Clermont Gauthier (en collaboration avec Steve Bissonnette et Mario Richard)
Quelle pédagogie au service de la réussite de tous les élèves ? Un état de la recherche
Conférence donnée le 6 décembre 2006 lors du colloque du GIRSEF (Groupe interfacultaire de recherche sur les systèmes d’éducation et de formation) à Louvain-la-Neuve - Université catholique de Louvain (Belgique)
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Introduction
Nous assistons actuellement au phénomène de la mondialisation des réformes éducatives. Dans la foulée des grandes études comparatives internationales (PISA, TEIMS), dans celle des désirs des nations de se maintenir dans le peloton de tête ou encore de s’y hisser, les réformes des systèmes éducatifs abondent ces vingt dernières années tant au Nord qu’au Sud, à l’Ouest qu’à l’Est. Ces changements proposés par les États sont sans doute animés des meilleures intentions et on aurait tort d’y voir a priori des manœuvres machiavéliques. Supposons plutôt qu’elles sont habitées par le noble souci de la réussite de tous les élèves qui fréquentent l’école.
Ceci dit, dans le processus de discussion en vue de susciter l’adhésion à ces changements, les décideurs et partisans des réformes argumentent d’une manière semblable à celle que naguère, A. Kessler, dans son ouvrage classique publié en 1964 et intitulé La fonction éducative de l’école. École traditionnelle / École nouvelle, caractérisait de rhétorique. En effet, dans leur volonté d’alors de promouvoir la pédagogie nouvelle, ses promoteurs firent une véritable caricature de la pédagogie traditionnelle, attribuant d’un côté à celle-ci tous les défauts qui étaient heureusement compensés de l’autre côté par les vertus de celle-là. De la même façon, le processus d’élaboration d’une réforme éducative entraîne une critique de ce qui était en place pour mieux faire valoir les qualités du changement qui est proposé. Une des conséquences possibles de cette rhétorique manichéenne est de réduire jusqu’à la caricature ce qui se faisait et partant, d’engendrer de vives polémiques. C’est ce qui semble se produire dans le domaine de l’éducation en Europe francophone où les positions de la gauche combattent celles de la droite, où les progressistes s’opposent aux conservateurs, où les disciplinaires attaquent ceux qu’ils qualifient péjorativement de “pédagogistes”. C’est ce qui s’est produit également au Québec où une réforme a été initiée en 2000 avec l’injonction de passer du paradigme de l’enseignement au paradigme de l’apprentissage.
Dans ce contexte des réformes, il est extrêmement difficile, non seulement chez les partisans ou chez les détracteurs du changement, mais aussi chez quiconque s’intéresse à la question, de débattre à froid de ce qui est proposé. Une des raisons qui explique sans doute ce phénomène est que l’on confond souvent les fins et les moyens. On le sait, la question des finalités éducatives relève de l’opinion citoyenne et à cet égard, d’une certaine manière, toutes les opinions se valent. Chacun peut tenir à ses idées et se camper obstinément sur ses choix sans qu’il soit possible de le faire changer d’avis. On peut débattre des finalités indéfiniment. Par contre, quand on propose des moyens spécifiques pour atteindre des finalités, le problème devient fort différent car la recherche et l’expertise sont alors convoquées. On peut en effet faire la preuve que certains moyens sont plus efficaces que d’autres pour atteindre les finalités. C’est sur ce point précis que nous voulons faire valoir notre point de vue : les réformes ne sont pas toutes bien fondées sur le plan de la recherche ; elles ne font pas nécessairement la promotion des meilleurs moyens pour atteindre les fins estimées souhaitables. Notre intention est d’adopter ici une posture particulière qui ne va pas dans le sens de la polémique caricaturale de la gauche contre la droite, des conservateurs contre les progressistes ou encore des disciplinaires contre les pédagogistes. Nous considérons ces débats contreproductifs et sans issues. On a vu par exemple la méthode globale en lecture associée à la gauche progressiste et la méthode syllabique à la droite traditionnelle alors que ce n’est pas tant un problème politique que d’efficacité de moyens pour apprendre à lire, que l’on soit de gauche ou de droite. Nous ne prendrons donc pas le parti des progressistes au sens où un dispositif nouveau n’entraîne pas forcément des résultats améliorés, ni non plus celui des traditionalistes dans la mesure où les stratégies d’autrefois ne correspondent pas nécessairement à un âge d’or de la pédagogie, c’est-à-dire aux meilleures pratiques jamais égalées. Sur le plan des effets sur l’apprentissage, l’ancien peut être nocif, le nouveau également.
Nous voulons donc prendre un autre angle d’attaque pour aborder la question des réformes. Nous aimerions adopter la difficile posture du chercheur, c’est-à-dire celle qui consiste à examiner patiemment l’efficacité des moyens qui y sont proposés. À cet égard, depuis une quarantaine d’années environ, beaucoup de recherches ont été conduites dans les classes et nous disposons maintenant de résultats qui semblent être assez robustes pour nous permettre d’analyser rigoureusement l’efficacité des approches pédagogiques proposées. Il convient de signaler que nous ne privilégions a priori aucune approche pédagogique particulière, nous voulons seulement examiner quels sont les effets des approches pédagogiques sur les apprentissages des élèves lorsque ceux-ci sont mesurés. Nous voulons savoir s’il y a des résultats de recherches qui sont associés à des effets positifs sur l’apprentissage des élèves. Alors, formulée de différentes manières, notre question est la suivante : quelles sont les approches pédagogiques qui semblent favoriser davantage l’apprentissage des élèves ? Ou encore, comment enseigne-t-on dans les écoles qui favorisent la réussite des élèves ? Autrement dit, quelle est la pédagogie au service de la réussite de tous les élèves ?
1. La pédagogie d’autrefois
Pour répondre à cette question et aussi afin de mieux comprendre la nature et les enjeux des débats actuels, on nous autorisera un long détour afin de préciser nos concepts de pédagogie, de tradition pédagogique, de pédagogie traditionnelle et de pédagogie nouvelle. Ces précisions nous permettront de mieux saisir la différence entre, d’un côté, les approches pédagogiques traditionnelles et nouvelles et, de l’autre, les approches qui semblent, d’après la recherche, donner les meilleurs résultats sans pour autant être assimilables à la pédagogie traditionnelle.
Examinons les deux images ci-dessous. Chacune représente une scène de classe du XVIIe siècle. Celle de gauche, une peinture de Van Ostade, évoque l’école de son temps. Celle de droite est une gravure qui montre une classe des Frères des écoles chrétiennes.
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)
La peinture de Van Ostade illustre la classe d’un vieux maître d’école, l’air bourru, assis, la férule à la main. Face à lui, un jeune écolier, debout, le dos recourbé, l’air craintif et probablement anxieux de ce qui l’attend s’il ne récite par parfaitement ses leçons. On voit également un local qui ne ressemble en rien à l’école standard que l’on connaît aujourd’hui. Souventes fois au XVIIe siècle, les maîtres exerçaient d’autres métiers en sus de celui de faire l’école. Ils pouvaient enseigner dans le sous-sol de leur maison ou dans un local qui avait d’autres fonctions. On remarque également que le local est tenu dans un désordre impressionnant. Toutes sortes d’objets traînent par terre. Au fond de la salle, on voit un élève en train de sortir par la fenêtre. Sur la droite de l’image, on en voit un autre, un panier sur la tête, descendant l’escalier. Les élèves sont peu nombreux, une quinzaine en tout. Ils sont d’âges et de sexes différents. Les élèves s’occupent chacun de leur côté : certains vont jouer, d’autre semblent copier, lire, flâner, faire un peu n’importe quoi. Bref, c’est ce que l’on appelle l’enseignement au singulier, c’est-à-dire la manière d’enseigner la plus habituelle à cette époque : le maître fait venir à tour de rôle un élève, lui demande de réciter ses leçons, le fait écrire, copier. C’est une pédagogie au singulier au sens où le maître reçoit chaque élève à tour de rôle. Ce maître d’école, évidemment, n’était pas formé : à cette époque quiconque savait lire pouvait enseigner la lecture. C’est pourquoi on parle d’un maître improvisé.
L’image de droite montre un changement radical de décor, si important en fait que l’on a l’impression de se situer à une tout autre époque. Mais pourtant elle date aussi du XVIIe siècle. Que s’est-il donc passé ! Comment se fait-il que, à peu près à la même période, on observe une organisation de la classe aussi différente ? Mon hypothèse : nous assistons à la naissance de la pédagogie. Dans l’image de droite nous voyons que le local est devenu un local spécialisé, ce qu’on appelle désormais une classe. Une classe, c’est un local qui n’a qu’un usage, celui qui sert exclusivement à l’enseignement. On se rend compte également que l’espace est contrôlé, c’est-à-dire que les bureaux sont alignés et les élèves placés en ordre, chacun a sa place. Le local est spécialisé au sens où on retrouve dans cette classe-là, une mappemonde, comme il y en a à peu près dans toutes les classes primaires du monde, on retrouve aussi à gauche et à droite de la mappemonde, des images pieuses pour édifier ou mortifier les élèves. On voit également que tous les élèves ont un cahier ou un livre ouvert, probablement à la même page. Cela a été rendu possible parce que l’imprimerie a été inventée peu de temps auparavant et que l’on pouvait utiliser le même livre pour tous les élèves. Pour la première fois apparaît dans les petites écoles, l’idée d’un enseignement simultané, car avec le même ouvrage, le maître peut enseigner à tout le monde en même temps. On remarque aussi qu’il y a trois professeurs. Les Frères des écoles chrétiennes, communauté enseignante, formaient leurs novices à l’enseignement. Un de ces trois professeurs est sans doute un jeune enseignant supervisé par ses confrères plus expérimentés. Bref, au XVIIe siècle une série de changements vont s’opérer dans la manière de faire la classe. Ces changements, nous les définissons sous l’appellation de pédagogie. Pourquoi cela est-il arrivé à ce moment-là ? Il y a sans doute plusieurs raisons, examinons-en quatre.
La réforme protestante. On se rappelle que Luther a critiqué l’Église de son temps qui était corrompue. Les membres du clergé n’étaient pas nécessairement des modèles de moralité. Luther s’en est pris notamment au commerce des indulgences qui donnait lieu à des interprétations abusives des Saintes Écritures par le clergé. Il conclut qu’au lieu de se fier à ces intermédiaires peu crédibles, chaque individu devait désormais pouvoir interpréter lui-même les Écritures. Cette injonction a eu un impact considérable, au sens où, pour que chacun puisse interpréter les écritures, on devait créer des écoles et montrer à lire à la population. Donc, le protestantisme, avec Luther, a permis d’emmener les enfants du peuple à l’école et de créer des écoles.
La contre-réforme catholique. Face au protestantisme qui commençait à gagner en popularité et à se répandre, les catholiques ne voulaient pas demeurer en reste. Ils cherchèrent à contrer cette avancée des protestants et créèrent notamment les fameux collèges des Jésuites. Les Jésuites, qu’on appelait les soldats de Jésus, avaient pour mission de combattre les protestants. La Contre-réforme catholique a donc amené des enfants à l’école et créé de nouvelles écoles.
Un nouveau sentiment de l’enfance. On n’a pas toujours considéré les enfants de la même manière. Au XVIe siècle, par exemple, l’enfant était vu comme un jouet charmant. C’est la période du mignotage. L’enfant est mignon, charmant, amusant, agréable. Mais il n’est pas une préoccupation. Il est mêlé aux adultes et on ne s’en occupe pas de manière différente. Vers le XVIIe siècle, l’enfant est perçu autrement et on le voit désormais de façon négative. Dominé par ses passions, l’enfant est mauvais. Il doit plutôt se soumettre à la raison et adopter ainsi une conduite raisonnable. Il faut donc corriger l’enfance, rectifier cet âge de la vie. Cette rectification de l’enfance ne peut pas se faire dans la famille. Il faut donc sortir l’enfant de la famille et l’enfermer dans un lieu qu’on appelle école.
Problèmes de délinquance dans les villes. Les villes, notamment en Europe, commençaient à croître en dimension. Une jeunesse errante et bruyante, faisant des mauvais coups et dérangeant les marchands commençait à poser problème. Pour y faire face, Charles Démia formula une idée géniale : « Ouvrir une école, c’est fermer une prison ». Si on amenait à l’école cette jeunesse délinquante, oiseuse, qui faisait du bruit, qui dérangeait, on aurait sans doute plus de calme dans nos villes. Les problèmes de délinquance dans les villes ont donc stimulé, en quelque sorte, la création d’écoles.
L’effet conjugué de ces quatre facteurs (réforme protestante, contre-réforme catholique, nouveau sentiment de l’enfance et problème de délinquance dans les villes) a conduit, dans une courte période de temps, plus d’enfants à l’école et entraîné la création d’écoles. Un nouveau problème apparaît : la seule pédagogie qui existait jusqu’alors était l’enseignement au singulier. Or, s’il y a plus d’enfants à l’école et si le seul mode connu d’enseignement est l’enseignement au singulier, on aura vite fait de créer des problèmes dans les classes. L’enseignement au singulier peut aller avec des effectifs de cinq, six, sept, dix élèves, mais ce procédé ne va plus lorsqu’on a une centaine d’enfants dans une classe. Ce fut le cas notamment à Paris où un pédagogue de l’époque qui s’appelait Jacques de Batencour, mentionnait dans son ouvrage les problèmes qu’il avait dans sa classe. On ne peut pas avec cent élèves les faire venir à tour de rôle. C’est donc l’augmentation du nombre d’élèves et les problèmes d’enseignement qui en découlent qui obligent les maîtres à créer, à inventer une solution pour régler y faire face. Cette solution, nous l’appelons la pédagogie.
1.1. Définition de la pédagogie
La pédagogie est un discours et une pratique d’ordre pour instruire et éduquer des collectifs d’élèves. Il faut éviter le désordre comme on le voit dans le tableau de Van Ostade et mettre en place l’ordre. Plusieurs traités pédagogiques ont été écrits au XVIIe siècle, tant chez les catholiques que chez les protestants, par des maîtres de métier, des enseignants sur le terrain qui décrivent comment on doit désormais enseigner pour lutter contre le désordre et faire en sorte qu’on ait un enseignement organisé avec le collectif d’élèves. Le discours pédagogique se met en place à partir du moment où le nombre d’élèves croît. Donc, quand nous disons que la pédagogie est un discours et une pratique d’ordre, nous voulons dire un discours et une pratique d’ordre pour gérer un collectif. Sans collectif d’élèves il n’y a pas de nécessité d’inventer la pédagogie. Ce n’est cependant pas encore l’enseignement de masse qui viendra au XIXe siècle à la suite de l’instauration des lois sur l’enseignement obligatoire et la gratuité scolaire, mais au XVIIe siècle il y a tout de même suffisamment d’élèves pour faire en sorte qu’on soit obligé de modifier notre manière d’enseigner.
Pour le redire autrement, qu’est-ce que la pédagogie ? C’est une méthode qui appelle un fonctionnement ordonné. Et quand on lit les traités de pédagogie, on se rend compte que c’est un ordre présent dans toutes les facettes de la vie de la classe : tout est contrôlé, tout est minuté, organisé. Par exemple, on va contrôler le temps. Dans les traités pédagogiques du XVIIe, le temps est soigneusement découpé du matin au soir. Toute la journée est minutieusement divisée en parcelles de trois ou quatre minutes. Un contrôle de l’espace également : les bureaux sont bien alignés. Il n’y a pas d’espaces laissés au hasard ; chaque enfant à une place précise qui lui est attribuée. Contrôle des déplacements qui se faisait par les rangs et à l’aide d’un signal. Le contrôle des postures également se faisait par l’établissement d’un code précis : pour tenir sa plume, pour s’asseoir, pour prier. On contrôlait également les récompenses et les punitions qui seront rationalisées, c’est-à-dire établies selon un ordre gradué. Enfin, il y a le contrôle des savoirs qui sont minutieusement décortiqués, du plus simple au plus complexe. Notre hypothèse de la naissance de la pédagogie au XVIIe ne signifie cependant pas que tous les dispositifs ont été créés à cette époque. Au contraire, elle exprime plutôt l’idée qu’un ensemble de dispositifs, dont certains existaient sans doute auparavant, ont été mis regroupés de manière systématique dans la visée d’instruire et d’éduquer des collectifs d’élèves plus nombreux. La pédagogie qui se met en place à cette époque est un véritable système dont l’agencement des éléments contrôle toutes les facettes de la vie de la classe.
1.2. La tradition pédagogique et le débat pédagogie traditionnelle-pédagogie nouvelle
Par la suite, graduellement, au cours des siècles suivants jusqu’à nos jours, s’est constituée une véritable tradition pédagogique, c’est-à-dire la répétition d’une manière commune d’enseigner. La formation des enseignants, qui n’existait pas avant cette période, est un élément important à la base de la création de cette tradition pédagogique. C’est par le biais notamment des communautés religieuses, Frères des écoles chrétiennes, Jésuites, communautés enseignantes féminines, qu’une manière assez uniforme d’enseigner va se propager. Cette façon d’enseigner apparue en Europe va s’étendre par la suite partout sur la planète.
Mais une tradition pédagogique comporte aussi des erreurs et des excès. Avec le temps, un certain nombre de critiques ont été formulées à l’endroit de cette tradition. Par exemple, le fait d’enseigner la lecture avant l’écriture et non simultanément, le fait d’apprendre le latin avant le français, ou encore l’autoritarisme du maître et les violences faites aux enfants, etc. La critique fut particulièrement virulente au XXe siècle. On pense entre autres à Freinet, à Montessori, à Neill, à Freire, à Skinner et à bien d’autres qui ont fustigé et remis en question les prescriptions pédagogiques issues de la tradition. Tous, malgré leurs différences importantes, partageaient le même ennemi : la pédagogie traditionnelle. Il y a eu comme un renversement des termes, la tradition pédagogique s’est transmuée en pédagogie traditionnelle, avec toute la connotation péjorative que revêt maintenant cette expression.
Cette charge contre leur ennemi commun a permis à nombre d’auteurs de faire valoir leur position. En proposant leurs nouvelles pédagogies ils vont s’opposer presque terme à terme aux façons de faire de l’ancienne pédagogie dont les composantes sont présentée comme mauvaises. Par un intéressant phénomène de rhétorique, les vertus se retrouvent du côté de la pédagogie nouvelle, et les défauts sont regroupés du côté de la pédagogie traditionnelle. Par exemple, alors que les Jésuites affirmaient dans leur Ratio dicendi et docendi que « l’esprit de l’enfant est comme un vase d’étroite embouchure », la critique de la pédagogie nouvelle a tordu cette idée qui est devenue « l’esprit d’enfant est comme une cruche à remplir ». Un vase d’étroite embouchure et une cruche à remplir ne renvoient pas aux mêmes réalités ! Alors que la première se fonde sur le discernement, la seconde nie toute forme de jugement du maître. Par ailleurs, les partisans de la pédagogie nouvelle avaient tout à fait raison de dire qu’il faut prendre en compte les besoins et intérêts de l’enfant. Cependant, leurs critiques les accusent de valoriser l’enfant-roi, l’enfant capricieux, auquel l’adulte doit se soumettre constamment, ce qui est tout autre chose.
Mon but ici, après ce grand détour, n’est pas de faire l’apologie de la pédagogie traditionnelle ni de la pédagogie nouvelle. Il fallait préciser comment la pédagogie s’est constituée en tradition et comment la pédagogie nouvelle s’est substituée à la pédagogie traditionnelle par des procédés de rhétorique manichéenne.
La situation actuelle de nos réformes fonctionne de la même manière que la lutte opposant pédagogie nouvelle à la pédagogie traditionnelle. Tout comme la critique de la pédagogie nouvelle était manichéenne et exagérée, les débats sur les réformes donnent lieux aux mêmes abus qu’autrefois. C’est pourquoi nous pensons que le débat est mal engagé actuellement, voire pollué. Il faut reprendre l’analyse sur d’autres bases. Nous proposons d’utiliser la recherche en enseignement comme base de réflexion.
2. Recherches sur l’enseignement et les écoles efficaces
Des chercheurs comme Coleman, Bourdieu, Passeron, Baudelot, Establet, ont mis en évidence au cours des années 1960 que tout semblait se jouer en dehors de l’école, c’est-à-dire que le milieu familial et social semblait être le premier facteur de réussite ou d’échec scolaire des élèves. Malgré la grande pertinence de ces travaux, il reste qu’ils occultent la part importante qui revient aux enseignants et aux écoles dont ils ignoraient la dynamique. À cet égard, un nombre impressionnant de recherches ont par la suite été conduites dans les classes à partir des années 1970 principalement dans les milieux anglo-saxons. Ces travaux tentent de mettre en relation ce que fait et pense l’enseignant et la réussite scolaire de ses élèves. Les chercheurs vont dans les classes situées dans différents milieux socio-économiques, ils observent systématiquement les façons de faire d’enseignants débutants, expérimentés, experts. Bref, en étant à l’intérieur de la classe et de l’école, et non à l’extérieur comme dans les études des années 1960, ils ont pu mieux cerner ce que les enseignants font, comment ils raisonnent et mettre cela en lien avec la réussite scolaire des élèves.
Ils se sont rendu compte que l’enseignant fait une différence, au sens où l’enseignant est un facteur important dans la réussite ou même dans l’échec scolaire des élèves. Il y a un effet enseignant qui a été documenté et il y a aussi un effet école, au sens où, à milieux socio-économiques semblables, des variations s’observent dans la manière d’enseigner et dans la réussite scolaire des élèves. Donc, à milieux socio-économiques semblables, il y a des variations dans la réussite scolaire des élèves de certaines écoles. Dans certaines écoles de milieux socio-économiques faibles, les élèves réussissent mieux et, inversement, dans des milieux socio-économiques élevés, on retrouve des écoles où les élèves réussissent moins bien qu’ils le devraient.
Pourquoi en est-il ainsi ? Nous pensons que l’enseignement peut expliquer cette différence de réussite. Notre thèse est la suivante : à la lumière des nombreuses recherches empiriques que nous avons pu examiner, force est de reconnaître que les approches que nous qualifions d’“instructionnistes” (où le maître fait apprendre systématiquement des contenus scolaires) ont une efficacité supérieure à celles centrées sur la découverte. Étayons cette thèse par un survol de plusieurs études.
2.1 Le projet Follow Through
Le projet Follow Through a été initié aux États-Unis en 1968 et s’est terminé en 1995. Au départ, ce projet devait être une suite du programme Head Start qui visait à fournir des services sociaux, de santé et d’éducation aux enfants de niveau préscolaire de milieux défavorisés ainsi qu’à leur famille. Le programme Head Start voulait briser le cycle de la pauvreté et fut très bien reçu dans la population. Cependant, une étude avait montré que les gains des enfants avaient tendance à disparaître à leur entrée à l’école. Follow Through fut d’abord pensé comme un service qui prendrait le relais de Head Start. Mais des coupures budgétaires ont obligé dès le départ à reconceptualiser le projet qui a été transformé en une étude longitudinale dont le but fut d’évaluer l’efficacité d’approches pédagogiques auprès d’élèves venant de quartiers défavorisés de la maternelle à la troisième année. Cette recherche a impliqué chaque année environ 10 000 élèves de 120 communautés entre 1968 et 1976. Par la suite le programme a continué jusqu’en 1995 sous la forme de services (Watkins, 1997).
On a demandé aux promoteurs de différentes approches pédagogiques d’implanter leur approche dans des écoles, de fournir le matériel pédagogique et de former les enseignants. À ces écoles expérimentales on couplait d’autres écoles qui servaient de groupe contrôle. La performance scolaire des élèves a été évalué sur les apprentissages de base (la lecture, l’écriture et le calcul), les habiletés intellectuelles, notamment la résolution de problème et enfin, les dimensions plus affectives c’est-à-dire l’image et l’estime de soi. Les instruments ont fait l’objet d’un consensus entre les promoteurs. Le tableau qui suit donne un aperçu des résultats.
