRQSnBrefT3qtIs9VqGvbWm8HhwHAL%2BbkfwOjR8kIH4/TxZripkpti7ZwVFffXFFYpE7tqCrvrinrb6wYaavprCppLS%2BozstoKs1rryrqqCrsrisTsymhQbdTRPS328vbq5Ztq%2BlwY25/fXZ/bWZ/ffpgzeyyTu3ZTC6rwbE86caoc8WwszS1szTlWJnaWZnaWTbalww7K/rtpQn7kn5necq%2BNLG9PHWwZn7cUY3DoM6cO4tAxpPI2Efhoed9LyQrFJFR0V/n7nvhUuDdAEx8pEZALSQmNFCRHRS0joLpIKE6aeiRROKEnDCSSkkhxvI59MjoiOu3bgfeewiC0Fu3A8RJEiKNqszKJrE5D2LiIhCoBBwRR6VLZDI6m5GWlckXiRgMmkKeCAjE4tAHD6Ojo/1u3YRj0P53A0EQgsARKWxuLBKNJZE9vbyhUKgnzAPyG0M/x1QgEABAKBQAIFAQQD4KrlCJswUEfXvF4YunarkwOVHAoVOZNLImL/PmzZv3gu4X5GamyhNpZHLQ3TswqDvPDvtV2%2B6Y4gFCoO7wDXju5IlCBm5OW5oulavVGXK5IiczPUOVwuJwcQTS%2BtLcn947fjqw/%2BHA8fOB/V8%2Buj6smCwyjlUleiwmTQrJT6T8Lhq%2BIC6yPCGhEovNQSLQgXf8/G7SecL63PTdgZqD2sxXBcrnxjE0lgQAAAT6d2uXfzM%2Bj3YAzwch0QW5eaV56e1Vhc0VheU5GaPtLT01ZbrK/K6awo7ygv668sbi7JH2%2Bt6G8uaynObyHAmXJuLQ1TLOm62n26tm%2B4rx0N2vYWNmf818uGbetxl3bUaXVe%2B0TjqteueK3rE85Vie2lnS77iLkJYN9uWpnRX968Ux%2B/Lk9uL49tLE68VJ14qhtSL32pVLXt4%2BWBwagYwNuHv7UXhYHBzue/kycJxGOXf2THBgQGxYSH4Sp4CEbKagOojITgpWR0Z3kOEjYtyEHDehpksx4VQC%2BsH94MtXr4WGRZ44eSYyIkLMZ%2BNxaCKFhKdQw2LjhLJkFIGEp9BYHI5UJqlvqs/MzsjJTs9VywGJJDHs0QMcFhUfHx0UEhwcch8AwIdRsQg88WFk9P2wMBAKAUEI5O%2BXk/%2BnxXejCgqBgiAMAAAfT1hMsH9OIr2/Ju%2BT3VaYLlNKBDKxgMum0%2BhEBBJ%2B/dp1DpuaJOEFBwfdCw4G3Ex2N0C/jRV8A9CTPidgMBgIAr5nT2Ee3WtI5NfKk8kEilyuFovlxQUFtZVluXm5fCH/mXXu53f23x/Yfzp0/OHQ/ofvXv/bd/Z/fb7eoE6Pv3MjGRWTh4irIxAq0Nh8NEYcF4sKCT136nRwZBScTq9t6nhuXf2wtrRtGmdQKMCRN%2Bjxd1z2f3KAAOABAp5YLKG8pKCqILO%2BrECjlD1ua5rQNbVq82ry01pKcgcatd11Zc3leS3leU0l2XUF6QoRuyArLUPGffPqyfaqedtqOtyYcRPtHMt6x9Lk/qpp12ZyWQ1O66RjZdKxrHcsGxzLU45l/c7SpH1Zv/NXANVvL01sL01sLU6%2B2ZjurCm8ddMPAvPwOeEdHvkoIjIMjUEGBQd6eXkCAACBwEAQvHDhnN/Vy1hEbIaYrcZEt9Kx3RR0Dw3bSUZ10RATSUSDAq/PoGUx4MWZqUqZODY%2BNuj%2BAwAAE4WC1SdmiYjzKCwURyI8jAgnUKjiZDmVxYEjkWKJKC1DpVAmF2oyi7JSASGfF/nwvpDDEAlYoQ9C7gbeve53i5ckQ5EosQjUg7BHECgEAP5ZgB4D6UgTglCY54UzJ3gExFB9yZdtW7EqKYlHU8kT0xQyAg5Bp1Eiw8MkInaShINCwSMiIq5dueR75swpT4/jbMzfogEEQQ9Pz5MeHjEBtzMYmJ7slC61uiInj8niEilsFk%2BSqlTmazLbO3UVWu3Ltad/fLvz86Hjh%2B8cf/jO/seDV//%2Bu49P9IYL546y8J4AEHPrNjsyEn0/GBcV6X/pCgQChXp6AiDgfeLc2XOX8ARS78DI2fO%2B7umA4G/KxP6GZYIAwFGXDl/f60UFRdri3KKctKJM5UBT9WBjlTZHVV2gHmiu0tWUNJflNZfnddeV1Rdl1BWq5TxaIpuSr0p8t724vWbetpkPN%2Bf2Nmb2N6dfPxl7Nf/4YN3ispocy1Mum37XZnCuTDmWDc4V487S1M7S5M7KlH3JsL005YamfXnKvjS1vTS59VT/Zn22tTw3OjLcw9P7xMmTwfdDAgJuCwXs0ZH%2B/LycwMAgAISAIBgTG5mlVjIoeAoyOin%2BYQeL0EtD99Jx3TRMNx05JiEYU/ATaaSFjtLJruaR7mZJouDmnTsAADCo5Je2uYJc9cNH9yNiou/eC8GRyEKJjCsSp6nVYomYwWZxeazkJH5eejIgEnAoBGyGSp6dmcrm0P1v%2B4c%2BDFNk5T6KjUfhiTf8/SEQCAhCIMBvBSgIADDgOCx6VDQBAgAMAoE8CLhl6Wv70%2BFWrSY1mU%2BT8BnZKkWSgE3BY%2BDREVnpyYlCBo1CCA29TyFgEhkkGjzyvPcRfxviLnQFQRAEvby8Tp046ePp%2BeD6tTwapZ5LGMuWTlRXlxZXlJVoU5QZSfLUVGVqslSaV1BcXFS6ufL05/eunw8dP751/uGt/c8f9w63Xt24cRsAAOg32HcTT2Duxm3Hocuvn548dcXT08fdsACA/JPyEwShUOivEQwgX616T8%2BTXI64vqqyqjQvUy7oqauY0DV1VJe0VhV11BRXF6i1uWkdNaU99eWVuYraPFWGhEPFxKclMj7sLG9ZjVsrRndLpr316YON6cONaTd3yblicNkMuzaT2zdyrhgdywbnisG%2BPGVfMtiXDPblqe2lie0lvX1p6vXTia2nk7s2S3tl4cPQEAQSGRAUePLsmatXfdWqJNuSpVvXnJSU6K6L9710HoOKjw6/X5Ahz2MS2uiYPgqin47poSD6aAnGZLJRjptSETsyBRxcfEN5vkopu37Dz8PT62FoSHtjpVIhjYiKCLh3LyoejiNRw6JiGRxuWmZmiipVpkgRJQqFPGaJJh2QKZIpDBqVQU2UCOgMckRsdEhElFCRSmJzohLi/W7dBCFuOuVvdeFBAID%2BQoxz3013kQ9w1scnhUe3L1uGmrRqMZtLxsr4rJzU5GQ%2Bm4yG04iY/Gw1AYW46XcjITaqOlPWqGCzox%2Be9vIEAACAQGAwmIeHJwCCQXf8E0LvJ9y5WUTHVHPIxaSEXgVvsChjvEfX0dTW2NCmraxOEstEPAmDxc/Mynq28uTnD7u/f7P7x7eO37999eefPqikyQAAQKGwb7uI/V8ZIAAAwMmTZ3xOnPw7qweBQEHQIyGeUF5a11ynLclWDrXU9jZUNFZoWquLm7X5zVVF5Xnq6qKs6nx1R4WmuTg9PzVRJmTlqUSfdqz2VbPdZt7fmN1fn91fnz16PdKq0bVmctqMTjcpxGZyWU0u65RzZcqxMrWzbNhedAtR/evF8e2lydeLR9vBsyfl%2BRk%2B3l7%2Bd26HPnoQGh4aHf2QRUNNjeqaakuYdLL7Obt3L5jNZsSFBxemiFIx8b0s9CQLpWdjptgoPTtuWUlYSSMuZJA1XDQejxKLeEQS9vLlK1CoZ1j4IzqDEhgc6H838N6Dhxg8ISw8Eo5AU5kcIo1BYbH4YhGPz6NRiFIhG0hOTY5FxKFxKImEnywTpqTKYhFwMofHFIrvPXx45drV4zpcAPgGoP8Aqb%2BQNWFuTrH70MfL6/rFszR0fFV%2BRlV%2BllLEVUt45TnpmlSFhM%2BBx0VpMtNy01PjYmNiomPr8zJ61IIaIZEXG%2B5/8TwIAD4%2BJ71PnDjh7UmJjkhCxmaQkXViVkrsfS0NOZTGM5Qp3i0NfvfC9HpzbXzSqExTSaVJVCaTyWGtPJn9l4%2B7f3yz%2B/N3jv/x2bWzab1x5SoEhHyt7/5vw/DvD9DL28fT0%2BvvXAgEISDocfLEeR5PpmtrK8/L6KorG2zWdtaW1BZmlmUra0tytQVZ5Zq0htKcltLspsJ0pYBGRMZkp/Dfv15yrM3srFoONmYO1mcP1o8bL66Zd1eNu6sml83ispmdVqObDOqyGXdWptzvUdhZNh6r%2BK8A1e9vPqkoyLofEuTl43PuwlkagyKViv2u%2Bd4PvuV/48qZkyehbg8VAoFCQFRUSDIZKYu8rxdg12WE1STCqhS3JkO%2BziK8ziU8K2TICZE3/W9cvXr5TuBt/9sBMKjXxUuXqHRKHBx%2BOzDoflgElkimMFlcvlCUKEHhcDyxqKSiVJwowCDjFUkCQKlWIHGIeHgUn0dRpQjTlEkJ8DgSmytRqphc7rVrV90q/mt1hIeHx2%2BQpuAxsRg8ruCFgiAEAoF4QCEAAFy7eI6KQ6llIo1cWFOQrS3UcBg0BoOqUsoqi3O5bCqGRMnMzGrKSW1IpLXLeeUiFiIk8KIXzBME/HwvSNGoIiZVDI9KuO2fjQizpHLG1HxjderHmeoPc%2BVftp7s2fftO3bnzvbGyvqsxWR/sfH7t86f3x78/J3zzz%2B%2BndGPwkAIzAPm/l/%2BrwL0r3IMf3WhX7Jux0sLAQDgwoVrCpm6oaKiRZvX11jeU1vWXKZp1RZpNZnlmozyvPTyHGWVRlWdk6KWsCVcWnFW8rvXS86NuZ1Vy8HG9MG6G6MzB2szB2vT%2B2uWvVXzrs3sZivvrVtcq2Z3s4adFeOxite/Xhx7vTi%2BvaS3L0%2B9XtQfPHuar1ae8PHxu3EjMCiAQiHQaNRHj8L8/K67pw6FHNnNHjAIExOt4RKLcHGLSbjdVOyOHLOTgnKo4Ie5mMN8jKuKqyTHBYUE3Q64Exr%2B0N//LgTiefL0mei4uLv3Qq7d8o9DY8QyOY5KJdPpPCE/HoVA4jB0LlMo5vF4DLGACWgKs9A4OIWK4bHwMhFNJReGh4WGhEWqsnNZXN6FixeA4z4nR77zyZPudLyPj89/wdoEAdADBKAQN9H8OKvkdi7cdwUKgVw4e%2BbGlYtZUl5JhjKRw4yNiuALOOmq5BxVSklugUgil6eqLEO9TQqhPPZeIQdbL6WX0LFKXAI7JlQBjywlInJRkWWk%2BHkFa1pKHUihz7eo3s0Uvzflvl8Zems/tG%2B51peffzn88ft37944Xr/d2fp%2Bz/X7g53/%2BP2HqeEBAAA8vb08PDz%2Bat6/UT/8Q1B%2BW5H31zt//ckvJPyvX4F5%2BFy%2BeDs/M3eos6G3sUJXUTjUVN3bUNVZp60uyi3LTasvzm4uzW0tyZKxCCRUrErC/uiwuTbnnavThxszB%2Bu/bHur7qpO8y9dG9YsrlWL02pxrpgcVpP7LZ07K1P25Qn78uT2kt6%2BpH/9ZHJ/80lJTpoHDHrz1q2Hj0Lv3w8Mjwg/fea87%2BXLHp6ex9QXiBsXlPiHxXxSDTnhhYLwXo1%2Bm4Z5m4Z6l4n4Uoz7oYJ4WMsXo8Ju%2BN/0u3HTPzDw9t3g8xcu37v/ICD43uVrfrcDA0k0GpnJwFMpZAadTKfTuBwUmUjjMAkUPAIZg0HGANm5aTw%2BXSblpiZzJTySiEu%2Be9f//JXraVm5cXD45SuX/kbGQCAQDw8Pb29vt34EjuH77R2CQmAgzAOEwdzwPA2D3PW74ukBO7orIPRr6D36/t3KgpySnEwWncxm0QU8RiKfW5hdwuGIcjUFNot5vq68mYGuJkTqWLEWFftJTuJYCn1URlhMZ2yqGM509lYybZhP6FMytnpUnyzKL3PZ759Pvt37zra6jUJyUuTFBuPsm/3DN479t3bHF9fW//z%2BoL%2BtBQAAEAr5%2Bi/8MnMo1P1HCATyG0nTfwNOCAQKAKCHh9evfnzcluNrIO5vBwTiAQBe/jdu12uLmyqKuqrLBhqrtLnqyvyskmyVNl/dXJFXW5Cuq9BkSbmRoYEsAvzz7obr2YJz7Qighxuz7m1/7WvjRYu7h%2B3e2vTu6rS7BHlnxXDUEHRZ/3pxfOvp2Pby1Osn41vzo3ub82WadG9P2MWLF8IiHgbfu%2BPvf8vL2%2BfqtWvnzrnZuu5nCgoAADn%2BUSEHW0eKtauI3%2BfgP6nR71XwT1nIn8oJP2qJ%2B9U8IfyB382bl69cfRAZERYRc/r0uUfh4Q/Cw%2B8/fBAHj49LiEtAwnFkPIFKojCZNA6bwmIlpyqycjIEfCadiACyM1ISEiIUyXwCOgKb8JBCgF%2B7fuXkOV%2BxVH7rln9AwB1PT4%2BvTtLXu/it7PHy8jouzQHcq%2B5%2BJwEUAM74eN44d7pezG5Xy86eOEpeH8tiKAQC9faAYuJjMlNkmSp5opgXHRXG57EzMrMFfGlmdvGSxfg/Nw1bhaJtNfdVJnczh/syl7%2BVyXmSjJ0Xwx0qxn4qZ1mI7xEQ25LxOz1JP1kUP602vLOvHuwfDj%2B23PSPPXslwu9ObLqq5PXzgw%2Butz9/2P/ff3hXVaD5VfS4nz0fHx8oFHr69GlPT89/CpvHi%2BPh63sZACABgcHnLvpe8btBoNJv%2BAecOHnq1p3AS5evAX%2B9mH8zBQCAeHl7AQBAxpPK8zSNZQXtVcXVBdllueqakpwyjaoiV1mZreiuzCvNkEU9CKRhYj%2B7NpybT5xrM2%2Bezbr72h1szBxszH7tcfe1Wf3e6vT%2B2sz%2B%2BuzuqmVn2fCNih9/vTj%2B%2BunEq4XHWwujzlVLXZkmNCToXkjQ3eCAeyHBPj4nPDw9E%2BJjzx/Ryd08IfDylSsSBk7DQDZRExxq4pcs7Kd09Kc0xJdsxO/LCD9WEA%2BreDJs5JVr13xOnAwND7t3/6Gnh9et2/4PI8MDQwIFQq5ckUSlE/AkDAKVQGfSUFg0gURSKFMqygpy0pI1ShGQm6WIeBQUFR5EIyYQ0FGR4ff879zAU2gqddaZM%2BfOnz9/LEFBqAfMzbJzl5sdZ3Pc5T2QX7x2EAQA4Ly3hyIusoiM7EpkvKwqlUU/gh7znY5TlxAQhLq/df7UCVRclEImzslMr66q1BSWpCmy%2Bzr7Px%2B%2B%2BJfXQwedyVvZdFcGdy2d%2BiyTcZAvnhWjxlnxL9M5z1OpRiGpmYHsUiW8NaT9ZNN9fL158Nr53f6btua%2BoGCEr1/stZuo61diycTklxuOP31%2B%2B//95fcNZSX/FUDdUhMGg7kbPfyzut7b2yc6OiExMTkwOLS6ronFE6ao0osrqoq11Q0tHQUlFUg0zi14/oszQ0AA4o6xenudSk6UFOeo89MVhRmKdBmvPF9VnqeqyEnp0OY15KeVZiRzqDgxi/TRseHaXNjdmH2zOXewOfu1wd1RK8aN2b31mYONub31mf21mf21GZfNsmuzuF%2Bo8I2TpH%2B9NPnqycjWwqjTZqksyoyNCQsPf3TihDcUBr106bK3l/dNv%2BsXL54HAfCorgsAT506ySUi8ljYZlqCK4P0fRbq%2B0zMD1nIHzTIP1YQf64iv6niKAgxN2/d8vT2Cbwf4h8QCIXCzpw5dfduwL2gAAGHnq5M4rJINCJazGOqU5MQcZFxUY%2BkIk6eSlqgFNfmyIGi4iwyGRX2KIhEROKwCSQSKiY%2BgsJh8cWSS5eunjl79isWPX28vbx8PGBeMKhbfIIgBApCIEd8MwgIASAeIAgAwIWTXjopZ7MoaV5F%2B1SbW8vAX4BB3TYoeJxi/xp9gsE8QAA84QHDo%2BCazIzamlomNzEjs/DQ5fiXT4e/21n4cbnZUZ9kU5FfZDG2c1gHpZL5JPSSgvYiRzinpPbyKc18uP1xxh%2Be9/1ue/3Ntmt/a9f10uncPpiZXuOJsm8GIK/7Iy9fR7K5WT%2B%2B//KXHz%2BL2BwAAMBf07D/zQFHoGgsQXVDq6aoNCMzF4PFP3j48PadADgSKxQlodH4eyGhEAgMBKG/qt9/GSAEAIDoyOjsdHV2mqqxsqQkM7kgU1aRr24uyWkpyy3NSMmWCvhMvOr/Z%2B49w6LMsrXh/VQgg0gGAwqoJCVnipxzRskgguQoOSpRUUwosYAqMlTOOScy5m4793RP94Rz3nO9v75f7/ej0PZMODM9M%2Bd9z7qey3qwgKq962bttde6172zEg54ZBltRUpdUdBW5fQPunbUZfVCr5YVkVNW1PJM6vVdTFz8yLHnbs5wNqYFeDR3a4a%2B9oy/Ni0jrxReS9Y7oXvKyuLieWuHS%2BchAE5bWqr/cuAQEg6OT5rTQMLjgryq40PvRPtIy8JeV6Fe30S9LPd/U4v6rDX0s/YwaXtSqo%2Bjnp6%2BlraWqYXlWWsbXR3dK5dsUR4u2XHhA80VD7oaBhrKnw92DzZV3muve9Tfdr/71rOhrrWno1tPR4QrU%2BB6eZHTZXtzSxM/fy8PL1f/QG%2BHy/apVzOv5RecPXvOyNhY/UnCIAgBIA0EhEBCAABtXQOkhg4AAAbgCACHQQgAaQCAgAHI2tSoMSX06G7zdmPWFwOVO%2B3l5aHeJ/X1wCdOV%2B0t1CCBYDAIgmkgEK5ODhXXC1saGoqLb26ukQ5lqpdixaGY81q4/hL3mNlfulwet1ESSypOIBUlL%2BckPEwO6U8O7r0aK1gcesdbesPl7InkqbsAACAASURBVPGEUh5dymIL6WwekysRKYSC7QUMMTwqx%2BJ0gJml99jQ0x%2B/%2BOKKkwM47gj919jHMN3S6nRQaJS7l%2B8FeydtHT0trb9AyTteH/%2BLV4cAABAMhtTT1b2akdlQU1lVmttSV5yfk1xWkDnUfPNW6dXrGfEVuSkhPk7FmbFHArKUsSpjrH6qD6qgLSuoywrqsoy8JKMsf0SnmIgVETAfASokzPO2ZrmbM2rGHX9zjr8%2BKyFiblXk%2BHo65mXHdjSWtdffKMhKrijJKcxOMT6hBwAA0HHsrqmBTAj2qYwNHooPUNyMeFMV9Oom6mW5/%2BuagHctwZ%2B1hwluxYU5nlGrB2hoaRueNDEzM2cT1n5%2Bo/puj//DHvfnfe7vDng/7fJ%2Bu83/USH4jZL/m23Bt1L2dxL29xLWt0I6yC8pMD9loaOrY2puamFhcd7mvJa2toWVZV5Bvoe72wkDA3CcewcIAIdgEADA0sgg2M3J1/GiPuJPZ9lKT6ckNIDRWvSiM/eHO6U/DVThS1I7rsbbnDmlgdRQ56uOPwO1J/0AUACAt/uV3pbmyftjDDJJJZHuCaUiMmdbqtjblhzJ2S/FdDl%2BnvWg91lmzERM4MNo37vpIX0l6cKNpTcKwYGIs8uTKrkSGY8pZ7MkTCaPQuFS6XwW983Lt2yW2Nc/xcjE1c8ncVtxcMX1MgAA/i91oJqamvC/xCBR77fUC6L67AH1w3/14p9sQexsbLvbmjrqC7qaS0rykqqKUsfbbzzpqRxtrxioL6nNj3/UV/dCRJYxV2X0FRVjVclYVTHXFPQVNUDl1GUpGSsmYSTqf0kYMVF9bufCx145wQf5BgEOLdyY46xN89dn3otpP2zzv1ZwvlEwvxaTvlPSf7vNEi48Tg1wM9LXAZ8IYcQGeFTFoobj/VQ3I16W%2Bb8o9Xt10/9NbcDnbaGfdYZzm6OLYvy8fXy0dbQtTp02szhlYWnVWJK7MdK13H9r/XbTel/9Wk8dfqAVN9CCG2ze6Kvd6KvB32nc7Ktf720gDbWD5NR0QyNjBAJpZm4Jh2kg4JoIhKaWjnZ8YlxwMEoDqQEAQCI1jQxP6GtrndREBtieftZQSBqs2bpTM1CSXhyLivJz9rhgFeHmkBbg1pIWsVyRK6jNlFbHfdFb/HVv%2BWJu7NPKXP%2BLNvZ2durN67EThY7zTmp0wuGwQD/Pp3eHViYnqBvLComQQWYG%2BUYWlzaQqByVTLErkx/tKD7fFu9vLOG7W9c6G5butEiIG6%2BUim2hUCXkKbh8JZen4nO2%2BXwFhyOm0zlEIgOPk3N5bw9fzqPXz5xxs7ByHxh55uLqDgCA/zUS3z9k6u0/%2BJD4/HOxko8J0U/v/0s7/pb5iSe/OZB9IWa%2BFbM%2BkzC/lRB/UNG/3%2Bb8KKf8KCV%2BLcS/ERKltGUZFauiryg/%2BFG1%2B5RTlmRkrLqHTkxaVPciq9n1H3Xt%2BB9OO1bXlribs%2BKNaWxX3fOynJmagpna/MnKqxMVmU9LU8bzEx7ezM%2BJDvvgYwAMBsX4eZRH%2BI3G%2Be1URLypCHxdHvC6wv9tfeDnHWFvO8JEHUmlySHOLi7GZiZevr62F%2ByNzM3Twv0wvbVLfXXrtxvWb9dt3mkgDrfgh5s3h2o3B6pJow2M8Vby3eatoUbq/Q4QF5cAgyE0NbUNDY2NTprBIDgSoR0QHJKQknTm3LnT1nYVNW23h8e7evpaastas6K36nP2RqtfPW1%2BN9f9bqZPeb%2BNOVBD6q%2BUPe0/QN/dm%2BgSd17HF0Tt9xZ%2BP94sqs6ey42eLc2ojAqxO3MG%2BjjzH0uhx3EpDAAQHxM%2B9XBktLOVtYWXSuSp6TdMzFxMT3m4uEWR16hvZKpdiXhXLnmlkr%2BVS19IRK8U8tdy1YFYsivkbvOZO3zOHp%2B7J%2BDuCIW7QtGOQChns1k4PGMTtyeRvX31pqm%2By/DkpaCIbGvrSxCA/n52wT9vfx8i/7LFhQQv3elZ625e6qyfbCobK8t4VJn9rD5/tiZrqf7aVn/1W/6mlLKkpK3sMFc/AvSXTBMJKyZiJGQ1x35RRFRXlRbUDcfqJV7tQXlbs9ytOc7mlGTz%2BWpf9ULd1ZWmq4tN2eim3Pnm3KWW3KWWAmxvVcv1DC3EcRQCh0HRvm43I/zG4v32qyI%2Brwr8rDLwXVXA542o9x3hn3VGCTtSCuNRVmfPGpoY%2Bwai/FAhl5ycU2KDB2%2BVdlbmdFbkdFbkdNzIbi/Lai1Ku12eM1hR0FOU1VOU1ZSV0JGf3lVyFeTlF2rp6JlbWDhddrl4yVFLS0df3zAkMq64/KblufMDD56zpK/o4gO%2BYm9bLmPNPxberX/3uOHrydavpjs%2Bm2h9da/%2BcLDicLTm3VTv2%2Bd9qqEaUk3aVknMF4%2BavhxrIBanYIviF66njl6/esrYSFNDw0zdOvJJ/hqCIDgMoaulNdjb0dFwc%2Br%2B8L5UNXr3iZmlh41thMUpn9DwbDFHfCCS7orE%2BzLpnlS8L5McSCX7EvG%2BWHwkFh2JREci/r6IuyvgbvN4Sr5gWyjcE4v3JJJtgZCFJ7HJ1KOdbQlXeOVKkMUZdy1NY/jfp1zyr7K/ANC/9eIf41rzk4YTLTXk7pu0rtKl5oKFxtyVxqtbrXnUzgLlUOX%2BTN9bwbqUtqJibqiYa%2BpLTluWUbDq3KeUhBERMGpx0I8qoQL8sY6DGpfHhSXcnPrMY9HW7P3m6%2B25MW3Xwluyw25lRbRkhrVmhjako5rz4zMj/fSQcBgcrqGpCQCI9fMoD/W5H%2B97VB3xeaX/FzWorxqDv2kP%2B6o35svbSeLuzLL0qEtOl63OWgeGRrh4%2Bji5uGVlpWVmJgUF%2BYUEB4SHB0dEhHh7uQX6%2B0RFhKMCA728vL29vJ0dHXw9XDxcnEFicoKuvi4qLDg8Nto/JOSCk5Ou4cmzF5zqWjvb%2BoYxOA6WICby91iyQ6nq9d7OnpiAVUz2fjnZ%2BvVk%2B6unHYfj9W/Gal7dr38z0X54v5ndWoQuiOK25X890fpmoJJfX7RZlrJYltaQFg4HwPCEkbm5GqAfglAIAgBCwBHlJYWP796uLL66iZmTCWVBIXGWp7wv2IZbW/s8ejR3tLezKxHti0RHIvGRRHwgFh%2BJxS/F4iOp6EgieiEWHwqFB0LRjkCo5PO3BXwlj6vgc5V83rZQvCuQswl0FpH2evewqKDKxNQeAdeDw/87NvEfoPhnvxn60y/%2B1mk4HwAKg8EQMNhgzQ3xgzbxcC17uIE2WMMbqqZ0X8d1FDA6Stj3mt6KNkS0FRlzfZu1rgao2oOqd0hSMlZCwkhJ2ONGJcKi%2Bvog4rDwMRJVH0PD35oT4DAR3i6njfRtzI1N9HSM9XRNdDTN9bV1NWEmpkbmFpZwOBIGh%2Bsb6J87eyY9NLAizPdBnO9RVfj7qoD3NYHv61Bft4V81RXxRW%2BcqCujqzLX1z/A5uJFVFiEs6vHRQeHqJjItIyUqNio4IiwsJjouJTklMyMmNTkkPjEyIy89PLGgPiUiKSU6KSkhLR0kHc11crc6NKl827uLr6B/qExMbaOzraOVyrr22YxhPGJ1ftPV%2BZWKGzxnmr3jWr36ODgUE5eVU10vn/e9u5px8FY9dFQ1et7Ta8e3lIMVmKKY5fLU14%2B7Pjyece7ew2SrtLl63HT15OjXWyNDE/YnL/woT8cAQEE/IO4kr6ewdhQb09zRX1ZAYtK3dig2V0MtLYNszgdEBGZIxUq92WyfbFkXyw5EItfiCUvJZIXEtFLiehQKj6QSw7EwgMR/5VIfCQSbQv52wLJvkAs57GFLKaQw9/hySRUHp/IUgiVQ8NPjE6cBkCtmQf7Jxbef4F99JEfy8h//qw6L1tdmCNcGMeP9W6Ndq0PNY9UZM/dqW/Mj/c5Z5Ec4PVaTuaTFkWM1X3mxjZrQ8VYU9JW5ZRl9fWpQL2agCchLkqIGPURHxIiRoSf5%2BNm%2BbgZ7tYMd3OGvznLx2NCAzxOn7GwsbG2trbW1dO3OX/W2dnB1cvjlK2NkZmF%2Bq2amho72l9MDwuoCvd9muD9sjr8fWXA55V%2Bbyr9v2hCfdce9L49jFofezXS69yZUxAMOn3O2uDECQ0kwtPdNT4%2BMiIyxMvP08XTNSImKj4pISopwd7VLSS9PPvWA%2B/YuNikhOTU9ICIKIB9PnG7taW35dZwX1/FjRuXnS7r6OgDuIauvlFAcHR79%2BjQvecjD6YeTmLYPPn%2Bweu9/cPXB7s7hCXpePur%2B3UHI2X7gzffjbe8fNDMuJX3PAsl7Cn7%2Bln/VxPdL4br2M25i0VRoxkRuRGorJQEXT1doG4BgcEBBP8gtwWdPGHQ39ncUl3cWlshE4qnp5fPWPvbXIg7ZR00OPB0R769LRTti8UHEsmBRHIgER9JxUdSyaFMsisXH0r5r4TCfZH0UC59IZPtCKVStoC9Rdxh8/ZFEvrSytr9B/zlZe78MmNxvad36KTpaXBM9Px/DNBP7a8BVF0viIyIeDzSO9BS21Nf3tFYU1Ze2lxTlhEXbOfgmF1YfChniclYKWN1l72xw95QMdeUtBUFZUntRKUU7KcFz%2BN7EkZEWBQSFsSEBSEO/cF9znK3Zvlbc1zcYrCfu/NlB0sri5SEKH8v%2B1CU1yW781ecnXU0NYG6nACDa%2BtonbM%2BnR4aUBPuO53i97Y28n2V/xeVfp9V%2B3/ZhPq6JeB9ayiuMirc45K5mTmAID2DExpIDQQcbnP2TFCgT2CgDwrlhwoOyMnLCQ0LsbW/4OTpEZbXUHh7LjQtLS096XpJcUZOHriRn%2B/m4Ojl4urj4WlpYQEABD6hixuZmEfFJpXerB8cfTI2PklhCPcOXu/tv3i5fyhYmOD2Xt8duvH6Yd27Jx3bw/XzhdHLpbEv7zZ9%2B7T3iye9hwMN7NqrsznhbQmhGWFh1lbmAAA4HK4JIITag8GOk5E2Z089HOkrL8jsbKqTiSSTk9gzZ1Hnzic4OsevrVHkApGKLzhGp1SyLxEfSI%2BvFxLxK7nstVR6IJHwaFTmJo6PXSVNTRDmZlbuP9ujsDgjD6jNXfuLy6o59HpT59LYE1Oz08cf/790F/8PGwRB6tLxn2D0I88BAODo5FBTUz421NFcW9QzNDi3RairKa8qzS9q6UEzxbsKgZC4oGSsbnM3jwFKX5GRsDIyVk5dkqm7lMhqdXqMhLSo1ggXEubFpEUR4fj4BAEezVff4NAcPDYmLEBPTxeJQKYnRVeXX7M5d0oDiQQfHAoEg2loaEIwGAIOJfl7NscGzqb5f1Yf%2BWW1/1fVfp/XBHzZhPq6JfCrtoi10ogLloYnjcwAgDS1dDQQSC0kEgagi3Y2QcGBwSFB7h7uAUGo02fPuLpejk1MiijuKLu34RsTn5aeWFtfd6OmDoSGhAAA9PT0tT8qJsCOiz3wD6lCDU2dAFR4e/dI3%2BgzAl1wePRuf%2B/VC7mMMNYlGqp587zt7UQ3u%2BPmxLUwWvO1F6MN7x93ffaw97CvgVWR/exqdJLbh2MM4HAAII0/Q0ZeZsr4UHdqbGhvW6tEKFlZIV28GH3WOsHROX5tlaSSSBRs3oFEeiCVHkglexLRnkR0JJO%2BVMj2RSIRjiKj0V8JeCu3R16zeUo0mn936CepQLy0TpqZ35%2BcE7V0qe6Pv5t4Ss69Thu47%2BXmDSB1D8n/CIDC4XBdXV0kEvknnBvoY8IYALtztr1d3bRNbH9zRd/g3TUis/tWdV9bdePIo03Fq12VkE%2BZ36av7HJwO%2BwNJWNVoT4eiYw9TjORlyRk9dHcWDEJo86MHgMUP6/2oELCPB%2BP5uPRAtw8B49xdbqooYHU1NCwtrKMiwy3tbMDAMDgEBwOAxACQAh126CFqUlGsH9DpO98uv/7hoivav2%2BrvH9vNrvq6bAr28FfNEShikOdThnYXX6HAAAqYHQRCIBAJpIhLurY4C/l6urk5GxAQBAQwN%2Bxcne3t4Vda3lasdzG2c3t8t217JSyquqQHxcPFDXxeFwGAx2LPD6sWgOgz6SemzsHG/UdrT23qVQOS8OXx/sHQlpNNaj2y9n%2BlVjLc8Lk%2BZK4vndJfL%2BiqP7t16Ntu901pJuZPWnRJ03OQmHI6xOmunAP2ACDnR0da2sztpdtI%2BKCJ99er/6em58RFB/ZzefLaBS%2BW7uydbnY63Phz6bwG5LlTI2d18s3pdIdkWiPbHwhUxyKBSyNzYok3Os8ee8pRUZHk/vub09M/kNkyGbmH529ap4/DFrfeuAgHs9ekdWUboVFYuPT2WO3I8KjwYAIODHRYf/t/Yps/bPswowGAwGhwEAjAyNaqrrxgZvdzRU3bk7jmdwB3saOxvL2kYeE%2BQvdlRCHnVBRV/d5%2BB2WOtKxqqCsSqnLaurnTLKkpyyIlO3I5Owar6IhHSsjSPEzwtx6I9lTz5uRoib424tejhfNDDQ19bWBgDoaeictbI0NzUyOKED1CssBEEQZHDCwNhAPzXAuyHSF5MZ8EV92Fe1vl9WeX9W7ftlU%2BCXTX5ftIbNFwYFeV%2B2On0WggBSA4GAw41NzHy8fVISoxPiIiPCg5KTYyMjQ9LTEstuFOYUFaXW9DaMLXZ0Dgz39DwbHVt4jgFBKBQ4lvH4U5lhACAIwD%2BylQEAFlbWZdWtnX0PiCTWzu5LheKIjp5WPr2Nu1Xclxqy2ZDLaL7Gai/ZGaw/6G/gNRbPFqSkebgCCKalqRXn41ETG5roetHFzmqwv7W0uPBa3vWymoa01JTR/o6ryVE3CnLmp%2BeoeBqXJwsOzT5tHWp%2Byr%2B9fWxbti9l8/Ylkn2ZZF8qOZRKXkulzKVlFZn6EocTPnr8OYNOePToYG72aXKqanLyFZ6w1dUqXligTKP3nz8VXc9bCg5c80PN%2Bgc%2BLitXAxQOh/93xJ8fo8Z/LIf16U9paGggEQg1a%2BzU2XNdfUM9fSOdPQN3JuZXuZI7g729Hbd6n6I3pQfbKpGYtqZibuyyt7aZa9vsDXXBU05bVtBWPlCYf7kkH/NN6sISXo3OOQF%2BVoifFeLmuJvz/h6O%2BvrapiZGly5esjA3d7K1zk5NvOLqYWBySktLVy3wduGC7fnTVom%2BHo1RftjswC8awr6s9f2y2ud9fcBXt1BfNvt93RmxXBpuZ2WioakNg0E6OjoAQMHhMSzRLlWwzZTusxSHHOUL3s4rtvyQq3jB3v5scF00Tt6hSt/h%2BdvPl8gjTzYAKjgIADUH9Xjv8KFVDPYJE/6Xtg83r6Dm7vsdvWOLWJxAus/AEYnDPQMZ4d2ZYXPlaZvlyay24p3%2BKll76Xp5Zk2oj7GONgCQ3UnDG8GuisHm7aHWJ7VFn8nYRVkZV4tudgw/uHDpUlt9ZX9b0%2BLstJjLJ%2BPIPK40N7/O7JSvmZVfTk69UnYgE4n3pDLW6gZpfnGHzdmlUBb6er/icoSjQyuNTUfLKys9XZ8xaPKxhy%2BWFndmJ6TPxt%2BQiEsVtcTU1FX/gGdeAQuBQc/DwruzroWjIgCA4Ij/Lv/56867%2BS9%2BDxLxsfvePzhhZY05M4%2B//2Sp9/H6LEX24Ol0W2tHzcjEuuLV3q5KSsPtcnD7PNwue3OXs7HNXJNTsXLqkoK6pCCrN0lYKQlz3BDyIRsqJqoBihbgZ4WEOSF%2BVoSbEmzNMjcX1jfXl4n0ZTJ3iydfY4vIbIFA%2BWIGL7xa02d13lHtrs6cPu3j7pYa6FUX7r1yDfVFY%2Bg39X5f1fq9r/P/phX1VavfV53hS%2BWRjudOqUdhZGSsqal3ztYxq7g2peRWUnFTQnFjenl7dnV3SumtzJsdcSUtaR0TWW33CiqbqpuaqmvKb5ZVAhQK9XdOmfoThcE1kzLyWnpGm9oGRx/O4vDMwaZbqW72lVFe9/PjN2tz%2BG3FovbrmzVZzTFBZwxOAgB8zlk%2Bv5q001v%2B9Vi9vK0A3Vr6XsVpq7yelFfUOT57zu7ivYG%2BfYVSwhMoBCI2mc5nCu8MT5if9bGw9IuLLVTyt2lEAm5lmTKBnmnpIDyf2yfi15ur92fnSI2NnL4h/uTULoXEX1t8uTBO72z%2BgUKk93eQC3LJkRE4FAobEDDt5zcZGl4dEHy3Z/BaTiEAAP5/NU//99svjEQAAQBDAAAZGBo9mt3gig72X73ef/ceJ369xNkVqHbYUvkjsnxZcnh0sCti4Hc4uEMubo%2BzucNe22YuK2gYJW1JRsLIyVgZeUFKWpCR1Xl77IecKFZCxIjwC0L8jIg4IyTMi/ELYtwcd2uWglvse/Cs4vZkzd2FktsTVUPPqu9M5DYNJFV0oNKum1rZQB90VUwNDdICPevDfdavBXx7K/SHRv8va3w/r/b7thX1dZvvt12RCzcjw1EeOvq6EARpa%2BlqIHUQcA0NDS0108jEwsrirLWbl6/DZTeHy5fPXfGKrr2XWtuHQgV01ebjH7dx0MO/DqBqN2pw0rSsqrGt925L18jY2POKGxXeNmc7U6MWKq%2BRbuVz2oqXqvNKgr2MdbQQAMRfsFspTJbUpn3Wf/Pb%2B03sxmvT9QXfSFmDDRXx2VcHJ5f8/ANmHo/vyeQiFkcpEAlZPBaFs4Al2TmEnjrl5%2BURtzq9gu0dVhGpgvWtbTyOvUFQ0WiU3nbps2fvmGzyyANMVcNbKpky2vL6Qc5aNko0Osbtvr3s4SsLDOIEBa8HBC5ERy7fKK9Pu/r8Gbq9bwiCI47H8z/Ojtcv6OMtAKnXiqRvvyfIPsfwDxcFu0OrvBn23jpfOMfgP2Lu4%2BQv3uzJJbQNBQ%2B3wyfssDd22Os7zFUlbUlBxcopy3IKVkJekJIXZRSslKzWZ1ySkrBi4qKEgBET5oX4GTFhVqgmi%2BDRQuIsbXXCyfESQkvf4KQRANBFuwuhoYEIJAJACDhCAw6HaWoiEQgEDIY8oaOd4u/eEOq7lRv4XUvI9w1%2BX9Z4v6/2/bY18Jt2v286IyfyUZftzuvqGcBhcEPDE5qauvr6J0xMjQAASCTMwemStc0ZaxvrK1cuX7pwwcUjqLAPXXHnib%2BfX2KI50j9tY2Hvb8CoJ9m66zOnKuoa%2BkeGO/sG7teWR/k4TJbW8RoKWS35eAbrxWh3DURcDgAJb6uwuoC2Y3k7caMb0aq/m2qT9pZOlmb%2B6WY0XEjLzk94%2B7Mclpq6tbi3LZIJKSzlXyhjC%2BmkOhMtjQiIufsaT9ra8%2Bpp3Oi6SXJFKazqESwsczfJCvZgp3Z6bnysvdMCvPe/eXG7gMslnTr%2BuvBJGp1vGx%2Bgd0/TAyP4Pt7r/j7EYtvTBUUT9Q2T4886uwcvvtg0tjYEvwZn%2BN/jKmpYzB1BkVT27Cx93HL463ax/Sb46yWZ6SeGfLTLUFlW6dndPr1QTR55827PZmctrHDwe9xCHvcrR32hpKxoqQtK2krCuqynLIsoyzLqMvH0KQc69iLiYsSIkZMmBcTZ0WEWTFhXoifF%2BLnREQ0Y/WZv7ebkZGRudlJAMD5U5YBvpeNT%2Bp9fIswBAKJ1AQAOqGrnRbg2RjmRygM/k1byA9N/l/XeX9d6/t9O%2Bo33ahve6LuZ/mbGZyAIzQQMLi5hZmGhpaXj//YgwfDgwP3x%2B4%2Bejz%2B8PH4k6dPp6amn05N3348Vft4bYElIxLo%2BE0qncJe3aD%2BKoDC1PhEwGEAAHOrMyU36/tGn%2BYU3bSxMhsry6K1l602FJSGexog4ZoQdBPlfdh6/VVdBvVa8GFb7tvunM/ulDMbs55Wpn0hozaVXXPx9Ox7NF1YUEBewaoEQiGDJefylEIJmUAWi1SdnWPmlm6nzriXXyvdpdDkRDJ2/L5gGfOwpYdHZb2hU7fqGvanpoktbfShsd2VlVeEDWVvFqM8SjE9udlyi1NauBYTvlVfJ13f5Kyus1cJ1E36o0fo5pY79pdcwa93oBAEIZHIf6wP5Fe8yrHwxXH4ecnZu298Na/pUWHnbPXA5oNp0gZNNrfOvJqXf8nVp/LePEays7MrEdI3dzi4Iy5un4fb4WwoGatK2or6UlCX5dQVNSVUSlZrhC9LSFh1PUlCQIvxM2LijJgwL8SjBQS0CI%2BmLz1urrl%2Bb6jn6b3e1trSu/1tQ71tt241egWFX/QItL/iCUdqQTAEAEBfWyMj0LM%2BxJtUGPRje8iPTf7fNfh80%2BD7XXvA953%2B3/XGjmUHWBkbIzQ0wAePEBGV%2BGR68c79ib6xJ%2B1D91sGxm7dHmvoGW25PXaz417p/c2ywanyht7Grns36rvz6u/8KoAeGwIOQ2ogAQC6%2BoaJGblBwRFICHjYnk644uB1%2BjQCQACAfE9neWPp68Z8Rn4Evzz%2BVXcerS4VU5P9qDL1Qd21z8TsqSePbjR3PN%2BgY7DLPDJRwRMIGUwpm7UrkdK3SBwGl0gRXvaIPmVxpTw8c7m9l/18Rkmh7hGJvKXVtfnFN3w%2Bre%2B25MGz34lkny9j%2BYP98sl7h4Pxr5qCNrMDtorDxJ3Xdxem99hiNo5DwdMoBPrWFm1hidjaPWpr7/KPQAeCPnLq/vsMAuBjpR6CYC4eQQkZZTeqWmqbutq77jbVtU4vrM3j2Q3tnVdLbtQ%2BWFgS7e7vyMQM3DZn84C7ecDHqSvyCtqKnLKkpC0racu/dIBQV%2BSUFRllWUZekqo76YjzMuKsmDglJsyJcLNC/Bx/a55DWOIK%2BDyliq9UCXZ2uEo5S6wiirYfENitk1s32kY0dU4CAJBwuImBTm6of32wN6U46KfOkB%2Ba/L5t8P6mwfuHzsBvu/y/7I5%2BXBhmfdpKXfqBwWAamvra2sYQXBtCaF90vGJ/xc3ynN15%2B8uausanzzvauIXH1j50Tyo8e8nePSjA0ccTlVb0a2PQ41voI/UYwDQ0NNXPaCOR50xOepw7dTPSl1adI6nMwOVGYlOD8Hlxi/kxD0pSHzRVDTZfv1OXfyRgi%2BXKKSLn4Qp9cXmDQyHL%2BEIBgyllM/ekUgaOSMERhYLtlu6HeX0OhAAAIABJREFUxmZO1amFy9XNxL5h3sLKYFGZcnNDSaML8aTDBeyTrHTe%2BBi/p4VSlCioC/7NA%2B9vR4J22kK/eBx3eD%2BTMz3MxJNZJNbWJomAp%2BJxtNV1as/QQyd3X/Drl/j/27sqCGpo7WJy5XSGSMAXSMV8qUTME8g2eYoN8ZHy9Xe83XdPaHub0sOX2xIFfWOfhz/k4fd5mzvs9W3WhpK5pqQtq%2BjLCipWQcXKKRg5RR2SrsgpyzIyVkpalJGxMuK8jDgjIkyJiHMi3IwQNyMhLVGWZsIjw31DwyLjE6wvXTY5ff6yh7%2BzV6CprbPRWQdDs9NwGAIJh11xsneyPZUd6FUb6EEtQf22K%2Bg3zb7fNnl92%2BTzU2/Qd72ob24n9Kd4m5qbn7N3NjY2P2lobGZ6SltLH4JgOtpaqGCUl6%2BX8xXnoJBgGxvbM7a2l3yislpnwq5WOTnbu3q7nLV3Cs2q/gcACh0rCn3ITR1PJwQ7YaB3MyNmsbmYeSufdiNmKdMXczUEmx3ZE%2BRdHx9xuyr3bnPFaHPJYHXWawF5FT1ZdKOyY3yhs39IwGRIOTwRkyVm0g%2BkUgaBTF4n8OlCEkVaVNlZXnxzsaWLPj2rYnFxz6f2V1YJvcPM5fX3IpFq6tFmaayo3Oer7qCf7vv/%2BMhN3hvaG3lm/27kSp3/wM2M1akZ/DKOTmbiN4gMPJ1HE9y5fd/S0hb8J0Y99J8efrn/ZT/9l/gcH3nJEPhFWQ0C6n7HX/D/a/8OjneiZ%2Bzshx9NDt97PD2DIZJoPC4LPT9/vbqlf2pjkXvQPjyXXXW7cGT5CVW4s80TULAHfMIhn7DH29jlrG%2Bz1hS0ZQUVq6RhlXSMkopRULFyirojeVlOWZGRsBLigoy0KCfOywgzUsKMlIQW42ZFuDkpCUtcmDA5qa%2Bjq%2BXufsVA/wQAwMhQz0BPV1ND6%2BPb1NXQCAsJ8Hd3zEZ51qM8mTdCfuoO%2BuGW7/fNvt%2B3%2Bv10O/iH/pDvBpNb491OGps6uvqYmFiamprraOmfMDhpcELf2NTYyfXK%2BUu2zm6XHa44X3JycHS5fMEdVTqyGV/WZe/q4hcWeMHJxT/lxj%2ByxP/n%2BQQwgFBLdZ7QO3HljHV5DGqpOoPTfJVbn75cltiTGtKUFd9clNlVnX%2B37ea95ut3KrNf8rYe9d9KSogfeLbyZGpWxKTKWGwxi8OjkI8kYg6JSl4lcohMDoWHxhDQk5jlwTHK4ynhc/RbHkf8bGapvmOfxdoT8T4Ts7/YHPn6UdTPYz4/jbn/9qG7tCd4JMtNei%2BjNuZSd0GsGI%2BefTxFXieyyPSlp1OjrbefPZl2cvIBH3fLEAQHQE9T40Py91isCaZGGgSH/sw%2BDh0CMDgAAIIBuCYE%2B2XphwM4TP0UgH5tawkEgwCAQxAyODIhp7AsMTWzuKS0r7v96f3hwf7u9Kzsqt6xRfZR%2B%2BCkX2R2ds/kgmB/b5snpCzuc3EHPNwud2uHvb7NXFHSluQUjIq2tE3DqqgYJWVJQV1R0FbklGUZZUlGwsiJiwrygpyIlhFm5SS0jDgnwc9J8LNy8sLazLjRCX1NLW19fYOPMbe2traZqSkAx50rcBhcW1vb2c4mN9SvAeXJLw/7uQf1Y5PPb5oCv%2B8I/HEg5PueoO%2BGk24luiEQxzII%2BnoGJictTEwsDE1OWp495XDF8fxFG1RYkJ3jBQOjE5ccnc7ae98YW4sqbrJxuOjs6XnFOyC8oOlfAFDoQ5eXl0%2Bow0X3CL%2BA6sTghwUJ6NKUgZzI6uyI6sKkpuvp3dW5wy03RppLhusL3slow511KSlJg8%2BX8FSagE6WsdgyDo9LIu2LRHwqlbKGZ%2BKpXAoLR2BsLG3OdvWxHzzG1TRjK2sXapskC9g9sVAp5O8LRG%2BFrM/JDz6byPzmrtdvHni/GIvvSnCar466W%2BiOqUS92xjg4vAjHf3P%2BoaKIxPDvYIXMBu5BVUw6FjxREdTI%2B7yhZbkcL8L5wEAAAb7xPtBH7vbPqXG/cV5QAJga3Qy%2BKK1ndkJAD4GEIhfF0p86PWxtDyTlJKekJTc2dXR3dVWVpLdVFnYWF1yo6yo6%2BHzJ1vc5t6R0fHnvRjKknh7R8EQkBd22Ft73F%2BuXda6krakoi2pqEsqKlZBxSqoS%2Bo%2BEAUFKyctKsgLCtK8lDArxk3LSWgZES3Gz4nxswrK4urUmKXZSTgcAYMhPsr46erqnjp1CoFAQOquPxgMQOC0iUleWEAjylNUEfZTN%2BrHW94/tgR%2B1x7wfW/gj/3BP9xNaU32MDc1UR%2BSikRqGBtZ2F2wP33%2BzPmLNh6%2BnqfOnfYJ9L3geMnQ2PjM%2BfPWTj7lD9cTy295%2BHsFRoRe9gkIy2/8pwH68dhgCG5mZRcQlu6LislIionxcSxNQJWlhJVnx1TlJ9YXJrTcSO%2BrK3jcW0ddGP/%2BpYxP20TPo9eZAgaPw6OTJEy2nMvnUcjbPIGIQafhCEwynU1iUkgMCp5MevTs6fVyYl%2B/ArvwWsA9EAiVXL5KINgWCnd5/CMB/z1r6e38zbeTV79br58td5X3xr9/nLPdFUfvL1eub8a5usS4eY1WtzzsH5ueXqtrHUTCj/stg%2B0vPMmNZpanjSREnjM0Ug8JgsER6u5VcFxXU1MzdXR0PkpTfQh1jqOdJOdzq6Xp7IqrT/ISzp80BEBN50Mef%2BPfP5sAaGtpJ8bFx8VG%2B/i4ZaTG5mTEYWfG8EsT6Imh7s66xoGhaQq/d2S0u7fnDha/JlXtKukCyuI2G7fD3tjhbO5wNnePMbq2zVhRUpcUFKycglHSluUUrIKKVVIW5SS0grIgJ81JCTMy4qyMiJYS0BICWkpEq2iYlcl7pkYGcAQCDkfCPnT4wWAwfX39j3JrEAwGIOismWlOiF9joIe0OuLnXtRv27x/bPX9vsPvN72Bv%2B1H/XgvvS3Z18rCDA5DQhBMU0vbyMTS2cXd2e2Kd6BPQEjg%2BYs2ji7OLh7uNpfs9QxP2HkGVz3FxxbXhMaEh0ZHBccmhBW0/LMAVcs2AADgcCQE13bxDvcLTkrPSAsKdM3NjCrLSbyREVdxNa4sO6KpJGX56cA2a/21hPL9S/m2mH3v3ujCOp7NY/EYFDGTreDzhXSqlMUWs1hMAplFYXEoHCaFTcVTmZhNyTpxXyzakYjkPJ6SK1TxxEoBf4fPUAn5Sq54n8c7EuDe81d%2Bz5r6fiJN2RJaFXQx7KJZblCQeGLmXmbWZO%2BdRFRUfkreIppU0diLRCB0NBBRDnajSaEjgY7zsSjs9bwQx0vHQ0JoIJEa500NAz1dPtWq1dTUVLsQAAAMgsPgmgDAdBHIQm8XXlXG1235ezdTOaVJvQkhhggEBOAICA6BX%2BVDIU0t3eCg4NzsbJSvR4D35bhI/%2BqSzMl7nTLWZndjcUl%2BctOdoYkNasmN0sjwsJLuu%2BTto30lU0hZVLE2t1lrO%2ByNXc7mDmt9m7Gqoi9vM1aVVIySuvghDMUoKQtK8rycNKegLChIc3LSrJQwKyPOSYnzYuK8hDCnoCyuT9%2B3MDYAEAyBQML%2BLLY5vodgAAALA4P8EP9bQZ6K%2Bujf9wf/1Onz23bv3/YE/vZ2yG8HQr6/l1Ef6%2BF62VlXRx8ACKmlZXXW1v6yi72zAyokwObCOduLNkGhQYFBQWeszwMIfs49tG6SEpp13c3bwy8w8KKrZ2LV4D8JUAiC4HAkAkAQHEIAABmetPD1j0pPTokK9OyoKVp4NjIx1t9ckVdXlPL0dqOMtvxWznwjof30bntrcdLb7cqDBw%2BlEr6ASRMx2XIeT8JhsolkEZPDJlIZJBaLyGWRGCQ8BTO5TFmncuhcCVMgYwpFTL6Yzd/m8fcFAqVIcCSRvpFI3gp56/fvl0eEs6qiiHmBDdfyR8ZnpgdHpFPPCJU1Rf4hcaiIrqrm4eHnja1dYQ42LbEBa%2BXxypo03LWkKnfPeGcHC31tcOxANQAATddiGvPT/urmHQIAgPOGJ1rD/JSNRUe3SonXYrEJfuRrQYTypNgrDgAAtf8Bv0aO2drmYvmN8sqSwv62%2BoqijK7G0pXJ0er8xMH2moVHtzsbS3rHxp%2BtEHOy0kMCUJUDT4jKoz0ZU0RZVLHWtpkr28zVbcbKDnNVRV%2BWkRcVVKyShpETZ0RbUwrKgpKyoKIuqsjzSjJaQV5QkNFy0qyUMC0lzMpJaunQKSVlcX1yzN7mrLaODkIDAUH/Kar5CFX1f54yMCgO828P8dpujvn9QMhP3T6/7/b%2BuS/o56HIn0bCvhu/VhbuYmluioRpIJBIs9OnXX0CfFHBvv7eNnZnzS2M3TyuxCXERsdGW587p6ev7xySVjtBDk7Jv%2BLm6uLiYu3gnFD5zwIUwAAMiUQACAYBBAwAOAxx8ZJnXExCsJdbT2MZaWVSJSCL6RtiMvaAT3ghob6S0F6KyD%2B%2Bkosp6zFBfhMPx5VivpBJEzPYUi5bzufQcAQBncWj0KhkFoPI4VIYq2vrd/rHlmaWsdMLy1PzqzOLmNmF1Vk0aXqOgllWkCiER49bc4sP0JiBtKyipAxGd8VuVTy7rbkmryIvPHgb8/Tg8ePpG1WrDyYqYpJdHTzab5TO5yWTixKohWGC4sj1zOgbrq6RTk6WhicAOC4zW%2BrrCZ739BQkQX99iT5jqD%2BWHHlQk8suz77h5VrsZLeeFcnJD2cURoymR5lqawF1CPRriKd6eicqrpf0N9bI6Rt8PPp%2BRxV2vLu%2BMCk%2ByP1eZ8Xzu613JyYwBFpeZlJ7c2Pv1ApRcbivYAuI80r66jZ9ZYe2rKJitmmYbRpGSVlQUTHbtAUleUZOnFFRF5SUBSVlQUFCK8loOWleQZ5XkOdkxGn1Qi/Gz4