<h2>I. Introduction</h2> <h3>A. Au fondement des violences urbaines ou mouvements contestataires contemporains</h3> Ces dernières années, les changements idéologiques, culturels, politiques et économiques sont arrimés à diverses formes de violences en milieu urbain (Osaghae-Eghosa, Touré, Kouamé, Olawale & Adisa, 1994 ; PASU-PNUD, 2007 ; Yao, 2014a et b). Les réponses proposées par les pouvoirs publics peinent à produire les résultats escomptés. Dans cette optique, les mouvements contestataires catégorisés comme violences urbaines affleurent et constituent une préoccupation constante car ils questionnent le modèle sociétal (M’bra, 2010 ; Yao, 2014b ; Yao et Bakayoko, 2015). Ces manifestations se déconstruisent d’un point de vue qualitatif comme un ensemble de comportements de groupe (1er critère), auxquels les acteurs donnent le sens de manifestations légitimes de colère et de vengeance (2ème critère), dirigés contre un adversaire institutionnel (3ème critère), même si ces violences peuvent parfois s’accompagner de prédations diverses selon les opportunités qui se présentent (Dumont, 2006 ; Macé, 2000). Pour autant, en les examinant sous un angle moins policier, ces manifestations vindicatives semblent mobiliser en dehors des actes perçus comme agressifs, d’autres éléments d’expression moins frontale. Ces moyens alternatifs apparaissent sous forme de banderoles ou slogans de revendication maniant l’humour (Abidjan.net, 2019 ; De Villers et Omasombo, 2004). L’humour semble apparaître en effet, comme un outil de plus en plus sollicité par les manifestants (Fié, 2012 ; Harsch, 2008 ; Méité, Yao et Bendé, 2018 ; Yao, 2014b).   <h3>B. Etude de l’humour dans les mouvements sociaux et/ou de violences urbaines</h3> L’usage de l’humour dans les mouvements sociaux et/ou de violences urbaines a fait l’objet de plusieurs travaux. Ainsi, nous observons avec Gagné (2017) que les chercheurs se refusaient d’associer, au départ, ces deux thématiques dans leurs réflexions afin de ne pas discréditer les mobilisations en les assimilant à des « transes collectives irrationnelles » à l’instar de la théorisation de « la psychologie des foules » avec Le Bon (1895[2002]) actualisée par (Duperré, 2008) : « les manifestants sont considérés comme des êtres anomaux, irrationnels, des déviants émotionnels qui menacent l'ordre social. ». Cette perception de l'action collective comme étant l’émanation d’une pensée irrationnelle est modifiée dans la décennie des années 1960 avec la floraison des mouvements sociaux (Chazel, 2009). En réinjectant de la rationalité, donc de l’utilité dans ces actions collectives, les observateurs introduisent la théorie de la mobilisation des ressources qui postulent que « les manifestants aux contestations populaires se mobilisent en fonction des coûts et des bénéfices possibles liés à la lutte en question ». Cette rupture paradigmatique est lisible sous la plume de Duperré (2008) : « tandis que les précédents théoriciens ont dépeint les protestataires comme émotifs pour démontrer leur irrationalité, les nouveaux théoriciens ont démontré leur rationalité en déniant leurs émotions. ». Dans cette dynamique, Sommier, Fillieule, Mathieu et Péchu (2009) renforcent le postulat selon lequel, les expressions d'émotions contribuent à la construction des causes collectives. La convocation de l’humour dans ces actions collectives souvent « violentes » induit des dispositifs de sensibilisation conglomérant divers supports matériels par les activistes à l’instar des affiches, des spectacles, des médias sociaux, des chansons, des films, etc. (Gagné (2017). Plusieurs études insistent sur la nature ambivalente de l’humour dans les manifestations collectives car pour certains, les émotions permettent la formation de groupes qui se mobiliseront, tandis que pour d'autres, les émotions fournissent des outils visant la consolidation et la vitalité d'un groupe préexistant. Les émotions en lien avec l’humour sont tantôt lues comme des effets des mobilisations ou tantôt présentées comme les causes des mouvements de contestation (Lefranc et Sommier, 2009).   Quels sont les avantages et inconvénients associés à l’usage de l’humour dans les mouvements contestataires ou violences urbaines ? Au chapitre des avantages, retenons que l'humour apparaît comme une tactique de revendication afin de renforcer la cohésion groupale par la construction identitaire (on rit d’une même chose car nous sommes identiques). Cette stratégie contribue à solder des dissensions de façon socialement acceptable en rassemblant les acteurs autour de valeurs communes (Fominaya, 2007). L’humour présente ainsi une force d’influence dans l'activisme politique à l’instar des mouvements féministes ou de portée sociétale comme les « gilets jaunes » en France ou encore internationale avec l'alter-mondialisme (Dupuis-Déri, 2010). L’un des arguments pivots qui militent pour l’expression de l’humour dans les mouvements sociaux violents ou pas tient au fait qu’il « peut être vu et compris par un plus large public grâce à l'attention médiatique (…) et [ces expressions humoristiques] ont également l'avantage d'être souvent vulgarisés de manière à ce que tous et toutes puissent saisir le message plus facilement » (Dupuis-Déri, 2010 ; Yao, 2014). Ici, les procédés comme les mises en scène théâtrales et les calembours sont les plus souvent mobilisés en parodiant et en ridiculisant l'absurdité des lois, des actions des forces de l’ordre, des dirigeants ou enfin de l’ordre social établi (Gagné, 2017 ; Moussaoui, 2013 ; Yao, 2014). A l’opposé, l’humour dans le champ des mouvements sociaux peut provoquer des désavantages non moins significatifs. Le principal grief tient au fait que « les actions de revendication sont trop sérieuses et graves pour que de la – bouffonnerie- y soient associées ». Cette démarche aurait pour incidence de banaliser la portée de la lutte en distrayant les activistes ou militants et les pouvoirs publics du fond du problème ou des enjeux réels (Fominaya, 2007 ; Yao, 2014). Enfin, l’humour peut bien souvent être incompris ou interprété autrement par le public qui le reçoit de sorte que cette initiative est génératrice de malentendus, surtout face à des groupes hétérogènes : « le comique peut être difficile à saisir pour de nombreuses raisons. Le sens de l'humour varie grandement en fonction des classes, des groupes, des genres, du temps, et de bien d'autres facteurs (Gagné, 2017). <h3> </h3> <h3>C. Du rapport entre humour et résilience communautaire</h3> L’humour renvoie à un concept polysémique qui est affecté par des contingences culturelles et circonstancielles dans lesquelles il prend corps. Il existe une multiplicité de sous-types d’humour, ce qui peut provoquer une certaine désorientation quant à sa définition (Panichelli, 2006). A titre illustratif, on peut citer l’humour de situation, d’autodérision, de second degré, de jeux de mots, l’humour pince-sans-rire, noir, sarcastique, lié aux tabous sexuels, scatologique, l’humour verbal et non-verbal, etc. De cette arborescence conceptuelle, quelques fois opposées, nous pouvons retenir à minima que l’humour est la vivacité piquante de l’esprit ; ingéniosité dans la façon de concevoir et d’exposer quelque chose. En référence au DSM IV (Guelfi et Crocq, Coord., 2005, p.935), nous pouvons concevoir l’humour comme un mécanisme de défense individuel : « mécanisme par lequel le sujet répond aux conflits émotionnels ou aux facteurs de stress internes ou externes en faisant ressortir les aspects amusants ou ironiques du conflit ou des facteurs de stress. ». L’humour est présenté comme une ressource efficace avec un potentiel « adaptatif élevé » qui permet d’opérer la synthèse dynamique d’une série de mécanismes de défense notamment l’anticipation, la capacité de recours à autrui, l’altruisme, l’affirmation de soi, l’auto-observation, la sublimation et la répression (Panichelli, 2006). L’humour en psychanalyse peut être présenté comme un processus opérant dans le champ du Préconscient, étayé sur la dynamique inter-instancielle et apparenté à un mécanisme de défense. Il permet ainsi de faire l’économie de l’énergie investie dans des situations pénibles (pitié, irritation, colère, souffrance, dégoût, attendrissement, horreur, etc.). L'énergie ainsi soustraite est transformée en un plaisir modéré mais victorieux, loin de la décharge hilarante, qu'est le sourire d'humour. Dès lors, il épargne à la personne en difficulté les affects douloureux que sa situation devrait entraîner et permet, grâce à la plaisanterie, d'éviter jusqu'à l'expression de ces affects, c'est-à-dire des plaintes qui seraient justifiées (Beaudoin, 2013 ; Ionescu et coll., 2003). L’humour, force émotionnelle, sous cet angle, paraît être significativement lié à la capacité de l’individu à se construire positivement au-delà des situations vécues personnellement comme traumatisantes (Ionescu, et al., 2010). Pour dire autrement les choses, l’humour facilite l’adaptation en situation stressante et est dans une relation de vases communicants avec le concept de résilience. Les individus présentant un bon sens de l'humour afficheraient un plus faible niveau de stress et démontreraient moins d'anxiété comparativement à ceux qui, dans un contexte analogue, auraient un plus faible sens de l'humour (Tricart, 2015). La résilience serait intégrée à l’humour afin de maintenir l’individu dans les liens de la structure sociale, même dans des situations extrêmes (Panichelli 2007). La résilience justement dont feraient preuve les manifestants des actes lors des violences urbaines mérite pour les fins de la présente recherche d’être clarifiée. La résilience peut être appréhendée comme la capacité d’adaptation positive dont fait preuve une personne lorsqu’elle est confrontée à une situation présentant un ou plusieurs facteurs de risque. Elle est aussi définie comme « la capacité d’une personne, d’un groupe, de bien se développer, de continuer à se projeter dans l’avenir, en présence d’événements déstabilisateurs, de traumatismes sérieux, graves, de conditions de vie difficiles » (Cyrulnik et al., 2001). Richardson (2002) propose un modèle opérationnel de la résilience et de la capacité de résilience de l’individu ou du groupe considéré. Pour lui, ce concept s’inscrit dans un processus d’adaptation aux stresseurs, à l’adversité, aux changements et aux opportunités. Cette étape a pour finalité d’aboutir en l’identification, le renforcement et l’enrichissement des facteurs de protection, qu’ils soient personnels ou environnementaux. La résilience mobilisée dans le cadre de notre réflexion concerne la résilience communautaire. Elle se définie aussi comme l’habileté d’une communauté à répondre à l’adversité et ce, en cherchant un meilleur niveau de fonctionnement. La communauté universitaire pédagogique qui nous intéresse ici s’entend comme un système dynamique composé de divers acteurs et qui est continuellement créé et recréé et non pas seulement un agrégat de personnes. Au final, la résilience communautaire doit être conçue en rapport avec des facteurs multiples de type psychologiques, environnementaux et comportementaux (Perry et coll., 2009).   <h3>D. Apport des représentations dans la modélisation du lien entre humour et résilience</h3> Le lien ontologique entre humour et résilience est susceptible d’être étayé par la théorie des représentations sociales. Pour Abric (2003), la représentation est le produit d’une activité mentale par laquelle, un individu ou un groupe reconstitue le réel auquel il est confronté, en lui attribuant une signification spécifique. Ce référent théorique à l’interface du social et du psychologique apparaît comme une grille de lecture pertinente susceptible de rendre compte des déterminants qui organisent et légitiment ou non les pratiques d’humour chez les groupes sociaux (Panichelli, 2007). Dans le prolongement des travaux d’Abric, nous considérons que notre relation au monde extérieur ainsi qu’à nous-mêmes est nécessairement médiatisée par nos représentations sociales. Ces dernières traitent, filtrent, les informations qui nous parviennent et nous fournissent des points de repère plus ou moins valides pour nous orienter et/ou justifier nos comportements. Dès lors, la compréhension de nos actes, mais aussi leur traitement, passe en partie par l’analyse de la représentation du groupe social concerné (Bendé, Méité et Yao, 2019). Les représentations sociales concourent ainsi à identifier les fonctionnements sociocognitifs associés à l’objet social analysé, en l’occurrence l’humour comme stratégie de résilience au sein des mouvements contestataires comme le soutiennent plusieurs travaux (Yao, 2015, 2014). Moliner ajoute à propos de la pertinence des représentations sociales que : « Il est légitime de se poser la question des représentations sociales chaque fois que l'on pourra observer un décalage entre des données objectives d'une situation et les prises de position, les jugements ou les conduites adoptés par les individus; chaque fois que l'on pourra observer que des individus placés dans des conditions similaires manifestent des prises de positions, des jugements ou des conduites différents ; chaque fois enfin que l'on souhaitera comprendre les significations que des individus attribuent à certains aspects de leur environnement. » (Moliner et al., 2002, p.36). Le modèle structural des représentations sociales retenu conduit à l’hypothèse du noyau central dans laquelle, certains items sont « centraux » car ils tendent à organiser la totalité de la représentation tout en étant plus résistants au changement tandis que d’autres sont « périphériques » puisque plus instables et moins prégnants dans la représentation (Abric, 2003). La modélisation du lien entre humour et résilience face aux manifestations contestataires, à travers les représentations sociales, que nous proposons dans le cadre de cette contribution s’inscrit donc dans cette perspective. L’objectif de l’étude est d’analyser l’humour comme stratégie de résilience communautaire lors des manifestations contestataires sous l’angle théorique et méthodologique des représentations sociales. Il s’agit de manière spécifique de : -identifier le contenu et l’organisation des représentations sociales associées à l’humour chez les participants ; -analyser de manière comparée, l’humour comme stratégie de résilience communautaire de revendication lors des mouvements contestataires dans le contexte ivoirien ; -dégager les enjeux liés à l’usage de l’humour dans lors des revendications collectives dans l’espace public en Côte d’Ivoire. Nous anticipons le fait que le fait de valider ou non l’humour comme stratégie de résilience communautaire opérant dans le contexte sociopolitique et culturel spécifique de la Côte d’Ivoire dépend du type de représentations sociales de l’humour.   <h3>E. Contexte socio-politique des « marches vertes »</h3> Depuis plusieurs semaines, de multiples mouvements de grève et de protestation pour l’amélioration des conditions de vie et de travail des principaux acteurs du secteur éducation-formation étaient observés. De l’avis des syndicats des enseignants-chercheurs « l’école va mal en Côte d’Ivoire et la formation des élites de demain s’amenuise au fil des années ». Ainsi, selon la CNEC soutenue par la plateforme de revendication<a href="#sdfootnote1sym" name="sdfootnote1anc">1</a> soutient qu’« au lieu d’analyser objectivement cette situation sérieuse, et de prendre des mesures courageuses et idoines pour aller à l’apaisement, le gouvernement de Côte d’Ivoire a choisi la voie sans issue de la répression »<a href="#sdfootnote2sym" name="sdfootnote2anc">2</a>. La gouvernance de l’Université Félix Houphouët-Boigny (UFHB) et le gouvernement ivoirien sont accusés par la communauté universitaire (les enseignants-chercheurs et chercheurs), de bloquer les salaires de plusieurs membres depuis des mois en réponse aux grèves pour revendiquer l’amélioration des conditions de vie et de travail de ses fonctionnaires. Aussi, les actes 1 et 2 des « marches vertes », en référence aux manifestations en toge de couleur verte des enseignants et chercheurs des Universités publiques de Côte d’Ivoire, sont organisées sur le site de l’UFHB le mardi 26 et le jeudi 28 février 2019 pour « dénoncer les intimidations, la tentative de musèlement des syndicats orchestrée par nos autorités et l’emprisonnement de ces leaders syndicaux » (Koaci, 20 février 2019).   <h2>II. Méthode de l’étude</h2> La présente étude est de type hypothético-déductif et s’inscrit dans une approche mixte qui exploite aussi bien la technique de l’entretien que celle du sondage.   <h3>A. Procédure</h3> 1. Matériel Le protocole comporte comme matériel, une tablette pour la visualisation des images des « marches vertes » obtenues à partir du lien : http://www.koaci.com/m/cote-divoire-codec <img alt="" src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/4RO3RXhpZgAASUkqAAgAAAACADIBAgAUAAAAJgAAAGmHBAABAAAAOgAAAEAAAAAyMDI0OjA3OjA4IDE1OjI5OjA5AAAAAAAAAAMAAwEEAAEAAAAGAAAAAQIEAAEAAABqAAAAAgIEAAEAAABFEwAAAAAAAP/Y/+AAEEpGSUYAAQEAAAEAAQAA/9sAQwAGBAUGBQQGBgUGBwcGCAoQCgoJCQoUDg8MEBcUGBgXFBYWGh0lHxobIxwWFiAsICMmJykqKRkfLTAtKDAlKCko/9sAQwEHBwcKCAoTCgoTKBoWGigoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgo/8AAEQgAWQCgAwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A+pjgU0tjvTCpz1ppjJGc1WhViZXycU4sO9VQpHepMnoTmiwNEvHag9KiLYpA+aLCJcA+1IeKYWJFN3EUWGPyaUnApme9BbNFhDiaaxzSE46VE7N2p2HYeZABWc53a3F/1xP86tFmbtVElv7Yj9fJP86ZVjTMYHPWmFFz0pQWxyaDmgZC0KntTDFH3FTc0mF707gQlYR1Ax7ms+91bTbNcySp/wABOf16D8TVHxDpV1cTJImoOlu7BTCEB/U/0H41Db+H7aBvMkjLyH+OQ7m/M1lKbWiRaSO03UhfBxkZrho/iX4efTJdR+14sYmVJJj91SemT71c0Xxvo2u75NIuDeJFw7QjcBnp0+hq9CDrs+tIzADJIArIN8l9DLFF58TlSQ2wrj865ySzDFRLqkzNkAhEPUleOOmd2P8AgWe1S5WBK52M19bRf6yeMfjk1n3HiLT4Dgybj7YH88VzSaXZu/72W9uCQP8AWLjru6ZA546dsDpnm3JbaekSO9owRFIyTsGODyc/r7Gpc2OxvQ69ZSKGWVQCM/fX/Gpf7XtSQA+7PoQf61zerC3FhJqVtbC6ngtpJIWjbIOFJAwDzmvJPhh44vNd8XQ2d7FHcQXEbkhBuIIz83OMDp+dHOxqF9T6Ee/i8pmj+ZgMhTxk/WuekOsasuJpFsrduDHEQzEe56V5x4/+IGjaBey2tpCt1cxnDxgAKDn+961xekfGe9sTeytbvLLKqJAhkzHGAeOPXHes5VE3YStex7vLpb2VvJL9vuoo41LMQ/QAVw+q+MtQ07V0s7Ce7vPNjEkTLlywIzjkY/WrPw0+Ix8VXF5baqtuiLAZUOR8wH3hj6H9DW34t1rT9CtV1GRE8ggRooXaWJPGT2UD1FCV9mau8XZmFYeO9eldEignuJH3EJ5UeV2sVOcY7g10dhrOtTMLi5s4IrkEIivwChxknBPPUVh6J4x0zUo4fsXmyTPMFeNznZk9j0I9MelF3rsc1o0sM1vFPKBsjbcTtzg5G0Hrntj3ojJJtNikm9kdla69evn7Rp6R7eOJs5Ptgf1q0dUufJEn2LAP/TUH+QryLUfiLb6XcW1pEIN07gieVGjjIzjfzztPPPXjoa7rRPEmn6jIsVpqNpJdbQZIopMj9f8A9dP2t9ExK19jbl1i6C8QxKemDkmmPd3zDIlRcjIwn+Nct4816+0rTIhYwRtLcvs3tOIAmBn73PJ6D3Ned+G/H+r5iufEdxqUVtBN9mk8iCMoq92kPUnkHIGPzqHOzsPnSdkj2OGS9uHK3E5OD8uwYxz1q7Y7o43EsrO7NxuYk1nLexW8qeVLcSbtpDPF8pB4GCAAev4daTQvEumaw062ksokiIDebE0ec91JGCOD0plNtniWsxJd6VJ4W0TTNtpPEsk0k05b54WOY1YL94Ej681UiXXfA3grUYrG0fTp5vJ80M5eZX3EYAHIGCPX61ymnXN1p2r2epTXT3EUU88z7yd3mYJbdnrkqea6v4ceKHv/ABLHe67djDagJnlkbCjkHJz0AwfpW8klseIswqX0S3X5k+ieKfGuqeFTEzTxyW0+QSwS4OMEZDctySCO4A/GTS/in4k1XSxFbFXnWRIhMdqmVjxgDgdep461D8VNdhudR1eTSHW5iluozE0PO8gpyuPfNUPFeo6ZfWth/YMMVqTbR3lxHF0WZGIcc8jpn34zWXspSuk+v4HT9ejBNzXf9bfodN4W8Ta/ceIbu318tFbRRO+GOz5zwCCCcrz1AOK0vE9lqniUwW/hy8iEMd0y3UccvzFRyTlu4GcD171k+LfGE3/CE2cMFu6z2biRpN+RKrNyCBgjgjv2rnvAWt3mimC+gk2h2xg4ILEDOQf9kg/jW0aUbnFWzSpFKStbS/6noUXidZLttM0qSVL6YeQil8Y5PKtn3rF8K+E9T0a0m8RpbWsHkq1rLbGMhzhwd4Ye4Bz1qLToo9PnF5IFbUZCZd2P9Xk9FHQH/wDVXY+G/HWlXmg63Drl5BaWcoYW7uclkZducKM53AnpVewjy3YsLmEqnPFy1e34nLN4I8J38zXc6N50p3ur3fKMee9ecWHhHTpdZ1SAagJTFK6wwqMqBkhSW7/h+dXYPEQttft7tbiJmKFSFPzIVzjqPfPvXP8AhrUgutRTTTAzToRtJ5JBz/SopQgrRttoPFYmv7LTR2TujudF8Ix+HNNGrLFKDckvFLG+8xlSFaFl4zluh9wfWt3xCniTxTHZ2CWd1Zxzh4AJ432KcZDE4/U12vw6WHWvCVmJSpaG7Mu0nrwp/qD+FdVqd8NI0+W/uo3aGHDFFI3NyBgc4zzWkcPFczvudVKtUqQhWm7WV/XTr6Hk/hb4baj4a0y78T6fexXK+QZWtnGxoio+foMFgwbtXKXFtqni7XtN1HR5LMTw25E8Y3AEx7n2jP5HH/6/T7X4ix6TpOrSy6bJLp09xK8CSsEeUONzIoJwx5IwDXlXwpvL3QNT/tWa3Z7fHmi3MgwQVB+9jg8nqM1zwoxu3qTXxs4QhVUkr2ubL+Ezd+GktVhi+1SWqq0jwsWWQvksD0wF6AVEfC8ujX+n39u6JpMd7HPdNK6hoxHKMAYJJ6NxjPFLd+ML/TtP3Cwc2jtvhmdjsWNgSOvJIII44rNXWZZtIlNzOZGEnmpE0QJBZwTt54GRzx1rjk5Rn73T8T0aFWNWKkjr/iDr631vaKsF9aXEM2+CfzFjOcHJAyT0/n71lW/iV7K2kFxZpI9w25nlw+9yAMkAj0HTFcUbeE3Ud1eX93KwzlWYDHcEnpg8elGoTrdwJtkJjY7YxxzjH9Pat4zoTd3dfeJ+0OyuvEfirV7do7LVrJNrKVi8hotpyMHOc4/GvPPEPhjxTolub+8Q3MbHLz28u8qeuW7gfp0rTs7mWLU4oRJtWaNtssnCfdJKZ6ZOTwPWjS/G86Pd2uo3AhS2GBFOSv2gdxwh4479c1v7KjJe4xWnbmZe+Jfh/ULzVhd6RbSvZAeY+5VRowu3IOAucjPucck1yelXlqsjCEl3k3Bj2ySOf519BSWkkiMryPhhg7cV89eK9K/4RPWprV4lKBhJE44Lxk8ZHr2/A0S1PPxWGiorkRvX2rX9npEIi8qa0tpi4geJN3mZzw+NwGDnGcVm6e97cafqOoILYB1cy2wVgAHQDeDkZIJB9KxIdXTULG7EXFw0ZVk9x3H1HFdHZIlv4Qae1Lubm1SMIqZYscAjjrzkfhV043uzzKrlDljLe6R0FjIdRje3t0WUttiVZT8rOex9uRWJ4whXwv4qnsNPZ10+NYZvJMjEb9qgsC2SPT/9VWvh8t3Y63JaarCYb1LlPkY4LAEZK+o9xxWn8QNIbVPG9o5mSKC5g2+Y2PlZMnkenTp60NnZTwz5JxS1uXrLV0bC5jmmYZLsxwFHfFZVkLe60SaK1t1S2CKq5OSzY5bP49KtaloNk9zEljKoRUBZopN2DnDZ9CeuP9qppI44dEgjSDPyqhA4+bIyT+X6VqndXPCqxVGTh1uef+JrexsNTZ9M1RJRLHFdqpBQxSKQWjcHuOtaGkalZ6Nf3Qs7eK5QlsiZAShB4A4+6OfrnFasXgRdes1vIfNWUy4PClSoxkckH1rkNaspIPEMln5rSraytGGYAFgrd8fhUJ2Z7NSn7SmpS0TR03hm81H/AISm0uW1CHTZl3vE7R5SF/Lyq7QCPQeldBZeMPFWtwC18S3yzx7PMaEQRoFYMMHKqDwD61jaHGkmuPBIF3SDcvrnavT8jRMWiudSTO1o12D6/wCQaU1yrQ4MRjas4exWit+G1iXWLCfVL2ztD5iowQwBOuWJBI/EfpUfh/VpB9riulAkaKNV8tSRlQU79DnFXtAEtxYW1/BdSoyxrPHt98btvoRyPSqlpbxy3lyASJSjyI/v1/nSjuTTlF0HCWrTt6L+kYdprF6ujzWDOHiibdulGGVfb2pv2954pI/kJQB8jgg569euKyPEWqX5U2MceLaKVyBswzseCc4z26dPasvRtTkikkZgY1fsiknp2Ncc4uWrPqqcY01aKsnqdk8luGiN20m+3IkCKT8wHAB9amivIZ7oFIEjjldnbcvJIHf05/z0rkZNT3zLbzHam/JkBJZAR0x6irseo2ySLCryGPHzbwDu645/E88day9k7GqZ0l28ZMSwspQnpE4Q5OPb+fH6VX1PS4L0xzQvFJwqeZPJwu31GTnPA7D6UzwxFBdC4FxeJHBnlXbDMuf85q94K0uXXPE9xY+fFFbQrvba3+sIb5cevrnmiNOa+Flao9z85QeeK8q+PFhbSaHHqq/8fiOlvzyCh3H8+f8APFdu13PLwij6E81l+I/D8mvac9vI6qT8yF13BWHQ4ruIlDmVmeaDwjYvpPhu7s43fNsWvfKYI8jOpYEE91Y4+gq/4ct9Ts7qDT0sboWMbl45nVSQTz26c5/wruPDfhCHSLGOGQiRhyzKMAn1xXTW9rHGoCrgCmpW2Mp4enOzkttTmo9Fe41CG9nmL3MSFFZkVioJ5xkZH1FbDaNbSurzQRyOvRnXJH51rCJe45pdgA9aRqzk762tLG98mCGOJinmuI1A3ZJBJ9+P0rN1KL935ON2ZV+UHGcnP9au3twreObiLOQlpGjD/eZsfqKyPFtyunnKuC+VPB+v9Aa6I/CfGY9c2KlbudR4IzF4ctsjO5nP/jxH9K8d1sZ8SaxIx5+0uM+3mc/4V7X4ei+z6DYRtwwhUt9SMn9TXjnjBkj1/VIww3GXI/76J/z9azjuz3cTFwo04jJ7owawjxttmADR4/vKCcflmtDUrxbt7q7gjZftK79vUg7SCOPfNcvrl2IZLS5AO+G5U8d0C/N/OvSLK2NpCyWy+ZbzgTRHqBnqv9R+NXJcyaPLVGLlTUtL6f1+Bg/Di9MmgDTmaMXVlK0TKz4OxieR64yeB6CtF/Bl9b22oQ6ddI8N0WkTHyyRuf7rZ6Z7VgX2k3Vh4rtdSsdO/wBGBBlVMYJ5ycfQ165o88d1apIiBcjpnO32rFvoe/h8DToznUX2il4Ws9SbQraHVpCJ41CGOTEnAGBkkYJ/SrOp+GYr2D5LHSPO7Sm1Ct+a4rZXA6ce1Sq3HBrNwTO5TaOIfwTHx/xLbIEd4pGQ5H1zWfcfD61lkO62uIVZskxurY9eoHvXpSuc9RTxNUeyRr9Y7pHF2vw88PQqw/tHU8MMEC3X/wCKrQtvC3h6N0eaa/mcgBykCIx+pwSa6UyKeqilBi+lP2aJ9qzOMkUagORGT0BIBNTRyB1GB19ayrn/AJDH/ARWqvUVoZEwIPSkHOeCPxqva9Xqc/6wfQ/zFABuI56j1oMoxyRSDq1QzfcoA46TTbq18U6jqdz5f2e7ZEiKtkgKD1FcXq076v4gW2T5lkvVhOOyADJ/8eNem+If+PNP+un9DXHeFf8AkJ3n0rVS90+flhofXuXujvJLpEjxjpx8teYz6WIfHd3qrFZ7KcHdBKoIB2jJwe+Rniu/k/1a1j3/AN4fWspJtaM+iSiviVyrE9tCJlhs40WYYcKuAR9Og61z/wALodUg1KeHUJXlthH5MIeTdtCnggdhiuph+6f901k6l/yFNP8A9/8ApWdapKK0Lw+GpzlZo76KBSMgDmrCRY9qjsP9Sv8Au1aH3q0Rm9NCPZ7kU/HqcjpSN/WhfvfjTJAFhySdv8qUOSMg8H9KXufrUY6UDSuPeUAjcQD7d6PMzwCagf7wpB900Dsf/9n/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCAEZAfQDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD6npCKdSGgYAcUUU0nmmAtGfem0UAPzSg1HnFKDSAkzSZpo5p2KBC0hFLRmgBrDim7fepKQ4oAaBRS4xRTGFITS0lAgBpCMUZwadQMZiin4ppXmncdxKKMc0HpQAUoNMzSZNAiQmkJ44qMHPWnZGMUgFHNLSL0paAA+1HNBpuaYCk4pCaSiiw7D1PBppORg0Z4FN70CA8YoNGeTxTSaoB+KDzSZpMigdhTgVDcN+5lP+yf5U4nniorr/US/wC6f5UDSOZ8On/T0/3D/KunYVzPh7/j/T/cb+VdWEyKBlfFKF9aseWO1NK4o1Ai2D3pGT0qVfShqaYyuVOad5JxyeKkNFFwKzx84qMx1cxTCtPmYFQxfhR5VWivFAAHWlcCp5VJ5Z9KubQegpdvtRcCn5Zx0o8tiOlXeKTjpRdhYp+QxFJ9mar3FBxS5mMpi2PrThBgc1a3egphNGoEYQAUVIFz6/lRS5hmoSKTNRb6TdSsZWJd1Iai3cUm+iw7EhbFIHqPdmkLU7BYk3Z60uahzQDRYOUsIeakHNVg1So4FS0Kw9iRSZoLA0h6cUWEOBozUYJ706iwD80mabmjNADs0ZpuaM0AB60q0hNFAD+lJuFITxTM80APPJowMGmbqA3NOwBg0Yp2aKLgNxQFpCcmlUnoaAFAxS0UhOKQDWJoFBpKaGhTRzRmjNMGwNFJnNNLYphYdTHFG4UbgaCkNJ5ppb1NOIB71GyUDDdzUdyT9nl/3D/KnDg025b/AEaUf7J/lQBz3h7/AJCMf+438q6wHiuT8Pf8f8f+638q6ncaEIkB9KQ0zcacDkUAJ0akPWhuDRSGJikpc0hoAKRqDwaDVANPSm0+mnrQAmcUFqaQc0hBo0AC1JvqOZkiQySOqIoyWY4A+prJk1qFmKWMM14R/FGu1P8AvpsD8s0Ow1c2jJ+FMnuIoYy88iRJ/edgo/WuUv8AVpkRjeX9vYKeNsGHcf8AAjxn6CuZfWdPSRjY2k+oXBPM9wxkJP1bp+FYyrRiUo3O6l8SWpZksI575x1MSYQf8DOB+Wax77WNSOWuru10yL+5D+9k/F24B+i1zck+t6kQGlFtEf4IxUlt4aDMJLhmlfrlzmsXWb2RVkkMu9W0SSdmuDeXkvQyvI7E/lxRWymjRooGwflRU3mGh6YRTcCpsUhX0rruYEYUYoK5p+w0bTRcZEY/emmNsdasqoI5ppGDRzE3K2xvelAPoamop3GmRbTS8/SpcUmKYDAWBp+TQKM0hWFB9aCeaQUv4UBYM0ZNNphaiwWJQ1LuqENTwRRYQ4nNGabmlFFgFyaaTS0UWAbmlBIoxTWB7UFJD80Uxc806iwrC0UDpRmgLC5PrSZpM0ZNFhC0UmaM0FATSbsUvWmkc0C6iHgZ9aa2aXvSHpTRSI99JvpSB6U0j2p6DAvzR5lJgUu2noA3dzUdy3+jy/7h/lU2B6VHdD/RZj/sH+VK4HP6GcXsZH91q6QO2On6VzegD/Tov90/yrp8cUkAgJ9KcM0uKWmAmfWk3UuM0mBSAKTOaX8KQjNACMTTafSUwAHiijoOKASaSAKULmk59qN1AiO5gE0LxtjDDHKg/oa8/wDEnhvxPc3KpYamslqy/NhREVPpgGvQ881J2zUSjzLUpXPGbfwhLb6hs1F2nnU8lm3DpXVWekRxrwg/KtXUikWoyzSnChwM4zycAVbWCQgYgf8AHArD2aWxaZnxWarjirIgAHSrotpFXc6qoHUbsmk2insPcreV7fpRVjFFILHQ5ozRkU3NdCMR1GcUzNGaGgJM4PFITnrTN1Jv96LBYfRximbs0ZpiHijNJmjIoCwUUhPtRmgBaKaaTcRTAXcc0YpCc9qKBiD3paUHANBNACUZI6UCl7UhWQopaZmlzmgB2aTNFJQMWiko5B5oAWikzTWdUBLEADkknFAD6Q1kX2u29srFSrAfxu21D9D1P4CuI1LxY96WithJesSRtQbIh9fX8fyrOVSMRqNzur/Wbe3ilNt/pUyg4RDxn0Zug/OsOPxbcsdgtbGdx1WG/UN+TAVyiabqeqhRfTmK3/hgh+VRV+DwpZRL8tum71I5/Osvat7GkYJbnSR+LcD/AEjStQi7ZVVcfmDUw8XaYBmQXUf+9A1c5H4chRf3YZOf4WIpf7JuI8+Vd3K/9tCf50/aSC0ex0sfivR3PF4q/wC8pFW01vTZANt7b/i+P51wtxpt8IzsuA+BxviVj+orD+xKhkjutPtZJx/EkpjLZ7kA0e2a3KUab7nsMVzbyjMU0T/7rg1LgGvGDaKhyNOvF94rnP8AMUC5kgOY5dbtiO3yuKftx+yi9mezhF704qMcV4n/AMJVeWkqxDxBdrIRlRPaMf5GtVfF2sRSbRrGmykdnBT+a0/aon2PaR6qyccCobtP9CmPfyz/ACrz2Hxlru05TTLnnrFOuT+ZFW4vGGqzsIJ9GZUk+RpFOQoPfgmmqtw9hLo0aegZ/tGAAdj/ACrqiDXEW+pxaW32yZJJI4s5CDJPapLb4keH7mSaNZ5Vkhfy5AU+43ocd6vnM4wlLZHZUmfesi18S6PcqDFqVpk9mkAP05q1a6rY3d9LZ211FLcxIsjohzhW6HP4VSaYOLW6Lu6jOaCMc4P5U0soPJA+tO6FYfnFITUEl1Ahw80a/VhULalZqCftCcenNLmRShJ7IuUVnNrNmvRnYn0Q1E+uwDhYZD+Q/rWbqxXUtUKj6GqelN6Vivr3B2W//fT/AP1qrya7cH7kcSj8TS9tDuWsLUfQ6LNNBzXKtqepv92RIx/sxdPzpk19eGMk3ExwOqcUnXXRFfVZdWjrc45pHnSNTvdVHqSK8+mvZwGe4eUxf7Tkk4GTwKSK4Ny6JFCwDjcHYYFS6ze0RqhBbyOh1GRGlMhYeX5ynPbAIrRl1iyQn98T9FNYXkPJbLDuwc5JqG5tjkowLjrnFDnJfCTCNPXmZvR6zb3UwghEhLfxHGBVrFYWiwKspkEYQq2MY61uMcLnrSTb3FNRv7pDLOkbbSjHvxRSM+45ziigg6Ck/GjINGRXSZai0lFFMAowKr33+oyOzDvjvUi5wPpSAlwKKYGI680u71FMB1KKgmuI4VzI20HpVOfV7aL++/0WpYGoRgZpuaxl1+EqMQyEnscVG2tSE4WJV56k5pcyQWN0mkyK5iTXSC3m3MMZBxwQKzbjxFbSK4F95vYiPL/hxT50CR2zypGMuyL9Tiqkuq2UbFWuY93oDk158mtQzgmCC7kwSAWTbzn3qGPVZnBaOxVJSuRHNMN35Cp9oOx3U3iC3X/UxyS846bR+tU7nXronEEUK56FstXMyLrL2gliFtA+3IBUtj88VSc3t3LNbrfzRzxsQSiqvIPPvUe0Y7HWHVL6SRA0+0E4+RQK0ILq6aIYmdvcjNcAtjDf3U9ncTSvJGzDmdiwI74GMVvJ4ciiuf8AR5J48qPuSsP60cz7DsjphdXI6sv4rUn22Yddh/DFeXSeK7G3mniOq3cZgco+53ODnHp7V00X9o3FjBcW+ozhZQrLlVbg/UUczE0jrhfyDrGufrUX9oXO45WIjrgA1yd1dajaSbGvkJGCd0aZpPt2sSW7yQTWrbSF+eHjk+zVXMxcp1Vrqd2FzcJEzE5+TIAHpVkakWPMWPXmuUkvNStIQ1ytowztyFYcn8aSbVryKYQ/ZrV5yu4R+aynbnGeRS52Fjs1vIO8mPqKqatHDqFr5K3fkPnIdQGI/A8Vzr6rcxnElkgb087/ABFQvrsoK406Uhu6upFPn7hYx/8AhEbs6g/9r6k2obvmXnjGeMiunsNEht1ARFUY7Co9I1BLtpXMbxMp2lWIB/Sr9trFjNfrYQXMUlyVLbVbPA/z0rNQW5XPbQsw2YX/APVU/kLUyDHU07FVyoOYqtEAQAKZJGFRmIzgZwOpq04ziopFLROB1wcUhnKf8JFHLOsK2M6722bmIAGTjNeZ/F2LT7bxLC99eR2rzQgICD823r0HbIrqI/B2p3Gr/bNSa7ERv47lYVlVVjWNSAp5+ZSecYBpfGfg7+3dU+3XypLszHAryNtjXPXaB1I4PPpS9nzK0mCdnc8msJIbqUR6TraSyEFgkNwckAZP5CrNrJrht2uLfV7l4MkrIJiVI9cmu/8ADvw20zS76S6ihtVIRkQIj5G7OTkt1KnHAHSt/UPCel3miyaWITbWckH2dvIwCBjGRnPNTKhFLRlqr3Rw2knU5fDmo3klyZr2JB5UrFWx84/CsqLU/EhkCGCGdmOAptgSx/CvQ7X4f6HZ+Grrw9EkwsJwGlTziGPIPDdRkrWh4f8AC2maAzSWEc/mEBd007ykD23HipdK4Ka7HnkK+JHc/aPC8EqY4byymfXvWrZeDdXl1+y1R7u1tLG3CSGygDN5h/iy3qOPbtXpccYEa8dcmorqY2lqTGPmbEeMZ6nBNaU6dmRUnpcoajBPdWc0VnKYp3BCSK20qexzTU0NE0l7fT9tvdtIJ55wwZ5Xx8xYnOc1dttzSp6HPHWkW+jtp5IlV9/fapP8q2cb7kwTeiOdn8OXrAmXUrZwBko9lGxP44rVs9G05bE7rCETync8o+Vj6AEdAPSpor/fdfZxa3BD/N5hTCj2Oa0wh+zqNp4qOXl0RclL7RkyaYFt8Wk9zFKOi/a5FQ+2c8VLaeG7ua1R5NQu4JHG4oZRLg+mWHNaO3OMjFTxSPbD90flznaehqWrjjNx2KX9lPbBQ8hcjgyFQCfyqGS3kDgAkjJzkV0cFxDcqVYAN3Vu9QzWZVt0fzD+6Tz+FR7NGvt59zB+zyhFO/kYJwOvNSpbZXp1q+YwykL17g9RTfsSzMQ5faFPCsVp2S6EupN7szZbYC6jU8KVJIz1q5HEuzC4x7Uj6Vpe+Np1BypOJJDzg+5q3Y2kEEJWzVEjLE4Q0Jk3b6ldohjDUeUuzGBjFXZYSDzgVEEU/dZeOuDnFMRmXtuJI2BHQHH5U23iCiDaACFxV6VCeM5GD0pscOAv8qYCoGVgQuTnpUtwgIbip7RFLfQVLLEpz1zSEVrBQM/WrjsAMZFVoUk2H5sNnrjFJb2pBYzStJk5GT0oAVyM9/woqdo1J5P5UUAbGaM1xP8AwleHOY5dvru/+xqY+KowMgyfQ9c/lXRdGVjsN3vRmuQj8VxsucHOMnJFSnxVbhSSTn0wD/Wi4WOjvv8Aj1bHPIP6iplJ2jJ5xXJL4stJwqFnVn7FMf1q3H4jtmIRJlz7pz9OtF0FjpN1JuzWAviK2LYDgnGT8pwKnGswkA7lweeQR/Si6Au6lbvc2+InCOuSMrkHivP5pdUe5+ymaKO4Ybxtiyu3djuevFehW9ylzBvRgQcj5azmtYmVpjEhlBI3kcgZ9aiaKicW8d9LZS3f2ubbDG7GJSOSPXaMg9eKzZ7a4ufDbatZW9zdXThSlvLvJI3EH5SePWvTGhjimGESNCCScYGetRyTW8W+eSeNIdo/eFht796iyHY4HUdE1CPRUm0WwT+0pCrSRHAAynIyffipPEXh/WJ10xvD5ggZLkvdh2AG0gZA9ea7We+s7OFrm4nVYHI2v1B44xUV7qlnptuZbuQRxSOQrdumfwoFYyLnQWuruGaB0jVGO4EdfmzUr6BHNex3/mFWRNuwDg4JNaNxqEdk0atFNI0rnaUAwOR1/OibUPImhtvs7t5i/wCsDAAZJHSmBO8P+hdP4BVU6NaQTz3ccR+0OdxYk9TjPFCam73ktj9nARFA80v1+XPTFRzahdHUpLXZCLcHGedx4zSY0XG061hM08VvEkz8tIF+Yn61ZA/fDH92sw3F2dRljeVPs4cqFEfOMA9fxrUHMy/7vNJsdypNoelzljLp9o5bliYhyfesnxpqcHhvw+GjVUydkSr2x6VfnmvUnISZdmTgGIcfjXlvx11ZDouiWlx5n22Uyzo4XanGFwT+OcelUCabMSHxWbppJpo2z3ZnFLpfjmSw1EK4/wBHyCy5zkV5bFplze6pEGu1VXBIaOckbf7x7Dml0+znszNFJNFwSHGCzEn3z+tTzHRJabH2dB5U8EcqAMjqHU+oIyKiu7dTHvAXcOAcc4z0rlvh34iutd8J2txDYBXjRI1DPt3BflLe3TNb+t38to2DAjWwTeZTIB82fu4+nen0ObYzL+5uk1IhoUS3HSQjIzVNtUsv3VvuTzUJLYPUH0riPGnxNtoZXtYrcTZPyuxxjH9a8k13xHd3Nw0/2mQK3IG7J+grF1F0M2z2PxP4sg0n7VFYywyTTLs3qfmT3+tYvgSIar4k+3R6iLGe2bdCiZJl45GT0GP5141dXlxIVkIds9Sz8n8Ks6frd3a3iNEZYmGeQ3AHes+ed7g7H1trHi200mwinn+9KCYo8YL+/wBKwI/iJJN80UUMa/7XNfOXiHxXqF9cQDzWl2oFGOcDPanaLqN7Kr5mYntGW2sT6c10e00udVKEZas+ndE8e2l9epaXSCKRyFV1+6SegIrtgOM4r5B0iTxNc6pjz47CMKdry7SgfqoBPJ+tfWGh3LXWjWE0sqSyvAhkdCGBfaNxyPfNHNcmrBRtYtuPlbjtWPrsiW2nSTzsEiiUu7nooAyTWw7qFILAcdzisbUma9gMAYxpnDMAG3rjBBB9c1W5GxT0yWC5tILu1lSe2nUSRyIcqynoRVmeMGJhj5CCPrXK+PfE3/CK6Za29l5EdzP8kS7AFjUdWx09AK4CXxD4ns3W+j1V7xQNzQPhlx6Yx/Km2rjUHJXR6j4e0SLRrIQxSyzMWd2klO5mLNnGT2HatZkywJ4Uc5rj/DnxJ8PatcR2U87WWpMm4wTqQCcchW6H2qPxF4gkvcw22YrYcHnl/rWVSooK7CMbndRFLizEtq6Ohzg9jzjis3V2ECweZIilzgYzyfauXvpCnhfSs332Fc7TIZCFAJPUDr0qex07QrmZJ7TXLq+uIB5jKJDjj6jpntThVs1oTVpc0TXuJ/sUD3BDkRjdiPGT+dc+NesobhVu73UWeQEc3AAU/hW9ItpeWrR3zbLJhiWQtsXH+92rmtD0TQZfEGrNdSxtpkLbbfdcYU8A5DZ+bvWk604O0SqUaTV6sbnRWeo6fJbvdTXKQtK2NjzAsAOnTp61oQ6jYzQzRaZdxSzqhOAxbB7Z/GvMde8X+C9Nu3TS9GTUkgOJhEWcoPXPIx75rkfFfie1S9hv/Cc0kEMoVpIFG0IQTxx2Poe4rCdeT1ZMnCL0PZtB8ZWOoObe/Asbxchg5/duR1Kt/Q10cM8N1AktvIskZ6MpyDXjPgDRp/Hd3c6rqtwLPTIZNnlW4EZlfAOM44A7+pNeoeGtLj06GSC0f/R4nZUwchlzwT70QlJ7ivfU0pV+U1Ztrtgq+eplEfK88g4/WkZNycgg01VxG3HbrWpZJLexzID5Tq3qGAIoW8lSMAkNjuRiqiL8ua5/x3c3VroM7WDstxsYqQe+KTdtRN2KHiyW21q/+x3V4tlHs5n9sj5Rk8E+tec6X4yufBniO7s7+Z7iyid8YJyScYOPoOnvXM2XgnxL4rgk1J7sfeIDSysu9u+0DPHbJrjtVOpWGoxWmqrMksUqKd6/OMdvpj8DWDu9TFt7nrF14v8AFXjXV2Tw9IGaIl4oU+VVTs5PT8+9dd8PZ/FiJJYanNbC7jco5uVY89+V615v4K8anwhZXkWmaW15dXEz7njXdtTqMYHTmtnwv8Wo11tTrWnvatI/JxyGJ5JzUx3vcpdz2pdN15x8+qWCZH8Fox/m9Spo+oj/AFutNx/zztUX+ZNXLDV7e7tY7lDuikGQ6c/nWdeeM/D1rK8M+pxxzA4KlGyD+Vb6bmy1L8N0IJIkJZ2bKgAcsQP0qy0zS/6uN+D34rHe8t7VopblwqO4jRj3ZzhR+NQ6p4s0rw/N5OpvMjuNwCRFuPrTk1HcaTex0cPmZw6Y753CnhDk/pXHaH8TPDGr6rJYW+oCGdMAfaMRBiTgKMnk5rsZJVXAxz2xRuJqwkg+aimtgnknNFAj430Nby6g0uU3MwE915JxIff3r374IRE6LrcNw7StDqLIN7EnGxTXI+Hvhfrmn6RpUVwLN5ba++0OUmyvl98HHWvSfAejz+Hj4ikvdkcNxdC5jIbICBADn05BrZIy3PnX4w6rqVh8TvENva313DCkwKIkrAKCoPTNcnZ+I9cYvjV78YXPE7V3HxK0iTxN461/VtNmtvsrCMqJZdjt8oXIXHI49a5/QvAuoz65HZQTWtxPNC21BJs6DJ5PBpMOVnqPwJnvdT1tTqd9d3cb2DPsnkLruDDnB74r297C0UFniiCjqWAwPxrx74U6Z/wh2v2Ftr00Ntcm3eFx5gZVZiCqkj1pnxk+I0Fr4kl0i2naWOyiDTpEu4bz1De4yBVJ6XKULux68LPTZoXe3+zS7fveWytj16VNHpFo6Bmt0U+mO1fKVr41nSYX2myNHOh3AoMDI7HHBHqK9+0/4jxXmmWmsfZh/Y7Li4mikDPBJgbg8fVRk9anmS1YSSid4l5p+lW6QT3FvbYyVV2ANRyxF7tLhXcxqp4D/KeeuOhr51+JvimPxBqjXGmxsQIl2RscMR6/p0rQ8NfGLUkeOGeyhNngKVXJbPoDmslV53psEWkz2yy0i5ik1ZLm78yK8LeWoz+6BUjvUMvhq3l8NtobzzC3IUGQH5/vZrC0nxwNV0+4nhuLeK5g5eOWFlKAnGSCeR7is7xP49m0u4e0hmia+GRnyPl47dfenKoo7lS0R2OraRZXGhJY3xke1g8vkkAnauAc1DqVhpXiDS47OcefbIQ4TJGflwM15ra/EO8trFILi+N1dAM85WJTnPTqOB2xWNH8QZrZ5ng1qGCdnAkiRYwDjse/5VMailsOEebVHtd1Pb+dGpbEkZKgEeuAP6UT3VqWQZBnX5eOuQScV5r4Y1eLxRqbyzXLrdRqGYQsOcsArH3rqo7BZNXWd5rjc2BHg45wc5+ozVXYmraGxb63pUpknztmKgZDZyeg4p95q9lFZvfTEpGHKZClmYgdh3rBktIIXlur37XMsUm5Ais4jA56DoK8e+JXiy9stee20vZcWkcYuRN9q+/u7AevtSUtbDjFN2uekz+Mjq9xI2hagDOsnzWrxbSq+rbhnn1HFdxoOpXDWfmaiGMyIWPy9R2xjtXzf8Nrw634wt5L21mOIS6sjbtmOm8+hP617VBpLJp95HaBt/mLKAXIzgcjPYGk9HcTSiztND1ddW8/EYTy228HOfeuf+K2gLr/AIMvoIo4/tcELywSOOFOORntkCqGim3SBI7xJEucfM0cgK+mcg81zHxNuorjSms7CeVY2cJM5mYbfTv0rSN5K/Q56uIp02k3q9j5yilEUjw3o2HI5Ocr6AY7Ve0+BtQ13TbTSss8sqQjarDOWHXPpzXo+nvZ6Lp0SwiP91ndcSgNn0K5Gc5z7YrE8L3Fro/xIh1S63NE9ygtof4nMgwXB6bVznnrWcGpyaR31ISpwTkfS+hXWn2az2lhHJmBAGJxg8k8AdOa8j+L3jIGU2lu8okB5Cvxj0x613Ed7p2oy7rO8ezlugXRmXbkdOoPPWvPvF3wxvLu5e7N7JdeYeVWLa498E1y18ZThNUZPVnMoSmuaOx5BNqTyRytPtBHI+bJzVQX7XSjZbM+epXjn2NelwfCiRpD5sd6Qe2VWrh+FBYfLay4x0afAroVN9ESqT6s8ljmMau1yzHPIVOTn3qeJ1eJ5pnGwMMYI3fT3rU+IHhmTw5qC25QhZV3bVOdmPf0ORXJJtBIdtmOeDnHHvRy3VjOStozV+0KCJkjD5JUg8ZB/rTb3UEM8MjIYXVQqndnge9bmi6Nc3GmyXF7E1qhAELuvLHruAPaodY8MXP9lxXu1JLUsVE8Ryqt/db+6fY/rVODilzGuGxKnenB6iQa8t5Zmwe3iuI2GSrAnaO5HvXv/wAKvHYTw5FFqaQ2mj2tsIbZ3wJJGyR0B6dv1rw/4U+DtN1rxA1p4ittQFpOjxwXNs21IpgN3zn6dBXWXWkXfgYW8ckcEti8hjiuZEDpkdmB+7u9azqVYQajfVms3UkrtbHsHhWy06W4mvkmaa43EqjuSIwT6Z6118TYOSeMfoK868NTwX1haapYoLFWGZFU4QkcHrwBV3xl4iu4NMkTTnSMKuWdCTIeOox0H0rekrnHWxlKj8b1OO+I+nyazLe6o00ty8bfuFKlUjh/u4HuQSa8quta1vTxLa3Wm/uYR8zjJ2j1B711zaumpmMXF0xwo4JYKzY4BI7Z5riLeXVH1680jw/Il21y/lmHYSJM9T83I6nvinVnFvTRI9CjFwpp3vcvaV4tiEiy7UgmRciWfGevQHHSvVtCvU1yCGSAsvmRmTlTjgdvXr1r5/1Ga/sNburW4jVL2BvIkjQAjK8Y44PSvYfhHHJaRpJql3cCZ9xW2mGRGpxyPQH0rnrcrhzMlT7npWraeLjwjY27H5wwYkfj/jWK14nhHw5ql/LliqhEB6Fm4H88/hWlN4hgRkguCscKNtErcKB7+9Z3jltP1PwXq9vHcQuHty8ZDA5deVx78VlSq06j5oiVS6scTpHjiK/aS31CaWYyJtWPcduPTFXNS1OxfwjOYYSotZlLwR4Z8EbRgfU14/Z6z9kk2LHGwPDxuMlh7nrXbaHqNo3hLXWgs7WFYo47h1QHfxIvBPp/jW8k5bmra5NDqtI1fR9P+HGoQTq1pcXFwQ8Xl4fcHXG4du9ed3VpfTzyC3cliWKw7fmkPUgHp26Z9a9C+GOj2l/DqPiLUoo3nac+V5nKwr1Lc9+ep9K1vBtxplzqeuWVvPLc3VvEpndwAvzNwQB8vHHPWo9nzO/Y5mnJanitvq93BH9nM80aZBKx8EV1954knSK1SHVLp7cRuoVsxyxHPRiOD6g+1Y3j0RWXiGC3jlRVEkRYMowD0KkDkgjnmr3ifw+bHXZYLaF/s0MiktzgK+Cqn6HIFRJcqT7k27HTfDHVdWGs3LT310+xV2iSVmXk+h9a9L+G/wAS7bxbNe6ZJCY9StkaRiqnY6BsZGeh6cV5HoOt22iXTLNBJcTz4VEixnAPJ5/lVv8AZ5gnHjLV5rhwQ9owCnqP3grWlfqbTPomMrsxyfesbxrNaw+H7mS6lSGPaQWbvxyB9avo3BArE8ZaauqaNJEy78qy8E8ZHUVctiGjzPwY+r+LIDaaZqlvpmj2Q2KiKDPLk9dueOv3j+FRfEDwc9p4dlmuNQm1B4T+5e4UBoyT/eHVfbt2rjNRsrvSruCTTjNBcxKFDQkhgR16V21nrWu61oNzp2t2UpYlM3KptbB65Hr9K5vawS1Y3S0NHwJp/leELYbFDyJuZguC3pkjrWJ4y8FC+hjmtht2ljKf9naec+xAruvDttb6bpcdgJ4ysfMYZgGCnsR9a2pktEtGa8eJLfGHMjAL+JpxnTktGK2ljM+ElvfWHhyKC/IdmxgHsMda7LUNE0/VY9t9AkvoxHzD6GuNvPHnh7RtqfalkIBAEWMfnWE3xej628EOBkZZic+nToelN14RVtxx0O11yxtrhhaX6PLb28sM6lCQdyHcucdQCBXK/FJbae9glvJlijEZJLHHvXFeKPHsfiK2dJ71bJmAbELckr7/ANK4Px/4vfWbtVW5kuVWLCEDZtP3e3X6U/bxrQUUtSedwfMjpPtPgiO4tJW+2XEiyO05jbbk/wAAHoAeT3Nem2vxl06OLfeWzJKHKqpcZYetfOdq7RxSfZ7NXm2AuTkbR0OQTtPNP8+fypz50T4ABAjzvz26cH/69U5S2JUne59Vaf8AFHQp7YSXrmCVuQq/MMdjmivk77bGDhIAwXA/fMMjjoMnpRS97uVzI+mvCeu6pfDWJdf1aHTrPT5PLLfZ0AyB94sffovU14z4u8VzN4v1F21D7dBMcW80gZR5WMZCAgDODxXZ/E7U7TTfHFrp+r2H2myuWS5jJbagcnbuI7kEfrWb480DQpbcajcIwSE/ciOAx7ADoM4r0FRaW551bM1SmouJmp4B8T29i+pz2sUMF7biazWGbDOODgqOhx0BrB8N3V3ceIBFpZlmMOZWKkowHG9ck5A5IxnvXtOjatYa34ZgsoAxsvLAWNnOQMY69sY7V2Wq+AvDGn6HPem2gtrzykee7lkPzsuD8xzjk/mcVPInYKGYOpz2Wx4VrOg623i5NQn0y9j0iS6V5JoXMgSPcDgNycqBjOMVT+MDLN8RNTvLK4lW0vY4nOYyN/GCpAHIyK9f0vW3QC4tpdwYFQpXgDGDn1ry74jeHLnxHeWEWmQn7W7iGJB3J6A/57VmotXTMqea804K3qeW/a3EwgLL5YOAo4AHpXWfCOzudRHiNFtkdhbiaMOrYJDcqO3IPf0FdRqn7P2s6b4dvNSvNWs2ltovNMMKM2eRkbjWv4KS80zTLaOzuZIJIIh86Y+c5JwexHtWWIhPkahuzsrYyFKUefZnLy3uq6fJENUa5gMj7Nr22zPfBB7AdhWJPdSR6tJcoPl3fKo25YdiMcV7h4g8W6bBFaQ+JoJbpzExhlT5VDEAZI6g9sg14x8ZdEbTNQgvbCSKTSLxfMheEgAeoYdQQc/X9KjDUqjgpyVn1OiNSnz2iyi3jK7mMwaK4QMfJ3BeCcdMiui1xdTtktTfxmMtGkpeVydwxwNx6k9cVheDrCa7NtcKk1vDEokRwx2MckByD24IOK6Xxfd/bJjb6zCFjjCgxCQlWYcgg91I/nWFec5VVTS9T0vq8Hh5V6srJf1Y5mG9mnnkCxZbdkupJDj146Vm3N1pl2s6G1EdzOwDhEGZDng5/h69utfQWh3lpeaJZ/YrK1traRA2yGMKucYIPr+NcqPhDd6zLLe6Lbwj7M8h8ppdhkJGUXd7N39K7o4flW54WHzBTk4JWKvwLkh0zxPcm9thbsLbyYyU4Zc5yGHBHT869ft4dbl1+W5H2Z9NKrtjjkO9eeSBjn8a4TwjDrFl4TOg+IrW3gvbW7kKA8sgPYEds5x7VN/aMmkanHbawDsniZ1IlO0MgyQD6Ff1BpVKPVMlY9SquDWnc2rPTbo61NHd6leXtlI0jvEHKheflTK4rzr4neCJobu1/wCEYt3ledzGYtxJOTwBn3p2heMrlddlSEulnPMpWEHhVJ28D+deradeJPrmmRlV5lyM/Q1vToRau1qeVWzWr9YjCGiuebfC7Sde8GWV9Fqei+XNeSI6rcHazIpIIBHTk11V34jWwe5hvkkmSY5RN4RkU9iRxkV33juBp9CaZeTbfOfYdCf5V8/61dNPPd3Uzr5cW5sIecEfKv8AKpqYaN1I6MTi68Kjp30ep3N9qemtYedp2fITHmoQfMT3I7j6Vl3lq2upeJawyN9oPkMhx8shXchHqCMHPvXAyX97pM8cg3RuVyyupBAzyCO6nH8jXvHw1uIH8OOklqu8/PHK0fLRnGOT6Zx+FbQ1XLFHn06HPXTlLzPDPBn/ACGDp96GCTnygDyFPTjPvXrh+Beig3NzBqN4l25BjchcQ8YOB9OM9s8VLD4U0iPxnpt3b2xQQzBmTOY2Oe/pgmvYAgJwQfmXH9Kxhh3Rk+Y+tq11Wikj5zvrO5s79rMOIZrVtigjKDHy4x6cfXnNdr4Y1TU7qGW3vxAm0AIytuLD8eai+KViljrkdwVIFzGrkj++vyn9AKw7K4lBkWNmDtGwXHY4yDWdfB0aklWlH3kfNYbHVcNiHh2/dZ2k8jxFsyKMH0ApsNw05CB+T6cEfpXE6d8TLWSwk+3W0n2yLIYQjhwDwVz345Hati08UzagkH2DRrpxPgJ5kirkk8V2KpHY9tSXLzvRHG/GzQBqN3pcoZuSUdy2DtxySenpWV4R8PeGLCBpI5TfauCMtNF8sXoUXoT3yf0q78VdW1aXVP7JvLWO0e1j3vD5gckkA9R7EcV55o+pTWOsRmaVyrOCVPBBJ2n8s1kuVSueZj6s6ilGDtY9gvHh1tYobpNiyxlGC8bWHp7VynhmzvdH8ZwWM8sbaJfkw3SzNhJFweHB7+hrY066D6nErfxxsfoQRn+dS6tAl1azRuASycE9j610ygpo+fwuKqYaomM13wjrXgXQY7iwkkT7ZfB7jadyQQoTsBOMHduHWtf+17O6sLy2uWiljCjzLSfIwemFzz2PH5cV6xaQL4j+HNlFflZHvbBY2YD+MrgN+eDXi3i63L+Ere9RV+12oRZWA6r9x8/Q815GKwFOvKM3pyn2TzGrSvFK6mjEufEV4oRLL/RbGPCrFE/AGOAR71fj1c3umpNENhHDoRwD0P8A+qui8O/DCG90S2uLq5ngmnRJWQNnHp1HGfSum074baXZvIy3FxKW5AlCkBuhbHc16bheNkjwcTltSuuZbnhttpkl1qdva27J9pnnCxxEgE5Pp6V1Vv4MPgjxnYyWl0dl4xzM8e4nJJI9sdsenOc118Hwoa18R2urRaxvNvKsixvBg8EHGQfwrsPiPpiX3hiS5hys1pIJo2x905/l0rm+rKUZe0W57mKrTp0oum7clv8AgmP/AMKS0KbWn1uJDNdTZkbzX8yNmPJfaR1/Gm6n8NNSgm+0aNcW0Tqv+rkiOCcY6jj9K7n4d6gb/wAPQ8uChK44OM84/DmurUk/KTk/TFcs8JCaszpWJc433TPjPxPFq8E6afOjJO0qTRI7FcZyCT/dA5OTXUxaZYQaCYG1Vr2aQlpbgPu8piB8uCM7fr9af8erGTS/G90Y5GSK9hF1GAO/3W5+oz+Irz7wrrCjUm+0cQTIsMmBxhhwT+P866KGHp0lypHjY+vVknCDtYoap4A1a61+C1sreOSS4k8uNkcKGJ5HB6V0fiLwJfaPdrHFbm00x4Eiv0WXfMr4G4EHqpbp1Ars9EFxYLbpMWae1ZCjNyWUYKnP6fhXpnxU0+F4Le+CqY5P9FuF7MGHy/4flWk6SvzDwWYVPZO6+F/gcX8MLaPTPBkMJjklXz3cBlDFlLHGccGqvgfw2NEGrXMtu0c0sXzOF+9uldyPwyo+mK1dE0SN9PiFjHcLGg2BUlYhCO3X/Oat2/h2W1LshuI94wxafOR+JrzXiOV2cWe7zKaUlszzQ+D7XUtVvr7ULMzzSSRG3ZpSoITAyccjHoa7W71KO81A2d9Ybt7jZ+7LLIf4SR29s1tR6THEDm4hjHoZhVPRNVWz8fRafa7Zi1u7CZCGAYY4/ImuapReJluyk7Hl3xI0DUF8Q2R03QbhYXh2rJCm4Z5JOegIroPgdoGraP4h1y91m1mtrd7TETzsCDhx36ZxXpV/q1vpV5rc2t3SwwCSN41ZMFyUG7A+v515P4m1e81fxLZ2FrFeW0U8mYopiECxgcuyj0HPPfFdtK0bRKleSuzu9V+IOkafdNDbs19MOohOQPyBJrHu/iXdyq6WulOMgj5kb+pFWDaWVraJbW948G3G7yo1UyH1b3NYXinXotI0i4WK/luLq5+VQ6r8inrjviu+MYdjh9q27GHPrt3cyvNCmyViQWjjXcPbJPSoE1S9AIm+2TA4++wOPcYNUtNuGhsdoTPmclmHXHpW7pFxEYnZbdWkU7svyQMVMsLRfvSimEqskyuNVdwDNBdZA+8Vbj3yG60+XV9Nubdre+84IxyVMj4zjHByasTzxJEZ/KVVU5P+0c+lcxqFyhvRdCIKhbds7daUcNQ3UEEajZqReH/C82ZEa+Uk5/dXpH80NSw/D3w/eEsuqatbM56tLHLz6kgfzqlMLG5lDWaGAE/K6nk/UdKs2009hcrFOQwYZSQdHH07Gt4UKTdkh85V1/wBpdtaiGHX7h1iTdzYF9qn1KnOKw2+GmqQOs1rC12ki5R4rZmUA9D1616jbSPf2T3Fqyi8tBvZD/y0QHt6kVvaTrqSwo0cg6c1MsOouyHz2PBNS8AeIbS3+03Vu08bttRCTG5btlT/AI81ywv7m3Btp1aGSNuVbhlP93nkYr7Aju47gFW6kVw3j74f2PiCU30CRx6koyJAMCXHQOO/+e1Yzp2BS7HzsXW4w6MzdiZAuc/4UVu6lpbWd7JDLa20Uik7kk/dsDn0zRXNzLsVqWfF2v6p4i1G3uNWvWufLUeVwB5Y4JAA6c1peLdX+16ZZ2VvIWiX96x9T0Aq1/YdpewXz3YQT21vtXyflZsHGSPXH51jeJtIu9FnXzolaNEVZDE5ZU46Fj39u1eg3oeB7SFacW90dz8KZQdKslkfaA7qT/shgf8AGuj+OXj0X1ymm6bc79Ptthk2jG+Tjk5/u56etcV4IvI7Lwppd0fuieTcfYk1x3ia5abz+oaQNIT6nOalPQmi3zzgtmz07QNRll0VHiYhtuzr6cA/lXX+A1MnjXQ1kJZhMWGfZSa8v8H3mzTLWMZLPgJxXqvwul/4uLYoeStvKzD0O2sFuY0oWrpeZ7P4hiS40DU7cgkPbSgjp/Aa+c9AcR20e0Y+QDbnjpX0X4hZl0DVZI/vLaykfXYa+YdLmxpnmbgHUEFfatZrU7s0+yVPiZODBpR+VhudOD7Zrrfg94V0zxRBczX0wZ4kQGCRA2AeQwJ9wR9a8x+Id00UWnjePlZmA9c55rc+EHiZtC8Q6ReSufs1wptbkZ/hY43fgcH86jCy5VodVWKjUg/Jfkdz4m8HTeF3vJU1Fh5siu1zjGIt3K49gfpXn3xNvtOuNUtbHT9OjtVhSTzJ42yJj6n37/SvYvjve/Z9L0+NjiOfzd7+wK4/nXjl5HHqmj3kwWNmt5WKMvZOB+oq6lBzqxq32Rxyxaw3tKctbtNM3/hdqLr4esoiwcfvBnOeQ3/16+hPAmR4WtXU8zSSOT/wIgfyr5f+Hk621nHAD/q5GUfUr/8AWr1Tw/8AEm60LRrXT59JF1HbL9+ObYzZPfII71oicNKFOs3Ib8TLx7bxrcwfNtcLISO/yCvOdXu5tW8Fx61L8yR3T2yNuHBGQBjOcbTmui+KPiSPWFudYitJLOSO28tlLhzkgjORx3H5V41ZyEabLEAeu/8ADZSZnOKnKU0+p0sLeT9mvEJCxShTj+6SCPyP869D0jxC58TWU65NtbPEX2EkjnoPU4zxXn+ljzdKRTyGUZ/EVv6GWXSbi5WIQujtuyx+Yjg/Q1UXY8us+V83VM9+1Hxboj6ZfJO8zxtGysoiOeRXzrdIl1E1u4Yi8uPK2qOSAM8fl/KugiuFvNNn2zL8+AsYGW5PJz/Srvg3S1Lf2lKMpEXWEY7k4ZvywPzpz1Z1PGzrLmqrYXQPCzJMb3xAyyTEDZa5yqKPuhj3OK7XSdWaLUzFgmN0x8q5xjvj2FYN1OTcCNWyRyahjupLW5huIpUhkjcHc4yvXv7VpT91o5qVZyqqTOwuvFem6XiScyjyZ41mPkt8qs2N/wBOlel286zRpIjK6kZVh0IPevmz4neJ7tpLO00yNI2jcXcxD7vN2jGz/dOT+Qr2X4Zaq2oaCsTrtktzs2+ikZA/DkfhWmIfNNn0lHEJVPZ9yP4zWKz+GYbxB89tOCT7MCP54rySx1Fo5oyQCvAJ+tfQPiqy/tLwxqVqVyZLdgo/2gMj9RXyvbzT3F/ZWlurE5LnAzk44rjk7QZx4zDuWMpyXUxtHudOgTVV1i8WGJ5v3SkE5Jzu6fyr0HQdTS50uzubENHApUxrtKcKeMA9q8v1azu7OJrP7TZXFoJmkZLmHyXeQ8Eqx9vQ123hjV2ns2tLsMssSkqxK/dA4HHH41nRqJuxWcYGdOlGa6MwfGmr/wBt+PtXut25ZriSNcH+HbgY/AVxV3OzyC4LEyCNXOe+MBv1XNTw3GzVJXBwFkjf86sfYgJ7gNgIN7AEdQ3YVpclPrI9DsZ1le2lQ7Skuf8AgLf/AFmH5VrySgTxqx+9wQfeuR0CU3OixBD+9+zBf+BR8fyxWm17519EQeAm/A7V0xloeBVg+e3Y9/8AAMj/APCutMGf3kSMoP8AuucfyrlPEGkJc6zf6SqstvdSLIq9tj4Y4/I10fwyuFk8ExKx/wBXPNH/AOPk/wBa0brTzJrlhfDAEcLRtnuQcr+hNZ8qeh9UoOpSpyW6sT7JUO2FItgGBubH0FODXGBkQd92HNMvpLYMq3CliMEAc4z/APqqqs9n8rR2jkOAQSMdfWt720O0uZuC2FEG3Iz83QVd1GzW70K7tnXd50Lrj3xVHfFa2dzcpGI1iRnbBHO0E1heHPiT4cutPs4L7VEg1MxBZYpYmU78c44waio9DCrUhFOMn0Mv4I6ju+0Ws7/xmPHTDL/9avYQAB8rN+dfLfh/V2sPEes2MblRNKJUkQ4Kll4I/I13uqfEeXSdCmvJtKurpYCgZIJfnfccFh64NefzatIWAjehG5H+07pLPoelazEmWtrgW8hHJ2ORj/x4frXy9FcCx1G5RwCgG0g5GMNj9K9Q+OHxVg17Qv7B0VtUgvftKC4ilXKsF5AXnO4OB+VeY3THU/Ew+3p9mkumRZivIEhAyfxOT+JrSLuicTSSbkeoeEdUe5Zo7iRi5gSXa3JXLNgfkAa+h/E9idW8Azm2+ZnhSdffbg/41846RC+n6pEY44yGh8qWRDkEjGPxHP513V18SdTstHXRrOBbfyEGLoHduXngDoD2rW7sePh69Om5p7NFbRL/AMjV59LeVg0yC6QBiM54YfoDW81tGWyyJk9M/wD168j8Wz3mmanZ67EWYQbD5nbYx7/jkfjV3xZ4/iXTY3hGFZhtjBzJu9fYV5WKws5zvF2PawFfmppM9GvXtLFDJMYolGD90A4rz2/8WfY/FUeq6fBKDZyBQ4IzICpBx6Dn9Kwvtl5qfnXVxdQfZZFTyY95fcCOuR0IPBFWdMht5tUVrmbfbxzKrlRtHAyPqc8AVnRjGk23qz0WtEz0e7vrO/1m3u/E1wvnWL5tljbzEw2353BHY5x71yiS6dJ4g1XWrO5ubm6lITMqALCp6hRnnOBzV/RNFguIzqSaiBKY1efz0AcYzkDnGQMfUelc3rK6fpl5PBZhZGmIMqHKAndnP06dKcZyi+bsXO7jY5258SX2rzkXsf8AZ8YYtHIMsrYOOWGefaufvLlpL1Yoi0ip/FydxrvXjtL24tbO9uwElYkQwKySRYzhsnjbnjkc1oX2mR7ra/txcq0ZMLKoX5sH73TJ9MmtVj4rWS1ZhGilq2clo8uo3N6DMgGlWqeU0gAAL49wCeTXTWF7bQyMvmxhG55Iqzaa1biC5SBok3MpaR/mVTnoT3HXApuq3c8kBhUG7CS7W2ohDngkgrz+B7U4Y/mdpRHOlFv3Sje3sErlRKrL7Z5rD1LdK2yAFlC+hGTWsUtpoWKSKxWQJgMVYDGSehzWbrLLaRRyQTIYZBtVmbcSw4YcdgTjnrXoQrUm+W5lyOI+zmkjtYl8jLqOrHAIPPNTebLLKsk7jK/dVegotv7OzGsstwUFud5VcFJQcZIPYZHHXmsy6dra0t7qadEtrhmEUjRkb9p54zxWtKtSk9GKUJLU7HQ9QNpfW7qfvEow9eM/0qsNVi0zV51Yuts7blKDdt9qydAibUrjfb3JdbdS7eXCzDJ4HQ1U1mea0UvdL5cfUE8foeaudaF+XqbLCVZU/aW0O/s/FdrsbErDjK5QjPtTLfxrrcjN5GnWKoGwr3FzgMPXAGa8ftPFk41BUEStAx2gDr9a9RgsPEdsjMujwOq9d9yox8u709KztzaoyjFI6K90nSvEUq3+rW+nreMoVzExZWx35Gf/ANVFeceIfHOp6PfJa3OnWyyGFJP3MgdSGG4HOPQ0Vg4I25SjrNjFb+JdPe5Z4dsubkclWUNwRjnnGMfSuhvb6xv9OvEuLiBY7gtgyEplvQbsZIrvNdXwdB4enXxNbONVff8AZthIeRtvBH0OM5ryG5C31uFuHAeAFo8ADc2Pun2rWcbNpHysF7SFOU39xEbgx/D6zWLjFxIpK9sN/n86wNcm/eKzj5H4BB9Rgj8KqjULu5v7azYCCETfLFGNoyTzW94hUXcawLHmfzduNnIP/wCoVjzdDtUVTn63Nzw/ttrmxBcFAOW9Bg/4Gup8G+JpNB1pdeSBbmV2cJG7Ff3bDaOR0rzpfPS0mJyvl5jB9S3H8s11/k+VBDjk9R7AAYqLW1OST5WpI7zWvjVrl7Zy2lvo+n20U8bJITI8jhWBHsAec1wmiyxjTEAlYyNESoK425B796y7lfJ06Vox+/nIGSc8dzivVfDnjn4f/wDCP6fYeJ7F7O602FIWeWJmBK9SGXOQT61V7s6FzYrSTszxjxXC96NFsU4kLtgOew759Oaku9Nm8OxW0U7Boyc71UkBT1yemc11fi2w8OT+OtIPhm9a6s5LZpizyAhVJ4A981e8QWkN/ZSWkzFWZcIT0zUQ91GmPr8tSMFskjN8V+MNQ8ZeHdL0s2cc13ZqF3xSnfMOPvdh0FVvA0Somp289rJbxuwCxk7uNuDg9MZx0rmdBlGhatcu8rTNBHkGJiCQCMg+o9R7V3XgC0vvEGr31rY3ULWsKefCJXACl25A4ziuqlLq2cOKjUqpwir31MLwlGF1SZNoCRzn5c56gYrsZVjkhJUkHDA89TniuN0OO40/XtXtbgp9phuGLbTkZDYIFdCsxEJkcfIckn0560luKakpWY/VLOe70e+t7lIhPNbnKR/dU9sfkK8qUsjxQFgn2kiMsQflOADXrsPmLaRmSYSt5Z/eDjcM8H8sVx2q+EL27tDNpFrJdXhuWaOBOSyAZJH40peReHlduHcueGHs7Txba6JKFuIXtShaQf8ALTqCPTpitTxJmwu304hFhnbz41bjPYgH1+vauD1q31/wx4ltNa1HTJLN2bzIEueN+AARwfeujvfEreI7WJp0tftCKzOoXAxj+HJ5xT9okrMKuW1ZtTSvZa+pvaRELiO3ge2n2uxRXTiOMdSOOQff8q7Z5o7OyWKIYjRdqivNdA1FbeTfHHGrc787mfGPvA/3T711dxe/aLWOTOVPf3q09DyqkHHckjmcytIfvMeKj1K5e3026uNgkMMbSbG6NgZxVjT7VpVEj5VccZ60mr227SbsSAhfJf5fT5TVK+4qWkkcf4WurG/vb+41HY6PGMgk/LzwAfQV2nhjx3d6Nf3kmk2cFxbyrmQTM3yIg6jHc5xXnXhLQrm6s4mcMEmG7Geort7OGKP7VYQENIkQ3bfXdkj8hU8zauztlV5K/PF6oh8TfGHxo9xKIZ7XTo12gRQRBhye7NkmuEXxRrWi3d1f6NeLbTiH94xIAZSwGACOTntV3xBpoj06Ri7ud+ct254rnPFMbLZ3Z2OGgkQEFSMKScfgazkrndh67rVIyfQt+JfE39oWUfk2X2a5J3XLQtuhkyevlkfKT7YqXQ7yeXTPsewpe28BuoEI2s8e470P1HIrA8M3jW95b3MfzBGPGccH3qtpOtz2nj2C+u0EY88pIhzgI3B69eD1rOMVHU9KrWeIpuMt0SXMkIvpmtWZoWQFCwwcYBx+HI/CruvawLeKEQne4xuTHTI60eM9PTSNdcQKRbSMWQ9hnII/WtXwnaabJfPqGrwGe2SNUEZ+6z4GPrgZJrRJt2OKU4KKqPYX4bap9okmhkwCsnmAdtrfK38xW5YSbtQmXrshP8jXcDQNES5h/s7TbeN8gSzIm3C56DFZWp6d4f0J9RmM7uSpVEWTJxjvxxzW1nFanjzqxrVHyLex6T8MdVtIPCFwt1cxQAX0ir5jhckhW/rXfWmoWl6ALW5gm2jLeW4Yg++K+PBq7TW1yGLCGRgCDD5i5xjscg8Dkela/wALNY/sXxZaXyXMHkCTy5Yo7sqCrDBJV+uBzjNYQxF5WsfZ0sN7KhHnetj61KjdkgE4xyKXt7+9cbN8UPBEDssviSyBHGV3MCfTIFVv+Fu+BTF5i65vQ5wVt5OcfhXU6kVuZ6Gt8Qr9bHwtdBpFR7gCFMnGckZ/SvDri3txqMc7Rr5qIxU+nNdV488TeH/G1tZvoz6hI0EmBLJCYkAzyQTyTwBiuWmiEl3EQ7ArEwwD1Gcc1zVJczPmM7qU3UioS1tqbfhbwi2tas+qSahbw2zFYXhYEMxXkEMDxwcVB438YweG9YvNAtLCO8ktkX/SGn/dyBhnoBnI6de1Zz6rBo9rKWmaM5G1RnJJGF6e4xmvOLqJ/wC1SzklpY3JJ5yetZwWrZ34fFqOEpxiyz4ntV1KfUta0i5JWe7271HUBV5B6/eJrqbvS9AFylq9l9kmtoEaa5c7SQQPnABOee9cHoN2Unt9NAIjMqgA8Z+YZz2rufiGXsZku2QlZLfylyeGBYcEfTNXFJK6McRWqTlySenQ6C3082moy7ZY5bZ13bs8lioOfx2k1S8QMoVSQfmjYexx/wDrrXiMdxpFlLCoRZEj+XqNvYD6Vz3jq4S10tVVsHa+Pc4FaWSR5MU5VEafhXwprXi74dwJLs+zMpeKQMCzKhPykHjOQRj6Vk6t4W0+28PJFNCpnVh5L3S72A/i4U/exgA9q5nwP4kuLWG2gS71FrRHybJJSIwSck4H516lexQXtrPcTPGV8g7SeAueg69eBWUotxa6nrTq+yqwUE13PHb8PJPbqoVHkmwfLi2JHz6EdfetvTbKDLWWLre484yu4w2fmyT2K9KZLeyRXdu0UYlMKnlk24YnpwScD1qeBAks6W6Rea8y/eO4Fm+vrmvKk/dsj6VWcUzRsr+1tjuwYgr5LyDJYEEYAHUZ9KzJLKafWVNiryxpuwB84wyjhhn8h16dKtzAbZLCJFe7JMfnxDIC9DgHoepzWLMkul3D/ZLpoggXLxupO/HPPtkZNZ01Loac2iTNcSbfMgkELtbsF8xhh8AEhR17+/NNa6le2Z5JWRZ9u6NNwwT1I5ySCaq6Y9x/ZF59ovNt15m5bcKH8wAH5t3bk/jmotSnuoIRKkccSSx+WkrHO4+mB1Pv70Rir2kRzak8t69pa28DWsd3aKVBDqCJD+B7e9UDcQl7rMNxZhmMhTy90a46/h9eelZ/gi21K+1M29zJ5enyNvm3DA68OB9a6zxFp6XekpBA80bu37wuC3yr0A788HPNbypwg0O4kz6Y/h972wtollcqEEzMx6ZLMM4C/wCNZfh/UCbyO5329rFsJeHBGSTgKoYkcYyMA1a0qwtrC3hZ1lms2+Z5JQGBcfdAX+7z0POanW1W5uESAQzXBuGli+XooGF3t378elZOSbak7lzk5NXG6fqluLsyzyM8m4ySeS2UI6fMPTJHI6n6VT8QaONR02ef+25rO2XIGnyrlVOchVPUjPPSrw0uze2nxEhnWQbixxk9du3346elS6cNPhiuFG4bGJ8yQg7HxySD1Hf8Biog4xkuRu5Moq9jM+HXiJ/CKa5pUa211PKVInQHbjGME+nJ96teMbbUvEcTOIdOy6jPkZUq3HqenvWc2ryrYyXJsbdrcL5Fu0YjZpHJ6tjk96k03ULtL7T4tOgMt0FdjCi4VVHUnPBrtqOT969jaFVwXJY4G50i/wBPv3R4JWaFuSiMB+BIrqbXxtrVxHJ5d1qRESjJ+0Rpgds5Xk07xrb39udvlvFaMq7/AD18vYx6qrMcke/4VmX+i+TY2l9YIojdCkjSS7xvz1Hpxg/jXRCsuVanK4GdqupPqt611cNLLIwALSybm4HsAB9MUVuf8ItbvFC9tePIroC3zxja3cdaKydeN9zVYeb6o+lPiBH4Z1Lw4sFjo6XlyZkI8w7WX1JYnI47CvnX4n6fL4Z1W2l08PFa3SMdrvv2sDyAT26da9v+x6gxw08Y9gtYXifwW/iOGCG9viscbFxtjBOfqeldSkzl9hDl5UjwMvI+tWkgkV5dyZcYAL12ELeTqjahdqbiZUKttYlS5GO/pXa658P7Sx0+4vrb99coqs67AoZV6nAHUDnj0ry681QpGlrCCsSncRnqah7nnYim1JRR077F0uUMQ0uwuSe561bjvPPgtCzgAoxz+VcnBfzPbsmwcqRk/Sr2juEaCOXeVKlwB05x+XSoZwzp8qZtrGkFtI8j72flSTnA9KZ4uh36NNMFTfOCAAegwOacLZntHlklLknI2jAAHQe9XtJjj1fw21xIQTGjIVHZtw/pTRkm0010OTuLePwm1hfJbJcyiJSoZiNrYPP5mqM3jTUL+WRIWliWQ/MnDjPtW/4zRr66dIwNkYxx6CuZtIYY76y2KvmO4XbGOWz3+tVFXOyEozjzTV2afhzR7rVLmeW7uSjkbP3gJLBgcD2HWn2NjJoOqTw6tc3VvFHH8jwA/OpOM5HTBxWn4UlubLV7i0vC7oflbf1H09K7XUIU1jwZrJMQaX7OXhZkG5SpHI+uK6FBcl1ucX1mTxHs5P3WcR4QcTa7qG8nEm47iefvA5rqdTvYEkS2jJG47QQOBz6fWuO0txBqE5iPJj3ZrSgnF3r9hBJyZJNhI4x3zUI3nC8jprXEWkQorFiIj1xUngOfWNS8dNHaBPsGlspk3fKArjpnufao5FihQQoAixRhTt5Ga9C8FRQ2ejxyW1okctz+8ncdZG6ZP4cUpaI0wFJVKjv01OG/aOj3WuiE8nfKBx7LXkOn2q2knmXivsZSAoPP1r2D9oLfJpOkSMuNszr19VHH6V5Lp8/kGUuksiuOVBGfxFJK514ypKM2os6jwN4h+yz3+mMWlt72Py+Qc7jwMH64rodAY2VsqX6MjiQny2OTx3/GuB8P6oNO11bxYFY7XKpnGD2rsNO1lrnfNcWsu7BbOOg9celXFni4mlZ3S3OuutdNvbFxEqk8IGOSaynv9Qu7O4ec/J5bcAYzxWLb6gupaiTIwMUXB5rV129SLQLyQNtURELxV8xyezcWlYsnXHs9Miht1RSiBFYjGMDFU/DSMZZrsszPIfmfPvxXIW7wzQNNMZ52GAoOVXceAK73RLP7FawxE/P5JYg9evP86E7jq0/Zp9zJ8RuNSs9QitELXUYO6JRyw67gP5//AK66r/hX914r8MTapHc+dDqthE8avOA5mQDajEDGzI78isG6iSc3gj2+YdpxkDIweM1T8OePNW8C+E47K5ghnjM5MKM3zxITkk47egPr6Cokeplsqb+I8402zn0nW7nTr9PLnhmMbg84YH+VReO7F4dTsiEAeYYyO5zitL4h+Jotc8Ux6xYIVDwIJd6gb2B5J9eoqr4h1i31W00u62+WYZdrgnIBGKl2OyUZRrKS2O11SCPVPD6rJteZkjmhDDkNgAj8aw9duYtNF9pUUccZEwnjMY+XaY8FQPrVfxDfyz6LYNZFkRwQcHkAHIqpDrN1copuo7drqMbROYFMhHbn+tVfscFGlJRblqr7HaWPiqfTvDcNtMc3kinPPKr0Ga47WrqbUL+104OfMuHEkpB5VB/nNTQKkEbXl4/mPn5Yt2Sze5q14e04LeS6hcNuuZe5H3R3xVSd1ZCpQp0W6hjrYw2wtbndI6OXSQE9xkDp+FdZ8I9C1bxA+pw2UYCWt3HceY6ZO4YXgkY4HODWVYqJLFsAMYrphjHrXQ/C3xrqfhG+uoHiMulzStIUUDcHPGRUcltjup4jnvGq9Dzb4gaZfaR4ivdLv/8AWwTMzEDAfd8wIH0NdALEppNjalfnhhG4H+8fmI/Wux8bFfF/iaPXLuzW1EUIiRNwZ5MEkO+OPYCsqZCjEn5j3rNs58ZjY3VOk9jV8I7k0OMAfOruQe3WtJXLXsDk8eSd6ke/b8ao+HhjRo2IGN7fj8xqeYlL5EUoAICWJP3fmGDTTPnat5VJSMnxldZgYJD8jwZDHqCrg1n30a483ADIp59c/wD6q6zxlpRHhQyhQZI2bkc5DDH+Fc3NJnTgGGVkj6474zVpHVQmuSNujKXirRn0uwtbgRfZJJ1QrJHODkkZPuD0rG1XUr690yytbm9ecJIxJk/vADGT9D1r0jxPodxB8MbyW7gZruRUdhI2cFnBUrx6EZrhHuReeGbSxmsLHz4gdl6iFJDzyrY4b6nmsFFo+txMqKh7y947/SrmNvDkN5a3CmGJAHiPJQjqCO1Z3xBtRMiRhGYSSKqhDyUK84965/w8txbabqIDiQ/ZmzHjhh/9bNWNWjudQ8M2U00yvIIkOSeCQNu0H+92+tbt+6fP0qS9sn5nMQabDZXwRmcN82QkwJbnoQOlas1zmxMd5PPJFMyg75MmNlHAAHHJ/SsW+tXguR8hdYcnft2k4I4bB6gdhntWvozJPYRkxyG3SZgXCiQ8jjI6+/8A+quDmnbc+qUILVxVypJqBluSA8ouCGLNGo5OOgHpxnmr8LaoJpIhOiKyg+YkO3zBjsO/PU9ah1yaPTpJFjeISsVT5Y8blAIDcd9p5qrdTTQWNlNbpMlsrEEtJuxwN2Ae1Zpc2yL5uiNHTpysS3M9xOkxkIjRmwCMYJOMY6D86p3F3aDxDFZSG2Wzj3KN2SSOpJHuMY6jim6WYGkjmL/a23ZDuCFQZzhu4b9Kv6hPCJ4D5dmGY5ErsGwDnB56cVV+VbDcroc5MsksEERexikL+UUKOM8YB7dMhq2YPtEezT5i00DBZBDO4L/N2JHXjvWdNbyW12Jm35ctucn5dpAw5IyMEc/lWTPd3C+dJaeVdxIVVJpo1JJPoT6Vz8vPsRfqdHY2ttYzZnsY4Tg5US7GjIPysmO/0q7/AGskgjZWmQLuZGc+YIyeCMn1wOOea5rWtTvGmEazhAQIQ7YVQO2OOM88dayZIpd8TGQxx7gxBLYyD2bOM+1EaUpazZaZvR6tdS200AjeRY3Gd67gDnGQevQVPoMc8el3d1aymJnudu1+WAJ6jP3unNUtQa6GnyOGDwtIpkmRvmORgNx7/TmrGlNdQ6eSblPPRwQnmkMwDd8dAQe1aOMUrWKv1NeKNbudDAil4lDqZsBvUAdM56jvVXW3drS5m1B1gieXeS8R+8MYz3J9hTjq0LO1oGaNJl80PcPsxzjHOfTiq19cWcmiMkt3d3LiUFmyCUUdCFAJHtjNc6jyyTJempBFqMUVxb2osle0MeI0CGJAcY+bjPuTnNb9jZz6hpkEunwQ2aWrqPLVj5URzlwMnIBPJ9eK5q61D+0J7e4lM8Nmke1ZSgXcOhHTk57kVbuxpVj5MLzyKr5Mjwu2cnoXB4I+lXWi72RcZM0te06drnzENtqN3u8pIhhlVefmJbkAA9BXMa/qLSXyadb2Fnb2Nvutywy/2nAwDkfxDGfY811ekS2R09bHIHzFWkUgtxypwTnbjnj171FazWXh2ee+s7cw+eqooBEkR5yDgnIOaVObpqzWoPe5xlno+sNApsUVLc/cDPz+NFdxc3Onahcy3Ur26tK2csCS3GM4BwOnSin7eb3QWR6y11Ep+ZlB+lM+1QFgcimGFtuHQN25GDTorW3cYZzG3YEcfnXr6GY2W6tyhV2AQgggng5r5k1DScarcwq5ilWRiEbncMnFfTs2lIy/OA4PTDV5H8WfCo09I9TsBJlpDuBYnDHnj2IHT2pM58RFuN0efLZ3cAbdyorWs1mXU7cRMuHhBAP8Q/xqLTNSEiqs4G4jaff0NVxchL5BkqYZTtz2B7VnY8l80rpnVac7zR+XIRHh2UDOScdfx9qydOuLjTmngjchDLiVDwR71TfU1W/kRT/rcSKPcf1q/d+Xd2qXcIZbmE7ZVI++h/wp6mXs2vi6mjdqsOnzyv3BJJ71wtj+/wBUtQwkZVJJ8vhl47V12qzvc6ekK8KEO761z3gWG3v/ABNDZXeQk8bxqwbBDYyOfwxWkNyqUeSEpM6SS1jt76C7S4YRvGHR2Ykvjgj357V32lTk6PqLbZIlNs5UuMcEda5OTRpVKwxyFoo3OzcOBzzitu48200K9WR98phOevI/yK6krJnjutF1ISv1PPba6SO5vGyM+WQvvT7a5V9bsRG5BLBjnjsRxWFqLmG6AkO1vM+YfhVjQLzzfEOnM4D4JG0eynFc12fQOno5HrCIqo2Tlgu857D0/T9a9H8MsRoVl05jz+debO6mzbBJMiKT9K9G0BlOjWWCAPKXj1py2FlvxtnJfHH5/CtofmDJeKdwHK8GvGbeXzJ5Ge4aMMuCwDHfz049a9t+LtvPceE2e2iMohk3uM/dGCN34ZrxHSI4ZzJFLc20PybvMkkIx9MdTSTNsYnz3sW9GUPdQzM7RlZhGkicH5j2HXvXULb6jpmqQw6q180k24RvLgxyoQfunHX1HtTNL8G3DahaQ3EN7HFcFg7mMrhgN0bBv7uQOteja3c2WoaOIbcyz3capLLHHHuWBhjLEn7p65xVK3U82tCpZSjG6PI7qOeyuG2AmEHccdc1JqWqm90WWAvzuUEH0zXST2n2hd4AIPNQQ6NbtHNPJEC0anrTscqxEHrJaodomiLd21ldDHlriRVA457n1rprtCbyF0xuTcuPXjpUXhN1j0MErgRFkA9geP51Y8zy1gkkwd82CfQkGtEjhq1HObTOd1aK4F5IqMotnjLsvfcFI/KuV1e2D6FGMcgZGPeu01C4jfUJ0ZhuWAKR7nNc5qABsFVQSNoABqWdFCck0jhdRsS11EYgjrLGjKVPcAAj8xVKa2ZkNom0sG8wgHO3jmvbbr4e6WbGGBtRmhuI152urLlgM8f/AF64lfAmoaTrkX2U22oQOjAyhiioTx8wNYNn0saVVRuUNJvLHKW0jhIIVCIX7+p/PNU9fNvbSB4JFmRjxtBA+me9dJ4v8HXWjaHYandwQxo05QCM5AAHAPvxn8a4+/UyyQxnnYm9j7nmtFK6OR0eWd3oVRdXE5YSNiNEJCAYAzXotigWFO4GK87iQm0uJcY3FVH4n/61eiWZ2qoxngVUDDG2srGPpwZv7Wj3FMXCHPplua6O00/a3zL3rnrVhFea7Ht3YxJx7EGu30CQ3VgrOpVwWGCOeverjqcGLk4x5kU5UKbee2MfjWPdSBPM3H5UBYE10mqRbJDgcdRj6Vx+pNue6XuE7duDXNUVmzlw65pXZ0liWTw5auMD93n6k81SSdZfFc1nIcr9iAIPc5Bq04kj8NRhD+8S3QDjvxXPNMY/GCXIIzK5i5/3f/rVI6MOaU36nT6V4mXTrb7Fq6NdaJOCiS9TGOhVvoelZcyRxaS2xt8aEbWHQqG6/lV6xtI4by40y4ANpcyEITyFkxkf99D9RUj+GbrTtPuokcS2pUlV7p9Pari2DlTjb+rnX+IPFGm6p4VuNN8qaKd4lVc8qSuO9eT2lvvgngC8xscf7Qrr7Kxin0iGVpxHLs2lWHUgdqwGH2a7jl6DOWx7mopTbbi+h9JmTi4U6kOqGaYX066hnkBayY7Xcc7QeufatS2FtAuq6XPd/Z7RFeRZdu4bHQsox3XdkVc0ZDb3rRTLHLaTK3ysMgZqrqGnRxa00MdsEhmsWTytxI/ix7gZIraWx5NCqlUTZleF0zqeny3MC/Ybc+c8kkLNGqkY3t14yOo44Ga1PiFb6X4euDf6LLazXl1hjsONm4cFAOAD1/GuOXVn061VrUz29yMgA+/3l9CvPT3rlpLqTe8rEkMTxjIHPb0rjjdpo+vaSSNedpLiSOUwHzWKqZtxyD6j+dVrlb2ITTTpJ9kWQxtIo+RyenPTNZk1/KyqVlfKjjnA+vHelluWkRfOkk2H5lBOaFG25kpcuqOp0mHbZz3NrLAS3yBJAdv5jqw9K2tRuYoJrZ2tXicjyy02AsvGeB0Bz/SvPtOL7GjilISQ/Op+7g9Sa6xxNH+8uLZjOtv5UciYCOQeWIwQxwQPwrKpHuyrvcfHqEEhuIJ0ldWAMab/AC0Y4ON2B/LvU1xa2skMYitpYZ0A+ZWJUtjONpPXnr/9esXW72aXbP8AbIcxBQLYq24Y4PGP51KfEKSaU8C2NtB5q7Xm8vceP7o9aFTulYqm4/b2B7torZku/NeTeP3PJC4xhvTpkfzp1lfJc3cSwRy28O8bwj7hn12nIx9ag0q2GtGKzSZI5QWYyynaAm3JyfXj8Sa2YLfS5JHS1Q214Aqu5yBITj5cN09SRkVckktQ0+zsS2cdoNW2aoN0DxZBBA3k9Nu3n5T3xxQRFtdbedwmSqq7rsXg4UHOSR/WoNWtGsVjUSBFUmJmTa+3I6A98+1GgjMgaCwjlkLszRtwFVcZIJ9/fqaxtzK4alK6eCQQpLuaUcsznDAYxjGOKtwHdb26wD99J8hCna4Hf6im67befDa3kTJJKxxP5Q+ZZGOcEdeAAM9Ki0G3t7iWUTXQt54gBBuH3yTyM/w465PHWq5bqwNXOq1S5/tC3tUsbW4mjjIWYAjCNxzz6Y7+tYcllc2z3FxqUJi8+RkilePo+RkA9M9OM8Vs6Xot3dS/2PNa3LNcwmUSiURIx3DD/N94A9u9N8U2hspFvI7yGQSRkC0WSTfkYRiyv1bIHT07inGk4x1HqtDEYW1moxcvLkq0pdCAremScCtK8k/tbT40sLOKKeMnEcDl2kTHOOeeevpXJ6hqkcSoLcmWWaMtcI0eNj5I/Egc+xrp/h5pWo6g5uLNpIrS4ZoBcAkFB3DbeeR+dJU+rBPodN4Qt4Z9EjZo9HGGIH2sZk/nRXRR+DNLuUAuo9TieD9ypRiA6r0bHbj+VFHsLhY7xUUDHemmBWPSnMT1wOaXJx0IruJIfs+0naWHr6VV1PTo9RsZrS6jDwyLtPqD2P1B5rR5A5JJ9aMjAyMUCaufMPiXRzouq3NnMuXgf5e29Dzge4zWBqe2O5VopvMSQAg5549fevRfi/ZE+OJUJ2i9t0kjbsrKNv8ATH415tPHJskjlXa8RIcHqG9foaR5soqM2jO1KVleKRThh3rb0nWSyAk4bG1s9DXPXr7oowR8wJzWrq/hrV/DjwHU7UwrPGJUO4EMp/r6jtRY1dNSgdbDMZoQV5OMEf0rlrKRtI8Q284ODbziT6gH/CnadeyJbuyPgxjPPei8lS7kFyAAzr8w96qOjOWNO149Ge1zkQ6s7JJI9vcxhwCeOe4/DFYninUZbXS7uWMqZUiLDC5Gdwq94JK6z4X08PP+/jhMZU9fkbGc/QiiSFn1GazIbPIJfAz8pNdkpe7c+ao07YpU5LZnG+DfCTeLfDWtajewyrcpJvs54x/rGAO9NvcZxXK6ZbSWXiGAXEckEiygESKVI7d6+h/Dctpo+g2VoJEBiTnB7kkk/rVbxS9jq2iX0LRQzzGFxFvQMVbbwR3ri1Pt6lBSVkc0kfmaNJLa424WBSBnOOp/z6V6Hpm6DTLVFYjbEvH4V4d8N/BWt3t6l8AkdvbODJbXQJMy98KPb1717Cb0L8gBGPlAAxt9qq99jDC4V0G9TRv0S9s7i2mG6OVCrcdiO9eGap4djj1lYNscBlcCOEvln98dvpXrc0lyy/u2ZT9K4y78GXd1qZvDfsG3bgRENw/Gs5LU7kj0lNSEUaIGztUD8hVrTFgbSro3Yjt3kV2QMwBIII/XiuEj0G8A+e7kfHTJ5rmrzwHqk2o/bTqatiUMFlRiQAc46+1NrVWFL4WdBpCsLiS1kADAnHuKvw24BuIcg71IxTLxWgu45+QQ3I9qv3Kql1DOPuseRXStj4Cp8TMjw62bK7gP/LNgcfhV6UF9MiKqSFdWIH1qCwiFvq2oxtxvwyj2xVrcIrN1OS4xj2waa1RnJ2nc5GzsnudQvLy4YoI5HwueoAwM/lVM5e3iUD5mIA/E1pTXDprFzZpE0jTTMGbHCr1qtp5BnsVPUzoD/wB9CotY76d3NJnpDeHLN41TYygD+E4qFfClnv8Ame5x6CUgflXTbecKcc0oXGc/lXOz7NaKx5j8VbJYdH0XTYpJBb/aHkIdy20BCSa8jmJW2nn/AL5wPp2r2D4wttbTx3WKVvzwK8gvVzHaQjjeRmtY7Hk4iXNVZMLfZoLMB/EpJ/Cu5t1A254HH8q5TViLfw+FA5fArrIwzCLH90fyq49jzcQ3KPzZhqgGt6onaSN1/wDHa67wHdLe2W1z++RVfnuCAD+tcfcyNFrUzEcncCD9KteGLttJvpHhziIq5VuQ0bKMj86qLszKrDnpNHfa5Bs02ObB3h9pPseledahuW9uMZzIFx+or1nUPL1PQJfJ+ZZIvMT1BHI/lXlExFzqFqDg7nAfn3zWddWdziwqtc6e+bbb2lupydylh7KP8a4LxVefY9QsZB1W78w49B/+uu0lffdRuMqDkj+lec/EJ/8AiZQxjooJye+axOvLaalVUfU9aurVb+ESRkK0yqUb0YfdP510GjXT3FirSAHK4OfUcEfzrnfA93HfeD9PmlflRsJPYjitO2LWWt3MK7jBcIJ1UDIz0bH44P41otNTyqkHFypv7JjX1nKJDGsiLHb5ZkZR8wBzx+FZkoS5tyw5DK3HoK1vGTSJBctaqDKYC6fXHpXmvhjxTf3d/a6ebe2kmnkCb2+Xg/TpRZRk33PcwqqYvDRUd4nb+GZUmvYba4J8xG27uxArodWd4NWuWSMM5tUVG64+ZqzY9GuLK9juIo3fax+RRyVrm9V+Idvb30kP9m3AuYn2OZZVwNp6DFOM4sqeXV1L4Tkbsie6uPtEMqKzrxEvQ9D7c4qnIEKkiPykLY+YnJH419DQab4L1Cyik+y2YaRFctFcFST1yffmo7n4f+GZ7Ziy30duTlCjeaoPrx161zX10PqYpcqufN93YzQxeYEPlf3x0zVQREruDHPcV9Ff8Kl0toJFsfEJRJcZSVNtZ978ELt1B0y7sZiehL8ke9HMN0l0PG7O5UwfZ/siG46LKhO4j02jirEV7e2aRRqjkpLvA3Nn/dx2rvNa+E3i2yGRpSTRn5j9lbcPw7g1mJ4Q1e1dZJ9E1m2O3O98AA59T2qZW6idN9Dm/NDWjpeQwRzTth2J+cA8856fWs25+zJeEQSGZFGeV28+grrrrw/cXH2i41K8eTA8lQDuxnlQxAwPWq8HhaaG2YzQ54DiMj53APIBz9DjrSjKKGqEn0MfTrya0VPJ2pIshOGGSTj06Vo6hq0V+wee2lBDYZjLgHjnJ5zUtjoUctwC1rdGJuZEyAw+hNGo6VJFGGiikhQkHazbuevOKV4t3K9k0Ykdy63aNI8hjyCPNG4I2Mcj0xWpZ6xJMZkSVooJCF2RjCYBznBz1ODjvUbaXMCslwrIm7LA/wAQ/GkkszEURiFXJ8vKnkD6fjVc0ROLQkjxZBUkqu3DMcFeuM469a6Dw1caNcTNHdjGAVChceYc9d3rzx9Kw7DbKSVjCAHkschsHjg1ae2W9uYp5Zl2o+doOCMjH3R9KlvUqCkz1u9vBNpAZLVI7QDdKLbE0vXkOWJwpHpmuZ8Y3HhbVtKZ7R5YbpR+5juIWDoRzhXGQ6nJ4PPTntWM1pCIwYnuUSTaGeNzjj1HXbUnh3S9J1KS8tr3VZLG/wCkERQhJWH+2ehPakqjZU6Zxl/dedDeGVbWHc6MqglpJGXAPJPAwc8/hX0t8LtENn4L0z7MjTK8CvIAAdshyT05HXpXjOp+DNTu7lDJO7HdjL24DsB9Otbujw3WkXEojAjJwsjWdw8JBx0Kjgnuav2qQo4ds9xNu6nBgbPuporyyLxJ4rVcWWtTNDnjJVv1IJope2Q/q7PR2ZSetLvI4HeoSwJO3PT0xTRJjqQCPWug5yyCcd+vc0hcA9fzNQ+bxkcgenNNaUHqP0oAxvFXhbT/ABE8D3rTJNACI5YiOASCcjv0r5t8Y3D2fibVLKaBA0EzQhhxkL0P4ivqlpARgjgV8y/F6S2m+IWptbZJXYspx1cKN2KaMalOMtWUPAGlf8JJ4y0208s+QjedN/uJyfz4H417l8ZNHk1jwhK9rEr3NnIJlGOdvRgPXjHHtXmPwPlWDxXcnJBazYDjr8wr13VLudgwjYAYwMmmVCCtY8P+E+h2OteJ7i11pWeCK3aUR7tqk5A5P45FdDrvw9e2kkk0zUbZ4c5EMmQyr6bu/wCVWLjwmseoTXlrNJbySghkTgAH09qiXT9Qt5R5U7yD3JoE6Se5T0ySLStHlW8ungMLCS3mhJ7/AHga2NI1BtY2rcW7SW45EjowLADue49K4u98M6/Nfy3H2YzqzH5Q/OPQCtzwtbeIbe9itm0q5istw3CQDCD2q+fSxxyy+m6vtOp3CQg4WNQq+mKlbSnmjMZZkVxjcvUfjWnZQq3DxyLjoW71pRW0YQAMc+1ZuVz0kcppvh7VNNJfStcnicnJ8yMP/LFdHpNvqCxsdVvn1C4ZifNaMJgenHatNLcjp0qaBJFJD7cdsDtSWgMriAHBYD3qQQJ94CrYUDjbQYh1H+FBNysY8DIUH8aNihgMc+pq55XyMVwTj1qOZAkTOwHyqT19qFuKbsmzlpVW7bbxhi65H1pYUN1pYA5kT5SPcVQ0u7WWW4A/5YTlOPoD/U1ejb7DqpIP+j3Jzj0JrqWx8HV+N+pHGY5HjuXys0fyMP7w7VFt8xJiCckH+VWtVtzG3nRg4P3xULHy4mQDJI6fhQjGeljJsSI9S1NSAXdgQx7ZjFYulpv1XTIRjDXSDn2bNamnWMlzqRuxMQixxExjqTt9fwqv4biMvivTY8fcldz7YBqHsejhkpVor0PWDyckZ5zx3NPSZWbHOe1QMpAOG4PajccAkDA71ifZHmnxp3tLp7D/AJ5uG+ma8xVPMvFbtHGAPqf/AK1enfF3aJtP3nCtDN/QivNrUbYYSwwZW3/gOBWq2PGxDtORZ8SLm2tYu2dx+grqt/8AqlGeUBOPTFczr4HkO56rHgfU1vxtiDzM/MwVR+Qq1uebWX7uJj3zeZq7nGCx6U8iQLBONuJEMBI7bhuTP5YpbhAPEmwHO1W/9Bqn4Vuf7S0h7dmPmiNkU+jqdyH+lJPUtR9zm6I9J8A6rFc6QkJb9/ECCpNclNbJFr00OSoidmPy9ATx/Osm1ungvRdWrFN+HZBxg98fjkVu3jme4W+P3pUCOD046YpVPeiccqXs5u3UluJg958v+qRAqgH8Sa858esH11VxgCMfrXbwyMZ5VeNlyQVPqK5TX7W2v49TvYnY3VrKFKZ+VosY3D3B6+xrBbnfldNqrp0R2Pwd1HzNGvdNOC0L+YEIzlW4P8q6nVr2KwtY72Rmj+xSrkjghGO1gPwP6V434L1htB1uC8XJj+5KPVD1/wAfwr3LW9Ii1nTZpIpEaC4tyCT3BGQR+laNaaHFmdBUcWpte7L+mUtZi+0atbKsysoUM5H8Q6ivLdY8KahaatdPY2yvb+YWjZJNrAZz3r2nQ4UtNMtoJADJHEqE7eeBjrVqW0hmB4Bz3I6VMpNo9zK8veHXPzb9DzPQfEeupcW9tqGnnyxhWuDjdj1yDya5PxnoKp4mjmiVYrK7YtlDkgjlvoSTXtM/h62mzhtp/wBmuc8T+A59TtlS3vSPLbeqsvAOKlabHsyu0Z/hHWNOWyh015CWRhHGszB2bJ4GMV366W6JiNSqYwVjYqK57wJoMuhlUm0e288DDXSHLH8T0/CvQI8vycrWcoJlqozC+y3MQCQTXEK9SR8386mgm1GLBeWOcKS2NxRifr2Nbqqn1xThBG3UD8qj2fZle07mWvibU7cERRXEKqBtHnCUZ9zxXG6n4n8QrfvNcwylSeSwZhnvjtXorWEDrgxjkYPFV20eBlwpwPc0ODZpSrKDOJh8X+Yxj1G0iaM4JElupyPfgVNJqWjTTHOiWrOjZV4sqfqCDj8K6n+xk5wPl7/KDVSTw3ZMOI1DEEZQbSecnOKj2bRt7eD1sc+76HfK5jeS0YseGTDH15xSjQ9LnszDbaj5js24u45HfH+RW0/hWzZRu8wccAEVXm8NW+AAhAPcnFQ4O5p7WhJI5f8A4Q9JoXiL/ckO5jwSPUYBqpdfD9pJo3t7iIovVjIRjPpx6V150O4jULbu+7uu8EfXB9qF0m/iKy75FwP4NtNQdx3w8t2YsXwf1hFja3s45S45LXcZBB7gDtipF+EWtM7g2XlqDgNHPk4z7f1rvLDXtVtIIYxbwSCJcBnjGT75rSl8X6w6FRbxIeo2/wD1605UcnNbRHCw/CPWY23CJVcgBtk6jcP881Avwx1pLySxtMx3DRiWRjKACCeO31ziu/XxVrqOXbyGxnBYf0FQzeLtUeZS6R7gpXIGN2e3Wp5bD52YK/DHxPdeUb68tWaJFRHdiTtB5GQMmrNp8KpmytxqkKx9Dw5OPQ881pyeKryVAJbdJI1YFGZjke3Bqrd+ItUnlZhBbCNvk2xlh8vrn1HrTUULnZrN8LNGm2tc38zOAFBUqowOnGaKzZPEl45GY432jblwGP54op8qJ5mSFiCAD1HSmfKTkoDjuRVXzs4+Y/nULXaMTyvp15roOdItO2X3A9B9KY823oaoNOTwnr0yaaWdh3A9M0x2J571VxwRjOTXzz8QoprrxrqEphbM0oCEDhgAMYr3C43MxQIxGOW7A1xXjmCeDTTNFAsrRvnnjA70JiktDzfSLu88M6utxBtWTaVdfvgqexr07Q/FH9ro/wDozxMuPmYEKx9s1wXhya51HVIhNI0UStnYq/eHp7CvW9P08Mo2JjPrQ3qTCLK6uXxnrnnFXLePI5UY6ZrXg00IB8q478Zq7HaJ8o2gd+nSlc02M2GxBwzY5H4j8aupZdCQCPpV5YQvAyalMQJG9Af50XEyukCgcqPTpml8iJRwNuTjpVtVxjHT2FPCkk7gKBFBF8sEnfgntzVlWwCcriptijnvTTFnkeuaCROD0/GguOAFJ7cClQFCeBingI454/TFACLjOQNoqtqDhLC4ZhxsNWsD+Hms7XG2ac4PViAKa3MMRLlpSfkecfD6QXWpa5FOfv3R2/UCuqvrcxRpu5VWyM9q4bwG7CfUZx0+2uSfpivTZ1S4gBzncNwNdENj47FfxGZWq75NIufJPzqhZT9OaoWc/mQpKRnKq3P0rTf93CVI6jGKxseVahV4LcD6U3uc0ldEGjMLeK5mVsGOFRt+jNzUXw+TzvEzykZMduzZ92I/xrMS4EUGqpuyEjjVfcsW/wAa3fhVEXudUuCPlUJCPfuf6VEnpY9fLqV8QmzvieOoyR3pUXC4HU05wMj+tMwPbr61ifVnnfxVsWvpNLhBClhIGPtkZrz25Cf2okUf+rixGPwr1L4iI0KWFxuJwZVx6fKK8tC7b1C3LMdxJ9a2jseBjL+2aDxNxboo/jcfoK2YcSR26DsFY/lWL4gO+WBM8jmtHSpv3e9j0UAU09TjmrwREv73xNcEDGIWI/Fa5PwXdNb6rLCDgkl1+qn/AArtNBUXfia4I/557T9cV5uJPsPiAy8gRXB6egbmoejR14enzwnTfY9A1q38mbz4lKpJiVcDjDfeH4Gui0q1TUbBAdwHG7aenuKltrManpDwKA5hJdMfxIw5A+oORVHwtJLpupHT7sFQ/MTMMBhWtjyudtecTZ/sGOGMFJ3AHYqG/UVgeJtJlGlzxWFurl8b9gwzDvxXZ3z+QRjJDdKqvchlXcT8vpXO42Z9Vg40uRVKatc8FZHtLto5Y5Iu211Kkfga7HQvFWpWR0+xkumbSoy37vHIB6c9SAen1rS+JtqJ9HtrqKHDwy4LY52nPH54rh9OkkE8BjljR42DDem4H8Ka1NZ04za5lex7zp7zSbSY3BIB963IN56ocgY96yfDuqw6lZQzRgLJjgEEbiBzt9RXQRKxbJAX1XGf1rO508tkNjDM3QAduetToCD8w5PAAFOiCZ4OWPQbuTTlIDfNgnsc80xMcBx8w5HWpIwAflBAFNWIA7gg3Hrgc0ZAGcYwfSgklDA8nNPzhuD82McVGp4HQjvkUqn1XrzQBOrt65pVkGcYzUI+9wMcdaAxBz1oC5OeexGT2NKSduAeRUAcHjHX0pUceoxSsVcnZCy+3X0oK7hzmogx2kKf8aeGJPX86LCuHlxk/dH4jrSmBMAbRjpwaN/r1+nSlDgtnjpSsPmIjaxjI5HsRmo/s8mT84IHQEdathxgdM9qCeSQVJFFg5isLZiCWAz7VCbZupXj0xmtA5x6H1FIq/LgMSfXFFirmeLVTzjinG0XbjAI6+lX9rZ9RjHSk8v5sc5z60WE2UxbxDquD9aKttHk/dBoosFzkRMz/wAJx+PP1p4ti64IA+nBqysLBMIBjpzTobJg5Z5OvXHeqC6KH2GUMChbOcbdwq1HFOGAYMV75q99lXduyQBycGpo4lX7mSvUHOaBXKjWanaQSPbOAaZJp0Uy7ZYUcdwRn9K0ipIJBx9KcenIOcUrg2YsOhWMcu6K3iQnnAUVeS1WM4CoB0qwisyAqSCcdRUnAPTPYikK5XXPQrjtwacTtPPAHepii7Rwcn0FDIVX5FB5pgRgOqgrjk9/SpFyzYOM9zij5eh/PringBlHOcigAKKwIB56/SlHA5PT1pFxj7wGccU/q2c8DpQAu7nnGfams2GBHOTjjjFJw5KENgj8KcGXAVeCOOaYrC7cZPY/pTcZ6jj19aUDr1yKCG65O3rjFAWGcqwAzg9cVj+KJlt7FXbhQWcn6A1tHqRgn6VwvxVvxZ6BdEZBMRUexbinHc4sc7UXFdTjfhm/2nTr2U/8tbp2x9a9I0l/MsUVj80ZKmvN/hONnh45/wCe7fyFehab8l1cov3SQwrop7HyeM/jyRekgUgvx6fWuSunAZ9pGxA2OfTNdFqV2YopGz9wcV59HdF/D0sxYksJD+G40S3MowckYyz/ALu8DNzI8QBPfCk16b8MrZYvDvnsCHnmd/wGAP5GvI2bgNztEnA9gle5eFrf7H4d0+JxhlhViMc5PJ/nWUmfSZfStPmNYHLEZGaQ4yeTj68UzcpGScDOKbuZW7fnUHtHMfENN+jwFuAsp5+q/wD1q8oaVP7UC5GQMV6f8SrmOPwx5103lKkqhsc4zwOleL/a7V2d1vITzuBJwRWsWkrHj4ulJ1W7GlegyuJu2SBVuzYwWO9wOM9aorYapJbo8NjcvDKAyOI2KtnoQfSrBilW0EVyrwsWYlXUrRfU5J0pRjqix4Tn+y3M1zLncef0zXnt8DLLLLgnc7Nn6nNejaRZSXoktoGUSyuY1ZugOOp9qIfhhq3lMtxcWIHRXWRiCPXG2lNo6cGpc0pJGz8J777TZQBnywUxNnrlen6fyrb8WaXLcFnszi4iIuIsdyPvV5/4ESbQPGt3ol3IvmZKoyn5S4GR+Y4r1XVtQtrPTlup5oopIjuxIwXd6j8RmtoNOOp4+NpTo4p8q3Mq2vP7Y0ZZ0XbdQnbJH3B6VA0EioxcH2wK3YbGIzG6tY9iTKC2P4s8g4qZrQ7gQwHtWNSS3R72VQqKm1NWXQ4HX7Oe+02W0iilklkxtRMEk+1cYfA3iCAq82nPEp5HnSomfzbNe2S6ak/+tjRk7is2XwTo85LPYQ59x3rF3ex6qSOb8Nx+JoUit0trKCND8rtcxhU+mCTXoukW80ERa/vIriZgQBGCsan155Y/XA9q5seBNODA2wli/wByQgflWvp+h/ZBGDcyuOu1ualQsacztZnQRJIpG3aT681YOeCy7mx6YxUEQ2LtCuQPxqVSiNuOcniqRmyWNsjLqF+jZzS5ViCCwPTkf5zUaurLkcj0YEUiscHAUdhubgfSmIsZbOMBnPQ4pHdVb/a54qF9k6bHHPfBwRUihh2yAOOaAsyTcpwD39qMYHy8YppYFvm4PpnimGVVfYz9enBx9M0BZk2c9+/ajH4j+VNjcDIOM/pTQX83Ixs9Mf1zQBOpHOQeO1MzhuenXpSbhuHzcjqMikLIcqHAf0JoAflSMnIpc8YGKjyEXlmYH2zilBQtgkAmgCRTgHGM+mKUkAjntUfzZ4HemluOegPWgCfJwNpx7YpyucHnP41ApB54z70nmDbxjr1oAtl8qcY3CgOccjr3qsCM/ew1NJYdc80gLjPyeaKq+YV4DfmKKAIEUchVxnvTinIB/wD11AlwAeS3T+HpUwkB6/gCaAYMjA8KpXvzTo1UYC8Y7Um4hCQCfpUAmcvhYSSO5PFAFwAEZGAKUsoIHH1JqJchcscUJlj94E+goGSgjrx+FOx8v3cE03dgjAwPSlLHzOSMEfiKAEIOMZOB+Bo4YbSTkcHmnHg4JBH50ySRlHyjcewHNABsHQjj160hQYPOTUSNK+S6hAegJyTVjJAzyPagCPLBeTuxwT0pQX3DcQozn5TQeT8wA7D1oCfPnAyO+OlADgQrdvWlPL/1qvkglcYP15qThQCCN2M80ATbu2KH5wSTUeR7H1Apowo+UY/HNADnbnOMnpXlXxun/wCJa8Q4+de/pXqhYkZzj8K818e+EdU8R3qpbNEkRcsZJX4HoOOaqLOHGQlPlUV1Mn4dxLFo1vjjdJyPrXcw8OzAdRiuT07SL3w7aLa3rRtIJo2DRnIwTXVq6iPctbw2Pk8XBqq2zC8VXZgspct/CWP0Arj0lEXhGP1aL+Z/+vVj4kXbpZT7DwwC/SqWtH7L4VhA+8scf8qT3OijT/dp92UdDj/tPXLOzTnexzn3YDP5A178Mk43Jt6ADjjFeJfB61a68Q/a5RxHEW5+mP5tXsrABsISc8DbWTPpsHTUU2WWAPqQRjd7VDKFQZzz2A6VE1wwGA4BA5z2qF7sKmHAx6ZyaR2WMLx7YvqfhDVLbIUGEyBsfxKdwH44r5kRC7YUHJ5wBX1Tq08N3ZzWzzrbCRCokf7obtn27E++a8svvDi2bAwWqh2JjdVHRvesatX2ZpTw/tup13wz1aWfwnZW81x5k9uvlsnQquflBHfjvXTXE6zjyrqBJU9XAbH1BrivDUdzYwvAkW2IncDjGD3rYa8ZlB3Lg+3NXSqKaugrUfZvlZah03TrfUY7y2h8hkycIMKx+n+FaRulAwobb3BOeawDdFh3xSLcMgGw7c8HNa7nPCKg/dR5t8WUlsvGUN/bO0TzRq6up5DLxn69K5O4umvSXvJppnP8UjFq734qQPc2NndMo2QsUZgeRnofzFcXpGk3OpsRaRuVU8ysflX8elS5JLUSpOc9Fdn0H4SuBdeG9LmLkl7dQSevAxzWwo2hsjjHBrlfBU86WsWm3hjEtuny+WmEdB3U/wA667C8blLbucetQmnqjeUJQdpaDWQMvygE+3aniJlGVfIHPzdqeFHHBIPbOKeFJySeuOCc4pi2IwMbSDnscU8AhRkd+pqQgh8Aj2xSxrvyduD2yc5pg2MDHcvOece5pWJAU4Y89h0qTkdeT605gV+6Bu6nNBJHtO0AEY6jdTNkgcZ2FT6A/lUufmXk4HanbQ4yQQM560AV3nkjyBEzAnAOanVwqgsMZ5xmnp8o2Btxz/F1pMANwOOtAyFPMMrM0okQj5VIwR+NTso3A46ehyKR1BBwxyBg96aEwuRksOuDigBks0ifchJHcbgM/SiJmwGlkBz/AAlMFaXe2ACSMc4xkmknSIjDqCexOf6UCJsAHOE3N74pGwBlEBPT6UyNY4gDtUD0zTkdZFOO3bNAAkpJK7VUqeRupXkIB2pu74DdfxNJlWOA2T/Kmn5ZduZBzgEdDQBLFJlRvR42z/Fjp+FOc5UkHI7cVEVI43cZ74NITIpO08A9+4oHYcgY/fIb0BGMU5uR0HHvTDMACZCq/wAqbHNGxbY0br2KnIzQIlyOvH496asjlfnCr6YbNI2CAGGBnq3akUkjCKAB0IoAbypwGJoqVVVgCc578iigBrRRop+UADrgVk3GvRrKY7e3aQDvnH6Vtf4VnwdW/wB40DWpThvr+6IV7VVibg7iRxWhDC0aP5KBO+PU/jT3+9HVl+qfSgbI1U98EgdD61IgX7xAz7dKQd6S36GgQrS4x97APb0pEmVmwDkfSq91/wAfLUsPVKQ7F4Y4OM0DqTnAFRvTh1P1FAh+F6kDjnNNR9wyGVlHoabdf6p/9ymWX/Hov0oAkZ2DrhGI9RjigMC3J+Y9e1O/i/Kobr/j6X/doAlwuMFSeOvpUAj28bioz3/lUq/0/pSt1H4fypgiH584yCg6knmhywGQBwTxng0r/wCrP1qOL+H6UgGxzO/ylCvsD1p2/cQSQB/nvSr981C/+sH+8KBsp66dmnznAJA46Hqa5+GYxxMrH5cZBrodd/48JvoP51y13/x6fh/Wtab0Pl851qpHAeMYrm/uhGmWt2mCk9uatT6dd61e29jYyJEI/wB68rjKoF6Ajvn0rUm/5B8v/XZP51qeHf8Ajwl/3jTmVgEqkoxfQseAtCm0OCY3jo87nZlOAeSSR9c/pXVGQyfd6+o4Bqmf9XH9f6VYX/Vmsz6WEFBWQpG1sjODycdTUEwDHbnAzUsn+qj/AN2mL/ro/r/SgozL218xccEHjg1jyWMqqiFnygwjIwBUehyCCB+B966Vv+PkfWo5f4vqamUU1qOMnB3ic4z3ccRTfPOCPulUTH/Asn+VSW1uwjUP8u05253fhnHNXj0anp3+tRCnGHwoqdadX42U2tmKZ5K5PA4waelkWGTnJ9auP1q1F/qD9a0IscnrdrcNGohs5bpEOZFji8zC+pA7VnxXKWlt5S2lzHF0IaEqq/hjrXp3gr/kaU/65NXoGqf6hv8Adrkr01J6s7KFVxWiPEtE8R6WFit7iYkwjh+jH2rrI7+3vYVbT5ZI8H77AFfzPFcNrv8AyMyf9dv611uqf8h+z/64r/KsqUWpWTOvEWlTUmtTeiIMagvubHXHU1MiA9GBHU1Ui+6v0qSw+/L/AL/9K7zxnuWFJ3jJ6ngAU2T5vmPAHWpY+q/Wktusv40ANyQMds+tKR8p2n8Kig6n/eqfuv40CGZ2ng5J4oOeCWJbnBzSydPx/wAKY/8Aqp/qKYAhCsSPm3DHH9aM4AB6jOMdqjj/ANR+Ap8PRfxoGPJOPvZzjPHTimxhy3EisTxnjFMP/Hv+IqRer0CFJK5BIwBwSad8rIDvBHXI70h+9+f86aejfT+tACSxh1wSWyeeaihVULkQtHzjOBTj91/qP509+poGgUnGVPzY6YpdxyckHIz1/nSQfx/SoB92X/doKsTo/wAxUoF9Dvzmo55GXLwbN3cOT+lLN/qf+A00/cj/AN5aAIRK0yZkg2v6Kev51IGXdtYAg9scipG++Pqf60x/uPQKwKuGIEu3sBjOD+NOK7Qp3Lx1PTH4VDH/AKp/96gfeX6H+VA7FkPu5DA/jRVOD7h+pooCx//Z" 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" 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M6sYmxcalb27bXkVW/u1nzXS3C7k3N/wGvfPh78OfCPhe3WSW1XVb5vm8y7XzPmrtr680mL5U0W1X+FfLt1/+Jr1Y5dT+1I4ZYqp9mJ8Q+KNZ+x2u1N3mSf6uuJhi+b+9X2t4y+Gvhvxpp/lz6bFbTL92e2VVkWvm/XvhbfeEtcW1nZblZm2wyr91q83E4OWH96Pwnfh5+2fL9oTTLNfBnh+Fv3baxqS+YsjLua3h/2f9pqzXkZtzlmdm+8zfM1XfGlwreJLlM/uodsca/3VVaxvty5xXh1pc0uU/qTIMpp5fgqahH3pastc/wAYxUbZSTzIpJIZP+ekbbWq9pOh6pr6s1haSTRr95/4ar6to9/ocnl39tJbs33d6/erH2dSMeY9v22GlU9g5R5uxsaP44aDbBq/71Purdqv/oS12saqsit/D97dXkLOrrW74N8RPaS/2bPIWik/492b/lm393/daumjV97lkfnPE3CdOtRli8FHllHddz6Lt9u3c3yrVOxiXxHNHdSw/wChx/6mOT/lo3/PTb/6DWTpd+3iqzhjtZGWzjVVuJP4pG/55r/7NXaWsSqqqq7FWvuafvRP5onpNo9Oh23/AIdsZGVW/d7fmrm/Aenrpuk30aqrLDeeYvy/d3fe/wDQa3vDMu7wvzu/ctVHw7FtvNet9rfNtkVf8/71VOPvRkZxl7sonzD+2xoa2vxC0nUFXb9ssdrN/tRt/wDZLXzn9n82RVRdzV9hftpaG2qaP4R1JflWOSaNm/3ljb/2Vq+b9J8PyXTbYlVV/ikavnMVGUa0j3MPLmoxMOx0b5l3L5sn8KrXcaL4DZ2Wa9+7/wA81/8AZq7r4e/C3UvEF0tvo2nyX0zfen2/Kv8AwL+Gvqj4Z/sz2ehMt94kki1K6X7tso/cr/vf3qdLCVKwVcTTo7nk3we/Z+vPGjR3l5H/AGbocbf3drTf7tfWzaXZ+HfDNxb2FvHaW8Nu3lxxLt2/LWrDFHbwrHGqxovyqqrtVaq65+90m8jX7zQyL/47X0lDDxoR90+crV5YiXvHwj4R17+1PiFp8PmMyqs38X+zXcfErwbD4w8I6hp88ayrNCy7WWvB/hHrK/8AC0NHXd/rJpIf/HWr60ktd0LLtWvR+ydVKXLE/NH9mPSbjS/GXi7wjcTeVdQ/voVb+Ly2ZW/8dZa7LxtqmqaHttX/AHUjMytPt+9Wf8XtP/4U7+1Bo+tfLBp+oSbZmVf4fut/6FXsnjLwfH400WSaykivPLXd5e7/ANBrz6tCnWjy8oUqkokf7Y1/DqXj7TbNfmms7H943+825a8F+x7vm8uvsLxN8I/+FneJP7cuLiCW81Bdyx/Z2+Xav+rWrkX7JOmxyi3utf0m2uGby9jK23d/vba8WVKpKXuxOv29OP2j4vks1/u7ahj8y1mWSJtrL/tV9reJv2NbfQdLk1C61rSorWP+La3zN/d+7Xlt98G47W3a4SzSeFf4V2+Z/wB80vY1f5TWNWEvhkeGza9DLHHcK32W8j/hb7sn+y3+zWTrV5o/jT7LcKywX1nNu2yLt+b+7XoGsW+i6bfR2sFvLZzN8rLcwqu7/d+aub8H6bG39qSeWv7zUJF+7/d+WojT5felE39r73LEwfB9vH4L0u4W4uF8zULjc0dyu2Zm/wBn+8tTXUs1hbs1rI23+7XZfFT4d2+m3Frq0C/L/d/ut/s1wOn2t5qV4sKXlrbW7f8ALe7m8uNf+BV69P8AeR5omEp8svePUPC95cNa2cMsm2RY1aT+Ku01T4iab8O7dZtWjlvpJl/cwQbf/Hq5HQbNlhkadVWSFtsn8X/jy1yPjT4GeKvHV1NfNrTNat8y20cm1tv93dXUckpEPjb9qrR7O8+0Poa3W77qx3G1lqHw3+1fpuuTLDFaz2O75fJlk+X/AIC1eX658B9Sika1i0GT5m/1nmLI3/j1bnw9/Zh1T+0o/tUybW2/db7tMUZVOY+hI/j74dtfL2tJuZdyyKq7WrSj8fWviZVa3azvNy/6iORdy14v+0d+zrq2h6HY6hpbTtHH/ro2Zv8Ax2vnHSdD17SWW+sLqWWSP5pIIZGVlqYl1avL9k+zPHH+nwx742W4h/vfe2191fBNfK+DPhNf7unx18D/ALKOia1+0ZqDaXJdLLdW8bSebdsyt5f91q/Rjw34cbwN4N0/Rbho92n26wyMrfL8tYU6fLVlIyq1IyhyxNa3/wCQhD/wL/0Go9J/9lr538TfG7/hMNY8nS76XStHt2bdPG3lyTf7W7+Faq6T46/s2aO60jWo90f3tt55iyf7LK33q354kxw8pe8fOP7VVvHL8cNcZf71eb2tgrfw19HeKPh3cfGbx1qmvWuntEtwys3mSbf/ANqpF/Zrms7qO3vfKtVb/lv5zNGv+98tfP1aVTmlyxPWpyjGPKfPcel/7NTR2C7vmWvru3/Yd1meFZYrixljZdytHdfK3/jtTf8ADDWvf37P/wACm/8Aia5/ZVv5WT7en/MfIy2K/wB35qFs9tfXLfsNeIP+elr/AOBX/wBjVHVP2J/EOm6fcXW+2ZYY2kbbcf3V/wB2n7Gt/KH1in/MfMGh6Surastu83lQq26b+9X014Visfsfk2LLFHD/AArXzDo/2iJpPm2szbWausX4iSeF9P8AMgjkbc21V/ir3YxjRjyxM6UZVOaUj6itfFVn4Vh87VNQtbONV+Xz5Pmrn9S/aq8F3V15MF1FeSfd/drXyf4k8aaHrOkyX3ia+n1OSZvLWDT5l/dt/tbvu/dryW3vPDsUkk2nWupKu7+G8/8AsavmlL4Q/dxlzSPv7/hbVn5jSWvm+TJ/tfdrnbz42aL4ovJtLitZW1SONpIZJNvysteO+G9D1DxBo9x9juLrT5oY1bbPH5m5f975a5vQdLt/C/l3CteS6tcNtmnnbb/wHb96uHEVZwpy9ofX5Hg6WNxtNUv6sdT4uv8AzryC8SRXW4jXcy/89F+Vq5jUPEsemx7nb5m+7XZeONDtbWxjs7WRVmkXdCzfdWTb/wCzf/E18t654gupbqRZ/MWSNtrK38LV8rOnLmsf0/RzKhh8HHmP0B8H6hpuqeGdIt4bxbGxaNd06/wtt/i/4FWvJ4fhuNPkZtQtdTsdreZbSN8yr/eVW/ir4L+Hvxs1LwbMsP2hpbP/AJ5yfMv/AHzXtWl/tK+HZPLkks7vzv8AnmrKytX1OFx1ONH2dWJ+GZtkOMxWYRx2X1tfyL/iLTpPDutXWnyNu+zybd395ayWuNzEqzKy/dZaoax4yk8Ta1eX0vyyXEm7b/d/2abazebXw9WX7yXKf0XhqU3hoqv8XL7x9YfCu6h1LwfZ3EEaxeZu8xf9rd81dxGteY/s86Lr2qeG/L0vT2vrdbpvMVV+793+KvpfR/g1qMgU3txDbL/dU7mr9CwnNUoxkfxZxRh6OCzevSp/DzFLwP8AvdP1CH/db/x2ptPtZG8Vfuo2ZbiH+Fa9G8O+AdO8P+YyeZPJJ95pa6G3tbe3/wBVEkf+6u2u7k5j5L2vKeG/Fj4I6r8UPAdvpENzBpl5Hcq6z3XzbVXdu+7/ALNVvht+x54X8FgT6tdXPiO5wvy3Pywr/wABX71fQXy1G1xGv8VT7CMpc3KT7epy8vMVdN0ey0e3EFlZwWUK/wDLOCNY1/8AHauMyrVG41RVrLuNZX5lrpjTJ5JSNqa6Vay7y/XaymsO61lttZdxqTN/E1a+zKjTPzR8E60ujfFzRY2Zlkt9Y8lv+/m2v0Qm0ma1VWlj2q3+zX5i/FqWTwf8ePEUce5fsesNcR/99eYtfqh4y8Rr/wAI/pN1EqtHcTR/98tU83KVGUonwb/wUU8G/wDEj0XXIo9rWs21m/2Wp3gfx1o9rpenrZW8lrDJDG3/AALbXtX7aHhX/hIPg7q22PzZIY2kX/gNeB/CHw/Y+PPgjodwu2z1KxVrVZ1Xb5m1vut/47UVPi5omtKUfe5j3L4W/Eb4gaHoclv9nk1PSdLk8trny/MWFdv3l/i+61VfE3xGj8TX2qR/v2m8z7Qsi/wt8qt/7LXzv4m8ZfEDw401vZ+JpNPtVbd5e3bHI395mWvo74I+D/CfxO8P2+pab4sjs9aZYVuLa98tZI5P4o1+b5l/9CrhlSlL4TCUeWXvHjvij4sa1Z6lpujpb6xqsd0zNCrbo13fd3bd1cHdfHD/AInE1rdWur6R5Pys0jeYrf8Aj1dZ+0xdax4F8Saf/YeqSQXFxC03mQR+YrfN5bfe+78y15bcfEi1uNDh/fRXl8vzTSSW+3a393bVx5ondTkuX4jN+J3jqTXGj+X5V+7Irfeq54Z1bXNB8K2eqLo66hprSNJI0c37773zNtavO9U16bxBqXmTqsUf3f3a/KrfwttrqtH8W3Fhpdro9lb6heXjSSeZGzSKrbtvyru3Ky1Uo+0+IOb7UZHv3iDxRpPxE+HNvrmjSebardKsiyLtkjbb91lrw3VPB639xNbqrS2P/HxIq/xLH8zLXp3/AAqDXvhV4NuLq/8AMsZPEUcN42jMu1rfbu2s3+01cjoviC302+hvGb92v+sVv7v8VZ+wlh4/4jelVjULGh+KLptDhuri1j023upGaGCNt22P+HdWxovxLms5ljaT93/tfw1xOsayt/b3EiLBBDHIqxxwfdVa428v5JZljSTbVahKUT2DxV8U5tSkW102Npbqb5V/2a52T4++IPhv5em/8InLc+X/AKy+27mZv726svwvcWvh+b7ddSLu/vN822tzWPirpupKsdrbz30n96C13VXKHtf5SPxV+2BHrNjb2erWc9zatJ+8VfvKtbHg/SfBvxBZrprGP7Qu35mjVWZf71ef3Gs6DL+51G3gZZG3L5lr5e1v9qtDVNWhsJo9S0jbEsa+XJ5Hyr/s1MafKVKr7T4j6z/YvuvDPgn423Vna2LW0l9btawtGu7c27d83/fP3q+lf2iPEdj4R8C+Jry6vFsZJoZLe3lZm+aZlbatfm/8JfGl5b+KF1KCaVLhY22tHJtbd/vV9dfDfxbD+0j8Jda0fxFqCfbre8229zPIvmM23crfe+b7zLS5/smDpR5vafZPkvR9NXWdNmj1HxE2kXyr8scH3f8Adatz4c2FvcXS2b3i3izSLtkZfl+WuZ+KGh3HgPxxq3h/Ulia8tZNu6P7rL/Cy/8AjtO8KrdWelxzWSs038O2uLmly8sj1YxpynF0z7C0W8h8M6bGst9HYxt/DG3zNRdeN9PaPzri8ZY1/wCWm6vjfxF4k0XWVWzt4dcudcX70i+ZtVq9Om+Hera58Gbi8TzFvIVjVraeT5vm/wD2ar20v5S40IfakekN8XLrS7yG88G+LpN1u3/HpHcM0P8AutH93bX1X42+PVp4V8BeHtbWzaW91yNfstszfKrbVZt3+7ur85PB9nqV/pa6PZ+C7mxvl2/8TD92qt/49uqx8Yvid4s0vw/ouj6vu+w6bdTSWN3t2qqsse6P/gLf+hVvTqSPOxFCPNGR9o/8NKeINLkjuLqOw1CH70ltEvlsq/7LV9DadqVr4t8LwX1r89pqFruj3f3WWvxQ/wCGjtWa4/4/IJZPurt3bf8Avmv0B+FH7WGjeEPhHo2n61bT2a2+m/8AH2sis27azbmX+7W8ZfzHDVpqX8I+KtWuprPxNdaLbx7prWRlmb7qr838VTL4T1Lxf5yw6t9mt9u1o1WudsfFWk+Jta1LUNLup52mk8yTz4drf+hfN/FVrQ/FUmg3zR/N833dtcdWX2j16FKXwyOw0v8AZ/aLT1s4IbWK3ZlkaRl3SSMv95qr+Ivh34Z8HtawwXCtqTSbvIb5l/4FXTSfFVotPjWNm8z7tYNnoen+JIbj+1/mkvvu7W/eKv8As1Mav8p1ywsfiqSPVPhreWdr4kk26pp2ptZ2rXFxY225mWNfvbvlryPxB9u8TaxqF5ZwrtVmaT+FV/2Vr65+Hf7K9r8I/gB4vW1hRvFmv2PmSXMi7pI41+ZY933v96vjz4meMLPwzo8ek6W21l/1k+75mb+9XDjqUpcspn3fCOLo0VVVCPvaL5GXN43k1SOFp13Mq7W3Vy3jPwbbeNI1uLaSK01Zf+WjfKtx/wBdP9r/AGv++q57T9Z3SfM3y/xNXSWPiC3ibcny/wC9XzVTmoVOaJ+5Ufq2Pw/sZniWqabe6HfSWl/byW1wv3o5FrovC8a2aiaT/XN93/Zr1u4uNP8AEEaw39tBer91VuV3bf8Adb7y/wDAax7jwHorN/ot1dWbf3flmX/2Vq29sq8bLQ8/D5TUy/Ee0vzxHaHdebt/vV6B4ftZNSuo7eCNpZJG2qq1rfB/9m/XPH03/EujuWt921rmSHy41/4EzV9pfCP9nXw/8MZFutSaLUr5W3Lt+ZV/4E33q2w2VVsRLm+GJjnXG2AymlKmpc1Xserfs8+AW+Hvw5srO4VVvJv303+81elSXESL8zgcVwtz4uwNitsrNuPFW7/lo1feUqUacYxifyXi51sdiKmJrfFJ3PQptWVJlKyfL/d21Xk8QV563iZW/wCWlQ/8JAu3/WV0ckTj9nY9Ak1v5fvNVGbWa4mTxGu371VZPEC/89KoOU7C41b5fvVlzap/tVy8niDd/FVGbXF/vUyjqJr9f71U2vv4d1c22s7v4qj/ALUqgPgn9uTS20P42TXiLtj1SzjuF2/3l+Vv/Qa+zvhDri+PPgf4LvlZmmmt7dpG3fN5kfyt/wCg18v/APBQ7S2lsfB+uRL8sck1rM3+9tZf/QWr1j/gnDqzeL/hXdaa7Ky6HqG3azf8s5P3i/L/AMBaueUeaXKTzcp9FfF7w+uueAdYtWjVvMt5F/8AHa/Mf4Q+OtW8F6a1nZWeoXe6bdtgj8yFf+ui/wAP+9X63eJrBbjRbyPb96Nq/MX4H6hpvhnVta+3yeRIs22Hd/vNuqK8fdKo/wAQr/EjxQ3iO3Vobd4FVfmXbt/3lr5r1TXNQ0bVGWzuJ7aTzPlZZGX/ANBr3LXvHmrfEG+tbGys5JZm+XyI4/mkZq+o/hR/wTXi8S2djffEa6+yW+1ZI9Jsflm/2lkk/wC+fu1zUeaMjfFRjKPxHzN42+IMfxI+HNn/AG5dT33jSxulh09Wt/MjuIZP9Zu/utuVW/4E1Z/w9/Y8+LXxcmkk0jw22lW8fyyXOpN9ljb/AHd33v8AgNfrp4S+B/gDwLb28Gi+ENItPJ/1cn2ONpF/4E3zV3agdq6uY8mlGUY8spH50/Db/glhqtiyzeK/GVqrNtLQaXE0m3/gTba+tfh5+yr8OPh39mmsfD8N7f26r5d5qCrNIG/vf3d1exfep1Qbcx8V/tjyw2/xGtdNuJFibUtNWS1Zv70bMrf+y18J+LNLmivmt0t5PmZtzbttfff/AAUM+Deu+PNC8N+JtCuDA2hmaO88qPdJ5cnl7WX/AHWVv++q/Or4gWHijS9LvJJZvPumj8tZ1+Vv95q9ujy1cPyyiEZSj70SHwzbyazNq2mwyLL/AKPuVtrbWZf7tcvcak0U21925f71dV8Pbi40vUNP02Vv332GTcyt/d21k+Ori3+1MzW6xXH8W3+L/arx6lOP2To55cvMWvCepLLcM1wqyr97a1bWreMNct23aTJJbL/1zWvLbHxBDayKyM0Tf3WrrNP+KH2VfLZfN/2ttYS900hUjL4i5Y+KvF155kOrNFqFrJ95bm3Vv/Zaq311Z2Hl2tlC0Uc3zSL/AAq3+zVq4+LizxtCtruZvl+7Xa/Cz4G+JfjVfTLo9k12tqqzXTQ/8s4//ivvUuYqUoxj8Rz3hGX7PpOoXG6dfl8tfIZl3V2Hhm41TSdJt9NaOz23StJugWSSZmb7vzKvy1714f8Ahz4Jl8QN4fTQbrT7Gzs/3y3f7u5aRfvN/wACr1STSdD0G4b7Ho+m21vDHIu5bdfm+X+JvvVOHw8qnvz90+RzTiqlheWjQjflPiv4iRXV/NZt4j1LyNWjhjja5vpmkaT+FdzLuZvu133gG/Xwf9nkuFivLdvlZl+7XeeLv2WtS1mTWvHFgzaha2Mce1ZF+7t3fNGv8X3vmry/T9D/ALL8C/Y1mkuZrNl86Rlb7zf71Z1afvSifbZPiPreEpYmXxS3PaLPxRo+rTNNb2sUt5J8qqsa/erx3WP2jPGGk+ItS0XRvDt0y7ts0lzDu8yRf4fm/hrJ8N+N/wDhDWmuvLaVlX7v8VV9U+KupatcNcXuqWPh6FW3bp/3kzf8BWuOMeb4j3Zy5fhPXvhj438RXXhP7d4h8Px6ZMreXtj/ANYv+1/u15D8bvHWuXGjxyJNG2n291JNtkXcyyNtX/vllX5l/wBmnW/xQkurhYdL8URa1a7WWaNrfy2/4C25q9G+B/h/SfFt9qi65pser6TCqyTW0jfxfNt2/wB7+KtIxl7SPKeXjsVRw+GnVrS92J8l3HiC8vLyzmi02zs7pmVfMjt41Vvm+9t/hr3bwr8K4dZkuJPFEk8Un2e4mtbueSRlvN3zbf7u3+7X1tp/wM+D/iCG6tdN8H6ZY3klu0kO1d3zKu5dv92uZj8M2es6PDa3lvBLHGyqsbL91f8AZr0auFlWpyVOVpH53ieJoYGpTqRjzQl+h8V+F/C+oaTfaf5Edt9lW3mW42t833lq1q0X2W4kkVflVty1qeKtN8QeBfEl9obRwW18q7Y7uRdytG38S/71cnda81qsK3UjMs0fys3/AI9XHTpy96Mj9AhjKeIhGtS+0dd4dvLXVl8tvlkX/wAeruP2ddL/AOE0/aM8Mw6lMsuj2cytJbN92ST+Ff8Ad+Wvn+TxM2m3CtF8v97bXoHwf8fR+A764152ZtQjkjms2X+8rVny+z949rCqONqqhL+V/fbQ/XrxFqmzdub/AIDX5S/tffBa++G/iaTWNNWSfwrqEzNGy7m+yt/zzk/2f7tfelr8WtJ+IPhOz8QaNdefZ3S7tu75o2/iVv7rLXkPj7xu2pW8li1vFfW83yzW1zD5isv+0tdGK9nUjyyPKy3EYrL8Ren/ANvH5uyat5S7Q3yrTYfEDNJ8rNXr3xC+A+ltNeX1vJ/ZG75o7aBmaNf++q5H4c/CeNmvr7UppbySzXzobGP5ftDf3Wb+Gvn40KdSXxH6ZHiGtSjzKLibHheJoreG81aZraxkb92v8U3+7X3t+zT4V+GOs/DfSfFUWh293fXW5ZFvV87yZFZlZV3f7tfnf8WNB8TeH5LHUtUurPUIdSVmhk0/d5ce370e1lXbt3fdr0j9k342XXhmPUPCd/cSQR3E32qx8xvl3bf3i/8AoLf99V6mDoxjL3Y+6ebnmbYitho8laXN1P0suPHVjptutvaxx20K/djgVY1X/gK1zN98RFZv9ZXgv/CYXF/u23Hyr8zMzfKta1rpOrXirIjL5bLuVvMr3eXl90/O01N3Z6hJ4+3N/rGqH/hNN33pGrz+60G8021kurqb9yv3vIXdtrm7XxRpuqWrXGm30l5CreXI23btap5uX3Sz2RfGW6RY0aRpG+6q/MzVT1D4iQ2EjLO06sv3l8tvlryOPxBqX27/AIkMk39oRruVlXd8teb+IvDPxslutQ1q6t1vLVWaaaSS88tVVf8Aerjq1asZe5EunUwS0q1UpH0lcfF/S7dd0txLEv8AtRtUNj8YtF1Sby7XVIpZP+efmbWr4P1D4+yXlqq3S3MEn+0rbaz4/GEfiO4W4e4gikVflaOT5lrCOMl9qJ2SwMP+Xcj9EG8aL/DJUK+LVZvmkr4Lj+I3irQW/wCJdrkl5H/zwuW85a7DwL8fZtW1q303xLNF4e+0Mscd825od3+1/drpp4mNQ8+rhvq/vSPsiPxRGzfeq5H4gVv4q8x0vw5ql/cTW9rrGnzzQttk3SMv/wAVVqSw8QadIyva/bPL+99kkWTb/wB8/NV0sVSrVJUqck5R3MuWPJGb2lt5mb+1Rof/AAm/wT1yGJd91Yqt9D/vR/e/8d3VwP8AwSl8fR2XxK8TeGZ22/2tp8dxCv8A00hZv/ZZGr0z+3I7y3ms7xW8uaNo5I2/iVvvLXwz8EfGl1+z3+0dpOoStIq6Pqnk3Cr/ABQs21v/AB1q3l8Ry1Ycp+6GsW//ABLbr5f+WbV+O+vWa+dcRuskck18yxyL/wAs2+b71fslrTK2i3EyMrR+Szbl/u7a/J3XrPbp9xJ+7VpJmbc3/AqVb4SaH8Q++/2VP2W7T4E+H5ptajsdT8VXEm5rtI/MWFV+6sbMu5a+gZLja1UZL9WVWVv9qoZLrc1axpHNKXN8RqKzMy1Yj/iqnby7mZv4Vq0v3azkBL/DWXc6xNaybWsZpF/vRFWrT3VXmuI4m+f5f9qoiBDPaw6xprw3lurw3EbRyQSfNlW/havyn/aM8DTfCj4gX3h+/t2njVftFrdyL+7khb7u3/a/vf7tfrMu1q+bP22vgbJ8Xfho2oaXGreIdDWS4t1/57R/8tI//Hdy/wC7WlKpKnoB+WHhtprj4hWc38PkzK3/AHzU3jDw9/aUjN/dr3TwT4Lk8C+FbqGeO2bUNUhVbhpI1aSNf4Vjb+H/AGq8/wDEGg3lhIzOqyx/3lrGsYYPM8JVlKjze8fP+peF5vm+7WDJps1v8vzbq9c1yLc25VX/AIDXG6hZyL/D96sIyPVdAx9BtZEutzs3y1+nn/BL9Vi03x5eMv8AFZwr/wCRmr849J05lb5lr6o/ZH/aK1L4PSaxZ2Wmxanb3EkMk0DNtkZV3L8v/fVbw96RlKl7p+lvjb4e6J40SaWayhj1WONo47xY9sn+6zfxL/s180appt9YeHb7T9WhaLVrP/R5N38X8Ksv+8u1q+nI9Zh+1LC80UV1N++WBpF8xVb/AGa5/wCJng+HxloK3Vu0cGoW/wA3mf8APRVb7rf9816EY8p8ZnGUwxq9pT+OP4nW2NnZ6Ho0NiiJHa28O2Tavyt8vzNX50ePPFHh/wAb+KPGkPhaOxs7FbhZIY12w/aNq7WaONflb+Hd/wABr6E/as+Oy6X4bj8P6DJcz32ofLM1j97b/Ev/AAKvhfTfC/ijwvJq2oeINB1G20eO3VpF+z+Sq/MvlrG0i7vl+822vFxdZRqRjHofoGVQgqF1tt9xyt5dN/aU0csm3dXP+Il0m3X/AE9mvrhv+BLHWl8SNNh8TNDqWjSf6PN+8jZflba1eY+IvC+rW7RstxJLuX+KplCPMdbry5fhPRPh+2i3WoLZwWcf2rd+7ng/d/8AfXzV9ofC3w5b+A7WO38xZ7q+WO6mkj/iXbuVV/76r45+Gfg2Gwt1klk3TMu5t33v92vt74W618PPiNZRwweI77SNf0fTY7e6ju7VVhZl+XdHJu+aujDpKR8TxLh8TisFGnQ+18R5nH8V9auvEGtt4Zh3alY6lJbruby4Y1X5lZm/3Wr0TT1vNc0tbyK6k09dy/aFb5ZNv8S/7P8AwGjw34f8B/D63mhs2utZuGkaSSeSNf3kjN95q4v4hfFjxA2qWNjoNvZ20M26NmuV3fLXswjU+xE/N62RYjHxjT5eWMTx/wDaiuLe48YaDDpdrJAyq0Pnt/rJJF+b5v71eZ+PtJmbQYdQit5ordZpI1Zl+Xcv3l3V7x4kZr+P7Re+Vc3yr/r/AC1X/vmsv4U+NtP8L+ILyx1mOOfw/qTKs0c6rJHHJ/DJtb+H+9/wGt6eB9pL35cp+jZXCWWYSOG+LlPkm6urqXb97/ZqO31a+sG/1knl/wASs1foF8Qv2XfCPia18zTrGPRbj7ytYrtj/wC+fu18v+Ov2XfF3hxZJLOS31OFfu7dytRicnqU4/zHt0cZKM/aRlyyPrj9iP4UWNr8KdQ8SavrTL/bUe6O0kmZYbdf+em3+KSsfx1oOoaXq0lvb69bTxt8yyLC3zVi/s9+JodL0/w/4f8AEbNBY6fYrJJF/tfxLtr0f4o+NvCXiWOFdO0N7ZYd37+Tau5f+A1+f1/5ZH6Bh5OpN1ZfFI+bvE3w71bVmZp/EF1L83+rX5VrN03wW3hmSOT+1LlW/veZur0LVLq31KPy4FuYv9rzGrBj0HTbhpPttxO/l/e3XDVxRlKJ3ckTy/4hXGrXWn2t1PY+fZxySKu5WaNW/iry+TVo1uFki0GJpo23K3mSbl/3drV+i37PdrpuqeFdW0+3t4r6OG4/eLcqrLIrL8v/AKC1fYfw5+B/gPQ/DmmyWvgvQbW4aFZHkXTYfMZv9pttfX0IRjRjKJ+P/wBsVcRm2Jwkr+4fjh8KfjZqkvjyzs/Ecf2nw/JG0N5AsfzeW38X95mX71foJpNrZ+H9Fs7e3mWexhhVYZN33l/hr6b8UfAnwR4kt3Z/CuipqC8w3yadCsyN/v7d1fDHx++IOqeF/iNH4X0a1ttPurOPddNfL+7m3bdqqq/+hVrKcYx5pHTSxVb65Twsad4y6+h6ZGl1r03lwK3l7fmX+GrkPw5s/J2vH5C7WbzI127W2/e21pfCvVLHXtHWSJWivI1Xzo5F2srV2HjK8ks/Ct81rbs140flxrGv8VKMoyjzRPdnGUZezkfnnHb+IPh94m1JbfWJJZo5Nv2lW3eZXXfFr4q6543+Dcml6cssv+nLb30lt/y0j2/Kv+7urDurhv7FuGf/AI+pGZm8z7ytWX4u17w34Z0OTVtBt57G6WRVvtPW4ZoZFb+Ly933t3/oVeNRxEqkqnMdOYZDhoPDVKUUpJ3l5nn9nZ6hpsMcOraL5scn3WWPzNv+9tq9b+FdHupGaC1tZdv3o2j+atSx+KFvrW1bO4aJv4lZq7C31xbiNfNjilb+833q8ipUlGR9ZRjGUfiOHk0nSYlZfscUEir822Na8316KO8Vo0bcteqeNrzSZbVVVWW4bd80bV5a1r5UjfMzL/tV00ZHDiY/ZR7d+y74mhvIdQ0G9kaLUlVWVt3/AB8Rr/C3+0v/AKDXtHjSwaLw3qklk0ltdR28jRzwSMrK23+8tfFuh65N4X8SWeqWUjRTQyblb/2WvuTTZV8deGftmlxyXMNxbs21V3bV2/xV7NCNP3pRj7x+KcRYWvhsVTq05S5JS+4+b/AP7THiTwzqH2PxNHF4x01vl/4mX/HzH/uzfe/763Vw/wC00nhPXvEWn+MPCEl1FDqC+TfWN9CqyQzL91ty/Kysv8X+zWXfaa25m2/MrVRm86W3aF18+H+JWrshVjy8sj7fklJI/Tz9ln9pu1+JH7L95b6leN/wlHh+zXT7rzG+aZWVlhk/2tyr/wCO18h/G63uIpNFtbW4WC32zSXH+0vyqv8A7NXhvg3VpvCurLcaddXltH/FHH95v9n73zV1GreLdU8W3jXF7+4/hWNvm2r/AHarnj9odOjKUvdP2QsZZvt3zbtqrWhDfs3/AAH5aht/LlumkRWXcv3apwv9lupt/wB1vmr3uU4DuLdvl+WrHm/NXF2vjzS5o91tN9pXcy7o/mXctVbzxtcfN5G2Jf8AvqvNlSPLr5rhcP7spc0j0L7R/tVR1K6tVjbzpo41X725q8t1TXr68j+a+uEZfmVoJNtYv9uWt0vnPCrSbtsjN83zURong1eJKcfgid7q/wATrHw7byXSebd2kfzSKq/+g1xfxS+Kl5qvheW18Pwuksy/vJA/zeX/ALNc94o1aRrGT7PDG0ci/vPlrz/wvcSWdnfQzq09qv7yHd96P/ZWumNCMvePksZxTifackZe7I8T17UmZv8AaX+9Xmuvay3zLu+avp668L6T4t0+aR7fz933ZFXy5o2/2m/irwf4ifBvULXUpIdNvorlfL86GOf5ZGX+L/vlqynRlGRxYXMKVR+97pwfgX4Yw/FrxE2h6dqVtpWuTKzWa3fyw3DL95dy/db/AIDXG+PPh94i+G+vf2T4m0WfTLxdzL5i/LIv95W+6y11XgnS9e8M/FDw3I8MljcR30MiyM3y7d3zfN/u1+knir4eab8c9D/s/wAS2sU+lrHtt5F2tNGzf8tI5P4Wrklh+f3o/EfsGS5kpUuSUuY/JO4X7PC0lfQn7IPwjVdctfiJ4vWWLw3asy2diq7pL6T+9tb/AJZrXp1n+xGvh/4gbdXvItX8M2u2aFVby2uv7qyf3dv8VeieOtNktdPWzt/Kghhj8uOOBdsca/3VX+GtcNhZfFI93EVoy0icr+3Vf3HjLwr4X+IngX7VL9hkktbxrb5Zo1+Vl3Kv93bJ/wB9V6N8K/2ltDtfAOi2/ibWlbXFtfLaGTc0k23+KvDbz4iW/wAO/gv4i0+4Z55vt0f2dW+ZmkkVv/iWrP8A2fUs/EHh2+s9c021vrW63LayXcKybZF+9t3f7y/98111KOnLE+CzjMP7Ol7WB9ffDzxp4XW3WSDSdMZVb9zc20aySL/vN97dVj4k+IbL4haXN4fis7XUoWbbcR3MPmRqv92vhbxF4c1j4PyHxf4MmuEtbdv+JhorXDMrbf4o/wD4mvofwH8QIfHPgOPxD4bXyI7qHdNAvytG38TLtr8yzfhvHxX+yVm/Xf7z0sm4vwEnGWLp2X8y2+a6Hwf8WNJX4O+PvFHhGym+16bY3TfZ5Fbd5at823/gO6uf8C2cevXEl9qjStZwttjg3bfMb/4mrXxEsNa0vxtqDazHJFqn2hppPM+ZW+b/AMeWtL7BZ39wsml/8SzRY187bK33d3zV9rh8DKj7P2vve773qfT/ANoRrUpSpy/wnrXhOfQ5JP3Gm23mf7Uatur0KO4t7eNfssMcSt837tdtfNK+NLXT7iNbDzPLX+L+9XqXhHxpDeSRwvM224/1P+y38S19ZSUI/CeVKpKXxHfTagzfKv3q5nxhZtcWfnW7Ms0e5lkX7y1pNLtkb+9Ru3N833WroZETyG1s/EWjQ+drPiBtaWb7scMarHt/3v4qo6pa+Uy3EXzQt95a9C17RvKWRoI91u33o1/h/wBpVriZIms5NrfvY2/8erHl6Fn0R+zT8Rl8TaK3hXVpN2pafH/os7N81xb/APxS/wDxNexah4Vt7iGRn27VXc25a+F7O4utGvrXUtJuGs7y1k8yGRW27f8AZ/3a+rPEXxpsdc/Z78QeJtO8yLUI7VrVrb/lpHcSfKq/+Pbq7Y1pRh70jN0+Znzj4ula31Bri3ba00nmKq/3d1eyaf8AEHw7a+F7ezvNBs7y4mj2tPO3zf8AAa8Z8SKtnJIzf6uFVjX/AHlWvL5NZuv7QZnmlePd93d93/dr8oxHvVJSP0nDyjGMYs98vPGXh/TfMhW1tty/Ntb5v/Qq5eP4taS0c0fkxRL/ANc1XdXL6f4V0/xbqGnw2vmXlxcSLHu8xtq/7ytX0drX7ENvqXhm1uk1jTNBvmj3Rrd/Lub/AGqzoYf20ZcoYjHfVp8sjn/2e/Hln4LutWZLdbmx1BY5PLVtrQsu77v/AH1X3T4I/aQ8E61DBZveSaVMqqu2+j2q3/Al+Wvy88K+H9Y8EfETUND1L9xNp6tHNCrbl3f7LfxLXdNrLRXXDV9fl2GjXw3LL4onw+Pw9GjjZYmnH3ppH6wWd9Bf24mt54poW+5JG25a+If27/AfhO41rT9cvr270fxND/x5yWkKst1/Ftk3fwqy/wDj1eU+G/idrnhzbJpesXln5bbtsEzKv/Al/ir1P4vX/h/9r74d6G3nT6Rr1ju8y5iX/UzbV/76jb5vlp18HOnHuePjMRDCqOJqSsoSW33HlXwv+MWqab4mW+16SNrNo/LZrRt3/fS/LX1x4Z8W6H4tsVks7y2vI5F2/K3zLX5a6KviSz1DVrP7Zp+oQ2Nw1v58Fwy+dtbbuj3L93/erqvAfxI1DwfrUNr4ksdQsbOaT5ruP/4pa+Zp15Yf90fo/saWYRjXjL4j2z9pz4aXXhfXI9Qs/wB1peoSMsir91ZP/sq8P1Dwvpt5aw+IIrX7TqWlruvrFm/4+oV/6Z/dbbX2F4Nv7P40+F/EmjzySX2lrGq289y3mNG3zfxf8BWvm3UtBj0nWvLWSS2vIZGjk3SN8rLXNXXLKNen8Mj0KPvRlQqy96BysPi3w/q1qsiaLpu3/r1j/wDiabb+INFs28tLGO2jb/ngvy14rdabqXh/x9eeH13XP75o2jX92zL/AAsrf7tdx4s+HNx4bt475b68trORdywagv7yP/e2/wDoVRLD294wjmEFH3vd6EfiZrG/uv8ARY5IvmrHuLVVXb96jTdJvrht32jzV/vbquX1ncW8aqy7qwibylzR5jlb6z+bctfV37Ef7Q+l/C3Vr7R/E0LT6HqirD5zL5n2dv8A4lt3zf7tfMa2s25lZatWNnJFJ8rba9KhX9nI8ivho1o8son6FfFz9grS/GFwutfDvUrWxjul877DdyN5Dbv+eci7q+R/iN+zn44+Gkzf2z4fngj+b9+q+ZG3+7Ivy16F+zz+1F4q+EFwtrLM2s6H8qtp9zIzKv8A1z/utX3V4R/aU8J/EjSZPsdjJ52395bXzRqvzf7zfNXqxlTxHux+I872Vej9nmifj7qWmyWv7xbeRG/2Wq1p9xJeTLtjZZN1fr1ffBvwvrMkd5deCfDlzI3zKq6fGv8A7L81ec/GT9mzw74m8N+Z4c8L6XoetWO6RY7O1W3+0L/zzbavzN/drd4KdrxM4YuKlqeyePPG+i/Duz+2apN5St8sccf3pG/2a+W/H3x91bxleSfY2k0+zX7sEEm3d/vN/FXgPjz4pa94y16HS/7UuLy8jjVri+nZm8mP+6u7+Kr3m+VarGisqqv3d1d8qnMfkmY5nWxHux92J6x+zz8ULpfEHiTwzeTLPJGsN5b7flVd27zFX/x2vdl8QMu3czMrV+fPhvxl/wAIb8dPDNxLN5Uc261uGVv733d1fbS3DSx/K1b0v3kT4jMebDyj/LJHbLqm5Vw3y1l+a1rdXjbt0cm2RV/u/wALf+y1h2N+zN5e5qh1rUm02axuHb9353kyf7sny/8AoW2q5eU8v2sqhsTStH8yNuhb+GqMcUNvMzL/AKtvvLUMepeVujeq9x8rfL92tYxOSU+YrzW/2W4+0Wcn2aRv7v3Wrn/Fn2PVI7WSePyNQtZPlkX+633ttblxuaP5a5vWIWuLhYa0l7xx80o/CYuseErW82/aI18xfuyRr96pNH1TxF4Sb/QLyfy2/wCfaZo2atSxbzbXyXZpZI2aNt1OjsNzfLUyjzHXRxlXDy92RJZ/H2bRr63bxBYyahY7tsjT/u5o/wDgX8S1H4o/aY8O363EekaDcyzNu2rcqvy/981zfxK0tbrwzIzKrLCyyN/1z3fN/wCO7q878F/DebwvqEN5dak+qwxw+X5HzKyt/tN/FU80o+7E+ywvEOJjhpRlULWi+DdY+LWrNq3iGFbPQY28yO02+Wsjf7teqXlnY6HY2K6dDHBDYt5m2P5d38Lf+O7qsWc815a28abV3fdVfu1XvrO6uFaFNv8AdkZv4VrSMT5PFZhWxUr1ZGf4iX7fp91DtXbMvzf7VYX7Jsr+Gl8SeGXb5bG68xV/h8uTc3/srVbjv/NtYW3ebtZo2b/aX5W/9BrD8HzNofxsXb8q6hYtu2/xNGy7f/QmqZGWGqSjGpT+f3FH9pDSdF1LxBJp+r2bNa3lruhuY22yRyL/AHWrwvwL4osdZs49PuNFkXT/AJVjk2/e2/3q90/aus5JbfSbyJtslvI3/fLL/wDs182x+JvKhXS7+Oezt/uwz6a23av+1Xm05S+tzj9myP3TIJRlklCp9q8/0/zPWm8F+G7pdsEltE3/AAGuR8QeFbrwzbySWcytGv7yNlb/AFbLWTa/Cex1mPzLLXLmKRv4mZt3/oVY+veA/HHhWFmi1CTVbH+JfMZvlr2XzfyntfEe5eE/E0fibR7e6T7zR7mrQ+2V4L8HfFrWs1xYu0kW1tyxt/DXuVqrX8kaxKzNJ8qrWsakZR5hjpLiuL8ReXZr5yrth/i/6Z/7X+7Xpnjz4deIPh5cW8Ou6fLYtcR+ZDu+7IteZ60/mwsrLuVqrmjKPNEXLymL9oaKSvSvhH4I16/1KHUP39t4ZmbzJFb/AFN1JH93/e27q534O+AZvE2pTNqyyf2PYsu6dW+aZW/h/wB5a/T3VPA3hvxb8L7Gx8PfZrGzjh3afJbRrthbb/d/9CrzMXVlGPLA6qHLGpGU/hPzM+KGm3Fr4gm2K3kzSbv9mvPbfSVi1bzp1Xav3mZfvV7Z8YtGvtD1qa1v7eOzvI2/eW397/aWvnHxB4mktbho2Zvmr8/lzSlKJ+hR5KcY1D2z4S6pZ2HjjTY7WxWeZptqrH/FJ/DVP9rDxBdat4g0uG9vp/7UtVk3W3mMvlq23b/6DWl+yL8NLjxl4ibXNSuJNMsbf/jzb7rTTf7Lf7NdJ+2B4Nvtuj61dQxSzW7SWsl3HHtaRW27fM/2vl/8er6zL8vqRw0qkj5PM8ZGpW5YnM6XrLazY295PI0800K/NK26q983y7h95a53wTf7tFjjbduj+WtqS43Myt/FX0lCUXTjynz8viLUOpblZf71dp+zf4mkSTxd4fi8ttQaH7RZrO21WaP5tu7/AHZG/wC+a8ljvPKuJId3+7VG115vCvjCz1Rdu3zI2Zdu7cvzK3yt975Wqa/vU5GNTDwxcHQq/CzxXUtW1Lwr4o1C3s5FuYY7iRflk3L96vRLXxp4it7Py7rR7qWP737tfMrP+Nnguz07xA2oaNIsEd9I0jWkke3y2/vL/s1X8I6l4m0tlWJop/8AZaRq/PsVGPxH3uXxnRh7HmPpL9n/AOMmi2ayWcV5daDNCqyNHAu1Zm/2lrJ+N3xct/GXiK3+x6fawTWu77Rd20axyXDN/e2/e27a8rtf7c17xBDfT6XHE0LLu+ZfmWvQNc8Krrlw2tWsMFnGsarJbbdqtt/i/wB6vKlW93l5j3Y0ub3jyH44S29vDpusQW7RaxdR7Vn/AIf3bfdb/gLLXsnwz8SWnxo+Ha7Id19Cq28kTLu/eV5v8QNJXxb4H1jaq/atPb7Va7f7v8S/98/+g19hf8E3v2ftO+GfglfF3iJpLnVvEEcd5b20se6Gzj+ba3+826vp8HGNSn7p+bcQ4GpipRhGXL71zx3xt+xH8VPAfhGPxNZabFqFrt8ybSbSTzLu1X/aX+L/AIDur51k8Wt53l3UbRSL8rKy7WWv3ojkWWNZEbev95a818cfAf4b/EG4ZfEHgvRdSuJFbbO1msc3/fxfmrOeAhUlzI9XDY+pRpxpylzH436Tu1SRmSTbH/FXWW9hYtDuWaLdX2V8Sv8AgmnoOsQtdfDbXJfD18v3tN1SRprZv92RfmX/AMer4d+JXwv8VfBvxM2i+KtNn0q8/wCWbbt0cy/3o2+6y15VbA1Kex7+HzGjL3ZG0skMUbbY9zfw19IfCHwa2jaHpMOuW8tos1w11JfQyfaI7iNV/wBW0at/wH/dr57+DfgjxJ4yvmvrLR21Oxt28vzJ2VY/M/76r6gsfhf46TS7xrC1ntoYfMa3VbyHzIfm+Zv9Ztbd/Ev+yrV7OXYf/l5UJqZlHDOXJT5j2PS/GniKfVLXW9JkaDQ7fbHJpLTMysv/AC0Zlb5o1X5dv/Aq9E8L/GjRvFF7eWd1Y3Wny27fK13GvlzLu27o2Vv71fJWj/GC1imhh1FbOzW6t41hjk/eLG23cqybf9X8rfxf7VdCfiM8niTTNF0+4f8As8RwxXFu0axr8rblj27vlXc33a92pD2ceY2wOHp59KVKnS96K3/r9UfJmi39jceOtSWzj2ru+b+791a7rUNUWws2kdf4fvV8/wDwdvLhtQ1a6nbc3ytu/wB7/wDZrqvHHiqZo9qzOq/d21wxl7p/PFbC/v8A2Zwvj7UGvNehuEZt0cysrL/vV+iHgfxAuveF9PvFb5poVZv96vzJ1K8klVv4q+1v2afFq6p4bmtfMb/RWXbub+981b0Je8ebxBhv9npzj9k90a6a3uN38NO8QMus+Hby3Vtsnl/K3+1VGaXzVqGO6+Vl/ir0D4KMuUuNqX9paTb6hF8vnQrJt/u1as79bi1Vmb5mrF8NyquktZ/xQySKv+yrNup026zVdv3aqJzVPdl7ptTNWf8AZ185m/iqSG4+0R7qhuG+agObmONur9rDXr6P/nsqyL/7N/7LXSWt4txbqyfe2/NXK+NomtdQsbxV3bmaNv8AgVXPCu5o5JGVvm+Wp+0ddSMZU4yNLXrVtU0e8t/veZGy/wDfVc/4FibUreG+Zdy3VvG0it/e2/NXWbqo+EYo9LmvLfavlrMzKv8AdVvm2/8Aj1UYxl+75TprNYdL2sqx7m+WOuH8eeJf7Js5tsjLu+9t/iqx4y1Kaw1TTZN22FW+auB8cNJr1w1vE25d1BVOMZS94o/D3VFv9LurNWb923mLu/2vvf8Ajy/+PVrafeQt8QvB903+skWaH/gW3/7Gs+awtfBt1oNnAsa3Fx50czf3ty7l/wDHlrItbhm+JXgq3WTbt1Jm/wDHWqeb3TpjTvV5o/av+pd/bI1mTRtJ0fyFiZmuNv79tq18+6bf/wBuSLHOuntI38Kyf/Y17Z+3ZYfaPCeiqis0jagqrXznpK3GkzNY6THHPqDfLJct8yx/7tYL3asj9e4ZlzZbTj/eZ65pdnqWm2v+jw2ssn8K/aNtYPjq88WXWm/Z5bHU9Mh3bvtOnyLJu/75aquk/C/Vr+PzL/VLnc3/AE2Za1pPhzrzyR2dpqU99DJ/ywuWaRf++v4a7pc3KfXROH+EfgHxR4+8fW9jpqrcyfeuLllaPy4/70lfqh+zb+z7Y+FbX/hItZhivPJX/RfMj+Vm/ik+b/x2vMf2RvgXcNbpGJmg02HbJqV3uZrm4b5tse7+Fa91/aD+Nuk/DHwi3kMr7lkt7e3j+VfMX+Hb/dWvn5VPbS5YnXycvxHjX7ZHxGs9emsdDSNZLqGRpGb/AJ4//tV836D4Fm8UXXy/urWP/WSN/wCy1R0ttW8aapdXVxM0rM3mTTztu+9XcTeKNN0GOOzWZrP+FW/vV9BQh7OPKc0pcx0U0tr4f0/7Laxx21vGv+qWvoT9l3wT4st9Hk1a91BIPDOpL5lvp7MzSK3/AD0X+6rV8U33iq+1bWLXT2kVmmmWONl/i3Ntr9VtNs49J021s4FVYbeFYVVV/hVdtceOqypxjGJvThGXxHF+NvgP4H+I01nN4g0lr64tdyxyeY0bbf7vy/eWuP1T9i34K6ttafwbArK33o7iRW/9Cr2jzdrfM1Na4Wvn370uaXxHfzSjHl5jxa/+C2jeAWVtN3totwyxtbSfetZP4Wj/APQf++a8r/aQ8L3GpfC3XLW82ySLbtNa3K/xbfm2t/3zX1fq1vDqljNazrujkXa1eG+JLyHXPC+rWssPm29xbzQyQN/yzbay19Vg8VOtTlGfvHkVacaUvdPzZ8D3TRLMrs33lrpLq6/eKwZq4Hwnqiy3Ei7drKtdVeXi7V+9U4X4Bz3KepTtFqSsrferJ8XL/wAe7K33mqxql0rfN/FWL4qvJLizjjiZYpv9qumUvdKJte8R3VxHCtx5dyqr5fzfeqHwD8O/GXjrWLy18G2rXl1bwtdNAzKqsq/e2/7VcT4yZrCztWWTzZo/9Y26sPR/HmveH9UW80TXNS0yRl8tm0+Zo22/3dy18hi6Efa8v2T2qOJly/3j2a88fX3gtdNur+4s9Qt7j5ZJNPZm8uT/AJ5yKyrtb/0Ktq8+MNv4gs1tdOWSJWbdJ/DXnuk68t/4L8SaKun3lzNqircefqDRt++j3MrL/db5m/76rkfBesw7ud3y/wDfVeHVwcPijE96ljpw/d1JfEezeF9ShWaRbxfNtbhWt5FZvlbcvy1+oHwztY7fSbWzWNbVYYYVjjX7qrt+7X5l/DXwbD8Qdcha61Cz0jR7W4h+0LdyNG1x833Y9qtX6BfD3x9o+mra2dnqU+oXHzeZPP8ALub/AOy+9X0OU06kebzOHH+xqU+bm97sfRGmt9nuGb7QsHmfdjZvlb/gNXpriFplZv3cy/d/2v8Adrz2SJvFEfmfu2jb+KP+Gs+3bUvD832O9uJZbeb5YbltzKrf3W/u17EqHvcx8+d1NrdvLqMn2KRvOhVWkj21i+PPh94b+Mnh+403W9Ls9TX5vLW9h3NDu/iVvvK3+7Wf4biupfE19cTr5W2OOFfm/wB7d/7LXTXmsxteLY2EcbTf8tJGqKlP+Ulx5j4p+H/wtuvhboN14F8UWP2mzW6a4bVJI1W2mVWXcsbbt27/AL5rgfGHxut9N0uGx8FXWpaRp9vfedNc3cnnLfbv7zNJuWP/AIF/dr7W/aQ+F9x8QfhPfR6bcfY9Ws2+1W7bd27b/rF2/wAW5d3y18M2fwds/DPh3UvGXiG4tdTs9Hjkvm0bS7hZGZm+XbIv/LNfu/KrVlFU4na8XXnT9nJm14d1T/hGbG48TeI9Nsbzwz50f2extoVaS3Zdyxt83zbdrf6vc3/oVQ/ELXtHvJNPuLC+nvvEFwrNdfZoW8uNm/1MKr975V3bv+BVwvwn+Mn9h3mpWax2en6pdXDXFxaap80ayMvy/Z/4flXau2vTtP8AHy6bbrp6aa1tDDN9qju7TyY5N3zfL5m5Wb7zV1wwVfF6x+E9LA8X5bwz70ub2vl56a3009T49+GO23028k3feZV+X+KneKJfm+aofh+3laHu/wCejVc1y3aWPdXk6n5DL/eJHB3i/u5K96/Zb8W/Zbi4t2ZnWRY2/wDZa8F1JW2srVsfCfxh/wAIvrys7MsbNtqqcuWXMPMsP9ZwcoxP0a+0NLCrLVOaVlk+9Wb4V1ldW0uGZJNystWrpm3V6nMfjvLysm0OVvtF5838StW00vmx7WrmdLlb7ZMv95a2lbbVxkTP4iaFmiVlqRZdzVD5u6q6syyVRzcpD4ysFvNHkVfvR/vF/wCA1R8N3S/vLdl+ZfmrcvF+0W7Vh6XbtFb2d4v3tvlyf7y/LQdEZe7yyNpvvVn28y2+rXjf7Mbf+hf/ABNajRfNXI+ItUXQ9abz/lWa1aT/AL9sv/xVARjze7E5v4yeILiWa302Jo1mZfMba3zKtSeHbXzYVuJf4l/iryeP4g2N142+2Xiy30lw3lyMv8K/3Y1r26Pb9lbyF2x7flX+6tYwnzHqYrDywsYxlH4jzvx9eSS6pZ3Ss3+jyKy/99VQ0qX7V8Y/BMK/eW8+b/gKtV3xtpbXUc3zbV+81VfhjB/b3xs8OyJu22sc11/5D/8Asqci6EY8vN/LcvftpSrLa+GYVbYq3jSN/tbVryvwDpP2ONpvJVppvmXd/CtehftcLNq3izwfYxbmVpLhmVf9lVr1T4Y/s4yW+l2+peKJms45FVltIG2yKv8AtfL8tZVK9OjLmmfrPCmGqVMvp+z8/wAyx8OfgP4u8ZeC77xBZ29t9jt1/cxz7lkum/ux/LXUfCD4B+LvHCQXssMWh2/mbvMuNysy/wCyv/xW2va9H+KWm/2FY+HtJVbNreRY/Kg/55/wqte3adf6f4d09ftFxH52394y/wB6vHlmMsRzR+yfoFXASocv8xmyrofwd8F+RCqW1rbx7mkb7zf7Tf7Vfld8TvjFcftBfFjUre1aS20HSY2bc33VXd8zKv8Aer76+LF9o/jRlj1nUpJdJjbc2n2zbftH+zI392vlf4jaz8NfDlxNa+HPDNrot1N8sk+nxqqyf7Mn96qw9anCpGJNTC1pR5jkbW803wXoqxxTL9nb5vPZvvV5f421S18RqzQXG7+6ytWP4ov2lhmsfMaW3t5G8tWb+Fvu15611daTcboGklj/ALtfTzqcuh5J65+zrb3mufHDwXo91I08cmqQ/ebd8qtu/wDZa/ZKaf5vm+WvyV/Y11K11j9ozwa23bNHNJJ93+7G1fpl4q8eW+g3kdmLee5uJF3bYF+7Xy2aYqlho89WVketgsPOu+SlG7Ou+0f3mWhpd27d8tedR+J/E+obWsNAmdW/ikVqra1cfEtfLbS9Igdfm8xZGX5f/Hq8LC5pRxdT2UIy9bOxtmFGeX0JV5+9y9I6v7j0qRv4VrxfxdcSaT4uuI7qGP7Ddfu1Zf4m27v8/wC7Tbr4jePvC8cl1r3hVV0+12tdSxt91f8AvqqvxYtftXiLT2+2LFHdW+6ONvl3SRt/8S1fZ5X/AB/Z/wAx8zTx9PGQlKMXHl7qx+Vu5dG8Zapp+3a1vcTQ/wDfLNXSXV//AKGzVi/F6wXQ/jV4kkX5VbVG+X/earEku61k+b+GumjLlconbP8AmIbi63fMzbV/2aydYZVt9yLtao7y6aFl2fKtZ99I1xC0i/eWtpSEQ3Fus9qy3C+e0nzbWrLhvLGJfkkgX/ZWrjaksMkcjrub+Fa838RedpOpXEar8rNuWvHx0OblkduHq+zPQI/FFqrf8fCxN/srXQaHLZxTLeS2MUqttbz1hVq8h8L6DceJtctdPWZla63bW/u/LXYeDdJbUrXUNBvZJ4LyGb/j7W4k2wx/3Vj/AIvmowXuy5JR5uY5cfU9tGNTm5eU+hvh/Lp66h9n1fULnT9PuJlaS+jj862t93+rWZvlZf4tzL935d1fQnh2/t/hz4m1rQdXmjlVbeP7DqzMzeWsn+rk8tf4flZW/u/w7q+Tfg/qOn6HrVxpNnau0kkPl3X2mbcs3zbVZf7v/wAS1ewSabfWEccNlcWcnl7fsP8AaDM0mnyK27/RZNu5V+X5o/usv92voaWBk4+1p691/kfM1c4jCp7Cpp2l/n/mffXhW38Ptpcd8t9caVcbf3kEM3l+W38SstWrjx5p6q0dquq6u33fmjXy/wDx5q8V+CtxH40s1/tuOT+1I28vyPmXb/dX/vn7vzN8v3W/hr2yPw6tmv8Ao+jxL/tSL5jVhUp8svePosLXjiKXMcbq3xN1rRNehVdPurbTbiPbcSSbflZfu/xf5+WvQvCOqWssf263uPNhVfmZvvbq8d+OF5q2k6Hb6hZ2cata3CtJaSQxrDMu7b/vbq0PA/xE/wCEjtfLvV+wtCu7b8qxtS+ydh7gusya9eeZK3lWcP8AD/er4z/au8deBfE2pNa6Dpcen6pCzLdeItNjW3mm/h8vcv8ArF+9/rNy1D8ev2m1lt20HwzdSRW+5luruNtvmf7Kt/dr5j1DxNHcL5bMzV83isVGMuSkevh8H7vNUO6+E9/4Z8ESf2ba2un69Y6g3+nab4ojjaOZtvyyRyMreW1dN4m8G+FZo5JvDmg6x4amZtzSaTqlrdWjN/1zmavnu61S1t2Zp4fNVv71bXwzv77Wdcj0/S9Htm09m3SXf9nxyeX/AHVZm2q277terl+MVWcaco6+R8tmuBnQhKpCfMv5Wr/icb4bsGs9Fhh/iWtC4+aHa1Edxb6Tp6tOyqv+1XP3XjyzuJGjiVtq/wAVcB8dGNSpKUomHr1qys1czbxM0k21vmXay12V1eQ38Lba4+RvserR/wB2T93UHs0ebl5T66/Zv8eNqOgw29xIzNH8vzV7xJLujr45+AsvlNdQo21lk3LX1ZpepefZru+8telTl7p+S5tQjRxUoxLWny7dYVf70bV0G75dtcTp9+sviC3+b+JlruF/dL81bRPCqx5ZDlqO4bbtp25ar3UvzVfMYcpca4+XbVPQWXzNStW+fy5t3/AWXdUcLNLJ8tTabb+VrV9/00jhb/0KqA2Nv+rVa8/+N1uv9m28235vLmhX/gS//Y16JGv7xW/u1538arpVh0uFm+WS42/+y/8As1BrQ/iRPH/hH8N7HS9at752l1CRl+Xz/wDli38Ve3TRfK1cX8M7iO3s23febbtrto281WU1nGPKd2KrVK87zked+NpPsum3jLtZlWk/ZfsWvPFt7eyKrSW+mxx7v9qRtv8A7TpnxWlXS7Fpm/iWui/YZ0ubVl8RahcqzKrW8e7b95laZv8A2auevV9lHmPfyLLp5jL2C6y/DqfRDeAdBiuo7yXR7bUNUt/9XczwrI0bf7O77tYeveFfEHjeRo5b5tDtd33l+aRl/wBla9SaL/R2ZVXc396uf1C4+yws0sjMv+zXy1aEq3xSP6TwMKeX040aEeWMTD0Hw/4d+HMPmaXp8lzffea+1BvOk/3l/u1wfi7456lq2rNZxNNthVmkbdtVVq14s8YQ28ckayfM392vK/EHiPTV0uS3SPa1x/rpNu1mWsowjH4T1ueUveOF+JHxm1jXpobHQvtPlszeZcyNtWvIdQuLxplk1HUGn8tdyxx/dr1LXrfR7/S2t7O6kgvv9Yu1f3bf71fPt9rnnXW7c235lr3MDCjKPNL4j5/H1K1OXLGXuly61zzZmbczK1Vby4Zl3QfK1c/cXH2eRl3NUf8AajLuVZGWvYlUPD5T6A/Ybv1uv2oPBsa7t3nTbtv/AFxav1h02OKPx7cvKu0tYf8AAvvV+T37C6rb/tMeBWSSJmaSRW+b5v8AUtX6g+M9JvdQ1JbuyvTaDyfL8xZGVtu6vj869rKMalKHNKL+E97LHCMpQnLl5kbPhjxLZf2XfXOn397qF6q7WttQuNrf8BX7tcdb6zt+F/i23uNQW2vGjZrfzLja27b/AA1kW/hnbJ890v8AtbV+9UetfC+38Wwww3GoSQQw/N+7VV3V8vgaOY1MRSq1qfLGN+bXud2b/VPqNejhJc1Sfw9PxMX4U6zJr3wn+IWn6jfNPcfZ1aH7TNub7rfd3f7tU/jhqlvceA/B+uTsyrGq/Mv3vmjX/wCJqxdfs62bL/o+tXKt/Eu1fmp3xs0m18P/AANazuF+0x6eq+Wzfe+VWr9Ny6Xs8VCR+WZZhcbh6EqWJj8Kte9763PzH+JmpTeKvHmqaoknntNeSXTN/sr/ABVYhbzbdtv92q/gvw/da5/b118zR2tizfL/ALTVHpMvm2at/s12U/eXN/MfTSM24l3Q7qz7i6228jfxVNJL+7rHvJVW3kq5SJiO0dZry8XbD5q/d3V6J4Z+Cdj8S9W1K4nvFVbONY/IX7zM38X+7XnOg6tqEULbWigt1+8396u0+F/xGtfDOuLdS3W1ZpNsy7vvLWFRRlT5Thxyryw1T2EuWRxtvpsfw78eW8d7Gv2eGSS3kZt21dy7d3/j1Yeg6s2m+OJFW+/iZWk2+Z5ny/d/2q+jPH3hTR9c8TNHexxNHqUf7uX+7Iv8X/j1fMfjjwrN4I1po0+Wa3k3blrzacpU5c0Tz8tzKni6ccPV+I+gNF8VaXq0cczWsS3W3zFnX5ljZf738S16l4d+0a8qzQbruT5d19Ou2Nf+ua14f4Rgj8R2KzWSwNG0cciySNtaFm/hbb96PduVv+2f92vZtB1TVLfTY7pmtrPTVj85v+WjMv8A7LX3OXYn28JSn9k+dz7A/U3H2W0j0z4Y+IF0O3b+2NWb7RrGuTWtj5bMrKsK7VZf7rKy19CeHfihay6TJ/wkOsNpl9at5cyz3W1W/wBpfm/2a+H9B8TWuvabZzSt8ulwzL5/y7ftV1J5km3/AHVWNf8AvqvQLG6k8eaf9hv7ODWoVZVkvLmPzPmX7v3dy7v/AEKuapLmoe0qfF0PWy/mhmEaNP8Ah8q5/W256x8XvjN4ZurGGx0uZtevJLiPzPIbzFjVZFZmZvu/drxf4gfFKbVppLfTGlsdN+b+La0n/fNcz42vJvCV1/ZrwrAu3dGyrtjkX/ZrzXVNemv5o7e3WSeaRtqrH8zNXxGIxlap+7+E/V6GHp0/e+Im8Qayq/8ALSuB1Txb9l+4zV7p4S/ZR8VeLL23/wCEtv08FWdxJ5cf2+ORp5G/2VVf/Qq9c8B/sX/Du3utWVv7S8S6pZ/Ksesr5MP+8qx7mkWsKGF5vi0NMRHExpe1p0pSR89/Bf4H6t8YrqzuNW1JdB0ebdJGsnyzXUa/eaP/AGf4d1fXng/w/wCAdNt9H0uzuIPDlxZxyXH2ZrWRlkaP+8zL8zK27/4qrHh/wrq3hGG+jTXtMitdHhZpv7Jumt/s8bfd2+Z+7Zf4f+ArWPH4tvte1zT7zRJIILVYZmVdZm3btq7Wk8za0f8Atfu938X3a96NL6vG1KaPHpzpS93G4afN/W2h+f8A46uLq4mWNZGWNf4Vri2VlbarV3XiiHbeSK33q4+6WvNPisN8Jc0vzom/