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QDDIy62PqgLBBHtp4pfI+tgeL99PJNRHEdw9jQd8WMHF/2ML3JBoaMCKXFEJ/EY7B5hhEiFvUiVmjwuYYYjeUlDQV7DeGGfLcvgtICimvsBWX5R57YqFVDBRQC19KQkRjClFeQkEaMsiEQmLpM5wPlgikx/GNEJNzMMo0JDoSirYHCf6aGeZ68ZM+dMA9qEV7SEuHKNdILsRU+E9bD8H41BRR5ZW4KwbYVtl4spJiAKqfch/eNcvyptS0sR0BVwraE7w3XQLH430YWyaP0XnB5y3yl8lKIcqm6gKKQ29oFKlO6B8WmftZzooFhfQzXaXhtoSFfaqQLP5XU1meA9TDSAooN6RBL4boiKhX7glRKQGE0+PLF/McAYeyM8N2MQBDO8D3hInL+xSCYP+zuGxqGct4VM3Ls+mzGha+d0unLrsW2johROBZkEmYzgAzvx3qR4SfKNtLB9ZiAIl70cE04GQ0RUAgHm8ogbZiu4npe48y6Mxoy3BMf0jC8TzljXyHuk7bp0ZuQmIACetis0cIPGhSbLoFahTf8co8FuWFZYwTLvn6jrFj4qimgGDG2ckd6hWUbuMY9/m8jYiHFBFQ55T68b5TjT61tYV4BVSnbkiWggFMhCAv3KI/h+s68Zb5SeSlEuVRdQGFcOZoEd8CXRhhgeo/MgZtRBxbW0pPiORaJYizsHv9nXp/nMP70nKnU3GNxpTXmMQGFWLKKBlY5KyWgaFhsyogRD8IQ3scPhr25j3FnM8rwPemv8DA4NoyO+3DhaDnvihk5jLUtTgVGjRj2x6CxB4wtSAUWkBI+0ifcIgD/WbvDAnC2OGC7hbDxoxdtjWtMQAHhCDe9g1IFFH5xPAf+0TNnujBcB4G/ZjTD9KYRY80EXzSlobEi/YlruGiedUrcxz/WWHEkhZU//KPhTofVyBJQwIij+UMe2Lq6MLykM2nL1EQa0p/yUW54aYRss0rKFTu4c48PLljrYkKJrQRsB/NQQLGAl2M7GDkJYUQgnSbFBBRxYCqbdKKxJm7hfXjsscvrGmA+92fEKrxfTECVU+7D5xviT61tYbquMI2Wzidgh3PKXaVsSyEBRX7ZgnQEGmWYfOde3jpaqbwUolyqLqCAgh72bGIwLMzwsVUmwLjbvHkWGHJGaayhjgkoxJKtgwKmTjDmlRBQPMMwMu4x+ukGEgib7ZjLaAvTNYUEFH4iPkyoMAXJ/XLfFTNyuGUY3q5nwWfBGCPzn6+CCG/MbQijQLi157IEFNAIML1qz5YqoArBXl/h1zdheheDTSh5hhEiykDMjUE+sKbJyl+MQgKKNDIBySgDi3W5XqvwUg9Y6B9za5BntqkjhAKqEGkBVExAIRQsLWigTUCEMMrAdAxuaJzTX6UVE1BQTrmPUY4/tbSFpdYVRNN7791bMdtSSEABYrFz547+PqPUdmJBOWW+UnkpRDnUREABvQIqX6ywU2nSB/4aGFF6FvRW0s+xrQDrMsLGKyagwgpNxTfDXgkBhUFkkTnuWQRNryzmjl6hiQR6kG+/fU/de9ICCpj6siNTWLNCj7PcdzHNlTZyuCO+pLtNy4WQ3izgjS1aZZqM9ApH9QyuMRWUXoNTSECRP+EXSuUIKMQJDYGNiKRHJsoxzkD5o8GjUUm7I3/4mpAwhe9KU0hAAT1qGk38ZKqBMlfL8DL6QH7avkshNHTs24P4MffVElAvvnh9XX3EXToPgTJrI22kZ/pjhlIEVLnlPk25/tTKFmbVlTTUGwRapWxL+N6YgKIc2No74CBynimnzFcqL4Uoh5oJKANjzYjDzTef5of57RPfmNsQDCEG14Z1WZAYMzIiP6Qja09YU8JIA+nM3kkxtyE0cBhUvpoCBGms0WsOMIrJVAcjAwie2GnyjYlywovopW4yrUjPnka0mDhsypRb7tOU649sYeWoVF4KkYeaCyghhBBCiKaOBJQQQgghRE4koIQQQgghciIBJYQQQgiREwmoZgBfrPGlC4t+01+/NUb4XJ0vithYMPy6SyxeqBwIIZoyi0RAsQ8In+OyizFGNOamMcGXMoSXz3b5f8xNrYilHZ8O2yHJ7GIefjnFNg7se7XXXttmfppcS/hKb9So7fx2EmzumLVdAbDnDwcqs2FiuEt3Y4A05jwzNu5M79nTXGCjRnYiZ4dz9ltKl6X0/ZgfWeQpB3lpLOUGW8GWEuwSbluHLGr4yo/9m/i8n6/VFvev94RoCItEQLEPEPsBlbLP0qImPH6BQzD5PDbmrlZkpR0jT+y2y07g7Apu1wn/Cit08Xu3NIbN5Nj2gL2iDjtsz3o7HadhLyx21I7tGbSoYcTEjozhsNTm0BAhzhE1dnJ9uuwU+zvtXyHylIO8NJZyg0BBILKpa2PpKCL8OVyacpvnGB4hRH0anYCiJ1rONBQ9vKxpABo3DFg5xgIDjCGml80GeDE3aQhL2KPmvTyb1chi1EptRAqlHf7Q+w7ToVAjVyytuY9/edON57Lygnja5qax+yGFGkLS2I49iYH/he4buCkkfgr5Q/qzcWO6ccyTn4UoVm65Tv5UYu8tdjHv3bu7FzU///nt/hrx4DpH9ZCn6bKUvh/6V6zsFCsHDYlbQ8qNUcielFovCgko6l06zQpBOhGm2D3gPu8oJuRxV0hAEef0tYbYTyGaMzURUOwwzO7SGOiddhridz1OiwDO3mInW9tll7PgEAsxg4DxpfePsef8M3Zv5hkMJsPTVtERLUcfvU/d7sbstMx0gYkGNqLDjz333KbOOLGLNbsvM03GifV2gj3uRo/esZ5ogSuv/In3G8NEHHBP/NhhlxPyl19+4flSxDec6qCnv912G9ft6kz6cBZZaLhLSTvWPzFdYTsCswM7uxKTdjEBVSytOSUdwWhHyfA+4k6DZ+EyeIbzy0h7dh8mLdkFm2dIDzsQFHcPPniRP1KH93KfPAyPW5k37zE3YcKefjdizivkyBFG/6whJF/ZdNB2mgbyhTSx/ONolCOP3Lvu8FUOGaWhwA+OLLGGhnJhZ8BRPsaNG5HI22L+fPXVy+744/fzhwGzuzjxw9/DD9+rbtdxpreOOWZf/wzlbv78l9w+++zgw2y7dJPXTItxzQ6OLlZueQ8jN7Z7OZBelBULfwhpzE7NiAo2G+Qax2essUYfn/dz5tzoLr74GL/jPfEl3q++eovfGZrzxKgDlNt0WUrfx99iZadYOcgbN2houSnVnuSpF5AWUPjDRo+rrLKif557lBE2wow9D+wQzgHDvItnSH/sjdmIWJg4U4+84j4ijfPmiBP5T97ayKkJKPzDduywwya+DJB25GexcijE4k7VBRTrADBMuONMotCImQjAeNoW/kOGrOOP48C48twLL/ysnp8YPIQH7jFCGBDO0MKIMIWFQMDN/vvv5N1wMCdTE8stt4x3g+E0w8H98HgTGkPc4B9HBGBQcAMYPnrb6fCEJ9pzTheCx47SoDFF+CCA+NtOMaeXb2nBPZ4jzrz7lFMWhq+UtKMh5BgHrnHQ59Ch6yXSLt3oFUtrhAMGn2tMCXJYrx2TgDhIjxjQINoZWoBYJD3btWvj/0YcYMTZMZkGifTgqB07poZ30ZtHaNlREjzLOy0NrSG0aR/8QODSUNBg8De7bRM2O9cNP1h/gpjkb2B9GO+yQ1vJW95vacz/CUcp/iCGrCFiCu+bb+b4Bom/CQ/r5cL8mjhxpPviixd82eBvO2mftLGzBUlHRkcKldv//OcVf1QO9ykzXCMPuT9gQF8vJsL8ARpo/KBjYNO7iG6O2SDujz56aSJ+cM45E93vfvdAouyky1L671LKTqFy8MknT+aOWyXKTSn2JG+9gLSAYrd+BCrhpMNjac6BuJTL9PPYGksf3mWdLfygo0eYqMPc32CDNbxtwU7w90EH7bqgbM324SQehIMlCKE9MwEV2i/ShfAwsljMfqbDK8TiRlUFFEJhv/2GeTdUfowIvRoaJK4hAj7++DF/nhV/0/hzH2NET4lrLI5OG6fQ4NH4IH4wpAgIDBxHUbz++q3eaAK9OJ575JFLvVHFKGGMiwkowvLQQxf73nDoJo0ZIOJDb5QT8K0Xi5Ei/HZ+GG5YfMsiV+7TA8UQIkSuvfYkb8A4iwqjXUracUo/4cWQ4g+GjZER3PAOFvtaI0dDUiytmZLC0BIOjC9/01A+/fTVPl7puIcCCuNti3bp8eMHjTTpT/rhhh4+zyD+GIWgMeDIEXrmoXvcMCJDflpDyNEMnOXGgbuEmzSxw2cZKSBdaWhoLEgX/OAZFnrjBuFDPvBOew9hJa1pJHgXjV4p/qQFFOlEz51nGJHjGUQKaYmbUgUUIz+Fyi3TUxwujXtGDFi3xBmJnJXI+2INWzEBhfgBygmjDeQHZamYYEr/TdgKlR1GLgqVA8RM3rhVotyUYk+KxS0dLggFFIKEkSTegTi1MkU9xr6Q5unnGb1GDCK0sFfEn7gRxjvvPGtBOF/0ZYM4EF78POusCf4dNrLFCCN+WDmmfvbo0cW7SQsoOlbEizQqxX6mwyvE4kZVBRTGj6kP3HCYrF3nqyUMC8aDaQB6N7ihx45x2HXXoXWNFb1BGvrQ39Dg2QJeGiJ6q1zDINx22xne+GGcMMb4SY8XA2hGodICii9bCAfP8TyGCyOKG0Z36P0xjM7UHenCewiD+YPxIg14Hz3MUtJu7723924QAHwdRVraafWkHUP81sgRhmJpTYMWHvQJGGEO74ytHSHtTUCRRuYmjAsNAeHDDb1bwjBy5LZ1hpzG9OSTx/r/k0fkL37QaBJ2awi5RqPFYbI0SghSngGmoJh2QCRYg457GgN647hBINL48X/Kiq2vQegz9ch1poJoZAr5ExNQnEpP/vKcTWfhr6V3qQKKhr5YueXcNNKEZwDRw/Qp6YWfaYoJKPxktIM84m9bA1VMMKX/Jj0LlR17B9dj5YDGP0/cKHuVKDel2JNicQvDZYQCinTv1aubf47RIvKVfLcRI+IePouw4StP7pFGNmWXBlHKexhZI48tbKQHwjNdJolXegrP7Bf5Ye8pxX6G4RBicaSqAspGYhAKrO2x64gDKqKJADuhHeOKCGHKy2AdUXrOPTR4dip32BBhBDEqCBiMKG5DPzEUGBTWBhC2sOG/7rqfli2geD/hILw8jwHCEOGGNRwYM4wuxtQEFGEwf2hgmM7jffR6S0k7jCvvpsEgjKxJMRhZSguoUtKa9KUhx2CGjRkCwhopIxRQpLPdp8fNiAwjC4TfprMIdxhGnkEUWmNhIhQ/LD2sIeSwYmtwEInkM6MX/I3INAFFo4tb/ED42MnwCChOwbf3hAKKaRmuI45MQGX5ExNQTz11lV9Hwsn2tl0E/tooIgKKEQNrlMNya6OKpGMp5ZY0ZzSR6VHylmeBNU0xocFeS4SLOFEeuMZULtOtlRRQPFOo7Lzzzj0FywFrEvPELRQZDSk3pdgTwpWnXkAooEh34k59JgxhvjKlaHbC4H1MleE/5SwmoJj2I+1wQ1pR320Ej/jMmnVZXZmkDPBMWNbTAuqII0b5v3HHCHKxchiGRYjFkaoKKIyKNQ4sKMYoUUGPO27hFBNGdN68R+tGBejl8AzGA+HClBaGh7/T/prBi/XkMXjPPrtwRIDerS3SxIBfeulxvmdG42liBDHDaBnvmTz5IO9HNQXUb3/7QN2IB8bTxBvhoXeMoZ07946iaccUHqM3/E168F7iQPwQJYx0hetYaEiKpTV+8ixTfaQJBpe/SQMaIVvsa/C8CShG11iTxXXSH+PNe5944ko/xUjjYdNbxNlOk2cqA5FFY8M0gvnx5JNX+oWrGPGHH77EG3jeQ+NK/jEVw0gG18hXRs9sNM3WaSBmbBoN4XP99Sf7fKFchJ/r44YGgxHIUvxJC6hf//ouL0hIJ9bO4S/TKjaVi4DiGWu8GDkhHUjjjTdeuIaHdCxWbj///DmfFrzzjTdu8/cRfKuv3tunHx0AroWYoMBfRDTXrDyGAgo35BfTiLjJK6BIt0Jlh/AWKgeEIW/cKlFuSrEneesFhAKKEVmEE2WMusZ97Av/ZzqOOpB+HtuBfWIKj/uk13nnHeFHDhGOTPuxnsqm3rhva8iIzy9+Mc2HDZvC9CV+kkcstMdNWkAx9c/fuOMDmmL208IpxOJK1ReRY0QwAsB0Ew0IoxI8hwigQtPjZbEmbrjPSAEGkIaOHiKGIfSzFIPHGg7r7SOQ+HrEGkB6URgvjD7Gn/cQNoboGXXATTUFFKMzGD/rxTKkT2NsfzMSxIhHKWlHr9zW6/B+jCIjDTRSiCsMe9jIFUtr1gPZKAH+McXIl0YYft7DqFcYd/LGBBSwoJe0ti+NWExNg8VaFdKRcCAm7Gs9voRjxIEeMg04z5BfLMy1cFhDaOKP0QimXljkih9cmzLlUJ9mNMykBfEnv3kf9wHhQ0PDgmT+pnGgN23vReywho04FfMnLaDIc6ZR+Jtw0xgxUmHPEGcWmuOWvxFbfOHElB7v4RrpWKzc0pDae8kPGlREHulIQ8karzB/gPSnEecZyhph41n+NgFFvPmikPgylUujnncReTjClFV2CpWDp5++KnfcKlFuEHHF7EneegGhgEJ08W7cI2r4OtOmcymHNuoXwjojW2jOiBmdHtKOuovQN5EDjKwyRWnTeAhVnmdan7+p86SNlQNICyjsjgkobF8x+5kOrxCLG1UXUPRUqNjW8GPU+GSc0QkTATRY9GqsggJChs+RYz2dUgQUfiJUaNRoFLiOMWMKiwWhPIPfGA0zphgyGjV6ddUWUBgqpgPM+ANpgkEnfjxTStrhjuF0hIr5Q2PDSBXhSDdyxdKa+3xmTjjtPuB+1qxL6+Js4N4EFA2UfREI9LhtqJ/40ihbIwT8P9w+gekWWyMDjMDRgBBv7jFCETYANFzW4NIQE35gka7FGbFjXxPRgBAORjVIr7Bc0Djhv8WrmD///vfCT9/528obYjbMB6YwwxEoBB55b1tjAOXERiNJR/wpVm7JU6as7D5QJigrhNviEEI5tsaV8sG0E4uBTUARNsQKZZb3ITrS4ruYgCql7BQrB+XEraHlBnFTzJ6QPnnqBYQCChFLvSaPCZc9Tx4w/Rt7HlhIH9YpbBF5g1+kB/aLPOMe9oVRNv7lQxTyj7ibUAPCa9P+hQQUFCuHQizuVF1AGYgR1v4wb4+hNAMQurHGg4qPwQrvNQR69fQgERSx+zaSg/GwsGFAY24rDfFkeohh8qw4l5J2wCgCowClhL1YWnOfxozGla/SQsOadmcCioaP3jyiydIz7Z5rvJN382z6PmEhLZiO4T5xIb7mlufxm+ftb0sPoHFGtJIO3Geqhc+7CR/bQ4TvpIdOuqZ703n9CeE6jRb+kha28NwEFG4IM2lr+wfhN+I8nQ/Fyi1ThOQPozCx8pCGd5C21hHgmTBt7VopfhUC/4qVnWLlIG/cGlJuQn+KUUrcikHYKFexabsYllaxsgpW7ylH/B3LV0bIKEvcI60oA+a+GMXKoRCLKzUTUKJ5gpEOBVSthGcMGg1bN8Y0CaNwjNgxRUnPPfapeIxK+UNDFRNQQgghmj4SUKJBNCYBBSzCDqdzgClQDnRFGMWeiVEJfySghBCi+SIBJRoM0wFMRzDUH7tfa5jyYOqHrw4bMh1cCX+YciFtYlMvQgghmi4SUEIIIYQQOZGAEkIIIYTIySIRUHyay+exfEbL570xN40BPk/mM3ROh8+zfqYU8Jv9VDgmIQ2f1NsO2IVg/RGbb7L2iA3+mGLitH0+U+Zz5lK/8mkIbMzI596xeABhY/8edjbm/6yXaqxrgZhmY38eFpCzGWPMjRBCCAGLRECx5wubwYV7GTVGOE6FPVbY24dP0mNuQhAsiEJ2Fw4/IU6DgGBRMWkXw/bmiT0bwoJtTnXnGTbSY80Oe8+wrxUbJsZOeK8kxNF2bs+CPYfYEsC+amNDvnI+/a4FfAbPLs/sO/TMM9dE3QghhBDQbAQUjbLtbxODxj7rCzHEUUzwcJ2dqxFG4X38Se+Jwp4q7ExMerApZSEBxbNDh67n3fJ5PKNGNN4G7wxHaYhXLG7s/0IakpYc1UAacB4W/rJnUbjPC/+vxmgfeymxRwx71NgXZ2xiyCgj+0ERH/bf4TgOwsmIWcyfNMQ3TEP+T/gbOnpF3mX58cADF/gv7djcNNxUUwghhEhTEwHFLtzshkvDxLQVOx6HAoovnNgdmLPUEBM8w4Z47GzNzr92AGoIRx+wgzFTbJwrxqgNYeHIg1deudm7oWFnR17c4D+No40O0Riz6zjHRPAcu3EjZkJB98gjl/oz0Q45ZDc/hYd/7EhuO/8SNsQgDTJTPnbsAlNXjLpkbVSHQCJc+MNu5DE3NPSc88Vu1vgJPMMREiYE2VGbeBMH27jRdsLmKBLccEzKlluu73cR5jp7GSF0TBQi9tih+vrrJ3v35AXx4L2cR4YoI794D5/wZ4kP0seOfuAA3TDu7FLNbtX4wfEcTFFSFggrccANZ6ERD46X4fgJdj/GLZsVctwMo0L4zegaO3nbFCfhY6do/OawX95LvJgq5BphYfNA0oEz5/CXneZJAw5yxg35xW7U+MM7OI6GY3B4D1sZTJiwZ6P5wlAIIUTjoOoCiqkQGincsSlheISDCShGKWjEOcMNIcBzjFowncKzseksrpm/TBMxooPA4G87XBO/8JNrCAjeT3hY68Ihvlzn2AOOWjC/+D+7IPOOcAqPw33xFzecM4VY4B7PsWeQjfwYHNGRtXMvR6lwnAObMiJOeI+BIPvkkyf9kS6IBRp8BCBh4G+w8wHtMGQOByXMjJogTBBJCDqEK2euER7SnWk0iyfhJx0QEbwDEYo44r3ct2ks0hFhy3OMKsXiA+x0bOlj4s1AnBFu7hE2hIwdZ8FaLc6I4/38bWcREg+ElwlCRM/222/iR7L4m7O9ENEINzuqgrQkXRBMlr8cukr+mFCmzCGe+NtEGWH48ssX6473ANJrnXVW82lDGk+ffk4iTkIIIRZvqiqgGA1gBAA3nDXFqA+Ntq2HqYSACgUFR6IwcoJYYqTGBJStw0Eg4M6mavDf/GZ0idEGRBHriLhmAooRHDvlHKFGHPDLRBMjJAgIixdnSnFeFO8Kw2wgMHAXo1evbu6xxy73Z4zReHPuFekILGbHDSKP9U2sJ+JvRmy4j+BBFOAH8TERwUiKLSifOXPhCe52ftn995/v04LRN8LMgbI8gxvOT7NDdZmeLHTsBSNCiB8Tb3addLL1XqQ37rjGwc1c42wthOauuw71fzOqh/Aj7RB35C/5bH4yImVhZMSIdGd0kTxmFAs3xJXRS4QPi9c5MBj3jE4y5YgbDmMlb0ljTpjnGfN3m202XCBin/LvQrARBvyxOAkhhBBVFVBMi3CSN24QOXb9hhsm+0a5EgKKZ2yKDxFhB7MiNhih4D6CgilB3NAw28JnRmFMFITPMmVDI28CCtG0++5b+3uMTPDVGQ0+03tc4/R6Gty9997e/11oDRTvMVFJI48IYmrMuO66n7qrr14oHBB0nLtlzzKSQ7pxuCjXmXrCHw695X2XXXa8FwSE9xe/mOZFGCIinCYkXRm9YfQLgcSoEmKK+CBYcM8IEfeZ7mT0C2H03HPX1vkR45prJvmwhWkN4XovDuElXUlzE5vEGaHCtCFxxh+eY5rSRoQQQDZtyb98wcl18hixRfgpP4hG3Lz++q2+bACHydqo1fnnH1mXLxzgitizkTZ7BuHICf64oVxSBnHDKBbXhBBCCKiqgEJU0ADTqLOex67b1JMJKHZ77tKlU0IMsRaH6adiAoqpGGs4Q3HCiIoJKBpnO7iVBtSmi/isPhRQrL/hOifvpwWUjZAganiOtVwGI06MCJUioHDHF3K4Y1Qr7Y6/bbQLYcZol13nEFuuM4X41lt3+ykza/AJL2uAuM+IDyM9tu4oTD8EB4KIe6wVM0HF6AwwgocQY4oNAUM+8W+hbRx4N+vEeDdTbuHUpa33QpAx+sU1RoE4hR6/GRn81a/u8vlIOCgLuGG00k7QP+usCXXphChnjRLXWadk04OE3aZer7jiBC/mBgzouyCON7kePbr4UbbwDDvKI88RX6Y+EZnkNaLWRqlwz3O4sUNohRBCCKiqgKLRtZGGAw8c7kcPWPTL4axcMwFla3dYj8S+QjxLQ8/fxQQUUzd33HGWv4ZgM3HC9A4LlBFQYeMKN910qm8saVhpvLnGiE6/fj19o8r0DtfCKbzjj18YZoQU8aJBZwSHURpEH0LMBBjriNLCyGCRPMKQhpnps5gbG0liaoppNa4hRGjc8Z+1PqQTQohRJsQmi5wRFoQfUYGoRJTyHvZhwg/CiLDED9wiRmzqivdxnbxhdMbWBzFKwyhOGL40iB1EHe6POGKUz2O7Z+u9GLmz0TRbVE7eMOLI1Bv5OHjwIO8XbkhjG2FjzRICl+usEUOM8fxzz13n1zjhxkYTSQcb8UL4vf/+gz4dEVRMR5IvTPtRJnDDRwGff/6c3/+Jv5lSpJzizhaVM6VXyjYWQgghFh+qvoic9USMNAAjNIgMGnWeMwEVjjYggBArNHr8XUxA4YaRC55hnRV/M5rx6qu31K2BYhQMcWXPIkoYncAtIoopIgQcf+PWRqtMQDGqgqDjPcSDOLDuCXHBfaYn//OfV+rW+qyyyop+airW6N5333leLCCi3nnnnnr3gbVc+IFfTIHir/1Nw0/4EW6IAtKN9GPkhvAhLBAoCBATdFxnWpJ4IJQQpg8+eJF/VzjFRpgQnXx9Z2mLMCkmHhjFIh0Rb4jT8N4FFxzl/QlH02zUiEXapLUJlTFjdvajWfYso0KkFWnOOi9GF03Ysd/W/PkvecHG30y1ISytDAAjeYgqRhT5GyFHfMIPGRBOCCiEFH+b+A2nEI89dnRCFAohhBBVF1A0YKeddnCdaKIRYxSEhtAEFO4YzWEdC25oNBl1YJqnmIDCH77OQkzwLH7cdtsZvsHLElCAUDBBwXM8z+hSuP9PKKBIKEZTGKXCPTACxHQdccQ9a2loyLnHwu1w1AtomGnkuV9so0vW3LDWyd6FiEBAMGKEyEAQcZ205G8EESMzCE/WFOEH/yIOLW2AL/YQg/YeRnbYuZx7fI2GcLDpU/wLp72yYLsHW5iOcLXr+G17Y9m0KNhieEQR4szej9gK/SUsF154tPeX+8CoGou+bUSKHd1N7JFG7H+FOA5H+EgHxBDpQPngffiJe0YvyXOm6cJpRtKZ9Cf/KQcWJiGEEAKqLqAMRh8QNIgGhAQjJCY8DDZPZOGubRrJfZsuC92BCSgaVEZsaASZSsN92m0hWO9CuGx0JMQ+8WcqycJKWFgPg8gIR0sMhFvW9gXlQENOmphgKAfCw5ReU93LiHQmvbO+bGQqkk07baQsLDcIUUaVEIJWrpjSRGAhdm3fMSGEECIPNRNQlSYUUDSuMTflglhhiwKm6IifjfLE3IrGDWKJEU0EE9N1nBlo06GMgOUV3EIIIQRIQEWwI1KIG2ujYlOIomnAaFQ4hWywMDzcIkIIIYTIQ5MVUIwIIXRYQ1WNBb5M6fHlm0aemgdMY9qHBbFzBYUQQog8NFkBJYQQQgixqJCAEkIIIYTIiQSUEEIIIUROJKCEEEIIIXIiASWEEEIIkRMJKCGEEEKInEhACSGEEELkRAJKCCGEECInElBCCCGEEDmRgBJCCCGEyIkElBBCCCFETiSghBBCCCFyIgElhBBCCJETCSghhBBCiJxIQAkhhBBC5EQCSgghhBAiJxJQQgghhBA5kYASQgghhMiJBJQQQgghRE4koIQQQgghciIBJYQQQgiRk2YroL744kU3b95j7vvvX4/eF0IIIYQolyYroH75yztcly6d/PuhTZvW7p57prpvv33VTZ16uOvcuaPr1m1ZN2BAX/f223dH/RBCCCGEKIcmK6Duuutst+22G7nPPnsucX3OnJtc//593Ny509w337zixo0b4UaN2s59/fWchDshhBBCiHJpkgKKablTTx3nRo/e0d1///nulVdu9iNPXJ8y5VA3bNhg99VXs73bmTMv9ILqo48eqefP/Pkv+2eN11+/1f/7xhu31XMrhBBCCGE0SQHFaNKIEVu6ZZbp4H70o83cuuuu7nbeeXP3l7886kecxozZ2Qsq3M6efaPr2bOre++9++r5wygV4TdWWqm7/7dNmyXduedOFEIIIUQTZvLkse7OO8+u1/5XgiYpoBBHL710g3vnnXv8359//rzbfvtN3Mknj3Vjx+7iKUdAhXTs2FEIIYQQTZh27dq51VZbqV77XwmapID67rvX3McfP+6n4OzvI44Y5fbee3s3adKBbvjwIXVrnmbMyJ7C+/TTZ93tt5/pWWqpNj4ua6yxhjvttNPc888/L4QQQogmzLnnnutnqtLtfyVokgLq739/0q2/fv8FCXO4X/f0t7894TbbbG133nlHuFmzLnV9+/Z0b7013S8iHz9+dzdy5LZFF5F36tTBx2WrrbaKZoIQQgghmhYSUBEYWerdu7vbZJMBXjAhkv7xj6f9qNSECXt6QdSvX09/j6m6mB8hElBCCCFE80ICKgM2y/z5z2+vNz3HqNT778/0X9PZNF8xJKCEEEKI5oUEVA2QgBJCCCGaFxJQNUACSgghhGheSEDVAAkoIYQQonkhAVUDJKCEEEKI5oUEVA2QgBJCCCGaFxJQNcAE1MCBA915550XzQghhBBCNB0koGqACSho3759NCOEEEII0XSQgKoBElBCCCFE80ICqgaYgFp77bXdJZdcEs0IIYQQQjQdJKBqgBaRCyGEEM0LCagaIAElhBBCNC8koGqABJQQQgjRvJCAqgESUEIIIUTzQgKqCJ9//rybN++xxLUvvnjRX/v++9cT17OQgBJCCCGaFxJQBfjss+fcTjsNcXvtta375ptX3LffvuqmTj3cde7c0XXrtqwbMKCve/vtu6PPhkhACSGEEM0LCagMvvvuNXf22Ye5Ll061QmoOXNucv3793Fz507zf48bN8KNGrWd+/rrOVE/DAkoIYQQonkhAZXB449f4RPmmGP2dfvss4P76qvZbsqUQ92wYYP9/3Ezc+aFXlB99NEj9Z4PkYASQgghmhcSUBH+9KeH3fbbb+KeeeYaPwqFgJo//yU/4jRmzM5+Kg93s2ff6Hr27Oree+++en784x9Pu5/97GRPu3ZtfFxWX311d9JJJ0UzQgghhBBNBwmoFPPnv+wOPniEO+eciV4ohQJq7NhdPKUIKKb5CH+aJZdc0h122GFCCCGEaML86Ec/cptvvk699r8SNEkB9etfT3fLLru069ChnZ96a926lWvZcgk3YsRQP503fPiQujVPM2ZkT+FlCajWrVu7kSNHCiGEEKIJM2TIEDd48KB67X8laJICiq0J2LqAL/A+/fRZd+qp49wee2zt/z9r1qWub9+e7q23pvtF5OPH774gEbeNLiJnndSbb97p6dixnY/Lhhtu6G666aboUKAQQgghmg6awisAYsqm8BBMTO9NmLCnH5nq16+nF1OMNMWeDdEiciGEEKJ5IQGVE0TV++/PdG+8cZsXVDE3aSSghBBCiOaFBFQNkIASQgghmhcSUDVAAkoIIYRoXkhA1QAJKCGEEKJ5IQFVAySghBBCiOaFBFQNkIASQgghmhcSUDVAAkoIIYRoXkhA1QATUP369XNHH310NCOEEEII0XSQgKoBJqCgffv20Ywoh+OOO8716dXbrdJ75ZJYeaXebs3+a7iHH3446p8QQgghSkMCqgZUS0BtsfkW3s9de2xQElt3HeDdX3vttVH/hBBCCFEaElA1wATUJpts4qZPnx7NiHJAQG263GruuvUPKYkLBv1YAkoIIYSoABJQNaBai8gloIQQQohFgwRUDZCAEkIIIZoXElA1QAJKCCGEaF5IQNUACSghhBCieSEBlcF3373mPvroEfevf71Q794XX7zo5s17zH3//ev17sWQgBJCCCGaFxJQEV5//VY3aFA/t9pqK7kuXTq5ww/fy3