gJ0yoqZuXZqLWlqY6ujompiaGheq2HIxAIDQ0NNWlVrUHt5HAp2se7AOXRGea11xr7x6GQn3t8f9/j9YfbIT8PR/08Fvn1o7yyGC8zU2MEDKmtq3vxsrN/eJSHj5%2BxiaHhST0PD5fLVxxCQgNCw1BmZsampiZBGaWNz6mBsWkubs4XbK1tnRyiS7v/BZukD48IdWbU2NQ6NT3P29fz5vUs3PyjXSb%2BhZD6QkR5IaYciagvxbRXIvIPR5Jt5lZpZhJuCSPjskQMuojOFLOYMi6HQ6JyyBQph82hsVlkDpfKwmJXGho7piamZien1hYw5OU1yvomY3Nz%2Bfbg/byirZH7LVez08OiKMOPuJ23yeMThOacb3qjN5O92lKuoUdHxJP33m1sDKemJzhc7k/OfNDU3nM1g5AdScsOwSYHrKb70vMjZ9OiK1EoT9sL6qHAIJiZvg5tuG6yrgB8shH81DQgqC4%2B6qC7QVSdn%2BF40UpLtzUqUFKWrCqMZyT5r2ZHx1%2B2P%2B4s%2BTXbJE2kRk3p9f7Gir6a/CPe%2Bh5jabi%2BoDo3LjsO1Vqejn7YM4nFrFBoORmxNZXXBxfWcbKdXTlTQMQoaWu7tJUdGnaHht2mYVTUBSVlfpu6uE2d36bOqShoFWVeRV1UkBcU5EUleVFBWpCT5xVktIw4IyNOy4jTUtKcGD%2BnomI2pu4GeDgbnjAwNDQExwLEAAaDTExMIAgGAaCtpQEAsDQzjfL2KA727onwOuyI/eNwyE/dvr/v8/nDYOgf7sX/bizui/GcTF97fX09JAJpcMLQ3c8/LC4xJCL60iW7sGD/grzsxLjI/NysyvKS0uK8ypvlFb3jbbOM0cn5x8%2BfPJt8OrWEbXtG%2BK8Aqq6d/Hm7zKcGhyM1NLQQCA0YDKHm5mloaIdHJkWEh%2BWkRjHWZg755H0e6UBAPhSSjoTkF0LKSyHpmz3%2BEY/YWVnEJRElLKaYyRAx6EIGQ8rmiVlcOh4nZtC5JCqLwGBReGvLuMba5uWFJTKBzCLRZHSWisPZFwpeUmm0rt4Cf/%2BmpOS%2BgrLalIyJnPy4i%2B7P86N%2BGA991xFErqssS05vyUp6h9/Y6uoiPHpGuDPaHBfvZWI8mRpKLwzD5wVTi8Ol5clb1%2BKKPFxsLS0AADAIaMARAIK6MqJmG0qhD1OhqaWNgGtAH6R7dDQ0a9ISe7NSXS3NkQAk2NsQS1JlxXG8zDB6gj8uK7opCmWohfyTFpq/ZTAAIC9375KC7Pobmbcb8p701VXnJF7PjilOj2i6nvZooKW9v3%2BNyqipKLa/YFc78oyo2lfKGQIyRsVc3aEtK2lYJRWjoi5u0xZU1Pkd6uIOdV5Fnd2hzysp80rKgpKCUVGwStKikoRWB6NSwrSUOCkjTIo2n0m3pnepC5sTAwUpEaG%2Bbm6Ol6xMjS3NTEyMjW0vXLrgcMX81HlTE0sYBNPS0IBD0KVTpqVhQX0Rnq%2B7o/4wFPpTr99Pd/z%2BMBz8%2B3txv7ub%2BPXj/KxAJz09fQABTU3twJDwsJi4mQUMXyrlCEUCmVy%2BcyBV7W7vHW7vHe3sv8Qyd3ownA3B3gqejsER0QRG0xPS3wDoR3bjX8MoAoHU0NDUQGqqFU3hcDgMhjAyPuXl4RET6o1%2BdGefT9rnk/b5xCMB8ZBPeimgvBSSvt0X7LE2R1trFFy2hMkUMxliFlPEZIpZXClXwCSRV%2BfmGVt43NIaaYO4sbSxgsaQN7fIJCKbQueRqWImU8Zlv%2BALX2CXsc2t9KGxpfbepWdzy%2B0dWw/vs4aqXwwEfjccgU3yv5GQOX334fbsM9ZA/zVUdFlc0nBBcZKj%2B2ROKr84Fp8WOBcfgE0LJOZENft7uVqfR8IRyGNpNDB6PakiIRwcc8gBUkMDgdQAAJw4aeQXGlZcXlFfV11QdNXawiL8wnlsfgw/JxIX50NK9lIUxxGyYjqjQx0szf9uaH4AKISwsDobFxt9Iz%2B9viS1oyInKyaw71ZFUqjX1ZiAidHu23fHHs6gM9MTztleKOkZp%2By82FGwxFSsirWkomGVdKyStqCizispaBV1XkVBqyhzSsqMkjaroMwqyPMKMlpBRiuIaAVxXkFCy4izUuK0BD8pxT%2BX4J5LtibFW1Ni4qKYgecyqBwWk8Zk4xmcTRIdu05s67tr5%2BRlZHr21NlzhgYnLtnZhni6FAb49kd4ve2O%2BsNwyM%2B3A3664/eHkeCf78b88UHy%2B/HcvDB3CwtzAICevn5ialpMYmJCampSVnZ0enZQbGJUWnZM%2BtXYtGt%2BYbFnLji7x%2BU3PCN4RGVc9gx09PI95eQZXzv2t5d4c3NzAwODvzm1n0TTkK6%2B0ZXLl0P83bobb0hpawcCygGfdCggHvIILwSkl0LiVzvcQx4e82hExedJWCwJ69iDilkcCZsnZPOJqxsKHm8Lu7Q0i16ZQW%2BiF%2BhbW/itdQ6NIWKwRRyuhMfb4QsPN9aHMq9WxqXnxaQkxl4rjstODYlsivdRdQYftIawyzMx957k591sy0jaqsrNt3e6XVQqWN5sLCnPcLm0mBa1nho2mxREKIiW1Vx9FBlWERhsY2qs3rYn%2Bdur0H0%2Bl84fDw4CEByGRCAQcGRads79x0%2BmJp48Geh50FA%2BmBhGzk3h5kZjYj2JVyP3K1N5udHPY1D1YcFnT55Uo%2B7vNQgAAE6cOBkVHpEWF3Gvp1HB2uprqW6tv9lYUdxaVfJgsGd8ap7IFQtFrKdz0yOrdJxsd1/JldJWlKwNJW1FSccoaQvb1HkldU5BnlVR0ErKnJIyo6DMKMhzSgpaTpqVEWcUpBn1Fl5GnJESpiX4KSl%2BUkKY4uOnhcQF4vJcW0tLblFpbkl5YXlN5rXi7OyC8NCoCxcdIRjCyMQoOTXxlIXlSQODcG%2B3ggCf2%2BGen/VE/ttw8O/voH43EPDH0ZB/f5j47w9T3t3PuYpyOXf2DADA2MQ44%2BrVxNRUFw93xytOZ22tbS7aXnF3CYsOd7jsZG5laed02TfjZtWjdWdUlIuXn3dQ8CXvoJSWZ38boCdOnFD3pvwVXEJaWlp/QiOHIISpiXFEsM%2BN3BQC5sken3jAI%2B/z8Hsc3CGPcMTDfa5kfKHictYxMjZLymZJWEwhg8an00VMtpDBlfIkHDKdtLa2vri4Pr%2BwPjNDmJtlrq9xaRT88iqHQBGxeWIuX8njy5cx0%2BUVTwfGB3vuVaYW1hbV56UVj5Ukf34n6Lv%2B2IUUv2Crk94WJzvifCm9tZSRB9S5dTyO0dTerQ9AZ0wwviR2Lg31JDbgQYjbYmrYak2Ji40VAMDfw/1r1rz8Ses5I8MPuIEADAYHAAlHFFfVPh0bf1pZtnQ9jVWW9rK1WFGeuRjrs5IRvH%2BriHwt5nGEz73MxAhnByT8bwnZ/cUphSHHxp%2B9ePFayOft7W6/ev2GJ5Iod/aVSqVyZ2%2Bdt7PG32cIBJs05kOieEuyu69kS%2BhYJWdZQccoaBgVbVFFQSupswrKtIqCVmNUQUZ/dJ9y0qyMMCUjzshJs3LSrAQ3JcFPSfDT4q2nMvwTFWUO83ggPNDH8IQBHIm0tj5jd9YiLtgvKTTIysgQAHD%2B/PnUtGQLMzMDXR2Uq3NxkP9ApPcXfdH/PhL8h0HU74aC/u1u2B/H4/7Xk9TPHhYUx/iftz4NADAxM41LSgyPjrzi7uLiftkf5RschnJ2dfQP8vX29zp7/oxfSFhm00j5/SUHnwA3T5/gqMhL3oEZXbP/7CYJDocbGxv/GQkNAgCEoXyvpkTMjPfu8gj7XNI%2BF7/PxR/yCEdCwhsZ7YeXyh02TcpkCuk0IZ0qpNMEdDqPyuAzOEKWUMwR4FfXN5eW6VubfPz63Mgd0sKcjMNhEUiUla1NzCqPylRx%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%2BNWHnc1MdeWZFwOk0DikuiULdIqGsNY33pJpU/kFyWeti508yQ0NU3nluBq6g77sj%2B/7SPrCHiQ5dWZ4CTsDT8YiRRN93BpbC5HSiRz74488/IIBwD4W58fTo5%2BlBzeHxeW5uZgrHksJ9nXduv//PR5d1GmeogfujDgAAANzRPOTpGO1i5%2BNucjbM%2B1RqNmc5PXcuLFNVcXchIibM9ZGOjpflhPYBAMrj7O7O%2BfTwgCAHh5eCfFRMaF%2BSdHh7o7X7iWGpMcE5wUERDoc6W4un6RQCm/kReXGFs19Ii6s78jo4vJWAVjXUldU1CxCsqCijKvXs2VZLSKPKcgz8lJs3LSnIw4JyOi5R8WdxlxRoSfFBOnpcQZKWFKgp%2BW4GdllPm1mbv%2Bno4AAD09HcMTJwGALp475%2BN2BfEJrQAOg0MQ5HjuTAHK/06k1/fDif9xN/iPw0G/Gw7%2Bj/tRfxyP%2BY/naYd3r0W72hmeOAEAMDQxCYmKCo4M90H5evl52TtcvOLq5I/yCQ5D2V6y8fL3dvcPiizrL7u37B8a6ubuaX3B5qyLd%2B7I1r8AoOoDFf4TURICAIAzpyxT40PryrLYG7P7XNIOh7DHIx4IiPs83Csp9bNtoYrDkLPZEiZDwmJK2Cwxi8VnsDhUOptCZ9PYPJaAQWGtLiytz04LSZsiOkPAYnIotM3FNS6VxaPQN%2BcWaatrvKkZ5tA90Sz6kMbcp7HeC7gHz2tf9nkd3gnE1wfQuuJl4wU7mNsS4jp%2BjdbRdi8wNOOUlaOVlbOB4RkYgFud1L9ocsJEVwsAAIMjIQCdP3VqY272//vxq7qSPAAAgBAfOEswAAASqW9r7aOlYaoe6FlDQ/czFpluDnWh/p6nzD6B2Yeup7%2BtwvSpQepTQI1OGg/0tD0Y6CjOTHC0PX3BxioqxD89MTIyDJVT2fhwaSs8Msjq1Kmirrv0/Rc7CrqIPK%2BkY3doanIdRkXDKCloOXlGRZ5XkdEK8oycPC0nzciIsx%2BhqfagYuK0lDQjJcxICdMSwpwQNycjY57f7SwtzAhB%2BRkZ6DnbX9TV0tHW1LCxPm1paQ4%2BtHMhEEgIgmwtzYtCAgdjvL4biv9fo0H/Noz63SDqP%2B5H/fuTuP89nX5w71qkq53DpQsAgJNm5lGJSaiwEHvnS5ZWJg72tgH%2BnmGh/hGRQc5X7L18PF28/RJqh28MLbh6eF60tbU6bXna2ev6Q8o/XeoEAPx5KyMEIAjS09GODfcvyIxcmhjc4%2BB2OPhtLn6fh9/nbb0Qkl9KuQouS8nnK3hcBY%2Br4POVAtGOWKLg8YV0FoPIohDoNDKdRmTMz2CfP0O3tA0yKHQhg0Vaw28trdDxBD6VQ9mgsPAMIYXLI7G4ZDaHwhPSOPL5fuVAyP5Y8i628xV1fpdBn0evXi9rcnMPMzVzNDO/cvasj51doN2FQFMzey0to1/eNQwBAMhNiMM9efjDi73rWf8/b28Z3WaSrQu/kswQs%2BOYJVnMaEuyZdmSZWaWmZk5jpmZmTExMzM9w6UhAAAgAElEQVQ7bDsN092x0zzTcRrmzJ1zv%2B/e71vn/nCS6ek5d85Mz5mpVUvLy%2Bu1/NauZ1Xt2rWfZ3u8Hcufjw0MhrwtBvLuV%2BIQMTEwRFxMHAL%2Bh9OZb7TfZWWjQvzGB9oDPOxs%2BEYOQnZCiMeD9qpAd4d7FQ2V3SM2dhYeIo%2B46vb502ePTlb2FwYeLw%2BczPUeLQ0cLw6dLA2dLPQez3U8XOh%2BuNB3Mt9zMt9zg8v3B6MbgB7MdBxM3TignXtTXTvTXQ9XRqpyk5VkZWythVpqSnwOA6bztjySlJTs%2B9e8UdJH6%2BqGmZmWW5K/LLH6oYz7fanJD2XGv68T/tRs/4cO56MSdx4ZiYDrAQCgoaVn7ehkbWdLppAs%2BCZhAe65aTEFmfGZyVHJ8RFZKYkFJaUpLeOlg%2Bt1zZ197R29nV0NPePpPbv/PQD9RRDqfY0VFpPg4WhakRN7snz/ydb06frEk42JZ1uTz7dnH28uHa2v3qDzaGN9b3VlZ3l5c2Fxa3Fxe3l5dW51emxmfPjBxOj0zMR8RXkDg%2BU4PDK9t7O7s7W1vr42PTV7f2hq4v7s7Pj8/NTi8tzq%2BuL62uLG5tL24dzUo%2Bn20%2BWx2em54vwqZ3sfOIqqqKyvoYHR12fo6xpBoRwY1EQfyobCWGSKk56%2BsZqKnqykBAAAagpydemxkw1VLw52mDgcAPzyHukvE%2B9A72iYYhCxX1W55mdfDoAhEMmbKinxEYExga5%2BLvz8jPAAd0FhanB%2BnH9apH//2Fxlx5DQwiQ9I6Go98HC8aNHxyt7CwOny0MnCwNHSwPHC0PHS4PH8z1Hcx2nC10n891Hc13H811Hc503/XC242i28wajBzNte5Ote5Ntu1Mde5Pt%2B5MtT5YHa/MSZcRAEhCIurIiXE9TV1dTW0cLgcLowxBQGFJBQeX9C%2BOh0GAuu9ae8W2l3fdlvNdFJj%2BUm/6%2B3vqHFsc/dnrs5LmycAgakwoAgI6ujsDaIiw2eu3gaP3wePfk6PTJo6PT4%2BNHj44ePtnff7i5/7Rm6qhh9uj%2B3Gb/wOjw8EzTwEJ8y9/HSfqbDf1u%2BjAoqKs9LzncY32i8/Hm1On6xKPNiaebk083Z47XFvdXVg7XVrcXF3aXlw7WVvdXVw/WNw431vc31092D4829zcWV1fn1ucn5prrWxBoXkR0TlfP%2BPDowuz89tz87tTk5sjQ/IPRxamJtZmp9eXF/bnZrbHRpfbmwbSUXDvHQCyRr6aGVbqlp64O19LE6OmQoXoMmD7HAM6FQrm6eiwdfRYU5cDmhsdGZNcUFjjbCMNFbr15qSczE%2BuzM3I3tXVAoJ9v0r%2B4tvhlePgfTLoHgUBgMAgEUHCoqtzUxb76kars5AAHH2ezaD/7xEDnQHd777DYvtm1yPAAVzeHisGpxeOHj46Wd%2Bb6DucHjheGjxcHjxcGjxcHjue7j%2BY6jue7T%2BZ7jubaj%2BY6bvrxfOfhXPvBdNvhTOfBTMf%2BTNv%2BTNvuVNvOVNvOZNvOZNv2RMf61MD05NjU/Mr8ytbm7tHG7snKxsHU3IZ/UJQeFKGppaugqHgjv09FGARzWQ3Oht/VOPxUbfF9Of/HKv7vG2x/bHX6Y5fH1j0nhIYqgUwAAEBH546ji62ti52Lv6%2BZg6ONu4dnQJCDh5eNm6eZrRPThM80d/S61xqQ36yDoeFIDATO0NDaL65j6Z8C0PczKi8vIzQzDPCwHO0sP1l5cLIx8Whz8snG5JPNmdPN1f3VtZ2lxb2V5acHe4/39o63to%2B3do63t3c2VtfmFufGpuYmZnZWd0%2B39pqrKuFwqoysnrYOhUAyNzS0YxnZWQhF1jYB1tb%2B9g5B9g6BNrYB5uZeFIpQR4%2BqrEFUu0PS0iBqa5C0tCmaOmRdHZKONklPhwrTZ8FhJnA4V0%2BPrapBwdIci6qGRodmn%2B8ffvL00f7S7Gpv229OHw73Dt3s1%2BCfDecv8PSf9X%2BkgQAwBAwCAUE%2BXvnJcU25qcNVBfkxgYkB7vX3kpYHWqpy07KLKxd2DlubqxPS0ktHl2ePnz59uH6wNPxwZfRkYeh4sf9oYeBoof94vutgpu14rvv9ZebhzX3mbOfhbMfhTMfhTNfBdMfeZNvudPv2ZOvOVNv2dMf2ZOf2ROfMUHtVZUVAeJydq4%2Bdq4/AytXJLUAfTrilpAEAABQO43A5CkqKAACw8NgwU3aDs%2BHrWscfawTfV/N/rOH/W5PtD232f%2Bhy3c53secyoXq6AADADOAiX093Dwcul8FkkGgUEpVCYnNYJuamaBKeRCPz7F088jp87tYxTUzZJmwkhcpwDEzo3vrnrKA/m1EKAePpKKjMjd9fGD1Zm3y4MfV4feLh%2BvSj7fWH%2B3uP9nafHhw8OTg42tzaWV7dWV3f3djYWlsb6Ohvrm1qbWzrbO5uLS0rTIwkY0mqyrryCnfk5FU11OEaamhFBX1FRR1JKVVpeXVpOXVZeQ1FZV01Vf3bakgtbRoUbgjTZ%2BjpkHR08JqaWB1tor4%2BTVePpg9laOnQbt8hQ%2BFse6fw7uH5hfW9grzincX1k82t5/t7Hx4dPT86Gerq%2BxlA/0UNBAASYpIAAHh5%2Bn34/GJ7Zfloe%2BPR8eHhzu7jw6MnR3snJyfDayf3tx89uThf3jmqm92fOnj85HT1cHHwdGnoZH7wcL73cKHvcKH3aL5zf7r1cKbraK73aL7ncL57b6Zjb7pjf6bzYLZrf6brYLp7d6pjd6p9Z6ptd7p9Z7pje6p9d7LtZK6npzIbB9d9/1aaOhqy8rKKSgq3bskDAIAn4pzcnVXUVAAAoCMRwRzDBifm63qnf2sQ/lBt/n01799abH7sdPxjn8dmvrMZFScrLQUAABRuIPL1Dgn09nIR0vBwIg6FQRnQGBQam34HroXCG7iHBAaWdHskFprwOGQKRk5dGcaxju3Y%2BKcCFAQAYIVbtyxMDDNi/Lemhx5uzJ6sTTxcHTtZnTzeXDnY2jhY39hbXdteXtleWd1aWdtZ39he29hd216aWp4am%2BnpHawuqy1KiE3ysBFyjLU0ULp6eDl5VWlJJQX5OxoaUF1ttKqq/i2FO3Jyt1VUdTU1EFqaBrduqcrLqMjLqaqqGejqEvV1MLqaBH09KhRK09YlK6uj4Wi2l39SU9vE1s758uqhs6uIwzZfnF3fW93eX1rZml98vLN1v7VF5n01vX8mW%2B4XToKUuCQAgGAwVEVpWWNddXNTbVNDVUtVSW1xXndTVUpiXEFjX8/cVmp6akxiSlbLyMrDZ4%2BPFvbn%2Bk4Xh4/nhg7new/new/new5n2/dn2g5new5n%2Bw7mew7me/Zmu/dmunanO/dmOnemu/amerYnO7cn29/3ranOrYmO04W%2BprwEMkwT8ra0C0DEwmlEDBmLUpSVBgCARCV5%2BYtUb6sBAGCIRYdymK1u7OsGpz80Cn9fJ/ipTvBTi%2B2bdsc/Dvis5bkoSUDEJSQAAASDwnx8PCOjQhKTYgV889iomJDg0NS0zJKKqvqWlp7urvHp6ar7S/1LuxMzE4MjA52Dwy2jC3ULx/94Rv1/MntvD76gt2wyZXlZZ2teVW7q4kjX8dKDh6sPTlcn91dmdpYWtxZXNpeWd9Y2Djd3jzZ399e31xeXF6eXl6fXlhc2hu9PFeWXF8fHlIS7W3GMDHSJd26T1NRwt27piovJQyDScrIampooHR2M%2Bm2ogoKGrKy6nLymohpC8w5CRVlTUUVXTR2meQeppUVQVUMoKMH19KgenhHdAzNbBxf7Ry%2BaWvpNjG1kpe9oa%2BNqqlqXZ1cnR8YXp6c/ON3fHhtQkLiJ0oPfBep/pYX%2Byt%2BKid2E537m1IIBAABkZGQ8nOxCvOyD3K3ig9zTwt1K0gJzY33cbfmlTe2tgw%2B8XezNeebZzX0rD588Ppzfm%2B89Whg%2Bnhs8nus9nu05nu3en2nbnW7bn%2B3Zm%2B05nO/Zn%2Bnam%2B7am%2B7cn%2B7am%2BrcmezcmeramercnmzbmmjZnmjdnmjbmOhcn%2Bg8XhzMSwjWVr2lpaGOgUGZBCxKR9fKmEvCYqXkFcCSUjgCwdHJXlVdBQAAExw60pTV4cW5bnb9sV7wU4Pw941Wf2hz/KnL/d8HgxbuukA11MAS0gAAGMD0nJxs49OS53e3Zna2Fnb2Z1d3FjePl3cfzm/sHh4//OCDj%2BYPn8wdnD69ePHsxUdLG8djS4drTz/5RwEqISHxV9KdQKC3ESg1NRUhj1WTn3648ODJxszJytSzndXD5YW9lbXdtY29ja3jzf3TjYPjzb29ja21xbWZ8YXxB/NVNW337hZ3VVcm%2BTl4WJtlJSfFx941s/Tl2YncA6O5Qmcldb1byrq3lHSkZFQkpBVROCaOZHJHGyuvpC0upaSgoq2kqq%2BhidGHUbBEI5/gpPbOsb3dxw8ffTg3txnsH6KopCwtpaarQ1ZWNXBy8tzfPd7bPTk9OPry2dPjufsKUje8txvOw1tqx19QQf/L9n8DKAgCFpOWkrmpLvn%2BmZvLGzAIYmPOC/WwTA1xDXa2CPUQhHuZF8f6ZEcHpxSWNQ8/MDOi8bgmGQ1ds8fPT09XD5YGHy%2BMHs/2H8z1Hs/1Hc/2HU51706178227852HMz27E7dQLNrb7Jrb7J7d6JzZ6Jze6Jta7xl60HT1oPmnbH2zbGOzfG2zcm20Z7W%2BubWvgcP7o%2BNzc3Nj0/OTk4sDU4tZjUNJFS0CZxc8UQcAAFpKCgI8dgwQ0a7B%2Bd1s/vvG6xe11u8brX6ocP5ulP041DYepEPB6sjISUmISZuSCd5ixwDw3xySpKDYtwjksKEdkK%2BjbVnkJ%2B5kFeWk9rd0jixetw/vV5aWTs8PtU5PFHa8WB87%2Bl/Q6D%2Bv3zg5hlFBTkzY2ZeRuLazOjJ1sJvHu2e766sTIzuLK9uLm2tLaxurqztbu7sbx3sre8uL672908UF9aXFldNTU7Pz61sb%2B4cHu2v7%2BxPrOyNLm/PbZ2Oze0UlDf4hSbYuwTYO/qERCQ1tg61dNwvKK1PyigIjkwNCEuMTcrJK65v7hiemtvYPXl69PhsfmEtIzUbgyS8pRrKqkL1SCq3ETQqe2n0/t7w0EZj00FT/W8fHtEpeOAmpAuIv7tP%2BrsPQv/3h8EgkAQELAkCQX5e2euGZ4pGIJ2szeKC3dIjfJ3NmenRPhH%2B7kmB7hVZCUn3iqv7Hpiase8V5%2BV0jg2sHj863TqYH320OLo/17M333cw33s023NwEzaa7tqb7t6d7tmZ6tqZ6tqe7NiZ7tiabNuaaN%2Bb6NqdaN8eb9m437j5oHnzQevGg/b1sfbVic7Rof66rsH85s6syvqU7MKi0tqEtNLUvPqQ%2BNyQmCxnb29jcxaDQgx1c8z0cSvx9RnPjPn2Qdlvh/K/vV/y1UThV9PVV7Ptn8%2B3XUx0jrbW9na2ZWeW5tyrKatoLM7PyYzx8HMy4rLxTq4CoZ2xyNfBiIJKC/MO8PXPaHjQv7A/NjnR1dfTNjw8sHkw8/jFP%2BkU/256/hM6OaCvp1Ndmvv5xcmHB6tTA91L45Mb86tri6srS0tb6xt7qzsbS5sP7k9XV3dUVnWWldbHJ2W5e4XFRyUkxobW1ZYNjYzNL%2B2urR5trJ6u7TzZ3D/b3j/b2X%2B2e/h0betwdW1/fe10e%2BvJ/v7Z0dHF8dHF1taTpcWjtcXTmcmdsJB4He337r%2BYmIS0hISsrPzt21pohB4uRyQaCfMcD3DaSo/4j8sPYwL930LmplTuz3Kz/0aY/hdPgn6%2BJoNBIAkZKSU1FdjtO7i0rPy9g529nc2HR8drKyt7h/s7e/u7u3v7x6f9K4dtS8eLR4/mjk4aFg7HN07PjzYO54eOl0d35wcO5rr35zoP5zr2p1v3Jtv3pnp2J3t2Jzp2Jzt3p7p3Z3q2J7u2J7t2pnt3Z3r35vp25/q2Znu35we25oc2Z4c3pga3FsYzUtK09AhKd7CKakgCjsJmGVo4BHkGF/r4Z4T6ZBRl1cyMzJZm1bU1jlaUNkcEJqbFFTQ1TiUnd4T5Fwd5pPu7ZHg6Zno7JPi4poQFFnY2zvT2robGVkUktKWntd7vHqjMTjKmYo3oBAoFJxRwLc1YWfFB7v4B8W2T3glZOVkpm0szA4MjnROrE7tnvx6g75fGv57R/Gcz8m4v01BReLq9tDHa3ZCVOt/ePNPZtrO4sr/z6Hj/2e760eL8%2BtDgRF19Z2PrYHFZk4%2B7d7iHa5qXa5qPnaMJFaOPcHH2zS%2Bu7RuanJ7fXFzdX1o9WF07XN842Nzc294%2B2Nk63t463No63N9/NjCw4uyULOQn8vnpFsJ0VUUyAMjJKyOUVAzUFbWlJeXEwGJy8qqaOhjN2wZeRkaD/jYjnhYbkd6vx7uqYoNv3hryZ0j6WwH6C/rOO9E6AASCgEFi7/L0IQBYQkxM9rYGEg5nGsCMUGgLfaSFd1By38iDssr6opKa9Ky8xOSUtJS4gsy0%2BNjEuJLG1plNT19/Jt82vHpweuvwfGdmf2nwaHnkYKbvYLpzf7r7aGFwf25gd3Zgb3H4cOX%2B0crY4fLYzvz9zdkHyxOjc6ODEwODoz3DPS09DZXNxXnVWeklcdH3fEVJHm6J7q7JNjYJVFogBi0iYD1N2T4EghWNE%2BnoXZtdeL%2BuZro4u2dyYKupZtXFt94lrFkU0UIwCjFgRloFdCcXrNQ17%2BSVzhZWrJVXrxWXzWfeHUyJby0puV9ccX9i/sn9sa2tlZNPnn%2B8MTtbkJzibmNNwBhAobdD/JzN7J2TW2fCUvNSo4JrC7Mrq6q6plb6l/d/JUBBIJC4uPjPq8b/bQ0MAG8xGuDmONZUXejjVB/iWujrUJN9r7SkIzGtISe/fXp2a2R0vrVjuKalv751uKe5LS86wNWEnhrk4edgp65wBwDEAYiMmiYUS2IacSzYXFszvieP52lq4mxu7mHrGGPvEuvoHu/okWZhl4EhRaFwiQb4RCwtDkf0x2A8CLRQKiOMgLOVk1EUg4jfUtLQ0kTo6hB5BHqXv/Ooq9WUh/XjvLCH7Tm42woAAADADUT/Gi/%2Bz0mPwFvwvS0k8o4ICQIBAFhcTFpCXF5O9vYddZyuDg2FNjNA8gwQplicBQZjBjcw0Tcw5vBsfXy9RR5OJAyciIQ5WJrxuZS8KO8EX1f/5MzGwREbIxwVj0%2BsHlp/8vTpwezu0tjJ4ujpTO/h/MDh4oPl8eHR7t6upp7GqvaC7JrkhKKYyNwAv3RXp3hbmyi%2BeSiL5cti%2BdKoXnicOxLpCke4weGecANPJMoHgfZBYv0xhFAiORqN99E3sCHT/SmUWJiBv7VtZl3DSkHhqIVlpKFxhIN3ZXDasChxSBTb7%2BTbwDS55%2BZeU1I2lVU27uBbbmFfbGGTJ7BO41sm21iluTtlpcSXrsyvfHL2Ym9569n20bdPPvx466i3scnclOPmYGXp4pPeteCfkClysxWaGcExiLTSiqH5XxuovzG5lJSUxFvhsr9hBX0/g2AwGAwSAwBfB5vGaFFnhFuFyJYFh95S0NcxsIQa2KVntmfebQsKL3ITZdk7J4YEZzva%2BBsb2no5h3u5JBJxzgiULRxhBzdwhsGd4AYuCKQHHC5CIf1RKG89PUc8KYpAiUUTI4nMJI5FAduihMrJIVETcIRwAi2eTImmY0VMcjCG4g8WkxOXkJZTVNfVgiOQbBLONMtGOOHrdF9kt57l9/1i5eOOtAg7lqQYGHgHtD%2BXn/65QX4x1Hc1bsASAAjybjsHpKXlte7AoHp4BIwOhxqh0XwS1YnG9CLRXdAECyzeAosX6MEM8QSOtTnf3Yod4sSzYxEFRgQPW5PiaK84N35yevr9ycmSJP/q3ISu0cnDZ4%2Be7S8cL4w%2BWhxbGxtenplsbew243pTSB54vBcW62Zg4KwPddaHusARHgiUCIbwQqL90Th/NFaERIsweH8cMQhHCMJgAzAYXzzOH08IwuJ9UWhvHM4fhXXUhnLRWA8TsxQKK8QA7%2BYsKgmJ70zMHvbwLbGyTYpJqqvr2OwcOLo/8mR86LStZra%2BfGp88vnTp19ur54P9GyNDu0tzx4tPph9srH3%2B1df/nT58b9/efnvV198fnw21zVVlFYfFZLb0jDa09Qfk1SQ17fEdfBwchCwWGRDNqNnePi3X7369QB9L2TwdwD0Zo8Dg8BiEClpGU8Hu8oI7yof%2BzIv2xg7CwMNPQTcBI1xRmI8UBgvNNoHjfFHYDyhSA8MIQRHDkWhfLGoIDIphkSOolDjqeQUCjmBRIknUOKJ5HgqJYFKjTBAuJBJIYasNDIjncrKMbasNBQWMvg5RiaZZHIsHBuNwXr5m9hb4fkYnLOklAoAgCWlbykrqOvAjMhGTg4cbombTWuQ53Ccxw8z%2Bf9rMfWnlZzlxkQ%2BHf92DGAwGCIO/Ampf7KHuLik%2BDvqCwgE1tKF%2BgSGJWXcs3f2AIEgsrK3ZGVuQSBSUhJKWhoobU30nTswTW2Mlg4ZhmDDURxtPcptTayGNk5TC2llYV9bWrQw0nS80Lsx1jHd37Az03e2PX2%2BPfX8YO3yo2efPtv6/MXe5589//rqg8%2BO10%2Bneupy0x1sfM15AYZMPxjcFYX1R2J8URgRFueLwfhgMCIMzgeD88FgvdEYLxTGG4kRIdE%2BCKQ3Gu2NQnuh0F5onC8OH4LFhmDwQSRiGAEbgoQ7wvTMoFBbAiMgOrMjIK6NYhxv6VIakzqenj0VEdkdEtjo7V5VWrTY1rwdFFJuZp7ANcw2ZmXdTek4XL/YXn42M7y1t3D8cGN/e279/OjF6dajzbmdmYHFweaZ2rKhsft7HS2Lhfd6EqIqSop7FzbOMzML3WwscGi4hZVNUVVLXWXtf4MP%2Bne0mzUFBAFAYAUlVS9b25YYv84oz1IPfpGHMFxoRoETDRAmBmgXHC6QTAjDE4IRGFcsLoiAj8AQwnD4MDwuAoOLwBEjSaR4IiEWjw8jEGNxhBg8PpqEjyOTIwxQTji8O4UWTaNHEvBBDE6Sg6hS6FLCsSngWiQmZfYGB2bm2jg64hhYpCkYkAMAAAICSYjLqKoZ4PCm2SnZTRlpzZnxnXGu/3Ou%2BH/Np/4/S%2Bn/8bxjvTnjXb4WSEpSQUpCDiwuCYGIQyDiIBBEQkJaXk5JUkJWQkJGXFziZpx0ButuTqGLpy/PwhYMlpCQkJKUlAEACAgQkxCXEROTkZSQFROTFoNIS4jLSkrIiYGlAEAMDALfuaWwNTf1//3hu3/75pP/8fVHf/ztJ//%2B%2BuUffvvJT9989PuvPvr9lx/%2B8Orix68%2B/P6LizdXZ99fnn/xaOtkojfC0%2Bu2GkpHh4NA2ODxXgYoVwxehMKIUBgfBMoThfFGY30xOF8cIQCH98fgAvGkEDItHIHwQiE9SORAAjEUhQ3C40JwxHAsJZpGTSMRo1EIRwzGkWEUYmoRQ2R6mwozcIRIPC7KmFtg59Hk5NPKNM1FEFL1ELF869L4lPuJGeM8y0IEOhJqEGlkci/v3sTMxOPCoiFX18xAv1I7i9ggUb6NZUxgQJ63KNvEJCQqvLy5anRtcm%2BqZ7U4qz86tDo9vmy0d%2BxeZo6ltWN2aY2zh/c/BFAQCPT3YfRGIwcAgUEQZQWlCGeH/vjAnmjvKh/bXFdhvL1QQKYRYGQCSkChBFKZyXhyBNTAEYMLwhMjyYRIPDEaT47Gk8Ip5AgyMZxEiiJSE2n0FEOjTCY3x9C8gGKcSWHFIwkeZjTvKBPHeHPXcMeImIAMU44PGmcTFpw6Njh%2BMj07HhJko6N/R0krNig8wM0Zpat7S1pWWUlVU1PPim/mZGbsacVtSAx43JKxU%2BK/WhS4XBqV5md9o38DAICUuLS0hLS4hLSEuIw4RAoCEhcXk7hJ4AUAAAyGvCswLiUvr6yorCEmKfcz%2Bbuf7zagnzkDIAAAgcAQEADgdHSr72X99tPzN1cvri/Pvrs6e3119vrq7PrV%2BfXV%2BZur8zeXZ9dX56%2Bvnl1fPX/z8vyLJztP5u9nREWrKsORKJ4%2B1AyFccQSPLAEHww2EIcPw%2BGD8cRQIimcQAjH4SIIhBg8Pp5Oz2RzMinUcBzBB450Y5ummgnuonG%2BZJwnB%2B9KJgZjcP4IuJW%2BgY0%2B2sXUKjo8qYFunIDAhuJJwWhMIAYbaczPdQvuFEUNGJrnYfCJRGKGo0dzRslsYuYol3cPTUg3IGYYW1f5JTzILBpfWzvfXzk6XDp4snvx4vijq6efzw5vrs/tfvT06U9fffLV%2BcXuzMH8yFZP01Rj1YPs9MaR3oXT/Ue%2Bbh7/3DDTXwD0bQVCCAiE19PJDvCuDfEq8HURGTOcOXQOBqEqLa2lqq6nqa%2BnY0ggheFJEQRiCIWeRKIn0qjJJFoKmZFGoaXSDTNxpAgcyY9MC8GRA2msFEOTIgY7n250j2l8Vx9ha0%2BxXElLbA0N9hG6ufHsOTCqIZTibubgZ2wezDUstzb3JVHFQBBXOyuBMRsFQ2pq6kANEAgUXlNTS1dHF6oPs%2BCwrOkkNhpK0NfVU1G9JSGFxtOoDKamhqokBCwuDhaTEBMTlwRAEDk5BSkpWTV1bW09JJbEJFCYGAIFjsLDEDgc0ZDJ5uNIRjgiE09iYHAkBUXlG2Uj0DuH9mfABQAAEAODyXr6aUF%2BX37w%2BIerD66vzr97dXb96vxtvzy7vjx7c3X%2B5ur89dXzN5fP31xefP7s4MnyVFZc/G01NBbjgMI4oXGuSLQLGuuJJwTi8ZF4fBSOEILFB%2BLxYURiHIWSSCTG4vAxFEoMgRQAR9lpwQU6KGuuQ5Z9QLU/PyDHwsuEaI/AiRBYEYkZKrRLCY2pvVc4weNno3GhUAMnXaglAu2KwgRg8dGmggLvoG6/8GF7x1pLbo4RLcHdo7qoZCEhuZdtmkM0KiWalDl7ttdVzP/u06//%2BMWXS30zY62j5/vPF0Y3d%2BZ3vyGdEv0AACAASURBVHv58qcvPnv92aefn11%2B9vhqfmRrqGNpYni3KLsjMbw6I7rhXwZQEAgQB0BiAAABAWBxENiMTol2tg%2B2Mqfq66jIycGgMFVV1dt37qhr3AEAQE1FBw3nE/CeZGo4nZmMJ0ZTmekkZgaVmUFhZlPYORiMG5dgykMwocowuJ4pHifCIJ35LD8%2B04tkwHdgu/qzzVGqUALcMJpnd0/g4Mq09OA5%2BXFs8GowbyMbTyNHSclbtxSVPD28c7KLgoLDLG1tLYRWNlZWgSJRWkJScU5OS0XZaEdHcW6xn3%2BYla0938bGxc0xMTpUXVkFBLq5qQYUFBT09PSpVDqNZkSlGzONTI04XBqDxeKYMgw5hmyuMVfA5VmZ820thHZ2ds7a2nrAzSr7Fyl8NwCVl5ZmoVAlSbGvP7344fKD11cX331%2B8R6gb67eLqLXV%2BfXl2ffXz57c3nx1cWjZ%2Bvzd%2BPilBX04AamcAM%2BGmOjrcdDoR2oFF8CPgBPCCOQQlAYLwzBG4P3RqJFBHIAhRmAJYpgBi4GKFcWL0romMl3LBC4lnrbJnuzAgW8aEvnMpYgj2mWbutebudWLrDModAiKeRwOjkSg/bUg/L19K0QKA88MQxDjGSYZCWnDC917HQn9bpx4yJCSttrJ5enz7NzRwpLZsqrVxoalufGjw5Xnq7d3z9Zerw4spaf2RLgneVmG5MYnLE0uFCY1uRgn8E3S7OxyoyNrmhvnqrIH3KyyvzXraAg0Ntw900FEwUZaTIUqiopCQAACCxtZMxX19SnGpo4e/rroNA6%2BghdLbwBXMhgRDNoEYbUKBoji0DPpBilUTlZNE4GGWqRwOK129jkm1l40nkmJB4NSY%2BycEgXOBpjOJbCEDRcAIPyjVlBTsZhLpwwM04szziORQ9lMGM5nCQ%2BN1lHl%2BfiFrazefj48LSmrMjUmMkzoZtzqR4u/HB/t9gQ0WBL7f709NLQ/bbaFg9Xb2VFeRoeUZqZQMQYAAAgLiYO09Plmxq72Fk62fJ5HIqZMZVNJ5gYMZhUEodJ4xjSTVgMNoPCpJAoJDyJiCGTsAi4vtSNFumfQgHgG8FNAABJSkrqqqvyScSRhuofv/jk%2BvLi%2BurFd69eXL86f3MD06uzd1v8xZur8x9evgXo%2BdZyU1EhAoqHw9lIpBkWZ6mrx9HVM0EY8FEoawzOlUoJQyDdtfRMdOEsPNGJx4%2Bns8LItFACMYRCjTDmJnH5GUxWLI7kiyeGYDHh%2BggnONrJzrPA3a%2BCQAhGoN1U1AxvqWARWAcSNZ5Gz6JS4zE4Ly0dnqGRKC2r18ohnUANsDSKrY/v629an5h/1tE0XZrVtDV3urf8ZKBvKSu7y9e3ysWpyM0pOzWuob58Mj6m1M46KMAzMz%2Bprr/m/vzo4cjo0dD9hz3Dpwmp7YkJrUVZ97PTB/%2BVAAXA4sCNyyolo6KsitDRIKoqGSgqI7R0GAwjZ30YB4O3JtAcGFwXM7tII4tQDMXXzCw%2BOfZuiFcclRqPp2VRmals4xQaJ5mKE/kwneNNHGOMPQNN/O2MfI2J3nb0ABdmIIMcQuGm0c3zDM2yaSaZHEGhmU2ehc1dnlUqxzKDxMwgse5yhRUkRpytQ/jTR08/fHxcX5otcrWxFHDZRkQui%2BwsMI329xpoqdmfun84PbY1PTHU3FiYGJQf518UF8BnUwEAkJWSJpNoLCZLaG5ua8G3Nudactk25iZYuK4pm%2BHp5uDubOPmbO3mbO3pbC1ytfZxs3GxF/h5u6iqKPyn5gEAQEJCHKur42HO251%2B8P3Xv/nu1YvrqxffXV38EqBX529evXhzdfHjy2dvXp59cfHo2cb8XH%2BPq53rHQ2sni4Tj7OEwUz0dJn6Ogx9fUMEUoBGOWIwzlAYT1uPDoObkKkiCjMcjfWCwq119Uzv3GHd0TLV0uHd0WTpIx3JjHAYykrfgMsz829pW%2B7vWi7JrzGisQAA0FLFEJDuFGI0lZZBZ2aQaVEonGNuQWvfwHRpdbevf4EhM5LnXmkW1B2VMTk6tHuw%2BbSvfbazbT2/YKy7e7ezYy0rvSMyvMnJoZJvnpuW2tvbvZeR2mtvf49nls5mx1vapCWkdMQkdAqts41NUi2Ed/%2BFWzxIXEZa9ZactrwcHINzpNCCSaRAIimYRIkiU2NJlDgSOZ5ISsLT0um8uzyXBq5LLUtYwjHJtuXHmbPDKNREMi2HTs%2BkM5JwjBQiPZNBS2HSY01IYSbECCYlmUnLIdOyCLQkIjmWzExh86v4ds0c6xpLUWN1%2B0Jb%2B0hJbV1xRaPIvxBDi2Hyq4yEefoI7uzE5AcnW0Hu1grSkhIQcVkZSX9Pl8p7WfMj/c/318%2B2lp9uzD/dXtoY7hipTu8tiqtNDfBz4ktLSd66pQiRkAEACI3JsbZ1IhCohgxjDpunrKSira3p4GTPtxJYO9rZOdp5uDv5uDt5OtvBdLV0NDXA4BtKHeSX1hEXV74lR4XpRTo67E49uP7y49efv/j%2B6sWbq4s3N/v7Tb86//7V%2BZtXF2%2BuLn68fP7m5dmXLx6dbS0P1lXpqasDACAmJnf7NhKBYEH1mLo6DD09I119QyjcGIezxWAcESh7bT1TLT0ejRVEYfsRaHYEskBDl6mpy6UxfIisULxRLJOVZsRKtbTLsbdOE5hFW1pExYbll6QVNmTfm2lsrw1O8KDw8Qa2SFSEAT4FSQ53983u7xwd7Ojq6xusaxrOq5rwju1k2ZYb25Sl5EyV1C9FJbbFxNV2dy2XlQ2HxzbzbbJMTFME1rmWdnkBwbVVtTNt3ZvR8S2JyR059/qrS%2B8vTh1PTx4VFvclpf4DYaa/v0EQ%2BhZ0ajSWGkmmJRAIUXCsN4YSRmPfI7Pv4Zh30bQUJu%2Buc2CPKHHMMXTEyr2HwMwhMvIohEw8JZlIz6BRM6j0JCIthUxLoVCyiLRMGjkiiieKN/U0JARR6dlEZgaTm02mRZMZKWxOvolxtik3zckxq6X9weDg6ODAwEhf9%2BDQyL3iDkuPCmOrbAVldGNFzQd7660lKRmxAaH%2Bvkwy3tPOsqm44Hxv8%2BHK3Ony9KcnOy92l/bGu6cbC8erM7ryw/LivPAYhJ2LyM7Z28zCwVTgQOdY0NgCQ66VIdcaiaUDACApLWssEDJ5fBgSSaSQrO3tM7KyWGwO8Pa%2B960P%2Bo4uCgIAQEnhFkJH0xSPTHJxm21v%2B%2Brj59evPvjh6vz7y4s3r86/f3Xx5urt55ur8zevLq5fXVxfnV1/dvbNi8fPt1dHGuuQWlpv0Q5IqqjoIxEsJIqnD2XpwRi6ekwo1NgAKUTinEwskqwcC8xs81iWWQx2KJsTTKT6MogiDkVkap1hal9OpGWg0AkYhIcbySaH7%2BVCtddRM%2BZzvfsbuv//r19/PTvXERSQEZAQICoKCW2Mim%2BPTm2tqWofaG7ubW0d7Orp7%2Brr7BguqRj0Da228S6Jzh9LK5kcHjv94PHnu0snw4OrE1MnrW3zlWXDuXfbU%2BIrwgIzwwIyQnzSfdwS7C1DeMZedLI9DiVAGZjr63H/hVs8AEHALYiMJLZtPVtYyzErMbbM47vW8l2bhR6NLsGtyQWDPWMrH3z0TW/NjLFRjKF5PomZTWXk0mnZVMN0Ij2NRE%2Bl0JNp9EwiKZFkmEHl5RmyMwNZHs1WdoFGrkyzbJZtNceyFIH1Q6LdfPjBmXbhwcKAksjs7rbetra%2BtcXV548OnxwffHpxHhqUjMJ5y8hCU6OiH61MZcf48NlkfR1tf5FLfX7ycF3han/Lcl/rxkjvZw/3PjrceLY4utlbO1Wd0Z0b1pQXZWpEYnNMfQOiRP4RHr5hrj6hdq5%2BbDNbMysXWzdvOxcvnoUVx4RHIJDYRmwcliAnr%2Bgt8lVRVQcAMAQiDgK9u2cC3oaYwBCwqqIiEQ61YZDjHJ1Gamu%2B%2BPDp9dWL7y/P3lz%2BCZrvAXr9tp%2B9/uz5Ny8ev9hbn%2BpoM8Lj3xkbDABiqqq6UBhZQVFX7TYCBjWEw4109em6cC6RHmDpXEEwSiMzYqB6Qg7aLNTEIU3gGmnqSoPxyZyA2OzBkKCqYMeIvoSUo5zC8czK5Jjysur7I32rk0M706Obfc1jDXXTmSUDxQ33h6ceOfrkhYTf623r7mhu725t62lt6mpt7Ovp7h8YqW/uycxvcfEvsHK5Z2oWymN5cWmeTKI7leiGRdpDdfi62lw9HRMdbRN9HVN9HS5Uzwymbw7V50OhAgO4EA7j/%2BsAKikuDYMZ4%2BhhZk41bMsiunEi3STa2CrJwasgObuvb3jn4aMPXn168R9XHz8pbvAz9CExoozNizlmZUZmRSzzXCNuriGvzMi8mmtZTzROMbIstHGsceDEOzBcS3nOdTw3S7M4gWsz3/KugYGllibJjUTLFzgIsdaRlqL%2B4sqR9qG9ja0XJ7sfHB6/2FqPt3PgM33l5ZEWxuyh%2BpLsWL8gLwd/LzczYwYVB3My5/RXlx1PT5zMTHx8uP2bo%2B0PNuYeTg3MNBZ05kZ1FCf7OlvhsbjQ8Pjg8PiAsNjgiASfwCg8haN6R5/MNnbzDwmLSigvLtucX2iqazQ1FZDIdByeDAaLGxigwOB35ZDfQxQMlpKS1FZXY6ARdgxyoqvbRGvzN5%2Bcv3n1wfdX5zfnoffQvPnhJt50fXl2/dnZ1xePP9jbWOzr87Cykpd5r8EL%2BVPmAwgkL6emo0UygHFhcL4OzByBc8biA7BobyLW3ZrmVOAYnm0ZFmufKTRLsRWVpuberypeSIlqDfMtEdlnu9nmWlnm2limRoZVBEfUuwfU2DgVC%2BwLLdxybV0zLK0zkfhgniCyrqajub6xo7Gxp6lxoK21rrS48F52f0frSE9ve%2BtAUWm3h3came6mpc%2B/o2MG07cwgNsYwK3hcCHUgA8zsIAaCGBIAQwhgMHNMVgrOIKvp8/V0zP%2BlQC9idL/7c%2BDQCAQSEJNHYnDW2Pxjgi0QEUdKSevIa%2BgiSMwsu7lLc8vf/z8%2BeXJ8Wc9XbOOTpGGzkRGGNkwE0/JwFHTSYZpdPM8llW5Ib/czK6OwAqHoT0FhsFFVh5ZXEs/nGGH0CbayIqNc44w92EjWRi0wJlik2hqg9U3MyTYh3IdG1Iz1xamT1aWX2wdnkzMFbp4%2BfL8b99h6Gho5CdFVmbHJ4d7OgrYLALCz9kyK9y/OjF6pq7ybH7ii9Odb88ffnKyf7gw0VWZlxcXFOHtwMCjJMQlYHC0lZ2zb2BoSHhcWGRCVFyqk5s3lkiRklVEYyl1FTVVRcUsIzYaR7a1dZKUlJWVlVdUVH6rcAG6EU8H3yhf6OloEhEGbBzKmUXP8vNfHRn83eUH15cv3ly%2BBeibVxc/D4K%2BXUcvz15/9uzri9Pz7dWlvr6MsAg%2Bi60oI/PO6G8/byYKDJZWV0PC4SZwhBkUaYcjB2HQLiiUO5EYymWlmBplcVj5TG4h1TiHQksiExKx%2BDgkPgqNj8Lgo3C4ODwqBGHgicD4IdEBBgb%2BcHQgFCVCGLihDLxRWD80ySX9bmljfV1zbVVHXV1vU3tdSbWNwErA40eGRdVWVQ/09g/0jtQ39MSn5nEtvJEYG209M32oAIEQIpAWSKQFCi2EI3gIpDkCwUOjzNBoMySCawA3/ZUAVVBQ%2BLtSmcBgCBgio3JbT%2BO2rjj4beGvQJHf4vj4ztLk84dbX//mxeX50/P1lQf%2BPgNc01CWB9MkhS0oYfFLjcxLjAQlTLsqE9saY4tqE0GegQFPVRWPMOAGEekPLKwySIxcOr1XIEwmMhqE9gIsk0DxMKd4RQndTJk%2BLPNMc8MgV%2BtA//ACJ49sb888kWe%2Br32%2BsyAfirBTV1dPivAvTEtwszJ1t%2BLei/EvifMtjRa1Zcb0F2aM15UN1ZUXJCfkpqUH%2BnhzDKl6muo3Uy8nKwsAAAgsrnFHh2Nsas63wuApJAoTjSZIyyoBAERTQ9uQYaShpRsWFa%2BrC5WSknm3dr4NfIqJiUlJSMpKyyjIyWFg%2BjQEwhSH8efzGjMyn26u/e7yw%2BuXF99fnb%2B%2BPH/98vnPcfkndL58/t2nT7%2B6OH66trDU19tWUJwSEs4iUsTeJV69D6%2B%2BdyoUlbTgcBMU0p1AisDivbBodwTKB0ONobHvUulZJHomiZJJJCUQCHEEYhSRFE0ixRKIEXh8JBEfiSeEYQjhOEIUjhCFJYSjsYE4jA8O5YXDesGRjl6ilIba5tqK8qaqipbq2q7mtu721rT0ZKGVkMUydnF2Ly4s7uns6e8caG8byi1o8PKJJ1EsVFWQKsrw22ooFSWYkpKesrK%2BsrK%2BqrK%2BiqKOvOxtKUmlXwPQG%2BP%2BnUUBQeJiClowioziHWk5ZRUNqI2t8%2BWHF//xh%2B//3%2B9eXX348YvTj2cnt8oySmqE9gOWTq40b5ZZgbF1HcOm0lBYwRCU04UVLPMKrlWNpVlKEMfanWDIw5oGElljFhbTfOsqlnEPz3zcQthuaWtBsmYLs60cy%2B2sM014%2BYZmNUbmpYa8AqFTLYGVhjO8y7asZtk1s4S1GLKPmISsjsZtNp0uNGdZ8dhcOpmMhMI11RHaGgbad2QlJAEA0NKG2ts6Oji7uItETi4eZDJDVxvKYRvLy8sBAKCmoq6mqq6qon5bQ0tdQ1tZVYtGY9Lphkqqd2QVbqdl5gkEVmpqqkpKiu%2BsB7y7FAXfkpXTuq2hq6GBh0ENkSgrCjnKwbbl7t0PD/dev/r4%2BuXFm6vz312eX1/%2BEqDXl2fXl89fX55df/bsi7OjR0uzy709w1U1eZExNmxjvdsafyHrDAaBQRAIGCImC4MaYRHWBIynAcodi3dFwIQIpAuNlYKlJhFJyVRiCokUjyWn4MipZFICmZiIJ8cRSXEEYhyWGIUnhBNw4UR8JAkfhkf7odHeWJwPDi9CoT3ZHL%2BSovrqyur6irLG8qrG8qqmmqqutsb%2B7q7KknIXBxc8jhARFt7V0t7a2NTR3t7d1V9f2%2BznFygtLfPX0mv/kWymv7rLg/9EngMAAACIdH5qfl9Bw7R/bJm1e3b3wOn68ocrM08e9G/l5oyEhra4eVfZ2qTHWkZmWIcwCSIjs2KWsJxinmPIzWEYZ9GNM2jsJCo71oIRkG3uU2Xtl8YXZQg9yx1ENZY%2B9wS%2BkUauhfzwKBN/JjXAVJBlZp7FERYweGVM03KmsIZhVmxtnujMDedzkwRmWXzbKnPPHiorCgSW/OsDhSExfKGtrZ2zg6uHq7eft19IQFCkf2CYu4eXppa2to6uhoamjKwcFIZwcfX08g3w8gsKCgnz9PbRR%2BFT7hYmpWXLyd6Cw2EQCPj92nnz1ZISEuoqKnp37sDuaBL1oWYEvAOdnOzlMt7c9MX509dXH3z/8sWblxffXZ1fvzp7c3X%2B%2BvL59dXZ9eX568uz65fP33z2/PVnz19/%2Buyrs5NHizNL3Z2j1VXlcbHBdna2xmy8AVRJQR4CvvFBwWAABAKD5OVlxcWlVJT1MRghBueBQLsZIGwQcD4C7kCjxRFI8SRSMomYSCTFE0lJBFISjpKIIyWTyUkkUiyRFE0gRJDwoUR8CI4QiieFYHD%2BaIwflhCAx/kg0W5QpE1Y5L2aiobqoqLaktL6suqmiprGyurG6uqupoahns6aisrSwuKWhvrm%2BuqW%2BtrWhqaetq7x%2B%2BOmpqZ/Qslftv8u6Zsby4NvfH8wCAyIv60vBIBAACAhI3uv8YFraK%2BFeyvfrcXUocNIUEMzzqdzCoiMexjqXTQ1i2SUw%2BYXc/iFxrx0AjXaiFtEZd0lMZLI9BQqM5HKSqWzU5msJFNOirlhvJAeY8OM4zFiOdRYY3oyi5rCpKQxGVkMowwizjlZKApn2jEIfkTmPRwtzYSd4sAJ9aPyiy29IwwdIsy9HbmRlh6tDG4CWOxG%2BhR8kyPws9txkJS0DIVuJLR1MLe05QttLK0drOycrO2dbR3dHJw9nFy9bB1dndy87ZzdOaZ8G0dXd5G/u7evj1%2BAo4ub6m1NRxePssoaXX0YAALLyshCIJD3BISbf6CsqAjT1YJq3sbr6xtjsNYkvL85pzgmdHty/JvfXLx%2Bef7msxdvLj/87ursu1fPb6L0r6/Orq9e3Gz6rz99/t2nz7775Nk3F4%2BfLs%2Bt9HaMVJS2ZaYVhQakeDlFONtYGFL1Ne7ISMkCAEgMBAYAkJgYBKqlLSUurqgMg8J5SKQ1FmsPgwlgcDsyJYpESiJTEknkeCIpgURKIpKSiOQEIjmOREogEWMI%2BAgsIRRDCMTgfLFYPzzWH43zw%2BDctXQ4UF02CmMHRdjY2UfUljTVFBVXFOdXlBTXlJY3lFc0VpQ1lJc21VR1NDV1NjW31NQ311Q311W31te21zcMdfdmZ2a8M4gcDKqrpqKkJCutr6FOwiJdbSx%2BPUD/Qo/pfb4nBAABIEDsZhG9mRUEiVHUuUE2KzPk17Ms61lWLSyrJpaw3tCijm5exTCvMOSXGfELqZw0E4scE34WkR5PoN%2BlsHMZpgUMbgnTtJjOKSQw7uHp2Xh6No56F0/MIhCziORsHOkujpKNpWbjGLlETjHJNJ/GEOW7ROY7RxmxwoimeRR%2BLpefGuNdFOGZEiPKivYp9BXlmrll8/zbjByLpRVvKEo3BIw/U0qUkpLGYgk0uiGRQjM04phweVY29g7Obs6uno6unk5uXk5uXnaOrjYOLjaOzlZ2Dtb2jvZOznyBUElJRVxCWllFXU5O4ZaC0o0vdGMusZsGgYiJicvIyMJ0tXFwqCEGY47HuzApic52DWnpp0uLv315/tvLZ9%2B9fPHd5cV3r56/ubp4c3Xx/eXFm5cvvr/84PuXL16/PP/t5dNvP3v47W8efnvx5GJ9da23Y7S8oCsnpSE5oizSJyfALdHL3tmYQYbqKUpJvjuZQRRllfQ1tcUhEAAsJid3BwozQqIEcAMHKi2OREomkZJIpEQSKYFMSiQT47GYEDQ2CIkJRqL84QbuKIwrFueCQzkTkG44jDsUYwc1MJaRvg2BKGjp0LS1DHFY46Kc0uqikvLC/PKiwuqi4triopqyopqy4tqyssbq6pba2rbahrba2taaytaaytaaqq6Gut7mhsKs1IHOhmfH6998/OzFwfrh0sSHp1vffPz4p8//MdLcz2lJYhAxOTlFVVVNACQpISkJBr311GWkpQEA8I/NLh15SOSXc6wamLwcDC0aQwmns1IZrCwO9x6ZHgdFeiKwrgrKdC09HokZTqDH0EyyadxchqCQwS8xFJYxBKUUfinZopxmW0uzr2c6tbDd2o2923h%2BXfygXmHEkFX0mE3slDBmUhg95J004ps%2B5nZv1iNvzrtwySt32Sd/ybtgyT1v2TN/3bV4za1sXVS6Zxk9oKxFB98o07496kKkJMQVZGVkJSVBACAhLiEtLQMAABgCkZaRua2hhcUSDA3ZfIHQysbe1t7Zxs5JaGVrY2/v5OJi7%2BTIMzeTlZMDAEBKWhoCEQMAQPxd6ZYbi0lKSioqKKqpqN6SvSUrIycvI43W1TXGYa1JeC8WPc7BsiXr7rO1zdcvP/zdq7PrVxdvXt14ny%2BuX51fX7548/LFm8uzNy/Pr1%2B%2B%2BN3LZ7/99PTbj06/evbwg82N9f7ukcr8juzEhqSwuhj/8hD3wgCXDE9rbxOqMRoOVdMQv3kHCHDrlhxU6464GAQAAHFxeV09KhrryGSmksnpZGICmRxLpsSQaNE0VjTLLJZpGkbnBFINvbAke12YmfodQxUlnIYyRl0Foa0KN8fQtRQVFaWlFCTlbigGwcGhdeVVVflFVSWlVSXFlcUFVSWFVaVFlSXF1WVl9ZWVbbV17bV1bTVVLdWVrTVVbbWV3XUVX5w9/I8//u5//3D144ePfvfs4H//7tN/%2B/rFj6%2Be/fDy2T9E%2BRAX/5PgIAQCkZFVEPmGGSBJIBAYDIBvnB8IGCwhJV/eOZc//MRU1MWxr6PxMwmmkRSzcAo3jsBJYAru0gVZJLM0mvU9mvVdI6dCbkALL6SPHzlqHvVAEDcmiB/jx41bxIxbJUzbpM5bpc5bZy5ZZy055Kw75m%2B6FO%2B4le24le86l27bF67b5q3Z5a7ZFa3alqy5VO541mz61%2B/51R34NR0ENRwG1x0FNpz41p6E1D8OaXhklzisgxBAAIm3JCIQICcrD9XVwSIMkDCohqqKlIQEGAT6y%2BOgmJiElJSsvLySkpKKuroGGo0mEgkcY5aWlubN8fGXir7vjAYAgJysnIL8LWkJSTVVdVVFRbSOtgkG6UQn%2B5kYxbrbV%2BUXbc4efHL%2B2cvffPrqk99889knv3v5xbeff/67Lz9//dW31199/frLT998dXn9xVfXX375%2BvOr766uPv/gk0c7R0sTM/1NzU0F%2BdXpaeVxMcWRIXlh/qk%2BrjFu9r7W1nwKNczJRsAgSUAAAADuKCujYEgJiBgAAGJicurqJCo9EE/wx2JckChbfbhAVYPBE/rtHHy4tfd8ZXV/bWN/Y%2BtxdHwZGm9R19jdVFWeHexXHxreGRHtxCaHcA1TuaYuBDxaTd3N1ra%2BrKoqv7S0qLisuLCquLCqtKSypLiipLiiuKiqpKSxorK1prajrr6trq65tqatrqajpnxpqPv607Pna7PzdZVXq4sfby58uLf06eHaq%2BPtXx8HhUAgUlJS7ygfwE3urZnAgUjmAMANPIGbsjqSMqrGjmm8gHaWew9PNGAdPiaMGhFEDZqFjZiFDZqG9fMiR3ix48YxY2ZJM/y0eV7avHnGmsXddX7mqknKnEn6DD97xSx9zipn2b5wwyZv2Sp30aZgybF4zSFv2bV4U1Rz4Ft7JKra8y7f9q3eD6w9DG7cCW09jm5%2BktD4KKHlNKT5KLTmIKJyJ7hs1btg2iNpWJQ25nJ3wjq0FY13AgM3wW0AAgYkxMWlJCVvycsqysneVlVVvKUgISauqqoqLysPtQxweQAAIABJREFUAoD3SH3nz/wyWRsMBt3USnwrIAoCgcEgCETs/dlIUlJSSkJSAgJRlJOHausa6OtTUAhTLMqRSgy3NI8LCPIKyvfyrwyPrQkIKw0Iq4hLbAsOaQyLaoyKa4xP7I6JbW5omriX0x4X1xif2JqY3JGQ3BYZV3mvpD%2BrcDg2pdMvoMxXVCTyzPNyvyvyzg4KzvfyyXDzvOvsnJqfWDbb0BFmayUNgQAAoK%2BliYZDwcBNgq6ErPxtSWlViJgcCCJ9U2IUrq3T11g/P9Lf3ViTm5ZYVVxpY%2BEF1aPk5xWUJoR3eroOeXjXurrHWZjlGRsPCITDVnYFPKtEd%2B%2B6ovKGytqy8rLKkpKawuKqkpKq0pLK0pKKkuLyosKqkpK68orW2obWhsbm%2BvrW2trOuprehqqN/9Paez/FtWZZoict3ntI0pEk6b333pIObzLx3iOQEMJ7DwIECAGSkLny3ksgvJEECJlbt/pOV/f0xHTNRPTE/A3vB5B0y7x%2BVdXvREaQJJyMzHPWt7%2B999pr7zvXzzY1PJo%2Bt/fw3te3L359t/Y/Dt/9%2B9d/tHHDX0qNwSAQCAQ1WdLiSPxv/wQcDax2cw/h604p0ua5tilR2gVV0R1x0W1J2W15xSNFxUN51SNF3RNF/VN5/RNd8xt962vtmafxbSvm1lemxmeGhifG0w/jm14am17YOpZS%2BtZSulcy%2BtaTOpeSO96ktD5LOPM0semF49Rja%2B1tc8UVU%2BWirnxBVTSpLpxSOydkaX2ypHZeQgfX1EznF%2BNYmSiCDRdjQOMNCLIFSbBHRgggYI8jWTEIAH0bWwWAABAMCoVBYQAAeHp4ICKiQAAAh8IgIDDou6L9uPYY/F2FDPpT1IJAIAgE6uHhBXxjd8AgkIebR0RIKCo8Eh0eERMdTcNhVVRisoBb7bDVldWbnJ3pxf1nBiZSi9odeWe1KX1USTNV2kmTtNLEnQTeqbLGa1xVNZFbEcepwLNqY1klPF1pYcOUyTnEVXdRWY109hkGp4nGPS0x9qWVX5El9HE1PTzTqNTQ2nlyuNRhDPZ0A4GhYBBAJuAwiMg/6bzz/ZMDgDcMyiXFqvg0OYei5HEoODwAABAIlBATG%2BXnl8RgNup0J6TiVoXigly3KFFf11vqeAIZgdBSf3p2bPLs2dHR4eGRnr6Brq7%2Brs7%2Bnq6%2Brq7ero7%2Brs7B3q7xwcFzIyPTY2Mzo6MXzo5dGBu%2BNj35aXPlX7/u/69//vK///D1f//h6x//8PWPf/hHfdAfHRm%2BTakCgcEgMMTLJ4jH1yHRccAR2wRAQADg5hkus3drs2/KkhekKbPqvBuK/BvqomvKouuK4luyopvqyju6mnvaqjv6qruGqtuG8uu60uvynDlx%2BozEeUHiPC/KmJO4LkqcFyWZC4KU85K0C3zHOa59UpA0I0yeFjqmJPZJZeJZorAEx02niHOZmmKesVZibJQltmlSOsxZw9r0fgonjyDIJ3LzcOTkGFICnpgeR85jsp3%2BAchjcB2Z/O%2BL74eCGAjw8z8GIuhobMePNiPHIIVAgG/C4h%2BdQkAA6GgkKxgMBoN9fX19fXyDAgPjYnDoyAhMVBgiLIwWg1NTqZliXk2yo6GuKzG/LzGn%2BkRHU2JubU37XUv%2BrNgxLk%2BcUabOKJLnFUkTp0ef2gpGrPnn47MmjOnjjvyp9LKR/JNnTeltHFUjmd9I4bVQOC1UXpPA2JNWf12ZPkgV1lPlrdqsqZL6cbWAKyPFYoKCwwICPeEwOoWEDA8HAAAEQEAAGHy03kBgAAQBwMcqLAgI8HJ3h4CPV58bHA4CwGQCvqokv64op6eitDc9oz85%2BZRRb6ASUaHBqdaEif6hsZHhsfHxibHx0f6B/q6uvs7Ovs7O/q7Ovq723s7Wwe6O0d6eycGh86OjMyMj00ODj65d/o9/%2BeXff/36P//56//65y9//G9f/u33n/7t95//a2km0A%2B9LRTq5ubuAQAADOxh0iWgkGgAAEAQKAgAPL0iJOZGSdK41Ngv0neztO1MdRNT3cDQn2QbzrD1jSxNHV1eQZOW0ETFVG4%2BieGKY%2BUr7YOqlCl1%2BozWdV7nnFalTSpTxpVJYzL7gMIxKLf2Si3dYku7yHxGqKtnSSsE8lqhvIbCyqFxSnjiEzzpKYa4QZc8YS9c1Gdf0Oect%2BQv6DOmDKkTUkO3WN0mVrZLVB0ydbVfAO4YTN8qi/6yLwP0m0/5J/sG6EjEAgKBj8ZTAyAQAIPCIBAIAAId6VsAAICAwVAI1N3dHQaHeXt6BQX4hQUFRoUGoSIjSNg4OhYnJxBTxbzCzKyyMxdy62YGzs2Nz10oqm0vbJgTGDs5ml6%2Bqp%2Bj6xdIO5Syhrzqc1xdA0ffpzC0axU1MmU9W37SWXPRlNkpMpySmbrFmi6Zpluu6WTKT6VULwqTOvRpnRbXkCJ1IPfUrFFny9IqkgQcLj4uLDDI29OTS6ZG%2Bvt/W08A%2BNu4geNeusffE4DDYf7%2BPp5ucDgEgkUg4pDIIH%2B/oKAAbAyGRCRgohChvr5xyGgOkZLpSBrt7x/o6x0ZHZscn5o%2Be25iZGyot7%2Bvs6O3va23o623o7Wvs62/q3Ooq3u8f2BqaPj8yMjFybP/tL/zP375%2BdfPn3453Pv8YffTzvaX9%2B//f8iDfpOIgwEA5AuHmlj4F%2BMDd8ZHgry9AQAAAeDgQEx4tJjETpMqSxTmOl1apyGl15DUZ80YNST1qm1tMmMDU1RM5eSQ6S48KS2WmEJhZrNEZUR2No6eHMuwY8n66BhRBIoTHE73C4zzD4rz9Y/x8kZ5eUZ6ekS4uQcDIDcA7BNHtsoUDQLJSZ6gisMrp7PzKSxXHCMVTTIj8MowtMg/hOEXTI1A8MIjOUHBlIBAgp8fGgLxBgHQbzmy/1fq4S/lgaDfVnwc6%2BbBnu5eHu7ux7f7KLUEhkDAx4YZAgIH%2B/tHhYYgwkJjopD0WDyPgJXGxcQLRP0DC8Ud91JPLbZM3u2auFnavGAtOSc0dGiSR4XWPq6lw5nU3FPeU3tiQKyr1ZvOZJoKzzhySo35amlR0ZmL9oIeLMlO57gYvGwSI5UhyMTQkkpa77hOXTdl9yWUnLWUTDlr51TK9Ay1Lk%2BrNLCYeERUeEAAIRKhZLEx4eFQMBgChkBAIHcYhBSHgxylaEDgo2pAXx9vGoHIIpIpGDyPQNXyhDRcLCI8LDgoAAQC4FBoRIA/NQaDCgkRstmNp%2Bq7Otu7u7qH%2BofHh0enJyYmz54d6uvv7ujoam/v6Wjv7Wjt7Wjva2sf6uwa7emZHOyfHh66f/3a6qs3a8srWxvrm%2Btru5vb%2B7sf/hGAHkVI3%2B4OGAxAj6obkaH%2BbU7b/ZPOJ/UZrztPtmQkxIaH%2BvsiyYyMOHqRUHZKpmuTWroVCUO6pHGVeUxmHBNq%2BsTaPqmujytt4YibBeJWjrCZK21k8/Pd3FHfPcK/PP4ajkBwuH9wKN4vCOfphfDwiHB3CwaBvP38wuBu3u5ufiFBkRAw3Nfb/8/OBgPgY4D%2B1nL%2BqRX9q/pVOAx2fB2OyW4wGAyFQKAwGAwOhx%2BPOQVAYBAIBoNBoVAPd4%2BIsDAsColHoRHBwUQkihOHF5JwGirJyBPNzd3PLB8XWxsUiY3Ggllt0SWFa7bw1O3LL76OLL6euP760uU7bx9vtrT91ND26HTbTwtT968MLYy1znW0X5%2B%2BtV7ReYkuK%2BeqT3C1dQxlDVtZS5NVJRafcxRdEJiHxfYxjWtOYG6nMyzpem2eRmBj0zhYNCsmhh%2BLF8fiDTwuCx%2BLiYxEBPlrxbyrc1Nqufg4FgQDAADAINCwwGCtRJmX4spNcfIZLC9397Dg4BgMKio0BBeF4JGJaiEPGR4WGhJcU1N17dqV%2Bdn5/u6Bvu6ewf6Bs8Mj586OjwwM9nR0dra2drY09bS397a39ba1D3Z1ne3rnRwamDt37sHt%2By%2Bev15b31xZWVtb29rZfPePANTd3d3X1/fo6kMA8JGMgxAdOlqaerkkacQub9HzqxW8WpO4yqLIUNvjNRVCQRWdVsmTnOEpGgmUbDw%2BIQZvQceakDG6aLQ6EqlAY7XYGD0arUEh1cgoSWgwAQSC/2iDBPrxDPix7YCOSIEfSPtLzILghDhaNAIXGoQgExhBAWEB/iFg8F8pcwF/d6aB33QQ%2BQ1G3dzcjiL075AFgf8c02AoFAaHgb8F%2B2AoBAKDAgDg6%2BsbEhzs6%2B2DQUZjoxExkVGYKAQZh%2BPgcDIiQRmLz7Slzd1Y5ujy8XhCZUGWPafbWHROntpV3Xnr%2BdYvf/j13/7v//m/r1Y2Jy%2B%2BUtu7413ndK6huu77qUUTysTuhPzRm0u/nOi7zpKdFBv6JOZetWNMrB3mKXqV9h6xpYWp6BJZZsT2aYq4jkQyZBoNpUZpvlKQwGdqaSQzm6GnEjXkOIdMkmGxVGRlvn1w63fvNysKcyGgY6U1AABHU0083TyZVCabxYX9ZnSbOwzmCYV6w6CRQYGebm4AAHh5eer1uuGBoTs3715cuNTf29/d0T3YNzg%2BfHaob7CjuaWl8XRHS0tXa1tXa1tve8dAV9fZgb6JocFrl669efl2a%2Bvd1vbu1tbu26W1fwSgUOjxOAsQAEDBIAAAvOHw9rzM6cLEMwbeCa38hEJQKxM26yV9CcoBZ%2BJJu6NcbzayJcEBCC%2BfCBjEF3QsBgcDABg44ouP4XVUwvg3ae1BANgd7uXl4eXj5e3n7RsWHObn6w/8Z3UHx%2BfBoDAvT8%2BAgMCoCLSHm7ePlxciIhQbHRUVHBzs6%2BcGgUKOopzfgA8EAgUGBrq5uR1H7mAwFAr9Rj%2BBYTCoGxwGh0IgYFCAn29URJi/r4%2B7GxwGg3p4eMDgME9PTx8vb18fn/CQ4MjgEDI2hozDkmKQnBiMnETSEKhNNa2TC89s1rTJk46Hky1tfTcaem%2Bd7rqdfeJawenbZzof9I89axt6dLL7yZmxtaaRtYaRtY4L75smN%2BtH1k6NrLbPrKZXjmBx8WRKMoluY4syaZycWFqu0tEiMNZxVK1i63mxZYYpaaTRk9I01nKDvMokLTXK8zSiIr0sXydJFLDsYsGdudlPGyu/vN/sbT7tBoXCIFAw6HjazlEAdXw1wMfc2JHnfXwzwCAQAPH1DQoJjQgJDeNyuSQCyWFLGBkZu3P73oXZ%2Bd7uvu727uG%2BoZGBgY7W5pbGxram5ram5o7mlu62toHurtG%2B3isXF9%2B8XNnY2Nna3F59u/bm1dI/WM303ZDA3by8PP1RIWEn05NPGKSVSm6VWtBmEI0maC67LNfzbOOZ5tZ43UC8YbHUKYgJ/3b60fscf%2BOjiAL8DbZHP3x9g8JCUeGh6KhwbEQYJhqBQyJiMSgCKjoWj6OQCEw6lcvnihVSvdWQbNbZUpIyuGyer49/gF9ISFAEMhqNiIxGIzHYaCyDwhBxxVK%2BVKfQmtR6i9aUlZRRkVfUVFUvYbDpOByXSOAS4sRUqpzJImJi3KGwo4v%2BW4AejSQ9Wpnu7u7fd3xPD/eo8NCo0CBsZDg%2BGoFDRBJQ0UQ0GoeIRkVERIaG%2BPl4BwUG%2BXr7%2Bnh7Bfr5RAYFU7AxVByOgcUKY/EiEtHM4Y32Trb3LnTXlv/r446SlESWstKY0KoxtylsvbHck7HsZqaikyZpieM1ckx9THk7WdLKNg5QJa10YQtd0MJWt6lTT0KgvkdOkY93YEBAOBgaKFA6pcYTAl27InVWkXRBqBvgicqsCnOpQVxjktSaZfVW2QmLpFgv7CnLXbp15cvO6t7G8v7OhkohBY4Tb9%2B7pn1/fP/1x3HUdzccGas1JkRFxwIAKDg4mE6jx8WR4%2BIodlvSYP/InVv35mcXBrr7ujs6ero72lpamk43tjSeaT7d2Nx4uq2pcaCne3Zm7unjV%2BvrO6sr68tvVv9BC3qc/gOBAADwD0TKTXk4Et8s4FTopSe0/NZ48UiyaiRVM5amnHQoxyyyDrOkXsG9mmZts2ojfTz/8/cGAAAEQKBQD6FI60jMsdtdVnOySqYTCVRMpohBFzHoIiZdJOQphTwFhy0XCjQ6tUOrtOqUVoPKbtYkGDUOjdJs1NrspiS7MTElPjUrMScrMcflyMqwpidq7Ykaa5LWlmtPO11QbBWJFTS6jEoVEQhiIpGHj4tDYY4olt92XzrKHnl6en6vlINAIDA4zN/Hl4BCMXE4BgYjIBBEZBKfQBQQCCICUUAg8MkUTGRkkJ%2B/n49vYEBAgL8fFhkdG42Mi47GRyOoaLSEGKdlkHUczuTM3Zy6BUtiU1lRrzWtS5M6lFk4k5w9ZUzr4%2BubxaZ%2Bs3OSZ2wTWXvj82YFhhaRpV2ROkiVnmRLmuii0yJjmyahDACD4F5ubLGUSGVAYRAAAMhstVhXwBC75JbTClszS1pIJuniRZIyk6DGyGtwKOossjqHcrHvzJeV5z/vrH7YWN5eW9rf27lz95aPr/e32308DBL8LSr8sb2AABAIBAFBAQCIjI4prW9x5lSqVbaIiJijbL%2B7mzsSheXwJSQqOyMza3ry3MM79y7Nzfd0dzU3NTWebmxsON14%2BnRLS3N7a0tPZ/f42Ln7954uvVl7u7y%2BvrKxsbZxDNC/TLz/f6L0aLEGB6PE5iq%2B0pmhNdSaFc1WZatW2mOQd2okw4nyVjnvaoLmarquiEs9a9ZOWtQdCRqnXhETiYxBElAofAwmLgaNj0ET0Mg4NIoQHY1DoeMIBDaTKVEprQZ9okmfqJabtHKjXhFv1Ni1aptWbdepbHqFRa%2BI18njVWKDRmbWSA1aiV4vNRglBgVPoeQrVQKVWqi2qMyppsQMc3KqMTFJZ0/R25K05mStOUljyDBZsswWJY0uJhKFeLyYQJCSydzYWGRYOPg4YAKDgB83BAQAx1s8AAIBAAQCDgz0x0ZHCUgkFY2upTP0TLaMROZgsRJCnI5B1zAYfCIRj0S5w%2BAgAPDy9Azy9yPGxMSh0CQ0Co%2BIomDRXBxOS6Oo%2BeLx%2BWdG11mecYhvneZbJw05i7qcBWnSQN/Fre6F5eGr62dvbIxe2%2Bpb2By4tNM0sdp0bqvl/EpFx82anjcF7c%2B6L20muqoBAIBAoXSewOpICQkKAwCASJcLVOkcnjY1schoTKFRaHIqsUgnrzZJ6i3CKpO4MdPxeH7q08abvc2lnfU3m2tLm2tLW%2BtLTx7cTnBYIiOP591/6%2Bfzo6ff92jgKDuMRsckZ2SX1DRYbZksloJEE5GoPC6DI6ZTOWSiLSElv/yEzmhCIaIMKk1PZ/f169cXLl4cHBxsa2traGjIz89PTEzU6/QioWRoaHxjfXd78937nd29nZ1jgP6d1cfHBwQMDgqIkBmKObIsnVBZrlNWSwStWkmvRdOiEF1K1Q1ZVDczTasVSXVCxoBJNWYUfx3vWRrpr0zNzErJy0wtTHG47PGpJn2STu1QKaxCgVYs0gkFWjZDymZIWVSBiCOX8VVKkUYr1lq1Nrsxwayz2Q0Ou94WrzbGKw1Wtcmujbdr4xO08Ra51iiSqZkCA19qkarjxUqbRGkTKawiuYkvMQslWi5fwWIrGEw5jSoiEHgxMTISRUWlyYhEKZGgotNkNBouGgmDwr5xEN/z7SAAAH5QuwAowNc3zNcnJiKMikHxCHgFjapjMPQMlpJGkxEJahpVRaMJyeSYqKgAX//goGBPTw9UVCQmGhGHwcQho8kYFBmDYcfG8fH4RGtK3/RTeeKQzD4pSpwRJ53XZV6WJ006yucWX/3%2B2uOt9YOf1/a/Pl39mlnUj6WlsuT1ckuvJqWJoyoUG9uljr6fXv%2Ba6Cz7yxtEF8RrbBV0utKqteqlEj4xJlnIrjYrqkyiCqNkuKpw6%2BGNz9tvd9Zebay83Fx/tbn2anX56ZNHN2bODTWfOZGVlSIUcoKCA35jlUDfPLLvVAYoMDBQLJH6%2BQX6egewmDy9yZbsys3NLSxOzyy1WVMlYiVXqFPreVwOIio8MjKcRCZLJJLa2tqqqiqZTBYVFeXh4fHdPJrj7ctL6%2Btr25vrW%2B82tgGlUvn3Cox%2BABQCAUO9WdJ0feppMpmdpxC3aJX9ZuE5p6lWxruX75h3xk/Y5BtV6ZVcYqmEOZWZei6/qCG7xOXIdjlynAnZDmOa1ZDqiM9IsmUlOXKSE3KT7NlWQ7JZa7doLA69LdnkSDQ5LJp4g1yvESm0IpleIjdJZAahSMfnmwUCs0Bo4PDMPIGBxTEwmEYW00ClxzNYFgbLRGOYqHQdkWyk0ox0uo5GVVDIUjJRSafJKSQpkSAmEjUMpoZO1zLoGjpNTiIK8HhcdLSPl/cP2ggAIN%2BCdz8/v4CAADAIBINC4zAYIYEoIhI4sVheLFYSh5cTCRoKRcdkaGk0DZWqoFCEZDIFFxsREhoWEhoWEhLg7xsVHoqMiIiNjiKhkRQsloUnxIRHZmWXtZx9KrYNKWxTUvuMzHFeYpmSJU2nNtzpvLg9cWX70t0Pl%2B/tzt7YaRt9XNG6WNf3oGnkTc/M6xPd14obb9X0Pj1//zAprw2Fk6DQ/CgsMxhBDowgR%2BAEioQ6Y2YHT5Kc7ChIsjr1Em2GWlmo551KN9wcHfi6vvRpe3Vr9fXayovVty/W3j5fXX765uX9xw%2BuXVucnpkaams7WVKale5M5IvYfv7e36wS9Hv30yOGzMPD4yhxcYShoJAQpV5fW13TXlPTnJOdKZPIqLTwgEAwCOTj4%2Bnt6x0SGvJnQPoecwMAwOUJHz95ufRmbfnN6uryf6HD8venvv5YnjQFh8ZX6JTdGsW4TbyQa7ERsLNphktpmiYR9bnTUSOiIX28JEisksIwGi1anSVebUsypZS4SttPdQ50DI30jU%2BOzA73TFQXnUy3pSUabKlGS5JWa1Uo%2BBSaD9zdz9snOiSUFYtT0KgKIsHEoNs47BQhP0MqsbOYyVxuMoeTxGamC3gpbFYqh5XKYSezmKlcdgqbmcRiJrFZVjrdSKVoyGQ9naGn01UUiphEUtHpajpNQ6fqGHQtky4hk1BhYUeOMBQKOxpRAneDH9V/eHt5B/oHQEBgGBQWERIsIJN0bLaJxbKyWFY2S0ujSPF4FZGoo5B1dKqSSmLjcOjwcDgE6u7m5uPtFRjoHxEajEUgiBgUERlNw6BJSCQOgWxsHa3rf0xRtlMk7SxlD0/RzZS3O4quShNGWcpOvqafo%2BziKNu4inaFeVCXOKJNGFVYRxSOYWXiiCZ1LPvkNam9T%2B2YUNvH5Lbe7BNXDc4Je/5Fc%2B6Uxjmuzugubz6XWTiitvVYkntOVLT219duPrr1dWfjw8bKxtqbtbU3a6tvNt%2B%2B3Fh%2Bsbr0bPnlo1dP7z66d%2B3G9YVLC1OjY92nTlcUFjvtCSYKjeDh6fYdAH/mFv4mBQgAAICKik6ON2dazXIOA4OIOpJw/aeIOh5FjkRhHz56vr39YW1le3V58x8G6J%2B94OYDg%2BWJuU1qcbuOP5tmdtKoJ0XMhQRVs4S1WprXohdHh4VRCAR/b08QGASDQiIDgxM15oXR6c/bH37ZP/z9xy//dPjzp53DC6Pn64sryzJcxUkJLpM2WaPgkQi%2B7u7%2Bvj4EVLSKRbPy2QkcZgqfmy7kO8U8l0SQxmG7%2BLxMDieTzcoScF1CbgaHmc5mOLksF4%2BbIxSkc1hJDEYSg5nIZNnodBuTbWWxVRQKHYNmx8SoaDQNnaah01Q0KhODDvTyAgMgMAQMhcLgcLej/R0MBgMgEBQC8fPxhYDBYBAYBAKQYSH8OIKJznQwWYkstoXJMNCoJgrFymSYWQw9m8nE4fw9PT09PNzd3eEwmJ%2BvNzoaEYdB0/A4agyGGB1FwWKJuLiuoUsZdYscyyjHMGovuiuxjtO0LfbiGTKvnC8%2Bw5Z202U9DGknXdjJEvUyRZ0MfieD30fl9dGEg1x1p905SGXXsvndTHEXVd7mqrnN0fczNQOK5LPK5P6UyoHKnmFp0ilR8nlJ8lTf2Xvv1zc/ba5tr7zaWHm1tvJyfe31xuqrrbcvN5dfri0/X33z7M3zhy%2Be3H10/8adm1cXL58/f364r6%2B5uqYwKztFb1TFEWMh0O%2BzCX6jffpNhQL0u6v6/a/g46ziDwr4rwAUAAAAAnUbn5jZ2d1febv5dnnjv0J1gry8fVCxxIAwhIebGyUqtELJG7DLJlN0VzLMl5wJjVLBeLqlXMbptpn0RDwcAjkqXgYAIMLfV8Wkl6Sm3jq/8HV795e9D1/e7X599%2B7z1vufzl9uLq%2BtTMssS7DnmbVJSgmPRECFhmPCwjj4GD2TkizkpAo5iTxWApeZJmQ7RfwMLieDw0lnsTI4nGwxP0vMzxLxMjmsbD7PxeVk8fguHjeFzXByuS4ON4PFTmVxHGyWmkqmYtEUJFKAx2uZTDWdLiIQmFhsVHAIFAKBu8HBYMh3OwGHw93d3UEAEBIU4u/rBwJAR6wRJjJcSMAbGDQrkxFPo9gYtEQmK4nDtbKYOiadhsGEBAZ4%2B/h4eHi4ucH9/XwiQ0OQ4eF4JAIbERaHQuLRGAqJ0X32piZ/Rp57TZJ6WZByyVT92FZ3z1w4I45vU9r61CnTqoyLOteC3nlJm3FJ51rQZV3Sua7qXIuG7GuW/IvJBeNkTqlYPyCNn%2BDphrJrbxqzZ2TJE5bCC5LE1uSyvpMDU8asRmnaJN8x0tAx/%2BTBvf3N5b2t5b3N5Z3115urLzZXX6ytPF9dfra2/GTlzeOlF/eXXtx/%2BeTeo/s3792%2BevPa3OWF8XPn%2Bto7T5VV5mXmpEiVorCIUAgUcsyhgY9Y%2Bx/Ag4GhMAgcAI5CfygIDAZ981qBv5aoPjKfR69DYO7nzs%2B9WV5/8Oj50yev/16Afm9qCQIAgEhmtw%2Beb2g/W11a1uVMWHBaFtJUi5naW1mGt2Upk1ZtAi2WGB7Ii4lBhIR%2B%2B2RgEACioNE2ibQkPf3m9PyXje2z7JtLAAAbl0lEQVQv29sfN9a/7Owcbu7emrvaVnmqJsNVZrflG3VpGpWUTiNjMQxcjJJOTRTzM6SCTJkgQybIlAldMoFLKsiSCLIl/CPb6RJyM4Qcp4jn5HPyJWInh5XBYmQJeJl8rovHcTJZOTxejliUxGEryUQSBh2HiKag0SIyRUqjyahUKY1GiYlxh8EBAACBf0wwgkKh3t7eYBAoPDQ0KjzCy8MTAEAwGBQZGU7CoGRUsonJsDIYiUxmEpNlZzJ1FIqMQo4Jjwjy8/f08EJEIUJCgj083Py8vXw9PXFIZFRISGRIcLC/n1Cs7Tr3mGPrUuZd02VflKdP2hqfJDW/FCWMcTXdAsMoUz3K1YwKDWN8/VmudpSjHeCbhrjGQV58P9d8VpE4nZw/GUtPkxkalKZOnvJMZs1lTcawMe%2BCInvcVDSRVnm%2B%2BORlmfmMImlMbBt0FvfZ4h3dDVXzA20PL06uPrz2bvnhwearD9tLO5uvt1aery89XXn9aOn1gzevHj57cu/xwzsP7924c%2BvKtWtzc/MTI2PdDU21BSVZ6ZlJKpU8LCz8KJnzo8LmW/IYAoYeFdGAADD4Wznjb9N2f/Lz2xNPL5/mlvbnL149f/785YsXK0t/V8Hyj3wtAAAABOqW6iybmLszOHlzavTspfL0Bznxt3PiH5Y61uuyX2SZ5xPUxQohPiSMS6JioiK%2Bvw0UDCbHYE0iUXlq%2BuLY1MHy%2BufNrS87O593dw823z356WFLVWN5urPEYS%2Bx2bMMZgWNxsbjSEiEkkFNU0qzVJICnSJHLclRiQrUkqNHvlKQJ%2BcVyPn5cn6mgOsScvOlwkK5KFfMzRZzcqWCXJnExeM4OYx8qSBHKkrisOVxcbGRUaiwsFgkkoBGE5DRTBxOTCYzY2ODfHyA4/wfGAqGwKBQEACGwuAAAPh5e8WiUV4eHt6enhHBwTgkkoRGs2JiZESikc6wMpkWBtNAp0tIZGYsHhuF8HL3gIAhwYHBRyP5fH284TC4j7dPUEBgZHCQn6en1pLTNPaKKquxli7cWfnjy/f/UTX2OvH0HV58L0vczJH2USWDNHE/Q9pPErXR5M2W7PH8U/NJBcM0SQNV2CExDJpS2hKzTlA5utBQqlidW9b5kzVv0phxzlAwp886RxLUsCQtbGE7U97JULbl1cynu6rL0hJrHZoKi6wuRTtYkzvb07gw2nNrYWrp/o3NV4/fb7x6t/l8a%2B3p6uvHr589ev7s4dPH9%2B/f/enG9UuLly5cmJvuG2ivrSvKzc9ITk3g8jj%2B/t8U1d92dnxcrIeHx3fH8shB%2BpbT/22zaTAECoNAYWAI1NPb0y/An85k37hxa2N99dG9n%2B7fWpybGfn7APrdQEPhno60/NGpq/3Dl3tGL8%2BNjtw8kf20LPF1edpmneuwuXipIHHMJJrJz6jQ6wiRkR6/oW5hEHAcKlrL41ekZ14dn95fXj3c2Pi0tf15Z/dw693Sg5d9p3sqnfmlScllickug1lJZ7BwMYwYrJbNSFVI83SqQoOqQC/P18nyNZJCrbTUIC9Qi44wmifn5cqEWSJurpSfK%2BPnSDm5cl6%2BUlSglOSKucUKUaFckC3lu2RiE40qxMcyMGgKBh0TGRUdEhLq64sKDY2JjAjw9nKDw/18feFQKAQMgcHgXh7e3t7eYAjYDQaNw2JCAgNCAgMigoKwCAQBiyYgo6loFAeHExIIUiqFiYuJRUQhwkI9PdzhcDgYAobD4Ue22A0Og0HBUAg0wM8/IjzI39cvIbs1rfIa19BtK75c2nznRNeT4o4XrpYX6tyLyswL8ozLCtd1edZVZc5VRc5FU/mVytGluqkXJ6df6wvnlVnztsobibXz5X0/KTNO4jh2bXp7VvMNob07ufiKKvOcJn2CIW7kSPq4wn6auIcu60rKm07PaqzOcrW5HK1Oa1uWrSMvubs0p7kopy47o7OqqP9kZWddyUhH7eJU98s7F7dfPXq/%2Bmpr6enys/vPHt66d%2Bf69euXFy7Ojk8MdnU31tQXZ%2Belmm1mGovl6XW0qiEIBNJoNIUEBwMAAAb9xraCQAAAHBEccA83d093b19vFAaFxqJRGCSJSmLzucmpaVNTU%2B92Nz9/3D38sLXy5unfAVDQt8oMd%2B%2BgtKzqibm7gxPXhsauDU5cutLfu9RevdFc/L6x5HNb2XZD1k8Jiim78lqpsyczMSYq9PvnAwAADoHQcDFaLq88Nf3q2amPK2ufNtYPNzcON7cO1jc3XizPDs%2BeKqqpysiuTHXmmK0qOoOHj%2BPG4s1CQbpKnqtVFRrUxSZVsUlVZJSXmhSlBnmRVlKkkRSqRYVqUbFGUqyVFKnFBSphoUZcqBEVaSWlOlltvLrapKzQy4rUklyFxM6ipUuFRhadiUWjwsIiQ0K83N3DgoPQiAg0IirY3x8ZGRkVGgqDQqBQqI%2B3T2BgoI%2BPj4cbnBgTg4wI94TBAr29keHheAw6Fo0kYDGoiPDI4ODw4CB/Hy84FOLu7gaDQz09PcAQMAwOh8NhXp7ugf5%2Bgb4%2BAX6%2BXh4eIcH%2Bvv5BtvwuXc4cN36KYz7PMY5z4sf5CXOCjKvqsvuq8juyolvywlvK4lvq0vvasoeakgeK/Nuaolvaktua8vu6isfJTatJZ5asJx7Z6%2B6lNT1LaHiuLL2hyruizV5U5F5SZM%2BrXQuqzCvajGtq56I2fZ4sqhIpXKVp6Q3Jht685P6C1J78tIn6ysvdHddHR%2B/Mnn90%2BdLiubG%2B1vqaosyCDHtRuuN0SW7fmROL06OPb19%2B9vDGgztX7t1avL44Nzs9dnasr6OzsawqP81pszgMFCrZw8sLT6SkpDnDIyKPcQMGw93cfP39AoICgkKCwsJDsbFoPAVPpBHYfKZEJlSopGqNQmfWpWalt7S337t3d2d7bf/dxqe9nS%2BHf1u5HQRyRCTAwDCPkChUel7tyNTdvrGfekevDE9cP3du/ulg35fR9t%2BNt/3LROcfpzp%2B11V6w66YsSvvlbnaHboQb9hRBHd0hAT4c4gEA19QkpR8oW94783bL5tbhxsb%2B2trB%2Bsb796u3b54q6u%2B7VRexans4tLENBNfJCbThASSQyrNNujy9OpCg7rIqCwyyIuN8jKzstQgL9XLSvXSMr2sTC8r0ogKVMJiraRELys3KSvMqsp4dbVFfcKmqzQrK82qQpUkXcBK4zEqDYoUAUsUh2Pg8bEYbEhwYGR4KCI8DBEeFhUajEMgSBhskL%2Bfh4cbHAp1g8N9fH3doFBsFCIOhQoLCIhFoZCREZGhIRGhIZ4e7lAIGAIBweFwf1%2B/0KDg8JBQH0/PID%2B/iLAQPz8fL3e3iJBAbHQkOioSjYiKCA5FhUaEh6KTSsdUmbOixAV52k%2BKjGuKjCvqjOvqzBuyjGvcxHmBfV5kXxAmzvMccwLHAt8%2BJ7Bf4Ntm%2BLZprn2GZ58RJc4LExa41gs8y4w4cU7iXJTnXFM5F1XplyWpF8XJl8SpF8UZl2Rpl%2BXOy8qU2TheBVvsKs3MPpMR31OQOlji7C92jdaUzracuTw4eGtm/sXNe3tr679%2B2v%2BnTx/ery09%2BmlxpLWxIivDoVEIKXGZNv1gS91YZ8O5wbaZke75c8Pz0yMToz1NZ6pKSrIyXElShQiDixFKZX5BQQFBAaERISgcmsKkUhgUMp0okPKEMoFMLVYblVqzymTVxtu0tgRTujO5sCz/THvT3MX5Vy%2Bf72ys7O%2BuH37Y/rz/N4zjPrJ8cDf3CEQcR2zILjvd2HO%2Bre9iz9Di6ORPY2fnLw2OvJ8c/pfZ4X9bGPn3%2BaH/PtzwTw2591M0N3PsVzMcF4tzcSEB3xNnYBAoxN%2BXisVo2NySpJTprv7V%2B08%2Br2992tg83Ng83NzeX9t8/eDFRPdYc%2BnJM4VV1enZDplayxZoWNxkpTrXZCi3xZdbDWXxmiKDotQgLzMpyo2KSrOyRCepNMgrjfJyo7xULy3Vy46gWRWvrrZo6hKM1VZduVlTolcVqGXpfFaBnN%2BWZCpSixWEWE5cHBVPiI6MCAn0j4mORiMio8KCcdFRdHwsOjLCEw7z9vAMCgz09fFxh8EjAgIZcXGIkKBAP18PGCzAxzvY39fHwyM4wD86KhIRGh4TjcIj0dhIRFRgCA6BjEWi0RER2MhIHoVMwWKIaBQ6IgKLRCJCw5AYujHvrDB5Vpp%2BXZJ5Xei8Jsy8Lki7IkpbFKYsCpMviRMXJAkLosR5UcK80DEnsM3ybOf5jvMCx3mhfVZguyCwXeBbZgXWOb51jmee5cXPCqznRdbzYut5kXVWaDnPN0%2BJzNNi84zQNq2wzdBFjXxFZX56fqPT0uS0duSmDJXlDlWUTDU2XOzpvTdzYenWnd2XLw833v78bv3X/d0/HOz96%2BHHX/f3158/nxkcKHem1uWmLwz29NTVtddUttaUtFQXdTZUjnU3j/Q0tzRVV5TlZGUlJyVbFWqxSi1VaiRKnUxnUuvMKq1JYbCo4x26eLvemmCwJ%2BrTnfbs3JTCoqzqmrKm1tMT0xO3b998%2B%2BbV%2B63V/Xdrhx82P33Y%2BVsB6ucXIFJbUnLrSk8NVZwebuwcHxydHx2dnxoYW5kc%2B7dr0//z%2BuR/3Jz%2BP5cG/6Wz4tdTOQ%2Bcmtu5tmt56dV6VbCnOwAAwLdiLT8Pd2ZsrFkkLk9NH2/tWr7z6PP69tet3a9bu583tvdXN7Zer91duDVypr%2B94mR9bmFWvCNBYbCJ5A6RNEevL7OZS8zaEpOq2KgsMynKjPJyo7zcIC/TSSsN8kqjoipeWWlWVpiUVRZNtUVTa9WdsOpPJdurrKZyi6nUpM9RSJ1ifp1FO5yTWGlQ6ChEDg5Pj42LQ6EwEeFEFCYWhQz080KGBVNxWFpMDDo8IjI0NCwsLCgwyMvNHREczCGTIgID3N3d/Ly8cEgkAY2hxOBosbEkLAYXGUlGY8goNBWDU3AEdByBjI2l43BUNErF4TBxMQQEAhkSHB0ejkdGoTFEkaVWmTygSZ1UZUwqXLPyjDm584Iya1bluqBxzqpd57U5F/TZc8aceX3WrNZ1XuWcVWfPKbMuyF1zcuclmfOi3DUvz5qXuy7JMhdlGZdk6QvSjAV5xkVV%2BoIq5YI8aVqRcF6RMCtNmlHYZjiyNpmxMTej6HS6%2BVSSvs3pGCkvmDxZO9nQsNDdfX929u2duzvPXxysLn/aWP1ld%2Bf3u7s/b29%2B2tjYW13fer208vBxY3FxV3Xt0s37D%2Bav3Jicne7qaqssrc/PKE61F2cknqrIaz1VWl%2BdXV6ckptlSUs1JCTpklNNKWnmlHRzSpo5Ld3idCU4XY7s7ITCovSq6oKTp6paWk%2BPjg1dvnzxyaOHGytL%2BztrB%2B9W99%2BvHn742yzoEUYDwqJVptTMosb86vbKUx3t7YMjXQM3e1p%2Bmej/w7me/fGOx81lN4psr3ONf2jOe1Vsn001Nlv05NBgD7ejlBgAh8EjQ0KJaCQnDm/gC0qT08bOdL6%2B%2BeDT%2Bvanze1PmzufN3YON7f31za2nq3cmb0x0TbcWXOmNrcs35GZpjYly9U5OmNxvKnYpCuN15WZtRUmRYVRXmGUVxrk1SZ5pVFebVJWmhTVFk2VRVMVr6mxaBsS4hsSbfVJibUJCeUWa1m8ucigLdVrTifEtyYbChQCPZnIwcYwcHhGbGxcNIKMRhMwaGx0ZGw0goRC0bBYOjYGF41AI6JCg0OiQsMw4eE8EomOw2Kjo6LDwggoNAOH4xLi6FgMJiwcFRZBjcVnJadNj4xvvFl5dOv%2B5fNzk4MjnQ2NJ0vLqwoKCp2ZrpQkh8mo5LJJOJyXH8LLDyOVJWt0ORpdvkLhVKiyVPo8jaFQYywWqXMk%2BjyZIV9uKJDpC5TxZWprldpWo0s%2Bpc9sNGS2xud0mnNaDFmN6rQGdeppWUKdyFLNUBWz1WVMaTGZm0viF3D1J/nGBr7pNF9dz%2BDm8gVpmfEJrZnW5rT4ruzk4bL86dMnZ840z3f13po6v3Tr3tazFwerq4fr61%2B2tn7Z3fndzvqnjfWd18tLD5%2B/vP3w0eUbFRnO4YaG11dv3zy3ePns3MLAeGdFeYpSysaiaRgEh4jVKbjJdnV2urkgJ7GsKLMoP6W4IKW4IKU4P7koP6m0KL202FVZkVddU3S6saazq3l4pO/C3Mytm7dePn%2B%2Bs7FysLvx8f36xw/rXz78DUzSb9UOEAgsMjpOZ8vMKTlRmFdSn5s9V569kJ3UZlJYaHibkH7Gorybm7jbkHu7KNnJIoqRaAmZHvaNew3w84/DoKkYFA%2BPs4jFlWmusabuN7cff1zb3F/f3F/fPNzaPdzc%2Bby5ebi2vfF09e7c3cnOya4T7XW5lUUJriyjPddoKYm3Vlgt5RZTmUlXYVZVmpUVelmlXlquE1cYpNUmRY1ZVWvTnrDr6%2BzGekd8U0rimeSkhtT0%2BuT02sS0U6kZDWkpjSlJpxOsNWZFnlxgoVEkhDgGFssjEulYDAmNZMXhGbGxJCSagcNRUSheXBwVi6HhYjCREVGhwThEFD8uTkGjUTFoakwMGYOloJAMLFZEoWtEitKiisVL19fXtvfff/z68cunvU9fP375cvD158Ofv3z88rvPXz8ffPx88HFvd2dl%2BfWdOzf7entczuzs9Gy73m5Rmk1SjU6osijjHVq7Q%2B9QiZQSrljAkTLIXCwyDhONJ%2BOZcVgqjcjh0IRsqkDAknIZYj5bSiNxKEQWhcRhMURkAovPlgl5aiFfw6BJBQKdVBovEhkZNHG4f7iMzqhJsXZnJ3Q4HT156UNleeMnqi%2B0tC72jtw6N//29sPdFy8P3r79vLH%2BZWPtd1vrX7bWD9fXt18vvb739PHVu48W79yeXSh12Gab2h/OX5sZmBxr6j6TV5CmlomJccTo6KjgED9fXygE7O3lEREcyKUStTKB3ajIy7RXl2aeqs45U1/UcrqytelER3tjb1/n6Nnh6ZmpK1cuP7h/b%2Bn1i/dba/s7a5/ebXx6v3W487fVg34LwI/3aHcvv8CQSB9PX0xoSFxYaLSftzsIAABAyOTK8fgylbRaI7SRsWxkhJxGF1JpHm5uRzxDWFAwHoEgR0cp6dR0ra4qzTXU0L5089HHla3DzZ399Y39lc2Dlc3DtY1P69t7y1tbz1af//T4xvS1ibbh5pL6E87C2rSsmqSUmgRHlS2%2BPF5fYVKX6uVFKkmRQliiFpdqpBV6eb1NeyrBUGc31NvNZ1KT21yutqyc1pzCnpLqs/VnzjU0jdfWDZWU9Ga7mpIs5TplIpulozPEJLKQQJRQyExcDAcfy8bjySgUDYNhYLEyOl1AInHweBoOG4eMjouOEhGJRi6XicXgo6Px0Si1SFKeW3B5%2BuLbF6s7W3ub67sba9uHHz798vl3h3sHe7vvP74/OHi3f/Du4OD93sGHvYP3e4cf9r58PPj6%2BfDXX3739fDL3vb%2Bmydvrp6/NNLZXZVX6LIn5yWkO032NI3RodDqJBoZW8KlsGk4MofAoOMozFgal8xlE1hCmoBDYrOJLBKKSMKQ2WQ%2Bm8QVMkRqocasspg1NhlPJuMKbRqjUaZSC4QSCiHXJGtyxvfmJffkpAwWZ41WFk3UVS%2B0d9wcPffgwpW3tx/uvVn6uLJyBNCvG2ufN9YPVla3Xi6/vvfs/uKdB5duPVm8eWNsosRsn2zquDQ0MVjXWJuZkW3SahkUGjIaH4308/b5M7oIDAB%2B3h4YZDiHSUq26%2Bors7qba/s6To%2BP9F2%2BMHP/5k8vHj14%2B%2Bb5zsby/u7q57313%2B1t/reP79cf3fv7mCQwAIDBgJd3EBTmD/ypMoPD4Ib4hQAAgMNGiokEGZ4gJBD1PD4ViT4qfYFBIejISDIaw4rB6NmMLJ3%2BpCtv9HTHy2t395c3Pm/sHm7sfFzd/LS2dbi29Xlj%2B2BlY39l88Prja3HK48v35/pGe%2BubuooqW3OKWhIT6u2W0qMmnyVJEPATmUzUlgMl4CTLeTlSvjlOslJq%2B50QnxrekpHVnZfcflo7enzrX13xmffLN5cvXr70fjM9IlTw8VFfdmZTUkJLrHQzGAqyWQZiaSkUkREAjsmhhMby4qNpWEwzJgYAYkko1BEcQR2LI6Fj6WikBwMOp7PY2HR6NDwplPNK6/Xdtc/bK/vr759t/R6Y%2B3t9t7uwc%2BHX3/58vXnT58/Hxx%2B2js8/PDx4P3%2Bxw97B%2B8/HHzYO3j3/vDdu8P37z%2B%2B/3Dw/sPHd3tf9j79fPDl44eDzZXNR7ceXJ25vHD2/HBzV0tVQ31ZfV3JidrC6pr8qhMFNTX5VYXp%2BYXpecUZ%2BXXFNTX5lTmOzDRTUl5iVoWrvDKrtL6g8kRuWXV2cUGSK9eRUZSQWZmaczK7uCQhNVEoKDXKm1KMnVmOrqykgSLXEUAvtrXfP3fh5dXbq3cf7S%2B9/bq5%2BXl9/fP6ype1lc9rax%2BWVtafLr2%2B9%2BLJTw8eXLp1b%2B7ay8XbF7sHcnXGs6cae8qrS5MSs426ZIlATiGxYmOjw8J%2BWLff1MrBwRAwALiBAQIqUsKmCekkg0yQm2rvPFV1Yazvxvz0xssH/3Sw/uvB%2Bn//uL108%2Bpcb/ffyyRBAACCRLIEkiTvgFAQGAQDgyEgkDscnuXKCgoMBADAwwMmIdNMDI6KTDWxuZjA4KOTAwP8cEgkCY0SEQkWATdHb2jMKhiub322eGvv9erh6vantZ2ft3a/bu5%2B3Xr/ZXP7cH39cG39YHlr7832%2B5fbb%2B8t3Zy4NN89Nlp3uiUnu8ZhKdRIs6TCVC47kclIoNGSmYxUDitbwCtRiU9adR0ZScNFBVP1Jxfa%2B%2B6fu7R68%2BmHp28%2BvXx7%2BHTp7cWfLjZ1jJaWDebltqellWjUFjpdR6NJCHFyElFJpYqIRC4ez8LhWLGxjNhYRgxWQiJIiUQZhSyj0WR0Ch%2BHNXM5ciq5r6X94MPn1ZXdpdfby2/eLb3Zebu09X7n8HDv8%2Bf9z18%2BHn4%2B%2BPjl46dPe4ef9z8d7h183Nv7tH9wuLf/6cPe1/cfPr//cPhh7/D93uH7vY/vPhy823%2B/e3Dw4cvHvZ8P3389fPflw%2Bbeu/UPa6%2B3Vl5trL/eWn%2B5ufpidWdld3tpa/XJ8sqT5fVnKy9vP78xfW1%2BePbCwMzC0PnZnvHhU219tQ0d5bVNxRUd5XU95fUdxZVtheU1KWn5GuWpBF1zsq7LZe/NSR0szDpbVXi2tnKqoeH60Pira7e2Hj3be7P889bWLzs7XzbXvq6vHq6s7bxcevvw5Ys7z5789PDx1bsPFm49uPDTowsXx07UZyuU9ekZlWkpBRZjvk6TIpcp6HQ8IhoZGYWIiAoKCAgPD0VFR4WHBKOjEBgEEhsZjYlAYMIRRBQGFxEeFxVGQYXLWXHpCbq6itwTzsTh0tyno73X%2Bzs6akv/9XcH/w9kfIf/tmBpyAAAAABJRU5ErkJggg%3D%3D&quot; /&gt;&lt;/p&gt;
&lt;p&gt;En effet, envisageant les potentialités de ce micromonde LOGO (Denis, 1987), avec Jacques Sougné, nous avons développé l’exploitation de ce micromonde LOGO dès 1988, utilisant tantôt du matériel LEGO® ou Fischertecknik©. Créativité, résolution de problème, interactions entre utilisateurs et avec l’animateur... ont fait l’objet de diverses actions de formation et recherches (Denis, 1988 ; Sougné, 1988...XXXX). À nouveau, nous avons parcouru les écoles wallonnes pour y animer des activités durant une semaine entière, permettant aux élèves de développer des projets en robotique pédagogique et à leurs enseignants de se sensibiliser à cet environnement techno-pédagogique.&lt;/p&gt;