vK3+1UPiCJmVZE+9G26sWaW8i+5Iy/8AAqbDqlwzNDdSeZ5n3ajmOqNKXNzRPcvgjebtYuGRv+ebV9ZaeyxW+5fustfGPwLutuqeXu+9Gq/9819faXdM1mqt/dr0KEvdPynPqfLjJDdNZrfxBbt/02WvTNzM1ecx27LdRyf3WVq9Ejl+auuJ8tWJJPlrPumbdViZv7tVVXdJ81Wc5Y03duZmqxu269b/ADbfOt2/8dZf/iqhsfvMtN1BvK1bSZP+mkkf/fS//Y0AdNG3y1478drj/kFqv3o7hW/8eWvWJG27fmrwX49X/lR7vm+X5qJfCbYOPNViWvA8UjbdvyrHIytXdLdL5zbaxfh/aq11rEe1dqzbl/4FWS2rta+IJrVmap5vdLqe9UMn40P9q0ePb/er6K+BPh+1+G/w30/S4FX7VJ++uJF/ikb5mr5z8eMt5DZx/wALSL/6FX05Nb3FrpMMiKvzL8yr/DXh5jL4Yn7TwBQjyVanoehQ6zDLCu5tzbfmry/4jeNFt1Zd23+6q1V1bXLqz0dZrVW875l+WvF/GGualb27XGo7ljb/AFe7+KvM5vdP1qMPeKPiDxG140myT5V+9urzXxJ4q+0XCqrbY1+9tajxR4ga1tY4VbbNN8zV57qFxuX5pPl+8zVkaylylrUNWutZaSHS/wDRlZW/eM33q8rurjd81dNfeKo7WORbVW/uq1cfJLtX+9XsYPmjGR4OOlzSiTXl0t5brInyyR/eWsma4201rpVb5flrNvrr+L5q65VDzj3z9ifxB9j/AGovh+zN8rX3l/8AfUbLX69ateblbZu3fd2rX4e/AXWW8M/Fzwfq27b9n1S3kb/d8xd1fttqX3WVv4f9quKsb0zn1ulWTa3zbf7tb1m37ld3zL/Cq1zKy/6Q3+dtbVjdbvlVt1ZGxtNtX7teV/tOfaLr4P6ta2rR/aJtsMbSfdVmr0iO4WJdvzMv/oNeM/tdeI/+Ef8AhL9ui+Zl1K1Xb/eVmruwbisTT9p8Nzlr8zoy5T5l/Z58EXXhXUvEGn63bxNDqVv5e5W3L8u7+9Xz3Y2rabqF9Yt/y7zSR/8AfLV9WWtxqkuqaXdRLsWRtrN/D96vnX4laNJ4V+KGvWcq/wCsk+0Lt/i3V9xmeEpYT2cKXwniYOrKtGTn8R52sq/vFb+9WHeXG2ORv7takbLub/arnda/dNJ833lr5eUj0YxJNNih16x2/wBqRWaq3zRtu+ar0fhrS4o9surW0St/y0VW3VwduzM3lwK1dloeh27Lun8qeb+GBm3M3/fXy1lCXN7vKVynrmn6vD4g8EhYL77XcaXtXzv4vl+Xd/3zWL8RtLh8YeH11yJd11Gvk3S/+zVysd5deHNQjjXQW0qO4/dtJ5jeXIv+1/DXTeF9Z8ppoZVVobhdrK396uSpHlkfE4rBywVb2lP1OF+H+ow2+nzafLfT2d9DcL5LK37vy2+9/wCPKteiz6h4h1PTZPC8W7T47httxfzyNtjj+bav3fl3bWryfXrdfCvilLqVWks/M2zLG23dG1dfpfjKZfllup7mGH5odv3ZPm+63zV04SvKn7v2T62rChj8LTqfaj+Z6dpNxHodjb6bZs1ta2/zL/e/2v8Aa/8AQa7jwf8AEjXvhfqmvNokMVzHbyRyXnmQrJtb5v727d/F81eY6fKuqXy+Rtiht/8ASJI2kVtsa/MzL/er0qPWfD9v4it9abTdQXwXrFvtmtLbarTTR/Mskiq33fmat8yrxlGMKcj3ODcLGhVrTxNPm5v+HPpKz8VeFde1S+1CXR9M1XT75reSOe7tY7iGOSRfmVlZflVm/u/981T1iw8O6N5eoeGoY7OG1h2tbWywySW8ny/6RCzRt5ka/Nu3fNtrwv4c+LdD8Kza94f8W6DfahHCy3lvBpt0y+XHu/d7WVl/56V6Bod/datp9vdQLbK0dw00NtabvLhhZvlj3Mvyqq/L8v3v4a0y/DRx/N/MLiTMY5DyfP7un3HSWt5r3g26s9S1bxRpvii1mbbDPc7YZl3fwsrboZN3+8rV0XiDxhpviu+s/wCzdQ/4RrUF/wCPi2vv3bTSfwyW/wDC3zbvutuX+H+7XktneN4Va80HVrqSfSZJPJhvmj3Laxt/q2kXbt8v5vm/3ax/H2iRq1vNpdutjded9lvNEuW8yykb/pn97y938LL8vzV7H9lQqRly/FE+Zpcc5hhK9OVSUZx+y+jXn2+d/kdVqmozT6frH9uafqS+ILpmkt5I4WWO4ZfvLt/vfd3Lt/i/3az/ABV8QbG1sYZNR8L2tizQ+cq6feKtpIzMu2a1Vfmjk+7uVf8Ax6uD034ya1odi0MWpX2r6XGzLJpt9cN9rsW27f8AR5G+63zfd+63/Ad1cX4ouLXxM1vD4Z231nb2clwskEe1m+60nmL/AMB+Zf4W3bW+avnKuBnRqcspH6m+LcJmuH9vGnyzi9r/APDdjl9e8Px6pbrqllIs9rN8ysteb6lZtC3zVa0Hxbq3g/csTfabPd+8tpPmWuwt/FHgvxbGq3lvLpV1/F/driPxWPtsPv70TzGRqw9UZlZWX+GvcG+C1jqy+Zp2uLLGy7tu2uA8ffC3WPCv75l+12Lf8t41b5f96o5Tuw+MpVJcvMXfg/qS2/iS3Xdt/eLX3dptjujVl+7tr83fC+qNpeqRzK23ay1+gXwv8aW/iDw/at5m6RVXdursoS93lPhOKaEqdWNaJ2jWe2Fv71dEsu2NWb71Z9wvm7WX+7ToWZrOH/aWu2J+fSlzFqOXzaczbfu023i2Luam3DLtatTMm0ltzTNVfxVL9n0+3uP+fe6jk/8AHtv/ALNU2l/LC396q/i63+1eGb6P/pju/wC+fmoKjE3ml+Va8J+Nlv8AbIWVV+98tewWd+11pdvIfvMvzV5L8XGVrP8A2t1TL4Tpwfu1omt4T8QWuk2d9qE8ixQ/YY7j/e+WuNk1T+0tasdQi8zbN8rKy7Wrn28Rx2HhXQZp/mhaFrdv7rNG3y7qr+EdXuNU1a6umm32cKqsm5d3zM3y7f8Ax6uX2nvcp70cD7lSsd5cK2qa1pNqv/LS8jX/AMer7uvPD8MWkwrL5a/L95a+FfD6r/wsjQYWkVdzbvm/vLX21DftLpO12aVtvy/NXj46XNVifr3BFL2eAqVI/aZyt54ft9NtbiSZlltV+Zd1fHvxK8RzeKPE1wzxtFptq33furX0h8bvFs2jeG5FikaLd8qtXyP4k1KZvCrSO26Sb5d275ttcZ+ifZ5jzvWNcZriaTdukZv++a5PULxpZGVpPlp2pf6L5m9vmrm7q4aVt26tI0+aRwVK/KO1K6j8ny4lrFmuPlqa4l2rWPeXir8q/er0o/u48p5FSp7SXMNurxVquqtcKzNVVlZm3NWlp6/Ky09SDU0Pda3UM0fyNGysrLX7kXF41/p9rcJt23Fusn3fvblVq/D/AE+Kv2Q+DevN4j+DvgnUmk+abSbfd/vKu1v/AEGoqx93mNaZtSW7RSM38O7+KrVn5m37tV7jcrMvmblqa3uvvNu/2fvVynSbCt/tba+df24Lpbf4Oxx/89tShVVX/ZVq+grdlZW2blX/AGq+Xf8AgoJffYPhjoPzN+81RflX/rm1dNH+LEwqfCcn4Xs9Y8TeFZLi3uFi+zrHIrf71eP/ALUFrJZ+NNFvmbc1xZ+W0n95l/8A2q9g+C9hrWs6LY26TLFa3lirLubbub5vvV5P+0hoMlhpekzS3H2lo7hlb5t22v0bMpe2w6kfO4WPLUkfP9u/y7qzdYi82tSz/wCWi/3W21n6p92vj/snrxOP09Vt5m+Zq9M8Mtb29isjW86s33fLX5q4XR7eFrqbzPvbq9A0W1urBlaBmn/2fMqaUQkFxf30Udwun+fLuX/V3czMy/8AAW+9WXo95JLM29Wikk/eba66+0vUNcXbcQ3Ns38MkDLt/wCBLXJ3lndaNdRtcXEdz/DujaoxUJcvMeZjKftKZH4qsv7UtWV4/wB5t+9XA6LrK2u6GfzNrfK21ttekaxqW2z+Vfmb+KvHdYTyNQk2t95t1ebzcsuYzyx+7KMj1y1Zriz2+dB5Ma/dXdu2/wDs1eieB7VdWtbrS57i+vr6zh8vT4NPk/eR7v4mbdt214N4T8RLbx7bht237rMu7/gNel6Lr0cWoWt4n9pQeXt8zbIsm7b/AArJuVlWumrH20YulE+oyvFRwtSXt58p6J4Da+0vxh/YdxpLfaI7OSzvJ7aZmaRpPlWbd91lVttetfDm6az1rUNsjafpMm24a2uY/lhaRtrKv8K/Nu27a8X1r4iR3+oWslnpsViqxtb+Zc3G6SRW+bbJt/3fl3bq6qx8bx+FfDtrYtIsraxdbttyy+Wyx7V27v4V3M33f4q1w1Srl0vaHVmVPDcTNUOm3Me+XWjR+JtNm0122zeTIvlsvy3EK/N/31H95a898WWepabo7SS2stzb/Z2bd83ytH823d/31t/3Vo+JHxB0vS7PwzcaNeeRcSW/2eS0abc0Nwvys27/AJ5yLWT8avEFnF4R0W+8K+Irqfw3qirDcRs3zLJt+Vt38SttZWX/AHa+3/tilWXu+7zH4zLhPF4Kfs5yUowkeV+JrjSdcWa6s9audQ1iTb9qjgs2httv91Wb5mkX/arL8J6zdfD66t4UW6VryRmmu5YWWOaPy/mj+b/e+Zqp+JtUXxHprSWV02mXkMfnM0bbY2Vdvysq/d/h21z+ueMPEktrNZ6zNJfRxqu25k+b93JH8rf+g18biaspVuWZ+rYPC08PQjXhGNrGbq3+sm/3mrk7j/XUUV5Z83HY9X+Gv3Vr1/XP+RZk/wCudFFbHy1T+PE+M4/+Qpcf73/s1fYX7PP/ACB1/wCA0UVpR+Ivij/don0xa/6hf92pLf8A49bf/door0In5H0NBf8AU1n3FFFaiRa0/wD1Zp2tf8gHUP8Ar3b/ANBoooKiUdB/5AVr/u15f8WP+PFqKKmXwnVg/wCNE8pvP+SZab/29f8Aoyrnw5/5Jvef9f0P/s1FFcUfiPrKn+7T9Ttrf/koXh3/AHmr7c0X/jzhoorysZ/FR+r8Ff8AIr+Z4b+0h/yB1/3mr5p8Rf8AIs6b/wACoorgPu/sHhviT/j4b/ern5vu0UV6dI8Cv8Rm31c3J/x8Giit5HGh9XdP6UUURGdFY1+tn7MP/JufgP8A69W/9GNRRSq/Aa0jvJv+Pq4/3abD/qZqKK4zp6F61+9df7q18p/8FF/+RH8L/wDYQb/0XRRXTS+OJhL4Sb4A/wDIu+D/APr1/wDjleM/tOf8gu6/6+v/AGaiiv0LE/7r8keBS/iHzbb/AOuk/wB6qepfdaiivlD1InN2/wDx+Tf71eheFf8AXR0UUqIS2PQpv9TXk/iL/j8oorXE/wAM46n8NjdQ/wCPdf8ArnXl2u/8fX/AaKK8GRyZfuR6f/qp/wDgNep6H/x62/8AurRRXp4DdmuO2N6H7s3/AFzb/wBBrpvH3/Il+Hf+udx/6MWiijHfEe/w/svmZvir/keLr/gNa9x/yQ/Rf+wo3/oxqKKul9k46/xVThIv+QPq3/Xuv/oS1Vm/1k3/AF4x/wDoNFFRif4x2Yf/AHE//9k=" /> Figures 1 : série d’images illustrant la « marche verte » des enseignants-chercheurs et chercheurs à l’Université Félix Houphouët-Boigny à Abidjan Source : http://www.koaci.com/m/cote-divoire-codec   Nous avons utilisé un guide d’entretien semi-structuré explorant les logiques sociocognitives relatives à l’humour : -opinions, croyances et stéréotypes associés à l’humour par les enquêté.es ; -effet performatif de l’humour comme stratégie de résilience communautaire lors des mouvements contestataires dans le contexte ivoirien dans une approche comparée ; -enjeux liés à l’usage de l’humour dans lors des revendications collectives dans l’espace public en Côte d’Ivoire. Ces items sont de nature à organiser les représentations sociales de l’humour comme instrument de revendication chez les enquêtés. Nous avons mobilisé également un questionnaire d’évocations hiérarchisées à partir de photos inductrices (images présentant des slogans humoristiques d’enseignants-chercheurs lors des « marches vertes » de leur syndicat CNEC à l’Université FHB d’Abidjan). Le questionnaire d'évocations hiérarchisées est un outil d'association libre dont l'énoncé permet à l'enquêté de s'exprimer librement suite à une phrase inductrice : pouvez-vous nous dire ce qui vous vient immédiatement à l’esprit lorsque vous entendez le groupe de mots « Humour et revendication ? Il est demandé ensuite à l’enquêté de faire un classement (hiérarchisation) des évocations produites. Ces deux tâches permettent d’obtenir le contenu et l’organisation des éléments liés aux représentations sociales de l’objet étudié selon le modèle structural des représentations sociales (Vergès, 1992 ; Yao, 2014b, 2015).   2. Echantillon Nous avons procédé au recrutement des enseignant.es-chercheur.es et chercheur.es au sein des Universités FHB de Cocody-Abidjan et Jean Lorougnon Guédé de Daloa. Les caractéristiques qui ont guidé la sélection des participants sont celles de la participation ou non aux « marches vertes » et la validation ou non de l’humour comme stratégie opérante de revendication dans le contexte sociopolitique ivoirien. La technique du choix raisonné (Guéguen, 2005) a été retenue. L’étude s’est faite ainsi avec N = 64 participants dichotomisés en deux groupes dont 34 sujets validant l’humour comme instrument résilient de lutte et 30 sujets se positionnant contre ce postulat. L’approche comparative retenue comme le souligne Moscovici (1986, p. 76) est nécessaire car « l’analyse des représentations doit être comparative par définition : elle implique la comparaison entre groupes, la comparaison entre les cultures, et la comparaison entre mentalités et idéologies ». Deux focus-group et sept entretiens individuels ont été conduits également avec certains participants sélectionnés en raison de leur statut d’idiosyncrasie notamment les responsables syndicaux des enseignants-chercheurs et chercheurs.   <h3>B. Traitement des données</h3> Les données obtenues sont traitées d’une part selon une analyse de contenu de type lexico-sémantique (Dany, 2016) à partir des productions langagières issues du guide d’entretien semi-structuré. L’analyse prototypique conduite d’autre part sur les données du questionnaire d’évocations hiérarchisées a permis d’extraire le contenu et l’organisation des items représentationnels associés par les participants à l’objet « humour ». Ces différentes opérations sont effectuées grâce aux logiciels Evoc version 2005. L’analyse des similitude (ADS) sollicitée in fine, a été systématisée par Flament et Rouquette (2003) et s’appuie sur la théorie des graphes en soulignant les relations fortes entre les éléments de la représentation. Ces relations peuvent être de proximité, de ressemblance, de similitude, voire d'antagonisme » (Moliner & al., 2002, p. 146). Les logiques sociocognitives qui organisent la représentation de l’objet sous étude (Abric, 2003) sont ainsi identifiées via les « communautés lexicales » qui renforcent les relations de voisinage entre les formes. L’outil statistique retenu ici pour le traitement des données est le logiciel Iramuteq qui s'appuie sur le logiciel de statistique R et sur le langage python. Nous avons opté pour la lemmatisation sans désambiguïsation grâce aux dictionnaires incorporés d’Iramuteq de sorte que les verbes sont ramenés à l’infinitif, les noms au singulier et les adjectifs au masculin singulier. Nous avons enfin différencié les formes dites « pleines » (ou formes actives) qui seules participent aux analyses, des mots outils ou « formes supplémentaires » (Loubère & Ratinaud, 2014).   <h2>III. Résultats de l’étude</h2> <h3>A. Identification du contenu et de l’organisation des représentations sociales associées à l’humour chez les participants</h3> Le modèle structural des représentations sociales requiert au-delà de l’identification du contenu de la représentation de l’objet, celle de l’organisation des items recueillis. Ainsi, le quadrant en haut et à gauche (case grisée) comprend les mots à la fois très fréquents et cités dans les premiers rangs (présumés centraux dans la représentation). Ils constituent les items qui donnent sens à la représentation de l’objet étudié.   Tableau 1 : répartition des évocations en fonction du rang et de la fréquence pour l’ensemble des enseignants-chercheurs <img alt="" 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" />   L’ensemble des enseignants-chercheurs et chercheurs investigué.es associent à l’humour, des évocations qui renvoient au champ lexical du ludique « comédie-10… 3,000--distraction-222,818—divertissement-16… 2,813 ». De manière consensuelle, leurs représentations sociales présentent l’humour comme un moyen de se recréer même si dans la zone des éléments contrastés (quadrant inférieur gauche), s’observe d’autres items de revendication « autre-manière-passer-message… 4… 3,000—parodie… 6… 2,500—satire… 6… 3,000 ». Qu’en est-il de la construction de l’humour comme stratégie résiliente au niveau communautaire chez les deux groupes de repondant.es ?   <h3>B. Analyse comparée de l’humour comme stratégie résiliente de revendication lors des mouvements contestataires dans le contexte ivoirien</h3> Les enseignants-chercheurs et chercheurs sont discriminé.es selon que le groupe valide ou pas l’humour comme instrument de revendication résilient au niveau communautaire. Les prises de positions face à cet item nous permettent d’obtenir les deux tableaux suivants.   Tableau 2 : répartition des évocations en fonction du rang et de la fréquence pour les enseignants-chercheurs qui valident l’humour comme instrument résilient de lutte <img alt="" 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" />   Les enseignants-chercheurs et chercheurs qui valident l’humour comme instrument résilient de lutte présentent une représentation sociale intégrant des évocations de dimension ambivalente. Ces participant.es construisent l’humour aussi bien comme un medium ludique « distraction-12… 3,000 –joie-8… 3,500 » qu’un instrument de mouvement contestataire « parodie-6… 3,500 ».   Tableau 3 : répartition des évocations en fonction du rang et de la fréquence pour les enseignants-chercheurs qui réfutent l’humour comme instrument résilient de lutte <img alt="" 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oLhfEGieHvB+u2kkMzqkcymy8NTFoSzL+8AKDOSwHNen/wDDG3xF/wCjsfj/AP8Ago8Ef/M9XyTH+xV8VtI/4Nzz8CLD4X+NZPipHoFloE2hah4p069aa5jmt2muYLmbUXt4rL925jiEsZRRhYE4WvQPgp8H/wBpy6/4KnX/AI08Zah40074XS6hd3FhZwXMFzo0ukTaUgttPu4hrwjt7q3vCxaS20aV3eHm9eKY7ADE8aftSeDfh18X9c8Da5+2p+1RpmveGNbsPD2sPP8AC3Rxp2lXt86R2ST3/wDwiP2SJJy6eXK8wjdWDKxXmvpH/hjb4i/9HY/H/wD8FHgj/wCZ6vjL45fsh/HvxD+3h8cfiHpPwl1XxF4HvvGnhDxLa+F9U1bQ4tP+JFro9pHaOiyC98+1uYLgR39sLgRwSC2KTruZEXnP2lPhZ+238VPiz8e9W0fwJ8aNG0Xxr4O1nRfCNjovxJstPbTNXTUdPfRdRDjxCsMAFtBN5otLW1IDyRTLfl3uJQD7w/4Y2+Iv/R2Px/8A/BR4I/8Amerzv9qXRLv9i74QXfj34kftjftG6F4R0+aKC81GDwh4V1JLIyNtR5ltfDErxx7sKZHUICygsCwz8ifHlfjf+zPu0DVrf9oSTw3458feHNQ0DSbvx7q+p6jq1t/wiksutae19oU2pa3ZRwajC00n2SF4PMVVj3W0jMv0R8H/AApJ8R/+CPfgrwlYw/EL9py6bV7HR/GUmpyz2uqarPY6yn9trcR+JLm1njVJLS6g8mRlYHYqxqmdgB0nx6vIP2Z7jwJD4v8A21P2grW4+J2qx6L4Wt9P8K+E9Wn1q6dN6rFHaeGZW2bcEyECMAjLDIz6n/wxt8Rf+jsfj/8A+CjwR/8AM9XwVc/8Ezvj58ONe/ZxTU/C+ofFVvgJ8UorPwvq9le6VFLofgOxS9SGW5N3eQSSXt19ssleKAMph0SHdskA8654P/YR/au8e/DvxnYeLPG/xk+HGs2/w91ZNW8S3fxVmk0/xH4vXUVuNP1DSo7bUXbTtOW3jmSWMpZL5dxGhgYoWjAPun/hjb4i/wDR2Px//wDBR4I/+Z6j/hjb4i/9HY/H/wD8FHgj/wCZ6vif4/8A7Nf7U3xm+Bfw48X/AA/1T4p6Fb/EiLUNd8VeG9K8aXuoat4PnuLGzj0g2bXXiDS1ZIEjupJoTetAbm8LPa3KJH5Gz4D/AGcv2ofDP7V954xn0/4+3unWXxs0+8iiuviTavpGpeEp9HuLfU5E0ttYkt0g/tNEuVtnQSQxz2626DbNEgB9f/8ADG3xF/6Ox+P/AP4KPBH/AMz1H/DG3xF/6Ox+P/8A4KPBH/zPVz/xb+EHxp8aftO6rN4B1nV/BHgq8RYNdufEXiEalpesO1nGnm6dpcC/bbcKmIt8GqaTsuUe4NvdctcSfsefsafEH9lLWfEmr678RB8SGvdMMNjpzX/iwhZ1beuW1rxHq8Kbsbd0cMbjPLkZUgHGfs4CT9rF9bj8E/tiftLXN14dFs+oWeq+B/DOh3cEdyjSW0wgvvC8MrwTIjmOZVMb7G2sdpxyf7Enxz8J/wDBRm78WwfBr9uj4/8AjGXwK9tHri/8If4X0/7C1yZxCP8ASvC8W/d9mm+5uxs5xkZg+FnxU8T/ALHvx08W+O/FHwy+IPh2D9oHxFoPhfwz4G1XXdP8ReJrvxC0d7Le3rXqXtyINFihMQSEXLLbJbXciWlur4m9M/4Jt/AXxz8KfHfjXVL3RfiN8Ofhnf6TpGneH/APjTxp/wAJZfaPe2wuPtlzBcC9vkgs3SS1iihS4620jGGEFAwB23/DG3xF/wCjsfj/AP8Ago8Ef/M9R/wxt8Rf+jsfj/8A+CjwR/8AM9X0BRQBn+E9GuPDnhXTdPvNW1DXruwtIrefU79IEutRdECtPKsEcUIkcgswijjQFjtRVwo0KKKAOZ+Kn/IvQ/8AXwv/AKC1fNX7af7XOj/sN/ADU/iV4j8P+Kdf8N6FNCuq/wBgw201xp0EjhPtTxzTRboldkDeWXcbwdhUMV9q/a0+PHgf9nn4c2WteP8Axl4U8D6Pc6kllDf+INXt9MtpbhopXWFZJnVTIVjkYKDkhGOMA18V/taf8FBPgj8S/hZa6P4W+Nv7MOvXEuu6Xd39p4h+KNhp9m9nbXkV1Ku6NLoyM/kLHsaMKRIxLfLtYKWx6N8e/wDgov4B+BHjb4O+HPK1jxdrPx0vRbeFrfQDayefD5aSm8kaeeFVtwkiHcCzHcAqseK9p8YeDtI+IXhbUND1/StO1zRNWge1vtP1C2S5tb2Fxho5YnBV0YHBVgQRX5A6F4F+G3wi1f4Sw+G/2p/2ZvE+l/DH4hNrGn3Gu/FiztLzQ/C9st9DpmkWwWCdZ5Yo9SuJHllZctHHH8ybWj5Dwr+y/wDs/XXwn8ZaN4++P37I1t/xbq58OJq2g+OrPVL7xnrgvvt1v4l1OCSJG+2RGIKEBu5HW7uUEu1trg7n7SfDr4a+HPg/4MsvDnhLQNF8L+HtNDLZ6XpFjFZWVoGdnYRwxKqJl2ZjgDJYnqa26/Fn49/DP4O/tD/C7wRq1t8fP2WdF17xBDqWq+P/AAzb/EHQNEtW1PUIbZY7m1uJNP1NYrqxih+zx3CWsdxh5JEnhZ5BJr/Dnwj8JPh5+1J/wsmz+MX7Ftpqtt8Zk8cW+pw/Fi0GqS6DNo8+nX1q7rZoBcSytFeOiny5pHkV3XYsjgXP2PryX4hftb2fww+PfhTwRq/g3xtDZeM9WGgaZ4oWGzOjS6ibG4vha7ftP2wnyLaX96tsYQw2mQEMF+ZPjD+0d8D/ABr+0Zo/jY/tQ/s8+NvDljd2sp8H+J/iHbwWOnNHIhFza/Zrz7G8sDL9pi+2WFzOZ1AS7tk8sw4P7Sf7Y/wi8d/tF6F45f43fsr6XoXw11GPXbLxPofxCt5/GepabDZs1xoDWsaYeC4uWkZtly6soiX7K0oEgAPp3xn+3daeEf2wNL+D0Pwu+Muv3OoJA1x4s0jw2Lrwto5mV2Vbu9EoMLAJkgx/xp1zXu1flp4e/au+E37ZvxY+FHxf8b+MP2Q/hFrOi3+neK01az+Jlhc+ObO3SydG0C7byYQYnknm8xvtG0Rnyjbb8yj7Y/4ef/s0/wDRw/wM/wDC80r/AOP0Ae50V4Z/w8//AGaf+jh/gZ/4Xmlf/H6P+Hn/AOzT/wBHD/Az/wALzSv/AI/QM9zorwz/AIef/s0/9HD/AAM/8LzSv/j9H/Dz/wDZp/6OH+Bn/heaV/8AH6APc6K8M/4ef/s0/wDRw/wM/wDC80r/AOP0f8PP/wBmn/o4f4Gf+F5pX/x+gD3OivDP+Hn/AOzT/wBHD/Az/wALzSv/AI/R/wAPP/2af+jh/gZ/4Xmlf/H6APXPHngDQvin4QvvD/ifRNI8R6DqkflXum6pZx3lndpkHbJFICjjIBwwPQVS+Ffwd8I/Arwinh/wR4W8OeDtBikeZNN0PTIdPtEdzl3EUKqgZjyTjJrzD/h5/wDs0/8ARw/wM/8AC80r/wCP0f8ADz/9mn/o4f4Gf+F5pX/x+gR33/BPf/krn7Uv/ZVbT/1C/C1fTNfn1+wx/wAFLf2cvCPxQ/aRuNV+P/wT0yDXPiVa3+myXfjnTIU1C3HhHw3bmaEtOBJGJoJ4iy5G+GRc5RgPoX/h7F+yz/0ct8AP/Dh6R/8AJFBB9AVxvxn/AGdvh/8AtH6LZab8Q/Avg7x5p2m3QvbO18RaLbapDa3AUqJo0nR1SQKzDcADhiM815j/AMPYv2Wf+jlvgB/4cPSP/kij/h7F+yz/ANHLfAD/AMOHpH/yRQB9AUV8/wD/AA9i/ZZ/6OW+AH/hw9I/+SKP+HsX7LP/AEct8AP/AA4ekf8AyRQB9AUV8/8A/D2L9ln/AKOW+AH/AIcPSP8A5Io/4exfss/9HLfAD/w4ekf/ACRQB9AUV8//APD2L9ln/o5b4Af+HD0j/wCSKP8Ah7F+yz/0ct8AP/Dh6R/8kUAfQFFfP/8Aw9i/ZZ/6OW+AH/hw9I/+SKP+HsX7LP8A0ct8AP8Aw4ekf/JFAH0BRXz/AP8AD2L9ln/o5b4Af+HD0j/5Io/4exfss/8ARy3wA/8ADh6R/wDJFAH0BRXz/wD8PYv2Wf8Ao5b4Af8Ahw9I/wDkij/h7F+yz/0ct8AP/Dh6R/8AJFAHqXxn+APgT9o/wnHoPxD8FeEvHmhQ3K3seneItHt9UtI51VlWURTo6BwruA2MgOwzya2vBXgnRvhr4R07QPDukaZoGg6PbpaWGm6bapa2ljCgwkUUUYCIigABVAAHQV4n/wAPYv2Wf+jlvgB/4cPSP/kij/h7F+yz/wBHLfAD/wAOHpH/AMkUAfQFYPxJ+Fvhn4y+EptA8X+HNC8V6FcSRTS6brGnxX1pK8UiyxM0UqshZJER1JGVZVIwQDXjv/D2L9ln/o5b4Af+HD0j/wCSKP8Ah7F+yz/0ct8AP/Dh6R/8kUAfQFFfP/8Aw9i/ZZ/6OW+AH/hw9I/+SKP+HsX7LP8A0ct8AP8Aw4ekf/JFAH0BRXz/AP8AD2L9ln/o5b4Af+HD0j/5Io/4exfss/8ARy3wA/8ADh6R/wDJFAH0BRXz/wD8PYv2Wf8Ao5b4Af8Ahw9I/wDkij/h7F+yz/0ct8AP/Dh6R/8AJFAH0BRXz/8A8PYv2Wf+jlvgB/4cPSP/AJIo/wCHsX7LP/Ry3wA/8OHpH/yRQB9AUVn+E/Fml+PfCum67oWpafrWia1aRX+n6hYXCXNrf28qB4popUJSSN0ZWVlJDAggkGtCgDmfip/yL0P/AF8L/wCgtXxh/wAFM/2oviF+x/8ACTQPGvgTRtF8T29jrG7xHot1YzTXt9pMNtPe3hspUuI1iuEtrS4ZfMSVWbaNoxz9n/FT/kXof+vhf/QWrwf4w/BD/hb+v+Db5vFHiLQE8H6udW+yadFYSW+sZhkt3t7oXNtM3kvDNPGfJaJ8SsQ4YKyhS2PmT4m/8FRLyf8Abu+D/gfwRdeD5PhH4t8PX/iTxF4z1CB7iERwadFqaW9s63MQhcWM1vcPJLHIojvbdgD8wrY+Jv8AwWd+FvhzwnoOp+FbfxV4um1TxJ4f0e605vCuuafqFrZatIwh1KO1ksDcXERjjlaLy49s7qI0feyimQf8EUPhNpdl4G0rTNU8ZaT4S8Cafrul2/hu3lsG0/UoNaEiakt08lo1y/mwyLANkyeXFDEI9hBJuaZ/wSD8IWPhlop/iJ8UtR8TQSeHTpvim6n0k6ppEWhStLpsEKLYLZskbySljNbyPJ5h3s2F2g9T6yilE0SuN2GAYblKnn1B5H406o7aJoLaNGkeZkUKZHADSEDqcADJ9gB7VJQMK8M8f/8AKS34S/8AZMvG3/p18I17nXhnj/8A5SW/CX/smXjb/wBOvhGgRyf/AAVH/av8dfshfD/4d6z4Jn8OR/8ACU+ONO8J6kNT8Kah4jmihvC4E9ta2NzBPLLH5ZIhQO0u4Ku09X6T/wAFOfhn8JJ9E8JfF34h6LoHxDvdH/t547nwvq3hu3vLBkuZ0ukt75GeELb20hmjeV2gkR43YNgHu/2wP2ObH9sTS/B1tfeM/Gfg5vA/iK28VadP4d/s7zG1C2JNvJJ9stLlWEbFiFChWz8wYYAxPjV/wTy8KftBfFfxr4m8UeIPF97ZePvBJ8Bap4fSWzi03+zt8kqtGy2wulmWWaVw/nkZfBUqFUAHR/si/tEf8NG+FfE2oSX1jLd6N4ju9NfTo9D1PRrvRYQEltoLyDUY4rj7S1tLDMzGGJD54CB1USyYv/BT/wD5RpftD/8AZMvEn/pqua1v2M/2MvDH7EHw0vPC/heb7VaX1+b+Sd9C0XSJGbyo4grJpVjZwyYEed8kbSksQXKhVXJ/4Kf/APKNL9of/smXiT/01XNAz2rV47ubSbpLCa3tr5oXW2muIDPFFIQdrPGroXUHBKh1JAI3DrXwP/wTg/4KQfGD9qrxv4Lk8S3Pwm1jwzquga5q3i9PDuj3emXPgFrS/Npp5up59QuY3F6Irl0jMcT7YJWBZY2Y/fGr2UmpaTdW8N3cafNcQvHHdW6xmW2YggSIJFdCyk5G9WXIGVI4r5E+G/8AwRg8F/CTwxoFl4e+Jnxg0jUvD+naroSa5ZX+mWup3mlajK88unzyRWKq8MdzLPcQvsE0Ms7skqjAAI72/wD+CqPwT0vR7W8uNe8VRfbPEb+EIrVvAuvfbjq4tUvFsTa/YvPWaS3kSSJWQecM+XvKkCHxN/wVj+A3hTwLofiSfxdq93o/iHTBrFtLpvhLWdSeC0N0bNZrmK3tJJLQNchoV+0LGWkR1UFlYDzz4Rf8ERvAnwPk0FPD3xE+Jdhp/h3xtafEC2023tfDtpZNqtvYmwDmKDSowqSWxZXRNoJZnGJDvrxD9oH/AIJnfE34U/FTwvpnw20LUfiT4L8NaHs0hvES2tzayX82sXGpSwarHbaxonm2UUwtHjR7fUhhpj5W9QsgGp+nGm6gmradb3USzLHcxrKizQvDIAwBAZHAdG55VgCDwQDU9VdE+2/2Laf2l9l/tHyE+1fZt3k+btG/Zu+bbuzjPOMZq1QMKKKKAOK/4J7/APJXP2pf+yq2n/qF+FqwPjp+3j4x/Zu/4KX+BPh94ktPDUvwX+IdpaaRb6xFYzQaloPiK+a7GnQXE5uHimgujp11CgWCNlmmtwWIyTv/APBPf/krn7Uv/ZVbT/1C/C1af7UP/BN3wj+2NfeOYPH3iPxhq/hXx9oen6Je+GUawg0+z+w3Zu7W7t5ktRex3KSvP8xuWTFw/wAnyxlAzPBf2a/+Cysvjv4+/Hyf4g/2P4Z+EvgPXNB0HwHHpfh6/wBW8Q+MDq0JlsrqJbSW4e5S6RPOhhgtBJ5MyO5Gx69Y+FP/AAVk8B/Hf9sHwd8MfBljruv6R4y8I6j4kg8RxaNqkcdlc2WoLZSWFzC9mBasrLcCR7mWIxSRxRMm+4izieKP+CMPgrxL8WvF3jZfiJ8T9L17xJ4j0XxVpz2K6HHD4Sv9Iie2099PiOmlAkVnJLabLgTq8Ujbw0mJB1vwI/4Jd+Dv2bviX4J8WeFfFnj201fwnp+sadqLTT2E6eL11S/Go3j6gGtCVdr0CYGzNsFPyAeX+7oA+lqKKKACiiigAooooA+f/wDgk7/yiy/Zp/7JV4X/APTRa186/szf8FRPiFq3xX+OM/xT1rwra/D/AOBPijXtI1ttB+EPigl9N0+OJlv11WO5u7Mzh5k8yyWMyiJJJsqi19Ff8Enf+UWX7NP/AGSrwv8A+mi1rnvBf/BLXRPBnwZ+PPgcfE/4pajpX7Qt/f6pr811/Yv2nTbm/jMN69k0enIqefDsjImWUIIlMYjYuzAGTf8A/BXT4TfErUvh9/wrX4leE9V0bxF4htrPWNXl0PV7+ys7Oa4uLKFPPt4Rb2k13fwi2t5b2aGJyszRi4aPym+i/g38ePA/7RXhE+IPh94z8KeOtBW4e0OpeHtXt9TtBMgUtH5sDsm8BlJXORuHrXzX4g/4IqfCrxd8Y/APjzWL/V9e8TeBtI0rQ5brWtB8Oav/AG/a6dKZLcTi70uX7NJhmRpdO+ySMpHzBkRl+l/g/wDA3wT+zz4OHh3wB4P8LeB/D6zPcjTPD+kwaZZiV8b5PKhRU3NgZOMnAzQB1NFFFABXz/8A8E0/+TdfEf8A2VX4j/8Aqb67X0BXz/8A8E0/+TdfEf8A2VX4j/8Aqb67QB8vfHf/AIKV/H7wT+3P8TPhf4Su/gxrlx4R8S+EdN8NeErjw1fr4g8YWusfvr0RXI1QRxtYWcc9xJP9laMRxM7rGq4P1b8Vv+Ckvwe+CPi/xfofibxFrNhqHgbQLrxRq2zwrq9zAum2rwJd3EE8Vq8V0LZrmETrbvI0GW8wIEfb5v8AFj/gjf4I+M3xh+JHjjWPiB8Uk134iX+kaxHLZ3GlWzeFNR0nK6dfaXKtgJoZ4IpJ4QZJJVkiuplkWTcCOQ8U/wDBBDwH4w+Jfj7xhefFj4xnxJ8T9A1nwx4m1FU8Ofa9V07VUhS6gknOkGVlCwRiEFz9mUeXD5ceEAB67of/AAVl+BHiXwjqWs2PinX7iLTNS0/SWsV8Ga5/at7c6hC1xZLaWBs/td4s8CPNG9vFIjRI8gbYpYaw/wCCl3wbH7JifHKTxFrlv8LXultP7auPCesQ7GacW4drd7UXCw+aQnnNGIger18sftv/APBKjxh4W8FadqHwm1n4g+OtX1PVvDEXiK3uZ9NjvYrTQtPuobO8sjb3OhypdNM0CytFqlriOSYopx5Teu/C/wDYW1/49/8ABMnS/gx8TQfhPGs0SRWngW2tbS5tLG1vFns0mW7m1aIXLGKOScrc3O6QsfPfcxIB1/g3/grn8APG/is6LB4y1bS9QiXU/tA13wlrOiRWMmm27XV/b3Et5aRRwXMFsvnvbysswhaOTZskRmpaT/wWQ/Z81mTToovFHiyO71XU9L0i1s7n4f8AiK3vHn1MMdOJgksVlWG52v5U7KIpCjBXJUgctrf/AARQ8A+NJNR/4SXx98UfE1vrHibXPE2oW99Jo6RXkms6a+mahbN5GnxkQSWrlRtKyowDJIp5rn/ir/wSi0zwl8B/FfhnSrr4p/FLxl8TU0Hw+vjDU9Q0W2vfBMGj75NJvR5cVpGIbGYtLmC3nupZJAG3r80YB7NJ/wAFSfglBrWnafN4l162utR1H+yytx4P1qEabN/aTaUjXzPaBbGGS/SW2jnujFDLLDMqOxik2r+z1/wVG+Cf7UvxH0/wl4M8S65da/qsepPZ2+peENZ0ZbltNmSG/hSW9tIYzPbySxiWHd5qb1JUAg1yPxZ/4I1/B/4sfG/wB4/mt57HXfh/o1joFuJNG0TWYdRsrO4a5gSUapYXbRSiR5s3Fo0E7ec26QlYyj/2ev8Agkx4a/Z08b+BPEFj8S/inruoeAda8Ta3bf2q2jFNQfxA0EuoQ3Ag06L9158Jmj8ry3R5pF3mPZGgB9W0UUUAFFFFAHM/FT/kXof+vhf/AEFq4Gu++Kn/ACL0P/Xwv/oLVwNBSCiiigoKKKKACvDPH/8Aykt+Ev8A2TLxt/6dfCNe514Z4/8A+Ulvwl/7Jl42/wDTr4RoEd38ffj7o37O/g201XVrfUtQuNW1K30TSNM06NHu9Y1C4bZb2kRkZIkeRuA80kcS8l3RQSPCdB/4K1eG9b1Wy05vhl8VbLVr+58TaeljOujGRb7QIzJfWjMmotH5hxiNg5iY9ZFHNe9fHn9nzwl+0x4DXw54y0ybUdNhv7TVbZra/uNPvLC8tZlnt7m3uraSOe3mjkRSJIpFbqM4Yg/L37M//BKbTX+FWqaF8X/Dml21xaeNfEHiLw2/g7x5raTafZ6s2ZreS8iSxuHJRjFIGLrKFDNyxAANvw5/wWq+Dfif4ofDLwnA2sxap8UNP0O/s0ubjTYZdLbWbZbiwgntmuxdSOyPGGe0huIY2lUPIoyR6P8A8FP/APlGl+0P/wBky8Sf+mq5qX4Xf8E7/hT8E9f8Pan4S0rxP4fuvDOnWekWosvGWtRw3dpZ+YLSG8iF35d8kKyukYull2R7Y1wiqoi/4Kf/APKNL9of/smXiT/01XNAHudfFWo/8Fu/CWlabf3U/wAH/jcqWFp4lvCFtdEczDw7OkOsKmNTIJt94fJIWUZWJpJP3dfatfN+l/8ABJf4FaQx2eHPFM6tDrluyXfjvX7qNo9aQJqqlZb1lIucB3yP9YBIMSAPQBi69/wVu8EWHjkaRpXg34i+JrE6zp3hg61ptvpy2C61qFkl5ZaafPvIp/OlSWFPM8r7PHJMokmQB2XHsP8AgtL8PJPgvZeP9R8HfEDQPC9/o8Gppd6rJotstvPcarNpdtYXBOokWtxLPbytuuDHbxpHIZZomilVPR9G/wCCbvwk8DeMNM8VaL4TvJ/EHh37NdadDf8AirVpdPuL20szZ2d1dQSTywT3McO2NbuaGWdAqMGLIuKvwo/YD8If8KN8V+HvGnhTQ4rr4jeJLjxh4gstF1O8NvZajJdfaYzZ3n7m5jaF1R1mjEB87zJUSEybABqeQzf8F6vhpP4Vk1vS/h/8VfEGk2nhm/8AF17eaUmi3VvZWFhftYXrmQalsk8mdRzC0iyo6vC0q5I+37S6S+tY5ojujmQOjYxkEZBrwLxD/wAEwPg54ynupdc0vxnr89/4ZuvB11Nq3j/xBfy3ek3MrTTWsjzXrM6tI2dzEsu1ArARoF9y8L+Hbbwf4a07SbI3Rs9LtY7OA3V1LdzmONQi+ZNKzSSvgDLyMzMcliSSaAL9FFFAziv+Ce//ACVz9qX/ALKraf8AqF+Fq+ma+Zv+Ce//ACVz9qX/ALKraf8AqF+Fq+maDMKKKKACiiigAooooAKKKKAPn/8A4JO/8osv2af+yVeF/wD00WtY3jz/AIKh+FvCHxisvCeneBviJ4rtbzxj/wAK8bxBpUWmR6Xb+Ifs0l02nMLq9guSywx7jMkDW+WC+aWDKuz/AMEnf+UWX7NP/ZKvC/8A6aLWvL/2p/8AgmKNd/ah+G/xK+FHhjwtZarafEq38e+NptX8YarZW9y0VibB5LPTkgubMXc0TIZJlS3eQ2kYd38xnQANB/4Ln/Ce+8B2fijVvDvxA8LeH7/wDqHxBgv9Wg05Yjb2Wrw6RNZN5V5IUuvtVzbgFwLfZMGM42vtw9G/4L9fDbxhpOiT+Gfhz8VPGM2uHXo44PD8/hzUkgl0WGG5v42uYtWNo5W1uIZ1eKZ43WQIrmb9zXo2lf8ABFz9nDSL2+kTwRrc8GoaNqHh57C78a67dadDp1/N591aw2kt61vBG04WdVijXy5o45U2SRoy9Nff8ExfhHrOv+HdV1S2+Ieu6l4UtdRsdLutY+JXiXUpreDUIvKvIy1xfuZFlQBSH3YCrtxtXABzaf8ABWz4dXmgv4gsdC8daj4K0jwtb+L/ABT4mtrG2Nh4Ls7jSH1iBb6NrgXTSyWaqwW1guAHmiQsGkUHqP2Bv+Ci/gP/AIKKeEPEuq+CYr20bwlqUemaja3OoaXqOxpbaK5jdLjTLu7tJFZJcELOXR45EdUZcVR8G/8ABKL4E+AL/wA7SvCWsW8U3hqHwdqFk/i3WZrDXtIgt7i1gtNStXu2g1FIre6mijN4kzRoyqpARAvp/wCz9+zj4a/Zi8GN4f8ACkvix9K3q8cWu+LNV8RPbBUWNY4ZNQuZ3iiCooEcbKg5IXJJIB3dfP8A/wAE0/8Ak3XxH/2VX4j/APqb67X0BXz/AP8ABNP/AJN18R/9lV+I/wD6m+u0AfQFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcz8VP+Reh/wCvhf8A0Fq4GtP9rTR/HGt/Dmyi8AeIvCnhnWF1JHmuvEHh241y2kt/KlDRrDDe2bLIWMZDmVgArDYSwZfj/wCNHxg+Jf7N39m/8LE/ae/ZT8Bf2z5v9n/8JH4DutL+3eVs83yvP8Tp5mzzI923O3eucZFBSPq2ivmr4Xa98avjj4Ph8Q+Cv2gv2a/GGgXDvFFqeifDa/1CzldDtdVli8TMhKkEEA8Ec10X/CAftLf9Fa+Bn/hpdV/+aOgZ7nRXhn/CAftLf9Fa+Bn/AIaXVf8A5o6P+EA/aW/6K18DP/DS6r/80dAz3OvDPH//ACkt+Ev/AGTLxt/6dfCNH/CAftLf9Fa+Bn/hpdV/+aOvGvHHgj9oNf8AgoP8MIpfif8ABt9Yf4eeL3tbpPhhqS20NuNS8LiaN4f7fLPI7NAUcSoEEcgKSGRWiBHof/BVD9sLWv2Iv2eNC8XaDrfw/wBEvNQ8YaPoEr+L4pHspre7n8qbYUubcpJFGWuS5LgRW02Uxl0+f9F/4K2+MLnWrLwRrfi74H+DvFFp4z8XeFtS8YazZXMXhqW40a6ihtdONub8PZ3l7FP5wMt1IEFtIEiuDIPL+ivG8nx2+GWkRah4k+O/7Onh+wnuobKO51L4Y6haQyXEziOKEPJ4lAMjuyqq5yzEAAk1mxeNvi/cfFqXwCn7Rn7MT+OobX7dJ4cX4d3p1aO3wD5xtf8AhJvNEeGX5tuORzzQBw37BX/BR/x5+1f+2D438Ea74d8MaFofh2LVg2n/AG2xh1/RZ7PUo7SFbi2GpzXk0U8TNL50mn2SIfLVfOWVJT7H/wAFP/8AlGl+0P8A9ky8Sf8ApquaP+EA/aW/6K18DP8Aw0uq/wDzR141/wAFF/BH7Qdp/wAE+PjtLrXxP+Dd/o8fw88QPf2tl8MNSs7m5txptwZI4pn1+VYpGXIV2ikCkglHA2kA+2KK8M/4QD9pb/orXwM/8NLqv/zR1y3wp8Z/GD48aTe3/gf9or9mPxlY6bdtYXlzoXw6vdRitblQrNDI0PiZgkgDKShIIDDjmgD6cor420j9q7xN4g8B6v4psP2v/wBje98MeH5YYNU1e38JSyWGmyTHbCk848UmOJpCCFDMCx6ZrpI/iV8VZfiFonhFf2lP2W28V+JdOGr6Poo+H94dQ1WyKuwureD/AISbzJYSsUp8xFK4jc5+U4APqWivDP8AhAP2lv8AorXwM/8ADS6r/wDNHR/wgH7S3/RWvgZ/4aXVf/mjoGe50V4Z/wAIB+0t/wBFa+Bn/hpdV/8Amjo/4QD9pb/orXwM/wDDS6r/APNHQB33/BPf/krn7Uv/AGVW0/8AUL8LV9M1+fX7DHgP9o65+KH7SI0r4q/BOyni+JVqmpPd/CrU7pLu4/4RHw2wkhVfEMZhj8kwIY2MpLxyPvAkWOP3rWfDP7S/hy3il1D44/s6WEU9xFaRPcfCHVYlkmlcRxRqW8UDLu7KqqOWZgBkmgzPouivn/8A4Vz+1N/0WT4Af+Gb1f8A+aej/hXP7U3/AEWT4Af+Gb1f/wCaegD6Aor5/wD+Fc/tTf8ARZPgB/4ZvV//AJp6P+Fc/tTf9Fk+AH/hm9X/APmnoA+gKK+f/wDhXP7U3/RZPgB/4ZvV/wD5p6P+Fc/tTf8ARZPgB/4ZvV//AJp6APoCivn/AP4Vz+1N/wBFk+AH/hm9X/8Amno/4Vz+1N/0WT4Af+Gb1f8A+aegA/4JO/8AKLL9mn/slXhf/wBNFrX0BXwh/wAEyvAX7SV5/wAE2/2fJdC+K/wQ07RJfhr4cfT7S/8AhPql7dWtudLtjFHLOniKFJZFTaGkWKMMQSEQHaO71n4l/GLw5ovizUtQ/ah/ZMsNO8BTC28TXVx8Nr2KHw5KVRxHeu3ioLbMVkjYCUqcOp6EUAfWlFfNXga0/aK+J/g/TvEPhr4+/s1eIdA1iBbqw1PTPhNqd3Z30TcrJFLH4pKOh7MpINav/Cuf2pv+iyfAD/wzer//ADT0AfQFFfP/APwrn9qb/osnwA/8M3q//wA09H/Cuf2pv+iyfAD/AMM3q/8A809AH0BXz/8A8E0/+TdfEf8A2VX4j/8Aqb67R/wrn9qb/osnwA/8M3q//wA09eIf8E+fAX7SV18BtfbR/iv8ELG0HxK8fJJFefCfVLuRrhfGOsrcSB18RRARvOJXSPaTGjojPKyGVwD7vor5Eg+L3xZuvjjN8MY/2qv2RJPiVbp5kvhNfh1eHXIl8kT7msv+Er88DyWWTJT7jBuhzUb/ABp+KkXxnuvhw37V37IK/EOxiNxc+Fz8PLwa1bxiAXBd7P8A4SvzlXyGWXJTGwhvunNAH1/RXxRJ+1X41h+FVp46f9sr9ilfBGoal/Y1r4hPgmcaVc321n+yJdf8Jb5TT7UdvLDbsKxxgGvV/wDhXP7U3/RZPgB/4ZvV/wD5p6APoCivn/8A4Vz+1N/0WT4Af+Gb1f8A+aej/hXP7U3/AEWT4Af+Gb1f/wCaegD6Aor5/wD+Fc/tTf8ARZPgB/4ZvV//AJp6P+Fc/tTf9Fk+AH/hm9X/APmnoA+gKK+f/wDhXP7U3/RZPgB/4ZvV/wD5p6P+Fc/tTf8ARZPgB/4ZvV//AJp6APoCis/wnbarZ+FdNi1280/UdbitIk1C7sLJ7K1urgIBLJFA8szxRs+4rG0shUEAu5G46FAHM/FT/kXof+vhf/QWr5F/bZ8bR/Dvx58DNdudG8ZatpuheN7m/wBRbw94W1LxBLZQHw7rNqJHisYJpFUz3dumSvWTPQMR9dfFT/kXof8Ar4X/ANBauBoKWx+e/ifSNV1z9qm1+K2jeFPiB4b8HePPHGhWcGnSfDl7q7uprOz1O3ufEdxbS2M1xpZb7XZ28c8y2sxSxLODA652fF+s/tO+B/gpr17Z+J/HmveI/AEknh/U/tWiafGnicz6mrDV7JbXRppibfS5EdRb21zH5r+U0NxLazrL930UDPz3+Dfjv48fGTxdoegeIviB8YNBi1bwXq90ZNP+HhjtZL6O7nis1uL7UvDdosVw1vvZ0a3t1keG3aNFSTFxwvwe8WePPhV8M5rfw3efGka5ZfCrwzp9nrevfBq8ttSsZ7XUbiO60qK5t/DcspWOOVBGJrW8CK7zCN8yy1+oVUx4gsDrx0r7baf2mtuLs2fnL54hLFRJszu2bgRuxjIIoA8m/ZM8afFbxZ4R8PSeN/C2nabpE/h63uDqd/4iebxHc3xSLct1YLpNlBCDmVtwMbjaga1hZnjio+P/APlJb8Jf+yZeNv8A06+Ea9zrwzx//wApLfhL/wBky8bf+nXwjQBS/wCCkd3p+lfs/Wd5ceGPEPibUoPEeknTk0Lwte+IL6zZb2GWeZY7SGWWJBbRT7pMKpGEyWkRGwdX+LfhX4l/tf8AhPRX8G/EHSrfwdqh13T9VHw416C31PWLqxnsyz3v2D7LFbpa3UwkkkmVnkaNSVWJxL9PUUAFeGf8FP8A/lGl+0P/ANky8Sf+mq5r3OvDP+Cn/wDyjS/aH/7Jl4k/9NVzQM9e8czRW/grWJJ9In8QQpYzNJpcEUcsupKI2zbqkjLGzSD5QHYKS2CQMmvlL4CfEqT4XfEP4g+Jn1H4ja94a+IElhp3hCDxB4C/sTxHd6zBa6lNNpttbNZWUn2KGztrcwtdRrGG+0kznLtX2FVS40Kyu9YttQls7WTULKOSG3uXiUzQJIUMio+MqrGOPcAcHYuegoEfBnw21vxl8O/FHgPxHqd38YfiV8IPAOpWkVpd6r8M7nT/ABDpd3JpGr2dy8ek29hb3klhH5mnxxyC1llVryfMkkau8eZ+yx8DdY+H8GgfDfU/AvizS9Ybxr4a8caLO2gTvpWh6Ta6NYQy2z36K1rbzwva3tsbbzd+ZwURo5C9fojRQFgooooGFFFFAHFf8E9/+SuftS/9lVtP/UL8LV5//wAFGrzx7+0h471b4ZeB/Ag1G28EeHpfEcuva+dc0O0stZdMafd6VdQaLf2+o3diC8xtlzmWaDarvBIsfoH/AAT3/wCSuftS/wDZVbT/ANQvwtX0zQZn5geOf25fjj8RlvvGOgzftKeA5bfwd4f1tPBa/A6+vLAa59ukttU08SzaI11La+V5MpVZlmZX3xSwqkij0uz+OPxZ+EXxE+weIPFX7Qvizwvofi288P3GowfC2O6vNS06+8PpeadflbPRlV3t79ZrfzYI1giYql2mWU196UUAfmL4U/ax/as1bSvh1f6PpfxM8R+K/wDhXF1NqXhfXPBc/hyzl8R29lqGDqUsugi2lWS8itl22msaf8pRooZkcNLn/DD9oL9onxJqPha28V/Ef9oDw9oOo61qEOoXuifCW+1nVbexi00ThpJLvwRp0cT/AGtII4cWLiRLi7TMsgje2/UqigD8xtA/ah/am0j9m+z1ppPipr/i7x74D8P6/d2Wp/DqfSf+EE1L7bLba7a2f2fQ7mVZIleJooby1v5ZFi82KOeIsDmeDPj9+1Frnh3xff3Pjf41nV/CvguPxTpmk2nwmn+x69eW+oXqNppu77wzYyzSS2QsWmhit4JpJpWa2EUaPGf1MooA+YP+CdGm6npPi/42/wBqa18UdRk1XxnNrFta+KvCn9jWVra3IL272Uv9n2v2jfEEWVTLO0JhRXETs4f6foooA+f/APgk7/yiy/Zp/wCyVeF//TRa15L4Z+O/hv4EfEH9o+/tfhL8TL+20fxNY3ei6fZfCvXvs2r3iWcFu89m8enusqfbEmLXECycbpl3q6M/rX/BJ3/lFl+zT/2Srwv/AOmi1r6AoA8b/YRi0SD9nqD+w7XxDaLeatqeq6jHq/hfUvDbf2jfXs1/emCz1C3guEtvtN1L5RZDlMZeR97n2SiigAooooAK+f8A/gmn/wAm6+I/+yq/Ef8A9TfXa+gK+f8A/gmn/wAm6+I/+yq/Ef8A9TfXaAPMtR+LXiL4WftdeKfFB8V/E/TfAmjahqetfETRvEPgFbPwxo2iWejSRx6hYaqlnvvrl57SxkCQ3s/+jzzK9tFLE2zzr9qO1+Jnxk1r4qaZ8Pbr4w6vZ+K7TV38T+Btf+H0ekaJJpo0KS3tjp+pTWkZur66uLewURfbpFEN3NHPb27xuY/0G1zw/YeJ9P8AsmpWVpqFr5sU/k3MKyx+ZHIskb7WBG5JER1PUMqkcgVcoA/NzxbImq/tQ+MfjE3wv+KmofDr4m6Fr3hQWB+Huq/2lf6nPpnh6GC4udMeAXUEMken3tmLq5ijjXyRudYZY5H+9P2fvBd98NvgL4I8O6o4k1LQNAsNOu3VtweaG3jjcg9/mU8119FABRRRQAUUUUAFFFFABRRRQBzPxU/5F6H/AK+F/wDQWr4t/wCCmnw6+I/xM+F3h+x+GkHjG51mHVGnki0bVJNNtWXyJEX7bNb61pF4IQ7g/uLiYDBLW0pEZT6n/a0+DWkfHH4c2Wk61eeK7K1t9SS7R/D/AIo1Pw9cl1ilQBp9PuIJWjw5zGzlCQrFSVUj4o/aW+BfgX9nGXwjFFoP7VHjy68Z6q2i2UHh34368jRXPkSTqshvvENqoDRwzEFSw/dkHaSu4KWx418UfgJ+1LqvxA+KF9dD4tahJfT30minwd4hi02znjbUYn05YJbnxMkMRt7QIHUaRaCYxyrM1zuLT9Z4b+A/xu8MeMtS1nw3o/x00qXRvHMlj4at/EnxIj1mz/4R250Se38+4gm1a4S5WHV3N2xuQ92sJiWEMIxbp3H7Pfwi+E/7RHhzTru0/wCGqPD19e32r6bPp2r/ABR8a79MutLuzZ3cNxc2+qzWcbeaP3f+kETAMYy/lyBPUv8Ah3j4B/6D/wAc/wDw9XjL/wCWlAz5F+Ef7NP7QmoeLvBKeOLT9oJtKuvE8a+IU0rxoNHgsLCTT72G7uGdvFuoXE0ct1Pp7hIPKNvHYSvbQQzSnzfX/wBkT4AePvCH7S3hvxH448LfFKS407wxceGE1m98cre2UQtr+9ME15bjU3Nybi0ktdkjQSyeYrNKInG4+t/8O8fAP/Qf+Of/AIerxl/8tKP+HePgH/oP/HP/AMPV4y/+WlAWPc68M8f/APKS34S/9ky8bf8Ap18I0f8ADvHwD/0H/jn/AOHq8Zf/AC0rxrxx+wn4Jtv+Cg/ww0ldc+Mhtb34eeL7uR3+Lvix7lXh1LwuiBJzqRljjInffGjhJCsbOrGKMoAfbFFfKHx9/Zd8HfBHwyl/p+g/tV/EO4KyzS2Hhn4y+JfPt4Ik3STM95rttDwSiiJZDM5fKRuqSMlXwp8CvhR8R/GWg6Z4TvP2kPFOnaxp8WqXeu2Pxl8Wx6ZoUE9ubi0+0vPrEchknTbthgjlljEkTzJFHLG7AH1zXhn/AAU//wCUaX7Q/wD2TLxJ/wCmq5o/4d4+Af8AoP8Axz/8PV4y/wDlpXjX/BRf9hPwT4Q/4J8fHbVrTXPjJLdaX8PPEF3Cl78XfFl9bO8em3DqJYJtSeKaMkDdHIjI4yrKQSKAPtiivBdS/YA+Huk6dcXUuvfHlo7aNpXWH4yeNZpCFBJCompl3bjhVBJPABNef/Bv9nrwF8VrHxO9/o/7Vvgm78KTLHc2WtfGDxTPPcI0CzpJD9h1u5RyUYfudwnXK7ol3puAPrqivhB9C+Htvpzw3Pgr9sSz8Vz6/H4d0vwxP8aNbS/1u4ewm1HME/8Awkf2FQtnb3EzJNcxSosWGjDSRLJufDP4TeB/i/rnh5dA8JftcXfh7XdPs7+bxFJ8a9ct7DSPtNstysNxHJ4iW7MipJHu8m3lXMi4ZhkgA+06K8M/4d4+Af8AoP8Axz/8PV4y/wDlpR/w7x8A/wDQf+Of/h6vGX/y0oGe50V4Z/w7x8A/9B/45/8Ah6vGX/y0o/4d4+Af+g/8c/8Aw9XjL/5aUAd9/wAE9/8Akrn7Uv8A2VW0/wDUL8LV9M1+fX7DH7AHgXxP8UP2kYbnXvjZGmj/ABKtbKA2nxk8X2jyIfCPhucmZotTVp5N8zgSSl3CCOMN5cUaLN8Tfhz4T8DfHnxR4A0X4U/tx+Pb7wnpWn61dahoHx+1NLO4tL37SsEkQvPFtvOx82zu4ihiD7rdiFKPG7hmff8ARXx58A/2dfgb+0r4b0rVfCnib9py5stX0wapHNc/Fr4iWkUIE8ttJbSyyaisSXcU8MsctqX86Ip8yAEE9RYfsM/CHU/iRqvhGDxf8f38Q6JptlrF7af8Lw8djybW8lu4raTedV2NvexuhtViy+VlgAylgD6bor5//wCHafw6/wChj+P/AP4fbxv/APLasXxF+wt8IvCnijw/o1/4v+P8GpeKbia10uH/AIXj47b7VJFA88i7l1UquIo3bLEA4wMkgUAfTVFfNXgb9gX4X/EPwfp2uWGu/tK29lqkC3EMep/GL4g6XeIrdBLbXOpxzwv6pIisO4Fav/DtP4df9DH8f/8Aw+3jf/5bUAfQFFfP/wDw7T+HX/Qx/H//AMPt43/+W1H/AA7T+HX/AEMfx/8A/D7eN/8A5bUAH/BJ3/lFl+zT/wBkq8L/APpota+gK+EP+CZX/BPjwH40/wCCbf7PmsXmv/G+G71b4a+HL2eOw+M/jGwtUeTS7Z2EVvBqaQwxgk7Y4kVEGFVVUADI1bRfhN4X17WdK1zwz+2hoGqxwwXHheyv/jX4nSfx7HPfR2MR09V8RsYGM9xaB49R+xPCt3G0qxqkxiAP0Gor5D/Zz/ZS+FX7SXw6fX7G8/ad8Oz2Wp3ui6lo+tfHDxlHf6Ve2dw9vPBL5OtSwth4yVeGWSN1ZWR2Vga7z/h2n8Ov+hj+P/8A4fbxv/8ALagD6Aor5/8A+Hafw6/6GP4//wDh9vG//wAtqP8Ah2n8Ov8AoY/j/wD+H28b/wDy2oA+gK+f/wDgmn/ybr4j/wCyq/Ef/wBTfXaP+Hafw6/6GP4//wDh9vG//wAtq8Q/4J8/8E+PAfiz4Da/dXWv/G+KSL4lePrJVs/jP4xsoykHjHWYEJSHU0QyFI1LyEF5XLySM8ju7AH3fRXyDdfsxfBi3/ac074TL4i/aPn8UX/hu98UtJH8cPG32O0tba5srcpJIdYB852vUZUVWwkblym6LzPPfHWlfA/4cfEPxHpWqr+1rH4d8Lte2154th+NviyfSTfWlh/aE9ikSa+b4zi3BwTaiJ3xGsjOyqwB+gFFfm1rPiT4S6FZa3ZTeBv24G8eeGJbqTWfBEXxv1+TWtPsLaztrybUt48TmyntljvbNf8AR7qWYy3CxiIusip9K+Ef+Cf3wq8eeE9M1zSfFnx9vNK1m0ivrK4X46eOVE8EqB43AbVgRlWBwQDzQB9IUV8//wDDtP4df9DH8f8A/wAPt43/APltR/w7T+HX/Qx/H/8A8Pt43/8AltQB9AUV8/8A/DtP4df9DH8f/wDw+3jf/wCW1H/DtP4df9DH8f8A/wAPt43/APltQB9AUV8//wDDtP4df9DH8f8A/wAPt43/APltR/w7T+HX/Qx/H/8A8Pt43/8AltQB9AUVn+E/DVv4L8K6bo9nJqE1ppNpFZQSX9/Pf3TpGgRTLcTu800hAG6SV2dzlmZmJJ0KAOZ+Kn/IvQ/9fC/+gtXyZ+258A/FP7Qk3w1sdD03w9faNoPihdY117/xJe6JeQ24tLm1zZS2ttLILlftTSpIJIGjeCMrIrNvj+m/2ivAvjj4g+CbWz8AeKPCnhPWI75JprzxB4auNetpLcRyBo1ghvrJlkLNGRIZWACMNhLBl+X/AI4S/Ev9mTTrC8+JP7Vv7Kfw9tNVkaGyn8S/Dy60mO8dQCyxtceKUDsAQSFyQCKBo8B+Jf8AwT4+LXjDTNJ0S58KfArxVZeHPBHiLwBBrepatPp97rdjeLAbCa6tItIkhieJ7dTLHHI0Zkd5YwmREKWt/wDBJ/xXc/Ef4Saxpml+BvDukeEdN0qG+0fRdWsrZPD2oW97LcXuo6fcXHh65uJZ7sSRGWSGTTppTbKJZZMo0P1V8PfhX8dfi54L0/xJ4U/aI/Zz8T+HdWj86x1TSfhXqF7ZXqZI3RTR+J2R1yCMqSMg1L4X+D/x78cNqQ0X9oP9nfVzo19JpmoCy+FOo3H2C7jCmS3l2eJz5cqhlLI2GG4ZHIoHoerUV59/wzL+0t/0Wr4Gf+Ge1X/5paP+GZf2lv8AotXwM/8ADPar/wDNLQO56DXhnj//AJSW/CX/ALJl42/9OvhGuy/4Zl/aW/6LV8DP/DPar/8ANLXKax+wL+0Hrfxx8O+P5fjj8G11jwzoWqeH7WFPhDqQtpLfULjTp5mdf+Ej3GRW0yAIQwADyZDEqVBXL37X2gfFPxj4S0zRfhvpng+/sdRuSviX+2fE1xodxLYgAm1tpYtPvdvnnMcsm1XSLeImSV0ng8U8Df8ABP7xFB+1lafETU/CXwu0W8m8QWvimbxDpusXd7rujhNGh02TQbXfZwo1ixiJ83fCrRMENn5iCavoj/hmX9pb/otXwM/8M9qv/wA0tH/DMv7S3/RavgZ/4Z7Vf/mloC6PQa8M/wCCn/8AyjS/aH/7Jl4k/wDTVc1f17wL8afC3iqbQtT/AGk/2atO1u30ibxBLp918ML6G6i02F1Sa+aJvFAcWyO6q0pGxSwBIJFcTqHwD+JH/BRX9mLxv4f8LftT/s2+M/BXjLS9Q8Janq/g/wCHN1qItvtNqYpkSePxNLEs6xzqwDBsbkJUg4IFz6M8TR6lL4b1BdGlsoNXa2kFjLewtNbRz7T5bSojKzIGwWVWUkZAIPNfLnwh+BnjH4A/EzxD4g8PfDP4c+DfFfxaaGzvtM8M31zc+GdEFnFqFw2uXkosrP7Td3FxdwQPCIo5ZFSMiYrHK8fuH/DMv7S3/RavgZ/4Z7Vf/mlo/wCGZf2lv+i1fAz/AMM9qv8A80tAXR8t65/wTj8Qa5e+IPEZ+E/wEgHi++s28RfDJNZuP+EU18W8eo41G4uxpS7r5pr9JCW09s/YYD5m9VdN34Vf8E8/EPh34peBNR8QaJ8ObzUfBUlheJ8R4dSvrjxjKsFosD6WBcQu4tXzJE0pvSZYDiSBpXeavY4fBHxouPivL4Dj/aU/ZpfxzBpn9tS+HV+GF8dWjsPMEX2s2v8AwlHmiDzGVPMK7dxAzk4rpP8AhmX9pb/otXwM/wDDPar/APNLQGh6DRXzP8X/AIr+JP2e/GTeHfH37aH7GvgfxAkKXDaZ4g8Fy6ZeLG+djmGbxWr7WwcHGDjivUbD9nT9o/VbGG6tfjj8B7m2uY1lhmi+EOqOkqMMqysPE2CCCCCOuaB3PR6K8+/4Zl/aW/6LV8DP/DPar/8ANLR/wzL+0t/0Wr4Gf+Ge1X/5paAuXP8Agnv/AMlc/al/7Kraf+oX4Wqb4n+Bvjx4R/a08aeN/hx4U+EfiDSPFPhHRPD0EniXxrqOk3NjPp9zq85ma3g0m5WVGOqAbBOhIgPzDf8AL4z+xx8Lf2jtL+M/7S1npXxZ+CdvPafEq0TUpbv4UancJeXB8IeGnEkKL4ijMMYhaBDGzSkvHI+8CRYo+n+JX7T/AI7+DPxFXwf4w/bF/Yt8KeLX8rboms+Brix1FvNx5WLeXxYsnz5G35fmzxmgg848Uf8ABIzxloFt4y0bRdA+GPirTvGfhOG11nWbzX30K/8AEOvP4gn1q8uZ7R9G1O2FmZ7y5MdvcfbE2KkDo6MzLz3jv/gjF4svfAetWdt8Mf2avE3iHxL4B8OaFPrV66aBc6RqGnX8s0sUH2HQyhgNsbRBcwpalnsYiLWFdgi+sda8J/tNeG9Hu9R1H43/ALO1hp9hC9zdXVz8INVihtokUs8ju3igBVVQSSTgAEmm+H/DP7S/izQbLVdK+OP7Omp6ZqdvHd2d5afCHVZoLuGRQySRuvigq6MpBDAkEEEUAfOPxT/4JPfErxL+2X4M8e+CdO+Cfwr8NeC4otO02HwtbW+n6jp1hPotzY3EaTxaOl20ltdXk88Ki9jtLiOO3ja1tpFa4azoP/BKnUDe/DrxDq37NP7JEvijwlqpm1iGLWbiWy1/zLQRy6rvl0JnjvfPSOXYySNIVQvdbo1NfSH/AArn9qb/AKLJ8AP/AAzer/8AzT0f8K5/am/6LJ8AP/DN6v8A/NPQB8t+Ef8Agkv8Rrr4TeB/DXivwp8D9Q1HQfCemeGtL8RRa3ey6p8JrqwnuCmq+H3bTVMk0ge0n8sGxKTWiq81xHs8rs/2KP8AgmZ4j/Ze+I3gbxfafDf4IeCtc0/xF4rXXz4Y1q5mZvD2q3b3tlZW8raXAXSzlaOFLQrFAqQCRGQuYh7j/wAK5/am/wCiyfAD/wAM3q//AM09H/Cuf2pv+iyfAD/wzer/APzT0AfQFFfPs3w//akt4Wkk+M37PyIgLMzfBzVwFA6kn/hJ64b4HfF74s/tO2eo3Hw1/aq/ZE+IUGkOkd/L4Z+HV5qyWTOGKLKbfxW4QsFYgNjO046UAd3/AMEnf+UWX7NP/ZKvC/8A6aLWvL/EHwC/aR+Keq67rPiXwx8FrXxLDrena74evIfHmo31tbwabqMFzbaMYP7DgaCGaJZzLeebPL9pm8zyngSG0h6D9nr9k79pL9mv4BeB/h1oXxs+CF3ongDw/YeG9Pnv/g9qj3U1vZ20dvE8rJ4lRDIUjUsVRQSThQOKuza78eLf4rxeA5P2jv2XE8cz6Z/bUXh1vhdqI1aSw8wxfaxa/wDCU+aYPMVk8wLt3AjORigD1v8AZa+GGufDH4c3v/CULo8XijxJreoeINVg0m5lubCzlurl5Ft4ZpY43lWKIxRmVo4/MZGfy4wwjX0ivmjx9D+0R8KvBuoeIvFHx/8A2aPDfh/SITcX+p6r8J9Ts7OyjHV5ZpPFKoi8jliBXI/A/wCPXxM/acvtQtfht+1r+x38QrnSY0lvofDXw/utWeyRyQjSrb+LHKBipALYzg46UAfYtFfP/wDwrn9qb/osnwA/8M3q/wD809H/AArn9qb/AKLJ8AP/AAzer/8AzT0AfQFfP/8AwTT/AOTdfEf/AGVX4j/+pvrtcsniz44yfF1vh+v7Sn7K58epYf2q3hofDHUP7XWz3BftJtf+Eq87ydxA8zbtycZrjf2ePA/xZ+EPinxF8IvDH7T/AOzJq3jGx1XWPGWreHpfhreT63pv9sapPqs0ktrH4oWWO3E2o7Yy6f6t4QWcncwBS+Kv7Lnxv+BX7eZ+NvhTW9U+IHgXTtG8QNL4WuNZsIdU1XUNT+wm3sII4fDxcWiy6dYw+dcagXjjSF2mihtporml8av+CaPxG+Pfxi8W69dW3wx8K6trdrqoHjrTtVvrjW9ZgutLNvaaFf2K2sEL6daXP2eQOblzJ/ZySLBBPcySR+6/8K5/am/6LJ8AP/DN6v8A/NPR/wAK5/am/wCiyfAD/wAM3q//AM09AHlWsfsmfHjUPi1dfFyHTfhDB8QvElhqnhjU9BfxLqMmj6Xpd5a6SiXMN7/Z4lubmO40oSGFraBHjuzH5qtCJpfrf4WeAbf4U/DHw54XtJHmtPDel22lQSOPmkSCJYlY+5CivHf+Fc/tTf8ARZPgB/4ZvV//AJp6P+Fc/tTf9Fk+AH/hm9X/APmnoA+gKK+bPGun/tG/DXwjqOv+Ivj3+zZoGg6Pbvd3+pal8JdTtbSxhQZeWWWTxSERFAJLMQAOprlZvjH8V7b4taV4Bk/as/ZDTx1r1st7pnhxvh3eDVtRgaN5Flhtf+Er82RDHG7hlUgqjHOAaAPr2ivkLxT8Y/iv4G+L2mfD7W/2rP2Q9H8e62sb6d4avvh3eW+r34kLCMw2j+KxNIGKOBtU5Ktjoa73/hXP7U3/AEWT4Af+Gb1f/wCaegD6Aor5/wD+Fc/tTf8ARZPgB/4ZvV//AJp6P+Fc/tTf9Fk+AH/hm9X/APmnoA+gKKz/AAnbarZ+FdNi1280/UdbitIk1C7sLJ7K1urgIBLJFA8szxRs+4rG0shUEAu5G46FABXw5/wXQ0jWfEnwz+BlroVl8S5LnTfjB4f1+81LwT4Ru/EV/oFjaPK1xfCKKzu4w0QdWVZoXDsMCOTBWvuOvOP2qP2s/AX7FXwml8dfErV7vw/4StruGzudTi0i91CGxeZtkbT/AGWKUwxF8L5sgWMM6KWBdQQD4p/ag8WftTfCP9pzxb4U+C3ifxh4g0Twj8LT4jtLTXPhfBNp/jHxMBfCW2TVra1s7SKeZpLW7lQM3mS7441hBdR5v8Kf2iP2lvA3wZ0nT9Sh+JWgeDtd13xHcvrvhL4aSv4o0S6FnYXlnaXcF94Z020EV5fXOqPLqH9lLbg7Fe7RxLK36J/Hf9tD4bfs1694B0vxf4hktNT+KOpjR/CtnY6ZeapPrNztDkRpaRSsECsGaRgI1BBZgDXdeP8AwNYfE3wPq3h7VTqA0zW7SSyuvsOoXGn3PlSKVby7i3eOaJsE4eN1YdiDQB+Sepft0/tVR/s3+FPFem638ZvE9x8Qfgd4N8W6HdeGPhdDr1s3iea8Yatbl7PSpY4Y3s1jlaOcjHmt5LKdqjU/aK/a4/bU/wCEw/aFvNCX4heGLTQrHWR4J0jSfh5f6w96qy2baFc2Knw1LAZbhMLdx3OqXDILu7It7NrcGH9QPgD8B/DH7MPwb8PfD/wVZXem+E/CloLHSrO51K61F7S3UkpEJrmSSZkQHaqs5CKFVcKqgdhQB+YkP7VP7Sng6PxRod/efHnxB4Ym8X+FXfxnbfCbHiTQPDupaAt3eTWFmulCC6e31UJbyxNaXNzaxTSrJE0kYkTq/wBmr47/ALUniH/goro3hrxNd+IT8LLXbCLnV/B1/YQeKtLOhJNFqOYtB8mw1F78kyw3OrW4TbJbiwR/Ld/0Qry/xP8AtkfD7wX8e9G+Guq6nq1l4p8QXY07T2k8P6iNKuLw2sl4tmNS8j7CLo20MkotzOJSgBCfMuQDQ/aa8RfEPwv8ItQvPhhoWleIfFSf6q2vXU7E2tl4oHmt47mUNtCwS3dmj5ObmPAzQ/ZF8R+IfFXwZt7zxbeeKrnxRJdTDVodd8OxaE+m3W797aW8ERkja1ifKRSJc3iugBF5dD963KfEP/gpv8D/AIU/ti+HvgDr/jb7B8W/FUcMul6D/Y9/L9qWUSGM/aEga3XPlP8AelGNvOMjPvVAH52/F+x8HfB3/gtLrvjSD4L+N9S0e7+C+u6R4v1Hw98J9UvrbxVqcl1pd9FaSXcNmbe+mksraaNS0rrvUW5ZZCI69B/4I+fFd/jqfjF441j4R/Gr4U+N/HHiS31zxFD498KN4ftp3NnHaWttpqtI7TxW1rZwRyzsqNNMzymOISrBD9o0UAfCf/BUr43/ALTPw8/aL8AaL8ILW+0zwdqGlvdy61b6He6vaXGqJewKbHUUstE1aeO2a2bKlfsGd0x+1gxhK6X/AII+/DrxB8JNL+PGheJbj4hNqTfFzxRqscXiLw6NOtJrW71a7mt7yzuUs4I7sXMRSZ2jkmWNmCgQgiOvseigD88/+CgPib4p/D//AIKNaj4u+E/gTxX4l8VaN+zz4i03Q7oeGr6fRpdYk1XTru3tDeCL7L57Q2dw6xtKMsiIRulRX9v/AOCU/wAQvix8SfgJr1/8W7/UdR1JPEc0Wjyapo19pepxaf8AZrZhFdLdaJovmyLO1xiaGxSIoUXc7xyMfp2igD8sP+Ct3gL4lfEr9v3xLZfD/wAE+Ldeg1z9njW/Bd9MvhXUW03VRdapZ3V3pdtqn2d7G2v5tNt7wW8s/mQrcCGN0LSKpu3/AO218VIf2rvhF4f+HPgf9oj4dfs7WekwaBqlrN8K9TlutLt20S88iZYJdFupRNa3gs4TK19sLxYaylhP2qb9QqKAPxt8Lft7/tV/Bj9kq48Y/Ezxj8SdN1DV/hPHrF9eeLPhnb6DZ+E/Eia5FZSWkUz6db28E81mzGIag7wGZo5f9Q3l19vf8EgvjZr/AMffgh4r8QeIfjFa/FiaXxPdx6dEur+GNTvPDemqcWlteyeH0Fl9rePErhJJRiRMMvKj6I+NfwR8NftD/Dy58LeLLGe/0e5uLa8At764sLm2uLaeO4t7iC5t3jngmimijkSWJ1dGRSGBFU/gb+zp4U/Z00fULTwxbatv1e5F3qF/rGt32uanqMoRY1ae9vpprmXZGiogeQhFUKoAGKAPN/2N/wDk4r9rH/sqtj/6hHhSvA/jZ8N9Z+JX/Befw1NG/wAVvDvhRfhHJoOoatpfgo3nh/XJzqovn0e8vrvTrmzSCa1Ry7RyQvuCxLMsjhG98/Y3/wCTiv2sf+yq2P8A6hHhSvoCgD8hvil8Yf2wPF3wk8d+bd+N/GXgXU/iPqfg6fS9Y+Ecmm6vp/hpft7WmoEHQ9Q/tGG63WMMhi0WdUiRlYI8j3EW38TP23/2nvBOoeB4vGGseOvCepr4g+HGlQ3OgeAFh8J+MbHVn0yHWbq9udU07z7S6W7uLq3SzVrO5iBiZrYhZJF/V6vOP2mP2TvBH7XvhLS9D8eWet32maNqttrlpFpviLUtFZLy2cSW8rPZTwu5jkCyIHJVXRHADKpAB+fenfteftY+CvjBJ4XtrH4veM/EGieIfiLp1vb618MWt/Dmu2sEM7eEpLnVLbToLcLNKkCtLBcxJh283YSDXK/Bz9on9sHx3qXwd03xB40+Nug2XjPxz/ZmuXVl8K57rUND0yXR4/MN/PeeEbG1txFqXkeTOkDRKt3debLcx2++L9daKAPzJ/Z5/a7/AGmviXpPwbs/GsHxi8I6nceCbS+kvbf4UzC18W+KI9SmgvNL11ZNPdtJt3t4rV454/scWLueX7Qyxqi+m/8ABJb43ftM/FrwV8RNQ+L9nNJrkGl6dPo+g+ItL1DQn0/V2jujeWhu20CxgayMi26o1t/abwASFrm5DxFvumigD5n/AGefif8AFDWYfiNcfFzTPG1rrml6fLLZeFdL8I2trpdxYL5pjmsbuK8v1vL6VxLEVlvbd9kVuzadaeYJbjyD/gk3+z/qP7NWi/GiH4deF7lPh9NY6WfBF14o+HVl4E8RaxqUNpci7hv4LfT9OeaBJDaiO4ntw7NLc4kkUBq+96KAPxffxF+1N+0t8L/BfiH4vXPxY0qHwV8SvCPiC8sdC+H15fa94Yl8nUl1GSGCTwvBFd20MptfKW0GpGL5zLdXCvE9fTX/AAUs8Q/FHwX/AMFBfCniT4S+BvE/ifxhoHwV8ZQ6LcjwzfXWhDVp5bGeytp71YxapLINPuSIpJkJKxKcGeEP+g1FAHwX+zv8TvjD8Sv+CZfx4vvip/wlniLVZbXVbHw9aSeE9WTxEYJdKhVbaW2bQNIe7k+0yy7ZbXT/AC9rBN7tFI1fM37Fvir4k/su/Cq38U6/8Hfi7e/EYfs8eGfBXw+1XRfAOqr/AGVHpkLRX2kajayWkstrfxak00/2iaKaG5to4HtoJGBguv2NooA/IPwN+1R+198S/Dnw30i88Q/tBeE9aZfHtp4nvoPg95okeyla48OS+fdeHoYc3ETJEZFt4UlRNphguGLK22/4KTfFz4hftP8Awu8E698dB8G9Ru9H8F3XifTtYHhbwyto9xZzS6zbXVjrcB1d9RmuEijthYwtbhbiHcE5lP6/V4340/YH+F/xA+Ll/wCNdU0jXpNW1i7tb/VbOHxTq1toutXFtHFFBNe6XFcrYXciRwQIGngclYIgSRGuAD5W/wCCqngnxXrP7U/hn4j/AAt8L+NNa+LfwE0eDxRokFt4e1FdM8T2T3UkOraH/aAgNoZriylLLEHMvmwQ4UDca+c/BOifG/8AZe/at/ab1rw1oHxZsdf+Jet/Dq88YeL9L8B6nqpt7Zb28TxHJoYubGa3vTZJe28EMccU5NsrSxxS+TIR+zNFAH5a6f8AFH9sOysPhvq9942+JzaN8RNc8WeAdJt7jwboun6pDI8l5J4Y8Q6pby6Z5tqv2aKQ3MflwqpitCYAWlSWj8X/ANoL9s7wb8X/AIyaImqeP7XTvBmiaza+G5bDwNPrMviUwaVFJpGo2f2Xw1LYm7uLzYLiOTUigEtyiWVuY4yP0v1j4NaB4g+K2k+NL2LUrrXNCtpLbT1k1W7NhaFw6tOll5n2UXOySSP7T5XniOWSMSBHZT1NAHw7/wAE7fjL8ZvEGr/EfSPivr/xb1OwbwP4e8S6LrWq/Dj+yLnT725srhtXtLVI9Nijlkt5xB5dtNHNcDIVhNhiXGf9sD41/DSW20KWTwytjqqtpWvapc6X4J1vWtO8pgjXNo+m+JYSXzHIztBpk3mF1NnbBNr/AHBRQB8Gf8FHvghr/jP/AIIp+N/C3xd8KXfxe+KZ0LVk0SKy0T/hOL1NcljvI9OuLdrDRrJY5UjlVBcpYWwh3EM7czScD42/ae0vx1+0f+zl4HvP2fP2lrnw74c1HQPEt34q074WXtlpi66bQ6fbtqd3eC3kt7SxinaWd/LZv3ca7ljiljm/TGqutaLZ+JNHu9O1G0tr/T7+F7a6tbmJZYbmJ1KvG6MCGVlJBBGCCQaAPzb8SXfg79ub9tv4RfHT4JaN4o8U6rcaxo3man4l+E0H/CNXfheNJnudRstavdMW7tLmMzukcUV9FI08OfsrRMZW/S6qPhnwzpvgrw3p+jaNp9lpOkaTbR2VjY2UCwW1lBGoSOKKNAFRFVQqqoAAAAGBV6gAooooAKKKKACvD/8AgoV4Duvix+zfJ4Tj+HWr/FHTvEeuaTbazodhcafD5umJfwXF4ZTe3VtG0Zghkj2o5ctKgC43MvoHxr+B+i/H7wrb6Prt74wsLS2u1vUk8N+LNV8NXRdUdAGuNOuLeZ48SNmNnKEhWKlkUj5B/bi8D/A//gn74R8L+JPHN5+1JN4V8Q69baDd61pvxz8WyWvhxpjxdXol16OUWyqJHd4UlKJE5K9MgHz1Yf8ABNn9oP4c+OP2bJ9c8NX/AMVL34GfERtL0PxBa3mlI+jeCLKK+trOe6FzewSSXt19rtZJo7cEGLTIg2JUUSP8IfsL/tXeLvg743g8W+NfjL8Otb034ZXX9o67qXxamksPEnjWG/8AtNvqOnfZdRZtP0s20c8MsbLYp5d5H/o+6ENH7v8AGDQfgN8IP23/AIa/s+PqH7UWvfEP4m6ddaxbQ6X8dPFn2fRrCDduurxpteidY28ufZ5SSsxt5AFyAD2H7UX/AAT0/Zs0nwTomn/FfU/jJqugeJvEul6Hp9lqvxc8c6tbXOq3F0iWCmL+0pArfaNhWVgFjIDFlA3AA+c/2iP2Zv2qfiv8JfAXiv4fav8AFfQ7P4iwapr/AIj0DTPF13qGs+C7y7htRpJthd+INKjZLaFJvNt2vJLU3M7lrO4TYYdr4Zfs5ftO+EP2tf8AhMLjTvj5d6VafHFLryL74l21xo954MudFuLa6kXTX1iSFY01QR3KwMnmwxSxiBMq8S/Xf/DtP4df9DH8f/8Aw+3jf/5bUf8ADtP4df8AQx/H/wD8Pt43/wDltQBn/Gv4dfGTVf2nNE1VtQ1bxF8IYry0ZtB8J69D4dv7SQSJtmu1kh86/ijlBml8nVLNHtwYTYXZDC44r9sXw14y8Y/tT+CPE6+C9c8M+H/g34gj8SXfjrVPEtlceFbjQY9NnN+F0x7lpIdTLXE8CXBs1aOJXYXipI8Dei/8O0/h1/0Mfx//APD7eN//AJbV5B41/Yl8MaR+318NPBVv4x+P8fhnxB8P/Fut39n/AMLw8Zn7ReWOo+GYbWXzDqnmLsj1C8XarBW87LBiqFQDF8IXPjT9uL45fCn4x/DvwB8aPhDpeq6lpXiW/wDEGteMY4NF8TeGv7PffY3egRahKn26R5wiM1mQqRRzC7DBYa++a+FP21fhd8K/2JtJ8E3WoaV+1x43bx94mtfCGmQeGvjt4l8xdRuiRbRyfbfEVqqrIwYBwxVSp3lRgn0v4V/sGeBPiT4DsdZvV/ag8H3l0ZFn0bXPjp4wF/YPHI8bLJ9n1yaFslMq0UroysrKxBBoA+oKK+W/hj+wz8PfibpuqXe79qTw9Dp+rXelwjWvjX41tZNRW3lMRu4Y/wC2WcW8jq/ltIqNIqhwvlvG78J/wUJ/Yl8MfA79gX44eNfC3jH4/wCl+JvB/wAP9e1vSLz/AIXh4zn+yXltp1xNBL5cmqNG+2RFba6spxggjIoA+36K+dta/wCCcXw/0rR7u5g1b9onUpreF5Y7S2+PHjNZrplUkRoZNZSMMxGBvdVyRlgMmvlD9kT4tfAv9r3x/wCANDs/DP7a/g2H4padrWo+FtU8Q/G7xCbLVl0i4jt7+P8A0LxNcyxPHJIAPOjRWx8rHK5AP04or5//AOHafw6/6GP4/wD/AIfbxv8A/Laj/h2n8Ov+hj+P/wD4fbxv/wDLagD6Aor5/wD+Hafw6/6GP4//APh9vG//AMtqP+Hafw6/6GP4/wD/AIfbxv8A/LagD6Aor5//AOHafw6/6GP4/wD/AIfbxv8A/Laj/h2n8Ov+hj+P/wD4fbxv/wDLagA/Y3/5OK/ax/7KrY/+oR4Ur6Ar4Q/ZQ/4J8eA9d+PP7TVrPr/xvSPRfiVZ2Vu1v8Z/GNtJIh8HeGpyZnj1NXuJN8zgSTF3CCOMMI4o0Vdb8D/A/wAKft36L+z7rN5+1JpHinxToM2vaBq1z8c/Fp0fXFiyZLWF015pxcqkdxJslhQFLWZlYhRkA+7qK+Bv2aNB+A37Wf7S3xg+Gfg7UP2orq4+COoxaP4h12X46eLBpMl+4O61gK681w8kbJKj7oEVXhcbicZ9NuP2RPgla/HS0+Gr+Nf2gR40v9Bn8TQaf/wuvx8Q+nw3ENtJN539p+SMSzxLsLhzuJCkKxAB9WUV8/8A/DtP4df9DH8f/wDw+3jf/wCW1H/DtP4df9DH8f8A/wAPt43/APltQB9AUV8//wDDtP4df9DH8f8A/wAPt43/APltR/w7T+HX/Qx/H/8A8Pt43/8AltQB9AUV8/8A/DtP4df9DH8f/wDw+3jf/wCW1H/DtP4df9DH8f8A/wAPt43/APltQB9AUV8Qf8E9v2JfDHxx/YF+B/jXxT4x+P8Aqnibxh8P9B1vV7z/AIXh4zg+13lzp1vNPL5ceqLGm6R2baiqozgADArkv2X9I+Gn7VPxS8SeHNJ8C/ts6JY+EPE+oeDtX8Qar8dNdbTLLVLOISywMLbxRNc7SjJtl8jyizqpcMcUAfoZRXy38Qf2Gfh74D1Lw1aRN+1J4gm8S6smlqdJ+NfjWWPTFMUkr3d3I+sokNuiRNli25mZERXkdUPSf8O0/h1/0Mfx/wD/AA+3jf8A+W1AH0BRXz//AMO0/h1/0Mfx/wD/AA+3jf8A+W1H/DtP4df9DH8f/wDw+3jf/wCW1AH0BRXz/wD8O0/h1/0Mfx//APD7eN//AJbV5B+w9+xL4Y+MHwX1rVvEXjH4/wCo6hafEDxrokUv/C8PGcOyz0/xVqthZxYj1RQfLtbaCPcRubZuYsxZiAfb9Ffl78Y/jT8Efgd8ZfiB4S1nwZ+3BJafC7V9B0nxL4hs/jhrs2maf/bc6QabcBP+EoF3JFK8gz5du0ifxIpwD9hf8O0/h1/0Mfx//wDD7eN//ltQB9AUV8//APDtP4df9DH8f/8Aw+3jf/5bUf8ADtP4df8AQx/H/wD8Pt43/wDltQB9AUV8/wD/AA7T+HX/AEMfx/8A/D7eN/8A5bUf8O0/h1/0Mfx//wDD7eN//ltQB9AUV8//APDtP4df9DH8f/8Aw+3jf/5bUf8ADtP4df8AQx/H/wD8Pt43/wDltQB9AUV8/wD/AA7T+HX/AEMfx/8A/D7eN/8A5bUf8O0/h1/0Mfx//wDD7eN//ltQB9AUVn+E/DVv4L8K6bo9nJqE1ppNpFZQSX9/Pf3TpGgRTLcTu800hAG6SV2dzlmZmJJ0KACvDf23v2etY/aa0vwb4ZTw54S8S+DJtWuY/GFtrWtz6dKdLutMvNOm+yrHaXAmmCXzyKjtCC0Kr5i796e5UUAflxpv/BGf47+G9a+D/l/ELw1rWreDfDPifw9rfj681u6t/EEf9o6Wmjaa9lbLYvGf7PsrWzl+e4Qz3L3TnY0jSSc1of8AwQL8X/8ACtEW88Bfs52c+l3/AIFuofAdpe3E3hbxBLoTz/2jf3c76UpiutRhuXhfFlOdiYkklEh2/rZRQBDp8bRWECvFDA6xqGiibdHGcfdU4GQOg4H0FTUUUAFfP/xG/wCUpvwb/wCyVePP/Tv4Mr6Ar5/+I3/KU34N/wDZKvHn/p38GUAcd/wVr/Y18Z/tufDj4Z+H/C3h34aeKdO8K+P9M8X67pXjbVZ7Ow1e0si5NiVjsLxZFnEjIxkTaqj7smcDxv8Aax/4Iu6j8dP2pPFfiPwbp/gj4Y+Hf+FUJ4K8G6n4d1y/0q+0DV4o7yGC8k020t4bWWKO2vGto987tDHGGjVSQE/QHxr430b4a+EdR1/xFq+maBoOj273d/qWpXSWtpYwoMvLLLIQiIoBJZiAB1Nea6P/AMFBfgJ4i0yG90/43fCG+s7i0vL+K4t/GOnSxS29mm+7mVlmIMcCAtK44jHLECgDzj/gk7+xLr37DXwP8S6D4ih0qx1DxB4hbWDYaNq1ne6TbA2lrAWtorTRdHgtFdoWZoI7VhuzIZXeVwvS/wDBWL/lFl+0t/2SrxR/6aLqvQbf9q/4W3fivwloMXxK8ASa54/09NW8L6cniG0N34ks3QyJc2UXmb7mFkVmEkQZSqkg4Feff8FYv+UWX7S3/ZKvFH/pouqAPdtalvINHu306C2utQSF2tYbmdreGaUKdivIqOUUtgFgjkAkhWxg/mX+xX/wS4/aZ/Yq8JaHd6DqfwgvfEv/AAjWu+EtWsdS8T6teabZx3N9cajY6lpk4sI7izl+0XXlXdpF5cVylnbS+asyhk/T6vDv+HnH7Npt7ib/AIaE+B/lWkH2qd/+E70vbBD5wg8xj5+FTzmWPceN5C9TigD89PhR/wAEIfixo2keEtA8Y+FP2fPE3hrR/jHbfEe+hn1ogSaa+iJpmo6Wlra+HrW02TSxx3DIsUUc/lIkys2ZT8/ftdfs56X+zjrvw0+C/wAbtB8J6tYeDPBYQw6dPo2rz3ljL4lur23tvDq69f6S0OotBbG1m+x29+xjktYmiOYQ37YeMv21Pg38OvHY8L+IPi18M9C8TGwbVRpGo+KLG1vzZrC87XPkPKJPJEMckhfG0IjNnAJqlo37fHwK8RaY97p/xp+E19Zx6NN4jee38X6fLEulwztbS35ZZSBbJOjxNN9xZEZSwYEUAej+DDbN4P0r7Fpr6PZ/Y4fs+nvbi3axj2DbCYxwhQYXaOFxjtWnXi+q/wDBSH9njQoLGS++PXwXs49TtY76zefxtpka3dvI7JHNGTMN8bujqrDIJVgDkGvaKACiiigD5/8A2N/+Tiv2sf8Asqtj/wCoR4UrzD9vv9gr4lftd/E3WNS8N3vhDwRf6BbeHtY+H/jQarPc6tomvaVe3cpM2nmz8lrSa31G6hcfaX3BVDRESHy/T/2N/wDk4r9rH/sqtj/6hHhSvoCgD8tfFf8AwRh+Kc3xB+JQ0/TPhNqvw91vxd4N12w8M674pvbqLxnYaBatZPZa4W0p1DXYZb53C3P+kworCUM0tdx+xT/wR+8SfsrftMfCT4galoXwj8Qt4Y8PeItGvwJ5kuPBf9oau+o2cWjO9kxnhtIJp7FQzWeIp5GUKHaE/olRQAUUUUAFFFFABRRRQB8//wDBJ3/lFl+zT/2Srwv/AOmi1r5h8Jf8EjfFtz8Hv2xofE3w4/Z9u/iL8f8AUddufDPiEalNeXNtaapGiiyvbqTSUmiitZYIblBF5yvKT8sRjWRvp7/gk7/yiy/Zp/7JV4X/APTRa13fj79r74TfCn4l2ngvxR8UPh34b8Y38C3NtoWq+JLOz1O4ibfiRLeSRZWU+W+GC4+RvQ0Afnlp3/BB/wAbaJ8Y/hJrVlqun2Hh/wAMWehzalZ2vjd7jUvC+rWuoy3uoX2m6jqeiX93Ot2026SKKbTPOESwyu8WwQ/fv7Hf7LA/Y++EH/CIj4i/FT4oZvpb4638QfEB1zWD5gUeV5+xMRLt+VAvG5j3NXPCn7Zfwg8dkjQ/ir8NtZI0GXxURY+JrK4xo8UrQyal8kh/0RJVZGn/ANWrKVLAjFc/qH/BSL9nfSfDmn6xdfHr4L22katBJc2N9L430xLa8ijm8iSSKQzbXVZv3bMpID/KeeKAPaaK4i+/aY+HGmeM/Dfhy5+IHgi38Q+MrM6j4f0uXXbVL3XbUI0hntYS++eIIrMXjDLtUnOBVn4MfH/wJ+0f4Tk174eeNfCXjzQoblrKTUfDusW+qWkc6qrNEZYHdA4V0JXOQHU45FAHXV8//wDBNP8A5N18R/8AZVfiP/6m+u19AV8//wDBNP8A5N18R/8AZVfiP/6m+u0AfMnxs/4JkfHfxt+3F8VfjF4bvvhnpc9/rvhfxJ4Ns7/xFf3dhqc2iwy2ptdZsP7P8ny5ormSeKeJ5ZrK5trd4ixLMPO/j/8A8Egv2ifj/wDHr42+NdW034B3R+MHgHxH4INrL4inCWH237E2mXTuug/abmSxezQj7TcS4cK1uLNAIB+r9FAH4pfth/sV6p/wT7+DhfXvCPwf07wT8QPFHggy6XBqMF74dGq6XpN5/aUur22qHSdPure5aIsrXN/bvPc/ZmP77aD7n8Lv2KdJ/as/4ILaR8Jvg14O0K2EuoQvBc+MntNItr65tdTWe51S3n0gajCyTGORbeW3llzE6/v227m/TqigD8o9I/4Ia/EnQPGGpax4T0r4MfCfUrzxJ4vFhqXhTWbsXWgeH9a0WWxtrS1A0yEKLO7kN4tqhjhMjyurxyOztyXxA/4JFw/AD4Fa3rfinSPgB4D8ePqHg1vhb4N0O7a80bWPE+iiSR2xPZWzS3erqWhliit2YRwK7yy7SY/2JooA/Mz4u/8ABDPxDfftE/C/xF4Wv/DSeFPDUFleapp9ndWXh640bXk1p9VvdY0xn0XUWja6klVXitpLB2js7eF53hCJDL/wT1/4I++Pf2PPj/8ADTxu3hD4H+Gp9C1bxxH4kbwvrd2ZrjR9ZuLW70y2iJ0uATLZyRzQiB/LjRQssbBpXiX9LqKACiiigAooooAKKKKACiiigAooooAK+f8A4jf8pTfg3/2Srx5/6d/BlfQFfP8A8Rv+Upvwb/7JV48/9O/gygDd/bc/Za1D9q74aeHtO0TxTB4P8R+D/Fuj+MdH1C70r+1rE3Wn3aTrFdWomgaaGRQ6kJPE6lldXBTB+Ev2Tf2FfiB+0z4LvfE1n4t1f4e+NvBnxP8AiFdQ3vjb4WalbweIbHX8xm7jsJ57CVA0TCSMrI6oSUcMysK+8v21P2xdK/Yf+FOmeL9b8L+L/FVhqXiDTvDn2fw5FaS3VvPfTC3t5GS5uIA0ZneKM+WXcGZTs2h2XzDwt/wVq8L+OtKsLbRPht8VtW8dXGq6/pl34HtrXSzrulJodylrqd1KTfCzeGKea3RRBcyyzG4TyY5AsnlgHknwH/4IXXXwb+KHwy1+/wDihb+KbLwNpPhWwvtLuNN1uwtb258PQm2sb22gtdbitY5TAlvvF5b3y+ZFIyBElaIfRH/BWL/lFl+0t/2SrxR/6aLqsD9lf/grh8JP2w/2n/EPwp8G3V5ca9oNpf3yXD3enyw38VjeR2V0RDDdSXdsVnlQKt7b27SoTJEJIwXrf/4Kxf8AKLL9pb/slXij/wBNF1QB9AV+caf8ELvF+rWt1ba38YfBF7bXtn8SLWb7L8NpreUnxmEe5kDPq8g3W0sa7CVO+EtE3J80fo5RQB8D+E/+COep+AfHWk63rnxRsdY8JaZ4r0D4j65pdj4KnGq6jrWh6TFY2/2S5+3TGG0c20Ehtfs9xKcSRpMokG3G+E3/AASWtvjB+xBr3hW38V+MfCFldeJ49U+Gst9pV5pOoeDNFsNbk1TTLKS1E1veRqJ3kPEttdCD7IpMEtuoj/RGigD83NW/4IGarrPh/X9N/wCFneD9PtfEnw08Q/D67Fv4N1W9lWbWNUfU7jU1n1HXbu4MpnKFlklfe3mtvXeoj/Q/wPpN/oPgrSLHVby01DVLKyhgvLq0tWtILmZY1V5I4WkkaNGYEhDI5UEAu2Nx1KKACiiigD5//Y3/AOTiv2sf+yq2P/qEeFK+gK+f/wBjf/k4r9rH/sqtj/6hHhSvoCgAooooAKKKKACiiigAooooA+f/APgk7/yiy/Zp/wCyVeF//TRa18tftTfso+Lf2d/2uPhpqmla14p8ZeCPHP7QcHxHudF0n4eX2o3Pht30drC6mvdUtfNiFokph8pZIYHVZ3zJMkDFPqX/AIJO/wDKLL9mn/slXhf/ANNFrX0BQB+aVv8A8EBPFV34OPhPUfjrpp8J2HgfXPA+jrpngiew1axh1DWLfWY7mS7/ALUdZJoby0tgdkMQkhWRAI3cSp1Oif8ABEzXdN8W+EtWk+JXhEy6Cnit9S3+Ftb1ObWbrX9Pg0+e6a51TxBe3CSJDbQjBkdW/eDC7zj9BKKAPgj4ef8ABGHxH4S+H3ifwRqfxc0TWvBPxB+Hun+BPEtsfBLxalA9lodzokd/pN2dQYWLvaTReZFNFdIzJNt8sXDqPbv+Cdn7C13+w94J8RWmr+J7Pxn4g8TXltc3+txprSz34t7SK1iM51TVtTkaQJEFzFJFGFCKIgEBr6JooAK+f/8Agmn/AMm6+I/+yq/Ef/1N9dr6Ar5//wCCaf8Aybr4j/7Kr8R//U312gD6AooooAKKKKACiiigAooooAKKKKACiiigDj/jXrfj7QvCtvL8OvDXg/xVrbXapPaeJPEtzoFrHb7HLSLPBYXrtIHEYEZiUEMx3gqFby//AIWP+1N/0Rv4Af8Ah5NX/wDmYr6Ar4a/4LZ+F/hvrqfs+z/EG/8AgRoSxeP7q3h1j4saFa6zoNlbv4d1h5UmgnubXfHJLFaAAXEYE62rneURCAey/wDCx/2pv+iN/AD/AMPJq/8A8zFH/Cx/2pv+iN/AD/w8mr//ADMV+fvwB/an+HX7H9hpHiDTdT8D+CvEum/CPVLHSprtLW+OuWQ8Wi20i/SA3GnY0q7ST7Ra+dPbW1ra3ILXCQRPOfSvA3/BXb40/Hj4CeEV8Eab4PHxV16fxRZxWjeBtS1221G90vU4LS2s7m207U5F0RZYb2xnkvbq+ntI0uY2ErJIrgA+uP8AhY/7U3/RG/gB/wCHk1f/AOZij/hY/wC1N/0Rv4Af+Hk1f/5mK8G1r/gqP4i+Cnxhs/hx468e/BrUPHelfE2DwnrGmWOiXOk3WoaTd6NBe2l5Fby6lO1luup0tlnmaWGaRkjQLIwWut/4JQ/8FE/GP7eWq+Nv+Ek0/wAI2dvoVvYXa2ul3+ktf6DNcm43adewWes6lN5kYhx51zFYO7JKPssbIyoAemf8LH/am/6I38AP/Dyav/8AMxXiHj7x9+0k3/BST4USy/Cj4IJrafDXxolpaJ8V9Ua1ntzqnhMzySTnw6HjkR1twkYicSCWUl4zEqy/d9fP/wARv+Upvwb/AOyVePP/AE7+DKAPOP2ofgp8bv2yPh9ZeF/iB8DfgxqOi6fqttrcEWm/tCeKNFlS8tmL28pmsfD8MreW5EiqWKiRI3xvjRl8/vP+Cefji68YnxFF+z18JtO8QDxJqniyLVNN/aa8aafe2t/qbK1+YZoNER4YLhkQvbRlbdioPl16P/wVz8ez6D4W8A6Bqvir4Y+A/h34l1O7XxPrnxChluPDcwgtHkttMvIEuLUTx3T7swvcxJJ9n2t5ylrWf6C/ZT8TX/jT9mD4c6xqvhmDwXqeqeGNNu7vw/BA1vDokr2sbPaJGyqyJESUVWVWUKAVUgqAD5v+C/wD+NX7PHjfW9d8HfA/4P6LJ4glubi60xP2ivFc2hxzXM/2ieWDS5NAaxtpJJizs8ECMTJJz87557/gpr4+/aSvP+Cbf7QcWu/Cj4Iadokvw18RpqF3YfFfVL26tbc6XciWSKB/DsKSyKm4rG0sYYgAugO4fd9fP/8AwVi/5RZftLf9kq8Uf+mi6oAP+Fj/ALU3/RG/gB/4eTV//mYo/wCFj/tTf9Eb+AH/AIeTV/8A5mK9p+IGoaRpPgPW7rxBqUei6DbWE8upahJqDaelhbLGxlmNyrIYAiBmModSmNwYYzXwn+yd8ZvgTF8GfjXqv7N3iz4UeGF8Z23leFPBPhDV9JhaLU1srqO0vf7PtZCtvfagYQywMqzGGzt/NjjnSeGIA+g/+Fj/ALU3/RG/gB/4eTV//mYo/wCFj/tTf9Eb+AH/AIeTV/8A5mK+DvCUP7OFr8TdF1m0m+Gb/sp64PDVt40W5Fu/g4+Kk0rxI8x1hZR9nW9Ik0YzG7+b7QLDzcXHkk2v2QfCHhcfEL4f6ZrUtufj74d8UeFJvAbas7jxbH4D/sGyMyI0o+1f2d+81lZlf5BcNIsmJdooA+5/+Fj/ALU3/RG/gB/4eTV//mYo/wCFj/tTf9Eb+AH/AIeTV/8A5mK+gKKAPn//AIWP+1N/0Rv4Af8Ah5NX/wDmYo/4WP8AtTf9Eb+AH/h5NX/+ZivoCigD4Q/ZQ8fftJQfHn9pptP+FHwQurub4lWb6nFcfFfVII7O4/4Q7w0qxwuvh1zNGYBA5kZYiHkkTYVjWWT2/wD4WP8AtTf9Eb+AH/h5NX/+Zij9jf8A5OK/ax/7KrY/+oR4Urxr/gpp+0u3jfxnqHwm8AWuseKfGvw80Y+PtUXw74j0Kzk8K30OJNGl1OHUNTsmexEoNzOiNkLFa7yqXC7gD2X/AIWP+1N/0Rv4Af8Ah5NX/wDmYo/4WP8AtTf9Eb+AH/h5NX/+ZivDvCv/AAVnh/ap8ZeArX4Z/FD4H/Duz8Z6JpGqaZD44gk1S58W3V7dT211p2nPBf2kRurCS3MckcZuWklniUrbqUkl8I+Af/BXH4o+G/hx+zf4NtfFPww8c6j4p8H+HpLvxDqF1psP/CQ391M1ncaaJb/xLb3DalYmBftTQQ38s09yoa2tC0azAH3R/wALH/am/wCiN/AD/wAPJq//AMzFH/Cx/wBqb/ojfwA/8PJq/wD8zFfIPxZ/4Lf6x8PPBLxp8Sv2f4/GOlfD/wAY6hq1jeadcRra+KdBvIFj05kOqKY2u7dp9tkzm4QxiUPInyH9A/2ZvGWqfEX4F+HPEOr+JvBvjG5121GoR6v4UtXt9Iu4JSXh8gNc3JdRGyKZPNIkKlwqBgigHnX/AAsf9qb/AKI38AP/AA8mr/8AzMUf8LH/AGpv+iN/AD/w8mr/APzMV9AUUAfP/wDwsf8Aam/6I38AP/Dyav8A/MxR/wALH/am/wCiN/AD/wAPJq//AMzFfQFFAHwh/wAEyvH37SVn/wAE2/2fItC+FHwQ1HRIvhr4cTT7u/8AivqlldXVuNLthFJLAnh2ZIpGTaWjWWQKSQHcDcfb/wDhY/7U3/RG/gB/4eTV/wD5mKP+CTv/ACiy/Zp/7JV4X/8ATRa14D/wTW+Mer/ET9sjxNPr0nwq8SeMdf0vWLjxW+i2U7+KvhvJa6rDBY6Fqd3JM4EEkUk7wWyw2oVrKZ1W7LzXbAHv3/Cx/wBqb/ojfwA/8PJq/wD8zFH/AAsf9qb/AKI38AP/AA8mr/8AzMV9AUUAfP8A/wALH/am/wCiN/AD/wAPJq//AMzFH/Cx/wBqb/ojfwA/8PJq/wD8zFfQFFAHz/8A8LH/AGpv+iN/AD/w8mr/APzMV4h/wT58fftJWvwG19dH+FHwQvrQ/Erx88kt58V9UtJFuG8Y6y1xGEXw7KDGk5lRJNwMiIjskTOYk+76+f8A/gmn/wAm6+I/+yq/Ef8A9TfXaAD/AIWP+1N/0Rv4Af8Ah5NX/wDmYo/4WP8AtTf9Eb+AH/h5NX/+ZivnXw5+0HcWX/BUjVb7xhqPwevL/SNe1XRm0a/glfxZ8O/DFto8l0uvJcyTiGy066ljhWY/ZlWVr2LdeOUhtIvJP2ob7wx4z8b+MNc8H39lcftBaRrvi698STaC5bxTP4Gfw5qIsm/cA3EmnHztFa3aL5DcGExE3BYEA+5f+Fj/ALU3/RG/gB/4eTV//mYo/wCFj/tTf9Eb+AH/AIeTV/8A5mK+BfGOg/sz3XxN8SxOfhg37J3ie017/hGIbZbb/hDj4xXSdAjgOkqg+zLfmBtUEX2X5zcC+C/6QJRX6l/s/Wet6f8AAXwRB4me5l8SQaBYR6s9w5eZ7sW8YmLseSxk3ZJ6nNAHl3/Cx/2pv+iN/AD/AMPJq/8A8zFH/Cx/2pv+iN/AD/w8mr//ADMV9AUUAfP/APwsf9qb/ojfwA/8PJq//wAzFH/Cx/2pv+iN/AD/AMPJq/8A8zFfQFFAHz//AMLH/am/6I38AP8Aw8mr/wDzMUf8LH/am/6I38AP/Dyav/8AMxX0BRQBn+E7nVbzwrpsuu2en6drctpE+oWlhePe2trcFAZY4p3iheWNX3BZGijLAAlEJ2jQoooA4/41/tC+Af2a/CtvrvxF8ceD/AGiXd2thBqHiTWbbSrWa4ZHdYVlndEMhSORgoOSI2OMKa8v/wCHsX7LP/Ry3wA/8OHpH/yRX0BXjH7Vfx+8SfD3xj8PfAPgW20Q+OPihf3drYahrccs2l6HbWls1zdXk0ETxyXJVRGiW6SxeY8ozLGqs1AGN/w9i/ZZ/wCjlvgB/wCHD0j/AOSK+dv23vHP7E/7e2ueH7rxh+1d8ForXw/DLAmmf8JT4K1qwuPMZSZPJ1a2vRDNgFfOtvJkKtgsdqbfpW+/aM1b9lXwpCnxt13S/E+s6lcyf2XJ8PfAet3N1ewIgaV30i2bUrmKOElFe481oszQhvKaRFfn7b/grn8BNQvPKsvFHiPU0ZoI4rrT/BGvXlnctcW63FmsVxFZNDK13G6i1COxu3YRwebJ8lAEnhH/AIKb/skeA/CemaHpP7Rv7P1npWjWkVjZW6/EXSmEEESBI0Ba5JOFUDJJPFaH/D2L9ln/AKOW+AH/AIcPSP8A5Iqp40/4KMeAr/wb4VvvC3iZ4f8AhJ76NZLu/wDBmuXcWhWkd+1ndPqUMUCPpf76C5txLqL2sUckUzsXFtLGeV+L3/BTHT/CPx5TTPDl2ms+FtL8N69qWqed4M14Jd3OnpG4ex1SGGSC8gRmaKdbK2u5Im5OCPLYA7X/AIexfss/9HLfAD/w4ekf/JFeIePv+Cm37N15/wAFJPhRrsX7QfwQl0TTvhr40sLvUE8daW1ra3E+qeE3ghklE+xZJEtrhkUkFhBKQCEbH2v8PPFY8eeAND1xRbBdZ0+3vgLaSSSECWNX+RpI43Zfm4LRoxGMop4Hi/xG/wCUpvwb/wCyVePP/Tv4MoAP+HsX7LP/AEct8AP/AA4ekf8AyRR/w9i/ZZ/6OW+AH/hw9I/+SKs/t2ftiQ/sqeFfD1lZSKPFvji+l0/Rx/YGo+IfsqxQvPcXh07Tla8vFhjXJhg2sxZd0kEQlni9W+Enjmz+J3wq8M+JdO1jTfEOn+IdJtdTtdV06FobPU4poUkS4hRndkjkVg6qXYhWALHrQB5B/wAPYv2Wf+jlvgB/4cPSP/kivEP+Cmv/AAU2/Zu8e/8ABNv9oPQtC/aD+CGta3rXw18R2Gn6fYeOtLubq/uJdLuUihiiScvJI7sqqqgliQACTX3fXz//AMFYv+UWX7S3/ZKvFH/pouqAD/h7F+yz/wBHLfAD/wAOHpH/AMkVja9/wUh/ZB8UeKtC1rUP2if2frvUfDMk0+lvJ8RtLKWU0sTQvMkf2nZ5vlPJGJCu9UmmVSFlkDfR+tS3kGj3b6dBbXWoJC7WsNzO1vDNKFOxXkVHKKWwCwRyASQrYwfBvhx8efiF8NtB+Mn/AAtCbwp4u/4VbZpqsWteE9FuNDtr5DYtdS2DWtzeXjLdRKiOXE5Ro72D5VKtkAf/AMPYv2Wf+jlvgB/4cPSP/kij/h7F+yz/ANHLfAD/AMOHpH/yRXk2h/tefHq6+Ndp8Ir+8+Etv418U2WjeIdI8SweG9Ql0nSbC+tNbmltZ7A6is13cRSaKYxMtzbo63iyeWphMMlL4Cf8FDviz8Zf+EV8VXGk+ANL8J2XijRPAHjHQktLqfUm1W/061uZL6xv/tCxLaxzajZxrby2jyOsU7GZSyqAD2b/AIexfss/9HLfAD/w4ekf/JFH/D2L9ln/AKOW+AH/AIcPSP8A5Ir6AooA+f8A/h7F+yz/ANHLfAD/AMOHpH/yRR/w9i/ZZ/6OW+AH/hw9I/8AkivoCigD4Q/ZQ/4Kbfs3eHPjz+01eah+0H8ELG0174lWd/pk9x460uKPUbdfB3hq3aaFmnAkjE8E8RZcgPDIudyMB7f/AMPYv2Wf+jlvgB/4cPSP/kij9jf/AJOK/ax/7KrY/wDqEeFK6n41ftr/AA++AHiY6P4gu/E1xqMUC3FxFoXhLV/EAsFfIiW4awtp1t3mIKwxylHmb5Y1duKAOW/4exfss/8ARy3wA/8ADh6R/wDJFH/D2L9ln/o5b4Af+HD0j/5IrD8Q/wDBUL4beKfg1pXinwb4k1GKx14w3drq+qfD/wARS2NtpmYpJdUnRbWNotP8h2K30zxWe5XzPiKQDc8af8FP/gx8Pf7SbVtf8SW9vpsqRfak8F63Na36tcxWvnWc6WjR3tulxPbxST2zSxRPcwK7qZY9wAf8PYv2Wf8Ao5b4Af8Ahw9I/wDkij/h7F+yz/0ct8AP/Dh6R/8AJFe2eCvF1r4+8I6drdjFqcFnqtul1DHqWm3Om3aIwyBLbXKRzwv6pKiup4IBrUoA+f8A/h7F+yz/ANHLfAD/AMOHpH/yRR/w9i/ZZ/6OW+AH/hw9I/8AkivoCigD5/8A+HsX7LP/AEct8AP/AA4ekf8AyRR/w9i/ZZ/6OW+AH/hw9I/+SK+gKKAPhD/gmV/wU2/Zu8Bf8E2/2fNC139oP4IaLrei/DXw5Yahp9/460u2urC4i0u2SWGWJ5w8ciOrKysAVIIIBFe3/wDD2L9ln/o5b4Af+HD0j/5Io/4JO/8AKLL9mn/slXhf/wBNFrWR+yV+35pn7V/7QHiXSNL1zS4tDt7e9fw/pbeGtThu9ZgsbxLS61SLVZdljdQCaRI2t7RJXtzJD50ySSNbxAGv/wAPYv2Wf+jlvgB/4cPSP/kij/h7F+yz/wBHLfAD/wAOHpH/AMkV9AUUAfP/APw9i/ZZ/wCjlvgB/wCHD0j/AOSKP+HsX7LP/Ry3wA/8OHpH/wAkV9AUUAfP/wDw9i/ZZ/6OW+AH/hw9I/8AkivEP+CfP/BTb9m7wX8Btfs9Y/aD+CGk3c3xK8fX8cF5460uCR7e58Y6zcW8wVpwTHLBLFKjdHSRGUlWBP3fXz//AME0/wDk3XxH/wBlV+I//qb67QBjfEL/AIKQ/sg/FbwXqHh3xB+0T+z9qWiatH5F9ZP8RtLWK9hyC0MoW5G+JwNrxtlJEZkcMjMp2f8Ah7F+yz/0ct8AP/Dh6R/8kVjeG/2ttZ1D/goDq/w81Dxn4c0/w6l8dN0fRJvhprkN1q06aTDeyRxeInuhpktwpNxKbWOBpRBAxx8rSDz/APaC/wCCh3xJ+CevXniy20vwXrHw5uPEXiDwTp2jPa3NtrUOpaZpOoXqXk9957wtayz6ZPCYUtfMRJopPMchoqAPWf8Ah7F+yz/0ct8AP/Dh6R/8kUf8PYv2Wf8Ao5b4Af8Ahw9I/wDkivHfEH7XX7Q2n/FTxX8ILS9+D03xH8LafqXimDxJL4Y1BNF1vS7Sy0txaf2eNTM1pcvd6qsfnm7nRYrZn8otKET6++DvxDX4u/CLwt4rS1axTxPo9pqy2zSeYbcXEKShC2Bu278ZwM46UAeR/wDD2L9ln/o5b4Af+HD0j/5Io/4exfss/wDRy3wA/wDDh6R/8kV9AUUAfP8A/wAPYv2Wf+jlvgB/4cPSP/kij/h7F+yz/wBHLfAD/wAOHpH/AMkV9AUUAfP/APw9i/ZZ/wCjlvgB/wCHD0j/AOSKP+HsX7LP/Ry3wA/8OHpH/wAkV9AUUAZ/hPxZpfj3wrpuu6FqWn61omtWkV/p+oWFwlza39vKgeKaKVCUkjdGVlZSQwIIJBrQoooAK83/AGkf2XtB/aZ0jQf7Qvtd8O+IfCGqLrfhvxJoN0ttqvh+9WN4jLA7o8Tq8UksUkM8csE0cjpJG6nFekV4f+27+394E/YJ8LaJqHjKZHufEdzJa6ZYnWtI0c3ZjUNKwudVvLOzXYrKdrTh23fIrYOADM1X9gzUdXbR9Wk+OvxnHj7Q5LqO18ZL/YH9oiwuVhE+nG1OlnTPs7yW9tKSLMTeZbxnzcAg8rpf/BJ3RPDN0keifFj4taLo1tr+i+ILTSIDoc1tZyaVCsFrCJJ9MkuHjKRxeY0szyuYgxk3M5f6O+FHxN0j41fC3w34y8PzyXWg+LdKtdZ02Z4miaa2uYVmiYowDKSjqcEZGcGt+gD468Xf8ETvhh44+LNt4y1TWtc1TVrTXtQ1qIav4c8L60kMV5qs+rNYRG+0ieSC3jvLu8dHhdLki6YPPII4PK2NW/4JSadfyxRWvxn+NWl6Rpdrq2m6FpNtPoj2Xh6w1NHS5tIBLpjvLGAYvLe6eeWIW6Kkio8yS/VtFAHN/B34cL8HvhT4d8KJq+q69F4b06DTY9Q1MQC8u0iQIry+RFFFv2qM7I0HtXkfxG/5Sm/Bv/slXjz/ANO/gyvoCvn/AOI3/KU34N/9kq8ef+nfwZQB237Q37NyfHo6FeWXjHxf8PfEnhuWdtP1/wANGxN9DFPH5c9uVvba5t3ikAQkNCWDRRsrKVzXWfC74baP8GvhroHhHw9bNZ6F4Y06DStPgaV5WighjWOMM7ks7bVGWYlmOSSSSa3qKACvn/8A4Kxf8osv2lv+yVeKP/TRdV9AV8//APBWL/lFl+0t/wBkq8Uf+mi6oA9y8TaVPr3hvULG11O+0W5vLaSCHUbJIWubB2Uqs0QmjkiLoSGUSRumVG5WGQfnP4Z/sEeJfhFoOleDLX4weNfFnw5up7qXxLp/iaw0Fp9TgmjuTPbq9lpdtI8l7c3ZuLq7mled2hbBL3Mky/TVFAHzPp3/AATN0/TdCsHX4tfF+Txpod3aS6N41mutJk1vSLW1tbm0g09QbD7HPbCK9vc/araaV3umkeRpEiePX+Hn/BOfwn8LPiFpOq6L4l8c2+gaYdPupvCsl7bT6RqmpWNkljb6pcs8BvHuhBDbhsXKxO9vFI8bSLvP0DRQAUUUUAFFFFAHz/8Asb/8nFftY/8AZVbH/wBQjwpWv8S/2N5vGXxa1zxf4d+KfxL+HV34p0yLTdasdAGkXFjqTQxzRw3LR6hYXZjnRZsboWjVxFEJFkCAVkfsb/8AJxX7WP8A2VWx/wDUI8KVr/Gr9t7Rfgl4w1axufCvjTW9F8JW0d94v8RaXBaNpng23dDIs12JbiO5kXylaRvskFwY0Us4QEZAPIvFP/BE34Y+OfBHwo0fXNc13xFcfCLRU8N6bqmveG/C2t3d/pkUivb2s63ukTQRiFVEay2sUEzJ/rJJH+eqVl/wQ2+Gnhd/Fp8K+KPE3gdvFl7BeNPoHhrwlbX9iIdRj1GOBb5tFa8uIhcwwMReTXDN5KbmJyT1PiT/AIKmx+CvFNj4e1r4D/HbS/FOqzWkdjo0ltoU1xdpeG4S1lWSLVHgCyTW0kTBpVeAsklwsELCauA+Ln/BS3xP408WeCz4F8G/FHStLXwv4y8T65FBaeHLi5tb7w/fR6XLpt9Fc6gqyQRXTTiVbO4jkkk+x+VciL7SUAPrbwV+z14H+H/xB1bxjpfhLwxaeN/EUEdvrfiaDRrW31fXFjVVX7VcRRo8v3F4PyjaMAAADs6+StW/4K1eFvBXxV8KfDu/8M+Jdf8AGnirwsPEWmxaRe6BFJrG3SpdSdUsJNWN7aBo7edVkuo0t/MUR/aWLIz6nw+/4Kn+HPiBpE8o+G/xV0jUrzS9H1nw1pGpWemxX3jG21VrpbI2areskLMbSXet89qYhtaQIpyAD6hor5P0j/gsJ8N5v2mPD3wj1nR/EXhPx1rN3Fpl9pWs6noUV9oN/MrPBbTWSai95cCVfJZbixgurXbcIzTqFlMf1hQAUUUUAfP/APwSd/5RZfs0/wDZKvC//pota2fgX+xLonwJ+JJ8Q2/ijxjr8GnWd5pvhrR9WmtG0/wfZ3dxHcXNtZCG3ildHeC3AN1JcPGkCJG6KXD43/BJ3/lFl+zT/wBkq8L/APpota+gKACiiigAooooAK+f/wDgmn/ybr4j/wCyq/Ef/wBTfXa+gK+f/wDgmn/ybr4j/wCyq/Ef/wBTfXaAJviT+yD4h1HWtY8Q6D8SfFl7r0T3l54NsPET2V1o3gXUryGa2k1K2C2n2u4aKK7uvLtrq4lh2yGFPIj2GLN8Qf8ABNLwn401nxJ/b3i74ga14c8SxX8snhua8tINOsNTvrI2V3q1s8FtHdQ3ckUlwcCfyEku5pI4Ucqy/RlFAHzPqP8AwTN0/VYIb6b4tfF4+NnmvF1LxilzpMesazY3dtaW0+nTKtgLSO2aOwsiPs9vDKsluJVlWV5Xk+jdA0K08LaFZaZp8CWthp0CWttAn3YYkUKij2CgD8Kt0UAFFFFABRRRQAUUUUAFFFFAHH/GvW/H2heFbeX4deGvB/irW2u1Se08SeJbnQLWO32OWkWeCwvXaQOIwIzEoIZjvBUK3zr8dPht8ff2i9M0238SfBj4QwSaPcNc2V9oP7Q/ijw9qNqzIUdVvNP8PwXAjdT80fmbH2oWUlFI+uq+Mv8Agr9YeB9UvfgBBr+rfBzQ/GEnxGtx4XvviDpNvqttbyfZbgyGO2e5tpJMyfZRiKeMiU25JJCqQD0TRfGH7UOgaPaWMHwe+BLw2UKQRtc/G3W7mZlVQoLyyeGWkkbA5d2LMckkkk1Z/wCFj/tTf9Eb+AH/AIeTV/8A5mK+CvjV8YvC37KP/BQP4h6542+J/wCzJ/wtue7+Fmn67faJp0vgzU7jS7rxLdQalBIY9be8E8Nq2m3dw800lu9rbWcdxatCFeu48Zf8FKPiJ8S9d8SQf8LY+D/gLRvAnxO0mxn8QR6fBqHh+zsJbjUoxbXWo2fiVhM7G3tVkS7h02T95/x7fvQIgD69/wCFj/tTf9Eb+AH/AIeTV/8A5mKP+Fj/ALU3/RG/gB/4eTV//mYr4/8A2tP+CpHjO0+AvxTvo/HPwaig0vQ9Xk1bw1H/AGppHiT4az2s6pbW2q3Vtq0M3mXrK1pDJELFxcXNu8IukBVuk8Y/8FcfGGnR/tCa54Z8b/Azx34W+Fviyx8NaZ/YNtA9xp9pqFpp11Bq+oXFzrtvZtbQPc3lm26a0See2cia3MTwsAfTn/Cx/wBqb/ojfwA/8PJq/wD8zFeIePvH37STf8FJPhRLL8KPggmtp8NfGiWlonxX1RrWe3OqeEzPJJOfDoeORHW3CRiJxIJZSXjMSrL7J+wh+2B4z/aa+GPhHUvEPw7vki12yu7qTxfomreH7zwxceTeTwQhBZ6xezLJNFFHKY4jcxQtKYzcu0bNVv4jf8pTfg3/ANkq8ef+nfwZQAf8LH/am/6I38AP/Dyav/8AMxR/wsf9qb/ojfwA/wDDyav/APMxXn//AAVz8ez6D4W8A6Bqvir4Y+A/h34l1O7XxPrnxChluPDcwgtHkttMvIEuLUTx3T7swvcxJJ9n2t5ylrWf6C/ZT8TX/jT9mD4c6xqvhmDwXqeqeGNNu7vw/BA1vDokr2sbPaJGyqyJESUVWVWUKAVUgqADz3/hY/7U3/RG/gB/4eTV/wD5mK8Q/wCCmvj79pK8/wCCbf7QcWu/Cj4Iadokvw18RpqF3YfFfVL26tbc6XciWSKB/DsKSyKm4rG0sYYgAugO4fd9fP8A/wAFYv8AlFl+0t/2SrxR/wCmi6oAP+Fj/tTf9Eb+AH/h5NX/APmYo/4WP+1N/wBEb+AH/h5NX/8AmYr2nx/qlhofgTWr3VXv49Ls7Cee8exWdrpIVjZnMQt8zmTaDtEQ8zONvzYr4D/ZM8Q6F8J/Df7RUPwn8QfA+/8ACvim0gm8B698NIE0rTNS8RzWeoRjSI4heXNtd6pElnaTSzxOJZjdrvjCxoqAH0n/AMLH/am/6I38AP8Aw8mr/wDzMUf8LH/am/6I38AP/Dyav/8AMxXwd4Sh/Zwtfibous2k3wzf9lPXB4atvGi3It38HHxUmleJHmOsLKPs63pEmjGY3fzfaBYebi48km1+yD4Q8Lj4hfD/AEzWpbc/H3w74o8KTeA21Z3Hi2PwH/YNkZkRpR9q/s795rKzK/yC4aRZMS7RQB9z/wDCx/2pv+iN/AD/AMPJq/8A8zFH/Cx/2pv+iN/AD/w8mr//ADMV9AUUAfP/APwsf9qb/ojfwA/8PJq//wAzFH/Cx/2pv+iN/AD/AMPJq/8A8zFfQFFAHwh+yh4+/aSg+PP7TTaf8KPghdXc3xKs31OK4+K+qQR2dx/wh3hpVjhdfDrmaMwCBzIyxEPJImwrGssm947/AGevjJ8SPjAfHWqfAj4MDxBPZRabf/Yv2hvFNhYa5axed5cGoWMHh9LXUI1FxMAt3FKAsrL904r1H9jf/k4r9rH/ALKrY/8AqEeFK8//AGtf289U+FH7QOveCrb4qfAj4PSeHtFg1a3i+JNpNJL4rhmSdpLmycahZII7T7PL5iKJy5Xa7WoZZCAef6T+wV8R9FTRvJ+Bvw8abw9qNrqen3M/7VPjqe6t3tQwtofOfRjI1rF5kuy1ZjbqZpSIwZHLVbz/AIJ4ePr3xxq3iH/hRHw8ttR1tNcjuktP2q/HdrabNauJLnVEjto9HWCFLi4kaZljRQJVjdQrRoV8n+JX/BV3x/40/Zj+Ceo69B8DPG8Pxf0a28WxLG2naZ4e1G6ilg3eHFn1TxJag3dteKVmuI1vDGzIG0/dHiXQ8T/8FwfiRayeP7iS++CXgO38L6na2clt4tvNL+0+H5H1q209rK7htfEcl68jQzXNwZ7iy08QCxZWgl83MQB3af8ABM3xfDcQTx/s+/DSC5tGWS1uIf2qPHUc9m4006W0kMi6MHieSy2xSuhDTeXG0hd40ZdnVf2CviBrmjaRY3X7P3wmlj0DQ7Pw9p0v/DTPjNbmztLK8+22ZScaH5ouLefLQ3O7z4gzIkioxU/XHwV+JfivxJqcmieI/C+qSDTdPgm/4Ta1j0618OeKZXRCz2FtHqV3ewp8xIW5UABTiR+C3o1AHxD4M/Zi+NPw/wDH+meJ9K+EPgODWNMjjRnk/an8cTwaqyIY0l1CCTRWi1CYRlU867SaTZFCu7bFGF9e/wCFj/tTf9Eb+AH/AIeTV/8A5mK+gKKAPn//AIWP+1N/0Rv4Af8Ah5NX/wDmYo/4WP8AtTf9Eb+AH/h5NX/+ZivoCigD4Q/4JlePv2krP/gm3+z5FoXwo+CGo6JF8NfDiafd3/xX1Syurq3Gl2wiklgTw7MkUjJtLRrLIFJIDuBuPt//AAsf9qb/AKI38AP/AA8mr/8AzMUf8Enf+UWX7NP/AGSrwv8A+mi1rwH/AIJrfGPV/iJ+2R4mn16T4VeJPGOv6XrFx4rfRbKd/FXw3ktdVhgsdC1O7kmcCCSKSd4LZYbUK1lM6rdl5rtgD37/AIWP+1N/0Rv4Af8Ah5NX/wDmYo/4WP8AtTf9Eb+AH/h5NX/+ZivoCigD5/8A+Fj/ALU3/RG/gB/4eTV//mYo/wCFj/tTf9Eb+AH/AIeTV/8A5mK+gKKAPn//AIWP+1N/0Rv4Af8Ah5NX/wDmYrxD/gnz4+/aStfgNr66P8KPghfWh+JXj55Jbz4r6paSLcN4x1lriMIvh2UGNJzKiSbgZERHZImcxJ9318//APBNP/k3XxH/ANlV+I//AKm+u0AH/Cx/2pv+iN/AD/w8mr//ADMUf8LH/am/6I38AP8Aw8mr/wDzMV4LoXiXwR4a/wCCp2v+L7R/2bNe1efVr6PxZcR+HBa/EH4dabZ6EYjqeo6lLPvisXlsYrdUe2ijeK/hmjuJEOH8U/ahvvDHjPxv4w1zwff2Vx+0FpGu+Lr3xJNoLlvFM/gZ/Dmoiyb9wDcSacfO0VrdovkNwYTETcFgQD7l/wCFj/tTf9Eb+AH/AIeTV/8A5mKP+Fj/ALU3/RG/gB/4eTV//mYr4F8Y6D+zPdfE3xLE5+GDfsneJ7TXv+EYhtltv+EOPjFdJ0COA6SqD7Mt+YG1QRfZfnNwL4L/AKQJRX6l/s/Wet6f8BfBEHiZ7mXxJBoFhHqz3Dl5nuxbxiYux5LGTdknqc0AeXf8LH/am/6I38AP/Dyav/8AMxR/wsf9qb/ojfwA/wDDyav/APMxX0BRQB8//wDCx/2pv+iN/AD/AMPJq/8A8zFH/Cx/2pv+iN/AD/w8mr//ADMV9AUUAfP/APwsf9qb/ojfwA/8PJq//wAzFH/Cx/2pv+iN/AD/AMPJq/8A8zFfQFFAGf4TudVvPCumy67Z6fp2ty2kT6haWF497a2twUBljineKF5Y1fcFkaKMsACUQnaNCiigAqG/v4NKsZrq6mitra2jaWaaVwiRIoyzMx4AABJJ6YqavA/28fiR4q8AaJ4Si0e/+Inhzw3q+pS2/iDxF4E8JHxTr2jItu8tv5NkLO9/dyyoI5JTZzhAwGIy4mjAPZPAPxB0H4q+DdP8ReF9b0jxJ4f1eEXFhqelXkd5Z3sZ6PFNGWR14PKkisOT9pH4dw6jb2jePfBa3d5rz+FoIDrdsJJ9XRd76cq78tdqoJMA/eADJWvz9/Zc+IHxys77wl4Z0C8+N2i3ekeBNb1P/hGdd+Gv9maHq/iaDULp7azvdVm01o4IrlGcyeReKrbIDBKgb99S8Of2z4WvvCT6XpPxj8U+CP8AhKvBa/ada+CMuga5o91Z3t1Lc2vkabpVru0y3t3jZZZIGhikllVLqYyMkQB+odFfFX/BK/40/tBfFnx34xPxph1HTfLsbaefR73SdQt4dE1NpJPPttPnl8P6bBLZp8yDbe6s2I4mF26t5s32rQAV8/8AxG/5Sm/Bv/slXjz/ANO/gyvoCvn/AOI3/KU34N/9kq8ef+nfwZQB9AUUUUAFfP8A/wAFYv8AlFl+0t/2SrxR/wCmi6r6Ar5//wCCsX/KLL9pb/slXij/ANNF1QB9AVja98PtH8UeKtC1rULJbvUfDMk0+lvI7FLKaWJoXmSPOzzfKeSMSFd6pNMqkLLIG2aKACiiigAooooAKKKKAPn/APY3/wCTiv2sf+yq2P8A6hHhSvoCvn/9jf8A5OK/ax/7KrY/+oR4Ury74/8Axd+Jfhr9sv4qW+m+Ivj43gvwt8ObfXdJ0Xw38Pre4sdR1YpfxXNva6lNpE6zSxxnT7lYFmlkaYsqpKqS2pAPtGivyl+Fv7WPx/l/4R2x+KXxB/aC8Ax33iLWNPb+xvhWviHWNS0tbCxvLC7gA8MRO7mWSdHkOmxrDEzQT28dyBMvU+IPjD+0rpvxJ1HwZP8AEv4pwfEx/ht4d8SeHvDmnfDvTdS0p9duJtYtTb6xfwadLb2NpN/Z1rLcBruEiWW7+y3CxIkSAH6Y1R8TeJtN8FeG9Q1nWdQstJ0jSbaS9vr69nWC2soI1LySyyOQqIqqWZmIAAJJwK+CbL4vfGZ9B+IWp3Xjv9okaFYfEiTQbme2+FMC6t4d8Ofvnt9Q0m0fRDJqjvdi3tpJEhu0SzkeTylkQ3Jd4U/aG+Mmi+LvCUfxH8T/AB20PwvZxQ6poeq+G/g5Lq9x48thrd8r2/iG2t9MuptMnfS4NMYJFFpro1/cOwDr9ltAD7y8J+LNL8e+FdN13QtS0/WtE1q0iv8AT9QsLhLm1v7eVA8U0UqEpJG6MrKykhgQQSDWhX5T/CP4o/tHfs6/sV/DrS/Cv/C2fEE2rfC/R4U03V/h5c6WfAF1YXdpYX8EHl6JcXKzpaGeSMXlvemdrUSwQTRuIW+wf2B/iT8d/HHw18JT+PdE8N6jot5Detfa/qGp6ppfiWNkurhII5NJufD2mhz5aQ7pjHZhtzOkBTY0gB9L0UUUAfP/APwSd/5RZfs0/wDZKvC//pota+gK+f8A/gk7/wAosv2af+yVeF//AE0WtfQFABRRRQAUUUUAFfP/APwTT/5N18R/9lV+I/8A6m+u19AV8/8A/BNP/k3XxH/2VX4j/wDqb67QB7P8Qvh9o/xW8F6h4d8QWS6lomrR+RfWTuyxXsOQWhlCkb4nA2vG2UkRmRwyMynZoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr5/8AiN/ylN+Df/ZKvHn/AKd/BlfQFfP/AMRv+Upvwb/7JV48/wDTv4MoA+gKKKKACvn/AP4Kxf8AKLL9pb/slXij/wBNF1X0BXz/AP8ABWL/AJRZftLf9kq8Uf8ApouqAPoCiiigAooooAKKKKACiiigD5//AGN/+Tiv2sf+yq2P/qEeFK+gK+f/ANjf/k4r9rH/ALKrY/8AqEeFK+e/22f+CYni/wCPv7UXxH8eeH/hX8A9Qn8Q2PhOHRtb1nxJd2GsC50q+knvLmURaRP5EtzazCw82OaSTyLOEFtj+VEAfZXjf9nLwt8RPjD4T8eaoniA+JPBKzppD2viPUbOziEw2y+baQzpbXG4AA+dE/QegqHSf2ePCPgb48eJ/ixCPECeLPEmlW+l6rPN4i1K4sHs7XLQpHYPO1pD5ZaVgYoVbdcXDZ3Tyl/gf9or/gjT8QfG0P8Awj/g3TPhpofw30XXdXv/AA/4UsNZstNsrBb8Wki3cMd34Z1SGxureWK6WM2sKyAXbOlxES8T9F4W/wCCQWr6LrFtqq/DT4F6fqkvxA1mbV511ee9k1jwfquj6nYXFhI76UmCLi9hu2sQv2aaWOV2kR5WcgH3/wDD/wAd6V8UvAeieJtCuvt2h+IrCDVNOufKeL7RbTxrLE+xwHXcjKcMARnkA1r14/8AsD/Aq8/Zm/ZE8D+BNR8J+BfBmoeGtPWzutO8H3DXGkvKpO+5R2tbQl52zNJmEESSuC0n329goAKKKKACiiigD5//AOCTv/KLL9mn/slXhf8A9NFrX0BXz/8A8Enf+UWX7NP/AGSrwv8A+mi1r6AoAKKKKACiiigAr5//AOCaf/JuviP/ALKr8R//AFN9dr6Ar5//AOCaf/JuviP/ALKr8R//AFN9doA+gKKKKACiiigAooooAKKKKACiiigAooooA4/41/s9+Af2lPCtvoXxF8D+D/H+iWl2t/Bp/iTRrbVbWG4VHRZlinR0EgSSRQwGQJGGcMa+Qf2z/wBjT4F/s5z/AA6t/CH7HX7J3iu58f8AiVfC6nxDpWn+HYbK5kt5p4Dvi0e8Mgf7PImNqkM0QAbcdv3dXiX7Zn7Keq/tWyeALOLWfB9p4c8Ma+2ra7pHiDwq+vQeJbZ7O4spLIr9rgSON4Lu5VvMSZSWTKFVZXAPlXwN8Lv2Ur39mnRPF3jT9lr9kb4deLvEviO68M6LomuW3h+20zxDPDqL2iz6fqE1lG13bzRKLmJktvMkjZdsbblLeg+OPgd/wTn+GPjrUfC/iTwf+xT4e8S6O8Md/pGp6V4YtL6xaYIYllhkQOhcSRlQwG7euM5FY3xa/wCCOXif4qWGlaVefGJ9S8PaHpl34UtrPVIPEUU174cmkVk0+/n0vxBYNfzIoaEz3AZZItnmQvKHmk6P4h/8E1/iV4i+HGr+CNH+Knw1tvCL+Kj4o0b+2PhjPqGr6czeIYtfktJrqLV7eO4ge6hVGxBE7xhd7PIPMIBj3PwH/YPu/iFo+kaT8LP2KtSsrnw5ceL9TuvsfhpJ9P0dIUliv47cQs01tIrlzOSkKRozmQ5VW734RfsFfsS/tA+DI/EfgL4L/ss+N/D0srwR6poHhHQdSsnkQ4dBNDEyFlPBGcjvXKeNf+CU/ibVv2hfE3j3Qfiy+iT6vNf6xpKTQa/dt4c1q70uTT3vYLca5Hpe0LNNgf2eJxHK6rcK+2Zek/Y8/wCCYH/DOSXsnif4j+MvGl63it/GFnPZeIvEWkYu5rayhnhvt2rXDarbhrGPyU1BpzFCfKZpcu7gHXf8Onf2Wf8Ao2n4Af8AhvNI/wDkevEPH3/BMr9m6z/4KSfCjQov2fPghFomo/DXxpf3enp4F0tbW6uINU8JpBNJEINjSRpc3CoxBKieUAgO2fu+vn/4jf8AKU34N/8AZKvHn/p38GUAeH/t0/swfst/sc+BdD1RP2Xf2UHl13UTp6Xni/RNJ8MaBZFYJJv9I1Aadc+XJJ5Yjij8omWRwuR1r1j4d/8ABMT9mLxr8P8AQ9Zvf2U/gboF5q2n297Ppl58PNH+06dJJGrtBJi3xvQsVbHdTXc/tYfs9+KfjhH4fuvCPirwz4e1LRGvIZrbxR4XfxNomoW13bNbyiSyS7tD54U7Ul84hY5bmNo3Wc7e0+BHwisP2f8A4I+D/AmlXF3d6Z4M0Wz0O0nuipnmitoUhRn2hV3EICQqqo6AAYAAPKv+HTv7LP8A0bT8AP8Aw3mkf/I9eIf8FNf+CZX7N3gL/gm3+0Hruhfs+fBDRdb0X4a+I7/T9QsPAul211YXEWl3LxTRSpAHjkR1VlZSCpAIIIr7vr5//wCCsX/KLL9pb/slXij/ANNF1QBBqn/BKn9l3T9MuJ4v2X/gPfSwRNIltB8PtFEtwwBIRS8KoGboNzKuTyQOa+ev2Z/g7+yd8Y/CXxZ1PxD+zJ+yDaD4Q3Dpq7+DLLRPFtvFGlqbiSOVlsLeWK6j2ukkRiKBlwksjLIsf374q0u71zwvqVlYancaLfXlrLBbahBFHLLYSMhVZkSRWjZkJDAOrKSMEEZFfN7/ALKPxAv/ABlql34n1PwX4r1r4qWEfhfxzrul+HpdCsbLw1aQaiYLWztXv7mf7fJdalJ++eZ4hH5hKK0USSgHzJonwv8Ag/qvj0fD6b9gr9lyw+KOsRaXqmgadNa6a2iXWl39tqlwk93fpozSW88f9j3kTwRWtwPMe32yNHI8scfwf0H9nH4y6h4R1Wy/YZ+AFj4F1PV9J8J+Jb678O6ONY8Na9qFjFdpbLYrp7Q3NrGbuxie5F2jb7h9sLLGS30Ppv8AwT4+JNlqOjeMZfi94Xuvi34Xk0+y0rXn8BOukTaTZ2eoWyWl7p66iJJpnOq3szzw3VuPM8jZEkaPHLe+EP8AwTc1D4OeMtNt7Lx9b33w9Go6V4m1fRrvw6p1TVNesNPt7JLxb5J1ihgk+x2kz24tSfNibbKiOY6AOp/4dO/ss/8ARtPwA/8ADeaR/wDI9H/Dp39ln/o2n4Af+G80j/5Hr6AooA+f/wDh07+yz/0bT8AP/DeaR/8AI9H/AA6d/ZZ/6Np+AH/hvNI/+R6+gKKAPhD9lD/gmV+zd4j+PP7TVnqH7PnwQvrTQfiVZ2GmQXHgXS5Y9Ot28HeGrhoYVaAiOMzzzylVwC80jY3OxOF8Rf2NPA0X7TvjP4f+Av2Ev2MvEtn4U0HSfEMWo61Na6NcX8OoPfQpH9nj8O3SRyLPpt0pBmKlDC24F3SP6M/Y3/5OK/ax/wCyq2P/AKhHhSofiv8As0/GG/8A2kPFPjz4d/FPwB4Qg8V+GtK8NzWms/D661y6tFsJtRmjnhnTVrWPzC+pzcPA6gRx8HDbgDwD4d/DP9in4oeEPhjNafs6fst+HvFnxH1a40pPCnifQvDul6taS2V1PaapHFEIJGvJba4tpoQlurLI+z50jJkXrtW+B/8AwTn0G28VzX3hD9imyh8B6gmk+JpJ9K8MRr4dvHkljS2vCVAt5mkgmQRy7WLQyADKnEc//BGPTNB+LvhPWfD3jfUx4b019MufEWlaxd640viW8tNRm1J79/7N1bT7H7VPd3Etw7XNjcxiZtyRKmYjufDb/gnn8UPhR4L8CafpPxY+Hjal8IrW10bwVf3Hwzk/5BUNncWX2bVY49VQXkiwzRmOW1NiIpElOxo53ioAyIfgd/wTnuPE+l6Ing/9il9Z1u5s7PTrBdK8MG61Ce8jjltIoY9m6R545oniVQTIsqFQQwJueI/2bP8Agnv4P1/xVpWr+Af2NdL1TwLbpd+JbO80Pw3BceHoXaNUlvEZA1ujNNEA0oUEyoAfmGc3SP8Agkpr/hrTviBZ6b8QvBdpB4s0jRrLSpB4Cl+0aLdadq82sLIzrqSiW2a8u7vbbRrB5UZgVZMxM8s/jf8A4JZ+OPGnwyTwlJ8WPDkOneGtfuvEfg6/tfCuqaXrWk3F1fTXNxDd3+na1az3FuUuZowtubORmS3kllmMcizAENv8Gv8AgnFd65p+mReFP2JZdS1eaxt7G0TTPDBnvZb6JZrJIk27na4idJIgoJlR1ZNwINet/wDDp39ln/o2n4Af+G80j/5Hrxzwz/wSR8UeHdD8cWKfETwNCnijwhpXhywnh8F6pcXemXdjqt1q5vZbq91y5ubpZr3UL2SSN5Vc7rfE26Jml+sfg18E9O+C2mX8VlqHifUrjWLn7dfSax4l1TWVE5ADfZxf3Vw1rDn7sETCNew70AeY/wDDp39ln/o2n4Af+G80j/5Ho/4dO/ss/wDRtPwA/wDDeaR/8j19AUUAfCH/AATK/wCCZX7N3j3/AIJt/s+a7rv7PnwQ1rW9a+Gvhy/1DUL/AMC6Xc3V/cS6XbPLNLK8BeSR3ZmZmJLEkkkmsX9lb4D/ALMn7THx68Z+Ek/ZH/Zds9O8LG6R57DRNI1DVtKlhuzbLb6xp506I6ZPcKHmgj82fzIopGJTaAfon/gk7/yiy/Zp/wCyVeF//TRa1U/Zv/Ye1r4PfHKPxj4k8ZaL4p/4R/R9R8O+HGs/DB0zVDY31/HezNq1611MdRufMgjIlSO2QySXUrRM8wMYBb/4dO/ss/8ARtPwA/8ADeaR/wDI9H/Dp39ln/o2n4Af+G80j/5Hr6AooA+f/wDh07+yz/0bT8AP/DeaR/8AI9H/AA6d/ZZ/6Np+AH/hvNI/+R6+gKKAPn//AIdO/ss/9G0/AD/w3mkf/I9eIf8ABPn/AIJlfs3eNPgNr95rH7PnwQ1a7h+JXj6wjnvPAulzyJb23jHWbe3hDNASI4oIookXoiRoqgKoA+76+f8A/gmn/wAm6+I/+yq/Ef8A9TfXaAPKn/ZB/ZPn/bLsPhFafspfAe5MnhjUtfvta/4QTR1gs7i0n0pBYrH9mJeVotUjmcllEatBgSeafK8j+MvhP9mb4J+Mr28v/wBib9n+/wDhouqaz4Z0/XbHwzpDare61pmmXeoS27ae+nrHFbyCwvII7g3RzLGm6NI5BJXsHxc/4JyeMfBH7Yo+O/ws8Wyzahpmk63DZeC9Y1TxDd2N/qmqtCz3EskmuLaW9mlxDBK9vDYlPLSQiKWdLRoN3x5/wTQ1n4rS+ItH8QfEezPgjVLnVvEGl2GneGBb6pomv6lp01lPeJeSXMsclshvL+aO2e33B7hA88kcflsAfOGu/Df4UaP4j8R+BE/YC/ZZu/i54ThvtYvdGjh04aJfaNaWVhcSXVnqLaIJZLhpdStbdbea0hUuJiZgiK7/AFT8N/8Agmz+yX8U/h3oPifTf2Z/gOuneI9Ot9UtVn+HWjrKIp4llQMBAQG2sMgE896w9V/4J8/EnVPFLeOf+FveF4PirqsWoaRrWsReAn/sm40e8ttPge1tbBtRMkE6NpdrOk8lzOBI8+YmjdIo/qHwN4Osfh34J0fw/pkbRaboVjDp9ojHJSGGNY0BPsqigDxT/h07+yz/ANG0/AD/AMN5pH/yPR/w6d/ZZ/6Np+AH/hvNI/8AkevoCigD5/8A+HTv7LP/AEbT8AP/AA3mkf8AyPR/w6d/ZZ/6Np+AH/hvNI/+R6+gKKAPn/8A4dO/ss/9G0/AD/w3mkf/ACPR/wAOnf2Wf+jafgB/4bzSP/kevoCigDP8J+E9L8BeFdN0LQtM0/RdE0W0isNP0+wt0trWwt4kCRQxRIAkcaIqqqqAFAAAAFaFFFABXkX7Tn7Xml/sv+NvhZpGp6H4l1cfE3xJL4fSbSNE1DUzp2zTry885ktLaYtl7aNNjFMJJLNny7eXHW/Gv4l618K/CtvqGhfD3xh8Srua7W3fTPDdzpUF1AhR2M7NqN5aQ+WCqqQshfMi4QqGZfm74+fEf4gfHefwXdL+zt+1L4R1TwH4hXxHpt/omrfDtpml+x3dlJDIt3rNxE0Ulve3CNhA43Aq6MAaAOv0X/gqN8M9N+EPhzxV4s1C70mPXbO51K4Ok+H9e1W00Gyiupbf7VqUp06KTTIcxSbpNQhtkDQXIDMsEjjpPhN/wUT+E3xu+Jtt4Q8O6z4hm1y7u7zT4lvfCGsadam8tA7XFobm5tY4FuUjjaXyDIJTFtlCmNlc/IHhr9mfxX4V8JxaPb/Cr9uD7Ne6dc6H4kf+3fhdHJ4w0ua7uLv7BeFNQURJHJe6gI5rIW1yq30377IiMfS+Bfhn4z8DX/hi6HwX/bG1G48I+PLzx9pzXOp/C6MJPeW11bXNiUh1GNfsbx3lxwAJlLjZMoUAAH6EUV8//wDDZHxF/wCjTvj/AP8Ag38Ef/NDR/w2R8Rf+jTvj/8A+DfwR/8ANDQB9AV8/wDxG/5Sm/Bv/slXjz/07+DKP+GyPiL/ANGnfH//AMG/gj/5oa8w8WfF34ta7+2h4B+IsX7K3xvXRPCvgrxL4bu4H1vwULqS41K+8P3EDxqNfKGNU0q4DkuCC8WFYFioB9n0V8//APDZHxF/6NO+P/8A4N/BH/zQ0f8ADZHxF/6NO+P/AP4N/BH/AM0NAH0BXz//AMFYv+UWX7S3/ZKvFH/pouqP+GyPiL/0ad8f/wDwb+CP/mhrzD9t34u/Fr9pT9i/4u/DrQv2Vvjfaa34/wDBWs+G9Pnv9b8FJaw3F5YzW8Tysmvu4jDyKWKoxABwpPFAH2fRXz//AMNkfEX/AKNO+P8A/wCDfwR/80NH/DZHxF/6NO+P/wD4N/BH/wA0NAH0BRXz/wD8NkfEX/o074//APg38Ef/ADQ0f8NkfEX/AKNO+P8A/wCDfwR/80NAH0BRXz//AMNkfEX/AKNO+P8A/wCDfwR/80NH/DZHxF/6NO+P/wD4N/BH/wA0NAH0BRXz/wD8NkfEX/o074//APg38Ef/ADQ0f8NkfEX/AKNO+P8A/wCDfwR/80NAB+xv/wAnFftY/wDZVbH/ANQjwpVT4uf8FMvAfwA+Pfj3wf40svF2jaV4A8M6P4kvvEUHhXWdQ09Uv7m8gZXlt7N4Y0i+zRN5plKt5s4+X7JOV87+AXxd+LXwr+K3xu13UP2VvjfNafErxrbeJNMS31vwU0kFvH4c0TS2SYNr6hZPP02dgFLDY8Z3biyryH7T3gfxr+034m8Vai/wV/bF8Fr418M2HhXWLTw/q3wxaC7t7K8ubu3lze6lcukqteXKEo4UpLym5UdQD6Tvf+Cgfw40nX/DumX8XxJ0u78WW7z6V/aHw18SWcd26wXFx9m8yWwVFu2jtZilo7C4cqqrGzOgbz79nv8A4Ku+EfjX4F8PeJdS0zUvCOmar8PLTxzd2+o6RrkeoRSTzRQC0s4pdMjTUVMsixxPayvNcPJAIrd1njdvB/GX7NGqfEH9rnwp8btZ+Af7XuoePvB0+n3GnXs2p/C9mjNtbm2liEh1Lzo7a6jeczWsUiW4kuZpoYoJ280Z2g/sq+J9I0DQNLuPhV+2/qdh4T8JW/hDQop9a+FcTaTDaXcF5p91HJDfRubm0ntLN4mkZkY2qeakwaXzAD6iuf8AgrZ8DrS6W0fWPHP9qk3KNpI+HHiRtVhlt1hkmgkshYfaI50hnhuDC8Yk+zyCfb5P7yvoDwX4x0z4ieDtJ8QaLdx6ho2u2UOoWF1GCEubeZBJHIMgHDIwPIzzXwR4R+Gvjzwz8YtJ8d3Xwm/bR13xDai+/taW/wBU+FgTxKbq3gtibpYb+PyxHBaWiItp9nQfZw7K0ks7y+p/s1/Ffx1+zL8AfB/w80/9mj9pvxBpvgrSoNFsb7WNY+H5vZbaBBHCsht9chiJSNUQFY1JCAtuYliAfW9FfP8A/wANkfEX/o074/8A/g38Ef8AzQ0f8NkfEX/o074//wDg38Ef/NDQB9AUV8//APDZHxF/6NO+P/8A4N/BH/zQ0f8ADZHxF/6NO+P/AP4N/BH/AM0NAB/wSd/5RZfs0/8AZKvC/wD6aLWvoCvjD9iL4u/Fr9mv9i/4RfDrXf2Vvjfd634A8FaN4b1Cew1vwU9rNcWdjDbyvEz6+jmMvGxUsikgjKg8V6f/AMNkfEX/AKNO+P8A/wCDfwR/80NAH0BRXz//AMNkfEX/AKNO+P8A/wCDfwR/80NH/DZHxF/6NO+P/wD4N/BH/wA0NAH0BRXz/wD8NkfEX/o074//APg38Ef/ADQ0f8NkfEX/AKNO+P8A/wCDfwR/80NAH0BXz/8A8E0/+TdfEf8A2VX4j/8Aqb67R/w2R8Rf+jTvj/8A+DfwR/8ANDXmH7Inxd+LXwB+FOraFrH7K3xvubu+8a+LPEkb2et+CnjFvqviPUtUt0JbX1PmLBeRK4xgOrhWZQGIB9n0V8//APDZHxF/6NO+P/8A4N/BH/zQ0f8ADZHxF/6NO+P/AP4N/BH/AM0NAH0BRXz/AP8ADZHxF/6NO+P/AP4N/BH/AM0NH/DZHxF/6NO+P/8A4N/BH/zQ0AfQFFfP/wDw2R8Rf+jTvj//AODfwR/80NH/AA2R8Rf+jTvj/wD+DfwR/wDNDQB9AUV8/wD/AA2R8Rf+jTvj/wD+DfwR/wDNDR/w2R8Rf+jTvj//AODfwR/80NAH0BRXz/8A8NkfEX/o074//wDg38Ef/NDR/wANkfEX/o074/8A/g38Ef8AzQ0AfQFFee+Ff2kNI8R+H7W7n0Txrpl3Iu27sJPDt3eS6dcKSs1tJNaJNbPJFIrxs0E0sZZG2u64Y6H/AAvXRP8Any8Y/wDhI6t/8jUAf//Z" />   Les enseignants-chercheurs et chercheurs qui réfutent l’humour comme instrument résilient de lutte lui associent une représentation sociale ancrée dans une dimension univoque liée à son caractère ludique « divertissement-12… 3,500 –rire-26… 3,385 ». Ce postulat est validé aussi bien à la première périphérie avec les occurrences « amusement—distraction » qu’à la zone des éléments contrastés avec notamment « blaguee-6… 2,000—comédie--6…2,000—histoire-drole-6… 3,000 ». Au demeurant, nous retenons que les enseignants-chercheurs et chercheurs valident ou pas, l’humour comme un instrument de revendication résilient au plan communautaire selon les représentations sociales que ces participant.es construisent de l’humour de façon générale. En ce sens, nous mettons en relief ici, la fonction d’orientation et de légitimation des conduites associée aux représentations sociales dans le modèle structural.   <h3>C. Enjeux liés à l’usage de l’humour dans lors des revendications collectives dans l’espace public ivoirien</h3> Les prises de positions relatives à l’humour comme stratégie résiliente selon les enseignants-chercheurs et chercheurs investigué.es renvoient à des enjeux socioculturels et politiques liés à la régulation sociale. L’exploitation du graphe de similitude issu du traitement des productions langagières nous permet d’avancer dans la compréhension de ces positionnements différenciés. <img alt="" 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/> Figure 2 : graphe de similitude associé à la représentation sociale de l’humour comme stratégie de résilience communautaire chez l’ensemble des participants   Le graphe de similitude montre les communautés lexicales qui traduisent les prises de positions différenciées par rapport à l’objet humour chez les groupes de répondants. Ainsi, les classes identifiées oscillent entre le pôle ludique avec des évocations comme « joie, distraction, détresser, plaisir, blague, bonne-humeur, comédie, amusement, contraire-colère, etc. », le pôle de revendication/subversif via des items comme « parodie, satire, responsabilité, passer-message, dire-autrement-chose, crier-son-ras-le-bol, etc. », le pôle socioéconomique et professionnel avec les occurrences comme « métier, palais-culture, représentation-scénique, etc. », le pôle de farce « manque-sérieux, amuser-galerie, mensonge, etc. », ou enfin, le pôle des autres vertus de l’humour par les mots comme « santé, rajeunir, soulagement, réconciliation, rapprochement, socialisation, se protéger, etc. ». Sur cette base, pour les enseignants-chercheurs et chercheurs qui valident l’humour comme instrument résilient de lutte ou de revendication, nous notons que l’humour au-delà de sa vocation ludique peut être également investi comme un instrument résilient de contestation et de satire politique. Ces finalités associées à l’humour via un tropisme de résistance sont traduites par plusieurs répondant.es : **** *sex_ masculin * opinion_ pour * ufr_ communication « Je pense que les marches vertes avec les toges et les messages d’humour qu’on a pu voir ont porté leur fruit. D’abord, le message avec humour a deux caractéristiques : un aspect ludique ou pour faire rire et un autre aspect d’interpellation des autorités (…) donc pour moi, ces manifestations ont été des succès » Légende : *sex_ masculin (sexe = masculin/féminin) / * opinion_ pour (opinion = pour ou contre l’humour comme instrument de résilience communautaire) / * ufr_ (communication, criminologie, sociologie, etc.) L’humour favorise également l’adaptation et est construit par ce groupe comme un système dynamique et adaptatif selon les contextes (ludique et résilience). Les répondants de ce groupe estiment que dans un contexte socio-politique et culturel où la liberté d’expression demeure en friche, l’ironie ou la caricature véhiculée dans l’humour sont susceptibles de permettre à la communauté universitaire pédagogique de faire face sans heurter de manière frontale, les incongruités des décisions de la Gouvernance : **** *sex_ féminin * opinion_ pour * ufr_ criminologie « L’humour des affiches étaient intéressant car je crois que tout dépend du public auquel on s’adresse. Les messages d’humour nous ont permis d’exprimer notre désarroi face aux sanctions des collègues de la CNEC. En suscitant l’adhésion de tous ! Cela a permis de dépeindre les tares de l’UFHB et de désarmer en quelque sorte, l’autorité académique (…) tout cela en adoucissant le langage ! L’humour est associé de façon pertinente ici à la revendication de façon résiliente pour lutter afin d’améliorer les conditions de travail et de vie des enseignants-chercheurs et chercheurs de Côte d’Ivoire. Le recours à l'humour, revient à extirper de la situation vécue comme traumatisante, les aspects plaisants, ironiques ou insolites afin de se défendre. **** *sex_ masculin * opinion_ pour * ufr_ sciences de l’éducation « Des collègues ont dû renoncer à leurs primes d’encadrement respectives pour que leurs étudiants puissent soutenir leurs mémoires de fin de formation (…) La situation est triste et fait sourire en même temps car on ne sait plus trop quoi faire face à ces dirigeants qui sont bloqués sur leur position vindicative (...) Oui, je pense que dans ces conditions délétères, il vaut mieux en rire… même si c’est un rire jaune comme on dit car la CNEC aussi semble impuissante ! Conjointement, pour les enseignants-chercheurs et chercheurs qui ne légitiment pas l’humour comme un instrument de résilience communautaire pour lutter ou revendiquer, les enjeux renvoient également aux dimensions socio-politiques et surtout culturels. Ce second groupe de répondant.es construit l’humour comme un objet de représentation typiquement ludique. Leur prise de position identifiée à propos du lien entre humour et résilience communautaire souligne une opinion de scepticisme sur le caractère efficient et adapté de cette interaction. Pour dire les choses autrement, les luttes de contestation, surtout pour des sujets aussi délicats et importants ne devraient pas être associés à l’humour pour ne pas édulcorer leur portée. Un tel postulat est traduit par les extraits de verbatim de plusieurs enquêté.es : **** *sex_ masculin * opinion_ contre * ufr_ droit « Votre marche verte-là n’a rien donné (…) au contraire, on est revenu à la case de départ et la situation s’est même empirée. Vous avez à lutter contre des gens qui ne veulent rien comprendre et qui sont réticents au dialogue et vous avez pour toute arme, une manifestation avec des pancartes d’humour ! Moi ça me fait rire et je suis sûr qu’eux aussi (…) Si c’est ça, la CNEC peut marcher mille fois, ça ne les dérange pas ! Dans le continuum « efficacité—inefficacité » de l’humour comme stratégie résiliente de lutte, le second groupe postule l’humour comme une activité dénuée d’intérêt dans le processus de transformation sociale. Il s’agirait d’une activité loufoque destinée à divertir et non pas à assurer une quelconque part active et pertinente dans toute tentative de changement des mentalités : **** *sex_ féminin * opinion_ contre * ufr_ sociologie « Je pense sincèrement qu’on a des sujets sérieux qui concernent la société et franchement l’humour n’a pas sa place dans ce contexte. C’est juste bon pour distraire les populations. Mais quand il s’agit de problèmes sociaux sérieux, en toute franchise, je pense que l’humour ne peut pas marcher et il faut d’autres moyens de revendication. Au contraire, si on utilise l’humour, j’ai l’impression que cela va décrédibiliser la lutte ou bien les revendications. C’est pour ça que je pense que la marche verte n’a pas marché comme il faut (…) La population a vu les images dans les journaux mais la CNEC n’a pu faire changer la position de la Gouvernance ! » Il subsiste à ce niveau, des stéréotypes négatifs associés à l’humour en tant qu’outil de contestation dans une perspective résiliente de la part des membres du second groupe. Pour ces derniers, la contestation ne ferait pas bon ménage avec le besoin de tourner en dérision les normes sociales car afin de communiquer des satires sociales aux dirigeant.es. Cette forme alternative d’expression citoyenne et démocratique est jugée inappropriée, voire, contre-productive dans le débat public politique dans le contexte socio-politique et culturel en Côte d’Ivoire.   <h2>IV. Discussion des résultats</h2> Notre étude permet d’explorer les logiques sociocognitives associées à l’humour dans le champ des revendications collectives publiques. Ces manifestations contestataires qui, bien souvent, sont porteuses de la capacité de résilience communautaire des participants, font l’objet de lectures antagonistes (M’bra, 2010 ; Yao, 2014, 2015). La mobilisation de l’humour comme ressource de résilience communautaire dans le cas des « marches vertes » chez les enseignants-chercheurs et chercheurs ne déroge pas à cette règle. L’objectif assigné à la présente étude était d’analyser l’humour comme stratégie de résilience communautaire lors des manifestations contestataires sous l’angle théorique et méthodologique des représentations sociales. La discussion des résultats s’opère selon les objectifs spécifiques retenus dans la contribution.   <h3>A. Opinions et croyances associées à l’humour par les enquêté</h3> Les opinions, croyances et stéréotypes associés à l’humour comme stratégie de résilience sont modélisés à travers les types de représentations sociales de l’humour. Pour l’ensemble des enseignants-chercheurs et chercheurs investigués, l’humour renvoie au champ lexical du ludique de manière consensuelle revendication « autre-manière-passer-message-parodie-satire ». Ces évocations signent la prégnance des aspects normatif et fonctionnel de l’humour au sein des représentations sociales. La dimension normative est liée à l’histoire collective et au système de valeurs et des normes du groupe social enquêté (Abric, 2011, p. 46). La communauté universitaire pédagogique connaît justement d’un point de vue historique, de multiples mouvements de grève destinés à solder les préoccupations des personnels de l’enseignement supérieur. Ces mouvements contestataires aux fortunes diverses ont contribué à instaurer une culture syndicale, des valeurs de solidarité relative et de résistance au sein des enseignants-chercheurs et chercheurs. Cette donne constitue le ferment qui consacre le recours ou non de l’humour comme stratégie de résilience chez certains membres de ce corps professoral (Yao, Méité et Bendé, 2017). La dimension fonctionnelle renvoie à l’inscription de l’objet dans des pratiques sociales et/ou opératoires. Les items relevant de la dimension fonctionnelle « satire, rire » contribuent à assurer à l’humour, un statut d’outil collectif de récréation certes, mais de revendication également chez les répondant.es. L'intérêt de cette double lecture est de souligner le potentiel « d’insensibilisation » résiliente que confère l’humour aux groupes de personnes face à certaines situations à risque ou des évènements dramatiques (Sibony, 2009). L’étude de la résilience passe par l'exploration des forces individuelles ou collectives et des milieux qui permettent de grandir dans l'adversité (Beaudoin, 2013 ; Richardson, 2002 ; Yao, 2015).   <h3>B. Analyse comparée de l’humour comme stratégie résiliente de revendication lors des violences urbaines dans le contexte ivoirien</h3> Les résultats montrent une dichotomisation des prises de positions au sein des participants. De manière spécifique, les enseignants-chercheurs et chercheurs qui valident l’humour comme instrument résilient de lutte ont une représentation sociale intégrant des évocations de dimension ambivalente : un aspect ludique « distraction-joie » et un aspect instrumental de revendication « parodie ». Cette donne consacre l’existence ici, d’éléments mixtes qui ont la double dimension normatif-fonctionnel (Abric, 2011, p. 46), et qui interviennent tant dans la l’orientation des pratiques que dans la production des jugements (Abric et Tafani, 1995, p.2 3). Ces éléments contribuent à souligner une représentation sociale positive de l’humour en tant que medium de revendication et de « dédramatisation » face à ce qui est perçu comme arbitraire chez les manifestants. La résilience communautaire mise en exergue dans les cognitions exprimées structure la contestation et le besoin de tourner en dérision ceux qui incarnent l’institution de gouvernance universitaire. La résilience communautaire apparaît in fine à ce stade comme un style d'humour affiliatif qui favorise l’estime de soi dans la sphère sociale, tout en aidant au développement et au maintien d'un bon réseau de soutien afin de favoriser le bien-être psychologique (Beaudoin, 2013). Il s’agit enfin, pour les membres de ce groupe d’user d’une forme d’humour autovalorisant destiné à maintenir un regard humoristique sur la vie malgré la présence de stress ou d’adversité (sanctions multiples des collègues) (Yao, 2014a, 2015). En référence au groupe des enseignants-chercheurs et chercheurs qui réfutent l’humour comme instrument de résilience communautaire, nous pouvons retenir que ces derniers présentent une représentation sociale univoque. Ce second groupe associe à l’humour, un aspect typiquement ludique « divertissement–rire ». Ces enseignants-chercheurs et chercheurs estiment que dans le contexte socio-politique et culturel qui prévaut en Côte d’Ivoire, recourir uniquement à l’humour, dans une perspective de résilience communautaire, pour conduire une revendication est un projet chimérique, voire, contre-productif. Cette prise de position est étayée selon eux par l’inefficacité relative des « marches vertes » successives qui n’ont pour seul résultat probant que la libération sous-condition du leader de la CNEC, tandis que les revendications originelles demeuraient en l’état. Le besoin de divulguer des messages critiques vis-à-vis des « injustices subies » dans une forme de « bravade » et de liberté d’expression lié à la résilience communautaire constituerait pour eux, une stratégie inopérante (Ionescu et Jourdan-Ionescu, 2010 ; Yao, 2015). Les représentations sociales de l’humour soulignent ici, un aspect normatif qui renvoie à la transgression des normes et valeurs du groupe social. En d’autres termes, les « choses sérieuses » pour reprendre leur vocabulaire, doivent être traitées avec des méthodes ou stratégies sérieuses : ce qui est à l’antipode de l’humour. Ainsi, ces répondant.es délégitiment l’humour agressif qui est la tendance à utiliser l'humour pour manipuler ou critiquer autrui en utilisant le sarcasme, la moquerie, le ridicule ou le dénigrement (Ionescu, 2006). Cette forme d'humour est employée dans le but de s'auto-valoriser au détriment des relations interpersonnelles (Beaudoin, 2013 ; Vanistendael, 2005).   <h3>C. Enjeux liés à l’usage de l’humour dans les violences urbaines dans l’espace public en Côte d’Ivoire</h3> Être capable de s'amuser des incongruités de la vie peut être considéré comme une stratégie d’adaptation. Dans ce sens, cette réalité renvoie au concept de résilience, en l’occurrence, à la résilience communautaire. Pour autant, ce postulat est diversement perçu et construit selon les groupes d’acteurs en présence dans le cadre de notre étude. Pour ceux qui valident l’humour comme stratégie de résilience communautaire susceptible de véhiculer les récriminations des populations, les représentations sociales de l’humour sont ambivalentes. L’enjeu ici est de montrer qu’au-delà de l’aspect ludique, cette ressource peut contribuer de manière active à la transformation sociale comme cela a pu être démontré dans d’autres études à travers le type de communication face aux « enfants microbes » (Yao et Kahou, 2019) ou aux « enfants migrants » (Kahou, Yao et Soro, 2019 ; Yao et Bakayoko, 2015). Pour les participant.es qui délégitiment le statut de l’humour comme stratégie de résilience communautaire apte à traiter des « choses sérieuses » liées aux besoins socio-politiques des populations, les représentations de l’humour sont de valence négative. Ces prises de positions seraient en lien avec une forme d’humour de type négatif (agressif et auto-dévalorisant), qui constituent les dimensions mal-adaptatives de cette ressource (Beaudoin, 2013 ; Yao, 2015). Ainsi, l’enjeu est d’éviter de « banaliser » la portée des revendications en y associant l’humour qui est le marqueur des « choses sans intérêt ». Ils peinent à trouver dans cette démarche, une quelconque forme de résilience communautaire car si la résilience est un processus de négociation efficace, d'adaptation ou de gestion des sources de stress ou de traumatismes, alors l’utiliser dans des contextes si délicats, en l’espèce les « marches vertes » peut s’avérer inapproprié, voire nocif (Beaudoin, 2013 ; Ionescu et Jourdan-Ionescu, 2010). Au total, nous pouvons soutenir que l’hypothèse formulée dans l’étude et qui avance que le fait de valider ou non l’humour comme stratégie de résilience communautaire opérant dans le contexte sociopolitique et culturel spécifique à la Côte d’Ivoire dépend du type de représentations sociales de l’humour est validée.   <h2>V. Conclusion</h2> Nous retenons de la présente étude que l’humour peut être investi doublement en tant que medium de divertissement et/ou outil de revendication efficace dans une perspective de résilience communautaire. La résilience étant tributaire de multiples facteurs reconnus et interagissant, il serait industrieux de la concevoir selon un modèle transactionnel et multidimensionnel présenté de façon écosystémique (Ionescu et Jourdan-Ionescu, 2010). L'approche intégrative d’Ionescu (2006) offre justement un contenant heuristique pour concilier les différentes positions afin de construire de manière holistique la résilience en la mettant en lien avec la théorie des représentations sociales. L’enjeu lié à la mobilisation de l’humour dans la gestion des préoccupations sociales, aussi sensibles soient-elles, renvoie au fait qu’il serait réducteur de cantonner cette forme d’expression au seul versant ludique (Le Lay et Pentimalli, 2013). L’humour, au niveau subversif, peut constituer un canal de locution moins frontal dans un continent africain marqué par des régimes étatiques autocratiques selon l’idée de Freud (1992) : « l’humour ne se résigne pas, il défie ».   <h2>REFERENCES BIBLIOGRAPHIQUES</h2>   Abric, J.-C. (2003). « La recherche du noyau central et de la zone muette des représentations sociales ». In J.-C. Abric (éd.). Méthodes d’étude des représentations sociales, 5980. Ramonville Saint Agne: Erès. Abric, J.-C. (2011). 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Revue Ivoirienne des Lettres, Arts et Sciences Humaines, (RILASH), Tome 2, n° 36, p. 57 à 71.   <div id="sdfootnote1"> <a href="#sdfootnote1anc" name="sdfootnote1sym">1</a> Plateforme composée de plusieurs syndicats notamment la Coordination nationale des enseignants-chercheurs et chercheurs de Côte d’Ivoire (CNEC), le Collectif des enseignants-chercheurs et chercheurs de Côte d’Ivoire (CODEC), le Syndicat libre des enseignants-chercheurs et chercheurs de Côte d’Ivoire (SYLEC), le Syndicat national de la recherche et de l’enseignement supérieur (SYNARES), l’Union syndicale de l’enseignement supérieur (UNESUR), la Centrale syndicale de la plateforme nationale des Fonctionnaire (PFN), l’Intersyndicale des fonctionnaires de Côte d’Ivoire (IFCI) et d’autres syndicats du secteur éducation-formation (Koaci, 20 février 2019). </div> <div id="sdfootnote2"> <a href="#sdfootnote2anc" name="sdfootnote2sym">2</a> La CNEC dénonce le fait que les salaires des enseignants-chercheurs membres du syndicat sont sous contrôle et 24 d’entre eux sont visés par des sanctions dont les effets prospèrent jusqu’à présent à savoir : i)- révocation immédiate de 5 membres, ii)- suspension de 8 autres pour un an, iii)- suspension de deux autres pour une durée de six mois. Arrestation de Dr Johnson Zamina, porte-parole de la CNEC et 3ème vice-président de la PFN le 18 février 2019 (Koaci, 20 février 2019). </div>