355Uvu229fdVOnHu46d+7ounVb1g0Y0Ne9/fbdUT9CJKCEEEKI5oUEVAqE0k47DXHHHjvaC6bf/vZ+t/rqvd3995/v5sy5yfXv38fNnTvNffPNK27cuBFu1Kjt3Ndfz4n6ZUhACSGEEM0LCagITNsxTcf/33nnHi+gZs680E2ZcqgbNmyw++qr2f4e1xBUTPWFz6eRgBJCCCGaFxJQGSCgDjlkN9e+fVu3//47uc8/f86POI0Zs7MfmcLN7Nk3up49u7r33ruv3vMff/y4mzTpQE+bNq19XFZaaaUFz4+JZkQ5SEAJIYQQiwYJqAwQSaxvuuWW013v3t3dVVed6MXT2LG7lCSgmOYj/GlatWrlRowYURF69OhRloAaOnRo1D8hhBBClAani2y66cB67X8laJICiq/vfv/7Ge7zz5+v+/vEEw9wO+64qTvuuP3c8OFD6tY8zZiRPYWXJaCWXHJJd9RRR1WEfn37lSWgRo0aFfVPCCGEEKWxyy67uC22WLde+18JmqSA+uc/n3Gbbba2O+OM8V48sR6KIbqDDtrVPfTQRa5v357urbem+0Xk48fv7kaO3Da6iJwtDpgGhGWWae/jsvnmm7vHHnssOhQIN998szvzzDNLZq0119QUnhBCCLEI0BRehMcfv8KtvHIPt8EGa/itDLbaagP3wQcPufnzX3YTJuzpF4X369fTiylGmmJ+hJS6iLxNm7beXatWS5YEbiWghBBCiNojAZUBYunNN+90f/jDzMSGmfz//fdnujfeuM27CZ/JolQB1aHD0m7MmNvddde5kujcacWyBNRFF13kHn744ZKJhVUIIYRYnJGAqgGNRUBNWWtv16JFCx+WPJxwwgnR8AohhBCLKxJQNaCxCKjT1tzTh+Oyy473m4KWQrt2bdwBBxwQDa8QQgixuCIBVQMam4DiqJpYOGOst94aElBCCCFECgmoGiABJYQQQjQvJKBqgASUEEII0byQgKoBElBCCCFE80ICqgaYgOrevbvf/j2WESABJYQQQjQNJKBqgAkoaN++fTQjQAJKCCGEaBpIQNUAE1BLLLGEW2655aIZARJQQgghRNNAAqoGaA1UbXj22WfdlClT3IknnlgyJ510knvqqaei/gkhhBBZSEDVAAmo2nDVVVf5+LVv38516dK5JHB/+umnR/0TQgghspCAqgESULXhiiuu8PH7/PPno3GJ0bFje3fyySdH/RNCCCGykICqARJQtUECSgghRK2QgKoBElC1QQJKCCFErZCAyuD77193f/3r4+6zz56rd++LL1508+Y95t2k78WQgKoNElBCCCFqhQRUhLffvtttsskA17t3d9e5c0e3665DvZj69ttX3dSph/tr3bot6wYM6OvdxvwIkYCqDRJQQgghaoUEVIqvvprt9t57e3fssaPdN9+84j799Fm3/fabuPPOO8LNmXOT69+/j5s7d5q/N27cCDdq1Hbu66/nRP0yJKBqQ3MXUM8884y78MILfaUtlUsuuSTqlxBCiIaBjZWACmCUCYHx4YeP+L8RVIikyZMPclOmHOqGDRvsr3Fv5swLvaD66KOFbrOQgKoNzV1A/fSnP/Xxy8stt9wS9U8IIUT5SEAVgDVOt912hltrrVXc3Ll3+BGnMWN29iKL+7Nn3+h69uzq3nvvvnrP/vGPD7rddtvS07p1Sx+XLl26uO222y6aESAB1TCau4D6yU9+4veuisUjxt///qRPj2uvvTbqnxBCiPKRgMrgu+9ec1dfPcmtsUYf98wz13jRNHbsLp5SBBTTfIQ/TcuWLd36668fpXXrNrkEVKcaCKhBg1Z1K6ywQjS8jY3VV1/dxy+PgGLTzT59+kT9a2z07t3bde68dDQeMUxA9e/fP+qfEEKI8unXr5/bcMM1o/a3oTRZAcWaptNOO3iBeOhXJzYYjZo06UA3fPiQujVPM2ZkT+G99db0BcKji6dFixY+Lq1atXLLL7+8X8cSo1279o1uBGqddVb3o2ax8DY2Jk6c6OOXbwRqKbfvvvtG/Wts7LXXXm655TpF4xHDBNSRRx4Z9U8IIUT5jB071m299YZR+9tQmqSAYuSJtU4bbbRWvZGlWbMudX379vTiiEXk48fv7kaO3FaLyBsJmsJLoik8IYSoHprCS8HapV69uvl3hyCW5s9/2U2YsKcXRP369fRiiqm6mD8hElC1QQIqiQSUEEJUDwmonDCV9/77M90bb9zmBVXMTRoJqNogAZVEAkoIIaqHBFQNkICqDRJQSSSghBCiekhA1QAJqNogAZVEAkoIIaqHBFQNkICqDRJQSSSghBCiekhA1QAJqNogAZVEAkoIIaqHBFQNkICqDRJQSSSghBCiekhA1QAJqNogAZVEAkoIIaqHBFQNMAG1zDLLuI022iiaESAB1TAkoJJIQAkhRPWQgKoBJqCgffv20YwACaiGIQGVRAJKCCGqhwRUDTAB1aFDBzdw4MBoRoAEVMOQgEoiASWEENVDAqoGaA1UbZCASiIBJYQQ1UMCqgZIQNUGCagkElBCCFE9JKBqgARUbZCAStLUBNQTTzzhpk6d6s4555ySueaaa6J+CSFEtZGAqgESULVBAipJUxNQBx54oA9vixYtSgK38Oijj0b9E0KIaiIBVQMkoGqDBFSSpiag9ttvP7fxxgOjcYkxZ85NPn4PP/xw1D8hhKgmElAF+OabV9yHHz7ivvvutcT1L7540c2b95j7/vvXE9ezkICqDRJQSSSghBCiekhAZYBoOvXUcW799fu7v/3tCX/t229fdVOnHu46d+7ounVb1g0Y0Ne9/fbd9Z5NIwFVGySgkkhACSFE9ZCAivDpp8+6I4/c27Vtu6Rbe+1V6wQUBrt//z5u7txpfnRq3LgRbtSo7dzXX8+p50eIBFRtkIBKIgElhBDVQwIqwuzZN7qJE0cuaHhOcptttrYXUEzXTZlyqBs2bLD76qvZ3t3MmRd6QfXRR4/U8yNEAqo2SEAlkYASQojqIQFVgIceurhOQDF9x4jTmDE7+/9zH6HVs2dX995799V7lmtrrbWKZ4kllvBxWWqppdyaa64ZzQiQgGoYElBJJKCEEKJ6SEAVIC2gxo7dxVOKgGKaj/Cn4fPrrl27RmnZsnUuAdWpBgJq4MB+XvjFwtvY6NSpk49fHgHVvn1bt/TSS0f9a2x07NhxQRw7RuMRwwRU586do/41Nihn663XPxqXGCagunTpEvVPCCGqyTLLLOPWWWe1qH1qKM1KQDGFN2nSgW748CF1a55mzMiewvv972e4oUPX87RsuXAEioZ63XXXddOnT4+y1FIdGt0I1Lrr9nd77LFHNLyNjTPOOMPHL+8I1OGHHx71r7Fx6KGHLhALnaLxiGEC6uyzz47619jYbbfd3EYbDYjGJYYJqBtuuCHqnxBCVBNmBbbffpOofWoozUpA8fesWZe6vn17urfemu4XkY8fv7sbOXJbLSJvJGgKL4mm8IQQonpoCq8AaQE1f/7LbsKEPb0g6tevpxdTTNWln0sjAVUbJKCSSEAJIUT1kIDKCVN5778/073xxm1eUMXcpJGAqg0SUEkkoIQQonpIQNUACajaIAGVRAJKCCGqhwRUDZCAqg0SUEkkoIQQonpIQNUACajaIAGVRAJKCCGqhwRUDZCAqg0SUEkkoIQQonpIQNUACajaIAGVRAJKCCGqhwRUDZCAqg0SUEkkoIQQonpIQNUAE1CtW7d2K664YjQjQAKqYUhAJZGAEkKI6iEBVQNMQEH79u2jGQESUA1DAiqJBJQQQlQPCagaYAJq+eWXd8OGDYtmBEhANQwJqCQSUEIIUT0koGqA1kDVBgmoJBJQQghRPSSgaoAEVG2QgEoiASWEENVDAqoGSEDVBgmoJBJQQghRPSSgaoAE1EJmzJjhbr311pK57bbb3DPPPBP1K8aiFlD33ntvNB5ZTJs2LepPFhJQSSSghBCLEgmoGiAB9bx79NFH/bvzctxxx0X9i7EoBdRNNy1szPNy6aWXRv2LIQGVRAJKCLEokYAqgy++eNHNm/eY+/7716P300hAPe9mzpzp333QQXe6s856vyQ6duzixo0bF/UvxqIUUFdddZV/909/+vNoXGLg/vTTT4/6F0MCKokElBBiUSIBlYNvv33VTZ16uOvcuaPr1m1ZN2BAX/f223dH3YZIQP1XQE2a9Go0LjF69hzQ5ATUxRd/Go1LjNat20hABUhACSGaEhJQOcBg9+/fx82dO819880rCxr3EW7UqO3c11/Pibo3JKAkoGJIQCWRgBJCNCUkoEqE6bopUw51w4YNdl99NdtfmznzQi+oPvrokXru4f/9vzc8yyzT3sdlyy23jGaCIQGVRAIqiQRUEgkoIcSiRAKqRJi+Y8RpzJid/f+5Nnv2jQsa+a7uvffuq+eeUSrCn2appZZys2bNirLUUu3d6NHXLRAC80timaW7uw06r+KuWHdsSZzUfzcfhuefv87Nn/9ySay55ipu3333jYY3D3feead/97HHPhuNS4xu3fq5/fffP+pfjAsuuMC/4+OPH4/GJUbbtku6448/PupfHi688EL/7qlT/xKNSwzc8+4HHnigJCZOnOgFXyweMT744CH/jksuuSQa5mrz0EMP+S8vS2XPPfd0a6+9WjQuMZ5++mofv+nTp0ffnxfCEEv3QqTjUAg6EbHrhUAcxsJaDjH/C5E3fuXwyCOPRMOaF/yJ+V9JysnvWFjLgXIQe0cW5ZS1vFQyfnltRTmE9bYUSonfaaed5nbccXC99r8SNDsBNXbsLp6GCChYYoklovzP/7So57Yx0KJFi2h4De4XcwMxv4tRir8GbmN+FKMS8Sv33bWgEvErh1hYqkHs3SGlxI/7Mb8XNaXkS2OJX4sW8euFUPwWhj12PaQW8SuHUvKllPjF/G4MFAs7blgPnW7/K0Gzm8KbNOlAN3z4kLo1TzNmZE/h/eUvj7ojjhjlWXLJ1j4uyy67rF8HxWhFjEmTJrlDDz20ZMaMGeOnuGL3svjxj38cvZ7FYYcd5s4777xoeI2TTjrJde7cOXovhC0JYu/IghGX888/P+pXFkceeWTUryyOOOKIqD8hBx98sFt11VWj90LyvpsyMWiZldweK25cEqt36OFatWwV9SuLY445JhrWkN12281tuumm0Xvlcuqpp/r4bd5lDbf7grCXQve2nVzX5bpE45EF05qx94cMGTLE7bLLLtF7xrbbbrvAILZ2e+xxQUmssca2Pn67rLBBNC4xWi8wuCuu2HVBmT6yJIYOXdd16NA+Gt6Q1Vdf3R100EHRe8agQYNcp04rRuMSo2vX1Xz8YvHIonXrlm699fpH4xKjX79eC+gbDW9Ily5d3Iknnhi9Z3TvvqLr1WvdaFxitG+/rGvdomW0nmVBemD/L7jgqJLo1Kmj23jjjaPhNWzUPHYvBDcDBw6PxiVGqwVlednWHaLxiDF0QT3lHYceuns0r2Lgfuedd46G16BNW2655aL3DEZx8GvIkIOjcYmxxP+0cL2XWj4alxhrdFzRv+PMMw+tl09Z4P7AAw+MhtnYbrvtFsRvmXrtfyVodovIZ8261PXt29O99dZ0v4h8/Pjd3ciR25a8iHzo0KH15lCbA3fdddcCFd4teq85gIhbf/31o/caQutWrd0hq2wbXa8WY//eQ90yHZeO+tUQjj76aLfrrrtG75XLfffd58v8yWvsHo1LjGHd13VrrNY/6l9D2H333b0Yj90z6FissspG0bVqMUaOvMTHj6nxWFxidG7TYYFBHh61ETGuuWbSgnrVNRrekI022sh3cmL3jKFDt1wgkg+IxiXGRhvt6zq2aheNRxbt27Vz55wzMRqXGEcfvc+CerVeNLwhK664orv99tuj94x+/VZfIJLPjMYlRp8+G7q+HbpF45FFy5ZLuLvvPjcalxjDh2++gOHR8BrPPfecL0exeyFt2rRb0JG7OxqXGMss3W1B56V/NB4xTuo/wofjzTfvjMYlBgKYDnYsvAabBffo0SN6z2C6jHezBUwsLjHatm67QLQvqK+RuMTYq+em/h1sQRSLSwxGmM4666xomA3WBy+/fOnrUvPQ7AQU6y4mTNjTC6J+/Xp6McVUXcxtiARU00YCKj8SUPWRgEoiASUBBRJQcZqdgAKm8t5/f6Z7443bvKCKuUljAqrYV3hNFRZwMn0Vu9ccYAH85MmTo/caQmMRUNctsEjFGuC8NCYBxTTJNddcE71nNGUBdcopp7g77rgjes9oygIKgc8i49g9o6kKKGD6NXY9pKkKKBa/k3+xe0ZTFlAsS1lnndWizzeUZimgyqHUfaDE4kVjEVDVoDEJqFJoygKqFJqygCqFpiygSqGpCqhSaMoCStsY1AAJKBFDAiqJBFQSCajSkYBKIgGVRAKqCSMBJWJIQCWRgEoiAVU6ElBJJKCSSEA1YSSgRAwJqCQSUEkkoEpHAiqJBFQSCagmjASUiCEBlUQCKokEVOlIQCWRgEoiAdWEkYASMSSgkkhAJZGAKh0JqCQSUEkkoJowJqDYrZtdkWMZIRY/JKCSLA4CaqedhvhDnkvhjDPGuy5dlouGNy8SUEkkoJJIQNVHAqqRYAIK2rdvH80IsfghAZWkuQuoLm061tmBUunVq2c0vHmRgEoiAZVEAqo+ElCNBBNQ7RYYGM6timWEWPyQgErS3AXU2p16LxAxm7prr722ZDgRPhbevEhAJZGASiIBVR8JqEaC1kCJGBJQSZq7gFqv88puxx13jL6/2khAJZGASiIBVR8JqEaCBJSIIQGVRAKqekhAJZGASiIBVR8JqEaCBJSIIQGVRAKqekhAJZGASiIBVR8JqEaCBJSIIQGVRAKqekhAJZGASiIBVR8JqEaCBJSIIQGVRAKqekhAJZGASiIBVR8JqAbyzTevuA8/fMR9991rietkwrx5j7nvv389cT0LCSgRQwIqiQRU9ZCASiIBlUQCqj4SUA0A0XTqqeMWVPD+7m9/e8Jf+/bbV93UqYe7zp07um7dlnUDBvR1b799d71n00hAiRgSUEkkoKqHBFQSCagkElD1kYAqk08/fdYdeeTerm3bJd3aa69aJ6DmzLnJ9e/fx82dO82PTo0bN8KNGrWd+/rrOfX8CJGAEjEkoJJIQFUPCagkElBJTEB1797Fbb75uiWBewkoCah6zJ59o5s4caS79tqT3Gabre0FFNN1U6Yc6oYNG+y++mq2dzdz5oVeUH300SP1/AiRgBIxJKCSSEBVDwmoJBJQSaYO3NeX5x122MHtvffeJTF69Gh3zz33RMObBwmoOE1+DdRDD11cJ6CYvmPEacyYnf3/uY/Q6tmzq3vvvfvqPcu1QYP6ecgI4sIxLgMHDoxmhFj8kIBKIgFVPSSgkkhAJTEBdcMNN0TfX00koOI0CQH1ySdPucGDB/l39ejRxb377r1199ICauzYXTylCCim+fAzTYsWLVz37t2FcEssKAt5BVTrJVpG/WpsLL/88r685xVQbZdsE/Wv2tC56dVr3aixjlGOgFq3Ux9/nFPs/dWmbdt2uQVUh1Zto/HIon3btrkFVPv2S0XDm5e2bdvnFlCrtO8ajUcWeQUUsxWVyu8llmiVS0At3bFrWQJqueWWi76/mpityCOg2rRqUwMB1cJ16tQpGmaD++uuu3r0+YbSJATU/Pkvu2nTprjzzjvCXX31JPfPfz5Tdy8UUEzhTZp04IIexZC6NU8zZmRP4f3udw+4zTdfx0PFIy4dO3Z066yzjrvrrruEcK1btcotoJZu3yHqV2Pjqquu8mU+r4Dqt3LfqH/VZrfddnMrr7xh1FjHKHcEaosttoi+v9psvPEmNRiByi+gBg4cEA1vXvr06ZtfQFV5BGqnnYa4rbfeOhrevCy5ZNuajEBNnTo1+v5qcs011/h3N8YRqOOOOy4aZuOEE05w22+/SfT5htKspvD4e9asS13fvj3dW29N94vIx4/ffYEh3VaLyEVZaAoviabwqoem8JJoCi+JpvDqoym8BpIWUIxWTZiwpxdE/fr19GKKqbr0c2kkoEQMCagkElDVQwIqiQRUEgmo+khAVQGm8t5/f6Z7443bvKCKuUkjASViSEAlkYCqHhJQSSSgkkhA1UcCqpEgASViSEAlkYCqHhJQSSSgkkhA1UcCqpEgASViSEAlkYCqHhJQSSSgkkhA1UcCqpEgASViSEAlkYCqHhJQSSSgkkhA1UcCqpEgASViSEAlkYCqHhJQSSSgkkhA1UcCqpEgASViSEAlkYCqHhJQSSSgkkhA1UcCqpEgASViSEAlkYCqHhJQSSSgkkhA1UcCqpFgAqp169auZ8+e0YwQix8SUEkkoKpHTQRU27Zuu+02dk8/fXVJcASGBFRpSEAlkYBaDAUUcOZWLCPE4ocEVBIJqOpRCwHVoW27OjtXKjvttFM0vHmRgEoiAZVEAqoJYwKKQxO33377aEaIxQ8JqCQSUNWjFgJqxQ7LuTFjxrgnn3yyZGJhLQcJqCQSUEkkoJowWgMlYkhAJZGAqh61EFA9O3Zx48aNi76/2khAJZGASiIB1YSRgBIxJKCSSEBVDwmoJBJQSSSg6iMB1UiQgBIxJKCSSEBVDwmoJBJQSSSg6iMB1UiQgBIxJKCSSEBVDwmoJBJQSSSg6iMB1UiQgBIxFgcBdWCfLd0pa+xREoOW6e36r7pa1L9qU66AOnH1XaNxidGjXWcJqCohAZVEAiqJBFSN+f77191f//q4++yz5+rdIxPmzXvMu0nfiyEBJWI0ZwE1a9Ys16JFC1/u87DpxptE/as2eQXUAQfcHA1/Mfbee+/o+6uNBFQSCagkElD1kYAqk7ffvtttsskA17t3d9e5c0e3665DvZj69ttX3dSph/tr3bot6wYM6OvdxvwIkYASMZqzgIKHHnrI3XPPPbl4+umno35Vm7wC6thjn/N1+vbbb4/GI8a9997rnnvuuej7q40EVBIJqCQSUPWRgCqDr76avaCXuP0CAznaffPNK+7TT59122+/iTvvvCPcnDk3uf79+7i5c6f5e+PGjXCjRm3nvv56TtQvQwJKxGjuAqopUa6Aevzxx6P+NTbyCqhNNtnfx6/9km1LBvfjx4+Pvr/aSEAlkYBKIgFVIxhlev31W92HHz7i/0ZQIZImTz7ITZlyqBs2bLC/xr2ZMy/0guqjjxa6zUICSsSQgGo8SEAlGTXqctehw9LupJNOKpnJkye7Rx99NPr+aiMBlUQCKokE1CKANU633XaGW2utVdzcuXf4EacxY3b2Iov7s2ff6Hr27Oree+++es+++eadrm3bJT3EA8iQzp07+2kKISgTG3bu68YvEFGlMHCZlVy7Nm2jfomGMXr06LIE1COPPBL1r7GxxRZDcwmo0aOvdcst1zXqV2Okb9/VcguoVaosoHbaaXN/VE0svHlps6De10JAXbfg4dj7qwlT27y7MQqoM844IxpmA4HFoErs+YbSJATUJ5885QYPHuTf1aNHF/fuu/f6699995q7+upJbo01+rhnnrnGi6axY3fxlCKgmObDzxgtW7YUwrVssYQvDy3+p0VJ+LKz4JmoX6JBtGjRwvXqtU7UWMcwAYWRjfnX2GixoNzkFVCtWrWJ+tUYab2gQc0roFZu3zXa2GaRV0DRsFKuYuHNyxJLtMwloJbu2LUsAbUoyjPv5N15BFSbBWWz+gKqRdH04P7Agf2izzeUJiGg5s9/2U2bNsWvcUIw/fOfz/g1TaeddrAbNKifn87DHaNRkyYd6IYPH1K35mnGjOwpPK4ddNCuniWXbOXjssIKK7jdd989OhQohFh0aAoviY1AxfxqjGgKL4mm8JJoCq9GMPLEWqeNNlqr3sjSrFmXur59e7q33pruF5GPH7+7GzlyWy0iF6KJIwGVRAKqPhJQ1UECKk6TFFB//OODrlevbv7dIYglRqsmTNjTC6J+/Xp6McVUXcyfEAkoIRo3ElBJJKDqIwFVHSSg4jT5ReQxmMp7//2Z7o03bvOCKuYmjQSUEI0bCagkElD1kYCqDhJQcZqlgCoHCSghGjcSUEkkoOojAVUdJKDiSED9gASUEI0bCagkElD1kYCqDhJQcSSgfkACSojGjQRUEgmo+khAVQcJqDgSUD8gASVE40YCKokEVH0koKqDBFQcCagfkIASonHDIbjUUTacLAXcwpNPPhn1r7EhAZVEAiqJBFR9JKAaCSagNt9880V2VpQQIhvq5TnnnJOL66+/PupXY0QCKokEVBIJqPpIQDUSTEBB+/btoxkhhBDVQgIqiQRUksVFQJ1//pH+xJFSwL0EVCNAAkoIsSiRgEoiAZWkuQsoDmNv1aqlW375Lq57964l0aNHd3fLLbdEw2xIQNUAE1C9e/d2Y8eOjWaEEEJUCwmoJBJQSZq7gDputeH+HZVeQiMBVQO0iFwIsSiRgEoiAZVEAqo8JKBqgASUEGJRIgGVRAIqiQRUeUhA1QAJKCHEokQCKokEVBIJqPKQgKoBElBCiEWJBFQSCagkElDlIQFVAySghBCLEgmoJBJQSSSgykMCKoPvvnvNffTRI+5f/3qh3j0245o37zH3/fev17sXQwJKCLEokYBKIgGVRAKqPCSgIrz++q1u0KB+brXVVnJdunRyhx++l/vyy5fct9++6qZOPdx17tzRdeu2rBswoK97++27o36ESEAJIRYlElBJJKCSSECVhwRUCoTSTjsNccceO9oLpt/+9n63+uq93f33n+/mzLnJ9e/fx82dO819880rbty4EW7UqO3c11/PifplSEAJIRYlElBJJKCSSECVhwRUBKbt7Mycd965xwuomTMvdFOmHOqGDRvsvvpqtr/HNQQVU33h84DA+v3vZ3g6dlzKx2XjjTd2d911VzQjhBCiWkhAJZGASiIBVR4SUBkgoA45ZDfXvn1bt//+O7nPP3/OjziNGbOzH5nCzezZN7qePbu69967r97zjFIR/jTt2rXzh5AKIUStWH/9Dbz9GT789JLo0mUV16HD0lG/GiMrrbRybgG1SpUFFDMZW2yxRTS8eVlyyTY1EVCnnnpq9P3V5KKLLvLvziWgWpUnoK644opoGMrliCOOcNtuu1E0/xtKkxBQn3zylBs8eJB/V48eXdy7797rryOSWN90yy2nu969u7urrjrRi6exY3dpkIDihOd+/foJIUTN6Nq1q1tqqY656Nx52ahfjRHCm1tAte8abWyzyCughg3bzC299NLR8OalZctWuQTU0h27liWgevXqFX1/NenTp49/dx4B1aZMAbXKKqtEw1AuK6ywgltvvf7R/G8oTUJAzZ//sps2bYo777wj/AnMn3zypJ92+/zz5/19vsY78cQD3I47buqOO26/Bb2zIXVrnmbMyJ7CQ5hdeulxnnbtlvRxIcGPOeaY6FCgEEKI8tAUXhJN4SXRFF6N+Oc/n3Gbbba2O+OM8V48sR6KBDrooF3dQw9d5Pr27eneemu6X+M0fvzubuTIbbWIXAghFiESUEkkoJJIQNWQxx+/wq28cg+3wQZr+K0MttpqA/fBBw/50aoJE/b0gqhfv55eTDFVF/MjRAJKCCGqhwRUEgmoJBJQNQax9Oabd7o//GFmYsNM/v/++zPdG2/c5t2Ez2QhASWEENVDAiqJBFQSCagmjASUEEJUDwmoJBJQSSSgmjASUEIIUT0koJJIQCWRgGrCSEAJIUT1kIBKIgGVRAKqCSMBJYQQ1UMCKokEVBIJqCaMBJQQQlQPCagkElBJJKCaMCagNthgA3fjjTdGM0IIIUR5SEAlkYBKIgHVhDEBBe3bt49mhBBCiPKQgEoiAZVEAqoJIwElhBDVQwIqiQRUEgmoJowJqP79+7vJkydHM0IIIUR5SEAlkYBKIgHVhNEiciGEqB4SUEkkoJJIQDVhJKCEEKJ6SEAlkYBKIgHVhJGAEkKI6pFfQG3kbfKanXqVjARUdZCAiiMB9QMSUEIIUT3yCqjBg8e4Ll26uN13371kWrduJQFVBSSg4khA/YAElBBCVI+8Amr77U9wgwatE/Uri7Zt20hAVQEJqDjNQkB9/vnzbt68xxLXvvjiRX/t++9fT1zPQgJKCCGqhwRUEgmoJBJQi4DPPnvO7bTTELfXXtu6b755xX377atu6tTDXefOHV23bsu6AQP6urffvjv6bIgElBBCVI9VVlnVDRw43E2a9GpJrLbalgvc5xNQ2PBjjx3tXn31lpJYaaXui1RArbRUFzep/4iSGL/Ktj5+ElD5kIDK4LvvXnNnn32Y69KlU52AmjPnJte/fx83d+40//e4cSPcqFHbua+/nhP1w5CAEkKI6rHpppt5G5uHrbfeJupXFr169Yz6U4gDDzww6lde8gqoLsv1iYanGNOnT4++v5pIQMVp0gLq8cev8AlzzDH7un322cF99dVsN2XKoW7YsMH+/7iZOfNCL6g++uiRes//618vLMisyzzt27f1cRk0aJC78MILoxkhhBCiPJ5++mn30EMP5eLZZ5+N+pXFE088EfUni4cffjjqTznkFVCDBg1322+/fTRcWTz++OPRd1cbCag4TVZA/elPDy8ofJu4Z565xo9CIaDmz3/JjziNGbOzn8rD3ezZN7qePbu69967r54fjFIR/jRt2rRxp512mhBCCFEStB0dOnRxG200uiRwv95660X9amwcd9xxPrx5BFSbVuUJqJNOOikahnLZZ5993JZbrl+v/a8ETUJAffLJU27w4EH+XT16dHG/+MW0BUp/hDvnnIleKIUCauzYXTwNEVAtW7ZckOBbCiGEECWx8soru65du+ZinXXWifrV2Bg8eLBvG2shoIYMGRINQ7kMHDjQbbzxgHrtfyVoEgJq/vyX3bRpU9x55x3hrr56knvppevdsssuvUDtt/Nrl9j7gw3URowY6qfzhg8fUrfmacaM7Ck8Iv/II5d6bAqPxL7ggguiQ4FCCCHE4oam8OI0ySk8tiZg6wK+wPv002fdqaeOc3vssbX//6xZl7q+fXu6t96a7heRjx+/uxs5clstIhdCCCHKQAIqTpNdA2UgpmwKD8HEaNWECXt6QdSvX08vppiqiz0bIgElhBBC1EcCKk6TF1AxEFXvvz/TvfHGbV5QxdykkYASQggh6jNz5kzfPi65ZDvXq9eAkmjVoqUE1A//Zv4ao4AqBwkoIYQQIs4JJ5zgxo0bVzLLLtNZAuqHfzN/ElBCCCGECOm9Yi8JqB/+zfxJQAkhhBAiRAJKAkoIIYQQOZGAkoASQgghRE76rryKb1OXaLFESeAWOI4n5l+5SEDVABNQ/fv3d5MnT45mhBBCCCGKc/vtt7uzzz47F9dff33Ur4YgAVUDTEBB+/btoxkhhBBCiKaDBFQNkIASQgghmhcSUDXABNT6669flWFEIYQQQtQWCagaoEXkQgghRPNCAqoGSEAJIYQQzQsJqBogASWEEEI0LySgaoAElBBCCNG8kIAqgy++eNHNm/eY+/7716P300hACSGEEM0LCagIv/zlHa5Ll07+/dCmTWt3zz1T3bffvuqmTj3cde7c0XXrtqwbMKCve/vtu6N+hEhACSGEEM0LCagId911ttt2243cZ589l7g+Z85Nrn//Pm7u3Gnum29ecePGjXCjRm3nvv56TsJdGgkoIYQQonkhAZWCablTTx3nRo/e0d1///nulVdu9iNPXJ8y5VA3bNhg99VXs73bmTMv9ILqo48eqedPiASUEEII0byQgErBaNKIEVu6ZZbp4BNm3XVXdzvvvLn7y18e9SNOY8bs7AUVbmfPvtH17NnVvffeffX8+eSTp9xllx3vadduSR+Xfv36uWOPPTaaEUIIIYRoOiz2AgqhM3jwIP+uHj26uF//erp76aUb3Dvv3OPvf/7582777TdxJ5881o0du4unFAHFNB9+pmnZsqXbYIMNhBBCCNGEYVBk9dV712v/K0GTEFDz57/spk2b4s477wh39dWTFgiqJ93HHz/ur3P/u+9ec0ccMcrtvff2btKkA93w4UPq1jzNmJE9hZcWUDYK1bLlEl6wCSGEEKLpsvHGa7kjjxxVr/2vBE1yCu/vf3/