&lt;p&gt;En outre, un séminaire, &lt;em&gt;NATO Advanced Research Workshop&lt;/em&gt; sur le thème &lt;em&gt;Control Technology in Elementary Education&lt;/em&gt; (Denis, 1993), a rassemblé à Liège en 1992 une trentaine d’experts internationaux du domaine. L’année suivante, dans la foulée des premiers colloques internationaux sur la robotique pédagogique initiés par notre regretté collègue Martial Vivet (Denis, 2000), s’est également tenu à l’Université de Liège, le Quatrième colloque international sur la robotique pédagogique (Denis et Baron, 1993). Nous avons continué à contribuer aux autres colloques (comité scientifique, communications...). Le 12e colloque (2014) a été transformé en école d’été.&lt;/p&gt;
&lt;p&gt;L’environnement LOGO et la robotique pédagogique ont été pour le Service de Technologie de l’Éducation (STE) du Professeur Dieudonné Leclercq un ferment de recherches sur l’apprentissage et la collaboration.&lt;/p&gt;
&lt;p&gt;&lt;img alt=&quot;&quot; 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LoWosDIsYKJbOuroiz%2B0vuDk260Rm1BPGtbysJpDq9mMhoM1GUiVhpVpRMdFGjbWJCN1ElanEi0bqdmUhsXoskGbOVPuIwzcpJY1fzUyAhhRzHQ/mdICY0O0naH6EDWAmUHMDGLaiTx2RDsI4wTaiWgng5yIGgBqAHkcGE%2BT%2BdAAIwQ0Q9EAoNdqPnzjlb0b3jmx5ilnTQTYBMiYz1iKkEXADBQgRwnuE6FhCTMgxEMSZriWclbjoXrkqMVDjZ6BCtRXim0lYC%2BoSz0e5H1wfpQEAJi5Kh6rLiGiPSlWzk3X5GYpsrma/Gx9Sb4yn2cQCgZqyz0mDWDqq8pHQn5OHTI/1hecGXdFHN0buv2zqoshnRmpmqz8PnG5s0Fir5GMdzURUzdtkMKAnDg1yNmLHd2MU06NytG0EiaNlKnXUlECBDXXi2O2v6iK3jDTGAZmHmPggCkH%2BkvBxMd6NtakEW0m1nGJloPVqYwyCWvTsC4DDJnEyMU6HjZkTTbFVF08MDZkgy8zRAQDIGBGCdXHoAFE2wkzgGkHph2EcRLGQegBRA0Qykk8g8g9iJkhwtiJx0RP6pF7mGAGMBCC6flsE0KxAf67176VG7Zfyjvh0eeCQwyOYhipgOFqcFZhZwW2CxlHMTNUgVy1zEgddjXARAtMtMBoA7hqib2StpdiR56lOj4t6GwxN9pq0QBAa2FB2JaNed5HKsL8auIievMybdVl/U3Vfc01llqxUVSizc9TlwhG9Aqg5i75BATwT02V/Qj86HCEYtzTE80FfK73se4czmhL05Sii7LqGYt%2BztBOBrphWElcKjxmxC4VcindQ92e4U482oWcnR6zFMaGAKC9upi9/enx4hOg5yANe7I7TZ53QZYbYBSHzvWmEH0G1mUyugyk4zDqNKxJB32GW5k%2BKk10Kzigy8QmHtWT1sM%2BLqsWfLW6hxmamsaeIcbTz%2BBBTDkINYDm%2BpG7H2gH9vRjTx922/GcnVBD2OPE1ABh%2BulpHZkyzI2aET07v6BGAQEAes6z94vN53Z%2BbBBGQH/%2BnJZrrI5tz/Otyzxbx/ZxtvFgsIK2FRF7GRmUYHsFOKqn9EKF5GJLQWAD39ssiaFUBdheQOw5tIpfnnRBmHKqKDMBjY3WpSRXRIZ0cBJVBTxHTZlHIZ1WdDB2E54YYkYHp6yWGavV1lCtKOBPaXoBU9SlOcb8SMH9dPDj14gJAGkuyc07d1qZn4WtOuRygnsOT416hhVkQgXjGnqsl5nUkZFe5OpB40rGpSCjKjTciyYMc5Mj/Tq5rSZDHrKe6YwhujSizujhn%2BzMPKESXKhN2meuCCHGHKznIj2H1qQzag4Y8wZqL6YcfTf52EeFIZ/ri89gfRooWPr0/WUp/vMDQgQwwQw1hakRgoYQ48DuATw3QDwDaLYPe/oJ1Y88NjxnI55%2BQvUT2oY8Zuy2o1knnnEws0OXcyIEAOqF2SWcmHxO8KAsE%2BxVYC91NCa3ck/WZ5wSJx4sDN/RUxpOhsVUfyGxiVBfPu7LA7tQJ4muSjkhzwvUlYYZioOdDQlgF4CtaFaaJk48k%2BT7RXFy1KSmd07TMyVrHW2tnZY1U5oubFNhh5G47GhyxDM1SjAFQEz1Vb2Z6cZKIT0zjgEwuaQNLwngp%2Bfe/SB8RcHvvI1vrzInBIDIy4t5R/Yby/Jok5zMDBNCEYwJNcZMGcm0ihnvxuNaNCxjRrrIZC%2BZ6IIZBTNlBHBL8lNjj36Qd%2BTFsdyDoErC6otIEY%2B648GQBsYMMOYgdTaj5iFdJqPPJKYspGETPc8qDjQIA8el7PH2dKvIZ6ojmijZqvTDlfy4%2BTEhjBiMgXgInmI8w4R2YmqEnhkgHqdnwuSeNAJtxx4LmrUit412WxBtYebMzKwTaDfjmULUDCYABAEhMxNjRYlnVEWBTWyfNr73lDpzpDurnOVTlnBEnHa6NPmcIDm4qSTVYxDAUBE4hOAQgrN8uIvHjzwUcXJryoX9gfs%2BObrlXe%2B97zfk%2BHfnB9nFobyALdHe28QZCUy/DlnUbpUc69SMRcsMG9G0HdzDQI2DZ4JQU0BNUtOjxlpxc0KMtbKMcvYTmkIA/46ulZ8KvkHBf85ChmH%2Bjn%2BX1jPrc3kh29cM9ohxfzMzqkLMxPz3c6NWz6gKptQwZUFjKjTajUaktKuDntIQNDUzNZYVfkTgv6H67GtD2VtJdyzVHQ6KGFCxqO5EMHBBl0E0HKLlIg2X0WWDKRup05AqiagTwcIBWybY8kHPoxRsYsprTdhZmHjGLGsY1HdheoYQAsAg5GGYWUyNYnoM06No1kFPWelpE5qzILcFz9qQZwgx4ww1Sjwu5JkAjDBmCGHI5VyMVtbVWRiuK/M3l8XWcoNO7Hj1xN6P3nj5T68%2B/acD6z/c%2B8Fb%2B7Z%2BceHM6RpWQAfvDNd3fVbITllpnJgd5H9s99lDBz95%2BeXfrbo93C8gJjz04IY35QXB7s6k9ny/hMBj7QVZHrVstred0qvI4ACZHkGzDoYaYfA4IpOAp6jRfmNtWWdWmpzHauemzBpV9pb6aa0KGOpnxMAfqAX/fiMmBDE0M9k3bmtlphVoVIpnjICmTBqVOD9bnMsuz05KCz%2BpbS4DcAM9AB4bzDmZuSkAcA32cf23VYXv6mPtc2Ztw%2BoUpjdurDpIEnc8y3dXyrFPewXnQZvMKC4SDRdreUiTiRSppDeZKDJ6c32z/TZLkvaOtSeCOQ%2BsBda8Exmn3xlu5Ggqs0ad5nkPAQMwBGHGA8SD0QxhJgFPYPcgNWNDs/1ozgGX8s%2BzQFyAhwDo%2BTslAIQwAKDqaCtNPMU6tUFfFg5jzXlx/kd3rLtw6mBxfv4rjz/x2yXXndu5KSXx4sHNn5z9/DVewNbqlNOygsiYU5/t2/Se9%2BE9v77ntucevivs5L4jW9dnRxwHZ9l0e7wkxTve%2B5gyn99fUTKnkTGjDmZunNCTxO0CZoKQSQSTAFPTQ/oeAacjNrg1PlQhyOxvqmrPYNlqq5jpcfi2iPg/1Bx/ty/4T25svh6Knh3BswagtJ5JJaGHJsYcxfn83JT4/LiwRJ8j6//yx01vPscO8W2qlWRzkrLTEydcQ/OHu2emRclnbaX%2B5pTdY2I/bOBOtcfkhh3SSltDThx4bNXN%2B9e9oRWdJooIrEpH6nRGwcU9F5ne2PygLc88eNv2NR931VdLWAFjHfGMnF3n%2BxHvzLs9BUHqGsHU%2BAgmX65sMbNDqiFlyZxDSk1oGY8LADBQgGdcpmZjV6Gpk%2B3qjuxvOmtsCRu2tQJ2A2BEEAYKAAb7jP67P447/MmINBUGK9zG2lT/E2cPfxbsvdP34OZt778YcGhzaZqfxyqGfgEMCMAhgv6ySXVuS75/Vca5et4FaUGYvvripCKfsRWDo9DZkHBy09vcU4eUWakjijagXIhMMcwkoscJM47pUYJGMTNKmAmAmcl%2BhTY31ZCXbq8ocbU39ne2zA46kIf61iLGny0F/wkIwYgeR5ST9jg9bgfg6fGh4fjgkO7GukGdKich2nffNt99W5L8jnLCzmz64LXMhJjPPnjv6N6dnR1NomJBRFDw7g3vh%2B57R5l1lu5MAiOnJ/c092J4TZnold89smLRNZs%2B/EiSdhYrUlFvPFEmML3JRJckF5zy3vHJquVLVt%2ByNIeV2FqapRYGeDrim8M3lUVv00viO8WFgOfr7Uenh6oN9f6Ggk%2BaYn%2BlF7xlFq%2BvztxgVOTPjGmkIp/WpGesRb%2B1FP7ekPNUQ9SDrSkvqUXbLNKL1HTHpdY7AGZ2Ou7UnuKI3UMtiTBYjQdrKGsF01eOjGKwN8BQHTirwFEK/cXIlMUYsrAxh9bwwVwE9hJwFoOjCBwl0F8KtgLcXwz9JebKSCEnurO4wNhQAZQL4XEGjWN6jNDjBE0QNIaYIewZxMwog8bwjMMlrbVUl4zImiYNSs%2BwY74zGmPy72qk/z/Hv0jBS4EJZjAzQwjDEIQJzM3OBnsfbREJ8JhrdtDhMKgHNYqGPO65HWvffebhl5%2B6P/rckU6J8NDWz/7064c%2BefOVYzs2nd278%2BjWTfvXvNKdexb6cvtqIpLObk31%2Bbw2%2BaAk/uDFYxuz/T9HvalEHY/USVjJAk1SnyQg%2BewmVsCe0rijZUln2gWxro5U0GdaywJN4tC%2BGrZJ0QqACAxStpSWxCfbk673tD5mzn9gtOoFJP/E3bPV3rpJW76mJ321q/TW6YZVM81/HpL8ZqTiian6pzWCu9p4L4wqYmeczS6nHM0aAIi0WlgQsXekNQ0clVR/MRoowAPFxCoh1jJsEWKb0K3LHVNwqL5Kj7XeYyom9iJGx0O6bKzj0zoebchg9FnYkkWbCsBcrCwJMvW0UnNu7J7AzDhNjzJzw0CPIfcIoscRPcp4BjE1iCknTQ1izzBMO/HkAJ4bpabHqZnZef1HCP4ZUvAHxfaXnCVC5jsc5y1eRXFeaqT/qFUz3t9PTYwxE8MTBkVlelzg/i0x548k%2BB4JPrI19OiOQ5%2Bt2fnph%2Bf2bQ07ucvQ0jBpNLZVlUef2tGddwGsuaDPBA0btMmgSwF1%2BmxXAlKnIFUyUqUiFRf3skCZCupMsOWBTQDmLNBngzoT9LnaQt/%2Bmjh1dZZn0jRp5lvE6825j8uT7xpvuN/ddudU85PjTX%2Bd7lw327MOrNuQ9tBw/e/t4utHK1c5hL%2B0lt/fV/nweNXDw0WLBsvuMBX%2BSVfygrHh04GOQxOurqmJ0cyo44qScHCIkb0YWbIpS7bHlI/MAmTIg/4CvTimie8HZBDmLKSvGOzF/dVhrqZoos/EGg6jzWD0GcSSjc0lYCpsyrowbLcBAAAGPAtoCmAWYBbco4CnAOZLY2YBDWHagekhTI0gygXETTAiGC4vjPx8AhKvHzeTCMB8Lzhg9ww/IaKtXFBdzB93DlIT4%2BMWdVF8aEaAt0XabO2RFiQGnd784ekta%2BN8jqWFnzuw4e0Ev2NVBZlmuWx60GmStXMCTjbzgsGYhZUpuJeFFGmMlgWmLNBxqe5UWl/oMRTSKhb0JkJPEq1KZDQpWJNIeuNAw0H6XGdd2FBb4lBvvq3hvJR9n5G3aFp0Z3/ezYNly4ZKF9FNvxxtfGK49Y9DDb8Zb3lmrOHjsYZnxytX2PJWGHJWWUR3jzX91lV5m6PwWmv2VeOVy5VZt7Wl391b8IhVmggAQnaUJO4o9JfRpmJam4P12ZQuAxtyiSGP6ASu9syiyL329sxJdZ69MbEj6wzf75Ph5hgw8RhNKtKmIR0H6bOJsXC2l1fGDpkvinXZrdJqcQknuSg9oV6YN%2BYwjjosXU31NcUFms7GKacW8DDAOE0N0/QkRnOXXtVEvgy0fibw%2Bnvl9wNTnZihEADImiszo/14UT5ScfHMoGPWbrV3tjYVZg%2BoZGRmwtgt5ccGJPseL02JSbhwbN/GN332bfLZvamzWjTlGhy26O3dHZ1iYbKfd3euH2jTkZLDqHm0ImmqOXa6KRwpk5lxxdxgI6NO9bSEDFX6Ek0SUiQgRSzTG4d1fEbHJz0hE50ndEWvjpffOyW%2B3lVyw1DxHbKkBUb%2BgqHS66iGm8cbV1rL71fxV%2BsKf2coemG84dmB0tubEha2c1coCx/UFj4yUH2vrfxeod/CjpRlrRm3VycuUxXdqazePj1mHDJrKxLPIiMfGbKIig2GXNqYR2szkYYLaj7o89SFwfwLGwsjdrO91xWFb3W0xGNTLjbkYAMPGzhYm4l1fLAUKkrCOqpKPNOTEefPvfjEw4/dcfP9yxcu8/Jaca3XS0/9%2BoXfPHbPskV3XHvlQytveObxe8/t%2Bcyu7QQAjD0YUYQgApdF83OwwJfwHb7g37JzPhNNgOD5EgXGqOisFBXJOlrDzp04s31tyKFtqRdOysRF%2BjqJs7tzzulAc1PIMz1g0PRISio50QEHNu1a%2B%2Bbmd17Y/dFrX7z9XIzPcU5cdFNlWV9vp6xKVJIYUxy2a6o9GmkyGFU66U1QZR5v4xyBvlzoLwVbIdGypew9VQlbQMdBnYlYySVaHt2bRuTh4%2BUfavhPDAvvYprvmKheaRLcqMxa1ZFyizRliUVw83DN7b2Cu3k%2BKxMO3JhxdnUN6y1N0Yc9ub8tCVucG3h9fshtFbGrWtmrKuPvLw57OGbnIrb3sgziImkAACAASURBVIbse3r4t7TmfTQ30Qq0pzIlbKwtmhjSKCWntzJ90i6lDAJGx6Y0LEbDBkMureTO9abTSg6Y%2BGDOZjQcpE0HA3dOnjIlTSaaTKLLasoKriwtev3ZPy328rrtGq9f3bb84VuX33vD4huu9LrhCq8Vv/C6c6HX6uXXrV6%2BeNWSq26/xuulxx/s7ZqvvWAAEIH5t9f9nBj4Q8IRQggCjOYLKRk0oFWb5B1NooJj2ze99cxTa19/dvM7zx/c8Lbv3g0XT%2B/LCD7ZXV06N%2BgYNmtHLFqjrEuSFhu%2B852gfWuPbv3k81efCN3%2BTtj%2Bj%2BO8d6uaq606zdTwsHt0VJKVkh%2B8yyG5gDUc1H0RyWPd7cklkbuLo7aWh68VhW%2BsSthdfXHrREMYUSS7akIk0TtdjSlznYn63K1daY92pi60F64cKFyhy1kmTVvREHt7N/t%2BGevW5otLZel3JR%2B%2BnnP2T1LeFmXWGmXx6dEujjp/S2PEfdKk39YlPV2f8Eh97D01iY/25jzVlvpAQ8IDWb63NqWv0JW9N2iuBoCmIp6UdwT6s9uLgmXVOYxBCBoWUidSylRGwUHKVKJPR/pMRpOOtGlElUrUGWDiz8nilXknJ6UXoTfFWREVsPezB1fdscjL6%2BGbl/xq5dLf3X/bfTcsWbHw2qVXed228MqHb1m8esXi%2B5cveOSmpU/etfLhlcvvWXbt43fd2N3eCAAE/2cvxP0j/BAK4vkCDQyIctlMyoaK/KRwdljAmR2fR5w%2BFHX28Ka3n9/96et%2B%2Bzcnnz8iTA/XtkoqstPLMxPEvLhGQQY/4DDfZ2dB2PH9HzxTHLl/rJ0LxgpQSwxlnPKk4LzY4EGNsl/eFnN4rbn8PGjZjCwaK1JIL4vqSbeWB8mzTvbmnBlviARFIvTEMN1RruaIoqDNuqIQujtWmv5Sa9KNbclXq3mLVRlXNyVe05y4vL94pbv27umqO3rS7i3xfyDj%2BAPjnUng7ABDGdjrwdGiL72gL9jjavCbkcfYK4/1ZL4liXyqPvGRltSHq2LuqQm7vvj8gvr0FyadrQDgtGm5QV/QvcnK0hBLVTQjTzDnH5htCwUTFzQZoMoANRd0XDCyQc0CDRspk1UC79r4vaO1YaQ7FZTcgC3v3njlFTd6eT28cuEDty966Ter17/27PrXXnjlt08sv%2BYXNy%2B48r4bl9y1fPHdy6554OZrH73jhgdW3vLQrStWXnvls0/8anJsvgjyZ1hF/UOSMpdfsCJra8pOjKoryKjkpzQIc2uL%2BT0NkvbyAjE3JcX3VPjBXeEn9nJjLpzZsW7Xh695b/v4xGdvRuz/tODCjvrECzzvrU1JJ8EqBm0eUeUjVTExVnoM1UUxp7mh53R15f6fv6Mt8AM9F8sTkCKRVkbTikRQpYMmHQwcok6h5dHQc5HqTGhO2teadpBRZeuL9rWk3ucQ3SVNvkqddUM395aqsKt7Eq/ty17Sx79xoPThtpSH%2BX731ySsR3oJtjRhSw1tr6dttbS1hjiawCGFvk7SVzvTwzOLTotiXupJ/3VD5A01ocvaEq7vLnrRZckCmAEMZempTUkHQMuak0UTVapRcLI8bHNP3nmDyHesOYqWsShpylRLjC7fuzHlkChsXV3Mxon6SNQWiaWJ/PPbb73qypuu/sWDt1z3%2B/tXPPvrB9/%2B0%2BOnNn%2B8%2B73X1r7yzEO337zs6l/cdO3V99%2B09JE7bnzwtmVPrr71mSfue/K%2BFQ%2BuWLrQyysqyB/g8mu2f174IVoQyHybiLShJvNiWGZU0JBKNtdvGdIqbb1yu1LuUMmq%2BGkJPkfCD31%2B7LM3drz9B67PdkdTlrki3iaKGKyMLQo8kH1yI%2B7MJj3ZjIIHSgHWljKmCnA0DnUV%2Bu/fkJsQGnX0M1PxOaxlgy4D1KnYkEprEqE3GTQZYOKDkUd1xdqKjvew9rok0aDPnpGyOtI%2Baku6yV68UpmxpJu7vD56SXPMMn3ubXLOrQ3Jd5YF3yoJvjf71P0tSZunO3PA2sDYGilHE7Y2gqUF9bWgvkZsaST2GnC0znTFiKKfb4l/oCnihtKAq4drHhxt2zgkO4U8PQDEZR3KDj7RV%2BYNBhaSxUBn9ERdiDTti5q4Ddm%2B6wRRpyp5EY0JB6sjt7Sl7Bir9QdFDNPsB10Xm1NO/XLZotsWXnHfDQt%2BedPCx1cuf2H1qr3vP3d67SttWdHV7GB2yNGnH7rjoVuXvvmHR196/OHnf/3Yk/ff%2Bdhdy56896Y//PLOm6/0emjVbUMDAwDw/zUFEUHzFMxhp4SeOiivLHX2dmVFB3dJSizy9tkhu2ewr6uiqCAuOPHkF2c2v3lhy%2BvuzjwwlYE6H%2BQcuovdmHSyIng7yLKQPJtW5IGykCgLwVAOpipwdmVHnQ88sosXenS8Mbo6emtl1F5Djt9YY8JkW/Rkc5irIVKZ61MZup23/1Vp7GZPcxiWx403XhyuiWpLe6srdblDeJsiY0lD0jXC4Ktyzy%2BuZd2SF3pDyuHrCn2XazgvqpNe7I56ebYlFpuqKWsz7ejAA52or5Gxd%2BABKdjrwVHjVmf2ZK4runB/S9JjXO/FXem3KTNWGIufcbUfpcfaCDOG6Zk%2BVW9G8H5dzjFoD2YavKE9EGSh0BtrKjxfEntSVZ9rLPHtE56eqvbGbUFIGgadocYC79ceW3XHAq%2B7lly1evlVHz/9qxNrn2efXmMRBns6WNCbCdo8j5zbknGmJHJfRuCOyOMbeBFnjm/%2B4NMXf//47Tc%2BetuN9yy5%2Blovr7TEeAD41t8U%2BJsipv%2Br8q1/7aI/IDU974aMj4ykxYSc27W%2BuYBTyU3JjAooZsdr2%2Bp4CWFHPnt/%2BxtPc/0OCsJOb37jjz5b/mqvSAS9CGsLcBeb9GQP1VzsSDhANadCNx8pBFhTwKgLkKGcmGuhryP5zJ4jH79WleQNRv5kY2QvPzDvxCeCfW9UnvioPnxnje%2BHTYFr8g6%2B2pOyG3pSQcmiuhIoGcdcckEc9UAX67rh0lVK3jLeuavj9vyC73dlLWtZzrkbU/eulAQ/YSt4RxH/kDzyj0TJx0YJZa1nBjqZASljqyX2FsbYMNTMkfH9ucdfStt9R3P0H/j%2BD/MDluh4N7XFLqgMu8IkfmXCGDpmipoZLGSm%2B83KnuLwfWMSX%2BiMJO2huCWYtAZCZ6g2d395%2BGeS4M1dqbvHJD6kyR/k4dp87/Uv/uauJVfdt/TKP99za9aFLR5VJtbxwMgHI4%2Bo00DNBmUqUrPBUgDmIqTPhb4SbBNN9OZJWOfXvvTk0w/d8%2ByDd11/xRWfvvv2JTn8naznO34uvbDma5//l/FjKfidp5j/0qTWxQee8929NunsvuwQHwkrJu3CsVNffPLXPzz81h8eWP/ioyE7P6xPDoo4sCFs13sD4gTQFjKKLNLFZmQ8UPEnai9O1cRheTZWCog2jzEIGWMN2Fs6BbFhB9bGHf14SpoGugzSmwDmzJmWqMqTb8uCtpjywmXBm1p83tOy94AiBSniGUUiUXOoblZl9JtNiTcrMq838laIAxekHLw2/8xCGfu69tRFkV/cUp%2B6tTzirxUh97XEPOyqPQTWGqyvRrY6xt7CWBoZS/OsVtiTf7Yo8C/Zp36vydg8XLp9sOJwefSj/FMLq8IXNoYsLD5zdbfgsSnjVrd%2BfX/j55OOBiCMU9NbHu/dV3QO5JHQFU63haH2YJCHQvdF3BkB3dEgD4N2/5bUA6FHtv9%2B9d2rFv/i6QdW9jfEgy0bNClEm040bFqTxujYjIpFq1hIz8X6LDDkYV0eMRWBtQT6ihlLaUni2Xee/u0Tt99y24Jf3LtyxYDNCv84I/N1LfgvUOH/Cj/AEGOCAMDZ79i3ZcPZPevSAo7mRQZmB/n6796w/aNXP371j7vfeS5u34dFATtVWf4TzbyenNDx5gxQ54MmH7QCIud55Dyi4uOeTKQvJroSoi9iLOXE1tBXlZF2ektPYRo/9OhEZxpo0pjeJKY3FrTJ6tyThb5rREEbm%2BJ22QpOgiwaeuM98gisTgB9xnD9%2Bba4h7vjr%2BlMXlIZcn1tyEJx4GJx4IL66AWt8dfF7Fs90iVEZpG9/gylYYNVBJYqZKoi9mYyKGUGurC9a0yarS04O9ue4JFnYHUB0pSMtsRUX1xdHrwo49jC1rhVZcErGtPud9Q/Mi17krIeYjwyQjxAk0lnX3l6WGPMluHiQ7N1F0hLALSch84Q0hY83eCvzznCOvRyaUqgz5G9ty%2B65tal1yaeXAMWLlYkYkUq0nMYTRqtSsFaDqNKw5p0pElHmkxGzad1ecgoIKZiYioFexljqzr08St3Lbzm9mt/sfgKr9LcHPiqavpbzPG/kRn/a/hhvuD8u4uSo4O2fPDyRZ8DJamRrQVcdti5CP9T0gphQ0KQJu0MdHOQLA3kbFDmQm/OkCQ%2B12dHafCh6SYu9Oaj7mxGkUW0ecRcTJnKPCYxtlRNSotd7QJia8tPiOwUJSBdBmjYdHcSo04mulTQpEFvKqgSQB2PZIlYEY/VCXTPRUoepcl7ry1hhS779vropU0xSxqjrhcFLioPW1Dot6DIb3FJwKO2qgQYkNPa%2BlmlxN6YM9QqQOYGGGjFjg4y3E0cXW5N%2BXgrr0%2BcbBImm8Qptqp0qyiy1P/XJUELC/2X1MeuqL14c13iQ%2Bq81eONf5wbOEFwNwGawYhgLOtoyg/d05O%2BvzNuqzTms5boNeLINVXxX5QErBEGrDdKYkd7qp954M5br7rid6tvM1eEgZKFeuKIksVokomGhbVsSpWGNWysYTGqVEbFRlo%2B0uXT%2BjxsEXqMpZSlAMZryhOP37Pk6nuXL7rCy%2Bvovj3zsvg59dD9IC0IADDuGuqsr4ryORNy4mBDSbalq85/z9r2vKRGzkWR767RsnCQpxF5FunKILLMobr0Pe89t%2BmtV3yOHPrsk4/UokTQliBFDqhyPfp8SltIrHVIXwP6GhhuAUdteXpUT63Y0pDJ6ASgywYN19ObjFRsosxkFPFYHY96WUSbhlQp4w2R3ZwPdLn397BXNiauqghe3pGwUBS8sCBgeXX0wpTDV6ec%2BGVt9FM9efspXYOrtbivNr0tOyg37PCYQgL2NmRtwrZmZGtC5ppJWd5AHXuso9Ctkswpy6mevO6MNZxjS/LPLyoOWFh/cbkgYFl9/I32sofcAycJGSYICIMBwCiTCWNOg1ZAq7JczYnOugRbTepAC3dOxQMdF0bqeAHHVl51xYqrrvn42V9hVQruSsayeKJgIWUCUadiHYdRpSFNGqVIoNXJSJ1O9DnIVIzMRcRcSuuLkakI%2BiuHpUWPrbrp%2Bquv9PLy%2BtWDD0yMOuA/VuF9K757ge6ykwuEAKLcTeJiXUfrTH%2Bfx9HvVMsCju44/unL1aH7lFn%2BzpJAV1UY6kxH8kxGngmK7BqWT/DZo1NTUwnsooW/3%2BgdyR1s5RFFFlHnI4MQ6UuxoRwsjdMdpaKkC9yIY/kJYRNGY35iRCvfF4x8MObRWh6tZTMaLlJlYXUyo7pItOmq/MNVka%2Boch5W8pcKfK7jeF8vCr5ZlraEffKqyF3XFgQs89t0bdCe1drsN%2BRZGyZVxTDSDsPN4GwGax1YamiDmNZXYUsjbaxChnKwSMBW41GKJqRFWFsD5kpzwa6kfcvyzl9dFb20PuqGjoyHzBUvy1ir3OMVAAAUAMKTY8OlXA7Pfx/dmw19hdBXALZCsInALob%2BXDBnTct4G19%2BcumVXkuvuSp45/ugSyO96aBIAxWLKFJBzcYaDq1IRcoURplAKxOxmk0pM2lTAbYVgqUYLOXEWAy28vHe0t/98rZFXl6/8LriF1dcUVddDvBVjvZngO9PQQKAB0yqnjrRsK5b21pbzkuNOr3/3T8/dWLd61Ux%2B6oid7RGb2RaYlBHHCNPZ3pzQVNorGA3F2ZVZLL9T5576JmPNu0%2BLy2KBU0B1hZiYyljEIGhzFLHijt74JMtp9/bcKQ0my8rFcR98Ir47BfdmefGWxNAmw6GdDDykDJtsi1iojnUIfGriXq/NekJe9n9PZxbS4Ouzw1c0p52Q2PcNZneixMPX5d6dNHZjTfFn/tzK%2BvjvuqQid7SHmGqTBBXk%2BwrCNyjL73IaEWUVohNldggZjTl9Unn%2BOd3l8WcKok4Is8Np3tLDILDvLO3FoZc1RC/tDZsUUXY9W28Z21NAWjOhbAHyBwA5GVlHN53dO/6tblhJxvZfvLcQK0wTC0K6yoOk2YFtWfEFsWE/PHuVb/95R2PP3Bbqvc6Z0WgOGSDjLXfVnRuvCnOo%2BR4upOYnmRGkUy0LEaVSqu4oC8Ei5jSFw118gy1qWPybGIsnJLzN7/x7KolCxZfebWXlxcrKREAfkZ2%2BHsbYgIEALXXVQ5re9vKCoLPHFr3xovrX3/%2Bned%2B6735HdaRDwXnP6caL6KWOCxNYuRspMxFWiGjLxuX8ic6C2Z6yoeaC9ozw6X5YcRchQ2VyFREjBUelTDmyGeCjNzVLx1be4LnnvLwj%2B9LfenxtrObraJwSeLutvRjrayDNcm7Wln725L2GXKPt8R90p70cmf6nS1x1wsDbsoLWlZw4ZpuzrWSsOu4J68qDV2cf2FRxMFbw46/YG9Nx/Y2Wy2vKy9KX5aqLU3JDdzPD9hFTBKkE2K9CMxVo215/HPbZfzoKZmQUonHWnOpnqKRujBBwJ3lccsa429QcW825N4uiX5mWFs5/7Jht9suERdE%2BkRqGx3GlqGust46fkNNdn19Tn1DXk11blVjTnOv2MKL5L3%2B4H05/nsPfPTngqCter6frsC/vyrEVugnzzhlFYeh3lRanoB7U5AyFWszaDXfXB7bzj3Xke0rzY/IjziRF3qgvyZhop275a9/fHLV8odW3eTl5RURFAwAiKHR33eT/Wfi%2B1MQAKC7Q9pcXm7qbO%2BqFikaqlghARvff/3our9UBHzRFLMX5BmMjEN3ZBB5JtPDYyw1yFQB%2BiIwSUBfBuZKMFaDuQLbKpGxjhgqiLFypCObdWZfZS43Ligw9JyPoa1FtPF98dtP5%2B54C2xFtDJ5vCrCURJkFvkN1kV5OmIdZTtqI5%2Brj3ysIWxxS/T1pQGL008uFAcu0nJvKD1/XUvidTUXF2T7XpNy7pbssA3glKK%2BVjDVw0AjDLSAvR5M5YxO6NEJKV0ZrZfQOjGlLkM6CfTVg7kSGyuJoRL0ktGmmNLQ1YKwha3JS/uLV9qKbin2vatDsIueaO3XysozkyLOBXCjcstSJPX8tk6RWiY2GlrGDC0uW4fL2urS1w/IxNrTO449/%2BDdQXveC9zymoF/sin5%2BLENr2/74PmgbR9wT69zVlwAJYuRJVDdiYyahZRcqierJ/%2BCShg91J410pk71SPuEUQ7mtOH2/i%2Bm17rFadv/uBlLy%2BvcydPAgDDeBD6mXSz/6AyBYIRlrU2B5861FCQoWmWXDx/6rN3/vLq7x%2BS8XxJaxLdloR7M7Cch3v4SFOATEJkEiJDKTaUE6MEmSuwpQZZxNgixqYqbKxABhGtK5xVVzDWZhiUKSKOZXz4eu/n780e3Fj04bNDTQmgjCNdMdCTBCoWLU%2B2iU4pUt6Rx79YdeEufdwCS9ZtteGL6uOWqHh3NsctaYm51lZwXXvSgqLAhennbiiN%2BQD11TD2JmJthL5m2lBHm8RgqwJrIzLWUNpiZBQyxnJsrER6CdJJkE5Ma0qJTgQG8WRzMuvYQ3mB1xgLlgyULtLzr9PwHi4Le7Eo9uOyuACNqKWva0Ym0VZmNwiSRYWp4ozI/NSQ7LgLKT77/Y5tO3N6m2/A0ZDP3/3o1UfvC9j1FufYJz3sY0fXPR8fGrB65Z2rV61a8/oLhdH7GAULdycwykRGn4Z1vNGOdBHr5Pm9a9599vFN777kvWtDfwMfnOKRhkRDQWBRwumXf/9rLy%2Bvg7t2/s%2Bx4f8EP4yCAOCZmcznJPXWiSQ56alhfm%2B/8NtnfrM65eRmLff8eH0yUecgJZ%2Bo85GukDKUYqsYmcsYYzk2V2GjBBnE2FqBDZXYWMWYhUhbTswSsNXg/kbo67AF7mt751nLF5/A2T36jX%2BRhu0EI5/pTmV6kpE8kelkOYWnTWlvm9nP9xc/OV56pyX77o7467X8hT1ZC1rjr3KWLDPnXd3DuqYw5KqwfV5cn6dmVCI80MVYGmljNaUqxuYqxtpIbI3EXDOnrWTsndhUz6jLwCBG6mJaWYCUhUhZAAbRSA07cOsDbakrHMWL%2BoUL%2B4qWqHPuKEv4U2vuYUt182A31Sd1j8vQkJzu65jpl84Nyhlr65Squl9Zbe0o1ylrLOpG%2B6mtO1//1ao9bzzVkLh/tDakO9%2B/NC3yhT/88apfeK39yzOSpFPu7nhQJmIVC2nYYM0WxR1K9PONDQ738vJafc8q3yNbxpX5SJ3vkkRyzm3as%2BGNu2%2B92cvL68ShA/8u2f9E7PgPa18ihNCURyTIEXCSSrPSTu3Z%2BtfnHl/7zks73/xjU%2BxJrBLS6gJak4%2B1AqQvpo2ieZ2HjGLGVEUbJFhZikyVyFqJ9WW0uYo2irGpgtjqGUs16W9R%2Bnyu%2BfDZ1refxcc30wc/bPn8hdGGONBngpoF1iyk4MrjdzSdfEp%2B9l6X4Ine%2BFu72Xf2Zq8yCm7tyb3eUHjzSMWtvZnXarOWiCMWxB5eePHo/f0tGeBoR9ZaxlKNTGXY0siYGrBJxOhFxKUDepLR14JW7KhNn5bmYXWxR56NlTmgE5hKoyP2ParJXDlSsrSvaIkm%2B6b6i4ul7JUDNR8Uhe2qy24xNkyba2ZNjRO21ulhOTPQMdvXOjnYNTss9wzI3HbpjKLKsffDTz9/4clPn/qlLMt7vDUCtBnGsojqDL%2B86F0tvHNTHal0dyJRs5GOT2myiVkw2s6t50QUp4TvXPOS774P7G0csBe7ZVxRyI6dH71w74pl13p5eXl5RQRegJ9PKALwAytlLs2bmcmxWrEwKzl%2B32drP33juTVvPndu63uDNemgLUHKIqwrxeoCpC4GaxWYqxidiNIKkamSURWhXsGwNF9bkQD9zWjGRg%2B0UxrRjLIMrHVgbbT67XR99lbbOy/QRzbBsY1jn7/RderDKWkw1eVnKvHJ3/561Sd/Vhz8jfToza7k39UdvqkmYkUX9xZ13r1yzh3q/JXdmYt1uUv12Usaw6%2BNO7Qg6OCqtqIgGGrGBgllrqKtldjaArZ26KvLDd1Tmug/oWlyteU56rgZZzY76zLBKAFtEegEoBPUJB8M3HLrQMnN9vwFhsylXWkr6uKW9GQsp1t/qaxYV5jEq%2BdYlWVumdBlbqD0tTO2lllL88SI3OOQuge6PM5Od2Vmx/t//NPxj15f87tfpR77dKo1ATQ80OeDORcsfDDlgjaT9LAZVRKtz6B1AmISYGsuYyuY7c2CvipwVoCtGEy5VFucTRj%2B6Su/W7ngytU3L7n%2B6isF/Cy4nKP9hnR%2BGirtX8APaF%2B63DN3qXFGKZOe2rPtyNZ1rzz54IlNb9XE76c72URZBLqy4drk0Sb2ZHtOe7qPq5k7LcujtCJaJ4L%2BanVFHOvM5jlNJRnsIJZWkyjZLEkEZxNWSMZObkZ7P1Vs/3R436fo2GY4vNW%2B872cAy9UxL6V8OkzLetfhTObRk8974r/1UTc6/UH7%2B1Nv32gbLlRcJ2jcIVZcGc3d4mBt0jPua4/d3FZzKKEc/fwI7eBo5UYarC1ARytxFrP6MuxtaK3LD7q0DrehX2CoAP5Abs1pbFIX46N4v6qhP6KeFCIEo68KgpbMVByi4J1jTl7eRvn5q78%2B8yiuwdKV%2BhFL2rr8mrSpYaKOW0Vra5wy0umVBWTtla3sX5GJZm0tcyO9qIU/4zfr7pjx2vPbnj%2Bd689cIsx7zxoOEibiZQspOBSymxGn4lUyXOKZKTPIVoB6HKJJc%2Bt4SAjD5uKGH0eGPM86pxWzokmXsCTd93wm5XXP3XH8kfuWqFRKOHrPwrwpXT%2Boyn4PUc/3y1C4NJPipSXFB7etvHihdMbXn/Be/snjWknDHzv2fZMMJcbi0LH6tn18cdtwjjQiEAnRAYRZStHFjFtFNWyzpcEHujMCGhNC21IuaAvi8V9jVRNpmvLX/D%2BjxXb33Md/BCf%2BAyOb6YPrq/b82qt74tVJ94vePfP6MA7jr2/mU38YDT%2BsC7q2eHCe6aqVkxIFqL22y0FK6QpC9tir%2BnPWzooXNqWvriOdRfH57lJhYiYa%2BY0labaTNooQYYyrC0DfTnoy2ilkGgqQSsBcxWjKWZUxc6qZGtp7GAt13fjXdq8W%2BqjFnZevFaduVAuuKdb%2BOe6mKUK3iPtaW/0lAfqGls7Bc42/pQk2dGaPaaRzJgaps1N08a6OX3N9JCcSgpMf/zWG7e%2B%2BvQbv33oiduXNaXsB10a0vIofSat5YAhvzbtqLU9E2ZNMNQKRu50Z1x/fSyt51OmHGwQYA0frPmjUt7zj969bOF1D69c/tfH7nvkhv/H3XtGtZFla8NyT0/qO3di9/T0dM7ubueE3dg4YUwOBhucc87Z2MYZsMk5JxElEFlCICGQhAQiJwkJJUQUQiCBslR16rw/wN2e6em5937vO%2BG7e2lpLZVUpVpnP3XO3vvsvZ%2Bf7fd1t9kQCCH431RB93234/9K5iH40i2BU%2BPj96%2BczYoLzooKDrl2jlcQ2pp6SUGOgkNkU3tRPzGMHn0dSuuHqXFzbXlQRoXyWihrgKJaKKfOdhWpW/P1XSQ4xJIz8rqJsVMvLpsPbgdnvKdOeMtOeoPbJ%2BDtE5IzXi3XNnYEre2KdCId3qY84Wq%2Btm3u%2BjZTzLXpTE9N/rtTpLes7PcN3N%2Bp6t8aLHmTm/CL0arfduW%2B0V/wn/35b%2BHvvs/IvAVVvCFGlrgyVtdfbhRRoIIBB8owYRkmptr4lTZBFRTVgN5KClOePgAAIABJREFUS3cJ1kOCg%2BTyFwGpV37TmvrHyue/UJD%2Bsy/3NxLKqo6i9fXhv2XG2PdVVQvrFbJWk5ht4%2BbPdBabW/Jn2klTiiarjGUQ0Ywiml7VbQ66%2BPDT//zF/k3LHZd9%2BuFvf5EXchxKcmB/FpSUGLoy5VXPugmPm7LvVSTdaSh40km635RzZbwxydqTDyVEKK9AxCQ4TuHmhvwSh1uEwy3%2B01tbPn9/5bu/SU%2BIXNDE/6LYNO4Vup//Ql42mcUwADAUQAj72zvqyghN9TUFqSmMzOBxWkTJo316Xh5U0BS1iZ15j6GYqmamS4lPxktDZ1gZhlaCpasc7Sqx9haCftJsU768Jk1MSe96dG5s7w5w0hW74G085t2zx8l277D26gHG/g2DoVuVkTtUmd7EgMWSQ27wkp/6ws7hYG9Dppcmf9UsZSnSbK9n/Ebd%2BOYI5Y9D5b%2BXVr4rKP9QUfaburA3qAlfJ15fq%2BmsRiV0KKZJaRn16Q/H6OmwpxgKqzBJLRistvWQdOzscXKcvo0IpdVT9bHPj/2Jj/89M%2B0jRtY7A2Vvt2Z/3oJfTkv6lF%2ByoSPrpKC6ZbgZGWAa%2Bmu0/FqDiGYW1Ro7y2eGuTZJ46yoTjvWbB1q1rhu3Prp797Y/uUHGz56593//Nnj015QiB8qu9eWF9Scc0vJiobSQlSYPcWOkVBClc2JZn42lBAm6GHikjsj9BdWfj4crQ065o3D4X6%2BaNGbry9a8fZvv/zDG%2BQywoIm/lamzN/THPZjn/718j%2BA4LwsZESiCyiEVgyxWmZUqurEB1BSxCu4k3Z5l5KZBeU1Gm462lcCB6qw7mJNfSIr7GLaGVdO%2BJX%2B6AcSYpKoMIYVf1tUlTiVG6w96oId3omedEdPe4Lzu0W7HWfO%2BfWc8qo5bjf6ZJMq0Xn06TbulRXde7fAS7v5d/aN55wylwRpik7pSJ5GyvYp0odTtD9LKt6eYH%2BtaPhaQf/EzP2CEfUrcsw7jHQHcuwJ2yAFSuuguG6uuaC/MIT88Dg35Kw48aos8768NG68PkPVmAiFVFRekxZkz0h/R1r%2BXm3SHwcqv1aydrDwLsw0RwH1Uj89tZfCHOVphhp1o802QZ1eyJyTsA3NxKk%2Bin6kBZWzdbJG/VCjgVXYs/iPb7/9S9x7v/%2BPt371s3d%2B8VP7L95V0mJGyY97Sx8Y2hKgNA/K8qGkwNadDXtyobgAivBIX6a85llz2llhyX0DL07BSvro7d8swi361U9/8tufvvbF73/1wX%2B8Xkcph3CBZfR/oOT/bRCEGDpfTgjmOdpQCKF6dKwqIRBKs%2BEIobfoUerl3T35YVBKh7I6KK4EA2VQXGPqq6BGXym4vr/y0WVyxL36%2BIfmXoqJnDp0cLv1sAN2eic45YGc9EQv%2B4oDNrUf86wJ2N6wb4kydMtkzGZDrPPo8x0cP7uxsztZh13mUo/NpF/W5wZNJR/UpDvM1u0YKv7NcMmf1NzFyualU%2BzPVbQPhEVvs5PfFJXaU8LsuKknUCEBimmQT7F05aff3ht5wCX3sGPVJf8%2BQrxVRIODNVBCa8Vfrk14V05%2Bt7fgQyHxz51574tIjoyUPV05JyTkhK7qTlnL3BBHP8LQD9ZPyTi6EZ5RxrC1F2nFdfphtk3BNssbdZMt1ot7bryBw73z61/%2B/Cev/ez1RW/gcL/G4apjbkBpgaL6gYR4vz/5VOXj3cX3/AuC9uKveVJv76oP8q0N3seIOzvNjoOifDhQcOeoCw6HW4Rb9ItFi3712qK3f/76f/xkUVFBDoTzNPH/v/U%2BfiA4bIHi5%2B/nS/9lacI8KQuGYRhAMRuEsL2xoT7jLpTiMWEuVJDU3NS68POVIRd7CBHm/lKooIDBMiirhsKKoZrE%2BrjA1own48wMccwN%2Bd7ttjOe4IKn7aQbesoLO%2BcDL%2B7p8d0R52rfesBpYNfi3osrZC/shMFrlPkerBtbity/7T7oqw8JmL7roIs9pM7wGY9YMZRv1xT/hor6nrnlPTXXbpL1tZrzmYb7laLqkzGyXT9%2BWVOcfW38SaSPAkVUICRa%2B0njDYWC0rgRWvosjwRE9VDR1EO4S3nxvoH1kZK6tDf3bUHeV7ykzdw4R2aiv4EdJSlL6anommg3Shs0I2zDEFc3WD8no89MNCFiinGwVidpmJMyDMNsA6%2B895z/gajHQV988P7rONwvX3/tNRwOh8NtXPapui0TiDJ1LUlzjTE1wQfLzziPlIb1JlxuuuxCObtpuOwhVFRBMQGOVVcm3P7Dz36yCIf7yU9e%2B9ki3C8XLfrdT17D4XCeLk7/m7rJzMt/F4KvliNg39uFC8PBJKSPsyKhHI/15QJJAZQXQWHxMC2OFnujNPgityhU31sKhxqgggnHWHCqTc8tqb%2B0R%2Ba3GTvlDi76Iqd3Wc75IRd2gXM%2B8JLfzGF3zm4n8/k9loC1FS7vlwau78lymqzyqwlyituycubWaXPYOW1UgLH80gzBdTLiC0PBBi3lGy1r2WzDWnXDdlWD/VTrEji4QU37oj/v/f7Cb5qzdhBCjuLvnTZ1VUJxGegrgQM1UFYPh2qhvB6OtfBKw3IfLZ5hrTb1uqhb93ekb5aVHO3Ouz5SdWW4/Iq5NZ6dkdRK6htu1g9xtALGKKdYyMX3DDXoB2p1baXanhqDoF7XV6VrLmy/FHAw5OLRRxcu/uL1ny3C4X6CW7QIt%2Bini3A4HG73VjuruBTK8FCUBwWE5pizdQ8PtkZf5IQdkRNug75sICZAFbWzKn75R%2B%2B9jsP9Aof76Ws//eXri36Gw/160Wv/8dqiN376k8hnT0iF%2BSPDQ/8jNf%2BwsunfJ4iDe0l2%2Bl%2B1WP2RH4zIJEnhoQ1pD9CuRCjOgvwcKMRjg0QoJMCRciguU9empJ1wj3K2q7tzqjn54VBZMjc2sNBnvWKfEzwfgF7wQU57o6d8bBd2WU%2B7Wc55Wc55oyfdsfN%2B2LGdJufV8uubza1XQMPh0Rj7%2Bj3LtFcCkMBjppBz%2BtzH09mnpl9s0EZs0ePX6Rs2TRUvs7L8NCUuQxGLDTR70L5mhrx4pn67iumVeXtJb2kwPS0o5XqAiPjUyk3Degiwm4B2l02y8OVxgSHnt/SV%2Bwhr9zKKL9SlnxKW3NY2RHXiAy28uJnqu7b2%2BPr44Jbi3rFWY3%2BdjF1SI2nnVsXHM7N7WormWEVqQb1F3oBw0pmVz%2B4dXf9R4D6XZZ98isPhcLjXFuFeW4TD/RSH%2BzluEQ6Hu7l/JxDlwaFCwM%2BZ7U6faoxXMxL0nRlgAI/2ZkNFBa8s4ttln72Gw/0Sh/sZDveLRa/9/mc/ee8Pv//t66//Gof7zeu4n%2BJwn7z5W6Gg77%2Bv41eNv3ln8r9/7j9BcN83jP4BG%2BlfTXp/9dhYTPoRuYJVWzfQ1dZJK2LnPG7NfSKnxmla03Xd%2BdYe4mwXfoabMkWL78E/i/TZGuOzPWH3zlIXh44923QXd8HLPuhpd9tZL/SkJ3rcAzm%2BEznpDE57Imd2mc94YcddwcHtJg%2B74bN2%2BoLDhvJDcyUBLJ%2BPbRd2Y7ePmu4etATum7u5x3D/gPGpp5Gybbpy2Uj4NzOZrtqgTYZgr9kEX02mkzIzwMi6jQlO0VP38suDoaJ0hBbOSr1RGXKyJvQoL/VqY9z1mpjzbPyjopDjE%2B1FugleH7e8CR9oaU2eooVIioNMTdFz1fcwbsRIxYuKiFw5U8/OrRRxSBBMNRGTuUVd/GpbP1k/xoVt%2BF5WXNBU5U1e%2BLGVb/0Wh8O9hpt/m3/9BIfDvY7D4XC43Q5LRbQYZCAbygugrBjKSVCaB0V40I9X0GPOeG38KQ73xmuLfovD/RyH%2BwUO95843FE/v8//8ObPcbg3cLiNSxYzqit/XKHf6RH84PjCEYAgHby20ZGRhS/%2B1dPh/AYd9hdkzAt3i6LzH1BswfmFEEI4ohiuqqDFRBT4uF%2B9ejZmTq2fP24xm2QD/MFW1iCX2k0nZYXeLk8JGepkyNobxgZ6hgdFeu2MsoNXcfrQ0HFfeN4XnnSBZ9zgyZ3wrJv5mLvtlAs46Wo74Yae8gRndyHHXJBD2/U%2BK5VXHayMO9bGO1NxLo0Hv9Ie90Iv7gZ3jmDXDiG3T1ofXp%2B77jGXuA7WO6LMm/rMB/pHR/SP9hkfBphCT6EZT2XRFwXFV8tTA/vLnkFRLhzEowM5us70icZYVVOSrhsPRYVwtLYq7tpoPw9CaJ0eG6mNRzuTTcywmZoQIztKV//U1PAEbY3kJIcJ6obqUxOtshqTnJH3IrSfNjlIs/HJhm6ytigoRkt7BpmPOsMDUk5vP%2BW85q3XXvsNDvfhr3665t03P/v9f/7pNz/77M1ff/Peh%2BuXL4kPPNSae1NKCZlpz5ztSZ/mxfDLgusSrtckXLq0x8F%2B6RfXzp4Oexi05M9vvfUa7vN33jm9b19uclJuSlJidOS4QgF/vJ4dAwgAC0lcep12gN9XQ6mpKC2pKi0uLS4i5OfTamuGZCK5WEqnUspKCLOzmn8t1SKGYX8LgvPsp9AGFuiGzRBCjXammEC%2BdSXJdfuDtcvvrV8Z6bAhY/XyiP274umULhSx/tWlh6QSs17/w78cGRCTbtwvdvalufq0ee/h%2B%2B7WHHIDp9wtx3bajroip72spz2RE262AzuA/zadx7K5x24m0jkd/ghKOy0I3Kg94AjOeKGnfSyndoGbh%2BDVw8i1PZbQA5bow%2BaUW7pLB6y3j2GBB%2BGlvYbzhzgndqUf2bt/%2B8ZHl/YpGCmWviJMWITwc6GkECqIcDAHDuZDUaGBl0pPvIaPeVxTShpsb%2B4ixc%2ByIm0tYXPUEHNDBNoebeOFw86QGUZ0XVJOXdxDKMrsI4WUhJd3FBnbSmb5dFNr6Rgj4jngPNMU3xTGHYacJ4D%2BgBG8r/ZpwFDBVVV5YNoVj/DA8/W1lJT4uNzox4LKsJmW5M6im135t9rwt1oLH3SSwkbqEqydGTFX3B6e3UMoyIYQdjTQ/V22ZkSF/9UY2jAM%2BRHUAIBiGFCplLVUci4%2Bp7q6uq21fUgqUymn1GrNkFzR2d5cUVogEPRACMUiQUU5yWI2/7tBEM57/a/EnmyEIpqLU9Cyr59uWpfn7Vrv783xcWZvWFXwwbtPf/mrK2//8eqBPUkRwcV0coeoXzGjmjXqzBCFqAWY5kzGOcvYqKq5iZ%2BeWHv0YNTOLY/XrXz48TtXlv7%2B7PZPAk9uSXy84TzNcSd2yhU77gpPu4Jz3sixHejezXDf9inXFcor222Vl2DvA33RrrGTS8yHHNFjrshhV%2BTsLvTmXvT6XnjpuOXGccOdo9hFf3jez3Rgx/ChnfRjXuE%2B25If3ysrrnx45eQ4MwMVkuZ46XNNibrmJGtPjrE9Wdccp2/JUtZHSOqe6fsKxNTE%2BCd3SaTKupJ8VmZwb%2B4dTW2Igf4U8ELRpodYaxjKS%2BXG3R2vCgZdseyUlMY4RXu6sZek7SjRM1MVzLDHsCVsuPDCEP4sbA621l23VF%2BFtCB%2B2qm0W7tIySFm3RyEUCDiR907PclKgjI8HEzD%2BjPhQB4cyIb9qbA/FcqLuTkPTvo5TinH53VBJZefPX6gs61loUc8AChiAwvNLv%2BWRiFEEYRCruru6rTZXiVP/It1WSEVm4w6CGFDA31IJvt/ian/uXyXKTPvF3/fRXahhS%2BEUeEFa5eEuG4lezlxPXawNqwp2WhXuvybjD/89sE7f3r2/nsvfvWLwDVL8xxWFdgtjd62IczDKXLbpocu24NdHUN2bn3m5hhtvzr460%2BCPvv4xVefJ9gtJ3z8XuKH78esWVXw4fux27bUnNjDPLU5huS4FznpCs%2B42E67Iscd0UOO2L5tY77LrMRTaNdjLenEbJ7f7L2NhkNbkbPe4LgnesrXdnG39bo/uHPadv04vHvCfN6Pt8eBcOoE/nHos6C7OUWFrQLZiNpaRybrugugvASIi4ydGSpm7FBtOD3%2BJL8kSFEfoeFE24REqKjGBMXkSmKPQqMYVWWn5yY8uD5eG2mmP0TpD62Nj23NYWhr%2BCz1AWh6Ymh8SIlIaYwd4yapB6uMncS5riJl/Yv7COuJlflAT74qwZ9mRRyiRZ7m5b/Ij3hw/vBeg04DURSgZhSg%2BJhQMTkKivIRUbZVjLcJUoEoCREmwbHS3orgwPN7pYO98yrp7eqIDn4qEvDZDEZ5UVFzY6N6UgUhBhEEon%2BbJxuDEPuOFgfDZibHBvvaUcwGoBGiVojCiRGx1ayDcH5/Beh0WrPZ9ANzEMPmQ7//lL4gP4QghBACbCEEU1FOW/nNU7etHJetTR7OLT7urV4uLW7buetXFv3h13feffPpVx8m2C3D%2B7iy9vp27tvV6ePCdN1eY7eq4JsvMr75Ivvrz/CrlhBXfUNctZRgt65q1TLSl5%2BkeTsxvl2R//n7EV99HO3vSj3h3xrgx/PfEMVw94Jn3K2HncEhJ3DYCRzYNr1/rT7Ob7b4iLX1Hqg5O3VhmfmgI3YpADnlbTniaTvni948AO%2BeAbeODR90rj93iJKDr%2Bf25JU3VjR1js2AISWi0KIDUkUPLQuTloLBIkxYAMUEmyBX3Rxv6c3E%2BBlQnGcREeEQSUhLy69r4mvgtB7mlJB57d3tjWRaSiA/86KJ/Qx2vgAtzwyMewj7kZF6qzEqtTV/SlRlEZAtHWX6rgppV/YzyH2kJp2nPtvHzE%2BUdrcZ55TzDzGHTk6KDIZgYU6aHh8pT30uoSVBRQUqLsAkBVCeD4SZ5ORLT66dGFIo5n8mHuiPfxEyOT62AAoUEQuFVRXlTGYDBAj8ESJE8NKQxzAIIajIS8wMuSoXdM/PLNKetsqkO4KWWjDfLBIDr6Dt%2B4vMx%2BkAQP%2BZEPyrhXgh4KecmHba8mzLBvr6NRWrlxE3b6S5uTS5OLI2r6es%2Brpw3VLi8sXZ61cV7/ftPLS7Y/%2BuFj9Xjp8L19%2BD6%2B7UuHUj1c25aatD/Ya11Z4uHOft9d5uHE9Huu/O%2BuMBbXvcGR7bKAfcGce9WfvdWQF%2Brfu8G8PsjpiOOMMzzuCoCzjubNxnP3VorZlwGvY%2BRppuaF84ac8tsR5xAmd3oxf9rGd3Ied90YsB4FxA71HvqqdBne0CnmiSVMOuY3dJpnSTWuvopG18GjFYYH8LZ7olBwqLMH4uOpBr7suCchImKoT8HFRSjMqIqJhEo5RVtcnaZTNKLcLpEDXyeqdNsEcwXJyVQQg5qakLgrxoI%2BOJjRFoqg2kh6Y1Jo92FWtEdBu/2tZRwFNVRQwRL%2BfdPyxo574cQwjQBVrt4jx8YxVe2tsyKR2A0DynnaovSVU0poIhknWwqKf0eWLg0ezEF0ajaf7c8dGRzIRos0EHIQQARRFkniQaAMBkNhAKC6wWM/xbziz4jsYbQsOsqr0mS83L7WZWQQitBlNjSYy1By9mUxAMAIhiGMAgmEcz9krqDYahKLAB8PdIkP8fyncQfPW18JYS37jmq4KNa2u/%2Bipr1fLszz%2BIWL%2BC4LStfuO68mWLs9esIjo50Xa5Ne72aHbfUu/v2bzlW9K2DWU%2BO9h7PdsP%2B3aePijY5cZc9mW6rxvbY3u90yZKgHfLQe%2B2Pc5Nfu71h3Yxj/jy9nk3H9/N8XGqcnKouLYhaNh7JzznbjvmgZxwn/W3M4X5YNxATfmJ2YIDKO288fEW24EdlhPeyDlvcMwHnPEAZzw4HttyHz7pHBgRDBm7FOZqTj8%2Bvzw2vaiG3TJrQQaE0s4%2BSU8Pv68mAYryUWEWKswwC/Os4kJUUmwV5dlEBVBaKmwoSikgXbx2m06pUpuxAbGyntmuNmEqI9RYIZvDpcTfsNCfWusCsfrLuppbvMRidoKKl6MZbQL9pLnOdOJoSWDKjQPyXhGEEKAABQgAVoiimA0gKFpWkHb3%2BI78p6fSb%2B8b6WFDDNaXFVZlPNGJKln5T6PuXZWJRC/1DwFipZYVj8gGu5sb5B0saJqbD91iCAoBAiHkMpn5mRnIAk/2qzEzgGGotJc3JOZDCCdHpe2kiLm2jB4WAUIo7eYJadGzvPThzmYMQgDQl371/ET4VxC0fudZ/6Plb2RNz9M4mI22/QE5Hts5q78hLP0695MPwj95L9zRvsZpW8P6FeXrlhXar6/c7dly1K/T1bF27dfZa5flfv5Z0rpl2cs%2BSXZYV37Qt%2B14QLeXS8OSxUku28lffxq39LPo999%2B5Lqd6uvUcMAz%2Bszepz7bHvp7ENd8k77046jlS7I3fXKvzdkTnnVGjjmjx13Vvsun7m/WEY5am%2B7A3kdG/J6ZI0tsBxyRC7vAFT/stD885d7uZR9z/gqjQ9Q1qh6ZtAyp0E6lbWAa1DaLCWVU1dRkaVZiSWZaamwkIfbJJCsdigqBEG8dyEcG8IikyCbMhdI8ZXMWiUSMjot4cnpXdUb8yKSewett75OptOicGZs22FQGSC0n96Wfw5i3QcNtA%2BUmN4pECR/vLtLLaDoxTSsozk%2B%2B4trOpEIIIYAogqDo/ByDQQgNWm1Z/D1y5DFOynV6%2BNG6rOfk0mIeq2F6csKoHh3sYDdRKuF8E2kMhRBrbSQXRt1tqUxpIYZ25j%2BiZDxro1fYTCaIAQCQeUsvISq8ic2AEGIAYBiKYQstPmbUSm7%2Bc3rBc6N%2BblIh7S4J1ffk8VnFEMK22lxzT4GAlqGfHocYBCjAAPixnAXsH28Jfnfxv5m4j0EIZYOTns55vm7NX36YsfiL1E/fj960uuSAd/vOrXVrV%2BSsXxVvt/K2%2B6ZbAe4Efz/WuiV5K77M2rKm1H5l8cfvx2zdWO7pxPZ04uxx56z%2BKv2LD8LfeTNw1cr4xR9HujrU7Xau4FZSqZmPq9Ki97jecVifab8me9P6vC8/eJayyhWe9wKn3dGD2zTHVlvwAbD7gZV1V1d40kg4aH66zbp/Ezjhhpzxgpf8VX47M/bupnfwB0ct/SPaAbVlYNrGHTPyxozF9GaZUjs8PF6TFtpX%2BEJamc5KD6%2BKvGTrysMG55fgQnSQAAbybP1EWlVBYm5%2BbNCZqohL3TRSS%2Bcgo0s4OocMT1nHdOi40aa1QIVsujL60hz5Gtb0TFl2h5VQUxsx1ZqrG2Ki/Bpd0s3QrJCH83gAKIAAAwAAgM23PEDNJmVTwRjlfnva6a6My%2Bn39zPp5RBgJo2aTSVPTY52t7HkA93zQ6/TTOKj7grKQyVld6G8pKvwlogS1UFNM2iUGIoBFCAAgxAK%2BP1xcRHzusIwBLz0QaZVKkVjtqo1RdbRpFYpBTXxiJCg4rNm1aPdlCRjW4GYWwMxDCyEfP8uu9vfheD/JToBAOCl2/SjtSM8jmTrhlx3R%2BamtZUfvR/luJG826PZy5HhvrXO2f7Bo0s3K1KfMTPDbh166OdR5%2BXM3rSu1GEl0X5V2dqVha7bGJvs6Ns3NgS4c/zdmB%2B%2B8/R3v77%2B4YfhS75O897K9HLI6adQmzIfyaj5W9ftdHMMXvLl8y/eD33n9/duL9mDnPQBJ9zMBzYbLm5CiMfNJacNJSeQthtQfF8f72Ldtxk96W077oEddS332kEgUoQqIBw2iqeRPg0qUGM9SlPPqKm0hiOfMKg0SH9lrqLg0UTZC3HBs7Lg03J6ApQUIwN5tv5sS382JirglKdXNglTEuJJT06TIq/WV%2BLp3L6eIY1Ei/RNmsQaVDGHDs8CtRFSSwolGWdhQ%2BBgzl12RltrjqGbZGgjzbaVjj%2B6%2BEQ5PAQhhqBgIZz13VYsgBAF3PyoCdoLUdFtMSGI9HSfuJUGzVazcW5AMKCdnTPNzYo62zVTExDCDg6zNidcXhM2WheMDhI6Cm/b%2Bopmxc2oxYQBDANgPlcVsdpehD6dnJiEEGIYCjDUap4zGdQQIEJGvrknuaciVSHmSxiZtoG88XYqj1qobEmb4mSpFQMAQvTVZff/E4b%2BL%2BfIV0//UQiy66X2q/N3bma4bWfs8mTv824P8One5c7z2F778HRoDzFYUBwqr4zhpKZ4bk72c2Xuc%2BPsdm4I8OH6OTdst6vdspG%2BY1vtXi/2Yf8uP2%2Bu3crCNUsL3Z2ou525Hlsz20ryBWWhHUVRUVdPPT0XtMM%2BfuXijI1rcs5tChb7e8HTzsY99toT3xrxh0HzTSh8CAYfaisOqG6vQU64oBe8seNOo3u25gQ9aBBOt45YBUpEPotJppGuUYto2iabtrX3jJRReENKY39NSVvCzV783d6su0254QU5MbN9hai0xDqYC6UFMnpiRjm5qEka8/Am8f7%2B6a5qRjmhhNzEHzGIppE%2Bra1LaekdM/VPmkUzGKdL3pP/zFh9hR0f3EmabM3V9ZbrJlqQ/MiSkrxiCOf3kSwYQDEUvAQhBjFoM5lygq%2BXhR4dqQ6Vk%2B53Z17qrM61ajUoQKeV8rlJBWowWWb1A51tmhkVo6asj5IorHww1Zao68saZ0Zo29LIGSGt7AYAEAwDEMD5zSpCfh69rg4ueMFYV0N5a8nzWaVwStyj68gSVoVT82KnW4sxcREz52lfZSyUFY10EACKzO%2BAgYWcu1cg%2BBdO8d%2BA1z9oXf7RhbihVrbNvnTnlgY3R4b7zsbdbtz9u3q%2BtStf8kV68Lm4OU5RW35wf3WUnJa7x/lxgGd7gBMzwIu726vB353jsZXp7NjotIW%2Bx4W317dzrx/XbeNz5zX3vZ0q9nhw9rpG9lentxGeNKY/nm7MzQkO99xZFODTdiyg9ehOQvUOL3jK1eS/Gk0NgK23ba03dJRz2opzhsYz%2BufbzIedbBd8LEccmXtd6yuZvcPWTqW1bwrpn7H2qS3NI4b%2BSdOkBZkxYcKR6ZKamrbyLElBKB9/ty3lBq8kkcbtpBTGWgaKobhU35ZVSUwv7h5LSMcTQq9x0%2B6qm3Lz09Nzyxg9Y0bJHBTOIN1TSPuYeVALeqYAV2Euzs8nPr5Wk0LpLJsVVNhaCTop3fzKx2AeAAAgAElEQVTs%2BguhgA%2B/9wfAd/uZAAAMQItRP0DPYKecGSi6oay%2B35t5sokQOzWu0KnGu8lJvVUJxqlxCOGoVJgSHdbGJMtqY0epT%2BfaUuaaE/S8VEFlcB85rLEKb7XOe8EAxawQwu62jsK8bPiSfY1TkqFmxnZVx2lkQm1X%2BQwvhZ50w9RTAsQEg5CAiYrnWnNG%2BxgQQtRoNhsNEAII0Hlz8PtkgB%2BXf5xp%2BKMQpFMkiz%2BO/XZ1ubcz19O1yc%2B1cfu3JUu%2ByvzWrmDPtqtTHIKgIrqbFK9pKww8ddd9G3WvF89jJ8l/x2P/Hc/dHcmOm1jb1tX5bGUH7Gpx2ZSZ/iC4LiXSYU24o0Pp9b23x%2BgZ8rp0XsEzOTXlyt67u5yp%2B7zZBzwb97tQ7q0%2BYD3qZfRfagh31mb7T%2BP9jfUXoTTCyrs6F7vDcngLdna34ahP0eUz7TJV67ClX2UemEI6VKZBjVU8gyqNYEJvm7NCwYAkKzVWVpvTnXyjNf48J%2Bo8NyeiVabPLKVUZT2CCmpZenBjjzg%2Bsyjiyv729CA1M6u5ICydWJNW1tCp0AmnEeE02jOJdk%2BCvilbh9LCnbDGZNfin5e1Eie7iTMDFQY508rJkzy89cJms0BoW1ARWFAXhC9rPBDraFPOcMXtofK701UPRkuu9FYl6jSqkV6Wpj1FXButU01ZLMba/LDUB8ckzNxResQY/bmpPVXLjJppSpKRg5Wc1G5m5cIFIQYgAiFUTSoLcjIgWAhSD/V39lRGaNsy2HkxI03FUEZC%2BIWIkIAOFmODJVBK7C2LHBO29rYxuKR0VnGMTNA2735/bzb8i0qifnQhLi/p%2BuazpDXLidu%2BrfHz4Oz1Zq9div/q09QNayICjwZyc56N16XxidHKuuS6%2BBDndS/8PTs9tsS0F2ZmP3yydnn8im9Ibg61R/24h/y5B91KxGSirpkQsD1y1dePKpKiTW0FI7VJjem3%2Bipjr%2B4%2Bf8KddMiL6etE2bAs2/7PBwcDdiKnN5gjdiG0i3DggY1zZY5yxlB1zJjuajm0Dp7zHd7rWh4bxx2bG5xGxTNo/yQq1IDBafOEFhmbsaq1iM6EiaXDFfhkLRsvz73bm3ixLeZUQ9rjPAafPGSNTs9MjnhQSOU2D05XpcU1J14VEYJ0zVm0sqK6rpH4wkqR0tQ3bupTGQfVyMAUxhk1tIzbuibRMoaooZgvp5t4WeNdRbMjTUjcrbzKMgqEEH4XyH013wibD72hImqahvl0hhEyWnTXxnreir8zNyobZBaPs0P4dcnABsdGhroqQvVtSbT4U8r6cFVzkqEzQ82KHa2Pnm6K76nJ0ShH4Utsz9ePWS2m4sJcm9kMIEAxFAOAW0NQc5Ja8%2B6x8p7CkSpMVowMFqPiUighmfh5xOcX6rJCJOwUOEaZ4KZVF2dBDHz/xPzr6CR%2BFIIVFf1ffpzksIHiYEfyc2Pt9ebYrSr48oOErz98wiXQugkhfYUhoqr4vqJniqqYwy7XnLcyDrjF6JvL8x49%2BfPbgauWFWxeS7Bfm%2B/vxdrjRKqKjYEK%2Bu2DN7escBvn5E3VJ3UVPh6iJrLTgzpLEk66hbo6VG1YmbV1Q9G2JU%2BzNzkiL7wg9Zq57IS25Jim9JCt9TqU3LMUeJlPbgJXDvIPezUUlYm1mGQG6VdZRRq0b9LaO2FSqE0zRkxvQacMqMYGa4mZMuJjGz16ri5sovheb0lkdG4VfRKm03r9LtxnD1kbOiTCmsyJ6mh50YM5TjarkU6k8XKquSN6IJoGvSqzXGMRq22tkwh7DB2chZQWaX4KY7Id7SrW9BTre6tnAs8%2B0c/NzI8YQG3feXkL8nLtElAzZ7kvDM2hGnoIaEscrnwo5lDrs58JKgMHm0ohhPpZHb82WUJ%2Bwkw7r2mIsfbi5TVPp5sTtC3Jk80ZXRwqhABDbSiKvFwQMQy1EXJzTAYjhCiG2SCEhpnpvuoEVFyi6y80DxQCUSEcqsYkxYio0CoqG2WlmntzpjhJzOzHxMRgmVgE/w0yteDfgWByfNPbv3u2bhXRwa7c36PF373FcVO5/fJcu6U5CY9JKkZOT%2BEzKSVWQY7WczPvHzyyzS7z2r5YwK%2BJvRX%2B9h%2BCPvsw2X5tgd3KPMf1pT6OFaEXn8DRurgbB8vj71k68Wp63Hh90gyXUPn8kqI256DH8xVfJnluqdi6KmfdV6mnlxwbP%2B%2BoifLXZe8D7EAoeWLqvKam7psrcLdc2gbO7%2B%2B%2BfJTfIRhSw/4Jc8uIvm/C0jeDdo/MicY0E1rTrAWZNGAzZkwiFnfmPEWbEmwt8YATLS1%2Bdu9hMG3EFlHaElbU2DkDm9oFkvJYHTt9mhqrqs8sys6qbGpnibWCCQt/AuEN24RqhD9uah%2BzscbM7WpL4%2BB0RlJ9b/WUuMasaLQSY1n45IViDggBBn4AwZcTYmdt1kxzvLU9AemIRLuSbF2pjOwQTv59WU2YpJ0FIURRWw8lY4QROcmJH6FFDlTcm%2BbEmnsybYKcLnKScVaJoRYM2ACKAAAwgEGI2azm4oI8i9kyH1qGEJpM06XpEZOteCgvnmlJ6Sc%2BVNTGDlQHz3ZmQHE5HKluzrlfHP2kprRYOTEOf5AM/6%2BSH7UF9/ulvPO7Z599lOC8mR7gyfN14ez3aT/q137q0MB%2Bj3xZVXVf0bPWrIfi0kikEz9Gz/HfdufJsaewj3Jpf/gHf4r44pOMjz%2BM%2BOTdaGf7aj83xnn/x/LqxOq4C1BeBQcrFNR4JSu7KeuhtDq2Jj7abXPilnXFm5Zkbl6WvWVdie%2BGxPqrJ2DjLRvrnJF2SVN4crriMNJ3Ees6M3vbARz2aLpyUjKmFmnAwAzWPm7lKXSCaZQnVVfXN8snNHM2TK0H0wZsyggbM6MszGikLRbyIjXkZ88fP6iR6OLJ3UVtE6xxpJ3Xpm3IhPwyyCf1EcKbGlhKMxRPmYUqU7NcxxTq5Fog1Vh7VIA5YmFNmCkDsynJ7M7Sid5SraDO8OJOahunCS6015inZX5Vnd/zFfawyqeZobAnycYLBe0vAD9pqCpEzYqQVId1NzVACAGwCupyxlnRqKwISIpnO%2BInGyJQfpa0NkTURocQAzajzWbCAArAQtzHZrVWlBRZLZb5pV8xNFJOKG6pLlWxE6AwH0pLxxmRHZmB%2BvZcKCNDeTEj/Sa1INNqtszfG1gIaP%2B7zoJzWrOXU%2BZXnyRv/rbqgF/vPh%2Bu107qfp/mI3s6ju3t83VuzHmI13GyiEHHdNxc2IOH8qqkwCvpt87pmDluG%2B9tWFWycW3FiiXpa5flBrg2uW6jHna/p6QnGzvzjB05iKDYOlg5RE9syb6jaSUedr3pu42814PtuaV8rwvtsH%2BT247qG87ntPG79Wl79KUnQHsglAfZ%2Bi6ZKXunQ3eiVw403bsjHNN3jFr6VDa%2BBvarrQKVjT0wmpJD1JgxtQGZM4BZEzY6B9qo1br6CLQ5HGE/B%2BzwzOjgmgFtMrUvr3OyXmYSMGnG5gJDayHoIzRl32eym8Y0UDltEqkMzVKNYMQ4qrFJZix9KrReZm3RgrJ%2BdUZOC79mfIiFtpQqn955btTp5jvgz9f4v3RPF%2BQ7L3J6RNJHvA17o83Nwera21hvAtIcgXTEympCZYJ2CKFeoxRUx5n6MoGsCB0iYLICpD/X0BrdXRpq1KpQgNisJgwgAEUwACDAMIAhVhupKNts1M9v7BfmVpwKCMqNSpPVRUNJITpYBEWFUFRu6kiTVQRHXvP3dNqimpqCEGIA%2B7eqhP/bEBwcUDtvztvt2eLn2bbLjbN6afoXH4V/uzo3YBf92D7uUf%2B%2BE7vSJhj5Snqqta0QduVDEVHVlNFb%2BHC0Is553VVXxzpvJ5aHY81ud7bPjgbHDaV3jjwGrcmW5tSRynBMRIJyKugphVJafnDo8s%2BeOK8vdXUgOm0scrTLP%2BDDOODNOrIplvf4GGy5BfsfWgfumlouz1EPWFtPzmXuMl/Y1fAgaHDU0D1h6Z%2B0dk/ahg1QOoex%2Bobqm7uVs9bxWYvOCFSzFpUJ43f3jpMjME6UrSkadiXVZoZEFdILu6dpI0h91zC/At%2BW81heGYMNlHYSn5UUZI4qLeNa2D9m6BSr5RNm2YRJPmWVqUGj3NqotPTMYfjiRm75wEwPpBe0ZaekQQhRFMEwBEPmIfjquvZdrjwGULS/IU/Pe4H2xsir7s9xY0BXNBSlS6jBcnEXhHBS2qXipkI5YYIbq%2BlJxqQEICo0dcTK2ASAWG02M4pYIQTYPBEqCjCAITZrQU6qfk4DMajTzAVejk18yLt1Cp9w5%2BkoI0PTmqblJk%2Bz0hpSgh4eO7hjrXPEi1Tsu5T%2Bfxf4QfhDCM4HiUoJfd8uz/dyYTttoy/7KnXpl4n2doTlS7J2bi08sY%2B5z7fLaWNB0q0QqKCOVz3nFz1C%2BSSspwR252nZGad9g1y2le92YfvuoO9yadjtxnWyK0q48QTrx49RwxSkF5BPAANVUFw9zCR62Z93WJO3cXXO2sUJLluK7Zen%2B2ynHPFi73Otib1ww1J9fI50TEe7bOE/hMNBcOSaibTbcGI78fplvnJ22ACEKkuv0iSdsUi0Nv64rk8yPqlDhzXWCY1pWmdRmYB4eEJckQR5yaAtFbalyqsighMzknlqxjik1dFk5KS6uBvTjZlQWDVOyyyNvN9EqxscVqvUJqF0UqFBRzRApkEZMhNDYeFNGvkzoKK2n0cRjfcac54X8hpYEGIoCjCAYqht3iJ7tbYQQSzKsWGAWCGEcn6zkPQASjNVDaFC0nVTeyQcSO0nh2inJjEIZR2Vlv4cqCBOd6SPNERAKRGTEm38LBW/CQMoADYAEPhK9fB8YkJuZqZaNQkhLCusuX48qzhmrDR1IjGIGX87PfNBZEZgcOzV8OcXCgJPZV89ETIzqZm/MeyvDYZ/seB%2BcDcYhPDJfcbmdeVuO5gO9lVrV%2BV89H7Y15%2Bnv/tWpMPavN0eDd6uTd4ejH07IjoLkqEgX1r%2BqBt/H%2BkggY5s2F/w9EKktzPZZSPVeyvdw5G%2By6Vp51pC2v0wKC8ztWfNsjOR7gJMVGrqK7hz1M3x29s7NhSs%2Biphpz1py9pCpw3F%2Bz0bDng37nbn%2BC27KI7Zi7ZfgcNPMGWEiXtFRXI1E/fozrkXBd7vGpsd1YBhLRiaA4PTNv6EcUBp4naJp/ToqB4b1yNaCzauR4bVekkt0cpJBe3psDlljhoem5X1nKOtl1no5QVqDr6/5PkkMxsTUCztZYqqpNaKNAoxk5AWHxMTV1hO6eAPClX6apG%2BTY3yJtCWYbSc1seq6FO0zqWHZquGxyCGAhSDAGA2MwToy/GDEEKzQV%2Bclxn5PEQ9NqYaGqRmPhEWBaG9qaAv3toVjvUmGNpieqjpEIUAYAJWnnUwF5EVIVKChBI825GKSQm69lRlXyMEKEQQCGyIQTc7qZqaUKomJ00GA4SwEJ87OT5uNRnuX4mNvt9WGj9WEiMuTxovTRgvix8iRg6FX%2B%2B8fZxxbFcktbwRQgjBfFoDeFkf9Op8%2BMOKp3%2BSfNfW6HsgIjZw6mi18%2BY6L2f20X0DOzZTl3%2Bd8vlHiXYrCZ47yJvWE7/6JN5uXf6aJRmHdp6dbcmBgvzB/MctiTfMrYmgveiMT4TT5krfnU17XFm%2Bbkxv50aXb8lX9sZNNubDwTw4UAn6K6C4aISRmBt03t/t1jH/Mret6euXR29albHPnX7Sn%2BnnRLZfUbj0nXO0pydA83UT87ym/spc9SlEcMlWf1Kwb3P%2B46cKExRrUMmMpW9CJ9SAnglz17COVMebnEOVeqA02MbmkAk9xhfJ84NvGzjZsCMNdqe15dwPzy591jBBE2koBRmmzhJbD9HGr0QGq%2BFAJcqvwCQNpgE6rzwtN/pRcsiTgqLSey%2BiCyi8ut6xBrmBOY4V1ffWEjt7yUNV%2BVUYAABBgM0GAYK9Uj0DUAu/v7uNye5uYvQ2MwnxwY1pt7QtibNNkdrGUEyQCAcT0Z7Y9oL748JuDEKIYb2NZbqBIjhehcgLrQP51oEiZDDX3Jk8RE9tLMmZkoqVUrGgmcPncEYGB7Vq1cjgAGq11NVUS0QCUZ/oybXCkrhpYpyiMEZaljRWmaisSlZlPxt9fqX/oHvqjfMhVpMVQhRC5Dtdv8wRfDVhAWB/NSH9SB7N/3MIvvpvGIRwVKF1tM/ydWk6uJt3aHd7gFfzPp8OPzfO3t0sb1fKn357781fP1yzNOOLDx77b/GXlUfA/lysO0vXkgrFReTwZys/D1zxTcrGlbkHvFp8XTheOxt9dzS6rMs55PyUmZo%2Bx85EuguNnWlQRJqi4X22XnbblhngmRf6pO7Zw%2BqDPrlXT9Dslqfu3Fz%2B%2BXv3Q3bvM%2BXus9adx4ShqOCOhuqjIx9rOulISk2U6NChaduYDsi1iEhtE00jYrUltaBKodTpjNi0CarNUKPRkfMS%2B8npUFgBB0tlNbHxLx7XCDSJrVO0EVtVUdYsLxcONWD9JXCgHBNRgKzBIm7E5Fw42WqSMlh5iW3NHdTmrrxyOrlFTGgRU6VGEldRSWhvLuttrGqAEAIEgRBqJ5W06orI58GpSfH1VAq5ktDCYdqsNnlfFyHqGjP7qq03HkqSDb1Rtu4I2Bs%2Bw43gEkMkHfUQojYUQRAwNSJrrkxSdhWAYRImK0akBKs0Bx3Ew0FST3kIKTmkl8ejlZPUCqmMzzdpZsw6jVGv7%2BnqYDNpxdn06HvcwuhRYtxQYZSCkjFJzZooipQ9OM65cZDp63Svs70TwnkmX%2BRlABrDMICh2Hd2w48Wiv/j5VUILmRND/Jndm4k%2Bjgzj%2B3tPHmge58X5%2BAu7qWjfecOtfg41axZnvvZ51HrV8dvWXmKlhhsbc8xs%2BJtnSlQWlgfd9vha/%2BVSyJdd5A/%2BfMTl41knx2NO7dQNqwoWvVF2oaV%2BF3b04JPXpRUhGia0mE/sTHjheP6x872dV9/GLHFLurQ7ozjAemPrjNO7KtY9lnUu394etzpCMK9CXru6JquTlXuMfL2wdEnxDPbGZR6uRaMz9gmdIhcYxuaRSUzlsEpc0hCNqdzsKNPUUmlNzfWt5YkSSvi4HAT0ps/1ZBcEPYgOZvEESqpUhN5YDYiLrkwMYxZlCilZ9h6SZiMisrZqIKNyRttEjI20axtrarKTpHMmBltYsGYgTeKUsW6kjZFWGR5RVZDf2vX/MBNDClinj4Nf/SgICd9gN8r7OxUK0fnvxrpb5aQn0FxFipIQPqiYX%2BstStKUHG3l5rZ39IKIQTAgqCIDUEhhNOToy01OZNtWXC8AhXnoLJcREbEZERdRxKrMAwDYFQyqBjoEvX2KgR8YDMDFNVqpmPCo%2B5fyMe/GC6MlpMSR4kxI1Vpyqr08bCrLed9ax1XRMVH5MPvtlUgfBk8AhBDMBSdn/8gRP7Kl39V/tGBm1chOF8%2BArt4E5vX5btuoZ07Kjy8m3f%2BGCsipC0lUhh6t83HKdXDvXSzQ%2BzqJTfO%2Bu5V10UhLanWliQoJPQQH636YN0Hb1/79RsXVy9P%2BuKj5y4bqd6O1PXL8Su/Tv3ms6hln8R%2Ba5fvu/3eCD0bDjXa2srO7blstyJ2x0b64g%2BTVy5OW/pJzH6forgXjJtna1d8nWS3LGf/5uuKgjM29nFz13kovwOnb6NtF8sC9/SJx0amwOQcOqSxyTW2bsU0oa4lNCU/JDEnIbcsJCI68sqe1sxH%2Bg4S7CaATiLoLadHXe5sINd1KkrqWqUGSBNOkxr722WTZAY3t7A4N%2BG5vC4dSqqBsBwZrLbK6ehoCyagk3MTBiamWwamG7tGeWNmjtJKERpCE6vSY3MnZMMQwtnp6YzYuGYaTSHkoxYDhFCvnQFW63yURq8ZnmDHQX4yOpACRZmTjMj2kqgRQafNYJyZmEBsNoV80GayYhADEEAIEYuJzy4d5qbputOgrBiVEjBpvrotqb0mFUKoVU1K%2BtsQi6WHy7FajPNxoLvXgkOvMfLCRwgxwzXZWmqOipo9VZY8/uxC2xG3Sj/n%2BzPTM3ChHMT6lzizYsCKoRi20B8Ixf7WHvE/IXD4EoIYhsF5lkNYkt/2/h/vOznU%2Bro33bneHB/VffZg85m9rKsnc7fZn3zznUMrV0Qc8W%2B4dfAW0poJ27NsPRlQUBx08Pif/3zy4/eef/5h8Ecf3HFYX%2BjjxHHdQt60uvCDtx%2BtXpL0zcfRq5fh/dxyiQlJ4vrMByfPOm546O5U4uVEX78qY%2BmXcTs2Ul02Vzy9y3h0rWO3J3u/Z6uX/fPGxNNQfhfKn%2BiFN6Ya9uuTfNiBp3slGtUcnJizDIzr2waVTb1yfFl9bjljRGeVqQwp4UEjDUlQWo/2V9maMmFzpqIysjIpaGh8qo4/9aKYWSedqZOo85m9Qzo4YoID07CmRZAcHzvUVAjHWNgYC1Ww4Xj7bEdlZVGOdMbcJ53tkKhbRm2NClPjGJpQ0hQWHIdaLBhAJ4aHJxRD7Rz2qEwyv5IAmxVYLRg2H6UB4qZCU18KlOMHyOG8ymyNcgxCiJgthlk1YjOpJ8cx2/ymLzKva6vJJOpi99amWoWFUFoI5cXjTQmidiqEUDulHBL1QQgRkwkABMNQCG1PbsdmhggrU9Wk%2BLHq9KnanClqtio3bPSSP2v9l7ep1cy/wBOAJgOinTHMqAwmw/eAA2A%2BhxT5rm7uHw27V%2BVl7cgrxsDdqwV/euvGl59HLVmccPYY29e5brcTPSK4/vLF6O32z9euzHLZydhiT3HbGE6NC4HCfCjM7cx5tH3VlW/tSj/%2Bc9gH7zxZtSTVx5Xttr3ebRtl6ScJ65dlbFyVt24p3s%2BVdfJgy51LxVuW7nN2eOSyOWOrXbbDmsIdG8s9HOv3eLC8nMiHdjGP%2BHJcNzf4unZsWRNCfnIUYZ%2BZIO2ebjimo53WntnUceuKcMKk1IOhaRNPNtWv1HMGRqgt/FEdHNJDZudgdeYLOEJH5U3WnlIrO9tcF0UJO81rqBzSgQ6lhSGfq2yTh%2BZQKronuiet0mmTYsrcq4S1/VOZycmanko4zkTkTXCyS91DZVJrp3RgWG3hK83NI%2BbWCStbaU2l8KKjkyCEAEVtFiuGoRaTEUI4X9yLmAyoxbKwgwHh1NCgqD6xOvUGm1wMbDY4H1YGELVaMYAunAVQiKEQgwDD5rsoz4wODNZEQWkhHKkQ1SVqJ0cghMpRxdToKJwPhQMIIcSA%2Bc6lxwkP2gojhwnRw%2BT0iZrsyco09fOrfTtXxd28EDevUKsJ4bJEz%2B6XnjtCPOSb7%2Bec7euEP%2BCT/%2BBWaR2lR6sx/Bg4/jkt5P5iFpx3R4Kuk957J%2BjTj2NXLs3ycqp32VSZmdQZ8bxym0P2mmW5W9aVr1lS/N5bUY4OFI9v73Tgo6C4%2BILn1uVfXXJ2oG5dX%2BHsQHV2qHNyqHFzrNvj0eKwumz5p%2BmO3xIOevMO%2B7b4e3ICL7RtXffwkzevL/kwdPva4iWfxi/9POqQX9uWDUUOG7LXLMm0/7bYeRt9xRL8sg/PVV/yQxpOW4Zvgb4bs5fttS5rup89lk%2BZ1HPI%2BBw6roeC8VlKc%2B/InGV8FlVo4cCYtrE0FUpqMUkDOkhGRXVNKffqiJmCCePgFNqvtLaMovQBVTKZxx62tIxb%2BErb4KRVqEIHZiGTr8hLeGESkLFRHpzu62OQBJ09BiM6rkO7xs0NMl27ysoYscaWN%2BHxeX81jigKUIBhENrMBo1yAgIMQoBBBGKwhUJMjw8HCAoXcgohhmJWixlFAQYhAhAURRZoJheUjpp10xVpYcK6aGV7zmALBQMYhqJifo/VaJrPjMUAgBAA1HjvypO4u9yS2MmqFFVD0RSjSJ0VIjvhU%2B1od18iGIIQNtIEB3wT132VsO6LAodlRIfVpC3rK3duqNm6otR%2BSeGaryJdt9%2BlVjf2dXe3clrbmzv5XcLeDoFCJp%2Bv3/sLeZmA9nLvESzky0J0oQH7vHEwT5gM5%2Bth/rsQnF8LFgyFx3fKfvXG2cWfZ3m5sX3dGs8cakyOaj/gTfZwYq1eVrRmeaHjZqrDeoqfR5ePK3PrstMhl64v/9xuyeLATWtJDnbFOzeVO28mu22r9XCsdd1a6%2BXUsH9X26E9nL1ebH8v1gHfjrOHOoPvNrhvC/nwzduOdkUrPk9wsMvwdaOtWZy05puUT9%2BPWrck09WBvPSLZMdlF8QVN%2BHgNVv71dlrm62eK2e91zMeBw1rLXoLmJgFw1q0b3RWNmudNKJTOlSpx0YMCK2aOMXOg5I6OMLgEaOrCvNaxUruiJk/be2eMNQNmRuGrHwNFE6ZOseMHWO2jiHjkNbWOm5qmgDFlY315QXocKNFSKOU5I2rddM6q1qHCCYtdIWladTaqkSza9vzCorgywY8GAAYiunndDaLFWIQAmRsaBAx28ZGhxHECiGQCgc0CwbZd2kuALFZAIpCDGAYYrNZsIWS3vkyJATDMH5rW8KjS7zaXJtZDyGUCoQTCtnCXIEt1LxZTcbHV5NSgnqKo0Yo6Sp6/gwtV50cJDriW0DKb0CtMDa8xn5F%2BKYVpY4bWM72PDf7Jmf7BmeHhm3rSKu/Cvnqo7MOa697Oj54dAMf/6w4NbQKH1tLTP4/tL1lVJxn1/dNm7apN02bpNHG3V0gQBIsJIRA3Js0aePuRoBAcHf3wZnBZZBxd3fBgjszc8rxfCDpdd2X3s/zrvdYsxYsPgwD5%2B/cex/7%2BO//ScqNaol5WxDtl5YWl6HTKP/65P8aQWQCQWhCvoMAFJ1I7AAAFP7f5PSPLqt/J%2BFOi2PMmem9e1fVcU/KH2f5Ny8KznuSzx/hXz4n2bIOs2trybpVmM1ryzwPMnbvxE%2Bf5T9t6rl5cz12bo223VqyeG7okrmBG1Yk7ttVfnBfnZMt7vRh8sWTrFPuZDenKjenQnenDGf72N9OYYXyEwgAACAASURBVIrzxTcuZy2d422zKf2EO95mU%2B72VbH229O2b8h031O5d1Ppli3pF3ddNMacHC061nXfBjq6FRy3Hj60g%2Bj9Wt4z1tcPd/Wjqh6zYsAs7jar%2BqD2YXPbwEjbIKRQaklZ/kBWpikNq8tL4rUN4pUWZivEfQ9RjaPcXhOjdVzaC2t6YUUXEHebacZBdb9J02dhaMfSK8iVLXQDu5aLS6ioa9ANAX2vuWcE0fQh9ephaoeZ2oZm1zIKCksBABPzSX%2Bd2CIQPNH07e1sH%2B7t7WzvACjoatd0Gv6S%2Bv0lJEQQ2PJBZo1AoyNDMGz5W5CZuMowaFVIOYSGwfZ2rVzCYVAnRpQQYP7LUsaoan15IxkTrsUmtOGSOrKCjKl%2Beq9r1LP216Kunju9zWXVFBvrhWf2Lr9lt/js/kUnnecesP/ZfvcMN5ddty%2BeD4wLLaNW6UVNiKgFiJqAGI8IGsZFjbCsGXBrIHLpePDz0hPuvxkM%2Bn8BzkRvEfydKdIH9w30r2D44c/4WxvyX1eZVn9ZGaHgg1FJDVa0dkWUzY7KY4dJl05yrpySXT4tuXxOcuOSztOVbL2tfPOG0v1OlFPHRAec6dOnhzjsTrl0oshhW479xvxNK5K2rsnYtDp5/bJUN4fqowdaLp/kHD9Y6uLoe%2BDoqesPD/sEu/lEOF57tuvEBYf0lKyQgFpHu0wn67Jdq7MdrfN3bkncvDrM2T5j1cr4pb8%2B93W8ZHh9RJZ4inlys9R5dZ/bpj6HdRV3rpFVfYZeVNdv0gyaNAOQqhfS9FraxyDt4HjrCBAKpbSCgDFiQlNqKE/dye0GBC1E7kRrdeZq1YiixyTpGVcOQLIei7TLrOgf53WZRZ1Qax/As7WpdSTtCGwwdmLyMDSJsXMUGHotyn4LrwuqVY5h5SPNrVB0Vm1cRAIAAEY%2BrA9y6Y8xwDQ62P/eiMKImC8w6mUfo9vHC4Ci42OjkNkE4ImbHx4fH4Uspg/JCMAAnTDlQAAA9RUV1ZhsGZuFohAAAEVQCEAwioz0DcLjY8UZNUGPa8tTOssS2/IjjZiI7pS3ustufie3rfVYOcv%2Bc6sz0ydfXTrrzJwfntuvi3TbXPnQs%2BntxZAjNqnPvWllYhVpTEUCnAoTr8LCqUSaC0ZpuBFBLcyrHmOVDxMLRyVN4PGV9NxsDPgoffxbrxoFAMAogJGJMvbjj6HxIQBDAEE%2B6IfQvyH4j/fh3yH44S1RMJGLEZWs12Zb7M5NmKOHqFfOCs8fFV67JLtyUXT5jOjP38S/nRWfPy07c0J%2B6bzq%2BCHWUVfM9UvY/buKbDZm/zrL/5dpbxbOC91jnT99ynO7bfmHHWr22t2%2B9cw1o/pAi/Ikv%2B2suP2wpNuN3upUTN70/N2i1PgHhCrJqSNpa9Y9%2BWWhy8o9dtaXdjr9sXv13v1rF2y9ZWOdG/CiJCOKWlpQHvQu2mFNvvXMgEM7eGKlcRjlvR%2BV9ZnUvWZDL6TvNRuGLYo%2BWGIcbM6L7m%2BMqIx%2BSqBxxUOAZRhltpkqVYMF8rG6VpjbYRJ0mzjdcLN6QNZnUfSa%2Be1jbCOk7gbFjQwcWynvB7ohpJzESy8uJwrV8m4TTTvAaDeVyEYzRaNV6vHQ%2BIaXD3zMo0MfThgmXLdRFAHoX5NppYXZeenpGpUSAPgfx4IQ9H1nu8U03tneLpGIEAQyjY9NWJOhAEWAGUVgFIUQYEYBkIkloW%2BemHo7LeYRs3kIsYzCEAwAAGZzI67u0ZXwvHAjLqknO0STHWzEhHe8uVb66PSfLek%2Blcm%2Bd3fO994869rC7wr/dDExUnvqoyFBKejCA3WJoSGWmhVcm5Bel07mVvVJ8RZhHUQsHmGWI/xqwK1EqEXj%2BOx%2BTjXwvl2dEJPyPxBEATJh/oIiKGpGgRmeOJkEiIGLZ1fl9nd2fAj1f9UqAJjGTUa9YUJP%2BQ8M/k2mgAIEAAgAi8WMXrtUvGNtnsveOtudWBf7Oif7mhOe3D/Oqq6ck54/w3LcU%2B%2Byt9lmC%2B6kZ36QT6PLvkxH66ota9KWLY5cuzRuw4rY9SsTZv7ob7sld9PG00FJjoL3Z6W957mtx9naE5K2k8L2g5w2V1qrNaPd%2Bk3Cgqchpy/7Hd7z7BfPxF/O5M8%2BVzL9Qtn0Y%2Bkz7A5PvuK0ZXRk9K9PGHDJteDEEi/rXwrSMvQjQPEelndbNH0WVa9ZMWjRjqDtQ6C5uoKTcr%2B1LrWoILecJmF2ojT9KLfTVCkdLhQN49st1PZx6bBF1AuJemH1CCrvNGn7zYJui2YIraNySolyRS8Q9ZiUQ6CZpQzNLJOPoiSDpUo5Qu8GhHaQQ9Rg8sUhLxLYBDKYOPWfGK6EIRi2AACGBodvXrvt9eJpf18vAOjI8NDfdxsmmDWPjQ0P9A3097e3t6IojFjMFvP4RDRFUXhCf4p%2BfMhXZUFOQWYyAlsQZBxYRoEJMg/0Espb7p%2BPT/Dhpvlp88KM6f6KFG9d1FP%2BZbcHj857JL/%2BXVIVZ2hJ0FZE0RKfWoSFoKOqn5bJz/cX1QaDjgrQWgQMFRYpjl2ahEvI5eN75QTAr7awKswMHEwtGm/I6icUQOxq8ORaJq60Anw4Tpmo1/7mPTSh%2B5q476TsFnVTjJyQo5FLAADm0aH3Bi1iNqMT%2BQFB6FRaf3//v0Tw78UXH77UlYutN6Tu3o5z2FvjfrDFeht29ZL0307Irl5UuzhUr1iStG0d5tzxOq8ntc7WaXttKo/ub3LYlrtiYfjyeWEr54fPnf5u%2B7qM7dtuByW7Snous3SnebqzTPURfocnr/MQv8OF/35/KcPuUcyy037LDob96pb587Gyqaew3x0t%2BNY9%2B%2BvjRd//Xjnb%2BdZ0B9t1scF%2B5bmYotzkiHevDthsObJ1ntvq6feuXhEZBxRdsL4X7hyGNQNmbhcs6EF7R9Hc%2BPD84Efdre21BHYtRcDvBuJOs7LPQtf0EmTt9ZI2snFEMQS0g4iiy9zWb5G0j2j7LYrusXYTECrbErJwbHWntA9it42ll9Nz69mUDrhYMV7finJbQTVDm1/JkZJNhFxNWnTeh/8XZAGQZUKjMDZi8veKcdh57u71uxOZpaOtdWRgYi/yAUEERgCKjI8MT7SCURgaHxmCzGP/6oQM6etoy4iLfvXsTl5WelZ6WnZyckFSeHLw3ZSQzOS34sQ3usinytiXqlQfTZa/0v9OwrvbvzOLAtoo6aiyAuixoLUBdNQaW2IImS8QYzWsr5RWhw/w8iB1PqQvBrpqYKzp5BbVppVyKwf5dYCKNZGKLaRiE6FwlFMN0kJYrx%2BHjo%2BN/q3sQxCAmAEw973XQWOjAPnwKDKdlM8ojTIpqxtx2ZDF0t2mEbfkcyuSRBQ8AB8qPKVCqVap/xuCH3I6ApvBpZP5G5YX7dxRtHlz%2BpKFcTNn%2BJw7wb58Trx5TdGOTTkO9kn3b9ft25m6c12uxwHiOU/iyQM1m1cnLJsfumltvKtjue3OpEs33ETd5yWdF/ntp2S9J8Xv3et4TjmVNq/851%2B9NnPd%2Bkm/zLNasPbrReu/2nXyx213p%2BwJm3qibMaRwqmnsuZtvzHF1mXJBQ%2B7k86bj9rvcN2x%2BpjDhrOHrN33rDnpvPWA/c7I6PhuMzD0gfcD4z1jY8KOYUa7maobIfINGFxLeSO9ANeMJwvVfUhrP6zqsUh7ILqsDVtHi8stY4hUXWa43YT0jqPtI6hhECi6LNqe8b4RlK9oK23hEMWdTNV7v9QCknaU3AGqVHBmJS3Q%2B2nSm9/zA18RknMI8fl%2Bv58vz4of6R8Y7Ovu7%2Bs0KvR1eXmvL%2B8P//NooU/0vg072vRGAMBQfz%2B5sQWGJio55C8xCjQ%2BiiKW4cHBns6uztb3vV39kAUdGR5tqG/G4ykpyXmJsYl56Qlp8TE0EhEAdKCn931rR2e7gdMSWpO5vlcWoGc3UqukDRhVc5GRXCKQ4allMS%2B6WZmwsmREmAs0JWZN0ZgeZ9EUmUWFzSmPazKegt7mcXnRML8AMeAgXRFiKIX0JaC1podTVpWczakaJGEhGg5llAFaGUgJpt696m3UfdhLfZjeQxEUgSmVucTCQF5zIQxZAAC9HW012QFmWZEIX9Db0angMzj1KXBbfT%2B/lNFQ%2BheC79vb2UzmP91m/164z%2BO07bVJmfljwKZ1GcuWxG3eiLlwUnTqMHXtCt8bV8svnSvbvjbGbkvx5lUZKxeFHnKqcN5dYb%2B16Khr/Sl3wuH9zatXX08s9lSO/ibquFDD9IzO2H3j%2Bjz7Hd8snfb5wq8mrfn2y12zf1k/9ac9C37FvLpIzXmdHvLH8YsrHL1/tL370zqnHx0cVlw/ceDa4T03Tjj8dmj30T3rjzpsPOG85bTrjlMu2445bbfbsd7P36%2B9e7xnGBj6Aa0VYGVmnGyU1gMYXWhGGSk2qaCJzJP3waL34%2BIOi6gTknWZWwdhCk8enZJTS2IxZXqhroutaJO0Daq7x6kCrVjTpW4dwFQTC%2Bu5EmN/Rh2F3wXIJEZm6I3Um%2Btq78zkPJ1fdfmnyj%2BmNlydRnk4P/XSzNgrNjG33GLuOwSeW596YRnPf8X76HXKt9vijq%2B4e/ZweGg0tqSlKLu2Ctc4ODgEUASFLZDF3GHsZFGFMmEXj9XJZXZhS9gJMbj05PKgd0lv3%2BbkF/CxZXKvZ3EBPr6mseG/IujEImCv9zPnI/qVvZy1vfyTQ8q7o%2BqHg%2BJr%2BNgj%2BrpwWIUB2mKgKUXVZZCqBNZhIW0ZosOC9qqiiJud9BzQVgkMNWZ1EWTAwgYcMNYguhrQUaklpNUmlKuIQNEM8Dma0Je5seEZHR0dAHxItwCFAQoDANpb9Q0pr4A2X1AdbTGNw5AZmxT8np6hJWfIuAwBsVLamAxaawbkVfT6kpGBvg9vAEBXZxuTSkERpLur%2B78iCFAYBQAIRV3HD2VtWBp%2BYC/u8lnGlfONT%2B43/nER47o31WZD1r4tpU67SvfuLNywMnrZrxE2G0sdrbGue7DuTvWutjXbt15MK3MPiN7p5Dxt7jSrr62sfrSymmFl9aOVVeLTc23UhG5aRg89Z5yTAtpzh2nhhNBb2a//dDuw3HXPqpPO2655Ol5y3vmHh/WlI7bHnbYcd9joab/Zc%2B%2B2407bzx3cec5125kD2%2B22LL58/mRUeGRpOZ4i6SJqzGWigaZOQOoCESXUTGxTclpWZHphXjUlF9uUWVyTmo%2BNSkxPTMnIycrNSsvCZGESE1LS07OjYxJDQ6Oio%2BJiIqKT4xJevHybX8fht43ml5TlBD4ovLFM6D2rK%2BSX937TeoOXq17OkD74TPv8G%2BWr7zoCp8te/KzyWap6u8AYOmcgdsFQ9NK%2BmPnjiXPl3ktP7Pg1LKJIqTAr5KYKLA%2BTiycRBDyuqq6GUVctbMEb2IwxARcV8AGbbWExR5ubjcmJjU34AaEQ8PkAX9sZHpT6vl0PUAsKozBiAgDolCxS7ibQsRpqmwmMPwPtNIt2BtI639i0gJ1xGuhrLaoCSJkPq0pgVQmsLoU1ZbAOC2lKgKGKVxbcTk5G28shbSmsLbcYqiFNmVmONSkqQFs16G0RVaSnPgqLuBGcEZPLZ/L%2BRsKHWhYGwAwA4NAaeKX%2BQFfAzg8BlnFKYyGvImJYWMJvKhM0VxjI2aCtpptfJqTVjI5/OHeZQLC9tY1KIiEIQmhsRP7OvfzfIPhRfz40aCI1KdLiScFvG14%2Bxp/2LLXdjLHZgNmxNmPTiqRta1IXzwncuDph8ZxI682FznaVznbVLntqXewwi2btXDJn8rLvJp2zXe9/%2BZD7mkWTray%2Bs/rsMyurxOdnQV8l0OQBdRaQx/PKfMtifUrDnpIzX0c8Pv%2B7p/XxfZtPOW4/4bDhtNuWo/u37t%2B15sCO1R626zz2bDhkt/GUy84zzlvP799%2B4aC1266VDpsXeezbdPU3jxNnT9/xi42uFWNEg5ENquj8xpryiqyM7PjEtLzcPAymOA9TXF5Zk5tfEBDgx6ASacSmhvIKcmMzm0KpLcc11dSImHQWsSknOy23vD42LBTzwJb7cr7i1U%2B6N9N1vjPaw2YbQubovH/SPf1e/eQnpfeMtoBfjH5TesJmdIfN7Iue35%2BwfCh1zWDS6vcxi0NO/fDyziMBZ8ygBTichMsdUMohIX9ELrXweaMSKUqm9pZXKNOz6aU4BU8IcfmISAKIxOH0DBa2XNdMHKPSkNAgbE1VHQAT7R8YRUFj3H3528%2BBeBbSPgNqmw13LgDty8H7XezM5W2N3qC1HlaXAW0Z0GFRTRmixVo0pZCuDNIVoupioKtANaWQHmvWlaKGalRfjmqLuqip0qoIAzXdbMCblOVXNszxPuaKWCa0jyj0QVP4l7QVBQDUFCYZmyJGhWmKymQVrZpY5AMbqriV8eTixB4uBnTie0V1ejFrbLinr11s5BPaNIoJqIzGVgadARCkorjow77%2BPyZiy1/SRgDG/b0ytq/0cdyVY70x325r%2Be7NxWuXxjraFa5dmrhmSdyc6W9WLop13Vfr5lTnaFPtuge3ZuGpL60%2B3Thretrjs43RD4CqojL09rTPP51qZbV36WxZTRhQZAFFhoWXwky/n/T2bk1OxlUPB35FOCXj6XGHNacPbz/puuXo3k2n9%2B846rDRZecK153rDlmvPGy3zmPfVo%2B9W122r3Desmz/jpWu21d72m9yt1vvvGP5uiWzwkLDi6uIKZV0DH84GMfJyMfW1DQQCRQ%2Bm8%2BmcoU8qYgvqyyvfvX8OZ1AkHJYDAKRQSTX4sqJDQ0sCplLo9FamkoLcxLjY%2BLuHRS9ntMbMV/6ZobRe3rHu9mGgJmdQb/2vJvV6TW19eUMw6ufu4PndYXMfx86dyB2YX/M8t6YVcOJq4YiF6n9Fj/wXF2BZavlgErtwRWz5FJIqQRqNapSInIF4AnhJkJ/Q0N3ShqrssYolKBsHsLmIDweIFGGymsMecW6%2Bqax/AL5i2dvRwb6JjKgUd9elxTdG3%2Bq/f6nQ8mfwaQpiGAeRJrbXzizznf1ID8d6HGgtWZYiBkQ5MBaLKIrM6uLYEMJ2laKqPJQQwmqL4W0VZChCtFVmFXl/ZJC0NYM2vDdtIz3lCzQ2uDturkq5BX4CBwyccYIYAR8GE9FEQib/HaUnzksyabl%2BtKL3sFGrJGSVJX4eEBcArobOljV72Xifr2gR1HdJymrTHzJJjVOUKVSaeRS%2BXBfX30F7r8mYvRDNwsFAICRvrGzHtGr5oSuW5rourfqwL6agw7Va5bGLJoTsmx%2B9JrF8WuXJDjalrvvr3K2xdltLdi2/sn3n3z186dWb655prz8rTLyQS8vdYAbzy3yakp90c9IAMpERBQLyRLNkvRBdpy%2BKewP%2B40OS%2BeKq6O6WuJOOm48c2DH74dsLrnaXT6w57TTBo%2B9K933rN%2B/bYXjlhX2m1Y4bFvharPKecdS283zbTbP93DYdMRp%2B5ZV88%2BdPIZvIjQR6dU1%2BIQS/KnnobEZGB5PRCYzSXQunkClMdhMBquuspJFJDSX41RslpjBFLFYLBJJzGGxKeTGmho2hcpqIRZisnPfXWY8%2B0XnO0Xi/aPy8Q/qB99pvX7Q%2BfzcETDT4DfF8Pan1tdTh6OXDcQu7on5dTBxaU/Uwq6QOcPRC0bjFlVc/8Xv9nUuq53L6C4tE/G5g3IZKpPBSiWkUFrEEotEhpKpo0TSiFAEKPRxBsvCYJt5AojGGKHQzTQmQqLC9c2mpuYx3zcpUqF44qrQm6n3LwSqGV0DzXndATt7X0ztfzZl6M2cvuQDTWHnBviZsBrLLwvK879AzX8FGSssmkKLGoMYSmBdmVlZOKyrgAzliKYK0leg%2BkoGxqcm6TEu7r6wMhhS4/q4GNDR8va0S1ViFPgr%2BExQh0AAWAAA/d39j28/yg1%2BBIyVsAFnlhVaDDikrXJcmmuW5cJGHBUbQiiIes/CjsjLWmnpdTmhFHwlZJ44fgQtTc3tra1SkVCvUf1XBCfaiR%2B6BGyaavWi%2B3utc3dsyFk2N9Ldqf6MJ9l1T4X1ply7bRh3xxoPF8KR/cR9Nnnrl8bZbIz%2B5sv5X1tZ/fLZp%2BH3TmrxMYPcpD5WLNBigK4QtJYCbTYkjIRF8ZA03axIQ8TxQJWorgoLu%2BE%2BwM%2BmpT59fGLf%2Bf22R/etP%2BWy6fLhvSf2bTrhuOGQzeoDO1fZrltgvXaBx94NrjuWuu5a5ma/zs1%2Bg4f9Ovc967dvXhkaE1dLYVcSqDVNLfml5b5B4S1NBDqVzWAyaWxeM5VFY3FEAl5jNY5UX1lTnG%2BUSwxKpYTLFXPYfCaDRaM2NTQ21jcyKeT6amx%2BuFfZjUWyl1PET7%2BlnP1S8Md3Ot8fDH7TO33ntPpP1/j%2BrHzxY2/4vN6oBe/D5vdFL%2BmNmt8bNmcgYl5b6LzgE3MzUorFgmFiQyubZZLLgVJpUaksahWkUJgl4jGlCm1u6Wwi9hIpwxU1nTQ20kIxcQUolW7GE8eYHJTBgqgMC4sDEuNJTfUtEzioxOJjrncCHjCL0wxCikJOwGkaCjVUMrVWGP7okUmK6aJlcIp9RqQYdUsEpCuD9VhgrDCrsVVx9zq4pWbTe3N7C6wqQgw4WIsblxZbFKVDglw9IWlEVgbaqsfVVVXpYYNdHejEVgD9cNILAICRMWwx9u5F/8tHAmoT4sH7CtiABepCyJCPtFVA%2BlLQWtIvyMDG3munJ5rUhQPKOr2QNjw4AD50s1Hz%2BFh1OW58eEiv1Xz0h/2PCE5oHya%2BC/DGLZj5ctG8t9ZbMhfPDnXYhT3jwTjmSjx3hHb8IPHI/pYT7rRzR5h7duQvnRu6ctHtyZ9M/uETqx%2BsrPwueoxws4E8F8iyIEkuqsyHJEmKiif9JF9EEo/IciBJCixMQKQJQJYLJAWwPNckwXXXJdw86XJ0/9azh7df9LA75bTDw3b9IZt19hsX7Nm62GnX8oM2q084bD1iv/G4w1Z323WX3O2ct6%2B0d3JMKKyobGHVN7ObSYJGCquOwmwiMarqiTQql05jM2hcAU%2BslkhojXXkugp8eZlBLtOLRTqxUMpkqIU8pYDLp1PohBYhm0olNNRhcrHPHeSvZqueT6Od/0L%2BbOr70Nmdb2cbnv/S5jtD82aaxuvn7oi5gxHze4PntfvN7Aye0xsxfzh6odxnbuj5vS2NKrkUlQpRiQTIhJBMCiuVFrnUJJNa5HJELkNamjsp9GEKYxRb1U6gQiQ6TKKZW8hjFLqFxYVYHDOHD3N4AIfVpiTlfdwSQ6%2BexoY8YYc/kPjdEPjfF4c/lwU/1b25znp4/s6oqmBcgOlnZ41LC/Hp90FbNWLAwXrsuLKsOPhGv7gOwJ1IJxHRlQBjBaSuRPQ1SGs1pCsBhlqkDY8acL3sLG5LJQDgg2Js4leaR5rqm%2B78%2BebayaBUf27oQ3KOfyBoLUY1JYaGULMiG3RgTbpSi74c1ZcBQ/kgt4iQG0aqzhMJqKPD3eCjElbA43CYNAAAQKB/6Az%2BOwT/JhU74Rm2ZW306qWR61cmLF8Q6bQbe/wgwdOp0d0Jv3dnsfXmAifb6iOu%2BKMHGg84Vu3ZHvHz5BkzPrea/ekn%2BxbPam2IBPIsVJIIyzIRdVE3NUJc9GyAHIyK4xFpJqrIQeUZFlmKRZFpUeaB9mrQTZTXppzdb3vu4J6L7rsvHtrpYbfiuOOGQ7Zr9u9Y4Wa3znnnSnfbDW7Wa523rzy8Z5PHnk0X3Gwdtiy/ePNhUike20QrayA3kLk5uPrKZmZ9E7uqmUFmi4kkVnMTgUyminhcSmMdA1/DaKw3SCUagaBNLtdLJHIOm1hTVV1cWFta3FxdxWZSeWRGmd855qOflM9%2B1D77vt1vam/or13B8w1%2B07Rvpxr8p7cHzH0fPq8vfG77u1ltvjN7guZ0Bs3oC5rNf70o/vkfHO57nQIoZChfBvE5ZonELFeaFQpYJjeLxJBEaiGSuqiMISrDXNcwSGVATC5KY1qIZAuNDnH4ZjbPwmCjTBZKY5gioou7u7pRGEmPTX94OSHRRxP/ShP6hB/8QBZwVxT0UBn6UPH8QpCBmgP0lWZZEaqr4pX5d7EyUEMFbMSBzhphRWh17L1uRibQVVqUuF5OLjDWIDospMfBxgpIVwbpsaCjQYCLUPCofxHQ19NVUVzr/SDq6okgn9tNmf76/BBD0G1Kwuu3QFMCVIXcIh9lbeSYtADWYhENDrRXyeoj8/yvMQsD1cTUogR/IZM1UVMODfbXVFdazKaPmpj/MSTwHxAEAICRoZFdWx/PnfZq3fKEFQuj1y1PcndqcNtXd2BPza6NuVvXpm1em7h6cfTGlcmHXZo8XRoP76lZu%2BS3KZO%2Bmmxl9bvLDqDKA/IUIE5DJBmwKgeWZQJ5HixIhEVRqDwdkecgyjxEng5rcge56frmaCM5JTXk2dG9my572P122PbMIWsPh42eDpuOOW313LP%2B4M4Vh3auOrx79cHdK/bvWuFuvfacy87TB2xc9u3wiUjMr6WVE9m5tYQsXENEVhGmAo%2BtJRaW4wtrmqsayBQyg9BMIja3MAjNPFKzgEIyymVtCoWMxSJUV9WWljTgyigNdVwSgUunKMRCWguhNOIh4eFcg9c07fOphtdT%2B8Ln9ccu7gid2Rk6ayBuflvoYoX3LIP/dMXbX%2BhPf8Xfm4m9MRt/f1HVwxVR94%2B0VNPaVcCoAQKxWSyGNGpYKYdUckSjMikViEAINzb3MjljHD5EZ0NsPsrgQFSmicpAqAyYyYHpbAuVYaExUC4PJCa3sFgso1J1/tCjGG9JxDN1xGPFu3uC0Edy39vsgHuCmOfy31wCaxKDQXctpCoC%2Bsp2ahqzyAe01yBt5ZChBLRWqRsjyyNv1iU%2BqU99pCVEox3lsCEf0RUjulJIj0H1%2BSZFZV1W1IRGsK%2BvNyU%2B6/7lwBdXcsIekdLfaXLD3id46rmsKAAAIABJREFUSRJfipPfKH2u%2BvSw80F3jZ4YS8l6qa2PQnQlqLEEdOBMWlyvKF9Nii1NeESsLBsfNUMAgWCLUCDo6Z7oBf4PqcN/RvDD6mjt2mftY7s1c8fG3C1rM/fbVzvtrnS2rdy7o8R2a8G6ZQnTvn%2B%2BeXXcykVR9rvK3fc0eu6r8TxQvWT2ma3Lfm3JeIHIUxFllkVWCCnyYWUaUGa3N4a%2Bb36HSmNhcTwkTkfkGCDPAQpMLyE5y/uS958uvx3Y/vtxu3OHd1w5anfrtPMl993nDuw44bLFxWb1YfuNp5y2O29bctB25TGnzedcd108aONivcbVzTkuv6K4iZ1fR8qqJuRVEwsayOVN1Go8uaqRklKIyygsr61prKqsw9fXM8kEemO9nMOUsJgVBflNlRVcMknEoGtEAhGdKmbRmWSClM1RikUtxRkNT9bpXk3VvvhZ/frnzpDZ/THzWgNmtL1bQLozp%2Bj3Gbg/51ZfnVx/b5ooZE1n5sr%2BomWDBWtGsVtUSVsrfF3LU2JoTUqNHOjUQCKGFApUoYB0GotGhUgkEIkySGeNcYUwR4DS2QiZZiFSTXQ2xObBLSQzhWEhUsZoTFggAjicsSAPOzow%2BOxq0Mvfy/3vCt7dkwfdV0U%2BV4Y9lvjeFAY/lt46Gh/88C6iq7AoC4AOh%2BqrGUVv1c0JoAuPtuJQXTEwVMKqyh42ZlhSjBrKLFoMoiuCVYWIphBWY0B7HbssTkhtBABUYOtvXPC9dy4j7CE7w1%2Bf9laV5C1Je6eLfi6Oey7N9NcF3sEE33rGL41FVTjQWg30laC1AtWW9AvzhTUxFGwai1jbZvyw4UBh2GKxjI6NAQD%2B2fPpvyGIAgCATNRus9nn4N7SQ06Nbg51h50bjh4gHHJocLDG7t6Sv2hO6LJfQ9csjli3MmGfXaXHPvxRp5oj7sR9e/JPOXkCLRZIsywKjEldbFHloKpUoMJ0ECKlZc%2BBPNkiikXF6ZA8z6zKQ2TZQJIB9CUVsQ%2BuedrdOOly89zBm%2BfdLnjan3azPuNmc9Rxy%2BF9m0/u33LUcZ3zjmUHbNYd3bfl/MGdV47ucbFed8jzaFxhTU4dNaeysbSR1sKW1VN55Q1kMoVDoPOaaFwincegc6kUBplI4tGozGa8gstW8nmM5sZWhUwt5NOb8ISaKgGDJmTRqU0NnGaCViphNtTXP7cX3vlC9vDbnogF3WGzDW%2B/07yZXXtlBtNr/kjBYkvZyv6sBZ3pv/ZnLhpNn2/CzAUlM0Hhj6B2OlT5szFrPiH6QEVqvITbJ5MCrtAslI/L5IhcCmQyM4naTWcPMTmWFtIYiwfIdBOZbqIxITLdRKSYaCwLk2Nhciw0pplEMkUEZplHh3Ljfa%2B5n3lztTnkhSLqmTTyhTT6ucrvtvj5n0zv62UBD%2B/xcKGgvQbVlYHWWm5pcK7/H4qGxDFFKTDiUC0WGCqAsRLosIi2GNFgEDXGrM6HVAXAUN1By2spTTUP9idH5P55PNj/NiHuhSL6mTT8qSjymSTisSDiqSTmhTzNW5Pup870V8c/JoRcjUl68rY2OpySmsotKKHml4Y9fl1bXGAZN/8zRf95/fsdMQoAAEyqzn5b4MG9JR4uzfbbC3dtytm3s9TDGX/Isd7RtmKfDdZ%2BW7HjrioP55YjBxs9nOuPO%2BOPu9C2boi4cuQEUOSjklSTJA1S5aLKTFieDslyLLIcQtrNUU4SkKWgkhRYlmlWpsPSdKDC9FMi/a973jl7%2BILDlvP2az03LXRZNst5yXTXZTMOrZntvnWpx95NznYb9m1b4Wmz9uL%2BHRfcdl3wsHHYufbsH3dLycLCJnoNiUVkijhCZQudW09kkInsuiYShc5paSbj6/FUCo3NZLEpJA6xuU0hfa9RK7jsxgocpaGutrS4qrioBlvaWFNFbsILaVRKA55PItd6H2LcmKR98cP7dzN6QxdQ705tebGoM3Nbe9Iy%2Br2puFOLsO4bC11WlDovwbtvpfy2V/XEvsdv82DcqhHMNFD9Daj5RRi9qsj/moTRKpMCoWKcKx4TikxKBczmmumscTJttKq2h0AeJ5DH6CyEyUGYXJjFhehMC1%2BEMFjjdKaJxwfR4WUVxSn40rMGnm/A7Vjfm7z416rwp9KoF4q4V8qgB5I7FyrjXgcXhd0bFBQiWhxor9U2xRMyvIykLB42QFj%2Bro0SPybNRVSFQFuIqDBj/DRUlQ%2Bp8oCxeFiS15QfXFtcFvwsI%2BBuVWaAKtO/Pfa5OuKpOPKlJOaVIuKxMOQhN81fneGjzA9pzQ7U5gepCkPlyW9Isc/wOYHczCB68PO81w%2BD2jsn7Nc/WJv8Y8b9v0cQBQBwaK17tgU578a47qmy3ZZrszl75/rMneuz3Z3wbk6NBx3qXOwr3B1b9m0vtd9e4Lqv4YQrxW7ts52LN9NKAkBrPiJLBcosSJUFK3It8mxEUwD0%2Ber6oLqoa6g0HciSgDTRLEsDigygwCR5XzmwfcXRVbPvbZr6dO3ksK1fZth%2Bk2n3TZr9d/H2Pzzb%2BsNva352WDLNZvmsY3s3XDpsd%2BbA7vNuu%2Bx3rDp7/1URkV/RRG%2BhcOhcCZFMr8I355dW5eXjissqS7DlBbk52KLCmqoqAY8r5XGUHGaPRtUul6l5XFZLE6G6El%2BBq6/AtdTXkpsb2TQKqamBgm/kEFsq3x6n3fu27e3P/WHzec%2BnUZ4vMsbvKjkxN2fjppaN5wzWd/v2eve4%2BJqPBo4fj4RuFg3fLR72rhiJwvVFvhuI9DTlrkDr50niFqb53dIKIZkM5UksHM64gA81E/oJpAEybbS6vpdMsxAppoam4SbCKI0JEynDLDbMYkFsDsRmIyIpSExo8X5wpE91FoB7Ko6X158hvjd4Ec%2B0sS8lKd7agPvCl9eod469xacE1yc8sajLgQFnVpXySv11zXGotqyfm6FvjpHg3krKXqsqfbVVvj2UcESTD/SFw7zUsrin/o9fP/0jIdGLkxtoSHytTPE2RDyRBd/nx71WJrxSJL5UJbxRpfkrs3wUBcEd2cHqoghNVaKxOFyf6i0IfFAW7p1Xg23p7x0AACAojAJk4vXPZd//BYLgowybRtbYbQ1w2JW3fF7k9vWpi2a/c7Yt27Ymw35bySFH/H77Gk/nuj07MLvWZW5YmmZjXWmzNeqi9bzcKz%2BSQ8/20zJgZVY/Kw4YCiFVnkWeA6nyUV2xriE22%2BsUMfVmLykMCNOBvhhRYXLe/uG2efm1tVOStn%2BfsuHLrC3fZe/6LGO7VYHt5OJ9k0v2fJu59euifT/lOc98sfV715U/utltOHNg2znX7bs2r7zu5V/YxKshsmkMFr6JXFPfRGJwqhoINXhSM5HW0NTS1IAvLylOjI2Niwjnkkl6kaBNKu5SKbvVqm6NWslji5h0CZdNbmkux2G5XAaT1sSlUYRUWrnvGe6znzqDfzG%2Bm8t9M0MRvC1l1cyGJfZam2cje4PNdkGjLkFKh9fqwyHdF7MG7pcP%2BTQhyXxQ0ork6syprMGYmPEUD4Bdho/YWplZyeMBDhcmU0YEIpRI7cwrENfW95JpMJ2FMLkIiWoiUSwUOkSmjRHII3SmmcOF6QxIqgTpWYSEgP2g70%2Bk/yxAbrUrXsZ5B/tca4l7pY59pYp%2Bo4h4KXl0tiz5%2BVt2YXBdwhOLogS0VQFjNdAVI9oitBUL9KWoqniEn9bLSBzlxAJFDtDgNA2xEfdPXfP4/dU1TKqvNCewPcVbE/1EHPNCHfxAHPVCkuytSvFSpvsa0v316W8VhaG6wlBdbpCyNPp9si/ryaV0nwfJDVWEgf4PPrMfvbaRv0H0v/Cp%2BQ/bERQAQKfobTa9c9lduGZh5NplUcvnh9huy1sxP9Jua8HBvTVHDrTY7yzesjpt18bcdYuiNsw/dc9lRdWNHwejpkmefo27Obvi2a5357cIK0NBZzkwFAJt8YgkL83r5BAvXVcfwMq4x8x8ho18FvHkyukdK55v%2BindZlrYgs8x279K3/5lzbE51Z6zM3d8iXX4rtD2%2B8S1X%2BXu%2BaHU4TvM7u%2B9Vn1zYfV0z73r/zjusHfX6jdBISyOtInEItEZHK6QQufSmHwaS0iksulMPoFIa2kmE5uIxIbGgvQMPA6rFwm71apWidgoERtlYhmXKaBRpBw2k0qrq8MTCRQuncCmtUjpbOyro7I3Pw3ELVD5/dIau6TIZh57iZNp7xvZtkd1a34PW%2BR8f8nOP9fueGrvHH/ifNH1e4U375XfeUR8FaZ6i0XzlGNZYlNC9XjSwZGipZXR98hkC4djEUhgKtPCF6AMNkxjmBkcmMo0MTgQg2Xh8BA2HyXRTHQ2TGWYWByYw4P5IlBZLc6JOQL6L6FDF6Hhy8Bya6zjZUbwkwenCsIeKWO85NGvZRFPZDePxWS%2BDc3wuZ/tf4VXFmSWloDWSmCsAHoc0JcCYyXQFgNDsUmS3U9NZqb/HvF4LjZmCcY/qCDUkOHNS34lSX4ljX8uD38ojXgsj32pSnyjSn%2Brywk2ZAWoiyPaMcGGdF9Z%2BJPGt3dyQn0yWhqoprGRv2D5f573/HeJGEzwS2hQblvp52qHcbHDbFubvGlFwuqFkWsWRh7aV350f/1hx%2BrN6zOst5Yumeflvm5bzf1ppuQp7cHfiF9%2BPRb6uSX5y4xTX5zY4XbB%2BUH44yequkRUXYyqi/RNYSZ%2BCtAV6wkp/rce7t/6eN%2B643c3T83Y%2BnXQws%2BSN34fs/qzkGWfJK/7IX7518lrPi/aM4VxdRXzxuqSQz%2BnW3%2BWtPPbpLVTg1dPO7b%2B1zP7t%2B/dMu/J48cSmYLCZDE4QqFQyuOJyVQmncllcYR0OqepiVSOrcQVl9Vgy2lNjSxCs4zJ6JBJ26QSo0yiEnD5VDKloY7e1ChgsrhMHoPI5tIZIg6NS2kufGJjCP6lP26hNupX1u0l7NXu4ECIYPM170Xbg9wdy/yvU4re6ahpfdy8fn7uoCR/UJDXx0hTVAUJI717IrNN6UxTmmQwPgfJc%2BQnHmqs0HG5gMWFWGyYy0Eam/ooNBOdDTE4ZirTxObCHB5CYZhJtHEq00Khm6h0E4sD8YSgokoZ6uMKD5wBI5eRvqNIrxsY%2Bw0aeoxLeX7vTI7XVU78C0XsS0XIC9H9sxkvfg%2B8f9rrouNl36s3MEG%2BjKI0VQ1GU1esqsFpa6qq44KL/K/RX6xtrZhmVs0Emh8NhEe4OFnBO3GmNzfVTx7/ShT/Spr4WhP7VJPwQhn/Qprlr80N0uaHaUMf4V9cS06NKpSJFABMPKEO/jAwjaIosPybtIv%2By17Mf0YQRT%2B2prEFrK0r3jnvzvd0aT7kWOfuWLN3V9Ehx%2BpT7i3HDuCP76%2B32Zyxcv6TP6zXqQOngKxvQJwVSJlkSv5qLGoSSPui/PrMMy5Blw9TjtonXXL3eXDhVfBd/6RXb6Kfv3x7x/uC8xu37Wnn3OrcV7j6r/vae96n/vMnv5n1adL2qSV7Z8Yt/iZn/Ywy%2Bzn1xxeSry3D/74Y6/Rt9vYvwtd8Fr/m21fTvjg5dbL7rlV7ty68fP5MC1NM44h4fDGPLxQIRDQak8cTMBgsEoHcUIdn0Jg8JlvI5lDw9RUFGCWP06lUGCWiVrlULxWrBDwhnUprxJMb8AIWWyniy0Q8EYuJrygqfry2I2yOIeRXQ8LKepe1Q3avxdbP/a0dGzN9YW0JaMUBXSlQFwFtEdAUIcpCVF0EVLmgCwtaS8wtKYNpycOx9eZMlSknQpZkXV/ULBKifKGFxTYxOHBahrC2vofFgynMUQpzjMmBaAwLnW2hMi0cIcLhIxSaiUIz05kotlwX6OUJ9R2DBw5ZOmyRrm1Q334w8geAHlflPbp7JuLdLU7yS0O6ny7iKT/iqfD1Feqzi6T7Z0qvHY%2B/dy7%2BxR8pPtezfa%2Bn%2Bt9Pi31TxE/0b7v3JaBPRpWfWlSfDHDX6emN2ChVdoCkMMaQF6rCBCuLw41p3rKsAHV2sCbhteTdnbpXN%2BNzkwv06o/Hu%2Bg/WFUjH227/pm/CUevf/CS%2B68IovDEsECwd6312kTXPSUeLnUeTrWHHWrdHes8nRvd9tXt311xxKnJbXfmHafNI1E/guTPLamfwsmfoCmfgKwvQObnIO%2BT7rjvXhw6eeMk695v4nvn2Nc8iX8ebD7liHGxS3axS3S3TTl3sPGMY%2BLDDQvTVk1%2BN/8775mflez/lX1tfe3hX4scp2ds/jF/z6LcE%2BuC3eZfWPzFH79%2BGrn5m9TNP7yd//n9H6z8Vs24vXfZ9kU/HTzo3ERhctgcvkDC4Yq5XD6HxRUJxEIen0Wj00hkHovDY7AYJCK%2Bsry6uEAnFhhlEv1HBHVSsYrPU3A4SgFfI5GohBwugyjlcqoLMrEPVw8lrFCFzu7P3iY46Mizvha7372NnAo66oGiFOiKgbYIUeSYlDkWVR4iywUyDCLL6aQkKRqi28ixEC97ID9lMKIezm5oTT9SnOAtEkEKFSyVoASKJT6JQ6KMsgUwnT3O5iMMloXOhBgciMGBOAKUxrTQ6BYq3UJno6U4Taz/cdB3FOlxhnqs4e5taN9ZqOvx2Pt7YNyH3%2BL17NKb55eakn30aT6qFC911FNR4B1R4F2F3y22/22O921a4BN60CNC1AtKdbpugJRjvPmppeJbVPMdIp2ESqxGJUdlRAkmRFkW2VoeoysN1xaHG0qiO9P8Nd63qt7cS6zE1HfqjX8Xof6apvtY%2Bf3bGPf/iODE9BMwmyznT/jsWPto98ZHdpt89tuku9rlezjXHHZu2G9f5bm/xcOx5vreY8aQn0GilSXGypL%2BKciehGRZQdmfIrmTYKwVqPi0/O7C4zYPju%2BLPOccc8z2nbtNyCmXbLtltxwW2jv8umbPUhfHBQefr14QsuoLrzlf%2BM76NnHd9HLXmfhTi3NtpyTs%2BLbw5MoEzyWZV3fmP/K8Y7PEa%2B1nwcsnXZs96fGOWc/2zE%2B%2BvCXu7NbfXHc01Dcw2AI6W8QRKgVCmUgoUUjlSolUwhOI2FwhiyNkc%2BUCQXkBpqoQ0yqX6MRCo1RiEIsENIpKwFNwOSIaTcHnKoViOUfMpZPlAk5RQhD2zpL%2B2KWi4J9NmM14G9tAa6cudg5QFLTXhYtLvAgJtyiZD0ySXFiRb1HlIsocEzeZmfmYnvXCQEhoI4QOSXIRQYEm4A2chBvNCcvxvSEQWMQymMeFyRQoOY1HpIwwOBYWD6WzYRrDzOIgZLqZxUPIdDOFbiZRRik0k0AMsrI5aWFuoP8Q0udg6duLDDqPvL851lvX30vpa880dwV2K/1jvJ/dPBYX90qd7GtI8tXGvlb73eT5/Mnx/p3jd1Xw%2Bgr53V1a3Et5bqC2jc1rfTxrJORzVPELopmC6CeNy74e1jwUN6gLQ/QFIe1l0d3YmO5UX7bf7eTCRNxAV%2BdHKuCP/CEogD6aEP39618u5D/w9%2B%2BjIIBQgMAI3NHRGfDG%2B/6l849%2Bu3P2wK0jjvc89r06aOfjsPPV3l3eduvONjyYAZK%2BhEI%2BgZM%2BB8VfoIVfIDmTkNxJSOYnCO4L0DCJE/Rt9M1j2Oi40rCIwujgd7evHJw98%2Bbsr97Mmvzsx09PT7b6c8mOcIen535ZcGva54Hzvi1ynNFwYkbDiRlVRxfF2/0YfWBW0T3nMVYS0JcOUZNrnx3OuuIoKgvsFaSziwIL393IfuDm67Hc68l1tkApE8i4XCGVzhGLFTKxTC4SCxlMEYMpYrK4dLqEwy7OzqwuyjfKxCo%2BRycS6fl8BYel4HG0IqGCy5WwmVI%2BVyORC9gMAZ0RcO9cya1prYGzm5/MY3hv8lq7sD7hBWjDwpyMAWrCMCOxsym6JvpaOzkBURajynxUmdPPiu2lxQBpjrEhjpvn00ZIBvpGXswz6ssnfP8YjNcrNmtQKAEUyjiRMpaVJ2whDZDpZgYboTJgKt1EZ1paSCYqAyJRoRbiOJVmodDMHB7ISqfkJLqBsSPwwEF0%2BPBA69mejrIJDTOKWsaHBKOd2aOdgTU5z3xuvgt5UJfopY/30sV4aYPuKXyvcd5e5/ndEL27K4h4IQ%2B6y2rB6vszL/RdsjIXfo90zTUbp0LKLy2qqWbjww5eBSWfVBzODnxUnhKOnbCwAQAgqAVBob/LufA/ObRC/5yI/5f2SP9mO4JOeHygAICClBhcghezOIKSH0TKC6lNCS6K9M0NflMYGRh4yabdfxKIsoJDJ6Hpk1DsZ52JP/RFTwKFnyNZn0GFX8ENnxqTPq8LO93NqOunVHVSa3zdrH0XW%2BVs%2Bjp9xVdh8754NtXqyZxZFUcwz1Zeubvk%2B5I9v2APTqk7MiXX8YsUt7nB%2B6ZGH1s%2Bys4BmjxEnQm0RUCPAyqctj6mlZwIOhtRdT0%2B6kGY5%2BqLHnZ4Mp3FFohFMh5byGHyxUKJWiZXiUQSNkfO44vYHB6dmpuaXFdW0q6UyzksFYej4XJVHLZOLJRz2AIqVcxkcChkOZ%2BrFnKJeMLj09Ysn3lt7%2BYGO/6Ee3GhPujqMC/HIsszUBKrYh7FXHWrj7kzLsgAqmyTJBVVZCHyDKDHvCdGVIReveuw6ZrtWkFpOGyoL/W7WvzycvTl/XHP7tEoA0IBKuDBFLo5O09KJI%2BSaRCJCpHpMIlmojEtLSRzM9FMIJspdIhKh0gUM4MF8jMJlbmewPIbPHgK6fpzqBMLT3goIR8vM2oe68NDA1GDncH1GO%2BoJ1F%2BN2vDHyhCH%2Bv97gve3RUF3pG8uyMIfyINf6xI9BO3Uev6veeMPrUy1/2MGBeg2p%2BA6jtg/HFQtp5eeiw/OoTYQJsYtfo4O/whKgHwH3LuPyD0v3Xo%2Bg87YgAAGB0ZTg/zrkvyoWQF0vNDhNgYRXUKpySMlhcoqUyufLV7MPBTEGkFxX0GZVuhZZObnv8g9/8azfkEyvsUwk1G8ZOGcj9L/nORqCKth15bH/P6/pLPi3d/XWL7Xdra76KWf5XlvDRw5%2BHEfaE3F1sn7JtRYDslwn5agPPitzbzHqz//s2ubyqfuQFDA6QshFTFqK7MLC8cEhaMScoEJQHtpHSLvDrm7uHbHpsC3tyj0dkMtkDKkyj4EhFXIBOKtQqlXq5QC0VqoUDK5TPIpKTYKEZLo1EuMcokKi5HwWIKyUQpiyFlMQ0yqZLPEzIYCoFQxefUVFY995zfHjZP5vWLr8eSt5ed%2BPkvgCSvh5KsodeWxwcdmD/l1IZffS7Z9DASgKIQkWfB6qxBdlJLzE16SWAHIb6fEq%2Bs8TdJ8rhFfjleFzCv9mOCHjY1dQl5KJMFE8jjBYVqMgUiUS1NJDORjhDpFiJ1nEixkKgWGtNCY0IkqrmJYCLTQXpyDaPyCDBdggaOj3cloAD%2Bx2sLA4DAZpMEGssGSPBwhx%2B94V3KG3%2B/60X%2Bt3kBd8ShDzWB9yUBD4Tv7kr8b7GwqapRUVFP0KyBB1am/O%2BBYuaoaDa95NfyDGc%2BJX58uAN8EKr8r3yJ/j%2Buf48gCgAAHe2t0T4PqLkh9LwQQtY7TnEkvySOVRjOL4niFIXXvt4yEvY5iLSCEz5Bcj4dypoSuP8L7JVv4eyv0OJPkForlDRpADul4I8fqGl%2BQ1xSxu1T/qutCnZ%2Bkbftq8B5n8Run/rGfvXpZRvPzlp2b9pnoSs%2Bebl9dtqL32NfXczz/vOO/cpjM60w9w6C1mrEUAprcSOioqrkN6HP/mRVRMOaim56rklRe9F%2B1YUDNrSWFiqJx%2BAIRVyJWiyXiyQqiVQrkysEfDmXI%2BOyRWwOk0wKD/BjkZr1UqGcxdRwuToB3yASqgU8jUiglYiNCpmEyxFyOBqZrCA9NvX3uWMJ84Ve05Kub5OVhIxQExBu0hgzQVWVaGxJHWenj7EyjbSYPlEGKi9CVHmQNs8kzkMVxUBXBDS5QJkNFFlAlTvKSSsLulrwZBU71ZNC0AlFoJE5XtcyiClQ0FkIlQU1kSzNZKiBMEigjreQLY3EMQrT0kQaa6GYm0kQnggyc5rVnLPAdGag7e74qBwAAACkMHBUen5rt6aBVdDWofrQSLPoLF1eYPQ6QG/BPddVpAeVqYERr1K9r1U9PtfkfZX97pY49LEq/IWmGtPdyyWPpR/R/W5Fvf8DPvs3HrPMND72AQD0L2PW/98Z/C9RsLurPSP4RUvaW3J2IKMglF0YQcdEcAsjeUWhlEwvgs9Kc9TXcPgkJPFTkPPpWNZkwuPvuuKmonlfoLhPUOInQPxVW%2BGUxgc/cdJfDXMpUadcns60it/wZdKayW9mWr22W/nMbfe5761ezJ3kN3/yo8U/ptw/nRNw3UhOgzVYDT7c%2B9S27NceaFsZqseirVh5Qyy9mnDhhM%2Bbu09GNTWgq8msqL27b%2B3%2BX75%2BcPwElcjmCKUiiUwrV%2BoUCrVEopNJJGyWgsdVC4VcOo1KaIp495ZJwOslAq2A2ymXa3hcBZull4gMMoleJhEwmWwqVSrgSTmcrKCHVXfmD8Ys1vrMaL6zhBd1RFv02MxLgvipCD8FaIqBOg8o8xBlnkWehSrzIU0prClFFHmwqgSV50OyHFiShSoxZkGWoTqMEOahSfxWkbmOUs0SCQGdB9GYo9l54hbSGJkBEWlwCwVp%2BT/MvWdUlNm294u2trbdZhBQERBQcgsKkkFUEAEVUBEj5oRixASo5JyRIDknAcmZgqICVM5VVCALgqjkCk896/2gvc%2B45z277xnj3n32WaM%2B1Bj1cf1qrjXnmvP/xyz19Iq7MZJOlLCjR4jsFXcgRe1IEQIFCrOax1nnJV8vfep/D8NS/igzud3nUaVdUtutBMSNkt5QGCzCAJICIJF%2BEY0/lEweEn9zhmbdwNw5MHN9jn%2BXUHcpO9D75cWI2y5pPlebQx7Sk/258f7o0rT8yth7LMRHWALAj6xBKoWl4h9XMSmQSv/rUsu/HsF/rOnxkdI4/442mC5ZAAAgAElEQVT3b1AFEcickJ7cUEROCConlFga2VsQgPZXBUmrxbHLoYzloOiXxcJVQzGrQdFKqFwGbv4F6lsJ%2BOtHi9a0PVUYrY1fIHdHnrZ4tXVZ/K4VgbuX%2B%2BxcURP6Iv7m%2BStrZEK2rbm55Zdr%2B3cisl8OdSVSPoaLuWVgtBIeqBAz82FeCcyvhcfqhjG52VGZW9ba3zr1eBBdCb52gylUlLerm6l6UVIcBUdlkGhMKoPH6ecxGQIGfZjN5FEpQyymgMHsp9F6uxFJUWEEZMcIkzZIIQooJC6JwCOTBujUETaTSyXjUCgKgcAmEweZnOKw251Ptg2GbZ2M2jYQsmPkvQoyYN8SIRPiVEr780TsPIhdDPOLQH%2BRmP1BNNQpFDRI%2BCWQoEDCL5X2l0OcfJhfIBksWiBmZz04wE5RBQ1rCO%2BU22obSGRAo4G29snCEmY3Sogjwe3dwlaEsAsjRGIlXWgIgRIjsdJuDNSFhpBY0I2GK4pKv4%2Bcm2BcX5pmcAjDTx%2BH3ss5%2BxJ16C3a3r/9aGb3K46AAEulUgCWFlCi4UNg3EA6uVfy1QqatoW/2IFpBzDrAr56jpPP1mY4hNw/8ezyvYtO3tdOvC7NqxHBPyzBfsxq/ugnlf5Vdvlvdhr8SxD8mWBTentKo573FYWhCsJ7csK6MgMwJVFdGYGk8hhMXiDObxuIWSaJlhG9lwEVyz9l/cGO/FVathJqkIGRv4iJawFfnpO2HhloQS4MKvC/fXv3usvrZO7IrbynuT7urPFoa3FNiK/z7785rV5xXEW29M0VWtkbMFAjHa4Sc4vBSDWYaAdDdVJ%2BCcSvhIc%2BCvtL2goibru7f0iOlI51g/E2aKL7xTW3QP8XLDKTiCYwSGQBk8%2Bg0LgM%2BiCLMdbP4ZHJTBye1odnEUn1H8qjgwNIqM4RJmWATBiiUn7EvxE2Y4hJp%2BNwFAKRRqEOsFg8CjPp4RFezO75HG1hkS4nbtfXbI3Ox0qCpjDwuR0I6sWcElhQAbGKF%2BjF8Gy/FPq%2BOIQA/FIpv0LEzYP4xRJWyVdCjmT4wyw%2Bs/zRbkmtHFyxHBO3v6GB0UsEJApobpsrKOF0Ihe7MKKG1vm2LhEaB3WiJF0YqB0p6kBKurFQR4%2B4BSFqRy51tL4Xfbk0Sn8oXJz5MvH9Y16vr29ybJFfbM%2B1EKJHQOOxdmIGAAAWTi4N34VH1aSjCtCQIjSsLJn4E/piAX07LPniCL4cAwungeS8cPh8zbvDqdFPPw38Ver7UWmBpTCQQACW/If8Ofx/Gev9KxGUSqUQBP0lwvWztbqlurw6wRdXGNKdF9qdFYrMCugpCu0tCKdVJ3VmvO19rgBilkljfpGkLgeFy8ZSNw6nrIJrf4ERyyR9y6UMWYilRk3czM662Rr3Kvai4w1NhSdHTM6aa187oFsW9mSso2QKWfvI0UZ386reumQh4wOu%2BPU4Jk0yVAmGG%2BbZ5X014TO0CqmgWsL/KBmoBkO1YLQRfGoEn1vgsRZ4tGMYV%2B9qbREaEEAlUIkEEo9JF7B4NBKVy2AOMhijbBafQqH34kjoXjaZVFdR9vb5U2xH0zCTxMVjeQQcn0LiUUl8KolLIfZTKVQiqQeFJpEIyKbG996m44m7hQVGC7l66FcKGL9NOSfXUauCJgm5jOYYMFotHfog7q/AFr%2BeE3SCbzRosHWgLZFRHQ4JquDB4nlaQW/xa/CpcbAhGv1WHtRsFGfL4MIPNNYJcARAokAdXd8zcyhtiEUEStzULmxDQEispLVL2IGStCJF7T2S1m5RB0rShpS0dM59zAuGJu4sTt0b4ebAYB4A8HnwW4Rv0cNHSX7vfbMawhYlX2F4cY4fIOpXh0bkoOFNEsEmeERNNGUKfbGRTtuCORfx2JmhvpN9DW5t5XfwiGIggQAAIlgI/4Tvp1oi/NOA5B8yL/%2BDUfD/mUX//NZaWVCT8AJbEIrMDe7JCe3OCW7K9scWRBHK4zsyXnY/UAAxv8KRK%2BCEFXD%2BL59T1k5mrADtyyVoGTHtVylHfg6tzsnQn2yMHG0pmWwvIlYk8epLP0Q%2BaMsJvOVqk%2BJ3h9ta2pAafvOECRhtB2O18OBHqaAKGm0EEwhWU1xr5tNhZAYYboKH6iUj9ZKhZohfO8epE31CS8c7wVRvbkSgsfbupIQ4Oo1MpVH4LDaPyeGzOAIGc5jFGmIwRtmcISaLTSQzScTawtyABzfaG6s/cWg8Im6QRhZQSBwibpzHGaDTuBQqh8ZA96AoJHLh%2B6S8u3sW0nW%2BZeh/S9DAPVPo899ce3ULJvsFrzGKURf2hVoCxpuhkcZRZEZr/H1E%2BtPK8Bv5vmeHEElgoh6MVJOq3vLb4sBEQ0%2B6FyvqN0nFxiG/5V0%2B%2B1qqWGg0oNAkWPTX91mEjq6lnj5pOxJuahd1IKGmNlFrlwiBlnSgJV1ocRdS0twlbulcunXuTXrgeen0PeHU9YnBd%2BKlcQAAqpvz2hvlfb4K1ckEAHwZr5jl7gPDCtCgAjy0FRpQlIzqSL7Zgumj0lFXRPnRnET3turofnrP/NzPnAP6IXIj/al28zP3%2BOEB8VOjF/73pSM/R5mllZnxjcm%2ByLywruzAvoIITH5YS6Z/d3oQoSy6MfpK883VUOxqOHw5HLsMFKwcf7eu4/mK4bJNgLQZMNfD7E1TdXLsrFOfm/MFTTlV8S8QxYm47Hf40ghsZUTaq%2Bvxj52Tn5invTpH/xgNRuqXBOXiwSqIXyUZqIHHGpc4ld9pJWCkUTpcDw3VQKNN0rH2T315lM5yAOa/Mqs/E0re3PG03KMVGxFJo5JZdBqXwRnk8gcYTD6NOtbPmRDwRzjsQSadQybT8Pjq1ITga6cqy/IGyPgBEmmARhZQSAIaZaSfzaOQh5ksLo1OwRP6GeyMuOCCK0rf4pWn03aPRyo3eynTfRXQXusyH9nBg7VzjDJkadQnfDH43A6%2BdIr7P/AQqYOINMCvBdMtX8j5vaUBlIYwMFwxT8oreqw3WygniFnbf3tV732FmtI8PA1QSBIi4WtWHq6zW9TatdjQLmzrlnSh4aY2YQdS0oZYauoSdWEkiG6oDS2trJn2PFZ%2BzTE7JfjR96F7YMHn%2B6D/1/EmAKQzU1I8YmRpBl6YJo0zTsAj6vCQknRYTTSiCk3%2BKf1yEMw5Lo0cQZeZF6YGfpn%2B%2BnNzAQDQ/yIrxL9DcHZmJvHtE0R2MCI7sLc4AlMYhi0I78oKwOUFE4uiqx7b9NzZNBe8DI5cJo6VkWSv7A9c3/ZkU/H9TYRk%2Be9tioC2kZO1ou6t7UBTDjYvOuC6a4qfd13cK3ZrUnvem/bctwk%2BOrmvNiTeVZmnFoCRWpHgAzTWKB6oEg1Ugk%2BNi/1Vgq40MNYiGaqBhj7CA7Xwp%2BbP1PL28vQvA3hEvn9l7BP/W2fszHRS4mLpFBKXyRSwOANsNpdK49Ppo1zuEIs5yGIOMlk0HI5Lo1THhKTcvVhbkj9Gp06wWCN0moBMGmLSeTTyMIvJI1P6KVQqkcSgMPIiHrY/lf%2BarD4dozYWrFR3T338jfrIk9U1DxX4zVHga88cswZfGYQs98WWB0/iCoS8j4vsElZrYnn0vc6052PoDDD2EYx%2BrAs71Ru0EVTITketm/ZbxXzya2aoJ4ogJhGFVMpEdh6uqXUG2Qu1IMQdKHF7t6ijB6rvXGxsX6prE9W2LzV1STv7QHbO0J0zDQ/Pk265NPpc8uso9IKmvERjXlP9cd%2B/UAEA36fwo4QT0oHtMF9JOqAlGdUQfv4TCO3Agotw4tgE%2BUB5mvUwnwzAzxcN6EcPyv8WAv%2B2KPP923TUSy9EdiAqPxRTGEqqjOwtjuotiyN%2BiGtNftn9QnEkeB3/2WoQtQKOkZkO/3UiebO4Zt1wxjJGyuoW/w2DpVvaAtd1Bqs2PNct9bJuffcyN%2BxRbdJTalkwMjWgMuJB/B2lDJ8/Cv23tb5zX%2BJUgdEaaKgSGq6RjtRKh%2BvAWFtXof93RgUYa4KGqqWDVeLhamiihdWWXRx%2BryP3TfLL25ec9jtYaiVFRTKpFA6NIWCwuVTKIJs9wGSP8fkCJn2QxeLTGP00Wl9Xe%2BWbx3n3Lrd%2BKJ7kc0YYjDEGY5BKGWIyhliMUQ5bQKXx6HQOnUkjMdJfX6KFq4zH75wK30Z7vjXiuBzXV2v69Xri0z9q/G0/IVPARDP4VDuOS%2BvMelkTd6/9/bOuzFcZvqexFUHSwY9gogmMNnVlPW7x34l%2Buxb/6FeSv2rRQ8WEC7JvbpzoQn7HEsUU0qfUtJ76ptlurKQdCSEwUgRa3I4Ut6IlLQhRXYuwtmOpuVvSgYEjo%2Bl3zrW%2BukF64Ul7cbnvikt22JNQeoe3eOTm0ievrwMvxxmewmEryYguNKojGlEH08Zg%2BgivzwTxwQ7b8JiKfD/Gx0thEQQgIAVACv2Q7P%2BfhOzv199Fwe/fphNeP%2BjMeNPx/jWmIJRQEEkqiSdWxtPq0gr9Xbmhv30PX9l7TxYkrJZGL1uK%2BAXKXwXVyADESoBZM/dxLSV2Y9OTDYTXW6aif2OFy9bGXUu5f%2BGV8Z4gnW1p%2BrtzDPUwN1VxIVsr3m4s8VvXmWjFb/UDY%2BWSoXrxYA081rgoaMgKOE%2BojQKf2%2BDRWulwLTTcIB2tBePN4BsGURzqYKrmZqtnqrctJiSkn8bk0Jh8BodLo4/0cweYLA6ZzKNThzgcHo0hYLGRjR%2Brnt%2BoenGn42PFEJsuoFIFJMIwgyagUbkU0iCDPkBnMPAEBpVGIFASfU4PROl8TdNeytPq8VGKc1cqvqdffGNH8cVN2Td2hnpokyt8oYEKMNEMprrAaP0Sq7gj4/l4Xzb43gkmmiT8SmxebOi9s0VvzZJ8dALuHg98cC81uTzlXW1rI5NOAd3dS7z%2BL4nJiMYWUScKauuCOlFwR4%2B4Cy3p7pV2o6TtXVBLD9SFkWKJ4OnrXjeHwtc3CX7XcK%2B9KM9ukG%2Bf7Lznnpzw%2BG5r7vFp5kWwcB3MeYCvZ8AXZ/iL5Xeec1m6aVO5/wCjT7jws59ZCqQQEAH4h8rVT%2B%2B5/yUg/i2CX6ZSA590vn/dlRWAK43qK47BlcSTq%2BIoVfE5j6wnEzbOhy6jeG8E8avFUcugSBlp%2BjJJ0TJJ9Qph7QrQvAI0rwbla2bjNtddXv/eSfGllkq62i6EqhJOex3abB3CeufgYe2FmzuZUVsI79eXvZF9flFrqi8TTHXAo01Cfk1V4l1GaxK%2BOmwI8x5MtEBDH6VDNWC8Hnxq6sj2c7HWsN2v7uFgZLNP3f/ZcwGbw2WwuHQWl8YY5vQL6IwhFmuQyWCTiFwqbZjLa8jLbH555aPf3daP5QN0Kp9E6ifiBSTSEIPOpZB4FPIgg0knEJBd3ajunkRvu/E4zW9pOt8yd31N1JqO1%2BJHanMSDXjv9jFjdPixupigPcgoN1Lxi6GevHluhai/QtTfKBpsmaaVM2tCKkJO5gSHoLqnmxtZHQ24zo5PKKyQyQAkJiBSISpZ2tbxncMcj0toa2hebEeKWzrFLV3iLoykAylsRQjbu8UdPZJOrBSLk2IJ4OqrPouj7%2B95tvh69gTcJvhd7X19nfryGvnZJdQdt6SHHp7ZwW7k%2BvPjlEvw19tg3uvDOwsCIuSHCgwMgBQWwT%2Bvfv/INoTwj1//9yM4%2B%2B1L0uv7DfFP0Hmh%2BLJobGlYb2k0tSKZUZNcH3er6tEOgt/m7vsb4fjV0tjlcPRy%2BJ0MlLEcyloOFS6Hi2RA3aqp7PVtZzbkaWxs0lLAm8mS7WUp1zbwotaPFW8Z%2BqCEuS5HNlQmn1Wc/yD/0n2DxZ87HnhY0ZsSwEQnGOtAlb4VChokI23Y8kBexzswWA%2BGPn6hlKS/vXXCVN3eXOPEAUPXg4ZGutsun/MY5LE5NIqAxRawWcMczhi3f3p4aJzPE9CpA0z6CJdbEhlKCr/34dWNpo%2Blg1TyAJEyRKOO0GhjLAaPQhpk0nlUKp1ARPX0NNZ8jL5hOpmitpihvZSuIcrU48VojyaqLqYri3J1xaUmogIjuNJmtty2wkezMNCa3nmyt9wZkXusOdMJVe4aflMn7bpu%2BbsIHBEQ8ACPkxKJoA8HkzAiCkXMoAMqBWrrnGDSxzKyMd0oGNknbUGI2nuWOlFCVJ%2B0Cy1p7BS1oMSdfdJerLQdKboSNeD0guhwOO2he8sTz97Ae/To%2B8yQh0w/L1qgF/uVJ%2BbRuer77ik%2BF1%2BGel/IDL1cnR0DpN8BkMAAlkr/8cgL/Udj3/%2BIp9J/f/0dgvOz31KDnjQmP%2BsrCqdWJeDLYkllMczqRHxVMrE6pTzwTpybXtxxpZZ7G2Yi14J3v4H0FdLMlaBgBSj9VZL3e5/3pnLDdbXK6/uPrF98vXEhd%2BPCx/WgZxXArADYFYC0erZqY9chpU6zjeOpW7yPbztqondor4arpVbg7aMdua8/95XM0qoWOQ2z1I/YkojGtNdJz89eO2ZkZ6jucmDPASPlw0bqR820rYw0jhyyIuJ6%2BSy6gEkb4LAG2czRfs5oP2eIxRzhcIY5nEEGozjgxVDqq/Ln12qLcz/RqWMM6hCDNsyg8ymkQSZ9mM0cYNBpRAIWi60oyEm5ve97kjqcqcWL%2BDP13PYot41Dsaoz6ZqLuYbSyv0zmfoL2UZQk0NvskW2v3o/Rm%2BUYDjWqzVF0%2B/vsI66rdL02iQj0I9ABxQywGLEKIwE0yfFYoV40hKeDJHIAIGYYpGG0tPbuzAA1Qu1o0SdveKOHiGyF0L1Slq7hM1IURdW0oOSfGiYOxk06JEisr9a52yfdt2189FZ1NMLPc%2Bu4p5eRj%2B9hH19hxPozfC9QX5%2BGf/yMvq8Q0pNOfK/ufc/SoA/euT/TXbYAPzzllUAAFiY/Z4c8Lgj6w2xLIpanYCviCWURdJqE1Fl8eTypIrQezlebiVPPKuiH5Xc%2BrPulmLXo82EgO3kaCV8qHKDw%2BbK7WvZZuunH6%2BV1PwG%2BlYC/AopZhXcsUyKkBFiZGC0jLjh9/KD8kWHFdsjd3sc3OJsrupipe1koWNvuuuEtfbFo4Y%2Bl%2Bz8rx%2BLfnL5wdkjFx1NbPco2Rurn7DWc7U1OGquY2u408lc185Mx0BPo6cTIWAxBQzqIIs1wGT8KMcMs1n9ZMoIh8vC4Yr9vT9lvi16dKmuMHucTuSS0FwKiUsmUbBoHo3Mp1E4ZCKfzaBQKB%2BKs9Nuqs%2Bla6He6gXYrUO%2B0pzO2DP7TnMuQ38wYU%2Bel8Y7b9W6AFVEnHJjgjYTZcYl7xygaExzlOfGdvJw2p3Zuyp8VcIfuJeUMVo7FntQAEeQEIhiAlWEJwjxeEkfQdrZ8bmfPJCd3dndC7B4aQda1NgjQvXCyD4IjZNgcZJuLITESJEoqLJZ5OzLdXsnflQidPZqsjn%2B3so2/oT9%2B/seTV6nG26dbrp2qvP2uc4bpxqun6q9d77zjGPJy1fFzQhSenFLYn5nYHLV27iPr4KL3oTlB0XlJqQXllU3tLX3jA9P/qVZKQXwj8//0HPc/73%2B7o14/vu3GF%2Bvtvf%2BvYVhvcUR2PJoWnViX3E0qiAMWxpzzu3CiTO%2BZ64l%2BL3JT75/%2B92143EXDmbcPxnooJ%2BptbldczP/%2BkZJye8At0aKWw5jl4m7fhEilkl6ZCRdMgCzElDXDsbLlaqtDt%2BvVunt9Mhe58BepRMH9pyw0jxioWNvpn3YSM3RTPOEtf7zW2fOO1lecDL1PG7uedzyorP5MUsdJwsdVxsD98NGrof3HjA3aGtsZFMoLBJ%2BgMUeYrGGWMzRfs4wmzXEYo3x%2BDQ0utTv3kT227InlxuLcz/RSUM0Ao9KZuJxBFQ3g9DXTyZxKWQGiUgl0yrzskoeqlNCNEMcZWkR2j2%2BGr1%2BGpJCQ3LQrmeOsqXpu75NmM6O/vmdrwFN6QGJDizZBSQaYGGndEkTwAZAaEPvNuqp3ltfciA54mxBbgeJCIgkKYEs7euTEnvFaLS4pXl0SPA5NRuFwEp7MFAXVtiGFnZjJFgihOyVdPYI23rE7V1CdB9c2rDo7MfzSFnwLoMeVYivZgyfeMN0uNvpfK3cxjXd/FjaAbc8G9dsU6ccQ4ecw9c6nB%2BTrG%2B3OTxBu7ymnQ7hnQwVnAgesH9FO%2BTTd9yX6OiDtX/QccS70vHee5/gLCarHwAAA/gvC7x/TyT8uyg4//174tvH9ckvsPmh%2BLLovsp4fEUCNj%2BK%2BiEm8NmD/acL7N7MWr8cPPiY%2BKftcyfP8IuP0i4dOJmnpoEzVGL5rIeQawB9pRS3HEYtg3qWQUgZSbcMIPwC6LJQr8JA9vq2A%2Bu5uirVGhpBRganTPWOmGgft97jbK5pt0/FRn%2Bbk5mGs/kuF2udkCdXTh80dLHRu%2BBkdsHJ7JrbgVMHDVys9S84mrkdMDhpt/eg2Z%2Bl%2BXmDHG4/g8qnM8e43AkBf5DJGGQwJgcGPnF5qIb6/MeXJ3PeVj%2B/1liQ8YlBHqDgqBgkBY2i9KKJaCSPRu0nU0gYLJlEKctILHm4N%2B/iNnaoZttTteBjCtxwTUGkSojHZlKXOYDNlsZ2gQU9sKABf98pXVKD5lSk3xTBogqA9wGhsWh2HxdvxkKZAonl/Gej9JjDlRW9RCLA46V4gpRGhLF9km78VAtm%2BPrjgg6MBNMHd2OWEFhJN1aI6RP1EkA3RtLQsdiJEqNxILNi8thbvkuqyCVReC596XLu0s08cCMDupYy7Ro8dDJq8GT00LHgUafgSbf4OddkoXMadChK4hwtPJMEn0kUn0kSn0qCzqSBU8nCC%2B/B%2BRTgmQk8M8CV7AW3UJrHk9LWLir4eQhL/l1XxL%2BLglKJuCQlvCruCSonGJUb2FsQ2lcWgyuJxpfFHXN/ZPlw5NDrBeUjWbvs3u%2B/1OHkP3TyyMvsnert%2BusG4uUAYx0gL4N7f4FRy6RYGdC3HJBXAPqa2Q657tdbml02Z%2Bz6LX7LH/kG2uGWRueN9KwMdtvuU3M00XYyVbfdq2JruPOwsYbtPjWbvWqhz245W%2BqfOrT31CHD846mJ6z1Th/e6263z8VG/9ShvaeP7Dt2yDghIpzPYjMpJD6dMc7jjbDZEwL%2BGIfzmc%2Bf/TzRVf3hw7Or3wpDKh9fKooPHWWQOHgMGdlJw6B4VPIAkzbaz%2BZSKAwCkcVi5aSER5/Van2mxo/RjzmxhRe/ZyZuR5HnusrU3UBk1pKjWp3iNEpwhkR7JLO74AVN6fw2sKQ%2BO76/rlBnjGM4990C22raXrlXQNoLgOUIxS4hPhlPAnj8Uh9xAYcTdvRAqeXjjxK4Z70ruvvEvXgYT4R7%2BiQdqAUsDvqRkbSjJCicFEMAyYXDTv7cG/mQZ5rYI2npWNTcxUzphTTh2aRvxxPmj0QLbUJnnROE1kEzByKgvW/mLYLn3d5J3eJFHkniYxELx2IWj0Qt2ofMeWbB13Mknu9FF9Igl6g5z/fi63ngVPKSy7MWBmsQAAADyX9pif0/sP4uCgIpXJAUWhXng84L7czw7cl9jS6M6iuMaX0fbOkepPPkq8Xr6R0OGXsuU1x8x08a386XlavaukYQvQGQV0F9y2c6fwX4tYC%2BWoJe%2B61iEy91Pclfrvnob1i1ld/U5aZ0duJ01JN1VN5fOxHvc3OPupyNgdJBg132Rlo2hqoH9u48aLz7iIW%2Bk7VBlN%2BDo2Z6brZ7XA/8ed7R1PO45XlHU3e7fe52RicP7TvntN/1sHFsSNAgj8%2Bl00a5/eNc7giL9XVkeHKAP87nzn4eR1SVN7y68b0ouNnvdmFMwCiTzECjmJhuHgknoBIHGJRBBo1Po3KoFBa7PyMxKPGc/FCiGvKVRuvTneJ87fH4XcmXFSeZusNU26rkuzVxj/P9DkIzNlKxhnhBCxapLH7dnxFtHHDbvqvSEADLKf7%2BokRTfL0BEFosjB0uzIztxQFcn6SPIMQSFhC9Ep947s20LxeeN2OI0l6cBI%2BXYnFiJF7Si5cgUMJOlAiJBygchKeCyEyOW9jQtSLJ6dRpj8yl44mz7u%2BF7unCkylLR%2BK/H44THogS20Qs2cbM7Q2cV340u/vJwv6A%2Bf3%2Bs/bRYmO/OfMQoXGwePfjectQoWuq2Dlu9nj8wplUoUfqklP0omX4jM61roRCBAAAAjAMi8G/g8K/Q1AqhnLig2qTX6Jygruy3iKyAtCFkYTShPLoZwfOJu17ITR5NWN4C2f5fMjVxKtFfgNe8Q/0/XWAuh70ySyhf%2BtJlK/wX1cTtibJdVW1/jqE6kqcwsYppY3QLkWxrhqwMqQZ6qQdsaJXpGf6P9FTl9unqXBQf%2BcR4102BjuO7N99YK/a3t3yTpZ/xvp7HzPXPXXQ4ORBg%2BNWupeOWVxxsT59eO95RzO3g/vOOOx1szP2e/KIz%2BYMslnjXO4knz/MYk4NCKYGBWP97O/jY12VZYiAu19y3iIC7hfHBk7wmDwifoiKH6GRRplULgnHpxAFNCoVhyORyO9Cn7S82DmXqY5/o9wfrrmUrU8IUq2MVAJL%2BztLjT6%2Be97w7nlFqNvMoAmAdsML%2BwCwHMBbv7hskfbKg1RvCkRmYPZgZowWplULiExEX%2B2bPmYhkBIkCiIQpaheCIGSeEWQjoUMuj6s68YuEomSvj4Iixd2YBfRvWIsHkJiJSg8hMKJcRQQ/I5yLJB7OUdyIWPxfKboQvai67vvp98LHRMWT8SKjiVA5uFiZe8ZzVfzGs/ndPygXS8Wdr/8tufNwh5fsXkYfCAO6L4Um4QCq3Dgmgqc4oBDzJJLivRkKrCKEGq9GtO/Qw/Nw/zc8v83/v5FdcS/RRCSZkS/%2BZjwDJUT0lcYhcyOQBdFEyuj88Ie2p5OcXwDO/h%2BN7708YTF3RrF7WDn1ibdDVONioC6HFB/%2BdSypvzN2srXv7cnylf5bGk33fhltyzYrQh0NcS7NSWOpoPXHZJcbNA5sYNNhSkv7moqyVGIN08AACAASURBVBpo7ti7S9ZMV8HGUNV2j7KRuoKe0sbzzlZ58SEnbfeeOmToeuDPH4Hw0jGL04cMLziaudnuPXV4n7vDft9HdwdYnGEO%2B7NAMMHnfeL2Twh4kzzOKJsxIRA056Zhgu9PvPdDBzzMDn1Fx3WN0umjdDK3t5uMbOVT8YN0qoBK7aeQ6RRKZugDXJC6MFd3PF7jS7LufL5R7n3lIbLq5NCu/MhDmPyw2tgHrUkeX3h6AGhLZyyp7VaNqUcr471KQz2oLVpAaiGZ2cPq2j3J3gMWTEXf7Do7C9u6F1G9UjxJgumT1Dd/uRPFvJa5cNGvowu1QCCIiDgpmQpjiOJeogSLl2J7pT19QmSfkEgFIek45wDGozJwIxO%2BkQldy1y8mS9ySVo0C56xjxGaBM6ZhC3p%2BM1rPJ3XfCb6M0RiGiE6EAdbh0vMX07ZPO01uFSk6Z6s5xGufcLH9GyAg1fuyedtxwPZB4OmTMPBbl9Y8zqxop3xg6//NP4G/sPn4d%2BHoEQiSYvwrUt8hs4P6yuKIpTF9ZUk9JZG5oc9OHAq3uLZ4uGApeOO4VkbFYTqO%2BaVFBoMNn1tVgP830H/LyLaKjF7DRj9A/A2TPYo5njIdWnsEOloLBioS07Yzj27kON5FJufxK7OGWnMTfS5uldNwUBD3lp7U/AVGztjZRNdBUtdFVPt7VdOH6rMTDx12MTD0eSYte7JgwYXnMwuHbfwsDdys/nzpK3hGbv9Ljb6z%2B9eGWL3fxkZGWQyx/m8MW7/EIv1dZA/3s8eFwy2ZCXhAq9Npr2ixr1N9bvQVBw6zqROMEnE1npCZ5uATuGS%2BgbpNHIvgUJi5ATf6Y/WAaXmsxna4gqj3lDtqpjtQLT7G39beeyez93pPVnP62OudxbsEy8ZcQnmTUk3MLkvpvuyOjPOjNANgdgIWtIHU0bwJxOwaC6adkJ3t7R2Srp6RJ09S6heYWX919O%2B9KsZ814R%2BB6skEoTU0gQgSDFkcQ4sgRNEBOIYjRuHkOU0GggPAVpdb3qXAT3bPzwlayFu4XAI2nxaNSMfbTwaJTYOFBkFCbU85uxjZIejQMHo4HJq08md2t3u7yUt3dSdtFXPamk6qGg5S6vsk/G%2BqBMUqzak4d7d1lq6Z5y1rqSrXyd/DSb%2BwMuKZDA0H%2Bi8L8rjfUvRHBudi7K17s94w2mIAJbHNFbGobMCkUXRDenBbpdiLD2%2B%2B7kw3u13XxSaQukJr%2BoIk/aurnOemO3v9xEtxz4vEHCXovN/K0xVqM752TurQMVKluFdkbg4enFAM9kV92MBxdZlXns2qzBmvT0l967Ff8wU/2tMe46veK1mb68we6NZrrbLA1Ur51xbCrNcTLTueBk5nZwzxl7o3NHTS6fsLp8wuqik7mb7Z5jlronDxveu3yGgSd%2BHhwY5w%2BMcbnDbNYQmz3J507wuKM8fmtuak/gzYnUFz0RT5KeaKW8seETCLzetsyIo00lbwVUCh2HJmNRuF4ck8EteHtmInmPpMhmJtvge4lZqpfiOEMNLMiCmR2DaAPqx7sT3Sn8moSG6OPTg3t5JCtOQ9BoS9JXbGJHrpFk3lI8t1u6uGfp8x7RlD5YMl6YtO5oqOrolLZ3iVoRos4eSVreiPNzrGeG8F4UG0MQ01kSMmURRxCRqFI8CeolS8hkCY4g6SUCCgmkpnXcfBaRmFX5Nr7I7XHeoacojySxWxzsHCOyCBZbhC6ZRIlMI8TH04C5b//uk4mKh93kTuxSvaWmelt512MF7Vfyu1/IGfhu1T%2B77vq1ZZRuNY87v%2B6/ufpouIra5V0bbQwfRIRyBXwAAAAQDP3f7fr/TKbjX4/gj5D7/dvXyJd3kXlBPXkhfSXRyIIQREZAX2EsriTh4lX/436cC0be2A0bpKqKS9vkJYpbRDtkBzevIRjvaL4mz2jemfpMGRF3dg4fBzjF85j3XQ9PMj2dR55fRPvs7y3Xb8kyro45/iHCs%2BPdm9eXT1w/aoQrePwFEe7tZHT2gNH5w0Zn7U0tdFU8Xe3rSzOsDVTc7fedddjvccT41CHDS8cs7njYX3GxPmO/z/O4lYejiZfnmX4KfYzLG%2BcNjLA543z%2BKI8/JRBMDgwMsjkN7xMwQV4z2UHdoc9D76rkxTsMU2m1uVExz7eUp3jwiUQmjtBPIpHIBBwGXRXsPJtjvFBsDuqsG1/q1qcpAKEyPLcdLCpNc3S6ClwAr5r5wbevyAgWm42wrJgV9yFKGbvxPh%2BnCUR7JHOa0kXDpSkT0TcjILJcmLKuq0jq6oE6e%2BB2pLC6bj41b9jep%2B1k8sytcDayT0ymwhTaEp4kwpNEBLKUSIVpVIhKg3rJUgxG%2BqEE9Q/rgwHBcNS70uNPyg778ywDF/aGA%2BMwyDoCHPDr13ILVXWx0fPaZfhCY%2BeLHTteqGx9sH2Tl%2BK2p9v1/Lfp%2BSvsOL7c98nGlMit5ld/OxS9U/HmhrWu6zZ7yO%2B8tn3fGe3kzKi/jt2/htLhf4D4b4qCP4bYv36Zive7j8wJxBSGowvCOzICMQWRqKJwbHH8xQcJxzwLYjeqzSlvFqkpzylsnZDdNLrhjy/bNwAXo69XbOJdt/qd%2BXO2LwsMl0D0DMDJgNgZlFyf3vevSoOs5xnG4JtBf6N%2B5tN9UXePJj04NoNMAqy0790BrFLf4ZqYT83J5LLQK/aGd84eT43wc7bSO3nI0PXAn%2B52%2B8467L/obH7J2dzdbp%2BT2e4bpw%2BddTbz8brOp7MnBgbHefwRNme0nzvCE3wW8D8LBF9Gx6qSQnGht78WRPTG%2Br91t0t%2Be3%2BczcC2NfjdPNqYGTVAJdNxvUwShUAk4xFddUHOs6XmCyX7pksOFDyXnxvSkn5VWJxQhudU50f%2B7Co6K%2B1v5LYGfBfsAdK930bcphDPAbuaXH16fnQfkO4F0j1Aug/ANkBkIV0wguYdmj6GVdd%2BbUfC9a3zrQhJSu6YlVeT%2B7vZ66Gs1p4FPElKIkEkEiCSJSTaEp0lpBAhIgnqpYm6MAvV1Wjwo6n5x4gbAGQCLehd/YF7Tdsv07WfflY9nbvNaL%2By6S96V%2BSsEnS1g1RUXqipPN%2B59dHWLfe3KtxfZx233TpQQf%2BITOjrHSc8Vp4K32kaqbT51uZlZzZsuK2i8Wqn1rNt2pc2vgi7OzM7A35qpEIAhv5nyoQwDP8dgoJ%2BTqK/N64kAlcahS6M6MkORWSGIEsjugpiPLxzThldQ27eDO9W%2BK6mxDtoVXzYsu6EA/XiaeqN45Lo28LQcz3edqyKUDBcJ2bmgP5cICiqi3ere3eorUh7cUB3pEObVXEeUFIkuDhASedWPGEWPwWU1OmWsKaIS5VB50Nu2Z8wVfO7eyk28Kmztf45B5NzDvvd7fadsTdysdG/4Gx%2B3Ern9CHDyyesTzvsTwh7Oz06PiEQTAoEIyzWBI//eWj4E4czKRCM8bi1KRGMJP/W2xc%2B7FBq37CpUFml4Or1gmNOperauTp7agJ8cT09fBKDTaBhEI3N4dYLHyzhajNkiDGqeBuAdw7htQti5HBd6sja/U3pF4GgeaIr8jNNGywaz386%2BxUXDARVo11XJ%2Bl7cQgtTLMeolqThd87PbQfXjCGFw9VlXuVfhhuQUhbOwCOAHJLPh/0aj%2BXvHAzlNOKnO0lCKkUKRo1TyBJqEwhiSwiEKR4gpjEgLA4UX5RixSGfvQcQOA/ctbJqW8hmZ36dkcdz8tZn1yh47B8x2EZebfVGs%2BVNQNV1d8qqr1U0Hwhax6y1iNd2fb2Brfzv96%2B/bvzg7UeWVu1XqyTf6go90hl%2B2Pl7Y8Vtj/eYvBGwfjeRq%2Bgs3MLMwAAKfTjGBT/peD2r4LvhzDXf4HgP24CPYjOBN97%2BJKI3uJwVEE4Kj8CkRPamRXUmRP2%2BHG631ajwW2ySzsUppQVx%2B5e7nlwrcvnXnfgg6aQR5TUgIWKVFZyAOG9L2AVAF7%2BZ2QM4UPIWMdbZuUuMLVjoX9bT7rZYGNQf03IVFsMwCeQ8u5PtYYCUhKxyKc82LM21gtbFvTqhtvtc%2B5xrx/YG6ldcjI/d2S/u92%2B04f3HrPUcTDb7X7E6MZJ26uutscP7EkIfTs9Oj7MZo1zuV%2BHhj5xOBOCoUk%2Bb1LA%2B8Trr38fg3h1u0x%2BM%2BeX5ZNrlkl//aVpmczQymVgmYxQZln2pnXtdY1cJo9Jpne1fuiMMIEqrKVVVhUvdg2RDD5xt33M2sLD6VF6tC47b%2BnKeAwGykYbfZmdmkBstTB2cab3HRitJX%2B4SWsxF%2BAPdFXrZYUpIarNSG16C%2BMH4AXH%2BqonTe2fa5qE0fHohqax3IKhw3err6XP3gkjtyJmKTS4tIwQGJpRVkGhM0AfDiLQxGQ6RCRC%2BN6lDx96JD/b%2B2AYAAhIpVIIAPBlcjwn9WxT5Q4OS6OiQe3aqw26x2W2Wcpsd1ylcXX93qCdBmHKju8Un1eonX0pa3tUJvj1Fofjy0%2B/WXu3WvFIynY1362qL3cqPd2q9Gib6mNFzZcKdknqR4OUY3OewUAM/6zPSH/6wP1r%2BPs7BMFfCH4oyI18dKmvJIrwIQ5bHNVbEofOD0XlRyDyo55ceJK%2BUWNqq/x3ebmvchsmZNcx5DZ1WBiyn10n%2B9xp9HvR8MSbm5lILXzbneqFzXzKaw3OenNpBlMwWndugaY2id%2BBK9wd%2B1g7%2BNbxgCsO5JJngJIKeqMlpHhcjndzgnd1%2BJ3oB6cO7VGK8n%2BeGRfkuF/V09n8wlHTy8ctPeyNzh4xPmahc8HR9OEFxxunDjsdMKgszJkaGv3E5Y5wmBMC3jiPO8HjfuHxpgT8UTa7PiGY/OZ2jtbODFurcvM9kyuXzcksH/ttZeWGNYO/r6qT/b2ipoLeP0Cl9Hd8zEEE7FnKNZrOtcx5LDfB3Y2p2jzN2w3gPxsyV2f4GwP%2BB8BKr46w4fXqAanVFPvETG8iGPjwGZNUm2I9TNUBYD88Y8nF/zk3ag19s1%2BctinJe4XBQu/T2SGhJXm5HRVV3494VV9Pn7kVSmtFzvdgFlNSqkvLa/LzcRQqIJHERIoET4IJBAiPEbU2UaUwBAMJ/NeuAQAmxj%2B5u1v4eP1enL25rWo7qVutA6GalL399oMth4%2Bt1LGTUTwio3xmtfmNdZZuK11P/1KVoZIVu9XSQebq203hbWo3ylQNA%2BR3%2B29Team4w3vrbt/tmkFbjUIVPQo0bybrdJOKwV8KvX81dv170hEAAKgpzIl9fK47PwxbGo0tikBmh3RnBCFyAmoyor2PXijZoPh9u%2BySirxEQW5MQbFEXbXqqF2DlVnF1k0oc60BB33WMWNe3IPysHu1Ufc5tcHMD8Hd6S%2BlpBxmtWtv%2Ba66RK3y8DOMivc9udFv7rjk%2BF9jlwd%2B6YzqSrpeGXSpKe4%2BtjDY014nJfBVdkyo%2ByFDT2eLy8csb7jZXnQ0u%2BRoft7B5PyR/Y8uOl46buV8yKQX0T7OHZgUDI5ymaP97M8D/AkOa1ogGOdx%2BVRKVdCzkfTX/ZlBfeW5JaZmA8uXDy1fhli/LtfrVqfazlrFbR%2BqqhjUfhKBXV%2BcggnWFeUbfMo8HHVp7QRVYZoju/BpKxCp8hGbS/zUurO8M584RD/Y9JVnBs8fobU7iJipYKBcyE7JCzLs/qAOFkzAoiE8v180awKWDs2PHcxMDcHgQHPLtzdv8sLCiytql9we1N9I/HLWj9KCXupBzQX4p6cklVDIQiJRRCZKKFSYzpKS6ZJejLSjjSGFIABLfySsAICvU%2BPXLtpZHZRxc5dxOy1z%2BeqK%2B09W3fX59YHP7/ExO%2BJjtiekKj723%2Bxyfs3lK2uCX/5OrdsA%2BDtiX2847LDMyf1X3%2Bztr5o1rCM3mUfLWrxT0XyjqOm/VS90u36golXK9pvVylcD98/MfgPgh5TCv1vQ42NhdvJzz%2B7sYExhJLYgois7GJ0ThsoLLUtNvW19slpOblJZdkltq0RZaWSLbN%2B2zaytW/gb144ZqYObduCK7cw5M57/%2BZw311DFgdg8/1l8fpr/OUxpQEX47Y8x13qy/XiVWYLytP7GkkeXTxnvlD97yOj6MaOG%2BAedqQ%2B9jhnaGyqbaMnFvnka6f/Yw9nyxsmDnk7mV45bXThqevWEtZOploed0XUXq1N2xnevnBliMcb6eZOCgSEWfZLP%2Bzo8OCXgfhbwxge4bGJf5duH3/MCmYm%2BhXv1ab%2BsKJGVq5Hf2CYn3xYS3qSxq0pDs7u1g0okEyiU6oJkXPw%2BUGE0W2CfdV9xHK8C5hWlXzfDcxvEEztxeYpx3mveXJftLttFRWoD8fHuSuvhrnB4MKO/1a0ubSsHqQ2WzOBFQyDeDyBzWHLgM/9sUX59GxJgMOBdCvalX1lDk/iyT8O99K/Xg0ko3CKFBEWH1vR0jzJZEjxBSMBLCCSIyoRINCEeL0SjeFJICsMwDMFSACQSyd27bqZ2Mhd913tErHuWtePe221uHoonbinav1x/zPePq/7r/CM25WcqsdA7R/DbFygbIfIamLauJmO969HlBw%2BvtHRZfjpos1fRjmeVqrcrdQ8mq5mE7DALUbOJ1zSPVLV9rahhJ5OVFwEAADD0/0VB%2Bv8fBMsy36W9utqTE4wtikRmhXRnh6HzI/qKI8rTs9ycHiXKqUypblvYpSxSUprZsV2oogi2y0qU5BcsDeGn7vDjk%2BLrFhRPy2oP22afS7WRDxnlkYWvb1dHPW1LDKR/yBTUZA/V5HIq02jVWQH3zx822HHOft9hE43jVrr3PY5cdLRwMNGyNdyRnxAe6uN1xmH/5RNWF5xMLzqbXz5hdcHJ7PThvZePW15zsXI5uO%2BNj/fk8NAYh/eZLxhi0MfZnM887md%2B/wSf%2B5nfP0jENYc%2B/5QXVWqgS5dZXiG/ucj3RaumWteGTR%2BfPvuwTa7CUK8XjUH34bvR2JLUmJ4IU%2BkHC1BzqPGNJh%2BjDRbkJd9lpdMbpd%2B3CD8pfKIoDWF16G3ahE4dILH9PmrdmmvSmWdDatTlYdREUwbQooV03ma633J64DAAZzGIxzV1AkQv6OgQd6GgqubvjW3QndeI26nfHicMYolLVCpM6pPg8PM4khCFg0kUmESGe/FCKhOiUkW4vsEfp%2B8PY/OY9xEax1db%2Bm8yDd5oE7/1uJfCs%2B2rI1b%2BbqW1xjRUUT9oo2W4vF3Y%2BpO%2BGzPTt07R5ZYIK%2BcxqyWEtXP4jbkJa89fXWFrt9z0sIy950p373XOdzbtuSm766as2nk53XMbdziu2ma5fJeljLO74pdvwwAAGJb8W5W1AFzwLrYk/AEqJ7gnN6Q97U1H5ltEXhC%2BODoz6r3rnaKXug798pvFasoiFSWJuopYXUWirgypbV/aJrdoZrjkbgvfOSy6f3T%2BnHX/aQvBU3ea7%2BW2e5cb/Lx5Vdm0okRuZTq7Kp1TncasSAm%2B53Fwn9pZ%2B70u1lpuhwwO7lWz36t6ykr/qLlWbUle8PN77nZ/Xj5h6WFvfOmYxQUnMxcb/fOOpjdO2d48ddDZyiAzKXZqeHiEzZkaGPjM403yeZMD/M88zvSAYG54YIKEo2bHt9/wwK2QaVi3ri4pgYzFNMptbt68vsDbu3KLQqGlBQlH7kHiMJi%2BvLg3TYEGonIrUGWNi9AvjZYFwt1gSVH6TVEyJQfNKwJI8xtbrz5z57cBY7C4D8wb8/t0qe17yZ0a0llTINonXTKH5k6891CqtNvcEmleXlbWhQWoHhGyQ9LWJanvkDS0SDx9Wq69m/FJmUbjFihEIZki7aOKcSQJCS8hkyUUGkSmQP1cwOcCXv8MDKQ/QEBjevTc5WzjZXe/XL/%2BzrrtN7Z6K63uX7UmYMt6y5vqxmGK%2Bm/lNANk9Xy2HDyy%2Bcaf6zPubPqKXCvCr4Qp62cw8qw8xZY05foSlcIchbjwTTfu/n7U5Tfz3cuNNZbtMl6169Cv28xkFEyW6drLPH21CoW4B2BIAkt/oP9vQBAAIIXEUb5PahKed2W8bUn1a0t5g8wKQmS/ReVF%2BL5OtL3X/vDux3rZbbNya5dUlaTKypId28QqWyUqWyF1JWjHlvntG6eNNCTXj8D3HCW3HYX3HMUB5yXvXzQ9cK0Ouc%2BuymSWJfbX5LCqMlmVeZEPLh8yVPE4bORms8fVUtfFdu9Rk90nrXUdzDUaKvJDn3tdP2F28ajpWXvj664H3A/tPWVrcPv04RuuB26dPnzG0aa5unJiYHCEzR5mMMY4nM983ji/f7yfPT86Jvo8PkbCUXLiiy10%2B2Vk8pVVP74NyHjwuGnjZtz6Pwr1NPpWry45bMuiUMhkBpnNehf8uOmVprDcYq7UcqHCstFXvT5lxyBTBfq6VTKhMTtixkaq1%2BdtH2frg1lt8bQKPLeL0LJ1imsKgDVYtABiSyCyAFKXjsfqQ3%2Bu7dLeEHXZu7ZzBkcAbe1QSzeMREk7OiX3ozhHIha90mEsHfC4gMmE0ERhH15MIwppNBGNJWGxQEV5X3EBgoTn/%2BgkFS0uutw0swvYYBm6fu2lZWsuyh74cz1%2BzYrcVSstnbcZhCkah%2BzYF6my5%2BW2o1rrGlevG/lldYLMqprXGwB/K7toW5XVGuzG5YVqa7jN6iK%2B3Bxjc1%2Bn0p39W1r%2BUCBu2Phowx9nz%2Bx6Ga9%2B7sWquGKFQbIytmrHAK8BAACgf6aj/69HcGF%2BNsznfkva6440v46Mt7jiWExOZG9BVGNWuPvdWCdf9r0kUeyZ6J61v39T3CxSUoB2KEFKKpCKqmSXikRtu1RVaXGr/KKpNvTgKHjgJrpoJzxtDb25Ik1%2BWOd1ojb40VB1BvXDe3JFGqcqP%2BbpLXsTzZMH9F1t9M8eMTtlZ3LEVMvRVOvwPtXmkpxovyen7I1vnDx0x93u9unDF4%2BaXnQ0%2B3EpvOBodsnVAdfV9YkvmODzx7ncz3zB16HBb6NDMyODdDS6u6Guqayw6M2D2P16/ZvXclb80iojEy0j0yAjI5KRWZCRwcnIZJ92HaBQWpsbqutqQ7yvlzzYP1pyaOmjrajURFJ1GJ9gmv9CpS1BoTp2e2WKHgdhBBYcgHgfWDIEiwZgSf8TUx9dv3OYbiicsJ8bPTgzbDU16PoxzbV4/3Zgo4DXk4u2dyv7MNCOBq2dIkQP1IkGTwOxHncrH91%2BX5rS2tDAZXAAjQFw%2BEUiRURjQPwBOC62ytc3PDgorr0Z%2B2M7UrJCDW6ssIvcsv7sytWeG7Qs1pWvW9uyZs0hky36/sp7gjfrv92i%2B0bRxky28ff1n35bK16xCi3za%2BHV9dxGnTyVlcMyK8aX/ZattKY1bXfN%2Bz8yUzY8vr0uZv2WsS3bOlavIq1e93Lb7%2B2t%2Bli2CoO6ea5fMStn0xnv/XML3wEA/1IE/2lRBgDA7ecGPb2FLgztznqLyAxA5kWg8iN6cyIf3/M5eq/V%2BRnZM3bCN1ec6h7ZvVlxTnGdVFlJpKwm0dgJ7VSWqCiL1VWlKtuX9HeIT%2B8XmumK9miITPVmzzqAWG84/nHLrZOIxFBqdSahOJFXk5349NYRU73TR/aftTe%2B5LD/hPnuE1Z6Ry10D%2B5X76guCnvhfcbB9PYZe6%2BzDhedzD3sjU8dNDxjb3T2iLG7vdFF1yMMHG6Izf3E5U4J%2BBP9/Z8F/PnJzy1VpR1N9eMjwyMC7hiH8YXNE%2BJ6pnyecI65DMRGop48LNxvkq2jl3TEvjwpNT8tp/5DZVN9XYTPQ%2Bd1K4L2bhrJPArXHlyssgKtTlCN3bfiI%2Bhk54fPD74tuJL60bO242If9QabcWLm81F49vjCqMsI/RyVdL2x6354mdfLipgr79699rzWpb0BmG0a0t4QbWxVmtWHxYMOhDTteU6GkQ3Ccg/RWh1hqJS7RyPr4nVsm4AnABSqmM2CCfhv8fFVDQ0kIuHTyNAsAIDBxhuekt8fuEX18brfr65Rd5CP2rD6y8o1vqt%2BM7ikaRCxc6e/rMbrrRrH10XJyrYobHq%2BfT1/9fq6ZTJ1fkpNpzYxZFbU/vbHTVVZD/v1L1/Ke9z/fYfbyu0qy2o3y7cpb0j1skQorq%2BXkUny3sLmak0zNw1TFBwerV7jvOxpyou/SIEAgH5qbEn/6bDTf67f/PfqOf8UwR4EIuiRJ7Y4ojXVtyMzoDs7rLcoNj3A55BH3NnI%2BUNe7W5vGTczwZ3EL0%2BdnlbLbl3cJguUt0rUti8pbxUrb4c0dojVt0Fayku7lYWqilOaqigLs7YXD5Cvbs4HXBcl3Mu%2BegSZlcCrKxQ05iT53HYw0XW13eNkonnCQsfJVPO4ha7LAQMHSx1sa33w0/tO5tqXT1hdcbG%2B4mp95oiRm%2B2eH42r5xxNbl882U%2BhjnD5E3z%2BJI87JeBPCTjVySndzS3/1X8Okop/WkUuSqB/mEaKJT%2BfAeZnZ2IcnB/LyGQcUIYaHMUfzcXVB6W1R0CjfVPUgROh0ac72CfrMNdburw62m6UZzysTnhWFef/MdG3Lu/Wx5Jz9a0uzYQrpK%2BeDZhXUUXp7jdYOuvBvt8XDNem6O5%2Bn9yZ%2BSK3zlBDYiUHLLaAAzuAzUZgsVmwZ/17m4OYNh6fJ%2BVxYBZLODYGRocBnyUZHxIuzk/ffGZr9uSXnQ9Xbby%2BXPbSeoft61i//rG0fCVu%2BbJXsr/vPauk%2BlJR7u5GHd0N7RvkA/Vkrxpv5K9YXaj6R3WMQZX8yo4Vq012bLDWlo3asTZBV97tlKKmr9quQ5s/bpDv3LahIftaqcZWkswv0W5yo6ydS3yl1JwNqtdWy91ap%2Bi6qbG7FgAghWFYCv8f3r46vIpk2zcDgxMI7q4BgkNCEjRIQhLiHgg2wDDYMAzuroM7wd0JTkIg7u7u291aqlbV%2B6OTzJx7z7n3nPfNe/1Vdrp3y%2B6q9VurqlYtaUj28C8X7/5mCN44e/LctmVxdw9HXD8YcfNA7K2DNw9udPXdHnJM5X6EUgHFuQAAIABJREFUnbHktc%2BeoqDLxO1ghef22E0rHz/qP1HSuTP068X36wkD%2B5FB/WFANzq4DzNoSFrfvs%2BtbT5s2vJ%2B347whS76db70j7V5v/vd2byi%2BPPj6oiHpzcunzvZ0mvOeKfJQx0nDZk3aciscQNmTxg8c9LgpIgPBzetcba1FOz1F7tN9XYY5zFjdNB8m2We0/2dJq9bGlCUkSkqq1BUVmqqq3iF4tPx47uHW2mrawmlUmndjRU/7xo36e4v6xmtjlJKKPDC%2BiOhMc9eXjpwID4ynFIKFAFFlNLip0/2W3Q4Nbon%2BuRN3s7kXs1g38wxvfU8ccDT58W3wPQ6z%2BS6oJS6kHRpSJrSP6HOK67GK7bCJ7YmKFXumyrxTqrwTxH9nFTid/zx63fi0OA1ecPMsVUbk22XG6P63J0wjDr0olM7gH13PLUPmtObm9GdOvQundT1wk/ryitJaTEqKzFUlfIVpaSyjEqruR1b1/SdYjZ/r/nYPa1G7G479UiPYU7mrh1bhjVvybVo9aJF6xGzLbqvbtd7RbtZIzrlt7d40LbV%2Bw7tk8xaPg/o9O3mqDvtW71u0WbYqA6z%2BrZPb9vpc8sOtmMtJh8ZOnpD9609OlZ36R3Zu2uBRfs4s5bXFnbEFX3KkzqHHG8zaEv7NovatF7wg6XrsKq6aipMyQVfu/8hf8P/1fbPIcgj/sDva%2B4fWvP16u4v1w5G3z0cfWufp6O7x6%2BxSy5Q7zPIdsnLBdsLg85R7z0ipy3Ziy7QFZuyT9it%2BdKpZ1nP7vJeXRQDelX37ZPZr%2Bfn4YOe2k1MmDe9aJZdhe0Y1mcmrPSie1crDi0/HjI/O%2BxuTeST67t/dbEf4%2B9sPXNM3/lTLJ1sLOdOHDp7wmDbUb0Tw98f375x/hRLJ5thHjPGBDhau02z8nYYHzTfZqnHNO%2B5E3dsWCktr5BX1sjKyliZTFZY8nPPPhdHj6M8RykNXfzTT2Zml7t1W2RmFnv3HqWUUCysMXy/eHGFmdmBQYMCzZofWrycx0AJvFq9/vLIMRt79jxi2wM%2BefFhM%2BHlTPzGofbJgo2nNgfGlwSniTwTyxemSBYl1y1Oq16UWRmUWeudWOMZVx6QWBWUWLs4SRSSXvdLrtz35uerb8pP3/jsOKLHsTHtn/drnji247OxXfJs%2BtHpfahdN2Lbmdh1RrN6orl9ybQeTxY45udpKypobR2tEdOCYvolMnvlmoChI80mTG9m6fyD/W4L18vdnS51Hr67dcegljbTuqzs3M7Dsu2Y33v239Jq8tEO0ya3iTdvp27TMbVZ533d2xZ96JsX1u1g1xY5rczPt255t3Wr/BadFvVoYbm6z/Bdfaz2dpowq90fbTqUNWtX26rD2VbNUkJ70eqebx%2B18zxkMf1k094b2rQKMjeb8sOcJS48y1FKcf2S8d/sdfzPIVhdU7NzzdLImwe/h%2B6PvHEo5fGJtxe2znVZtewM63OCDzhHp64Mc96avuIGDTkuc9qc6Xaa875AFx6q/N0vJGbdwvCZU96NG/Jl4oSHE8fFT7etC3TTzLEFR2viZI28ZuDlnnRLiPTgolOLFuSFPRBFPn3xx74F9mMXzBhtP6LnzHEDZo0fZDei98wxA2aOHxj3IezIlvXzJg1xm2q10MXed84kV/tRC6ZaBTpNWeQ61XP2xLOHdymqa5RVdYxMDlqtsU68cer093v3CBUpvHb/dPt2R1u2vDjNVlZeCJQCqV%2BEP%2Bfu87uZ2SmL9svMzLz79THyPKuUnunU8XqTpidaW6xrZlZ9dTaNmMO9dKAfndKuzwo6ezwkTRqUIFmUJglOkS5OqVueKV2WJQ9Jq1uUIQ5IqfZNqPJPrAtJky9JrV6ZLVrxNWecf8CCdRN%2BujRm%2B72x2/ePWR0wzLHrj8Gdze8O6GCY1YPO60xtO1H73nRuD5hq8Xz2nLxsQ1kVDQtLuHrh5JVDwaEHLN%2BGdtuypLW9dZOxs360dPtx3NK2tpstrPe3Hb6l5ajt7QeuMh%2B1ueOkMx1873cNeWjhENR5gXnz9W1ahwxslfBkuCF/2O%2B/t3OcZP6xXVtj83Yy8w4HW5pbzuk2YHffnuuaTd5lMWK9%2BXCPVp4jWi0b3M7PtW3Ey%2B60pP/hPZ2XnDff8Lz5tBPNu65oabGsefO5ZruOrBO0M8If%2BceN/sWgGv7tXA//EoLC/alJCTtWBUfdORJ180DUjQOJD0%2BEHt060Wn1quso6Bz1PGIc63fXd1/1wkvgsbfQdWuWyzGTxx/YdUfOrt/2Fry4knj9xJ1pU0qGDC0fN7x41Aid9WRutj0zcwJ2szf6TTMGOaDfvap3Bt5eF1Ly8WlNxOOI0NNOk0e4ThvpMH7gVKu%2B9qP6zBg7wNl2pKOtZdzHN/t%2BXeVkPcTVbqTnzHFes8Z7O0xYMNXKZ/ZE/3mTnadaXTi2TyeWcCpdeVZ2Vlzc%2B2fPv4d/poRHHIc4TBFR5qTWRH8FjYRSinlCeABMKdDajKyXO/ee8w/a4zgvJeIjUAoMK/v8/qt/0N4fWx%2BeMjH8uL/06Tz8xYV%2BnhNxYYbHjRshaYqFKQqvOKlrgsQ3TRaULg1MVPnF1wWlS7yTJf5pet9UsVtcuVdCtW9Kle/9t/YrJ2y4P3lblM3m2ImLr411CJyw4/fVc2fYBc%2BcvqVP%2B7gpfdUz%2B9Bp3eisTunj2z9Zs6u8BF88tePinn5R11uKPrVUR7Xk0tuoozs/PNF5sU/LiVN%2BHG7bdKRTs3EhrcetMrfe0NpmZwfb3Z3tdndzPdzT8be2Nl6tho1rOnHsD99fDqXSsX/s7mK9pNXMPZ2nT2q%2BsWtLD4uWfcc177SwbceVzbqtbjlsU/sRO1pZHTe33Nd63sl2y2%2B1Xftr04J3wzas6RxyosOeN62W32kZcNXc61rbBRf7DpreYmGwV15%2BAfoLugAaINhgY69Sqf4j8P1PEHxy8/LlPeu/3zkYfftA7K3D7y7uXbd8pe%2BmsHWhdPFF8D%2BlGulzw2tvZeB5Yrvq2/zNqUFncOAZ7LYt7dCWQwVht17u33x1QD/58BHEZiyyHoMnjccOtuA6ExY68iuc0c8L8BbvuJ/d3h/dXv75WfXnhylPbwY72i%2BYNmruxCGONpZzbYa72Fs5Th7mNWdC5OvHC10d5tsMdbIZ7mI30nPmOPfpYwRB6DFjrOOUEecO7zYplN/ef3796OHXd2%2BLMrMFUzOCAQCgwd6TUAqAKeYxAE8o%2BW%2BZOwAAN4Q3lhfkmBRKWXVl0qsTiZcdabj36/NuPq%2B/BKdLg1PEXvFSj2SJa2ydU2SlV5zKM7bOLb7aJa7SN0kZmCzxTKjxS1V4JktnnrvqsH78pGVdNnycsCth6sAZFiMHDH9y48bkUSPzM/MWBjou9Om13anTRYdup6Z2XW47NDtZ/Cz01rtTbTQJP2pim2pizWRfm8q/NVXHNmUy20ije1w/2NFlfovRk80m2JtNntNy7MzmY%2BY0GeLww3CHH0fMaDJwfJNh45sNHNHk8oleVGFz51S3aa5NXU92mX2h7dAtrc39Wrbzbd1trUXfzR0Hb2ozcGPr/ltaDtvZatKxVlNPt3a50HrJg3bOPzXfvK736uW9rRx%2BnLWi2ZwNbRw3ms9ZZT5ibvOuQ8w2rul698zoZ1eCH1xc/ezOPp1W8V8akOO492/flZWWAkBjm/878tCsMaZwwwflee7wtrXhoQcjb%2B6JDN3/9sLOkOBFi397tf4CLDkHwedNwRfRWL%2BbczdE%2BZyngUck01fHeJ1Fq0Kp829f/ti5r/hd6HHXaQn9%2B9CJE8iEEXj8CDRlPHGajAMc0E%2BuaKUzv9aHHFz1cY1P2r3z1eHPi9/eL/n8dMtiL6cpI%2BfbWLrYW7lOH%2B08ZcTsiUOC3eZEPHvgajfKxX7E/CmWLnYjBeS52I30nDE2YJ71bOuht66cyklMyk3P/iucCOWBEvgzcryg48eUYKjPnNZooo4FGyhKgFL477G9w19eiz8z795lv4DwpOA00cIUiU%2BixCOhzitJ7BheOze8xjVWNO97jXOsZEGUyCumbuan6vmxMrd4mcOdl7MPT9/%2Beer2b%2BN2xk923jS4SVMzMzOz6ZOtHz8ODdo3aXfslC2f7Ta/mbnx1YxfbjhsPLZww8pJxU9bsXFNlN/NDAlN1N%2BbaWJb6BKbq%2BKbslnNaXmn2riBr6703Liy/YxZrcfYtBgxwczKxmyMTZNJtk2sJvwwZETTPeu68uUjY1/0m2VvZu3bzPlix3lX2k452nLErtbd1zbtsrrFgN8tRu5qN/aQ%2BeSjrWedbeF0pbnntdYLb3Vx2m0xanaTOU5tVy3uOmC4WaehZn1GmfUZ1cRueuudqzt9fDwES8fQ2qGKlAGV0b0jbvV5fPsQpRQQKasofPX58q0XRxhgRLW18TFRhQV5Go3638DeP4OggN6SwoL965clPzz%2B/eah6DtH3lzc4vvzsd9C6cqLJOSsceVNCDwlmxRwb%2BEJkd956rFfMnNDYsA1ftlV4rnx6x%2B7jn6/sO/SyCE6qxF0rCUZM5iOHklsJrHzJqOAWbDYFX5y4dd5Krcveb99Zc7LmwUvQvNe3il4c%2BvyjjWONiO9HcbPmjjI2XaE1/TRDhMGLfF2/fzojvfMsc52I2dPHOxqP8rRepiz7Qgnm%2BHeDhM8Z4ydZz3y6N6dNcWFVECYEECKEEFxAPWpWxrA1sCX5B/dxerPNMZYoULiA1aYteh16lO/L9h1cqnP10y/VLFXosQtRj7vm2xmeK1TjHhBosQ1ttY9QeIWL3WJlcz9Jp70qnrWV41bvNr1fa79Qfdd0dZboyf8HjFm25cpi8%2BNct0%2BYP21mYEn%2B69%2BPXJPvO3uuCm7YybviLLaHjv%2Btw/Wiw4ODLvWUR/dWvetiT6uhSamqSGuiSa6uT62mSb2Rya1Oc1pRUvaM4V9o572Pr6189rlXYMD2vj5tl21tMfRLT3iXwxkcwfSmp4vrvawtjabMr/FlDVt7fe3m3mug/0pi0GbWvTf2GbwppbDt7aYeKDdpAOt5pxt7nu57fwdFvN%2B6TDesemQMWYrgtpVxlneOtFpw7Luf2zrHH6/hzhxGK0YRKu749K%2BuHwArexNxX3j7/dYvWHqi5jzZ1%2Bv2XJr9qrjE95H3yCElBcXVZQURkWGqxvytP9bEGykTGNUkSe3Q6/vXpvw8HB06KHE%2B4e%2B3z/q7rt60aG8DXfoz1e5VaHUbUuK3ZK3S69AyAV%2B1q5a5301nieY4HPIf2fc6SOnQ1cvO9ij8yvLvl8s%2B6UP7l45pAc7bjieNg55T%2BcXLuBWudE9S3M2L4k8e6Dm0%2BOi59czHl4u/3jvzcXDjtbD3adbzbEe6mI30mnSYGc7y/XLAs7v2%2BY0cbDzlJGzJw52sR8133aEsOPtMDFg3mSbkb32791FASilJr1aVi1iDcaGUHrQkKNNGFwI1uhUiCZVj8B6KDbCETc4agD9SyjSu9fPOu1Y659c6ZYidY6tdfpesyBW4vS9eta3itnfauZ8LXeJq3COr5vyrmbM82r7TyKHL6oFcfLAFOnUPWuX3Ry9J91%2BZ8LkLZFjdqRM2Bo1buOHceu/Wf4WMXLH90kbw0et/zDk94hR6yJGbvg2dnvk5FXHez8421bzvQOTam5KaMZEmRkTm6vjf1BF/6iNb6pPMuPSm0JOC5rfnhb3pIUD9Rl9NVl9oHQorRhIK7tDoQUp7qYssNq4otOYMT%2BOsP9h8Owmk35qa/9re7vf20zd3n7UT63HLWs7OrjDqIA2tovb2ni0Gjap6SBLs2GjzNzcLYq/DaMlPWlZD1w6kJYPohVdaEkHnNcBciz43HakvAstG5D6ZuCyX3tvfTZt0zPrVZfGbb7sFp/zhlJMMEU8V1VWnJac%2BO/jj1Jq1thjQ4Od4tmD%2B0IPbvhwa1fs3aPRt48eWLPk06uX6/dc89mfvT6ULr9IHXeW2i79uPwCu/AP3v2YzG1fReApFHwa3Lcn7t6%2BL%2BnaHw9/XXxny/JDi1xybh9J2LokytaybEwfGjgbb/BF%2B5ag4%2BufrPBMfHSx6vO9kle3sp7eqIp4Ev3wstOUUfOnDHefNd59%2BljPqVbzrAcd2PrLrrVLXW2GudpaOUwY5D5jrKPNsFnjB86zHjbfbmTQfJtJQ7o8eHSfUlqeX/bhwdOCqGxxZjHPmf4i3OqHd7zBQHhEKU8JJkDIn2kNqEImV0rUBo2G0cs4LYNMQIUA9JjwHJaLFI%2BePPe59sQ7ptI3Te6ZVOMSXe6TLHZPEM/5Wjbrs2z2d%2BXsuDr7cKnlvUqbsFqnGJlbgtQ9VuwSU%2Blx7JbT8gnTf%2B7qcbT/6kdj17we67zL0nn3kK0JM1Z/slr5afhPHwet/Txk42fLX79arfs25tevYzZ8Gbvyer8DZzq/u9264G1bZVR7PqUdl/yjKfYHJuFHQ0JTY1JzNqWZKfEHJrM5FLYhBe1pQUeU14rNbsbntuULzPnCzrS8H1My%2BvbZ7iE%2BLZ3n/TDFzmyirdmEGWYjp5oNmNhk4HizgVZmw6zMhg03mzDuRz93880r2j89N0CVNZyU9jBmtzbltEaZFii7nTG/oymzLZfZBue3oaVtTJldH1/qEryu%2B%2BprEzfdmnX87uovcc9NjFZoRiAAgHRaNYH/zOnuHyBIKKaUxEd83vPryl1rgkMPbzm2aUNqXAKltK62et3OUJcN0V5nYe7WcuvgF4vO6gIuYc9D5e470365BcsuIa8DpevX7yt7e70uIvTNxV3xr85TQxpVpEujH0dtWRzrOU2/LZCeWpO3OeD%2B9mVV319Whz8r%2Bfgk%2B82Dwo8Pv9y5MG%2By1QJ7qwAnW48Z41ynDJ89acCp/ZtP7tzgYjNszoTBcyYPdpth5Tp91Hy74ULxmDFqxpj%2BN29cyIh8/fXqZW1ZGVWrTaUiTm8QAlQI4zue4QtSMkvj8uT5IqNEBSxGAEI%2Be5Zhwu4/jn32QpScqsnL1%2Bbn6wtqdbnVhgqxMCipyPya8vLivRvnPO%2BGeUeXeieJZnzOmx9btSC%2B1jlOuiBOMvuLyDFKNj9WOitcMfOzwiNZ5pkoc4%2Btc48qdYwuWHM/dveBqyOsu/rsGTXOv0vv8eb9JpsHnbHcHD9pbeTodRGjN8VP2JY0aVei7eYYu7URk38Ln7w%2BYuLGuMkbPoz96cqQ5ce6bj/R5dE188w3XZTRHUhKa5TSXJ/SVJvU1BDfhElvhfLbcLkt%2BTxzLqcdn9MW8sz53NZ8QXuc35GWdaG13YyZPVLf9X94qccfe9ru39p%2B3Yp2q5e2XbfMfMvqtge2tL1yqHPs096a7O6ktBst60WLenB5XdjM1pDTAjLM2bQ2yoTWppQWtLAFm9slN6zrsQ09Fi%2Bz33N%2B5fMPF4uKshqUg5gSIECBchhYoaf5DyFIGztiCgQIIEqxRi6K%2Bxr%2B9NKVjcsW61ijcCnLmI6dfTR3XdiMVREOG6OXXmP9Lpl8T%2BmCTolX3UKLL5iWXlCs%2BPXQ/VOLr%2BzwuLjV78WZ1aLEO6bC71SXTZXpzzeveOk3M39j0PWgOaH7t4VfvnR779aj6xf/FuS6xnNWwBxrhwmWbvZWHjPGuk8fPd96qPPUURFvn14%2Bune%2BzVBH62HOdpbes8c521nOmTRowbRRvnMnLJg20nHKCEebXrFX3Q1ft6OMM5r0A/KEUF6lplRwOwOe5ZPe3K78eguVhnOFEYacXKwykAZ3tIhnodEPfmGy9zGp%2B5m0w4bUw2z6SS7tlDLhWHXijYrE66akDSjGJ/b5XreH75zjalwSJDMiK5zjaz1iKh3Dq2ZHVHgm1C3KlAclS/wTJX4p4sAskWdyjV9idVBCcWBC3uITj5Kia45fvxp40ibo0kDPA1Y/hU7cF2%2B7KXL0lvjxv4eP/%2BnhyOVXxq46On7dEdvfj83cdsRhzX57v82jV5yy%2B%2BWq9S8PJq58YrXoWp/lf3Tf%2BUeXB9ctCj70UER15FLNaU5LmtOSZrWlOa1pfnOa3wZyLEh2O5przhebs3nNcWZrPs%2BC5JvTwk60sAvO60SLu5H8jiTXgua2p1ltSUFnWtiVFnaA3JY4vx2XY4ELLVCuBcnsALnmOL8TzW1Ds81rIjt%2Butbp9qlxD66vy8tI0uv%2BqnbBRMhJWz%2BGpv8p%2BOoh2DgdIUSQpVh44N0rjy/uPvrw8MkbZ84ijmucMX%2BJTJrhud91T/rGx3TtFQg5bdp4H9ZdNXjvSJm/5l7Iik23Trod2zDww42J2R/HpL0al/bavTTqt7RXB8piPma8vPvk4La87%2BGhZ%2B69vv1iyy/B3nMnuE4fvcB%2BuIv9yPlTx7hNHeE2bYTTlCHOU4bPnzZGJao6f2Sfk80QT4cxXjPHBs%2B3cZ9u5TC%2Bv/t0K4/pVl6zJ9iN7bcxeCit3EJK1uGSNahkpTxlC6euo5QKMCtMTYy8OA/HePKRc0zvHdSflmnLPmDMUkrLcxOen3Tk8jxozjyc5sRnOqDMOZA%2BE5JmQPo84/cZ6s/WbNIMkmhX/NZn%2BZP7cz/me8WLHGNr5nwv9YivcvpW7R5THZKlCk6TL8oQL86sW5xeszRLuixXuSyz9qcs2ZLIXE%2Bv%2BV92zfh%2B6/TjF1FbT/2%2B6qRj0Nlx/meGBv8xdNkZ%2Bx1XQ/b88fPu30LSH18tf3295uPd2g8PC9/cvnf%2BWGZOUlTM24v39qw%2B6rT45IjlD4esfDba73SvpUfbbdzb6uSJjvdC23160C7hZa/i8P4lH9vXfG2uSWluTG/GprVh8zuwOa1JVlta0J4WtKT5rbj0ZnxGKya5GZvcAqW1ZFOacmlNUVpLnNECZTbDOe2Y9A4kuwMtaEWLzWlBJy67Q01iz5RnFi%2BOtb93akbU%2B/uiqmr6p9BDDdjDQHGDxvr/ftHun6%2BOpCZWzxiz8dCGg8VhUXd2nXoRepfSP4fxzx99mOa5c/Hu8OCtnxduD/tp98uNBx7Yzl2yZNlvz2/%2BUR61KOmFXez93rrcftqiQYqckdJU24/3Z0qrMiilgl/gjUsRoefCTuxY5z1noue8iV6OYz1mjXaZOtp9upW3wxiX6ZYe1oPXLPGiAOcO7HCbZhniPi3Ayc59xhifmaN85oz3nT3RyWb08D5dnG0HlsfsoeKTXPUBrnoPrj4iyTxj1IooqXd4LMuMzX7ggKPt%2BKip6KuD6cv0ujCX1DtLY26s/H7JXfLFk0/3ZdK8uSxfPtefSw9kE31RnKcxaj4Tv4BPCjJlbWOSt6qitzx/fntt6GuPu%2B/d3qY5fsh0iSzyjq0IyRQtyVD7pcoCMkSBCWXLYkpWhef8/Dxu%2BaOvvi%2B/zlr/6z6fHul7zKN3Wby5dKKwiEZ/LXv25tPLL3e/xDwurMinmIaeOR2641eU8Fb18bb8y0PVtzea6DffntxsJASj16ZlRB%2B4uirk9PCVn/ot/9gn8HF/70uDgi/08znaLuBUO9915vt2O2RH70z/tOj749mf77l8eeQV/co196ND6pNhMXc6Z4a1L/vStCK8Se3XZrXhTUWRTeUxzTTxLeTfzaTff5DFtFAldqiO6pLyunf4rX7Prw06fqzXqk1d3Ja02rV9TllBJMPIG2QUVy%2BoaKNBf6Nd//8DCN66EDVrzPW51r88OXUj/cH3FyevxXx8J5zCHHfz0sW0hKTUtLxvMekJSZnZWTmR79%2BeOrhn67Y/PAJXfH8fkhJmpc3rzFe21%2BR10hQNY0Qzo165GdVV6jqZUa6sLVYGulxb6nN1c0hA0JxxAfNs/GdODJ5j7T/f2m322CAXuyAXe5/po7euXUQpXDiyPcDRxsvRzn6C5cThfewH9Bnbv/dEqz4udoMfHVpeF3mGFt%2BD0md84XOuMgJJ0griPxgNOqAEUUwpzUtIzH59A1dEcEVhuOQ7X/INij%2BxORGG3ASu6DuX/54vjeZKUlBpBq7KwGVxqCQKlcTxRVFsSRRfGAdVWbgkHhWEk7Qw0eej%2B3cHe6/dtu74Ha%2Bj9wIeffd7GLb4yoWA/Vu2XL5/%2BNyLSxdefLkbm/og4%2BL2G0tDnO%2Bu6aK81kl%2Bs3XuqZavNnZ%2Be2z92/OnE7%2BnNDYywRA03yF06ypN%2BIPqx%2BeqXl7VfH%2BJUsIPrghOi4/5LyYnh2%2Bucz3f8efPg1d%2BHLL8w%2BDFYf2WvB3gf69n0M5ZYoWcUkpNPNarkV7GaTWcQalV5lUUR%2BelfajIf54XdyXm9b4Pd1a9uOT/PtTj/U2Xt9edP93zeHfT72Powk3rLN3Xt/U50mne9vYOOzrMP9t1wZU%2BUw%2B299tmI1VLKaUIeCA8CDrWeiuZv9Ot7p9D8I89YfMm3HedejvYaffTU/cL3oZ/OHc5IewTAcgvyAkNvfLXi2vKy8/u3Zf8JWLmT3ftf4ubGxxy%2B0I/ynQmqvZUN45qnTXV/se3%2BHs67tq6%2BvbqoJvzbS7ZjQ61mXAmwNEj2GG0s90I93HDnMYOdBjdy23y4JCp4z2sLe1H9tu9aTXLGlYtDZxoOcB%2BcC/nkf2nDezlMnT4/EG9J/drF3PXk%2BZuoNnbIGsvn3ccF12i0himrrgwJasxYm3U10/nD29W5oTx5a9R2ROu%2BAlb%2BMiY9wDKw/jyd3x5GFP4hCsKY/K/mHLD2cIvhpznppzHbN5TNu8uLr7GZh42JG4yxq1jYn9mkhZDul9NxLLQXVtVsYqS8NKYZ0nn162L2dsl7JeORbde0CQ9jZHRaD2NN6ZffvNh16ayo8EVZ93rzg8zPexQcbFN5CbzX2e1Cl4wq7HdSgtyR/Xs%2BPjg74bo5xWPTsve3TTGvIC0z0eW%2B50%2BsOtP%2BBFKKS2vLfU9NM7/RffgF72DX/RY9Lrnso8Dp28zf/HhHqWUABBCEKUEMAVM8L%2BKV0ko4TEyEGDrDylNTk5yW2PjfKZ38JsBfs%2B6Br3q5n2/nfuzLjOOtvVYN6GislR4CQL6BFNMAAAgAElEQVQNC8AECP07Tan/OQSjwrNdbS%2B62913mfLAdervF7YeSr39%2Bsv50Ognr4/v2vfq2UvhMmHKiSglFCtr6m48Slp9pqjN1KtTg4PSosaICsZXZy3Ij/2lKPXOmwfPbYdvH9h5y4Sh56eOvjV13D2bUeeuHrq%2BZMrwuYMtfrEe7T1qsOOgnsEj%2B222H%2BU3uKv3eKu4718BIOrD58kD%2B/iM6Os7tOeCYX3dhvZdZjVw4bheVW/cmVhHlOXFZgewWcGoYCEpW1Mdvbm2IIZSQokm%2BeurC1uml8cup6Xr%2BfwlbO4ynPezKWORMSMQCn4yZS7mC5ax6cEoezGbvYjJDOSyAth0f5S5kEv14FI9cZY/5PrhdHea7Q/ZIVzZr7R8lS5j1e3NITReRQsoTVdFHD6VeXT2921TFJ8LaYoRRcpIlAJ/lyaeeaEPL%2BJj6yCqXHb1nuJIX3jeTHSjRfyOVheDepfnhAutd/ncyT4WP57b/JM%2B8YMm8hlN%2BULTI2l%2B3HrP2X7ODo0BXYSJIsVk3SkPlwfmvo87%2BD7qtPhd/4Vve8/%2BrUt2ZialFFMeKM8LFlWUUAIECAGWEpYCIoQDwhLC/zWzK1BKoJ5XxaLqNbs87Heb%2Bz3t4fewl%2B%2BtHs4PO7k96zF1X8vZK6wy8jIopUIATEHD%2BneB73%2BCIKU0J7369qXI0AsJrx5mJ0akx7wI%2B3b7ftTNB39s2Lx91ZraykqWM2LCUUoJIRyry09PxwbOc/17l73lP59Jfvf2bF3R/eSEjxFxqZfvvoyNifoalrLI7Zz1qP0TLY%2BOHnTA1/Hol2uPVk8YvnBUr11Txq4eM2SdzahNtlbbpo1e0KvdmrkzQKuilF48emRyn24BI/qtHjNg1YgBQYO7efTr6Dupl%2BxbAJfgijI9%2BTxvPtufZPqSPB9tnPvXW96xrza/vez17ritKTGEVq7AhcG0cCHODyKFS1F2AOR6kfxFkLsMF4TwOb6QH0SLgvkcbzZzAc7xhhwfyHGHbC%2Bc4QPZfijdk%2BQHMmkBXN4GWrRcnbTo7s4gY7wYMrAuqqrgYQROlyRffSJ5n0fSZSi2knyvxt%2Bri29FQLIKJxhprAbeFZRtG4rvmdFn5sabrauOtQg/v5BSotMo3ebYjuhpPsOy143dv364eOzDxWNvzx89sCrYsmtbu/EjdFphgUEYeyFK6f4bvzjftwh60WnZ24EhbwcFvRzovG1gUWFJAygabahQo4K9PukNwQRQfTSQxnBF9bESOEx5Sqleo165w2nGsVZOty18bnXzemDh%2Bbir18PuM461n7Z0SEJ2EqWNKYL/Zt/i/yUre%2BNGKF9TXBT55MXdgyevbj/w4MTFO8cvvA19mPDmY8zTF5%2BfPCwpLqCUfvqUpVHrKaVyhj5KKjv9Pn377eiHkWmYIEL4b%2B8/rvtpy5rFh7dvuKJR6ONvXg4Z1DVoVN9lVoN22I897jD5yEzr7fYTl02w9Bzetyjyo0ol85401n1Ib5cB3V17d3fp1XVer062HdoGTRvKpqzEMc402Ztke/E5QZARDDkhJCdA8dUl5cGcsk/uNH8JLfyJK1qC85ZAwUIuLwDnL2QzvVCuB5vlzeUEcbkBXJYXzvYjOf6Q68OluXCZHpATAFmBOMsfZ3ryWR5cuhfO9oecAJyzkOYtVicsfLI3iInPoznVmsgsZXgOzWMLHifWvEqgyQVcQjqKq2Tj6phvUhSngRgVTTUVX7xbur0Lud6EXG1C7jeRXe387eIKQlDE509j%2B3V1nGg5cUDXEd3Nxw/sNqpvxyHd2vZq26R/p5Y9OrZOS02sb3hh0YDQHZeXu97tuCSs988fLYNf9w15O2D2rq5RiZ9po8CEhsWe%2BqkjIfQfzDH%2BcX0S15tO1ttP0qrSovnrLV2utvd52NvnSU%2Bvx539n/fyf95z7lGL6cvG1colf77P37r9q2gKQOp1PogSnhDcmMXn8/Owa7uOpdz/GH/9bdS1sISbb9JCH4bdCuUxSwkqy8sBxEmV%2BnvfCvd/yLsQU3XmfWZEepmBwc/ex126/qiqvDQt9vu5o6c%2Bv35168Du1fbjg0f022BrtX6y5dJxg1fZjPhp7OBVE4btnz75%2B7XzRTnZ/lbDtliPWjGyf/DA3j5DOgcO7blwSN%2BAcb1l3xZCsidK8SYpzijbl8/ywTl%2BON2LpnrS/ABaHAwFS7m8QFzgD1mBqDAE5S6CXH8%2Bw4PP8MLZ3pDnj3KDUa4/n%2BmLMvxIlh/O8MTZ3jgviM/04zM9SY4nyvLGaf4o0w9neECOP80JqInwvb1lCU0qp6kFfHwWSiyhOaaMe5EVL%2BNoiohLKkeJIhQvI4kaSFRCvKrg1sekdTb0cmt60YxeakLvtYrf2S764UlK6aM7d3u2%2BfHcwW15qVEONqP7dGoxuHubwV1aDelmPqhrG4uWZm9fv/gLcqhEJPbZNTnwRZflrweseDsy4EXPoLDe9nvaXX5wglJKKZB6m4yGbDaENkRqEx6BKaUgkFT4I/XaN4opECxYjO88vW720ZZ%2BT/u43uvudr%2BH14Pu3o96BocNmbyxxdYTa0mj8Pz/AEH6p6bxzw1TIJTqddpnd%2B8/u3rr6fkb905efn3p1pvzF28dP1ySGp0a%2BfbJ7Ss6jboot7hEYXqdVXctsvBWbFFKmVTHwqG7CddeZZWLdH/cfBkRHmPQ63VqtVRc9/b%2Bjc1O0w7NnHzE2W6/i93eGRN2Tx23amj/q1s2KetqgiaOXz966DqrfqtG9Vpt2WvjmMG/ThjsPsyi6JUHyQjmU70gzQ1leEK2D8nxJWkekLqAz/PDBUGQv5DL9sV5/ijHD%2BcvhIxgLsmbSXBDKZ4oyx1le6Jcf1Lgj7J9UKYfyQqALD%2Bc44vzfPlsHz7bC%2Bd58VlukOVNM/1QkgekedB0t9pwr0fbV9NkJaTUQXolSamhebqiZ3ElD2JophFSdCheTZIMNFnHRYuyHydF3bn9fevY8u0/1u02K9zT7O0vbd4e92d1CkppQkzU6IHd7