Srb9+f3fuuYf7dU9/+9sTbrPN1vYCa9asS13fvj3dW29N94vIx4/f3Y0cuW10ETnXfvvb++v4/e8f8P/+4Q8z67kVQgghhDCapIACRpZ69+7uNtlkgBdMiKR//ONpPyo1YcKeflF4v349/T1GmmJ+CCGEEEKUQ5MVUMBmmT//+e31pucYlXr//ZnujTduq5vmE0IIIYSoFE1aQAkhhBBCLAokoIQQQgghciIBJYQQQgiREwkoIYQQQoicSEAJIYQQQuREAkoIIYQQIicSUEIIIYQQOZGAqjBPP32122uvbd2ee27jDzbmb/al+uUv73CnnjrO744ee64Q7LQOsXu1grMFL7zwaLfHHlv7TUsPP3wvH6eY23KodRwff/yKunyaOHFk5marX375krv44mP80UGx+1n8618vuJ/8ZH/3pz89HL1fDV599Ra3665D3ZAh67irrjoxuvt+Fpb+v/nNff5ZO0uyEnz11Wy/Lxv1IHY/C+rK1KmH+zI3atR2bsqUQ/25mDG3MTj/8qKLjs6MSyy9yg0r8AynGOBH7H4awnX++Uf6MHA4+r777ujuvvtcfzRVzH01aYh9aijUFewJp0kYnG06Z85N7pJLjvX5b5xwwo/9aRGHHrpH3TXs0c03n+YPk2cT5eefv67O71deudkdd9x+ucpNQ6EO7bffMH9axhlnjPf7FcbclUJoR6yOLsq8KgZ14NFHL3PbbruRr1fkSyVtSWNDAqrCXHPNJLfbblvWnd03cGA/99hjl/tK/7OfnZy7MFFJEGKPPHJp9H6toHHhrMGf/nSMu+OOs9xJJx3oDV1eYRFjUcTxiitO8MaXfDrttIPdlluuH43LP//5jNt5582jh1EXAuHFO/7614anTynwni22WNc3ODNnXug23niAu/32M6Nu04Tp/8ILP3P77LNDLvFVDMJBI5a37LMJLnlEY3HbbWf4cB1zzL4l+0NDSt7FBE1WepUbVvjjHx90u+yyRcl5ThrT+CMMOYLq+usnu7XXXtU9++y1UffVpFz7VAkofw8/fIm7/PLj3YorLu+OOmpvd8stp/v0HD16R29r7rzzLA+29O237/ZnnF177Un+2l13ne07QNTR5Zfv5DtExAMhiuBaaaXu3q/YuyvNBx885NZdd3VvU5588kovIo4/fr+yRbHZkQ8/fLiuji7KvCrGQw9d7E//uO66n7oHHrjArbPOar4DWk6HpCkgAVVhqNRUeKswGMWDDtp1Qa/hTnfZZcf7ws+/9KDoHWHkGQk588xDfWXBqNIr3WabDX3j/qtf3eUPQ8aQ0Jin31crCNePf/wjb8D4+9NPn/W9ZnqJCCrCO2bMzt6A0IO3ONIgX3nlT9zuu2/lj9+hImFYSCcEGUYT41frOBKmU04Z5/OJdyJ6OT+RXiwHUxMX8op7P/rRZt4gEj4aN54J40x8H3zwIvfyyzd4v1977Rafd+ecM9HNm/eY7z1i/BhheOedexLpQxlIh60caDy23nqDusb7mWeucffdd94CEfKSu+CCo9xOOw1x99wz1fdoMW6cJ/nZZ8/5/5OHlv40ZMQXEUE6/PrX092NN57iPv/8eT9iQ2NFg3f//ef79EmnF2IFg8n7brhh8oJ3POv2338nt9Zaq/h0SYe7EAgo0swExYsvXu/DyHXqBeJj2LDBvkySpsSFkQzgdAITUMST/Cae5ncsvRBPlHHC+sIL1/nw02GgU0QDFsaTZ8K6S7rS2+7atbMfzSqlwaROIQoRT/xNg3jIIbv5xpF76Xrz4YeP+LM9eSd5gSggbFw78cQD6uoO9YtRLco34UrXN/xO+0W5vOSS4xY0eucnyjH5/O9/v1wvLBaHSkJYhw5dzz311FX+b8J54IHD63Wsfv/7Gb58pYUqeYoQ5jB5RpywUZSRTTcdWDMBRV0jzNQR/n7zzTvdWWdN8GU2nS+MTDFCdcABw71I4lSNdF5xPBmjsNQBq6OzZ9+YmVeU+3Q5rRXUfcoI9sKuUWfJE+on9YPOAqNzxJX76fYvVo/Nr8aIBFSFSQsoCja9UnpKG264pnviiStdly6dfAOFMWKEioJFxeA5KgtDvxTClVfuscB4XOIbCaYiMCjp99UK3h0KKCrx5puv4+699zzfa6axxlghCmiMLI6TJh3oG6rp089xG220ljeOXKORuummU30P5e67z6l5HDFYDDMjcmhIEDgYZIwvvVamK7faagNvhMgPjCLXGLVgiDod51tuOc0LZYzIkUfu7d2uttpK3oDQKBx77GhvJHgOQ2fpk3dkKwuMMYJ29dV7e7FHI0NDh8EinxjBITyIBOLNe2lE+T9HHln6kz+IAEZmMHRHH72Pn+bE4BEHev6IZBp+God0evEeBBijOvS+iT9hYCQJMRkLexY0Oghb8ufssw/z8UPU0DDyLuoKYaYO0dtl9IFwYJBJW8ohDa09i5Ayv2PpRaNnYX377Xt8vlN3EZ74E8aTBi1dd5977lq3wQZruJdeWtioFYOyTtqefvohPr0Q1fjJ86R/WG9oWGkYeQ8CjfxCWJBXNDgHHzzCT/VQLzkDlI4bYSftuB7Wt8ceu6yeX7wH+3TDDackyjFiLh0W0jUWn4YSE1CUM6blLr30OJ8+TL1TJwkrwoTriDvKM1AeSVPsLlNdiBPyrhYCCgGMcCE86XuI1HS+UC4RVFxbdtmlff7Ut43n+nrLUhCrowinWF5dfvkJ9epjLacuGcHHPtC5Ca8hYKkb1CfsLG3kwjp0Tb06RNlK1+NSOiOLCgmoCpMWUIyu0KAwImECir8x4FQ0psEoQBjxzTYb5O8xusGzGAoqwNixu9TrhdUajBm9+SWXbOU6dlzKGwNEHgWIdR80KIgJjBcGkHjQe8J4HXbYnu7WW0/3jeEppxzk0+fccw/3DRaGBPFR6zgioKjsVFCEAlN4GGeMFUaZhmPQIKZfL/NxQSww2oKBoreejjPXWLfBKBbuEQ74de+9U70BYe0CPSzcMMJoZSAWtnJBcCBgEEXLLNPBiyXew6gS90lzGlpGzkIB9bvfPVCX/owYkk+EFVGCwSO/yGtLJ4bpEZSIqnR6YeBXWWVF/y9x5r3kPeIr75QD8UHksP6J57fbbmPfK6WhZVSPBhIBzJQBI2OUNdIUwUN8KIedO3d0PXp08etSYv6H6UVjZWH9+9+fqBOXpFU6nrgJ6y4ilTJCGPJM4dGY0rCst15/L6rJK0Z80vVm8uSxfmqLdyK2eJbeO2lDPEzMIip4DvtD+lDGjzpqn0R9I84I49Av3ot9YnosLMf4kQ4LU6rVGIWKCSjiRxpNnDjS5z1Te+QleYB44DpxQTCRT4hfBCm2lTLLMgrKUK0EFKOtlJH0PepDmC/YBNIVYcxz3MMOMuIZ5hUCl7L3+uu31tXRrLzierqcIqjTYakW2BMO9w/rGm0AeYptpf0gzNgWylGsDhG/dD220bzGiARUhUkLKKZ2UNKM1JiAotHFONCDpsBjCGiozjnnsAVGe2P/jPlH4am1uIhBeMMRKINGlHULjDZQiYkbBpB/GSlgxIaGj/gxPYHBxkhg4DAc9C5vvvnUmseR99sUnhkwKvEKK3TxQoHwYphpQG0NFL0p/o+ASMeZisRzjDJh9D/44GGftwhnRAdpQRpiOKZMmVBXBmJhKwem2khba9gQ4SNGDHVbb72hF0Vcu/rqSd7AI6DeffdeL0LoCaYFlK2BohwiuO6882yfHogmRtu4Ru+ZhiCdXhhPRCMNd6dOHXwj3xABFU7hMZyPqKFTsuOOm3rhxH1GkRBQlqaMDBIfymH37sv5hiQ9KhBLL4QwowEmoOjxk+/0qNPxPP74HyfqLqL4rbfuzi2gbAqP/1M/eDdlKV1vKHM0Rkz59OzZ1TfAXOMeNoJ0J7yMYADx4hr5wOhEWN8Q1pTH0K877ljYwWPKNSzH//u/T0fDUisBlXcKjzzEPfnCKBsCpVYCijQh7U8+eWxd+tDpws5zLcwXhAZlmSk4bBBTsNQT3IV5xf+zBFQ6rxjlSpdT0iodzmrBCC+2hdEyu8b7CSvtBGFkio58ZYqSPErXIdqXdD2WgFqMCAUUaxJsLpvGKC2g6PHSEGA4GOJkqB2DQeNkvW+m/ihgoahaFBDemICih8ewNYUcQbLrrkPrBNSXX77o7+EGg4AhYboubSQQULWOI+83AUVjQlrT22MKBtHEGiF6gDTWaQGFsUvHmf/zPMKK3ibPYxxoHBlhoBFGAPB/GulKCyiED2sNzGDSA2X6ggaaKRjCRxojEjFyGFvWBK255speQFn6xwTUm2/e5YfaadyJI40uhpz4pNOL8s9UC++j4aY3bCMeDRVQhNl6s0xvMCVIHPr0WcHXk5iAIr+YciXdw/UUsfTiGaZOCGsooGLxZAQzrLs0jrilYY99jBCDsJqA4m9GEliAzBReut4QP0Z+iC/CgXSg5464YZSa0UL8IvyEgV4+QpZG+oQT9q9X39J+cR/7xHRQWI55Jh0W/E3HpRJUSkAhUBiZoTzw/1oJKKCsUtYII7YFccPIINNtYb5ss81GvrxRN2knyEfyrpCAsjpqAiqdV7FyWqt4A+KQEWHSmzjZ1CLTc9QJOpLkLaKScslayXQdevLJhW1HWI+xJbH3NQYkoCoMBbp161auQ4d2vgdOJWABrhX6UECh2BnBYIqBtQwYSSoKvWamFBjSxJBTsOht17IypCG8MQFFwWf+ngaW9T2slaCBszgytM5XMIAbpiXTRoKeV63jSCNv+cSUJHGjh88iUOJDHmCw/vznR+sJKEY70nGmsUck9erVzeehCSh6XvSsyE/ew0hXaCRiYSsH/GLtQ5s2rf1UEFOsCA4WqSN4uEZ4SV+Eevv2bf1UGw02vUJL/+nTz64noGigMX4sWKZxN38wmOn0Ir4sdmVUCHFGmtCoLLfcMn40Lhb2LEhTDCxxIp+6dVvWh4GGk7U4rBGksSLNma5JG14TUNQ/8jecespKLwsrQtAEVCyeiLd03SWdaMB4VylGnzCEAooGl3xglJB0DusNDTJxZISBsDKq/eijl/uwr7pqL1/WCDudAcJNHChzpEW6vjEClfaL6RJrlMNyTLjSddhEZ6WJCShGbFk2QP4DcX3iiSt82Jdaqm3ddTqqTGMioMgHyi0dHRrrWgoo8p0pxHbt2vj0J7zUiXS+IHiZzrLy27t3d9/RyBJQ+GF1lA5YLK9i5ZQ6FAtntSAPKf/UK/KHEVDWTCKoCDNliA4PafS///tUvTrEiLUElCgZCj0Nc7gehsrD+hEz9vxLz8XuNzYIu30BFIPKQO+IeMXuQ2OKI8LW1u9kUSzOaTAsiKrYvUqCoaaxCNOa/9Pg00DbNeIXGteGpH86vchvjCb/2jXeFb6/oVgdaaifsfTKCms6nrG6i7GnYbO/G0Ks3hBeRAHvti+YEAxhWgPhDMMVI/Qrdj+klDos/gtpj9BPp63lC9f5iIipdMoLozTpkbY0PFNKHS3FflUbbGMYf/5GLCH46NCYO+6n61BTQgJKCCGaICag0uJJNA0YTWV0iVE3pvAWteipJiagGNGN3W+qSEAJIUQTBOFUi1FNUT0QFHwpV6lRy8YKI00IxOY2gikBJYQQQgiREwkoIYQQQoicSEAJIYQQQuREAioHbBzIp9ClflbJnG85CwOZL2ana84x45NVPnmNuas0zE+zLwm7+Rp86s1XHeaGxYBss5/nC7Q0li5507MasI6EvZHypjGfFfMpbilhbwzxjEHc+Uy62MJO9tJhE059gVVdqBNsVGp1j8+52evJvmTiy0B24mZbgfSzpcJaG7at+Pzz5/x2FmymGnMn8kEdYQNLtiVgg9I8X5WRv3nsfB7bUylq2TZ8/PFjNW33GoIEVA7Yw4gN90ppSCjc7K5a7NPUGHxWzfEF8+Y96ndL5mubmLtKQ4PK57RsBMqeHMC+T+ECR7br52sK/g2fLZUwXfKkZ7VAPLCfEJvc5dkzhU+Q2U24lMWfjSGeMfgkmv1zbKfyLLjPhpb62qu6sL8S++awBxV1j/3G2MjV7lN+EFhswBs+lwf2gOL4IgQUm4GmN6MU+WHLDvZToyPGzuecUHD88aWf4YaAymPn89ieSlHLtoGd7mvZ7jUECagccN4ZGzDSIKZPjKbQsPMrnxWzIR+bpNnp2ew8y2aKxxyzrz8yga8uqFxsXsfmbxRO7rNDNJupsckdG4tdccVPvBGlUlJQ2SSNhp7n6OHQO2VnYLbIt92aGwLhiO38C8SZjdk4j4uNI2lU2QCTeBAHwsT/CSubH1rvhH0/6EmziRwVLkwX0oH0/OKLFxJxw6DgDw2J7eRercabw2l5B0eacLwHIiqdrsSLoz7IH3ZlxmCaEaOXZGnPSBN5zWapdtYTX0lZuSGe7L5LPHnvohZUWQIqnWfcJ08p62z0x/5BoXtRGbJ22Kauc8gxmwqyq/Wtt57h7Q9lizrG//kXG0T55ER88jBdbql7bNLJYbVsgEsZZ38wRqFouBDJlNWmdiL+ogbbhd20ESHsIWcSYk/SNpJd/7EFCGFGdLD77HyPPcDmhW0BG88yspX2gw0msT3kZ/oetofRYuwr7QhbJfD/UIiXQy3bhn333cGHPdbu1bJtKAUJqByEu4mHJ0YjjDjUEnXOTuQUCCoK/5L5dm7WpZce6448clTdTrMYLQQSFYahXwoNoyFUAHY0fv75n3mjyfRP+lR9hBjPYBA5fJIK1dBPmimI7IzMDrgcwUFFZ1dxeqvs6MzQNJWEXXMxzAzj8gxxoAJxhAA7zZIGVCSmCNjBGkPNUQPsYsxxFaQLf3OqOPE89dSFB0la3Oh9sOtueCo5lSYW5oaAwWPYHUNlcWb4OZ2us2Zd5nccx3BR4TF+ZsQIMwYK4cXOxxhOxBjpQ6PF3+zoTblBXNFDI370UtklPBauWhETUGxyR/jDPEMsIugxVhhR4olBDP0SDQcBRTmhzFAWsRMIGmwIgpxRTHYeR9xwFAajp4gm/o878o1yjMjlfDt29A7L7cEH7+brMPWWxou6xqHX7EOE2OfYEdzff//5TepE/EUJdpx6Tl6l75H+aRvJOXHkIenNbunWLrB7NyNY6bbgssuOq+eH2R52sA/v0VbQBlFnaUPIQ9wjWMhHE3jlUMu24YILjvTHUMXavVq1DaUiAZWDUEChiOkZoooPPHBnf3BleLo5hZUCzXAkh+dyRhBGiKHdUEDdfvsZ/iw1Ch3vQM2j2vH/L3+Z5f04+eQxvuHl/bihYR8/fjffS2E+HCPKYZ+MjIThzQvhZtQlffo5xpmzpRBo9Fb5f6ySEC/EBHFjLpuebPrUfHpUxImeDPHBWOyww6aJuCEyqSThqeR5jwEpBaZKEXD0fjBcVN6PPprlG6QwXYk/a9IYaaIh4rgI8h0jRnwwCDRIjA4888w13k/ylnykx2TlBiHF8SkYDNInFqZaEhNQlNF0nk2ffo43nohE4kR5Ddc+iMqAgOLgY+oS9Y+RiZdeut7XScoodYFydf31J9cTUJTN9dbr7/+m106ZpXFLl1saZhpvlgfQICHqEVuUR8oDdZu6ENo36mtDGt/mDLaOzhbiNn0vS0Bhy2l4w3aBNJ48eWy9toD2JI+Awg+EMKPE2DM7zgkBTv6mw1gqtWwbHnzwYv9vrN2rVdtQKhJQObCGEAGFQaKAUJjJbApFeLo5C+G4joCy842oKPQGWHtgPReGOhnWpHG191C4QgFFr4KG3Bo6ehcodJ7DiHIcAwW3oec9EZ/YMC2NJu+iUjK9QOWgkjBVwDP8n3DSU6ZXZb1VRjN4jsphp+anBRRGf+utN0zEjRPfibMJTXo9rN0Iw1QJCDfnFa6xRh/fmNAzpEeO4QnTlbzhwE5GjajQ5L0JKCqQ9ZZID45sYeiekS3Ow+L6zJkLR6A4XJkGi3UuvHdRz/FnjUCl8wwBRb5isMg/hCLHh4R+iYYTm8IjjzjLjXJp9oPpHkQTx4DQCDHyRGONcA+fpROQLrdpAUXjw0gAdZu6TEM7ZcqEevZNAioOHSQadGw8/+cadoORFcRP2kYioEjbf//75US7wD3+TrcF5Gvaj1BAhfdoTxBQjA5RjxkZwnYjoiohoGrVNpiAirV7tWobSkUCKgdZAooGlMIfnm6OskZ5z5hxQV1FoYJNnnyQ7yHQg8ewkfm4O/vsw3wPH2OJWwzpn/+8UEBRKWiQw1P1aZjTDX21BBRrIDDSzFFjlEkD4s07qQiEhRGKe+4514/G0HNFJFJpmRIIT81/7717ffgxEqTn+uuv4Z8N40aPxNKsWpUEf3kX4eRv3o2YIG/S6cqUFcYJN6ecMs73Ek1A0dvnixGGrslDRgEZOWAqkHQkP5kSIc1Y/Itxwx9OKWcoPB2uWhITUIykMSwe5hm9SPKfw5ZZ80VZDBePisoQE1CUU3rZNB6Ic8omIojRZxpG8ohDm/kyj84I9ZNRAUQ6Ixzpcsu0B+XTBBSNMKPA5Dv1nP9TniWgSocRPtKN/EMgYEPoZHBoeNpGFhJQp5xyUL22AL/SfpiAwq/wHnW51gKqGm0DNiar3atF25AHCagcFBqBYl1CeLo5w+f0TJiyYciTDMcPehSMPnCCNvdonDhJm9OzOaWb+V6UOL3J0aOHeXHG3Hj6VH0MXjUEFAU7ffr5u+/e49e/WJh5/y9+Mc0bDebZiTOGmtO16VXwHOFEJKVPzZ879w6fLvQ8MNSkJyMxYdwQIdWuJKQZYQsXV9KzxxjQ6wnTlS9OOOGcsFHpMQSMypiAYiSA8HOCPkaKHhWCiviyiJN0IJ68i0WS9LZo9MjDMEy1hrASV05OJ884FZ14pfOMRfU0tqw7YLSOBcgx/0TDoAHGhnCKvdU/GkU+tqC8UBe5j81gDUn79m19feQLMOo+a5batl3SX8dm0MCmy+2jj17ulltuGb8WhTyl0WPKDtvTseNS7rDD9vQNvwRU6ZA2bCvAiDPpSD6RrkxrpW1kIQFFnqXbAkRF2g8TUEzXhvcQONUUULVqG/CHNIq1e7VoG/IgAVVBGMak0bWhXP6NFVoKd3oKhMLANKA9S6VM9/Jxkz5Vv5bQewjDRBhj4SFu5s7iFbqJpcuijlsxiHvW/ib0+DEudp/4UQ4oD2m3GCKMAP+m7zUWYnkGjIA05nA3Z6hr2I3wGnnESEV4jXIalrtYueWZWN429COUxR3SmtFDs+GQZSMLEWsLsvwox/9qsLi2DRJQQjQARgfoybOoMTScQgghmjcSUEI0AFs0Ti8pdl8IIUTzRAJKCCGEECInElBCCCGEEDmRgBJCCCGEyIkElBBCCCFETiSghBBCCCFyIgElhBBCCJETCSghhBBCiJxIQAkhhBBC5EQCSgghhBAiJxJQQgghhBA5kYASQgghhMiJBJQQQgghRE4koIQQQgghciIBJYQQQgiREwkoURGuvPJEN3jwum6rrTYWQghRIbCrF154TNTuikWLBJSoCEOGrOd++tOfumeeeUYIIUSFOOuss9zaa/eP2l2xaJGAEhVhm202cU899dSC/+unn3766Vep35w5c9wmm6y94H9x2ysWHRJQoiJIQOmnn376Vf4nAdV4kYASFUECSj/99NOv8j8JqMaLBJSoCGkB9fjjj7urr746ysyZM39w5dw333zj3f72t7/94crC3wcffOAeffRR9/XXX/9wpf7vX//6l3vwwQfdZ5999sOVhb/vv//evfDCC+61115zf/zjH72bQv7EfvPnz3dXXHGFe+ihh7x/5fzwY9asWe5vf/vbD1cK/3jPc8895959990frtTu9/rrr0fzCm655ZYfXC38vfnmmz6cYbp8+eWX7uGHH3Yff/zxD1fq/7Lyi5/l0z//+U93//33u3nz5v1wp7RfJfKrGj/SJRafcstlnt/7778fzU+49tpr3RdffPGDy/LztFCZbWie8sM2XHzxxYmwNuRHXaQ8v/XWWz7tH3nkER/H77777gcX+X9ZeVypnwRU40UCSlSEUED9v//3/3y5gOWX753ArptB/PTTT92QIUPcNddc4/+23x133OE23njjguID0bX66qu7X//61z9cWfj79ttv3XHHHefOPvtsd/vtt3s3f//733+4W//3zjvvuFtvvdU/Zz/isummm7rf//73P1zJ//voo4/cBhts4BuYUn4Y9F122cVddNFFP1yp3W/l3n0W5lf7Tgk6tlnKX0dg8aPBPPXUU304w8b/T3/6kxs4cKB77LHHfrhS/5eVX/xoxEaMGOEb8l69ennxnPX7/PPPvQAIy0Yl8qsaP8THDjvs4F5++eVEObP4Ii6q9dt771E+73r37lEPrt9www3eXUPytFCZbWieUme32morbwsq8fvqq6/cqFGj3EYbbeTL80033eRWXHFF97Of/Sy3gArDG+ZxNX4SUI0XCShREUIBhUGmXBxxxKPuuutcghNOeNnfwwDxK1VA0ej85je/cT//+c/9SAY/a5B/9atfuX/84x9+NCv9SwsohBvG03qLhPW8885zI0eOTDyPf7wvNKyEgcafMDDikfWjUfnkk0/chx9+WE9A8V7eH+tRh40RcbQ0sl8sDeyHWMPQpoViOr5Zv759VnF79tzEXbf+IQkuXvsAn1+zZ8/27kptbMvNL/wJG9tY+PGTd/3hD3/44Uo8v/hlpUv4o2F944033HvvvefjZz9Gyl599dXoCAz+MorB6ANl2J4j3lznfvjLKmc8D/Yj/PjHv4DoevvttxPxIj1feeUVn57p+Ia/vfYa6X784x8t+F/9+tqrV/e6OldqnvIjLUgTy49iZZZfOk9j8YrlKX7jLl1XSslTnsFP8pQ84YdY3XLLLd2dd97p4zx58mR34IEH1uVHVnrzoz5TB/7617/6v2PhLZSX/GJ1vxSbIgHVeJGAEhWhmgKKqQj+P2jQIDd06FBvjJkaowHp0aOHW3PNNd1qq622oGfd2/cqMYg0VIcddlidgMLw3X333b7Hue666/p/zz33XPf888/759q1a+eOPvpob7RPO+001717d9evXz+3/vrru1/+8pfe+NLLXGWVVdzaa6/tn8EYhj/izQgDfq+00kpurbXW8mFFQGFYDz/8cLfCCiv45wkv04zhj3cPHz7cvxd49qCDDvJplZUGGGfisfzyyy8wspu4zp07u0suucQb5lh8rTFJ/yopoPLmF36ST2ussYZvSHDP1Eos/JQH0qhFixZus8028yNOsfzKShfeFf4QO7y3Z8+erlOnTj6Paeguv/xyt+yyy/pn8eOMM87waUc+Uq5WXXVVHy7+3Xzzzf07iT9hWmeddXx4L7jgAp8WxJP/h+WM+Pbv39/7+6Mf/aiuUWV6m5E00ps0JJ369u3rdt55Zy8YGOWgbBFP3rHrrrtGp0T5VVJAITKPPPJIn07bbbed//fEE0/0oimrzKbzFAFFGUjHC5ET5ikCiak77pO+pBujRP/5z39KytP77rvPpw1iifBjX+jM8GybNm38vVNOOcXHoUOHDu6QQw7xIiaW3vh94403+rJB/JZaail38skn+zyz8CJwyJODDz44mpeUgVjdL8Wm8JOAarxIQImK0BABhTFs3bq1N2YGf2NUaDBpfI899lhvmPDbeo70Frt06eKn6mgwESoDBgzwjdkee+zhJkyYUCeg5s6d6xud6dOn+/fiZr311nO/+MUvEiMDGDYaNqYd8BNjue+++7qnn37aX6fHSUPKepsnn3zS+2U/7jHihFuexbhjeAkXayR4H+tCiMNll13mG6ywN0rjhQHG8GNcMeD8/6qrrspMA9xgpBEi/J599lnvN8IiFl/+jf3yCqglllgikV80LEBjmze/EDGWT9bYIkSzwh/2/rPyC8EcS5dQIPB/pnTGjRvn8x7hhCBhaoZG1EZeWEvXp08fH17W9BAu8pERg3322cfnOeGiAUTMWdxwR+NngjAsZxbfl156yQsxGk6uIz7YT41Gnf8TRkTKbrvt5i688EJ/Dz+4zmgQeZEe7bJfXgFVKE//8pe/+PAwOsOPdCfcv/vd7zLLbDpPmdIbP358vXixxinMU/xBlJJfhI20RIxTV4vlKWmIKKX88Cx+IeLvuusuP0pJ2BDm5BHlkrAgDrPChfhBxCHK+CECKSMIPAuvjbBRbtJ5yTvuvffeaN0nXYvZFH4SUI0XCShRERoioOjF0TvEEBkYkw033LBuCo9Fqhg0Gg96cqytoOFlNMOMuhle1nakBRRGEzGD4dp77739/W7duvkFpWHDdumll/qeLfdpXAcPHuxHFGj8d9xxR7fMMsu40aNH+5ErjHD4e+CBB3xcLMw2hYegQlDQ88VP3k8vfuWVV/aL5e2H8cY4M/rBj3Skp7zXXnv5v2Np8O9//9udc845vqGjp03jQgOAIY7F97bbbvN+pX95BRTht8YDmFKiMTDRkSe/br755nqNLZsHZoU/bGyz8gtxEUuX8Ec+4ZbGNfzxNw2h5SPPka8IGBODlBV+NKw0yggoGnnymh8Clrg+8cQTBQUU4ueAAw7wopJnWJ9DGhIu/k/cAaHJvy+++KIfOWHUgrDQKGf98gqoYnnKNBYjw4g7OjeM+lEvsspsOk+ZOsuKV5inlA+ENuEhT/GfvxHmxfKUH/UIcXXSSSctsEvbePfYhCwBhXDOChfvJA2oy+EvDC9pRfwQ1+m8RPxk1X38KGZT+ElANV4koERFqOYUHo0mIwAnnHCCN+YYxt133903yBg61r7wo0GmoYsJKBpF/MDoYuiAHjHGL2zYEHI0hPfcc48fggcMm/VyMe7HH3+8n975yU9+kjB4NKbEhV44PxpxBAKNKtM2LIhFZNn7Sa9w3YMJKL6S4kc6MqJCY5SVBtaQ0zjQ6yfsjHxkxTdrtKKSU3h58ysmoM4888zM8IeNV7H8SqeL5Q0//m9pxY+44SeiGv9t7RNlFWHGiCIfJ4wZM6ZuKpT3ka8IKBphm5Y1AcVIRSEBRRhmzJjhtt9+e+8/6cSoB+Ei/SzufF1IvPnxPA07oySITKt36V8lp/DIM9KQ8BN2yjHCgvqQVWbTeUqdzopXmKf8n6leOlGWp8TX8q5QnlKfELhcZ10W+bHFFlu466+/PlNAMbqWFS7yj3w0AYX/5C3rwCy8JqAYnUrn5f/93/8VrfuFbAo/CajGiwSUqAihgLKv8JZZpofbYIO9E3Ttuqq/h2HhV0xAYdwQQhg6Gi3We7BuYNiwYb5BpheMMcVw03Bi1DFuaQHFsDprkugF86PBYzoAt6xPoRFgKJ84sEaBhc74SaNHg4kBZyoAQ8p1pmoIRyiA6I0zcsG0DD/iQM+ZKQj+j8GnceT5K6+80r8zXL9C47XTTjv50Rp61vT4Mfjnn39+ZhogKLbddls/RcgPY8tUEoY/K76xX59eK/l82aBz3wRrLd3TX8dffoS9UGOLUMibXzRU6cYW4ZQVfv5Po8bamaz8Ip9i6WKjX/wIPw09a1cQJfiHX6y3YYTAtm8g/xhBYP0RIpl44pbnmfphpLSYgKJxDctZKKCAOsBUEfEmLPvvv78bO3asd0tZYPQCsYgYZT0NbkjbwQuEHVNCsR8Cirzbe+/t68F1ppz4FctTBBQihlEnyhvuGY3r2rWrT/dYmUW8pPMU4RCLF3kW5inpQd1HQPEuRsLoiJCHxfKU0SSmy5g240e9Z+SSMpcloKjDWeFCILH2CfFDWBBi1HE6RRbeUECl85JfVt1HbBWzKfyIpwRU40QCSlSEUEDxO/30091+++0XhUYAkcWvlBEoGiGMGD1JGil6dvzLMD2jFBh5W7CNoaQRSAso1sRMmzbNN4QYQBpy1pPgFv8ZRqcx5G+uM+3EaAmLYDFgNFZ77rmna9++vb/GfYxq+MMoEw+mV+jR4g5DSgPMeqBDDz3UP4cxJdyIjfDHu2nEeC/P4Q/reUijrDRgCgeDzDQF8USwHXPMMd4IZ8U39kM0xPIKJk6cWCd4MfTFGtu8+UW6pRtb0iYr/JQJpkZJX4RKLL+soUqnCw1k+GNtHKKJd+KGkQDSjsaP0R2EFHk+ZcoUL1q4hxvCxXPkJY07QoI4FhJQYTkLBRRhZdqLNCMd+SHGEWa8gzBsvfXW/h5fC7I+ixEaxAPrB7Om8XhfLD8BkUmDzq+UPEWYMIpCuSbtWfSN+CWPsspsOk9Jg6x4hXmKSKPDQvxIX9Ka6WAWkRfLU/KIETDSknxBdCOaEEqMKMYEFEI/K1ykDXWaskC6ExbEZBheypvFL5aXWXW/FJvCTwKq8SIBJSpCWkBV+ocR4gse+0wYo4mx4ocBpKeIQSr2o4HAHwx8+ON62HjgF40gBjn80Yul15nuJYY/erA0Tuln+fFe3h++K/ajwWL0zeLIr1AaEB7CRfjCX1Z8q/2rdn7RAJrf/LLyKytdwh/hQoTQKIY//OJ6+B7WrNGgkcdMQdK4ItbTwizrly5nhX6ECzFhIxT2I+6EA/h/rX7kG+Ua0ceP9OGa/WJlNvYrFK8wrfGfPE2Xk1LylA4TeYefUEqaZ4WLn70zrPfp8Bb7ZdX9YjZFAqrxIgElKkK1BZR++jWGny2sZpRh6tSpfuSFkRb99KvWTwKq8SIBJSqCBJR+i8uPaTSmoSdNmuSnZ4uNuOinX0N+ElCNFwkoUREkoPTTTz/9Kv+TgGq8SECJirDVVhu5vn1XdrvttosQQogKscYaq7v1118ranfFokUCSlSEDz54yN1///lCCCEqzB/+MDNqd8WiRQJKCCGEECInElBCCCGEEDmRgBJCCCGEyIkElBBCCCFETiSghBBCCCFyIgElhBBCCJETCSghhBBCiJxIQAkhhBBC5EQCSgghhBAiJxJQQgghhBA5kYASQgghhMiJBJQQQgghRE4koIQQQgghciIBJYQQQgiREwkoIYQQQoicSEAJIYQQQuREAkoIIYQQIicSUEIIIYQQOZGAEkIIIYTIiQSUEEIIIUROJKCEEEIIIXIiASWEEEIIkRMJKCGEEEKInEhACSGEEELkRAJKCCGEECInElBCCCGEEDmRgBJCCCGEyIkElBBCCCFETpqlgJo//2X32WfPua++mh2939z55ptXfPy//PKl6H3R/Pn221fd558/77744sXo/cUByj/14Ouv50Tvi+bP4t4WfP/9694OwHffvRZ1I8qn6gLqwQcvcnvtta3bc89t3NVXT6rLxN/+9n43ZszObo89tnbHHLOv++c/n6n3bCn8+tfT3QEHDHfnnDOxzlA+8silrnPnjm6LLdb1lcfcvv/+THfQQbu6U04Z12wbFgwGadquXRt3882n+QoUcydqB3ly5pmH+nzZd98d3Zw5N/nr5M3995/vRo5cWD9+9rOTyzJy+DNt2hS3997bu0cfvcxf+/DDR9wmmwzw9cDeZ1AncXv33ecmrjcn3n33XtezZ1e3+uq93dtv3x11I2qL2V/qwZFH7u3+8Y+n/XWE7mmnHeyvjx69o3vttVvqPVsKagvqg01p3bqV23//nRbrzlS1qKqAwrCfffZh3g2sv37/ukpDxrZsuYS/3q9fT/fRR4/Ue74UHnvscrfUUm3dNttsmBhxueeeqa5PnxXcww9fUneNitmpUwe3wQZr1IWjKfDKKzf7RvbnP789ej9k9uwb3UordXdXXvkT9TgaCfT+MOBWDyZNOtDnDb3iESO2rLtOh4KRo5gfhcCvo4/ex/tx0UVH113//e9nuI03HuDvmb9hnTzppAPr3DZ2aBBvuGGyb/RIz5gbgzhOmXKoF09vvHFb1I2oPWZ/KXsdOrRzzz57rb/+m9/c53r06OKvL7lkK2+708+WgtqCJJ9++qzbeusNvHv+H3MjGkZNBRQF9vXXb/XG/MADh/trLVrUF1D02Ok1P/fctYleQ8i//vWC9yer0vztb0+4X/7yDu+XXYtVGhqfd965xz3++BXur399vM6t3Zs7d5q7996pvrIXU/A0iBRw/Pr44/p+xd5D+Ogt/+Uvj3r/X3zxet+TIu3s/nbbbeyWWaaDe/XVhT0z4sYz+PPyyzckGhTcE2/c2DUD/5955hp3333nuTffvNOHKe3GyHJLuBjdoHG2Xh5uGVEkzrijd/fHPz7o/vCHmb4BK0cUNCfSAmro0PV8+SUdKfvUAa6nBdTf//6ke/LJK30ZZFo29BNIa/zmmZiAipWFLAFF3aEsQViPIE+5wX/KAj1/Rn7SbrPeQ1ypH9T3efMec089dVWiDr311nS37LJLu803X8fHuVg5i9V/4Lk8dRq7NHPmhe6hhy5O2CjsBw2/jZzjL2EhTISDuFkdxeZxz55dXAkFFJx77uG+vDASinCiHqQFFOlKOjOy+qc/PZzwz6hFWwBZZSFGrdqCQuWM91AXgf/bdchTp7kXqzNqC2oooAYN6udHnJjGo0Cvvfaqrlevbm755TvVCSjck6Hdui1bV8moEBdeeHRdA4LyZiSLexSkH/1oM1/prNJQkJgOsecZvjz22NG+8KUrDZlPgTS3SyzRwh1yyG6+EODP9ttvUncPCC8jPOl4Ag3diisuX+e2bdsl3QUXHOULTKH3PP/8da5jx6V8eqy8co86NwcfPGJBfF50l19+vA8zz2y44Zq+YTrxxAN8vJZbbhnv9ogjRvn0ofEkvcyPIUPW8YWb8CFGw/DB8OFDor2vQm6BcISVmIpFHuy++1a+8pM/hLlNm9Z+KpEwp9+xOGECirxZbbWVfPnG6JnBp26QnyagKBfHH7+fv2bpTx154YWfef8wTNdfP7ku/1ddtZfbdNOB/v+UgUJlIayTJqAIR5jf5C1TgrjNU26ow+k6wwjbJ588VfA9//nPK+6nPx3jyzj1hDLDfcJP44pIYeoT+8HIBeXs17++K1rOCtX/PHWaNGQUK8wDyvj55x+54N4cH16u4YZ0Iu7kAyMpNBo0ToS1e/flvLuBA/v596ffszhh9pfRIPJ+550392Ud8Y+9XHPNlRMCioYYwWzpD0zzmSCpVVtQqCzEhEet2gLqU1Y5Q3xRHs0PbA5ta946XajOqC2ooYBibpuE5F8aAhJ9p52G+IJiAupXv7rLGyAKxOTJB3nhxN8kPMqfDGNKAv922WULP2++wgoLh36pNJ9//lxdT5z3UBE322xtn6F33HFWotIg4g47bE/vlmkBhndZM0Ilue22M9ytt57uWrVq6eeOUc9UljXW6OMuvfS4epWGCj1gQF9fSJhTv/HGU3y4mXt/+eUbC77HKg3vOuGEH7vbbz/Tx4neNoqd95FW9M4ojPR+EFD4R6VBPNHToYfWvn1bb4TuvPMsd/jhe3k/f/zjH/keGsO4VGTCRu+HdWmEI70+BmNRyG2plYbwkVennjouWjEXJ0xAkWb77TfM5z35fPrph/h0QzjZvzTOTL+Sd0xBXXXVib788AxljHpCmVl66fY+v1k/OG7ciDrjjnAqVBb+/e+XEwKK/MJf/OO9TK0jzKiXiLxSyw2NA+/BX+o1ZYI6SbllTQrhznoPDaUJEsr+TTed6k4+eawPM1MQjDywZouGg3jtuuvQOgEVljPqdKH6n6dO02tmDRWCl549jSLvI//+/vcnShZQ5AthJ06xxnZxIrS/2BCEFDafPKIcUG7IK/INQYGNJ42xK3QYGLnlb+oDNrdWbUGhspC2bbVsC2bNujRazqjT66yzmr9+3nlHeBvStWtn17dvT/fee6XXaShUZxg1XtzbgpoJKBr99dbr79ZaaxVfsOhNsrAWo4OA+tOfHnJnnDHeu0WR21AfqhvDSSYzfIgBJgMZ5uf+FVec4O9TaRjqxS8yFLXNsCMijMLF4kJUs1WaN9+8wxco/qZyUaEYUsYtDc1dd53tCwLQY6BhokCE8TNQ+xR8evlMQRBvhl4pcFS+Qu95+umr/bOkC5UPAUMvywxJetgWI2wCivTjXaQVjS/XfvKT/X28GR6mp7DKKisuMOgPurFjd/H3GfHjveZ3Oi74VchtqQKK+wi70O/FFRNQlIGLLz7GiwAM6LbbbuQNJEaJ9CMP//d/n/KGHgP3wAMX+OfpTQ8bNtgbsptvPtUbIvLn0EP38PnFfRofruFXobLwwQcPJQQUIzyURUawXnrpBm9E6Y1ybdq0M0suN4wSYSTDfKeO8n7cF3rPHXdMqRMkEyeO9HFChNBLpj7Ta09P4TGqlS5niJhC9T9PnTZBRJhoEBkRpLxT36iDpQooswmxdyxumGghD8lnOsbkT5cunXxZQJCY3aN8kI/9+/epyyNsKkIAMXP33efUrC3AhmeVhTB+UMu2gPfFyhlueYa6Rt1A9DESbHWt1Dod+hWrM2oLaiigMDQYdhoGK0SMppiAonBRqXB71lkT6gonXwzxDD1RjDD/tzUk3GdIkIpIpZk79w5fGfEjDY0VCt8qDRlqUyBpdtxxU98gTJ16uG947DrP0qNPVxwLAwUsXRCpyIXeQ+NGpaHRpAKYGEJg0kNIVxoTUAsrw1n+Hcw/M3wdewc9HyowvXimQahsdm/ddVf34QvDC4XchpXGKoVVsrDS9O7d3TfWab8XR0IBZWUeccDflOVbbjndpx/5TkOMAeUeBpbnKRMTJizsuZ533pF1/8f4UhYpE4xELrx/eMGywHqHUEAxpZ52BzREl112fMnlhqF+GhdEDmInvAeF3nPJJcfWCRI6UcTJxBCChMYnS0CF5YwwFar/lN1S6zRQNxGF9rELYUW0YjRLFVCkHQ1h2u/FERNQYZlHAJGu1j5wDXtCPcGmWn7zPKIC95RjRkBq1RZgg7PKAp2XMI61bAvwM1bOqGu2rjINHbg8bQFrubLqzCef/HcEanFtC2omoDD2113307oCyGgUxtwEFCNQVCLukblkHM8z/E9hoCAxd0uvI+yVMLRLz5xKwxoP7lFIGRrmPsOziDMaGavAVJpf/epO/156NAxj4hY/mbag4FKA6QWR8Rhv5s4pGNY7sDgCw6v4y7Apw5q8i94QDd0TT1xZ8D02bGuGgmv0EKigxC2sNITHBBRhoWeFfzwzfvzuPp1ojLjGc++9d5//1ww8vSMaESoqRoS0RrRaPKCYW4wVRosw25ocKjf5GlYahrstjxZ3QgFFz3e33f775R29WVtESxlnBIqygEBmWJ/nKYtbbrm+dzN9+jl1I1A2UktdMT8ZgSpWFkIBZQYP0WX3WfxNrz5PuaFcEEZG13DHNRaK87EI8SPcWe+hTGcJEtZuUK9NQFnjYgIqLGf4Vaj+56nTNEa4YZ0N4hDbRSNC40inDntGeFlqQHgJI6I4LaAYaSSPQr8XV0IBxYgQaUUaUmaYdsbukR+USRpk3DK1h4DmeUQD4gl7iu2rVVtQqCyEX/ZBLdsCno+VM5a7IC5xi8Cz8kmdyVOnoVCd+d3vHljs24KaCigrXPxNY0FhNgFFplJB6DXQeDDMetRRe/tKQqVh2J9RIQwojQPzvQzJMo+Of1QaIsP7KHAUCpQ4GYh7DLNVSioNlYnCwLMMb7IugwrHs/TyTznlIH9v8OBB3mDSGLGoNRwyNijsvI9nR43azu9xQqFmeoaeUNZ7WFjItGShSsPoEs9hGBjipuAjoJhjtykeoGFmSJaKTS+D9MUPGm4MOnPcFGzWqTCHj1+EiV5UGBfSuJBbwmdfUNJoM0pBfPg7rDSs32mulSYvoYBiOJ11CaSXNRY27E2esQaKHh95xxo3RA75TxmmjJA/lAH8om4gplgHhcHET4bYC5UFjGYooBAO9D4p24gY/KNBw8jzJVyp5Ya6jnjjPTQeTNNjOHmWMl/oPdTLYgIKSA/ihd+Ir3Q5o7HKqv+MbOWp06Qx6cv7rrlmkpsx40LvjnSmgTLRSxhZZsBUC36nBRQLgK1hW9wJBRTlYautNvBphv2nLQgFFA03sw7cZyqK8kL6k5esHWT0oxZtATYaYVOoLIRxrGVbQD2PlTNsBGlLWrIOjEEI2lB47LHLctVp66zF6gxT64t7W1BTAYUiJ0EpENdee1KdkTQBhXsMk1UEoFdHb4N7+Ika5hnuUQjIOAoQlQa1zeJDjLE1KBQ21Dn7YIS9DhoSKs7o0Tv68OAWUcK6Efygp7HPPjv4d2SFJYTRNEbVzC09HxYB4rbQe4r1OniehYH0dojLhRce5Z9NCyjcUbHZA8rCQFrbfiEIUHoNdg8YMaBhMj+MYm6puKQF1zEs9K7IAwmoOKGAohOBoSS9EASMDIUCivxnNIc8xlBZ+tOY4Bb/cMMUht2nrLGGhP8joAqVBe6FAgr/yM8wv8NynqfcEE/qmtUZyitG2aZYst5jX+FxLUtAUVfM0NMYPfPM1dFyVqj+56nTjDrYol1zS51jxBA7g/2wqVLqKmWfL6AkoLIJBRQCydZysgicMhIKKNwzMsMoCqLH0p96YeWpVm1BsbIQxhFq1RbQOaKTEytnfJgRfj3H6C1+0MnIU6eL1ZnFvS2oqoAqFwoCBYBhw7RhC++TKdxnaNP2oTAo2DQ4FMzwegwqFPO/aT+AysVwMz2kYoaQwslwMxWfMKXvF3pPMajEpTxnYaDgp++RVsSD+CBm0/dDirklflQ4m2qN5YFoGDQUjLRQBmP3Kdvcx9iS75R5/rX7hcpCGvKQHiXrI/h/+l6p5QZoJJg2iYW70HtKgXIWxjGLQvU/T52mfDN1QTqn/SIc2CiLJ+U/Vu9Fw2C0iikv8iJ9r5ZtQaGykMbq3qJsC4C6SDjSdSZvnS5UZ4jf4toWNEoBJYQQQgjRmJGAEkIIIYTIiQSUEEIIIUROJKCEEEIIIXIiASVEM4EFnCwot0XlMTdCNHdYZM1XfrEv5ISoJFUXUOwdwT4dbE8Qu784QwVnDx8+h+bT15ib5gANOp/M8wkxX2DF3GTBKeocN8DeSRjGmJvGDl+lcOwOe6bwVU7MTR7YWZ590tjfJfzahfPl2EONc6tK+eKoGKq7jZdSbAe7RbMfEJsb8jdffrGH1g47bOLPOCvnK8iGwPYO2ADC0NDymWVTqGvsycWn/jfffFqD41jpuru4kS5zbFlCuWTbleOO28/nY+y5ckmXeTqS1XxfVQUUhTe958ziDI3dDTdM9pWejAT2B2LvD3ZZjz3THOBTWk4YZyM32xW4VNjpF2NIBYx9xtwUsHxmf5RK5DOnsLMHlO13wzUMFXtFcVAo/08/k5fFve6m62rMzaIkbTvS4Q3zj72Q+JsDd/mbffdw21BxkZf03ksxN6WSZVPYl4j9z9ikshKjsJWuu00NtkBhM052U89bXmJljg1q2U+LcsCJCbanV7mwISo2L73HHWWe+5yGUMn3pVkkAoqCzb4ebCOf3qOGe+w3weaCbDhYqKeCW3pfbBpIQjFsa/fwl3dQAdi7gkYn3Myr2H0aJnocuGP3aNyE93gfWAMG7KeBn4SDnY3Z5Cw8IoI9RMLzvLiG4aOXY4WzWPz5m0362MiMuIdGolB6ACM47PZOurNbLXvxEEcTJjyflS/A5obsvMs5Vfw/fT8N/pI+MWNX7F1GKKBIJwwv/4ZuisW7UJoB72dHXsKTvlcJsoxw3vdS+dmDJSageJ79cMD8okyRx7ZHi/lDmWQPGitbsfKcVXeBck64KafhqCDxIS5ZdYr3cZ+6QR5xeGqe/KAcmf/8S9kw/4kjf6fLZSxuQBmi7PM84cKwM7Jn9TBWV2OQrhhxynFY142stDLYo4dw8y910vb9IhykIfnJOwgbx2WEZT+0HbHwUlaIM++FPffcxm92yEaK5kctiQko8pe8LGYHjEI2BUgPRq25b9c4woTyTvraNeoS18J3xspdVt3lPWzkybXQ3vAceUm+4Ya2gw0yra5BsXpi/sTShbhznTpEHGfNutTXIcoAHSeOxKGsWTk2YnErpYyxgSg2wDa4tesh+Bezv7EyxxmIbMrJDuehf1n11LB6xH1LS8KZPhswLPP8nfW+SlFzAcVwK5HmGrDLKmd6kShkcrh7KnAcBb2KtN8kKCfUh245FoICRYZyDAy7tbKtPru9cp9KwG6sDCMWuk+4bSdhdovmHrsMEz4Ku+28CmTetGlT6nZTJj7Ej0af+zR0TIFQeTnjj8zEX3ZqZXO3sHIWiz9uwncDQ5MYo0LpwbNUUOJq9/CXXgEGjUpeKF8ojFQgpofsPjsGc3SHVcYQ4jpu3AjvnjRml1vCbcau0LvSfpmAYsdhDCbuya+TTx7rK1CxeBdKM4wGPaQwXhxDUumh+rQRzvteelfs6Is7yhvTNqS/CSgaf9uRGdi9G7HIe5j+JA/YwRi/7Aw5jqWgockqzxiidN0lf9h9OQw3ZQijW6zOUacw7tQHdmnmRH3zgylH0qhQuuA/O1dTfzbaaC3/Hu5z9BM7uNv7yHuMLOHNihthsV2fKVOct2Zu2NGZxildV9NHvQAGPfSfHa85koO0K5RWPIv4waiTj/Ysx2Xwf6Zm7aBW6gw7d5sf7CDNVFhYpphqTYf3z3+eVZd/J564vw8L9Yy/qfOkTTo+1SYtoPLYgWI2BRvFLvy2Oz8MGbKOF9Ycus5zjFRQxihLJ5zwY/8+jiaZP/+lzHKXrruUHeoWdczc8k6OkiEMiJpBg/r5+sURNOaGo0+ss1CsnhRKF2uX8I8dzrlPvpP/HNprf5P3vKtQnSIPCpUxRAkHhHONUT2O0KFsh/mSZX/pZKfLHG0IdZC/CSP3CWOheko94RimMPzUV+oRRyjhL+8gHtj80Gbhb+x9YfgbSk0FFIl/2GELT5JnqJnGkXN5SBwOTmWOlIKFQUXF00BTUFDB6YhjNDCeO++8uR+pYXgOf9km/9//ftkXUv6mkFGxMFYYKTKKClfoPr1AK6iEjXUgNEAffviwL1AoaoaIWXPC82QoKh4BhZ8cNYF7Gnniw9QKIwH4Q2ZzBtiuuw6tJ6AKxZ84YQAII/O79CT22mtbn370hIqlB2HhbxrP++8/398nLBRAni+UL/RSaPA42wyxRcOBPxytYT1Jg3zigFX8wj2VBkPG31TUX/xiWsF3hX6BCSjCyvsoT+QRDQ+GsVC8MTjF0gy/aUT5P2dDmTGi4qbDUi5pI5znvaQvp8ATJ468wBhSvvgbAYWhwyDiN+vErrrqRG/A+vbt6e/hP/FnXQjGlLyj/HHsBY1LVnnmoNCw7lKXcUP55GgG3kM+km/48cEHDxatUyagiCuNIXmyyiorej85Y6xQutDI2dEfa665sj/GiLy199H40Mjw9xFHjCpYV6lbJqB4N40pR22QrozikEfpupoWUIw24T8NIGs8iAvHuFDGKVuF0opRMt5P2Kh/TI/ghmcJfyig+Js1HfTuaXA51gSRxmhDKKDS4Q0F1KRJB7i77jrbN7CEgTPaGLEK41MLQgGF0CjVDhSzKdhzyhZxp2yw5oWyQ/rTgcB+cR0bhp2m0edcRsolQqJQucNtWHd5F/nM34QJ4cTfPM/ovAkowkb+YdPJD/7mXxrcQvUEkVUoXaxdIq6IP95PGSS8nLtHPaJcU87okBeKG2W6UBmj4066cZ+wEc60gMLPmP3dd98dfJ0Kyxx11oQh7QcHjFMXCtVTs/8c78aaNo69wT8EH/UEgUR48e/hhy9O2CzKePp92LEw/A2lpgIKZY1hpxJx3hEVijPySBAKOpWchhGIOIUrPbSZhvsYL6Z4eA+NDMbWCimFigpIT53RHQoP7gvdJ6OsoFJRbUiSkSTCSs+CIUkMJaMZXLvjjil1AmrixJG+oNGAUfDoeRL39DB7umElTbLij3+ci4T/9G5IL9yHw61Z6UEjbIdL2oJgwsOoBXlBb6FQvmCAbISDwo6Sp3cSK4wYdtIHg2AHbRJvemwYO4akC70rXUGtAmHwMGZco+dBY8HwsA3VxuL95ZcvZqYZ72EhNveolITjkUcu9flF5SV9wnA0hDCfn376qlzvpZxhXBDS1ojT4BJ/BNRtt53p85U0ZyoJgcuBo6QnBoM0Y8QH/2ksWM/APYxbsfIc1l3qAIe3kq92BiN1ht4nDdXNN59atE6ZgKKBwbjjB50DDCCjJvvt96PMdKEMmoCy6QTWVJAOiAfKAVPmNCyUAeKXFTfsjAkoetuIIZ5HZJKWlJHYlFgIo348b/aB8DAFgtGnvhVKKxpVO1CaxcmURWAkjWuhgKLsUz/xgzQkLXHHO0LbkQ5v2vYSP0QzDY5Nd9Qa8tQE1Jtv3lGyHShmU+iUWdpRdpjCws4wyo5Ap+wgkkl7yoyVQ0QENqJQfXzrrbvr0pnzFxkNwS1i3cJo9ojO2UcfzfLlG/9tFBzRhcjAz9/97v6C9QRBVChd6ACF7RLlDeHPCBHxtPqOCOG9heKGWCtUxohfKVN4ELO/TJOmyxxuSCvzr5gNMuHMQn7cY7vxi5H09BReuszH3heGuRLUVEAx50zG8neaHXfc1A/TchI9Bd+uU5DoUaQjT2FhKoPMxpDR08N9WkBRIHFPYWB4nmsYr0L3Ud8moKhk1khzojf305BB9AZMQFHJCC/qGvFED4WCXkxAMUJQKP6MYhEe3Nt9hAXpWig9aCAYxVhoBK7xccEAU3nwn/VWhfKFgopBwg/85zpx5qBYKj/+GbyLXgv+cnAu12gsEV4YO3osxd4V+mcCip6R3aNRotfFyB5pmhVvRnOy0uzXv76r3tCzgdjC3zAcDSHM5yeeuCLXe0kvGg56XLYAEiNImiCgKHd22GoaDhul3DD0TuOBISYfSCPKZuHyfFyi7pKviA3yFUNMOKgzHB6KG0ZLi9Upa7jIN5umsbzccsv16nqLaUgXjL0JKBosnrX1DfTYeZeJGvwnXdL+AHHj1HgTUAgdGiKep9HAP4xuuq7yvhDLA8KcLrPF0+qouoaBho1GFMx+hAKKxoFGBT9oUBF4NEo0IE1ZQCH2S7UDxWwK17ABMb+4j7BlNIW4MwqE+KHMMRKPjShUH0l7S2c6PxMXdI65d9ZZE+raJKujlLv333/QCyjeS5nlPuKCOsc1puML1ZMTTti/YLrMmnWZDwuCizSyTjrpQzrRhmKneRedqUJxe+ml6wuWMcpMMQFVqN0pRUAVa1MZMeNvwpF+N/FfrASUCQqmGJhOwQ2Fi54xhQhDRkZyQCcG4dhjR/vMtF6i+YuxsUJIgcYYo2RxSwUJp/DIAPxGnJCpZPR11/204H2mA0xAMYzKfd5rhYsCQ+YRP6YmGBkIDaBlFvFl5MZOlDcjZ0Y7LaAKxZ90wj8aCcQPggZRwfswzIXSg0xmiJW4MUxKXFj/QrgwSgx9FsoXKhLhofJjuEg/RB4NCALH8gWowAw5h71vBB6VnEr9xBNXFnxX6BeYgArLAA0oooHKOXHiwgoWizd5mp1me/gGk8plaYIYJF1MqFSKMJ8xwnneayNQ/fv38enENcongggBxSgTaY0hwR/KHWWNBtb8oEdODxijyXOMQlFeC5XndN2lbNI40zO0KRausRYFPwhHsTplAoqGz/KSKQfSYtddt/BT11npQnjzCCgbmYvFjWdNQJng4Pnw5Pt0XeWZEBpt6g7Tp/T6CR8jg9RF8qxQWpHuFm9628STOFpjlxZQ1vjQ0bGynZ5aSoc3nX+NTUD96ld3lmwHitkURqCYOsIm0OhynzxniQT/8jfpSx3BlhAGprSYbuNdhepjWHcZgcK2k6Z0yijfpDP5xbvx5y9/WTgCFdpG4sRaWkaKCHehekLnvlC6WLvESA/PIWCyBBT2ulDcrBOdVcYQlyagbFAAN0axdpi/iwmoYjaITh/+0xbyPuwaU/SMSOHGBBTtJu6btYCiAJAQ/M00A5lKw0AEzzvvSHfKKQt7ZSymRNVTGTC44fQF4A9Gk0JLxWFYF8PBs6h0hmUtY6ks9BYYwqUCUpDnzr2j4H2GPq2g0jPgfbyXAsroBWFCLDEnzJQBhZ0eVTEBBfhPQ8a6CdaZhJUT/7Li//bb93gjQiWj4jGUy5og3NOjKpQeVDRGsSiovAujzZCvxZ/Cl5UvjBzYeg3CjeFnrpwwkV42pG5QyFmnQ1hoKOntEwb8NmNX6F3pQm4CCv+YYmFak3l1hMAVV/ykYLwpM1lpxugZDTrpQR7R+DElyD0qJYYzDEdDSAvlPO/FIBIn4shUFb1W1gPgHgHFlIFNzyKMMOakM9jHBxgmDBnPIBrIT64XKs+vvnpzou6SL4yOkk+UYa6Rf4QLsUCDX6xOmYDCD6YjKBtMJZA/iKJC6UI65BFQf/jDjMy42ZdRhQRUuq7S2FqeAM8gxnHP+g6mYwg7jSQjD4XSirjQ8BFPrpG/lFP+T/zKEVDp8H788WONWkCRnqXagWI2hbJFWSfudOwYeTXhQBrZth50/LAbPMeaUPzleqFyx5R6mM6kHZ0RxDHTY5R5bCPhQDiHa6AQ19hLxAF/77TTkAXl5rmC9aSYfWSamrCUIqAoh4XixrPFBBR1gXfz4Qbreq0thGLtMOKimIAqZIOop0B6Ex/SiYEA3kcbRlxJI/IUu86IWrMWUFyjgI0evaOPFNcZSmUYG7XK6MY+++zgjSL3gMLBVw/pyKOuUeq4IQEpUPTAKEgsoLRCSsaTOfyfAsscr32Fl3Wfd8UEFFBRGQ3BPVj47Cs8rmUJKOJoDTiGli8JwspZLP5U0PDdQK8WvwulB4UUA4r4oJJSGGlsqeDEmRGKQvliQ7lUBHsv91kLRY8mzBegl2ALfIEFfITbjF2hd6X9MgFFOhEX3JM+Exf0eOhFFYt3oTQjXhiVMF40vvQS0+FoCGkBlfe9CFzKEe6IO0YJvxBQpD8LYxnSN7+IP4bPGgjgqxaMPuEIR1SyyjNlPl13SW/yyeoLEG56+ryrWJ0yAYUANBFIGWBBOWlUKF3wP4+AIl2y4kZYigmodF2ljliaGTRQrDcx/5l6Ye0V/hdKK3ueMPA85Z/GlfVQuGM6tNjoQFpApcP785/f1qgFFPHLYweK2RTSnI6ddQzNDfbB/EAwsCaKMIRpUKjcpesu72GUxcovhOXKBBQ2CyFjbhAJhLOUelIoXfKMQFE+C8WtlBEoRsFYuM9zCEHKtaUbFLK/LJ8oJqC4VqieAsKN+Nh9wswold0jrXk3ncspUyZ4N81CQBWCXgGZSCal75GxGCwKRyhe0vAsjYc1CBQoetthIaU3QuWj8FrFLHa/GGQEPRMKSDmZYmGM3YNC8ed9XOc+RjS8l5UePMOaDeKKoOBvW0OAuOMZ86NQvuAfUwUU3lLSigqNX8QB/whLeL/QuwzCynMYAtKMtWTkV+gmK952v1CaAc8TDoxP+l41yfNe0pA4MpxvaZJONwwv6VOobMXAvzzlGSNKGaCc2rVS6pQJKEZuiDNrUyiHdt+oZH7kjVsa0rlQelqZZIolXb4hllaAkEIoMYWB2MMfRkkx9oyUhG7zUCy8jZFS7IBRzKZYfsTKVTHKqY8stwjLlQkoEzCsUcKd5Qn/ltr25EmXYjSkThG/WNk28LuQ/S2FYvWUOkLbw/10+aZtqEQalcMiE1DVJCykNiee535zgwKJOmfokwaM+XZ6Z8SfxoxeVuw5IUqllDoVCqi8Bra5gZhnxIo6yZQ9658YaWC6whZKi6ZHKKDoIKTvL25tT3On2Qoo1D3DpnyynPd+c4Se8KRJB/o1JwypMizLHD69kph7IfJQSp1iKpK1Poy00EuNuVlcoFPDwns6MkzfMG3BuhTWkcR64KJpwAgPyzBYl8hIWPr+4tj2NGeapYASQgghhKgmElBCCCGEEDlp8gKKL934vJ2NBhk25f/sEcF17jNkymJN9pNIP9sQYsPsLFDm8+yGnjNV6SF8/KtWOojGAZ83s7aIL4b4ypB1bnwOX85i2krDocFMT1FHQ/hSJjaVx9dUfIpfzYWhLOpmCtu2dBBNHxbr8/WYtQV8ss9Gjekvx/KA3WQrArYT4P8xNwbvYdNalkfwJRrT1UzThc9perZ50eQFFF+/sH6Azzwp6OzvwR5FLMZkK30KLF+6VGq+ma8v2KuCd6Xv8YUA5y1xXED6XikU8rscQv8qnQ6iccEn/ZQ99oqh0UCcUA8W7tGU/GqxGvB1FEdZxBbOEjY+L+dDBr4wM+hoxBolFteyj0ylF5qHYeTDCToUfAEVcyuaHnxhzDYtZvP4l61a2D+t1C+s02BD2biRDVL5f8wNUI7ZxgbxxHlunAvH37RD7HheadsOheqcqA3NQkCxt0fYk2QhHz1evm7h/xhJPimlEPM5PztSs+Mrz1Lw2Y+JnVYp+OEeOdzDLfvPXHvtSf6zUj61pIeDYEt/Eh8KKHrPnArPIm0aDjZ/M/eIGRbUUqHYcI+eE9fTfrNjLGcU0SCyLwaCEDe4xX8aIN7J36WE1dIB96QFX0VxpASV2j5vZcSCPTvYm4PN66j8fCbKPdF4QaTQWGBU7Rr77tC5YO8Yygd1hNFZNu8jfymHeepEVpnGPe9gbxw2gE0LH8LGotkwbGn4HJwz4tjslHAgoCiTlPGsMo8IoqxT5inL1sAxEsBB05Rt9sDh+XQYqR+kh4WJd7H/E8KT9DC/aJzYC4eOB+kR7iskGhcIKDvjza5RnthDjX3f+DtWNrieZfcoB6GAoszhpz1nINBoc7DnNsrE88cdt58X6myjkmXb+Zdn2PKAzgP1M9wvLFYfi9U5URuapYACvmah8eCTYDYlQ6lTeZjiYJdTNvxCxNBjpxDyZRCbEbKTKkaVAorAoUfDcS58mrreeqsvqCBH+E9UOfCRYxqsskAooNivhx1kcceuuPjNuxkNoMATNiom0wg8Q1hoDMzvW245bUFFOszvUMtQMNMxbJCGkOJdVEIEIpu6lRJWDnvl+AHSgYp9zDH7emPDl3lUfBo4jAIbqbGjLxv8TZw40p9txHQK77B4isZHTEAxrcc5jOzQy0ao7NJMfpP3lDnKUp46kVWmaZzYBJKNOtmkzzoEYdgKCSjqLo0c046Ucb5Ko0z+8Y8P+bIfK/PUIw5U5Ss2NsBkyoQdnLmOPzzH5nkcUsyxHQihMIw0PqQHjSnxYnNHpn0QUMSPuHOiAfWJjSkRdLyHkTQ2VEzHQSx6EFCUW4QQ5RoRwiar5CtTtoifWNkoZPe+/np2nYBCZDFFyDKR9L5e2EfqFuWDaTz2LLK2gX8L2XamBxFubEjJrvaUOeJBpwB/Y/WRuBWqc6I2NFsBhcKnMNOIhAKKKQ120KZgovgHDuxXdxI199kRmMKOvzxPb5R7GH96E7/4xe1+G3l64OH7IC2gqBDsBkwF4m8qJ+fO0cOwSk2vGrHHJ6+sBzG/eYZnaXhoFNhfJKsxKSWs9J4sHehFcxyKNQT0aOgdYTDwD0PC6AX36ImxY25jWEsjskGkYKA5T47d8znygO0qMLJUcu7b2jzKAm7Yjf6zz54tuU5klWlGRimDNDph79/g3eHu+gbvx38aMjoAvJ9GDrFSTEDRcyecJspYZ4UfjGQxCkCPn+uEEZGVDiPXEVDsHM6IF8LNGkWOZVoolK7zQhGRSLgs3djHB3eicYGA4liVsIyxSzWjNpQt8jerbJiASts9TrVAQDENiC3lX0Yvw/cajAIhhujI8G46yaw5ZRPIQradNoC1swgkyhj3EU2s4UIYFWqjsuqcqA2NSkBRcDCCGFtA0VPwY24NClFMQFGZMIIvv3xjQkAhFOwoCMQVxzmwIzcVCejJUpARI/QWaFBCf8OKEF6HtIBiJAhxxD0q76abDvTTFPTYOYaDjfPYQI/KSiWKVTIaE+4VElA0jMXCGgoo1kKxdT5hxB1pTO+doxLuvPNsX7Ht7EHm8llLY0ZHVB+OJKEcUrdo2MnrmLsQRArrLegpI4aYqmOUhXznPmWfoyJoAFinwXENnF/16afPlFwnPvzw4cwyXUxA0dO33YoNyidlEBFmh8QCjRDHRmQJKKbTOHuOBiY2vUz9opOCCKMRoxFlYXpMQDGKjMgMDw2nUSPeHAPBdc5N5B71BJtEGqbfKSpLOW1BOIWHW0aWEBrYZEYacZNVNhBQMbvHeaWUfeoix4WwhxNhC98bg7LOe3g3ndkvvngh07ZTrqkDuLU6R5uGcLr77nMy6yOjXBJQi5ZGNwKFCKEBAXqTMTchMQFFAeXcN3oC9CDSAuqqq0707qgkVDgECP4AQ6OIFfzjHhUBtxR0hlmpYKUKKN5vo0JhY2PuESXMa3OcCkPK8+e/VK+S0ZBYJeN5Nt/jWcJBpUNAlRLWUEDRm2EkwQQX92go6AXhP9MZNuLEKJUEVG1htIOpNNY9YBytYS8EIiU9hWfQAybfGUkhf2lYmI4KBVQpdaJQmcZdIQGVNYXHNRoFGjC7Rlgo9x988HC0zCOgaFAZZaOsc8/WsLDOD4GI6KHsEnbEGwItDKMJKEagcEvnwcQY9yjz06ad6esFIxA0yBJQtSVvWxBbA0X5YNqNsl6obFD+YnbPBBRlDbtOR5UDbs1/g7BSZhm9DK+zzopOAGUqy7ZTj+go0RZYnQNsLh2arPrI/yWgFi3NYgqPAsYiWBoKDDJf+CBk6FV/882cTAFlBtl6FVQCKhGLqtkGgQpkX01QkJn2YoiXeXQKO8+EYSlFQLEWiXUWGGzCSwUifEwNsObC/KbRDCsZbqmAPMs9GhWGqxFQpYQ1TAcaUAwJ66poFBgmxjAQ7ixDIgHVuCkkoMhLRAojUPyN0Mbwsv4uLaAK1YlCAoqF5ZQphJ+917CwUYYoxwblGggHI2cIGMLKGg+2ZGAkKKvMMypFx4leOPc4qZ1RBcovcaNzQPjvvPMs/wzPhmE0AcXIBCOyrBXjOs+wmBy/qRcSUE2H9Booyjlr/xiZZVSTcptVNgoJKFsDhZ90PFgrmJ7Go9ND+WNphnVMqTvYX9ZM4T7LtvM3Io2yzsgs11iHxdQ2I2ZZ9bFQnRO1oVkIKM6UIhzAwjzUPNMMGDwKZ5aAAhZ0Y0ipLIwE4ZYvciisGFcWtHKff+lNIESYHmE4l6+QwrCUIqBobPiqhx45lZ2RICoBPRfCa35fcslxiUqGH4hEhp0JD34DjUkpYb344mPr0gH3NECkG/6RZjQUpI8EVNOkkIAyg03ZoDfMNBxGnfKIsS+1ThQq09xn/ynWkaQ/qyZssTVQLH5FSFEfOGGdxo36Q4NBuWdNSVaZ57lDDtnNn63HfeoQHQZGapkWJ+zUMd5BnPn66ZNPnqwL41NPXe39pN7gF+uxqAf4Rf1BbFJ/JKCaDuk1UBzMzEcPC23hKwXLBiKqmICiHiFo1lxz5brOZ/h+1pZSdjnf0MJhC76L2XbsK+KL8k9nluk7G+nKqo+F6pyoDU1eQFUCKhdqnt53+h4FHAOf7nFgdKlQ4bU8IGIYCeK96XUchfzmHj0r1o+k7+UNK9doQOn1pO+J5geNAx0OygnljzLEvzG3hepEFvhV7n47NDB8SEEjl75XqMwj4ijzYR3CLxo6OjSEiXJuDVWhMHKdMKTro2g+FCoblQD/mW5kCQW2lb/D+8XaDToplPW0m6z62JA6JxqOBJQQQgghRE4koIQQQgghciIBJYQQQgiREwkoIYQQQoicNHkBxafG7PPBl0R8xZDnBG7O9eLrm6ydZfPAYlY+x05v6FkOLAxkgz++9mGxY8xNqbCIkbOY2BE3dr8QlYyTqB4cV8Qn1HxRlIa9vd56625/jA91JGS33bb0X/+wuLzQfatjbAjIIlh7L+WUXZ7ZGTm9/40QtYa9kfbbb5gvu3ydxkaVfEHHtgYx940N9ruivrJ9R+x+HtiZH5uQrtNsCRL7GIPNRBceXVO5BfVpmmN70uQFFJ+ulnsCN5/y8/m0fbraENgHpFKnuyPo2GuEvWjYvyTmplT4msO2L4jdL0Ql4ySqB1/usGs2HYdx40b4z/D5TJq/+eQfAURZYvdu9kgz2ESSsoZIKnTfPg/nvLxw0z4+o0ak8fm/7U4uxKKCr9/YFgaRwOaY7OfF2XLsA/Xww5dEn2lMsKcZxwpV4qtotg7hJA427gzrNBtypr8MBA4xRnBW+lBitlWh7WGbhebYnjQLAZXefTbrBG4UNgXIPhE1AcVIFD1pdn62exQylDJ7d7AlP5+l0uNmbw56CvwfdxQ4KufvfjfDu7d9eGhcYqe7x07h5noIe5AwmsZ5SOxbQsHjOr2D2Gn49hyfYHONk8Ztr5xQQM2dO80f72EVyMLOp7Fsxsnu7aSRnWzP+yxOhJMN2xConCdFo2zvFY0HNoWkEQlHLhFI7JOU1YgUu291jI4JGxPadeoLe0qxn5kElFjUIKDYS4yjsewaNo79lmwfJ65ltQeMzLC5Jjabvfyw4dg9dufH5rOZJTbSNsoEnsVeYnPpwPMM1wvZ6ixbSkce24//1CcbAMA9o2i2YSb3ETy0S+wxxbU0CKis3f8N0os93GgvEW4IKMJPmrDFDm6IB3+bPaHtYG+2E088wB+TY7M3lqakA/tu8TxuaW+wD+xlhdtS2kjEFluTcOIAG4+yvxbXGyPNQkCFu89SoMITuMkkdnhlc01OoWczMjZOI7MQUJwzRIPDzuA0EhTq//znlczT65laY7M0G7WiEcFPCoZtzMeIAJuyEQYKBxujsdPsv//9st+ALTyFOy2gKHSEj3faUQO8g3v4GzsNnyFfxBHhZwiYQsdzHFnA8TAmoNgkk03grDJQWWkAqZhUNqZpeDfxYMoPUWVxogKwySBD4gzDkh5NZWh8caJaAooyzhQeZQRhTrmlrrDRJGVNAkosamICiultyjb2jDKb1R589dXL3kZz5tzJJ491Q4as43fDR/Sw6SwHdXNaBG0L76BOsDcTfmB3aSeYMsOOIh4K2eosW0rd5Tp+Y6etPhJmwkMnn6ly6jcja9Q92j4EnMXXKCagaK8YZGB3dNKCUWvCX+gAb9om6jwzPrybtoMTDmin8IfnOJKMHdSxCQghzpls3bqV37QUMVWsjeQ0DvxeYYUuXtCx8/vCg70XHnzf2GgWAircfRbCE7iZhiCjbAMyKhQFiw0FKSQM75pAYR6YESnOz6MAory5jtiy0+s5UJXncYv/HCHBCfg0QhSOQqe78x6mVng+a56bAs/uzlQe1P8+++zgKynvotBRefADY8DfiDlOE6cCovxtfpu4UaDDswARfRT4adOmeP84dJZ4zZ59oy/A/Iu/7OhMgTUBRZzo7ZgoJVw0mIx4pcMvFi1ZAgrDHNYRwMhRJordN4POiCllF8NIOcDA0UvkmgSUWNQgoLCztAc08uxST2d14ZmPC0dKstoDbB7rphAA2HvsMB1OxAsCio4pdg+7yegLIoF6wZFZ1rgz9cY6I0a2sJ0xW/3wwxdn2lITUO+//6DfZZ9wExaO5qIu/uY39/twIDS4jr/MUrDuNz31lrX7P20YAw2EHzFEfJjhoC4XE1C0maSvnURAGtGpYqSNkTTsCNeJK+0M7RLPIDjT509mtZHPPXedF5yITcJlbe9RR+3t3TU2GpWAokCQqZU6gZuMQiQwykSGAqoZtU0hoJBQqK0yURHogVAQKGSx0+u//nq2L4SoZAoEhY0ehRWOQqe733TTqb5CUVipOGE8DHpPhI9KS++Eys77qZC8g/BbY0Xhs6M0iDtDzfRqeAY/6AGRHiagcENvi7/xj4pBIafyYRQwOGuttYqvlHZ4rPUYmA7dZpsNXZs2rf20IuHMioNoGEwXcOI6dQsjE07TFqPQCBRGECNv2BRBsfsmoFijwcJyRk4paywe55oElKg05bQFCChGVVhng9hn1ANxYY00z2e1B7hn3RSCiCOumPJjVJ9RJmxnOHVN55kyTzuDvcROmv/HHjvaz2ZQp7JsdZYtNQGFzabzzjuIE+KBka958xaKMNo2Cz9rFzn2xWZEDAQUootdzcM6TQeb8OIP8TX31GmmOgsJKMJERzucwjSIE8IQEUYcGMQgnWICqlAbyVpOrjN7wj3StDEfn9ToRqAw/DQgQOGJuQkJBZRdozAy1XDwwbt5wUBhZeEamQnMS9M4UEjCReQMayKgmJOm0sROrydTcUcBpNBtvvk6PvOtcCDask53v+OOKV5AhWcgheAe0cR9KieL/pg/J35UPPzJOouMETfc4Z7w28gA6WkCimfoLVCxCLv1guz9iEbCT0HmHv6YgDI3GAamCDmTid4ahs7uicpAz4tpVUYsKddmZEqhkIBqyBQeAopeMmfmIaLoeWIwqRsSUKIa5G0LcBNO4dlo/sSJI729tcY4qz3gGeoa5Z2v+bBx2HpsJ6LM3sM6KdqNW289w9c1ExQ8S+PPKNGf/vRQpq02f9K2lLbGBBQjX4xmIdw22mgt/1UdftCh4hkLO+BPWlwWmsLjGjaeETa7Rr2m3fngg4d9OAkL1xlcoK1DQJEWtDGIMu6RpsxaAPaDdo9BCFt6gkAjfLERqKw2ctq0M30aMhBAnCSgqgyFPVwDReaGJ3DTs6BXwlAt7slUMgpxkCWgGM6lgMVOr6eS0MAxP84J7hRmG6I1sUEjFjvd/d137ykooFDx9GgYFbJrvA/hNmLElv5gy1ilvPnmU/0XVFR0CiQjSgi+hb2FBxMCijRiPp7w2fAyc9P0Yli4hxt6CPxNmlmBZ56aAs/6F8KOnwyt5mncRfUpJKBoWMg/w4b9i90PBRT1hrpAOaXOUe4loERjIC2gANuGrUP08HdWe4BIozNMp5XriCJG8BESTHcxqk9Zx+buvPPmfiQLN9QbO1iYuoHNLXSYPLY6y5bS6TUBhV3GX9YC0ZllChJby/Qda7gYTeJZxCHhwy/eYyCgeD91O6zTPAO0ZYyy0V7Q/nHoMW0agwH4Txh5H/FnShQBxawFacVied7B1CIjdpdffrxPd9KDcJPWPMOziFPSiLawlDaSNJSAqiEY93ANVPoEboYsyQAEFeIItY/aJmOyBBRCBXFBZjOcyVCsnV5v0ymINKZZGObl77BwUFBjp7tTIAsJKCpvbMoGQcX8MIsFs3o1jFZgGIgPhZxFhjSkjz9+eUJAAQWeYWq+CORvel9UYK4hnPiXrzxY72VxQlzRUCJW8ZdKob1/Gh9ZAopyaHXEYGEsPcNi90MBhahidBejjhiXgBKNhZiAwuYyWoq9oiOc1R7w4RAdx+WXX3idLTuw+bQNTAPSBiAWuM8aHYQGDT9tCPaS+oO9p/G3epFlq7NsKXXXBBTPMEpGOJlV4F1co65S95jGQ6xhr/ky3OJrZK2BYlqT9okw0FaQXvjFKBPtEvWbr+wIB7afOAACijDQFtCecY9/aWc//vgxPxVJu0O8eAftJrM/n3zypF9bRro99dTVRdvIb76ZIwHVGGHUiEJD4Y7dj0HlYQgSsUPhofJZQS4FhAmNjg1TVhveh4Jn+Je/CXd6hIjws+CPOei0iKOXw5oW0iq8bvAslZteRa3iJIQQlSarPcAmYvMRQNg77ByjRaeffoi3pTTooXvgOqMvjAql72XRUFtK+BCEafueB+JC+xRbY4nAMcGZvkcakXa2MB/wixkUOm7EjXBZ+8LfNkWaptZtZKVZbASUWDifzT4d9LAYVYi5EUIIsZBQQCEEYm7E4osE1GIEX9bxtR1TgTIGQghRGEZWmHJiEXfsvli8kYASQgghhMiJBJQQQgghRE6ahYBi0R+r9PnkE5izrsSBhTbNxd5JfDEQLpqrBbFpNhYdskUBC/bS97Jg3w92tmXhX+y+aB7w0QPllC97+HqHA6mrdQQCUxvsjcMRGXaN8hq7ngc+J6/UifRpqul3Ifg6jEOeS9nLqKE0JI58Kcbn7XyNHLvfFGDxMvsbsYcSX9Kx3pN1n7Wy3dTBfffd0b8/hL3T+IIu7Z6F1uxczqaT6XuVoBJ1UmTT5AUUhoKdUtmbg0+p2QyQ//N5p30OWg58ysnnlHyNkN7uoNpgBNiF1/bbCGGPKvbLyHPAIl858IkpG57F7oumD40znxvzyTCfcZPX7BFDI0JZjj3TEDDMfHbN3jVheQ2vx54rRvpT7krS0NPu6YiwHQhH2cTuZ8F7+VSdf2P3K0lD4hhuxRK739hhwTefzrOtDeWRPYYoT+zpx2aU4dYe1QKRhH1mXz62pTHYSy8m4tg2gJMp2DYmfa8hVLJOimyavIBiLyN63KGgoKKw8aR9acZn/bFTn/kqzY4y4W8MJPcRZRQ+hBmjNhQ+BBQjUez4zZ5L+MHnnxzjYp/Csh8HPX4KLJ9/svU9RokeAM+w6SbPm3HDHZWcd4WnctN40GvBGKQ/MS0koHgPvcczzzzU7xJtZ9uZgCKsVCLCFfs8VTRNyGPKFnu52LFEQB6zCSsfDlBeIXZyPFAm2aOGHZHZk4YNB7lGp4ENMylLp512sBdn9skxo7zsE5Uur3ad+sCICOHDPfWMDg7us+qECag33rjdv8u21LC6EtvzJqt+U4/xD3/YVPf3v3/A108r+3x6nj7VnhGB2Cn6hDc8WZ64ZMUB+DybDh31jXdmCSjix6kD9nEHYTfbYSKSMPE3di0dJxrsQnEkHoQPGKnnGptIkseWL9iS9EaHWbaRvxGQQHlhZAO7Rfphd9h/KM9WMZUEe89+Q+SFxQ3oXGD/KJ+fffas3zyTNKI8I2zC8GblaaF6EEJ+kNdZu/oD7yD9OdoLe85IMeWwUJrzdywv8Stm87PqJM9k2YGsss89EafJCyi+LGPTLk6rpkDyd3gfo8Ausmw+hoFl8zF2c6WwUIjoneAGt08+eaVvhCi0bEVPT4YNvahknJ+EUGN6kO3sET0YYDYOo4dPIWczMUYBrMDyfwwNZ8theHkvu4Cz6yuVI3YqN4YMg8omhoSVzd1CY5AloHDD5p4YQDYe4wBi/GP0DAHFrq+MRrDBJhu6MUrHkH3oh2iaMEpKL9Y2n4u5wdhnnRyPAWUTPeoIPWemwWmIaPCZDuH/1AtGtNh4jykHzoRkg9aRI7dJlFd2WmYKg5Eayi7P2cgtDRMNGQ1uVp0wAUUDw/SL9Zopq9Rx/AzjVah+IxTYoI93MpqMfbDRLfynPqdPtce/2Cn6TJmHJ8tTv7PiQP3nb+wS9Yz0ZEo1LaAQQ8QJG8S0PBvzcpbaRx/NyjyPLB0nRF1WHGlYqfNMH3FaPu4QxpQDO0WA8sKu2jwbCqgs28jJBrjlsF7iht/LLNPB70zPNCUjPdwn/cO4VhvsH1NUpIOFObyH6CBsP//5bT59EDnYcOoNZZ/yRVpk5WlWPUjXt2ICCveIHcoedYRyxhmkCKisNM/KSw4mjtn8e+45N7NOFrIDWWWfcpqOh1hIs1gDRQ+DAxcpYC1a/I83PtYTzTr1md5KoQJLb44CZFN4GEAaANwxX82IFO/lzCT2CKHicI3dwHkHhyJiYBBQTCdiuHiW3g6HsF599STfY8DwEzYMDj1WxA69R7bTpxfAMyFZAoqKSe+Pnip/E3eMJGti2BANo3HRRQt3tDWDTCUL/RBNEwQQZZ5GIhTbIZSXrJPjaTAxohzVwD2mHKhLoYCi3HGPnjcN0Z//PKtuh/uwvFLu7Dr1Cn+pL5TPE074sdt//538aEWsTlAeTUBRnxCE1C+MPsdGUFctjEBcC9VvxAYNPSKDe+b37343I/NUe4QSjZsdc0QcsAmMDNDrp+GkJ0/nKSsOQNqSL/hx8cXHRAUUNgA/aKD5m0/ladT/8IcZBQVUGKesOP72tw94+0NjTxxJQ+o/53FWQkAh/ChDjJqQJrZPEu4QvrWYLgshHoh/xG1s00ZsI8KGcoFAsmlKS1tGYgrlaVY9SC/roNyS/rSLIXTIccuMBmKTkVncc5IFu6EXElCF8jLL5n/55YvROlnIDlC3sso+bkV9GpWAItMwIHlO4A6hYKHU6c1R2FHoWac+U/DyCCiu2/QIhQ8jQWVh6oCCyrAwW/8DR6XwTs4yeuKJK/3oFe55F9DTxHgzVBo7lbscAQVUeLbDZ0E9xmLJJVv5KRzeQ6W16Q/SgvDRY7R0EY0HjCtlhLoVO9onDfmOEC80AkXDShmwso47RjsQDUwf8S/1h3sIHNyagEIEWdl/9tlrfS+f446KCSjegTG3xhlRwKgrYiirToQHqiIKaNAQNfgDYfx4V6H6jbigrth0h4mLX/ximq/P9Nbt/bjjXTRoWafohwIqKw6cms8h5nbwOH7wHEfhhAKKeNDgh+lu2Kh6loAK45QVR+wDI+B2nqfBexsqoLAbdlo+YaOMmiBhCohRDDqC4XvzkrctwD1TUowYxdYaceQI+YvAJl0sL4gDcSE9OPaqULmM1QPagPA9/I3tJa8QJ4aJOtoJ0tHSlbrDiBIjSVlpnpWXkGXzv/jihWidzLIDzKwQ9qyyH75T/JdGNwJFz4UGBEr5agUjwzB8WGmYTqPnwPwvX59ROMxIUXAo+EwNMPVGwcRYc4+CQwGKCahwETkizQQUPQruUQmp8BRY1l/RQyMOVDSGS+klYOSABiqcasQfRg/sVO7581/KLaAIJxWEIVcqO3FASIYCynpPpAUVCmNvRl40HlgXw1QuI5401sXyiPvkJWU5LFc0Koh4RP1dd53je5f0su0ZGs3Ro4ctEFD7+/PtMObcY4qNRtAEFFNkVvbpPJQqoHBPXaERoD5xWCsCp1CdMAFA+aVOIwwZHUJAWK/ZwPhnnepO/TZxQfnnnvlNmtLo21oSg3rI+Y+kIyPYPJMloLLiwPvJi1DUcS8toMgbRAEjCzbdRRqzzmbevEf9O6nHXKfRJg1DAWVxyoojU4zYpXCUmfdzoDlnwzFFQ/iAQ2WxFYTdBFSWbTQBhfgj/RFQiD2baq2UgIK8bQHTZkyXkjfhdUQG6Uw7QV4QDzvDlHLD8gnEOaI4q1xm1QPKTPgu/i40hUcHgnS1kdRQQGWleVZesv43y+ZnCShG12J2gBHZP/1p4YcosbJv7xVJmvwUHqMqrO+h94HKp1JTgZjHZREgBiV26jMGh+k1CjvuKcgUJJ6jIDK8ztAmvYdCAop3UlCZ8mAEiUaP/zO8i3Ex48cwPu/HKFARr7rqJ37NBsYf8YMRpZDTE2L4lUoVm5JBBFHJZ8++0T9nEGZ6L9ZLYdoOY49xIK6WRlQYDANGzoyeaPowNUFvGUFhC6+ZEmKUhbUhNECU9djJ8TQY1AnKFPeYWuaA1FIFFGXXyiuHgYYCirBwyjvlz8pzVp1gGiUUUNxjio4pKvygLlp8jUL1O0tcIAIYVaDe4ifhZ3qEU+2JV1Yjgj+kIe8qFIdp06b4ukgcqG9Mj5A3oYAC7Arh4zrumOJkTQoNNmHDPnCdxtFOxC9VQNlUG2tmsA/4iQ2jQWVxMIIUMYvQwRYwkhcKqCzbWEsBlReEEvEl7Qk/14j7ySeP9Z1T4oJwoLyQ1ognRqQoz9SBQnmaV0DRFoT22RaC835EESNR/M0oK2uVmMIrlOaxvDz11IMzbX7YhoR1kjKZZQfIfwmofDR5AUUhwGhioFjg2a5dG/8va6IQNxQ4ehfpU5+pIFQgRAXXMBzMn1OBKGQ0SKxbYJEhBjFLQOEPX9Bh5OmtUAmpWBhowoZ7eh34z3UqMoWZ9RGMXjEszJw8vQIKNhWa51ho2KpVS2/swvgioAgv6R5y5JGj/OgV78GgUUkZeaAC8AyVhLhhbAkrw/ZU0tBv0XShHN5551m+caD8Ux8o85RvjDf3abBjJ8cjIDC0PEP5oZwgvCjPpQiosLxefPGxCQEF9K7x23r9kFUnQgGFO8QF9ZA1H/ZsSKH6nSUu8Ju6y+gW8aRuML1DZ6xQI0L47GR5GrusOGB3GAXAb9ZEsv6FTk9aQBF2RshZREy4qP82SsxoBNfwn/BAHgFFHMk/niP9SH/yhPBho4g7Ycb28H/KQiigsmxjYxZQQPxIU+oA+cTyCEb/6ExQJhAw5AUdXEaryCM6ywhVns/K0zwCivRP22dEEiOXhIGPkngvbQhhoYxQRwq1R7G8JO1Zr4TbtM3/+OPHonWykB2QgMpPs1hEDjQSGCgESOyrAYwalZpCmr5HQaSHTuEKr+O2UiIDvzByGK/wOu+kgnAvHTYMrFXsUqGCM8JEo4jfhN/ihcEjDejBpJ8TzQPymrLMaBKGP32f8kQjEo7mMJ3A1BGjRZQfGht6tuGC7VLIW16z6kQIoobGoViDXKh+F4JGI8+p9qQv77K/C8WBtCStrSOVBQ0VnalY/c86Eb9UCC+NOqMp4XXCxHXeHV5Pk2UbGzu0Bwh2bGsYdvIDQUX9IM9j8SqlXDYUyhCiiDxO38tK86y8LGTzs+pkzA6I/DQbASWEKA9GPezrG0ZbGWVhKhCDHHNfC3g3X7KyKJiedKyhEyIvoYCK3RciDxJQQizmIE5Yu8fCYhbaXnXVidGecS2hh8zCc6Y2whEfIRoCo7KsN0qP4ghRDhJQQgghhBA5kYASQgghhMiJBJQQQgghRE4koIQQQgghciIBJYQQQgiREwkoIYQQQoicSEAJIYQQQuREAkoIIYQQIicSUEIIIYQQOZGAEkIIIcT/b+dMoL6a1j++/vde/+USkhCSUgihKJpEE0kUQgghSbMGhVSaNKEikkZp1KA03aI0qMQ1hHDLeGW6hhaZWc/f5/mv/a7z/jrnfX+n3qbre9b6rOs9Z5+9n/3s/dvP9zx7d0VKJKCEEEIIIVIiASWEEEIIkRIJKCGEEEKIlEhACSGEEEKkRAJKCCGEECIlElBCCCGEECnZ6QJq6tT+1rTpBfbBB0/n3Pv117U2YEAbGzPm7lxlM/nuuxXWocNVds45p9u5555hF15Y3e64o5m9887M2PL58fPPa6xXrxY2enR3+/33dbFl8mPDhift+usb2EcfzbPx43tZjx7Nvd64sgUJvsBfPXvebC+//ERsmZ3NnDn3WdWqp9rateNjnxcEaccljMfHHy+Iff5n5ZNPFtnNNzfabXNlTyJzTv3002rr3LmpXX11Pfvyy2dyPdteaGNXrgdCiN3PThVQLCr9+rXyMjfd1NB+/PF5v88Cc9VV59vtt1+3zTtRvv56qVWpcopdfnkdGznyDhs0qJ1dcsm5dsIJx9gbb0yLfScvPv10kZ1+ell77LHusc+zYdy4nlahwgle16RJfW369AHbLcayZfPmhVajRgWrX7+atW/fxI4++nBbtOjB2LI7CwJN8+aNbP78obHPC4J584Zay5aX2bffLo99HkcYj88/Xxz7/M/KkiUjrGzZkrZx4+zY538W4ubU6tVjXXRHP+p2FNaAXbUeCCH2DHaJgCLgH3FEUZsypZ/fTyOgqlU7zYYM6ZBzj0BZseKJ2yWCXnppopUqdaQ9//yYbZ59//0qmzVrsN155w320EO3u0DKLPPbby+4gGncuLY7bsWKx+yzz/7hz157bYoNHNjWRo26yxfmGTMG2ldfPWurVo22desm2HPPPerZI4RPWGBZ1GnznntusaeffiD2y5VsXbt2TeyKK+rY1q0r3YbWrS/3r2eehXLUSWAgO4RvZs4c9Ed9q23NmnF2771t7NFH77QvvljiZWkX+159dbI98EBHf7Zly3P+7MMP59nChcPdzqFDO9k33yzzcZg4sbd16XKtTZ7cN0cIk+W4//7brGvX6z1QRe15//259sgj3bxtfMM9bEzyB32/7roL3b/0EeJsjxIdD95HaDJ2jCH9J9OQ+Q6ZvCefHGDr10+1YcM6e/+ZU/iiT5+WNm3avTnjQN/pd7duzXzu0m/eJxMXxh3IiCIsaS9pTPEHPnr77Rn+IcAHAWXz8gnvZeMHoDzZJsb+xRcf97Eja0sfkmzCXvrL75CxSsrG4B/qxQY+XLDvzTen+2+G+vhd0Sd8Gucz6ti06Slbtmyk94e/GSt8hj+feeZhn7fMrf79W9tbb83IaXtHbKdsdE5xD/+zntx1143+e8FvgG2MA/OGLDW+pN/Mp/vu65Aj0Jnjzz77iGeaqId+cJ9+hvUgaawpl63PhRB7PrtEQDVoUN0XnJNOKuVfxCxsaQQUCzcLLYvV2LE97PjjS/hiFfdOXjzxRB875ZQy22z3IATOO6+ynXVWORcJZ59d3ipVOilXkAQETM2aFT3QvvLKJDvqqEP/CG5jPbgUL36YZ9kuu6yW9xORR9CoV6+KlS9/vGfObr21sR1zTDEPiAiV2rUrWd26Z/mCfdppx/miHhb6AMGZ/pJR4G98Svk6dc7MCU7Awkwb5cqVtvPPr+zblNRHFqJ795v8GVuh9Gn58lFWuHAhO+OMsta27ZV24oklXZAREFnsEZn4HV8QFAnEvI/gICPYqVPTP3y20P/7oovO9nFEIOMX7F+wYJgdd9zRvoV0221XW5kyxT1I4r84fzCWiMJ99vmb+/Txx+9xm+NsD/2F6HgQ1EqXLu7ZSrZ9qRf7M/35wgvjrUiRA32saZNs5qmnlnF/tmrV2NtHQLI1yFxhyxJBRrkbb7zYg+OZZ57sApT6EAwXXFDV5/d7781JHFOEGjbVqlXRfYLP+W0k+YQ5wphm44dQrmTJI/x3hd34n7reffepWJsQ12yHM1fvvru5+wNfIvqjdSN+qY/fB/6h/LHHHmVz597vAoF2mOtXXlnXZs8eEuuz779f6W3z+wgim3mGL/AnbZcoUcxuuOEiXyuYL9Sd9BvJxnbWmOicQsxhM78ltu8QZPw3Io6PB37zzB+OGzCnixU7xLO++JB2mVNbtizzPlBfx47XeDn6iI/DesD8Shpr5kE2PhdC7B3sEgHVsOE5ntFhMSR1zoKVrYCqXLmctxHlmmvq+bO4d5Jg8SJTwjkqhEL0GV/VfPmGr0yyEQQGvqyj5cgsseg+9dQQF2Mnn3ysf7lyD2FHGb40WRTp89tvz/RgwxYCYofAR3DhXBh9JyCGL1NEB4ImU9xNmNDLF+DwpUs/qA+hEL7GAf9iD6KBIIXgYqGmL+E5viTwjxjR1bOCLPo8o22CB34g6GAHttIW9V16aU0XsJRFfCEg+Fqn33yxM87Uwdf65s0LvI8PPtjF71MHwQcxhf/i/MG2B7YQjPjfvGzn70AYj1mzBrkdbOeFAE12gPkW/BvgnAoCimwPZW+55VLvLyKabACBlDIIAoRNeB+bEMlkdwicBEn6x7gjIN5/f07imCKsyIQgbvlvfIIIJRjn5ZNs/RDGL2RWGRsE8sMPd83TJuYQoojfA3YgAvFDqBdxR3YviGv6S5YVsYzAISNUtGhhW7z4IRdxST4jm0NbZHK4j9/btLnC+4xAQ3gMH97Z66f/2DdixO07ZDtE5xT1IviZ+7QDiBjmJQIIG/ibseH3fcghB7mQ5m/E4LXX1jfOIB55ZNGcc2VkAxG+2B7WA2xJGmt+r9nYLYTYO9hlAooFlpQ5X5osRE2anJeVgApbeNTFlxqZDL7c+FqNZmDygwUL8YSIYlGLPiMw8WXLFyeLIIspAoMFMFoOsYT9GzZMd2FBIB0+vIt/oYZFkH6ShWJhJCvC13QIgAQd6ifwEBhph4AAZBky26TP+Ai7Q1/JeBBEe/du6c9DWYIEQouMEQGKRbpQob/7mS/q55zQgQfu775HNLRocUmO2CDwEoD5eibTQKaJ+/QJOw89tLDbDZTDzo0bZ3kwok7eCX3kK3+//fb190LfCLhsQeK/OH+QbUG0MK4IxSTbKcN7gTAe1EMdiHPEDG0fcMB+HtCjIpNxJ3NAUMafiEKyGyGwkx3FHraMENAExfAuW0yMFwIKQQgEQDKV+DT4Km5M//nPiR682e6kLtpGlJI5S/LJypWjs/IDY4gQQeiEOcIWGPaTEcprnjHetEW2hO2zMB8C1EM2kjEN98i2kgXjt8n2FBkjhBbZoiSfIbCqVy/v21rc5wOK7AyCG1/TP/5RBs+Y34hYMkQ7YjuEOcWHEduu++77v+5r3gPmNfOSLUlsD1uH9AshyPzg94xve/S42T/c+PALc4p+IHb79Wudsx4wf5PGmr+zsVsIsXewSwUUf/Ov7wjCLDJpBFT0PmdBWIRCViYbyOywvRBd4IFFkC0vbETgIbQQPwTWkHUJICwImNSFaGDbZODAdr7gs/BThqCKoOKcDVmYEGx4RrAgECBYyJxwFoLyQABluy4q7lhcETqIxbDQEpTYqsHWUA7YosAm+sMCz6JPACbYUD/BAZGF7dhLxi0IMIQQdiEOECAs8txnCxI76Qu+BjIGoS4ELYET+xBJ3ENMUBflaJf2qZcMQJI/qIOMBJkOfJ5kO4E69BfCeCCqCUhs82AzmSTmzeDB7XOV533Gmi1h+k79zAmyUTxH2GLPihWjXJgtXToy512CPb7Af/w3IozMBAf78XnwVdyY4guehQwRddAOAifJJ2xtZeOHkNWIblcSmNmWZGs0ySYEMDYz37GBjEvIqoW6aSt6ZpC2yKTAjz+u8nHn98071Jnks8WLR7g9QaDgDwQL48aYkbENWSayoIgctqB3xHZ+L2FOYXeYl9TPPGbOkWFGXCF2EHTYQFneYWypD2HMHCNrzIcMa1Zoh7rIsE2a1CdnPVi/PnmsGcf87BZC7D3sUgHFPYQGiw3vsehzj8WMswiZATIIqOgZKIIcX6wXX1zDFzwERTgMGn03ExY0gkHmP+tmgSMNHw64s6giUKIZGuC/CRik8j/4YK5/DbPNwtd1CDLYSDaAbQ2CD4GGLQLexT4OCOMLvrYRkH373upBj6wRgpBzIaE94B0CDIKHIE1/CapkWkK2IZRD9HFeg7aok0O8bGEhcniPr2cyY9gVMkIs5CzqLPBkYdiew64gTNmi4O8gOLCTrADChHdCZpBgH4IdAZQtKfzBsxAICX5J/kDwIFjJOvzyy5pE26PzIzoeCDyEEEGWvofMGEErlAfmGeVCRoXMA4Gd97CHucq8YnwQkmQiuM95KPpAUKV+tpIYcwQDIoC6gq/ixhT7mGPMNcqyxcbWEmWSfLJ164qs/EBb/I4I7pTBdrZYOZdFv+JsYmuPd/A57yAaOPvTrFkDtyPUjbhAPPA+9/mNkNlDuPLbxLbgY/qf5DO2wsKHB30hM4jgZYsbIcp/I66Y08xh+oLQ2BHb8VGYU9jDvOTDjfWCv8mkhXnJu2xd0w59JsOLCKUePiYYq9dfn+pnpzgrx2+R+tmqw9cIwrAeJI017yfZzfxn/Qu/OyHE3sEuF1DAvzjikGYQUJwjOeywg30LJZQBFmkWM9oIkHYn4PBlyCLEAsw2QrT+OFgw//rXv+SqiwOm48b18IOdfA0iCvgaZgHkX76xoIb3EX4slggNxAFbCXyBsujzPlstnI9gy4BAwpcywocvTd6nXKNG5/pWIX4hiLM9QfA4+OADXChFRVEAgUNGi0UYYUJwYcsxWoa+k4UIbQHBky1JxBJnfniPe+EgLYGYL33aZlsL8YfYYawQVqEetj6wE8HAuRrs5FAwwZSxYNsQwUgmhuCDLXylUy/v0QYBlMCZ5I8ffljlQoIxIEOYZHuwCaLjQeChboQvY0gfyAwQlKLvhIwM22T8jQAkI0UwDD4M44PNjCciCTHGOZaQkUQc0Hf+bx2i8y5uTPEV4pbtneDXhx/u5h8GmzbNznOOZOMHYK7xUUG7YQsziL2keYYP8BXzmHnFcwR0Zt3hfcYemw8/vIhvTfNbpU3+NV4om+QzxBEZJwQMQooMD1tk//rXLLcBYci40E/8EcZnR2xnXKJzKsxL/mZuYAtCmHlJv8hq8x4fGEFY8TeZK7YfKYcoYn1gvlMPY4MtYT0g+5Q01ryfZDcfhcwn6gn2CyH2fHaqgNqb4Ms9fDUizCCzTCaUYQEkgLNAs2gSVENGIe6dKARugnEIzElQL1/CBCICa1yZOAigfMmH81m8y9ZdON+B3WHrKC8oG2cnfxNw8F2mXWzZEWSz8UOAfoZ6Mm3PD8YCIUF2gL8JtFEBvD1QR9hyid4PZ4sQ0NH7kO2YZku2fgi24gfmYrTvSTZRhjkFcfOd/pGxZQypnwwL57AY78yygSSfMS4ICNqhPv6XDynEChkcnsfNo+21PRCdU8DHR9p5GYW6yGTysRD3PD+ytVsIsecjAbUDECz4ekaQkPLnC5cvS9L2ceV3NyzYHN4nMxANsCI7yP5wzoXsBf9/X5nB/r8N/gUoAodtSLZF2aYKW2px5dMSPeQd91wIIfZkJKCEEEIIIVIiASWEEEIIkRIJKCGEEEKIlEhACSGEEEKkRAJKCCGEECIlElBCCCGEECmRgBJCCCGESIkElBBCCCFESiSghBBCCCFSIgElhBBCCJESCSghhBBCiJRIQAkhhBBCpEQCSgghhBAiJRJQQgghhBApkYASQgghhEiJBJQQQgghREp2qoB67rlH7fjjS9jhhxfJxYknlrQXXhgf+05e/PbbC9a/f2t74ok+sc9h1qzB1rLlZfbzz2vsp59W248/Ph9bLvDss49Yp05N7fvvV8U+z4atW1daixaX2MknH5tDuXKlrVu3Zvbrr2tzlS2I9qL8/vs6+/bb5d7Obbddnadv0hL1Zeazr79ealdcUcd69Wrh45L5PMrTTz9gd9yxrS/yqn9PIWkObdjwpF100dm2//77WuHChaxZswa2efPCbcrlRzZzVAghxJ7HThVQW7Y8Zy+9NNFWrx5rdeqcaZdfXsfWrBlnL7/8hH333YrYd/KCAIxQGTy4fexzePfdp1y4ffXVs3bllXVt0aIHY8sFnnxygAfC7bEnQD9r165kffq09L4FPvjg6W3KFkR7AcTT/fff5kLtl1/W2MqVo+2dd2bGlt0eHnmkm9WsWTE2wD/zzMNWvvzxdsYZZe3DD+dt8zzK2LE9rHHj2i4WovfDWOUnwHYXjGvcHGLsGjY8x9q0ucL7/vbbM6xBg+p2000NU4nBpPqFEELs+eySLTyEz1VXnW/t2jXJCZZkMDp2vMZuvPFiu+66C11sIATKli1pp5xSxgYNaueBm/JTp/b3AEW2gsCFgCKTc889t3jAgt69W3pQX758lA0c2M7fOeqoQ73u99+fm8ue9eun+v1LL63pWRvqJii+8cY0u/jiGlay5BHWtu2V9uWXz+R6D3sGDGhj8+YNzXWfQIhAHD++V677gbj2EA/t2zfJEVlkaagbX7344uMuyEqUKOY+QwzSRqZ/Xn11stWoUcFFzMKFw23YsM62ePFDXsfIkXd4Fuykk0rZY49193srVjxm993XwW2pVOkkFzb4N65u+pokoHinQ4errG/fW308xoy5O+cZPmvd+nI7+ujD7bzzKruApp1atSr6/fr1q9mUKf28DsaKscS2TN9/8cViz6aNGNHVyyIWJ03qa48+eqfPndtvv85Kly7ufsdfn3++2O3hfuXK5bw/+ODMM0+25s0b5WSH4sY4vIsArlDhBB+X//xniYvduDn0xRdL7JxzTnd7wj3q5e/XXpvs9VIn9xl7bHnzzel27bX1rVSpI61evSq2du24berPy7a8+oUwxY8nnHCM2z969P+Pd7BNCCFEwbPbBNSnny7yAE8QeP75MR4oCRAIC4IuwXzJkhE2f/5Qv79gwTDPtuy3374e4MeN62nnn1/Zt8IIIBdcUNUDRwj6iIVTTy3jooSAG2z55JNFHvwQGwgh2qH8e+/NcSHClhQ2sD3VqlXjXIGIdqh/6dKROfcAAUIdiInu3W9yevRo7gIhqb3XX5/qW338L3Xw/JJLzvVAetppx1m/fq3cD/SdgB7nn+nTB9g119Tz99avn+LiZMiQDjZ5cl879tijXFisXTvehQaiBf8cdFAhmzixt2erKlY80TOC9CnO90kC6uOPF1i1aqd5/Q8+2MWDPtuY+AqfYcdrr02xLl2udUE2dGgnK1To7/bAAx1dKJ51VjnPSob6yeLE+X7RouFWpcopPle++WaZiyX6jPBGYJL5of3TTy/r/She/DD3FXbhW8Qldtxyy6XWtev1f4zFwth2qKdYsUNcoLM1x322iqkzbg4h5ph/bN0hWBhvhBLPED3Vq5d3cUQ55gFt0P5ll9Xy+YAguuGGi3LNUTKHcbZxP79+8TGBUGbsmJtnn13eNm6cnWOvEEKIgme3CqiqVU/1jEkoRxaIAHD33c39rNS4cT08iBBwCEYEcurhazs/AUWQJ8iSmQn1A+duKEtA5m+yIwR8At5hhx3smSzEDNkSgttnn/0j1/txBAHF1hwZArjzzhts2bKRie0lCaiZMwd5UA7t4pMgYDL9M358Tw/enKn64YdVXi/Zt6ZNL7C77rrRfYa/O3duak2anOfZG0QI9eAzAnrImmXW/fjj9yQKKAQaNiJqJ0zo5QF+3boJPqZs64UMHeOOb+gzYxXaZdsqWj8+ivM9woYxnDPnPvclwgB/cYaOzCVlETpkbBh7hCdbp2Qk2S7mOXaQgUOQzJ49JLYdskEIEN6lPBmeq6+u52Inbg4FyAzSLn078MD9XfzgK+rHPsaQzBuZUepEpCGEED+8j9gK9eOzONs4K5hfv155ZZJnthDw+AofR+0UQghR8OxWAUVAJEvD3wgHtjPIZpB9IUiOGdPdtz3YdqJMEANkWRBQdeue5QIK+O9sBBTZF7bQyJjwNyIA4YIQOOSQg/xcC5kTIOPFAe3o+3EgEpK28JLaCwIqBFP6xP3Jk/t5hiZkPBBB/G+cfxCYmQJqwIC2LowIxLwHPXve7MGVIE4bBFiCMeXwWVzd+CNOQPEuQZztInxOvxEGCMaPPprnGacwpoD9CKhwBop2EXPcC/Xjozjfb9myzLONnHtj6xNxx5YnggkbQlnuc46IjBoZG9pApI0adZfbQB8RGmwJxrXDVijCL5wf4z3qTxJQ9BMRE81K0WfGk8wPYocxxIds11EOPyB02JrDBnxPtjHUP23avbG2MT/y6xd+5fdEefyPf+hTsE0IIUTBs0cIKAIDX/wEDQIN2ygEZb6w7723jX/NEyQIaAQmgipf7Gx5cO+tt2a4AIgKKM6GEJzYMorawpYWmS+2SWiXNhEBbCOy1cXWEuUItgTuIHwCZA3IpETv5SWgktrbtGm22z937v0uABE2CBgyOWXKFM/JOHAwmawFoiPOP4gH/BoE1KBB7T1jxxYbgRvb2PIhO0LgzRRQIduSWTfnmuIEFL5GKLCdFO4hFMhI0Uf6xvhwn6weZ63YwstLQJEBSvI9QpNMDBkisjH4HuHG+TfsRVg0anSuixCEBgKGNuKEBu/HtcP2W5yAYo7GzSHEOeURLMxt7pFFI1OEwAvjicgkW/rzz6vd/2zDYjNbbdiBD0P9iKs4215/fVq+/Zo/f5jPE8Q+/mHLmHHlrBYijTaD7UIIIQqGPSYDxbYQB49Z/DnTwpc0B5X//e/5vjWGcCIzwv8tAkGJLTGyKmwfcQ/REQ36ZC84nMtBbA7wBlsIQmRnCMoEfc5hITy++WapizWyADxDRLDlE94DAhTnW8KWYrgfRMpf/vI/ts8+f8vh+usbeECLaw/HcyaoaNHCbj/9JWhTnqxSkSIHegDmbNKmTU8l+ofszQEH7OfBmXrJZOFbfHDooYUdbENoEnDjMlBJdVNnpoAi80JWJSoiOcPEuSkEE2enjjyyqP+N7zmzlF8G6rvvlif6nraxmQPpQcxyduiYY4q5L+kf2akNG6bnKzS2bl0R2w7+jRNQjHfcHGLsZ8wY6O+zdceWJ3bgxzAvaJMtOQ6G8zfnlI44oqiPNWenOG+FwA31k2mKsw1Rml+/8D9+5B3GkXlGX5inzNdssqhCCCHSsUsEVLYgikKmBqFFwOU+QYmMUjhHFAj3ETDR+1EIulGxEyB4ISoynyEMCKhR0VAQJLVHn7gfvQcEPYRQ9F6Sf7A1ZEKicAYnru44kureHrCFbS7qinueRBrfYyMH/zmHFPc8L9KOcdIcwkec0yJLRtYp+gzxySHvqA/wCzaTGYqWjda/I/OP8SYDFj5ShBBC7Dz2KAElxN4OAoh/JciWI9uxcWWEEELs/UhACVGAkP3hPB1ZpLjnQggh/juQgBJCCCGESIkElBBCCCFESiSghBBCCCFSIgElhBBCCJESCSghhBBCiJRIQAkhhBBCpEQCSgghhBAiJRJQQgghhBApkYASQgghhEiJBJQQQgghREokoIQQQgghUlIgAqpGjQrWqVNTIYQQQog/Bc2a1d9xASWEEEII8Wck6cpXQOnSpUuXLl26dOnKfUlA6dKlS5cuXbp0pbwkoHTp0qVLly5dulJeElC6dOnSpUuXLl0pLwkoXbp06dKlS5eulJcElC5dunTp0qVLV6rL7P8AVK0gvoM1x20AAAAASUVORK5CYII=)
Le tableau montre neuf approches pédagogiques qui ont été comparées sur les plans des habiletés de base, intellectuelles et des dimensions affectives. Ces approches pédagogiques ont été regroupées en trois grandes catégories selon qu’elles se centrent davantage sur les habiletés de base, les habiletés intellectuelles plus complexes ou les dimensions affectives. La ligne horizontale marquée du zéro traversant le tableau de gauche à droite, représente le groupe contrôle, c’est-à-dire les classes qui n’ont pas fait l’objet d’un enseignement particulier et qui servaient d’étalon de comparaison.
Les résultats sont pour le moins spectaculaires. Dans la colonne de gauche, on remarque la performance du modèle du Direct Instruction. Cette approche pédagogique se caractérise par un curriculum très structuré et minutieusement organisé en séquences et des stratégies pédagogiques mettant de l’avant un apprentissage procédant du simple au complexe. Le modèle pédagogique du Direct Instruction est associé aux meilleurs effets, tant sur le plan des apprentissages de base des habiletés cognitives que sur celui des dimensions socio-affectives. Par contre, d’autres modèles, par exemple à l’extrême droite du tableau, celui du Open Education ont des résultats très faibles tant sur le plan des apprentissages de base, des habiletés cognitives et, paradoxalement, même sur les dimensions affectives dont c’était pourtant l’axe privilégié. Au contraire, le Direct Instruction, dont les visées ne sont pas d’abord affectives a donné les meilleures cotes affectives de l’ensemble des modèles ! Comment expliquer cela ? On avance l’idée que l’image de soi ne s’améliore pas tellement en travaillant directement sur elle mais plutôt quand les élèves réussissent. La réussite scolaire, telle qu’elle se manifeste dans ce modèle, entraînerait en quelque sorte, une amélioration de l’image et de l’estime de soi des élèves.
On nous objectera qu’il ne s’agit que d’une seule étude, conduite dans les années 1970, et qu’il faudrait avoir des recherches plus récentes. Il est vrai que s’il n’y avait qu’une seule étude, ce serait insuffisant. Mais ce n’est pas le cas. Plusieurs autres études ont confirmé l’efficacité du Direct Instruction. Par exemple, le Wisconsin Policy Research Institute a examiné vingt années de recherches sur le Direct Instruction et confirme l’efficacité de ce modèle. Herman dans son analyse de vingt approches pédagogiques en 1999 confirme aussi l’efficacité du Direct Instruction. En 2003, Borman a analysé 232 recherches et a comparé 29 modèles pédagogiques et a conclu que les approches pédagogiques qui semblent, associées à la meilleure performance des élèves, sont dans l’ordre : d’abord le Direct instruction et en deuxième place, le programme Success for All de Robert Slavin. Succes for All est une approche pédagogique qui, en plus d’être très structurée, met aussi de l’avant l’approche coopérative avec les élèves et des liens avec les parents. Plusieurs autres méta-analyses vont également dans le sens de l’efficacité plus grande d’un enseignement structuré, un enseignement explicite, plutôt qu’un enseignement par découverte. Par exemple : le National Reading Panel, dans son imposante synthèse sur la lecture publiée en l’an 2000, souligne que les élèves apprennent mieux par des méthodes plus analytiques et systématiques que par des méthodes globales. La synthèse de recherches de Baker, Gersten et Lee (2002) en mathématiques de même que celle de Gersten et Baker (2001) sur l’écriture vont dans le même sens. La synthèse de recherches regroupant pas moins de 180 études sur les élèves du primaire en difficulté de Swanson, Lee, Hoskyn et Maureen (1998) de même que celle de Swanson et Lee (2001) portant sur les élèves du secondaire en difficulté en arrivent aussi aux mêmes conclusions. Ces résultats nous amènent à penser que l’efficacité des approches instructionnistes ne peut être interprétée comme un phénomène isolé mais plutôt comme une véritable tendance lourde en enseignement.
2.2. Caractéristiques d’un enseignement efficace (explicite, direct, structuré, actif)
Ce bref survol des recherches nous conduit à soutenir l’idée qu’un enseignement systématique, structuré, explicite, procédant du simple au complexe est nettement plus efficace qu’un enseignement par découverte pour assurer la réussite scolaire des élèves. Cependant, quand on parle de modèles “instructionnistes” on indique que, malgré leur différences (Direct Instruction, Success for All, enseignement explicite, etc.) ces différentes approches mettent de l’avant des stratégies semblables qui ressemblent, grosso modo, à ce que Rosenshine et Stevens appellent un « modèle général d’enseignement efficace ».
Ces auteurs ont regroupé plusieurs éléments issus de recherches empiriques et ont identifié six balises que devraient prendre en compte les enseignants : 1- la révision ; 2- la présentation, c’est-à-dire la façon de présenter les contenus ; 3- la pratique guidée ; 4- la correction et le feedback ; 5- la pratique autonome ; 6- et enfin, les révisions hebdomadaires et mensuelles.
La révision
Tout enseignant qui donne des devoirs à ses élèves mais ne les corrige pas ou n’y retravaille pas par la suite en classe s’expose à voir cette activité perdre de l’intérêt aux yeux de ses élèves. Tôt ou tard ces derniers ne les feront pas ou n’y mettront pas tous les efforts nécessaires. Cette stratégie perdra de son effet alors qu’elle aurait pu être très utile pour atteindre un niveau d’automatisation plus élevé dans l’apprentissage de certaines habiletés. De la même façon, le maître ne donne pas en devoir des contenus que les élèves ne savent pas réaliser avec suffisamment de succès. Il faut donner comme devoir des éléments de contenu que les élèves savent pour augmenter la fluidité de la pratique.
Quand, dans une leçon, l’enseignant veut introduire un nouvel élément de contenu, il faut évidemment qu’il revoie les savoirs et habiletés préalables nécessaires à l’apprentissage de ces nouveaux contenus. Ce rappel des connaissances antérieures est important car il réactive la mémoire et rend disponibles les éléments de savoirs dont les élèves auront besoin pour le nouvel enseignement qui sera fait.