UcPev/01qogt0FdWg7r1tqqd/sh3doM7taqT/vmKTHRQptTSpVqzbY/fvE733/Zx75LXvdd8nKQ790efg96TTvafuvJ1ZRSoCZCefqnCSltnLSWFBfUVJfxyCSTiymFxmkKwcSgNVBKCSWIcoQiSunvh1bMPdIm8FUvt7td3W5383zQy%2B1%2BD6%2BnvVyuWIz26VpcUVEPhL9zQvxvd8S0fs2/4Zcxb9JqZXU1KoU8NyXhw%2B2r2rzU2oTI24d2xzx9kPzpZV5MdEZq1oeohMzsApWoltHIy6qkUpE4L69i6/kvMcmFCmmdvKpCI66VVZYeXLVsfv8e3sP6eA3v5dy/s3WHpv3NzNYtWcjxpmXe7nbdLBwHd5ndt71rz04LBnRzG9ZnUs%2BmqfecaZYvSfaCVD%2BU5ouzA1FuIJ/ty%2Bf44dxAlB1I8heS3GDICULZASjDX/3VVRPpoQifzyZ44AxfnB1AipZBwUIoCEZZ/pATCDlBOC8Y8heS7CCSFUQyA3FWAEpzo%2BkeOM2bSwuk6T41UcF3dv5CU%2BtopoomS2lSLUquzHn6LfyPhyRJQtN0NFlnjKwre5oYf%2B9DVUEFpVQjLS2NvJvyeH/K85MlSR8oFZT8lNGpHCaPGtix1dDOrS27txndt8Oo3u3G9Oto2cOiZ%2Bum3k6zlVKR0NIZ2Ulem6Y5H%2Bqx%2BFW/gFe9/V/0DHjR0%2BN%2B18CXfR1Ot1%2B22ZVwqD6/KxE0J3%2BSqbAg9/KFs0UFeTxrVKvljElHKZSXFFaWlQAQpVQqrqlupO/9p7fGe3Rxu9Bp1tW2zje7uN/u4nGv84Jb5t4Pus480M4ucLhIKqm/9O/D3//kxPlPrm6wkiUNaeOFjeeZ4qy0srSE9Hcvbu3Zos9KNObFy1MidVnJhrx0bU6ysTCVLUtHVVmoNJMtylIXFelKCtT5Keq8KE1WlDzx%2B5nNG3//efneX9eFuMxb5ud6ZPem25fPiaurCML56Rl3LpzZtX7V2kCflW6O6xZ6nz904Cdft7DTM2hhIEpwohmeNNsPZfmhnECUG4xyg/h0H5obSHODIDuQz/TH2UGQHcQl%2BRrjvZkEb5TiQ7ICIDsI8hZDwULIC8DZPjjbF3L9cU4g5C2iOYE4zYNmLaSZi0maJ85wxlketHARLQpJeLLg%2BqEtaQ9e5D3%2BknL7Q1To88THb0UlldnfEhOuvqh%2BkVj1NiXv47fyjFxGxwhNRv9Rh0aEUIGEAsc9vXN9kZfzxOH9bCz7TxrWe9Kw3taW/Ub17f5LcEBZfj4GRCnNyE31/G2058Wui5718HvY0%2B9BX58HvT3v93F72NXjWbdxG1rsO7aWQP1yOND69TKWZcLevHr18nlZUX5KQqxSIqkoLqypKI34%2BK4oLzv0yoWIj%2B9NRiYvM%2BXNkwef376rKqm6/%2BT2KM%2BOtr%2B3drlo4XK5q%2B/tnj4Pu3g%2B7OZ2r9vU/a3tQvpFxYU31gj%2BvlAz/xkEG10GgBJMCCIE1w%2BV60%2BzRl18xLvPT27mff2QF/k%2B%2B8OL4s%2Bvq%2BLDq1OiyuMiRRmJ0owkbX4Wrixly4tMxdn6olRpdkLU43tv7t/X6fWUUmD%2BjKmIGQ5rTfUDDxNjVMj1oipxaQGvMdXk5OxfMrnklbchzs8Y78smB3LJvmyiJ0p25xKc2QQXNnEBSvHgUz3ZZE82xYtP9yMZAVyStzHWjU3y4NO8uDRfLj2ATfbCmb5MkiuTMJ9LcjMmeJgSfU2JPkyiM5voxif4sUme%2BgR36beA4ree%2Ba98Xl8IqcpMqc3Jivv0rjQ3XafTsiwj1L00Iyc9LFJZUksaXUMBUcIRgoUEwBgw8DwlBITeBAilVFJblRzzrTQ3Iz3%2BW8znt4VZKZkZqZQ3UkoxAUrpim0L7Xaau93o6n2ri%2B%2Bdnt63u3vc7Ohxs4vHrf62e9tN8uudk55EhaEegQasE6NB9/nTh8T4WM6kl4lqU%2BPjM1OSSwvznj66n5maWFVaUJiXXVNe/vTmtef37%2BVmZ%2BWmZ051HDd5fWvn61297vXwvN3N424Hl5sd7I90GPZzU8e147KLkgUAUMpTijFFf%2BOs%2BD%2BB4H%2BfCpE//ze%2BUW11eXZyak5KcmZSTFFuSk1pXm1JUUVBoayqWimu06lknF5jMhhZI8MbGMQyXIMZRGOtCAIOMAaMTSwghBCmCCjFFLGcVq2rk2KlOv3zvfNbFtzY63Fpu%2BPV7Y6frwRnPl9d8m5txce1ZZ821nzfrkg5bMg9o0g9rs0%2Bw5deM%2BafMead1WafUmedkKYeqo3fW/p9Z/m3neLEA6LEfdUxO6tj95RE7qyJPSJOOV0avbXk22/5nzalvFpXFnNGkfWlJPWzuDjKKCpmpLW8XtlYXUIpBSEMWkM7NOrxKBLMtikRHETr/W8bVtvxv5YkuEFjB3efXfXYbuu1e8yCbcOnr%2B82ZUMb67VtrNc0H7eonX3g4Jdh9ymlQDCmQtaaxuWy%2BkdXlZd9iwjXqFWY53Q6TV1tFQBHCUeBM%2Bp0hVkZYpFIIOulK6ctHduPXWJus7rdpF9ajlj6o93KXu4r7G4%2BOKY3KCilQABTTEmDCeZ/gpv/eTP7958lcC5pMI3474Xg/322RCjFFANtWN2uV2ABRTwFTIQ4OjwGAEIwxZhghBEiHMIYAeYJ5inPU8RRYkIGqV4hUtZWqkXVernUqJDxOjXSa5BeQxgjYRnCscCywCPgeeBYihDlEUU8QQxFnPBzGBqA8hfSEYooEYDFAWX/fHsEFCNKKaKUp5QXNAeYUB4wAEuFlwcCPFCOENyoGQHMALCYANRbkNVHqyTCBAGAYAAMhFAQjoFiiilhKKVGvU4kKi8vy03J%2BPo55s3riAdfop4mJUbJpDWUUgo8JjxQQoESigiFBgIRAvgvayQNTEIwBg6A/0uiYo4STCnNL8iNSYz88vXF/adnn727lZEdZVKJ62kGBFMGE75%2BKfjvcCRuHLCa/XX0%2Br/d9OedjaijDQdC4FYCgInQokIUVwpAQTASFdTxQDBQihHFiFBCAAHGBAPhSX1MZQRQ73gkCA9MgAAGwhHgACOEMCIIYZ6nmKcENahkAXgWI4YARzBHARHEE8wL9MSAAVA9AAhgzAHiCEaknvINvmAAhCBCkYAIQhAAC8ABRoAJEIwJiwU/FGAJAEGYIkSEAIAYU4wpIYA5AjwhDXav9XsYEwyAKOEp8LRxDEOAACaAASGMADAQzFEEFAEgDmPuL6a1/4xGmAPCE0IpYAqkwS3mTydLEHgaECGYEIHDATDGiAfCEQDhPYAAgX%2Bm7SMYEcIjFjChmKeYx4RiShp9bP4LeP7i1fm/468x1q8ZwfUt9eetf30G%2BfOGP7tdQgCg3kMNBDoKHA5QPydrJCqphyIhBAk0A4opQZjU34IEFAIAQTzhOMwyGCGMEAVCeAQ8wjyPEU84BBwHPI95jiAOeB5zDPAMQSxBLMUszxgAMRQ4ghiCGOBNBHMYM4BZAhxgFoAjwIPwi4gjmKfAUeAp8ARzgDlS30nxFDDFiGKWIJYgDngBhRziDIARIJ4gkyCPCeIJIEwwxjzBPAHEYxYhDiMECBFABPgGcS6s3vICIIAI7McTQBhxgHlKAHiesAyYGMKyhGMRzyHMA2YBsRSzlGMIZyKIAcQSzBLeRBADmCMAFBDgxoauJ60gDwmlQiMLfajADhSAAEcJphgIBkIwEK7erwEwIYgAoZgnmAdCEHAYY8CYAgJCEMH1cQfr1YsNakio32%2BQvv8IzQZzwHpoCDuYAGAzARYCVoRXJ3%2BpST3c6gVafSEARGhToQIYMI%2BEHRCEFsKAsDCcA4wBYYIBc7xwGfCIYAyYxwJpEQ8cBxwLHEt4HlgGczzBCHiOcBxmWYp44BjgWMSYMGcivAl4BnNG4EyYNRLOBKwRWAMwesKbCGaANQHHAGcCzkR4BnEmjBjgGeAZijmCWOBYgnjCcxTXF4LqJShglvAcRRzFPEGsgGbE6hGnB2TiGT3hjYQ3AccQjIBlMMcSzAPmAPMEcY1PBp4DniOYBwHBPEMRCzxDMIcRA5gDzBLhFsQRxBPEUUAU8cRgxHo9ZzQItyOOIYgnjBFMBt6ow4yBcCbghdoZMWuoZxKEhEauJxAGCgRzvECUhiQOmICwUocpxQR4SjAlCDBPCRZca4jAS4CA5wDzAIgQhBHLcwxGnHBKoHI9%2BIAAEvwPScP39T9BGo0aBPwIRxgwjwA3SC6ECQYz4FiKEQUMGGEQhlwIY4Rxg8DAPMYIAFHEU8QTniOIpxhRhChCWHhXzAPiMM8RQCBc85ciwAswj3hWOIsYE/AscCaCOOBZZDICaySciXAMZgyYMQHP8iY94Rlc/70JWCMwRmCN2KTHjAGb9NCwgw1abNQRk54wBswYkEmHTTpgDYQzYlaPOQPwRuCNwBkxZ8CMAXMm4BnSUIAzUcwJ4MCIQYwBeAHoRkBGgowUG4DTcAY5YTXYpMGMHlgj4RlgjcCZgGMwaxIQ3/CNCZn0mDUixoAZI%2BFMmDEAawTGAIwBMwbMGuurxjOUZ3HDXYRnwKhntWpk0hPOBKwJMwbCGMGg43VqTqPCJj026ZBRi016ZNJhRg%2BsifAM5hiChM6hocFZFlgGOBZzrCAFMeIAeMAcAUQIEqQ%2BYA7xrAA%2BAoiQeqFbXyPEYMRgzoQYE3As8CzhWYoR4TnMcyD0ADxHBDmCecwjAQwEEMKcMCjDggjFWBhxIY7HHA%2BIJwJsMDKjHItZE%2BZMBHjAHEYsRixGHCAWeKEbYgFzPGsivMDiLBW4lmcpL/A9h1kGeBZ4DjiGIg5YI3BGihjCmwjPCATAnFFoa2TSY8YAjB4YPeEYbNQTkwFMBqzXgEGL9Rps0gGjQ0YtYQxIrwajDgxaMGiJUYd1ajBoQa8FvRYMWqRTg16D9RqsUxOjHunUxGQAgwYMajCqsVFNGC0wWmRUA6vjTSpgBbLpCVcPaIoEJBkIb8ScAfNGzOgJqyesFpnUhNXxBiUyKjhtHdKLsVHG66SE0YJJTxgDmAy8QYtMemwyENZIGCPWa8GkayzIoAGjDkw6MGhBYBWDFoRPow4ZtGAygMA8JgOv1xCTHhuEJ%2BiRXoMNWqRTY50aa9VYpwadGmnVoNdyGiXSqZFeA0ZtfTOyRmTS43rgGglnAsbAG3XIpEeMniAWEIN5hmAOEEMwRzCLkYlgFvMMzxkI5oBnMG8iwCKhe2EMAldgxgCcEVihrVhgjZRnSX2XxWKWITwHHINZBrMmzJoIzwJvAsQAFlCEAPGAGiQUzwPHYqaB%2BXmOIM4MDFowaoE1AGfArJ5wBsIZBDIIUACTnvJGYA1CDQnPYNZQL5ZMesIYCWuqp4HJgE16wpqAMWBGj016gVmRSQesAZu09VQxaIlRi3VK0CmJQUv0WtCpiV4DWiXRqUCnxFoF1iqQVo61cqJXYI2UaGRYJSEaBdEqsVoBGiXRKkGjAK0CaxSgUYBaDhoF1iiJXiN8ibUK0KmwTkkMGmJQg1GFDUowqolJA0Y1aYS1SY8NGjDqiEmHjVrC6olJS4wqMCiRTkYZNa%2BV8hoRr64DvZRXi3iNlBj%2BZANeq%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%2BVYIwOtArQK0ChBgIhGATol6NVUpxbOEq2caGVYK8UaCdFKiUYCGglWS7FGhtUKolaAWk60SqFSSCPHGjlRK5BCCioZUct5uZioZKCUYYUUySWglhK1DCvESCbCcjGWi4hSihQSXiEhGgWSi0Elw0opqORYKUUKCVHJsUKCFVJeLsZKqXCWqOVEKaNqOajknKQO1HKskmGVDDQKrJGDTgFaBdLIiV4FOiXUc7iKGNRYqxaYnOi1xKgjeg1o1VivAqMaDCqsV2KDEgwaYtQRowYLzKNTEZ0KdCqsVWBdPUGxToV1SqEgnRp0GtCqQasmeg3WqECnJgYt1qqIXoP1KqRVgVGP9Vow6JBOg3UaMOhAryMGPei1oFUTgxZ0aqLTmGGFCFRirBKDRsqrxEglBo20/lMpwkpx41lQybBCglVSrKrfJwJuVFKskmCVBFRSrJQgpRgrpUguAaUMlHJeLuFlEiyXYLkYycVYLsYKMS%2BrwYo6JKtjxdVILkLSWiwTceIqJKnBkhpeVIklVUhShYUiruDrykw1xbyonBeVc6IK4RQvqkSSKiSt5sWVXG0FV1fFi6t5cTUvrsKSal5chaU1SFoNijqsFCFFHajEWCVCShGopJy8jqhloJARpZwo5UghkF9GVHJQSrFSAmoZVoh4WQ0vr%2BXltVghQgqxQHKslIFCAgoxVolBJeYVdbzwfIUI5CIsq8MyES%2BuwdI6LBMhSS2S1iFZLZbV8pJqLK1FkhpOVEXkdZyompfUgkzEiaqRpBbLxZyoGsnqkKwOS%2BuwtA5J67BMhJUSLBeDUoJkIqKUImnDWZkIy0WgkIBCgpUSpBBjtRTJ60BeB0oxKEREKSYKEVFLiVqOlVJQSbFCCmoB5WLQSEErA41U4CvQykGrQGo5UsmwSoYUUqyUgUpO1EqkkCG5hKhkWCEBpQQrxKASE40CK6VCQUoJUkqQQkLUCkGUYLUMqWWgVmC1ErQq0CiRWoHVClApiFoJKgVWyohGSdQKrJSZYUkNllaDrAZkNVhajWU1IKsFRS3Ia5GkCmQ1SFKFpdVYWg2yOiypAWktltQgcTWWVGNJDZLUgKxO%2BBJLarBUuL4WS2qRuAZLakFSS6R1SFwjXIBE1UhSxYkqkLiKqyvnxRVIUsnVVSBRpbGqmKkpZWtLjVWFXF2ZqaaYqS5kqwrZ6kKupoCpyjNW5Borc9maQlNlnqEy11iVz1QXMtVFbG0pW1vG1VXwogpUV4HFVVxdOVdXgcSVTG0pklQicSXIaoi8lshrQV7LS6qQtAZkwjtXI3E1SGtAVgeyWiytQdIqLKsWmgJLqzlxJS%2BtRrIaJK5GkhqQi7Ckhij%2BTw3VsiNHCAPz/z8XbTbZbLZ5GLANdM/mkMw0YKCVAxPJKpWFD66iZB4Z54FjD/OgeeOenETo0cqSxraRrWiEoUeopBvbSnq9nn5rZArqinqkUNEKux6dMMzke/LC0KPr0c0drx2vHSU6Ybec79FXtA1tj17Y9Rgk%2BkYwdmxshdcOcB0oZEb2PbnnVz4lkORwffK84fXJ88Cx4/U7zoNGpp7C3MPcsTHMnUfmRm4kHNH36CX6kWlkfMYghZ5Di05yGAddB88dx47zoHlQP3jc0nVL8%2BBx0DjouvF147nT2On6TPMW585fGpmZ/Vp6ROhsVyv/SWfbUAvZEb2QbWiK1w2tEDzcNnMQghpMZ7dQyJ5ONbTFKSF4FtqKWshU1CWoEtTpt4f7eLj30/96uO0OC9/v8PZw73d4u8OP4n/e9bcTvp/wesLr3bw87MsJr3/U17/w8t8tHA8AAAD6SURBVBe%2BnfCjuLeHeyvho4RNgq5uW4ksYau4NVKNlJDqERqZHkEWshW2I8HCkd3MfiQnbHu2PeqZYESoqBtbiVBwpQd6hJHcyL4n3yOM7CX6HoMQlKAaqYpK2C6NNagStuK3O/w6/VaCqqgXeQ6gKkE1MhV1I11RNzLCtpFppNfAiCBsGpmGdtlevD79VpwqXhevazDV64amBHW6j%2BWtsKmo/8fRLufnCnfyNcJIfiQnEdZ9Gdn36ITsMqeirkG1YIRAyNZgOkFFUxmEXUUrBA1tYziDLmgkOcm%2BM8zkG1uJTiJI9D3hyGHuOHOYOYzke/KLjBxGDhL9P%2BbDVLKK8yR3AAAAAElFTkSuQmCC&quot; /&gt;&lt;br /&gt;
      Illustratrion : Siegrid Freyens (2002)&lt;/p&gt;
&lt;p&gt;Le 12 avril 2002, le STE a fêté les 20 ans de LOGO à l’Université de Liège. Cette rétrospective &lt;em&gt;« 2002 : Odyssée de LOGO au STE » a été suivie d’un &lt;/em&gt;débat &lt;em&gt;« LOGO, inter-critique de la science et du mythe »&lt;/em&gt;, suivi de questions et réponses sur les espérances d’hier et la situation actuelle ainsi que sur les perspectives de demain auxquels participaient Brigitte Denis, Benoît Limbos, Charles Duchâteau et Yves De Saedeleer.&lt;/p&gt;
&lt;p&gt;Diverses activités (&lt;em&gt;musée LOGO&lt;/em&gt;, &lt;em&gt;démonstrations &lt;/em&gt;de robotique pédagogique, &lt;em&gt;expositions &lt;/em&gt;des nouveautés LOGO …) faisaient également partie du programme de la journée.&lt;/p&gt;
&lt;p&gt;Qu’en est-il à ce jour ? Depuis toujours, mon &lt;em&gt;credo&lt;/em&gt; en l’apprentissage assisté par ordinateur (ou d’autres supports technologiques) reste intact. Promouvoir une pédagogie active, basée sur le projet des apprenants, la confrontation de points de vue, la réflexivité, les interventions d’un facilitateur d’apprentissage et s’appuyant sur un environnement riche tel que ceux rencontrés dans les micromondes LOGO sont toujours autant d’opportunités de développer des compétences de haut niveau dès le plus jeune âge. Les membres du Centre de Recherche sur l’Instrumentation, la Formation et l’Apprentissage (CRIFA), issu du Service de technologie de l’Éducation, en sont bien conscients et travaillent dans ce sens.&lt;/p&gt;
&lt;p&gt;Si l’environnement LOGO a connu son « heure de gloire », puis a quelque peu été oublié – surtout le volet programmation, il n’en reste pas moins que depuis lors, divers usages pédagogiques des technologies ont vu le jour, mettant l’accent sur la production et la socialisation. Depuis longtemps déjà, Papert nous a ouvert la voie afin de « repenser l&#039;école à l&#039;ère de l&#039;ordinateur » (1994). Innovateur, créateur, doté d’un grand charisme, ses actions et ses théories poursuivront leur percée grâce à ses nombreux émules.&lt;/p&gt;
&lt;p&gt;L’implémentation et l’adoption d’une innovation prend du temps. Son intégration nécessite de prendre en considération de nombreuses variables à différents niveaux systémiques.  &lt;/p&gt;
&lt;p&gt;Le regain d’intérêt pour l’informatique, dont l’apprentissage du code dès l’école primaire, les robots programmables (ex. Robot Scratch)..., ouvre à nouveau des perspectives d’exploitations pédagogiques chères Seymour Papert. Qu’il soit ici remercié pour l’inspiration qu’il nous a apportée dans nos travaux.&lt;/p&gt;
&lt;p&gt;&lt;em&gt;À suivre ...&lt;/em&gt;&lt;/p&gt;
&lt;div class=&quot;field field-name-field-video field-type-file field-label-hidden&quot;&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;/div&gt;&lt;/div&gt;</description>
 <pubDate>Thu, 04 Aug 2016 16:14:45 +0000</pubDate>
 <dc:creator>Brigitte Denis</dc:creator>
 <guid isPermaLink="false">125 at https://www.crifa.ulg.ac.be</guid>
</item>
<item>
 <title>Le e-tutorat, un élément majeur pour une formation à distance efficace</title>
 <link>https://www.crifa.ulg.ac.be/blog/brigitte-denis/le-e-tutorat-un-element-majeur-pour-une-formation-distance-efficace</link>
 <description>&lt;div class=&quot;field field-name-ds-user-picture field-type-ds field-label-hidden&quot;&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/equipe/brigitte-denis&quot;&gt;&lt;img typeof=&quot;foaf:Image&quot; src=&quot;https://www.crifa.ulg.ac.be/sites/default/files/styles/user/public/pictures/picture-42-1638285016.png?itok=erhYN6x5&quot; width=&quot;150&quot; height=&quot;150&quot; alt=&quot;Portrait de Brigitte Denis&quot; title=&quot;Portrait de Brigitte Denis&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;Soumis il y a 9 années 3 mois par &lt;a href=&quot;/equipe/brigitte-denis&quot; title=&quot;Voir le profil utilisateur.&quot; class=&quot;username&quot; xml:lang=&quot;&quot; about=&quot;/equipe/brigitte-denis&quot; typeof=&quot;sioc:UserAccount&quot; property=&quot;foaf:name&quot; datatype=&quot;&quot;&gt;Brigitte Denis&lt;/a&gt;.&lt;h2&gt;Le e-tutorat, un élément majeur pour une formation à distance efficace&lt;/h2&gt;&lt;p&gt;Nombreux sont les dispositifs de formation à distance qui voient le jour. Y mettre en œuvre une méthodologie qui favorise l’activité de l’apprenant, qu’elle soit individuelle ou collaborative ne dépend pas seulement du concepteur du dispositif. La présence d’un e-tuteur est un atout essentiel pour soutenir le développement de chaque participant dans son processus d’apprentissage.&lt;/p&gt;
&lt;p&gt;Le métier de e-tuteur ne s’improvise pas. Ses rôles varient selon les contextes de formation et les types de dispositifs considérés.&lt;/p&gt;
&lt;p&gt;Fort de son expérience en formation de tuteurs à distance depuis plus de quinze ans (cf. formation de tuteurs dans le projet interuniversitaire de formation de formateurs Learn-Nett), le CRIFA organise pour la quatrième année consécutive un certificat d’université en tutorat à distance qui s’adresse à tout qui souhaite développer ou perfectionner ses compétences en la matière.&lt;/p&gt;
&lt;p&gt;Cette formation se déroule elle-même en majeure partie à distance. Elle s’ancre dans la pratique de chaque participant(e) et est tutorée.&lt;/p&gt;
&lt;p&gt;Pour plus d’information, je vous invite à participer à la &lt;strong&gt;séance d’information&lt;/strong&gt; organisée ce &lt;strong&gt;mercredi 18 novembre 2015&lt;/strong&gt; à &lt;strong&gt;17h30&lt;/strong&gt; à la Faculté de Psychologie, Logopédie et des Sciences de l’Éducation de l’ULg (Bâtiment B32).&lt;/p&gt;
&lt;p&gt;Des informations sur ce certificat et un formulaire de candidature sont également disponibles en &lt;a href=&quot;/formations-et-certificats/certificat-duniversite-en-tutorat-distance&quot;&gt;ligne&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;N’hésitez pas à me contacter si vous souhaitez en savoir plus (&lt;a href=&quot;mailto:b.denis@ulg.ac.be&quot;&gt;b.denis@ulg.ac.be&lt;/a&gt;).&lt;/p&gt;
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 <pubDate>Wed, 21 Oct 2015 08:54:21 +0000</pubDate>
 <dc:creator>Brigitte Denis</dc:creator>
 <guid isPermaLink="false">115 at https://www.crifa.ulg.ac.be</guid>
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 <title>12e Colloque Francophone de Robotique Pédagogique à Rabat - 21/22 mai 2015</title>
 <link>https://www.crifa.ulg.ac.be/blog/brigitte-denis/12e-colloque-francophone-de-robotique-pedagogique-rabat-2122-mai-2015</link>
 <description>&lt;div class=&quot;field field-name-ds-user-picture field-type-ds field-label-hidden&quot;&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/equipe/brigitte-denis&quot;&gt;&lt;img typeof=&quot;foaf:Image&quot; src=&quot;https://www.crifa.ulg.ac.be/sites/default/files/styles/user/public/pictures/picture-42-1638285016.png?itok=erhYN6x5&quot; width=&quot;150&quot; height=&quot;150&quot; alt=&quot;Portrait de Brigitte Denis&quot; title=&quot;Portrait de Brigitte Denis&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;Soumis il y a 10 années 1 semaine par &lt;a href=&quot;/equipe/brigitte-denis&quot; title=&quot;Voir le profil utilisateur.&quot; class=&quot;username&quot; xml:lang=&quot;&quot; about=&quot;/equipe/brigitte-denis&quot; typeof=&quot;sioc:UserAccount&quot; property=&quot;foaf:name&quot; datatype=&quot;&quot;&gt;Brigitte Denis&lt;/a&gt;.&lt;h2&gt;12e Colloque Francophone de Robotique Pédagogique à Rabat - 21/22 mai 2015&lt;/h2&gt;&lt;p&gt;Les thèmes du colloque sont centrés sur l’apprentissage des sciences et de la technologie en secondaire, lycée, supérieur, formation professionnelle.&lt;/p&gt;
&lt;p&gt;Recherche en didactique : scénario d’apprentissage, utilisation de la robotique pédagogique dans les apprentissages...&lt;/p&gt;
&lt;p&gt;Réflexion sur les pratiques et les usages en classe et à distance.&lt;/p&gt;
&lt;p&gt;Travaux sur la conception d’environnements informatiques pour l’apprentissage :ExAO, micromonde, environnements de collaboration et de TP à distance, environnement auteur...&lt;/p&gt;
&lt;p&gt;Extension de l&#039;appel à communications, si vous êtes intéressé(e), faites dès maintenant une déclaration d¹intention de participation à &lt;a href=&quot;mailto:Pascal.Leroux@univ-lemans.fr&quot;&gt;Pascal.Leroux@univ-lemans.fr&lt;/a&gt;)&lt;/p&gt;
&lt;ul&gt;&lt;li&gt;27 février 2015 ­ date limite de soumission des articles&lt;/li&gt;
&lt;li&gt;18 mars 2015 ­ notification aux auteurs&lt;/li&gt;
&lt;li&gt;3 avril 2015 ­ réception des articles définitifs&lt;/li&gt;
&lt;/ul&gt;&lt;div class=&quot;field field-name-field-video field-type-file field-label-hidden&quot;&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;/div&gt;&lt;/div&gt;&lt;table class=&quot;sticky-enabled&quot;&gt;
 &lt;thead&gt;&lt;tr&gt;&lt;th&gt;Fichier attaché&lt;/th&gt;&lt;th&gt;Taille&lt;/th&gt; &lt;/tr&gt;&lt;/thead&gt;
&lt;tbody&gt;
 &lt;tr class=&quot;odd&quot;&gt;&lt;td&gt;&lt;span class=&quot;file&quot;&gt;&lt;img class=&quot;file-icon&quot; alt=&quot;Icône PDF&quot; title=&quot;application/pdf&quot; src=&quot;/modules/file/icons/application-pdf.png&quot; /&gt; &lt;a href=&quot;https://www.crifa.ulg.ac.be/sites/default/files/blog-docs/extension-appel-a-communication-rp-2015.pdf&quot; type=&quot;application/pdf; length=429159&quot; title=&quot;extension-appel-a-communication-rp-2015.pdf&quot;&gt;12e Colloque Francophone de Robotique Pédagogique à Rabat&lt;/a&gt;&lt;/span&gt;&lt;/td&gt;&lt;td&gt;419.1 Ko&lt;/td&gt; &lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
</description>
 <pubDate>Mon, 19 Jan 2015 08:54:00 +0000</pubDate>
 <dc:creator>Brigitte Denis</dc:creator>
 <guid isPermaLink="false">85 at https://www.crifa.ulg.ac.be</guid>
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 <title>Certificat en tutorat à distance : démarrage nouvelle session le 10/1/2015</title>
 <link>https://www.crifa.ulg.ac.be/blog/brigitte-denis/certificat-en-tutorat-distance-seance-dinformation-611-0</link>
 <description>&lt;div class=&quot;field field-name-ds-user-picture field-type-ds field-label-hidden&quot;&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/equipe/brigitte-denis&quot;&gt;&lt;img typeof=&quot;foaf:Image&quot; src=&quot;https://www.crifa.ulg.ac.be/sites/default/files/styles/user/public/pictures/picture-42-1638285016.png?itok=erhYN6x5&quot; width=&quot;150&quot; height=&quot;150&quot; alt=&quot;Portrait de Brigitte Denis&quot; title=&quot;Portrait de Brigitte Denis&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;Soumis il y a 10 années 3 mois par &lt;a href=&quot;/equipe/brigitte-denis&quot; title=&quot;Voir le profil utilisateur.&quot; class=&quot;username&quot; xml:lang=&quot;&quot; about=&quot;/equipe/brigitte-denis&quot; typeof=&quot;sioc:UserAccount&quot; property=&quot;foaf:name&quot; datatype=&quot;&quot;&gt;Brigitte Denis&lt;/a&gt;.&lt;h2&gt;Certificat en tutorat à distance : démarrage nouvelle session le 10/1/2015&lt;/h2&gt;&lt;p&gt;Augmentez vos compétences en &lt;em&gt;e-learning&lt;/em&gt; en tant que tuteur à distance. Obtenez le certificat d&#039;université en Tutorat à distance organisé par l&#039;Université de Liège et École la Haute École Henri Spaak.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Si vous avez raté le démarrage de la formation&lt;/strong&gt;, sachez qu&#039;une &lt;strong&gt;première séance (bis) &lt;/strong&gt;est organisée ce &lt;strong&gt;samedi 10 janvier 2015&lt;/strong&gt;, de 9 à 17h au CRIFA (FAPSE - ULg, bâtiment B32, Parking 16).&lt;/p&gt;
&lt;p&gt;Des informations sur ce certificat et un formulaire de candidature sont également disponibles en &lt;a href=&quot;http://crifa.ulg.ac.be/formations-et-certificats/certificat-duniversite-en-tutorat-distance&quot;&gt;ligne&lt;/a&gt;. Ne tardez pas à vous inscrire !&lt;/p&gt;
&lt;div class=&quot;field field-name-field-video field-type-file field-label-hidden&quot;&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;/div&gt;&lt;/div&gt;</description>
 <pubDate>Mon, 27 Oct 2014 15:49:30 +0000</pubDate>
 <dc:creator>Brigitte Denis</dc:creator>
 <guid isPermaLink="false">83 at https://www.crifa.ulg.ac.be</guid>
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 <title>Certificat d&#039;université form@TICEF : s&#039;informer et s&#039;inscrire</title>
 <link>https://www.crifa.ulg.ac.be/blog/brigitte-denis/certificat-duniversite-formticef-sinformer-et-sinscrire</link>
 <description>&lt;div class=&quot;field field-name-ds-user-picture field-type-ds field-label-hidden&quot;&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/equipe/brigitte-denis&quot;&gt;&lt;img typeof=&quot;foaf:Image&quot; src=&quot;https://www.crifa.ulg.ac.be/sites/default/files/styles/user/public/pictures/picture-42-1638285016.png?itok=erhYN6x5&quot; width=&quot;150&quot; height=&quot;150&quot; alt=&quot;Portrait de Brigitte Denis&quot; title=&quot;Portrait de Brigitte Denis&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;Soumis il y a 10 années 5 mois par &lt;a href=&quot;/equipe/brigitte-denis&quot; title=&quot;Voir le profil utilisateur.&quot; class=&quot;username&quot; xml:lang=&quot;&quot; about=&quot;/equipe/brigitte-denis&quot; typeof=&quot;sioc:UserAccount&quot; property=&quot;foaf:name&quot; datatype=&quot;&quot;&gt;Brigitte Denis&lt;/a&gt;.&lt;h2&gt;Certificat d&amp;#039;université form@TICEF : s&amp;#039;informer et s&amp;#039;inscrire&lt;/h2&gt;&lt;p&gt;Intégrez efficacement les TIC dans vos pratiques de formation !&lt;/p&gt;
&lt;p&gt;Séance d&#039;information sur le &lt;strong&gt;Certificat d&#039;université form@TICEF&lt;/strong&gt; le &lt;strong&gt;mardi 16 septembre 2014 &lt;/strong&gt;à &lt;strong&gt;17 heures &lt;/strong&gt;à la Faculté de Psychologie et des Sciences de l&#039;Éducation (Sart Tilman- Liège).&lt;/p&gt;
&lt;p&gt;Cette formation continuée est destinée aux enseignants et formateurs concernés par la problématique de l’insertion des TIC dans les activités d’apprentissage et d’enseignement. Elle inclut des séances en présentiel et des activités à distance.  Des informations sont &lt;a href=&quot;http://crifa.ulg.ac.be/inscription-au-certificat-universitaire-formticef#overlay-context=formations-et-certificats/certificat-duniversite-formaticef&quot;&gt;disponibles en ligne&lt;/a&gt; sur le site de l’organisateur du certificat (CRIFA- l’ULg).&lt;/p&gt;
&lt;p&gt;Contacts : &lt;a href=&quot;mailto:b.denis@ulg.ac.be&quot;&gt;Brigitte Denis&lt;/a&gt; ou &lt;a href=&quot;mailto:evandeput@ulg.ac.be&quot;&gt;Étienne Vandeput&lt;/a&gt;&lt;/p&gt;
&lt;div class=&quot;field field-name-field-video field-type-file field-label-hidden&quot;&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;/div&gt;&lt;/div&gt;</description>
 <pubDate>Wed, 03 Sep 2014 06:27:04 +0000</pubDate>
 <dc:creator>Brigitte Denis</dc:creator>
 <guid isPermaLink="false">80 at https://www.crifa.ulg.ac.be</guid>
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 <title>Certificat en tutorat à distance</title>
 <link>https://www.crifa.ulg.ac.be/blog/brigitte-denis/certificat-en-tutorat-distance</link>
 <description>&lt;div class=&quot;field field-name-ds-user-picture field-type-ds field-label-hidden&quot;&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;div class=&quot;field-item even&quot;&gt;&lt;a href=&quot;/equipe/brigitte-denis&quot;&gt;&lt;img typeof=&quot;foaf:Image&quot; src=&quot;https://www.crifa.ulg.ac.be/sites/default/files/styles/user/public/pictures/picture-42-1638285016.png?itok=erhYN6x5&quot; width=&quot;150&quot; height=&quot;150&quot; alt=&quot;Portrait de Brigitte Denis&quot; title=&quot;Portrait de Brigitte Denis&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;Soumis il y a 10 années 7 mois par &lt;a href=&quot;/equipe/brigitte-denis&quot; title=&quot;Voir le profil utilisateur.&quot; class=&quot;username&quot; xml:lang=&quot;&quot; about=&quot;/equipe/brigitte-denis&quot; typeof=&quot;sioc:UserAccount&quot; property=&quot;foaf:name&quot; datatype=&quot;&quot;&gt;Brigitte Denis&lt;/a&gt;.&lt;h2&gt;Certificat en tutorat à distance&lt;/h2&gt;&lt;p&gt;Augmentez vos compétences en &lt;em&gt;e-learning&lt;/em&gt; en tant que tuteur à distance. Obtenez le certificat d&#039;université en Tutorat à distance organisé par l&#039;Université de Liège et École la Haute École Henri Spaak.&lt;/p&gt;
&lt;p&gt;Intéressé(e)? Des informations sur ce certificat et un formulaire de candidature sont également disponibles en &lt;a href=&quot;http://crifa.ulg.ac.be/formations-et-certificats/certificat-duniversite-en-tutorat-distance&quot;&gt;ligne&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;Contact : &lt;a href=&quot;mailto:b.denis@ulg.ac.be&quot;&gt;b.denis@ulg.ac.be&lt;/a&gt;&lt;/p&gt;
&lt;div class=&quot;field field-name-field-video field-type-file field-label-hidden&quot;&gt;&lt;div class=&quot;field-items&quot;&gt;&lt;/div&gt;&lt;/div&gt;</description>
 <pubDate>Fri, 27 Jun 2014 12:03:05 +0000</pubDate>
 <dc:creator>Brigitte Denis</dc:creator>
 <guid isPermaLink="false">67 at https://www.crifa.ulg.ac.be</guid>
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