La présentation
L’enseignant qui présente un contenu nouveau énonce clairement les objectifs de sa leçon. Il peut présenter un bref résumé de ce qui sera vu. Il peut aussi modeler les procédures, c’est-à-dire exécuter la tâche devant les élèves et alors “penser à haute voix”. Il présente le contenu par petites étapes, du simple au complexe afin de bien contrôler le niveau de difficulté de la tâche. Débuter par la complexité rend la tâche d’apprendre beaucoup plus difficile pour l’élève alors que si l’enseignant contrôle la difficulté de ce qui est présenté, il s’assure d’une plus grande réussite. Par exemple, dans sa présentation d’un concept l’enseignant fournit des exemples et aussi des contre-exemples. Le contre-exemple permet de renforcer la compréhension d’une définition. L’enseignant vérifie constamment la compréhension des élèves par des questions. Le maître, dans un enseignement explicite, direct ou structuré, est un maître qui questionne, qui constamment va aller chercher de l’information à propos de la compréhension de ses élèves. C’est pour cela qu’on a tort de dire parfois que, dans une telle approche, l’élève est passif. Au contraire, il est constamment sollicité et l’enseignant est toujours à l’affût de découvrir comment les élèves réagissent au contenu présenté. Plusieurs études indiquent également que l’enseignant doit éviter le plus possible les digressions. Le maître qui garde le focus et est centré sur la tâche semble favoriser davantage la réussite scolaire des élèves que celui qui fait constamment des parenthèses, du coq à l’âne et finalement perd le momentum de son activité. Les problèmes de comportement des élèves ont plus de chance d’émerger quand ils ne sont pas au travail.
La pratique guidée
La pratique guidée est une stratégie pédagogique essentielle et, malheureusement, plusieurs enseignants n’y accordent généralement pas suffisamment de temps. Une fois qu’il a présenté la tâche à réaliser, une fois qu’il a modelé ce qu’il y avait à faire devant les élèves, l’enseignant les met au travail. À ce moment-là, plutôt que de demeurer à son bureau, il circule à travers les allées et va voir comment les élèves réagissent à la tâche demandée, et ce, afin de saisir de quelle façon le message envoyé a été compris. Cette étape est favorisée par le travail d’équipe qui permet aux élèves de vérifier leur compréhension en échangeant des idées entre eux. Trop souvent, on pense que ce qu’on a dit a été retenu tel qu’énoncé. Or, il y a un monde de différence entre ce que l’enseignant présente et ce que les élèves retiennent. C’est en circulant dans les allées lors de l’étape de la pratique guidée que l’enseignant va pouvoir déceler le niveau de compréhension des élèves, la quantité et le type d’erreurs qu’ils font, si l’incompréhension est limitée à quelques élèves ou généralisée à la moitié de la classe. Dans ce cas, il arrête tout et reprend la leçon pour éviter que l’erreur s’incruste dans la tête des élèves. Une erreur cristallisée demande beaucoup plus de temps avant d’être corrigée. Alors il vaut mieux détecter les erreurs le plus tôt possible afin de sauver du temps précieux.
Outre le fait d’interroger fréquemment les élèves, il est important également de leur donner des clés de compréhension (procedural prompts). L’ouvrage de Pressley et Woloshyn intitulé Cognitive strategies instruction that really improves children’s academic performance présente une série de stratégies validées par la recherche pour aider les élèves à réaliser des tâches demandées. Par exemple, pour aider les élèves à comparer telle chose à telle autre, l’enseignant leur présente une feuille pour faciliter la comparaison : deux colonnes, des paramètres de comparaison. Ce genre de clés ou procedural prompts guide l’élève et rend plus aisée sa compréhension et sa réalisation de la tâche à exécuter. À l’étape de la pratique guidée, il faut susciter des réponses de tous les élèves et continuer la pratique jusqu’à l’obtention d’un haut taux de succès (80%). Au besoin, donner des explications additionnelles et poursuivre jusqu’à l’atteinte de la fluidité.
La rétroaction
L’importance de la rétroaction est reconnue depuis longtemps. L’enseignant peut donner de la rétroaction au fur et à mesure quand les réponses sont correctes mais encore hésitantes. Il peut donner une rétroaction plus soutenue, et même ré-enseigner quand les réponses des élèves sont erronées. Il peut aussi fournir aux élèves des listes d’auto-vérification pour qu’ils assurent par eux-mêmes le suivi de leurs apprentissages. Les recherches parlent aussi d’un usage modéré des renforcements au sens où vient un moment où trop renforcer, trop féliciter, n’a plus d’effet et peut même engendrer des effets négatifs. Les effets du renforcement peuvent se distribuer comme sur une courbe en U inversé sur laquelle il y a au départ une amélioration de la performance puis ensuite un déclin.
La pratique autonome
À un moment donné, il faut que les élèves soient capables de faire de manière autonome. Il est donc important, que les élèves s’exercent suffisamment pour d’arriver à un niveau assez important de réussite. L’enseignant, lors de la pratique autonome, observe constamment la performance des élèves pour être bien certain que des erreurs ne soient pas intériorisées et généralisées. Il faut donc donner au début un aperçu de la tâche à exécuter et du soutien. Ensuite les élèves pratiquent (quand cela est pertinent) jusqu’à l’automatisation, soit un taux de 95 % de réussite. L’enseignant supervise la pratique autonome et souligne que le travail sera corrigé. Il utilise également des routines pour soutenir les étudiants plus lents.
Les révisions hebdomadaires et mensuelles
Il est important de réviser fréquemment ce qui a été enseigné, de ré-enseigner ce qui n’a pas été maîtrisé. La question du transfert est discutée abondamment depuis quelques années. Il est important de retenir qu’il n’y a de transfert possible que si les connaissances ont été acquises et retenues. Acquises signifie bien comprises et retenues veut dire qu’elles ont été suffisamment pratiquées pour être prêtes à être mobilisées lorsque requises. La révision systématique de ce qui a été enseigné, des tests fréquents, le ré-enseignement au besoin de ce qui n’est pas maîtrisé dans les tests faciliteront tant l’acquisition que la rétention et rendront possible le transfert.
2.3. Faiblesses d’un enseignement traditionnel et par découverte
Faiblesses d’un enseignement traditionnel
Il faut bien comprendre que le modèle de Rosenshine et Stevens n’est pas assimilable à de l’enseignement traditionnel. La confusion est malheureusement fréquente. L’enseignement traditionnel comporte un certain nombre de faiblesses qu’il faut dénoncer. Examinons-les à partir du modèle en six points de Rosenshine et Stevens.
Dans l’enseignement traditionnel, on fait peu de rappel des connaissances antérieures. Les buts sont peu clairs, on ne modèle pas suffisamment. On n’accorde pas non plus assez de temps à la pratique guidée. L’enseignant expose puis met les élèves au travail en pratique autonome. L’erreur a donc le temps de se cristalliser dans l’esprit de l’élève. La rétroaction est insuffisante et, lorsqu’elle est donnée, elle vient trop tard. Et quand, au terme de l’évaluation, l’enseignant constate que la performance des élèves est mauvaise, il en attribue la cause à l’élève. Dans cette vision, l’échec est la faute de l’enfant et non celle de l’enseignant qui enseignait pourtant mal, qui ne faisait pas suffisamment de pratique guidée, qui n’avait pas rappelé les connaissances antérieures, qui n’avait pas énoncé ses buts de manière claire.
Tableau récapitulatif des faiblessesde l’enseignement traditionnel et de l’enseignement par découverte
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Faiblesses de l’enseignement traditionnel
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Faiblesses de l’enseignement par découverte
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Révision
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Peu de rappel des connaissances antérieures
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On ne s’assure pas suffisamment de la compréhension et de la maîtrise des savoirs préalables
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Présentation
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Buts peu clairs, peu de modelage
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Pas du simple au complexe (tâches complexes). Peu de contrôle de la difficulté de la tâche dans les projets
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Pratique guidée
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Peu de temps accordé à pratique guidée et beaucoup à l’exposé. Présupposé : les élèves retiennent ce qui a été dit tel quel
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Bonne recherche de la compréhension de l’élève, mais peu de pratique soutenue; tendance à l’éparpillement et au survol
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Rétroaction
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Peu de rétroaction ou trop tard; cristallisation des erreurs
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Peu de rétroaction immédiate, cristallisation des erreurs
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Pratique autonome
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Peut y avoir beaucoup de pratique, mais erreurs installées parce qu’il n’y a pas assez eu de pratique guidée
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Tendance au survol des contenus, pas jusqu’à la maîtrise et l’automatisation.
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Révisions hebdomadaires et mensuelles
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Beaucoup de tests.
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Variable
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Échec
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La faute de l’enfant.
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Défaut d’implantation, trop d’élèves, pas assez de moyens, ni de temps pour que cela donne de bons résultats
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Faiblesses d’un enseignement par découverte
L’enseignement par découverte qui prend souvent la forme de projet est une idée intéressante animée d’une bonne intention. Pourtant, une stratégie de découverte mise de l’avant trop tôt, ou encore trop rapidement, surtout quand l’élève n’a pas encore acquis ni retenu suffisamment les éléments de savoir, risque de devenir un échec pédagogique important.
Dans un enseignement par découverte, on ne s’assure pas toujours suffisamment de la compréhension et de la maîtrise des savoirs préalables. La plupart du temps, dans une pédagogie par découverte, le maître ne débute pas selon une séquence du simple au complexe, mais plutôt immédiatement à partir de tâches complexes. Étant donné que dans les projets il n’y a pas de contrôle du niveau de difficulté de la tâche, les élèves ne réussiront pas nécessairement à faire ce que l’enseignant voulait qu’ils fassent. L’intérêt du constructivisme dans la pratique guidée a été d’aller chercher le niveau de compréhension des élèves, de le questionner beaucoup. Cela est une contribution majeure à la compréhension du phénomène de l’apprentissage. Cependant, on ne met pas suffisamment l’accent sur l’importance de la pratique dans les approches par découverte. Il y a une tendance à l’éparpillement et au survol même si les élèves aiment faire des projets. Pourtant le critère de réussite ne doit pas être d’abord le plaisir des élèves mais plutôt s’ils apprennent ce qu’ils doivent apprendre. Que les élèves aient du plaisir est un effet latéral positif, mais cela ne peut constituer la mission première de l’école. Plusieurs ont l’impression, voire des croyances fortes et bien ancrées, que l’enseignement par découverte et la pédagogie de projets sont les bonnes stratégies pour faire apprendre les élèves. Ils ne peuvent remettre en question cette idée que peut-être ces dispositifs ne sont pas aussi efficaces qu’ils le pensent ni associés à un meilleur apprentissage des élèves. Lorsqu’il y a des échecs, plutôt que de remettre en question la stratégie déployée, on invoquera le ratio maître-élèves trop élevé, le manque de matériel ou de temps et on rejettera souvent le blâme sur les enseignants qui n’ont pas été suffisamment formés.
2.4. Études sur les écoles efficaces
Le champ des études sur les écoles efficaces est un domaine de recherche qui, curieusement, s’est développé en parallèle aux études sur l’enseignement efficace comme si les résultats dans un secteur n’étaient pas parvenus à influencer les méthodes et les résultats de l’autre. C’est ainsi que, au fil des ans, les études sur les écoles efficaces ont produit des résultats qui revenaient presque toujours au même d’une étude à l’autre. Les facteurs communs et prédominants des écoles efficaces qui reviennent sans cesse sont les suivants : 1- un leadership fort de la direction de l’école ; 2- des attentes élevées à l’endroit de la performance scolaire de tous les élèves ; 3- un climat ordonné et respectueux ; 4- une priorité accordée aux matières de base ; 5- un suivi (monitoring) des progrès des élèves.
Les études de Teddlie ont permis de faire une brèche dans ce qui semblait devenir un cercle vicieux. Plutôt que se limiter à examiner des caractéristiques extérieures aux classes des écoles efficace, ce chercheur et ses collaborateurs ont choisi d’examiner les pratiques d’enseignement en classe dans des écoles efficaces et peu efficaces. À partir d’un outil d’observation élaboré en prenant appui sur les travaux de par Rosenshine, ces chercheurs ont observé les pratiques en classe et constaté que les pratiques pédagogiques des écoles efficaces étaient différentes de celles des écoles inefficaces. Leurs travaux ont révélé que les écoles efficaces ont recours à un enseignement structuré et explicite.
Par ailleurs, dans son importante étude dans le cadre du projet International School Effectiveness Research, Reynolds et ses collaborateurs (2002) ont comparé des écoles de neuf pays en utilisant des outils à la fois quantitatifs et qualitatifs. Ils ont remarqué que dans les écoles efficaces des différents pays les maîtres enseignaient de manière semblable et que cet enseignement était structuré, systématique et renvoyait à des pratiques identifiées à l’enseignement efficace. Pour eux, il existerait des facteurs “universaux” associés à l’efficacité des écoles qui traverseraient les différences contextuelles propres à chacun des pays. Il s’agit là d’un gros pavé dans la mare des “situationnistes”.
Conclusion
Nous ne sommes pas partisans d’une approche pédagogique en particulier. Quelle que soit la nature de ce qui est proposé, ce qui nous intéresse est d’examiner si une base de recherche existe et si les effets de ces approches ont été mesurés. Nous considérons, d’après les nombreuses études consultées, qu’un enseignement structuré présente plus de potentiel qu’un enseignement par découverte comme approche pédagogique de base pour assurer tant la réussite des élèves d’une classe que celle de toute une école, et ce, particulièrement pour les milieux défavorisés. C’est en cela que la recherche en enseignement peut aider à rendre l’école plus démocratique.
Pourtant, et paradoxalement, les réformes éducatives actuelles proposent plutôt un enseignement par découverte. Par exemple, au Québec, au début de la réforme, les promoteurs disaient qu’il fallait passer du paradigme de l’enseignement au paradigme de l’apprentissage comme si on avait fait une percée pédagogique majeure. Comment peut-on justifier des virages pédagogiques radicaux avec si peu de preuves empiriques ? Comment peut-on prétendre faire réussir le plus grand nombre alors que l’on sait déjà que bon nombre d’élèves, et sans doute plus qu’avant, seront confrontés à l’échec ?
Il faut sans doute chercher les raisons de ces choix dans la prise de contrôle de nos systèmes éducatifs par la rectitude pédagogique d’un establishment pédagogique initié par des politiciens en quête de reconnaissance, dominé par des fonctionnaires attirés par les modes et alimentés par des universitaires en sciences de l’éducation qui se nourrissent davantage d’essais que de recherches rigoureuses.
Réponses à Léopold Paquay
1- Question : quelle est la consistance scientifique des résultats a- de Follow Through ? b- du “school effectiveness” ?
a- Follow Through
D’abord, il convient de mentionner qu’en tant que projet de recherche Follow Through avait pour but de trouver quelles étaient les méthodes les plus efficaces pour enseigner auprès des enfants de milieux défavorisés. Un design de recherche de type “variation planifiée” a été utilisé. Il est basé sur l’idée qu’une variété de curriculum et de méthodes d’enseignement peuvent être construits, implantés et évalués permettant ainsi de révéler les différences d’efficacité entre les approches. Les données ont été recueillies par le Standford Research Institute et analysées par un autre organisme, Abt Associates. Abt Associates a produit des rapports annuels dont le volume IV publié en 1977 contient les principales informations sur l’efficacité différentielle des modèles. L’évaluation fut non seulement coûteuse (30 millions US) mais aussi controversée, controversée au sens où 8 des 9 modèles analysés ne donnaient pas de bons résultats. Ce qui ne faisait pas du tout l’affaire de bien du monde, en fait de presque tout le monde !
C’est à ce moment qu’entre en scène l’étude de House et Glass mentionnée par le collègue Paquay. Elle est la plus utilisée pour discréditer la valeur scientifique de Follow Through. Il convient de mentionner que cette étude a été commandée par la Ford Foundation qui soutenait financièrement plusieurs promoteurs de modèles pédagogiques dont les résultats des élèves avaient été fort décevants à la suite de la publication du rapport d’Abt Associates. House et Glass soutenaient qu’il était inapproprié de chercher à répondre à la question d’origine à savoir quelle est l’approche qui fonctionne le mieux et la remplacer par des question du type : comment améliorer un modèle ? ou encore : qu’est-ce qui fait que les modèles fonctionnent ? Il va sans dire que de telles questions permettaient aux promoteurs dont les modèles étaient moins performants de continuer à être financés par l’état et d’empêcher également d’utiliser les résultats de Follow Through pour influencer les politiques éducatives qui joueraient nécessairement en leur défaveur. House et Glass soutenaient qu’à cause de la grande variabilité intra-modèle on ne peut comparer l’efficacité des modèles entre eux. Or, ils incluaient dans leur analyse le site de Grands Rapids où le Direct Instruction avait été implanté au début mais abandonné peu de temps après avec l’arrivée d’un nouveau directeur général qui était contre cette approche. Malgré les demandes répétées des promoteurs du Direct Instruction de ne pas inclure le site de Grand Rapids dans les résultats à analyser, il n’en fut pas tenu compte de sorte que les scores faibles de ce site ont tout de même été comptabilisés dans les scores du Direct Instruction. Grand Rapids était le seul site montrant une faible performance du Direct Instruction, infirmant ainsi la thèse de House et Glass. Une nouvelle analyse minutieuse fut faite ensuite par Bereiter et Kurland en 1981-1982 à la suite des critiques de House et Glass auxquelles ils répondirent en détail. Comme le souligne Adams (1996) : « Overall, the Bereiter-Kurland reanalysis provides even stronger support for the effectiveness of Direct Instruction. As the authors noted, only the DI and Behavior Analysis models had positive results and the DI models results were vastly superiors ». Mais le mal était fait et l’article de House et Glass, fortement médiatisé, avait joué son rôle négatif de sorte que le Direct Instruction n’a jamais pu être reconnu à sa juste valeur. Comme le souligne Adams, ceux qui veulent réformer les systèmes éducatifs recherchent des programmes qui vont produire des résultats supérieurs auprès des élèves à risque, qui sont reproduisibles (“replicable”) et qui peuvent être implantés fidèlement dans divers contextes, qui peuvent être utilisables dans toute une école et avec lesquels les étudiants développent une bonne image d’eux-mêmes. « The Follow Through data confirm that DI has these features. The program works across various sites and types of children (urban blacks, rural populations, and non-English speaking students). It produces positive achievement benefits in all subject area – reading, language, math, and spelling. It produces superior results for basic skills and for higher-order cognitive skills in reading and math. It produces the strongest positive self-esteem of the Follow Through programs ».
b. Le “School effectiveness”
Les recherche récentes de Reynolds et Teddlie sur les écoles efficaces ont franchi la porte des classes et permis d’analyser les pratiques mises de l’avant par les enseignants. À partir de méthodologies mixtes combinant des outils quantitatifs et qualitatifs il a été possible de faire ressortir des similitudes entre les pratiques pédagogiques d’enseignants provenant de divers pays. Ces travaux ont permis que se rencontrent deux traditions de recherche qui fonctionnaient jusque-là en parallèle. Les résultats de recherches sur les écoles efficaces rejoignent désormais ceux sur l’enseignement efficace qui ont été largement documentés et validés au fil des années. Les protocoles de recherche de ces nouvelles études sur les écoles efficaces sont sérieux et décrits en détail. Si aucune méthode de recherche est parfaite, il n’en demeure pas moins qu’on a atteint avec ces travaux un niveau de qualité fort acceptable lorsqu’on les compare à bien des écrits en éducation qui relèvent plus de l’essai que de la recherche.
Monsieur Paquay nous accuse d’être positiviste. En éducation, le terme “positiviste” est souvent lancé comme une insulte comme si le terme contenait lui-même l’argument définitif, comme si la signification du terme était convenue de tous et comme si les conséquences qui en découlent l’étaient également. Quand il s’agit de vérifier les effets de certaines stratégies pédagogiques, de comparer l’impact d’approches pédagogiques utilisées par des enseignants dans plusieurs écoles, il convient de se construire des outils de mesure, de faire un pré-test et un post-test, de comparer les groupes expérimentaux à des groupes témoins, et idéalement de choisir les groupes aléatoirement. Ce sont les critères que le National Research Council américain a formulé en 2002 pour améliorer la recherche en éducation. On peut alors demander à ceux qui critiquent cette façon de faire “positiviste” comment ils s’y prendraient eux-mêmes pour évaluer autrement les effets d’approches tout en étant rigoureux ? Se contenteraient-ils, comme Glass et House, de proposer de ne pas évaluer les approches mais simplement de se contenter de description ethnographiques de cas ? L’approche du Open Education ne fonctionnait pas plus il y a vingt ans qu’aujourd’hui. Et pourtant on y a injecté de l’argent et donné du temps !
De plus, monsieur Paquay nous signale que les travaux positivistes donnent lieu à une faible théorisation. Sur ce plan, nous lui répondons que les travaux en psychologie cognitive permettent actuellement d’intégrer bien des résultats de recherches processus-produit (d’inspiration plus béhaviorale) qui ont été conduites plusieurs années auparavant (Becker, 1991). La théorie de la surcharge cognitive qui décrit notamment la capacité limitée de la mémoire de travail permet de comprendre les limites des approches pédagogiques basées sur la découverte. Mais pour ce faire, il a fallu accumuler patiemment des données empiriques au fil des ans, mesurer, faire des pré-tests et des post-tests, etc. Ces stratégies “positivistes” nous semblent nettement préférables à la théorisation à vide que l’on rencontre trop souvent dans nos milieux des sciences de l’éducation. À cet égard, les styles d’apprentissage n’ont fait l’objet d’aucune validation scientifique sérieuse [1], les intelligences multiples de Gardner non plus, la pédagogie différenciée est un véritable fourre-tout. Et pourtant, ce sont des “théories” vraiment à la mode en éducation et proposées par bien de supposés chercheurs rigoureux dans les facultés des sciences de l’éducation ! Que faut-il faire ? Théoriser tous azimuts et ne rien vérifier ou ne théoriser que ce que l’on est capable de vérifier empiriquement ?
Enfin, notre collègue Paquay nous invite à faire attention aux amalgames en nous signalant que « le caractère structuré, systématique et explicite n’impose pas nécessairement comme modèle l’enseignement direct ». Il n’y a aucun amalgame de notre part, nous avons signalé dès le départ que les approches pédagogiques qui semblaient donner les meilleurs résultats appartiennent à la famille “instructionniste”. Dans ce regroupement, on retrouve des modèles aussi différents que le Success for All de Robert Slavin, certaines approches behavioristes, l’enseignement explicite, etc.
2- Sur quels présupposés repose la proposition du modèle pédagogique dit “enseignement direct” comme modèle normatif à préconiser plus particulièrement pour les élèves socio-culturellement défavorisés ?
Le présupposé est fort simple et dit que si l’on veut aider des élèves en difficulté il est préférable d’utiliser une approche dont les effets ont été vérifiés. Ainsi, lorsqu’on essaie d’évaluer l’efficacité de diverses approches pédagogiques, le modèle du Direct instruction est celui qui, de loin, a donné les meilleurs résultats. Alors, d’un point de vue éthique qui commande la prudence dans le choix des approches à privilégier afin de ne pas taxer indûment les élèves, d’un point de vue économique qui demande de ne pas dilapider les fonds publics avec des modèles qui ne donnent pas les résultats escomptés, d’un point de vue de l’efficacité pédagogique qui requiert de prendre les meilleurs moyens pour atteindre les fins, d’un point de vue pragmatique qui veut que l’on ait pas à inventer des outils lorsqu’il en existe de performants, l’approche du Direct instruction, lorsque comparée aux autres modèles pédagogiques de Follow Through, semble nettement celle à privilégier pour les élèves provenant de milieux défavorisés.
On nous rétorque par ailleurs qu’il est erroné de dire que les enseignants “appliquent une méthode”, il existerait plutôt une très grande variation dans l’utilisation d’une méthode. À cela il faut répondre que là où l’apprentissage d’approches pédagogiques a été le plus efficace dans le cadre du programme Follow Through, c’est lorsque la formation comprenait le modelage des comportements désirés, la possibilité pour les enseignants de pratiquer et enfin, l’occasion de recevoir de la rétroaction au sujet de leurs performances. Modelage, pratique guidée et rétroaction sont des éléments d’un enseignement efficace et il n’est pas surprenant qu’ils aient été utilisés par les promoteurs du Direct Instruction dans le cadre de la formation des enseignants pour le projet Follow Through. Plus encore, le Direct Instruction se fonde sur des leçons dont les séquences ont été minutieusement planifiées et testées auprès des élèves, ce qui diminue considérablement la variation dans l’application et fait en sorte que dans les 17 sites où le Direct Instruction a été implanté des effets supérieurs aux autres approches ont été constatés (sauf évidemment le cas de Grand Rapids dont nous avons parlé). Cela se comprend aisément : les stratégies d’apprentissage à enseigner sont claires, modelées, pratiquées et font l’objet d’une rétroaction continue. De plus, le curriculum implanté a été testé auprès des élèves. On ne sera donc pas surpris, contrairement à ce qu’affirme mon collègue Paquay, de constater une moins grande variation dans l’utilisation de cette méthode. Enfin, à la suite des travaux de Reynolds sur l’efficacité des écoles, on se rend compte que la question du contexte n’est peut-être pas aussi déterminante qu’on le pensait et que des pratiques pédagogiques communes traversent les pays et les continents, pratiques qui renvoient notamment à ce qui avait été identifié comme pratiques efficaces en contexte américain.
Au fond, ce qui surprend avec les résultats montrant l’efficacité du Direct Instruction c’est qu’ils déjouent un préjugé bien ancré en éducation à savoir que des approches pédagogiques différentes sont nécessaires pour enseigner à des clientèles d’enfants différents. Ce que montre le Direct Instruction, c’est qu’une approche commune pour tous peut donner de très bons résultats avec tous les types d’enfants. Plus encore, cela vaut autant pour diverses clientèles d’élèves que dans diverses disciplines, autant pour les aspects cognitifs qu’affectifs. Lisons les propos d’Engelman à cet égard : « There’s more : Not only were we first[2] in ajusted scores and first in percentile scores for basic skills, cognitive skills, and perceptions children had of themselves, we were first in spelling, first with sites that had a Head Start preschool, first in sites that started in K, and first in sites that started in grade one. Our third-graders who went through only three years (grade 1-3) were, on average, over a year ahead of children in other models who went through four years – grades K-3. We were first with Native American, first with non-English speakers, first in rural areas, first in urban areas, first with white, first with blacks, first with the lowest disadvantages children and first with high performers ». (2007, p. 4).
En conclusion, le préjugé qui a été déboulonné par les résultats de Follow Through est que plusieurs s’attendaient justement à ce que différents modèles puisse exceller dans les habiletés de base, d’autres dans les habiletés cognitive, d’autres encore dans les dimensions affectives, certains en lecture, d’autres en mathématiques. Or, ce ne fut manifestement pas le cas. Un seul modèle a dépassé, et de loin, tous les autres, déstabilisant ainsi tout l’establishment pédagogique : professeurs en sciences de l’éducation et hauts fonctionnaires. Ce n’est pas faire preuve de simplisme ou de pensée unique comme nous accuse bien prétentieusement notre collègue Paquay, c’est plutôt, au contraire, donner une place à la rigueur, prendre appui sur les meilleures études et refuser de s’ouvrir à la bêtise du n’importe quoi.
Paquay nous dit qu’à trop vouloir prouver on fragilise la preuve. Comprenons-nous bien ? Faudrait-il aller dans le sens inverse et continuer à ne vouloir rien ne prouver comme le font tant d’auteurs en sciences de l’éducation ? On nous a demandé des preuves et on en a donné plein. Pourrait-on en demander et autant aux partisans du constructivisme qui dominent actuellement le marché des idées pédagogiques sans avoir fourni la moindre étude sérieuse des effets positifs de leur approche ?
En fait, le problème n’en est pas un de trop vouloir prouver il est plutôt ailleurs, nos propos heurtent de plein fouet les idéologues de la rectitude pédagogique qui prêchent sur toutes les tribunes depuis des décennies et qui n’ont jamais soumis leurs thèses à l’épreuve des faits. Il est clair que ces gens-là n’ont pas besoin de preuves. Aucune preuve ne les atteindra jamais, ils sont foncièrement croyants dans leur idéologie pop-pédagogique et font des carrières plutôt lucratives sur de la fausse représentation.
À ce sujet, Rosenshine (2001) cite les travaux de Jeanne Chall sur l’efficacité des méthodes pédagogiques : « One problem, of course, is that in the past, scientific results have been rejected by those who put ideology before data. Thus, we note that after 50 years of extensive, heavily funded research, there is still no common consensus regarding best teaching practice, no common body of knowledge about instruction, and no common standards of practice. This problem is not due to a lack of research or of consistent, replicated findings. As Chall noted, the problem, in beginning reading, is not the research. The results of the research on beginning reading have been the same since the 1920s. The problem is getting people to accept the results of this research. And here, no compromise, no reconciliation has been possible. The romantics reject all objective test results, claiming that the tests are only testing mere facts and rote learning. Instead, the romantics make unsupported claims that their methods will lead to critical thinking skills and problem-solving abilities. But, as research has shown, expertise in any area is highly dependent on well-organized, extensive, overlearned, and accessible background knowledge the very knowledge that is dismissed by romantics. Chall notes systematic instruction is particularly effective for those who enter school with limited knowledge, language, experience, and skills, regardless of social class. » (pp. 310-311)
Réponse à Philippe Jamotte
Il y a un certain nombre d’éléments que nous aimerions clarifier car, visiblement, vos propos montrent que vous n’avez pas saisi le sens de notre intervention. D’abord, nous ne proposons pas de façon manichéenne un virage à 180 degrés, une révolution copernicienne comme vous le dites. Nous réagissons plutôt au virage à 180 degré proposé par le ministère de l’Éducation du Québec à l’effet de « passer du paradigme de l’enseignement au paradigme de l’apprentissage ». C’est ce genre de discours prescrivant une révolution pédagogique majeure, qui n’est cependant pas propre au Québec, qui nous a interpellé dans la mesure où nous demandions sur quelle base de recherche pouvait-on proposer un changement si radical. Y avait-il eu une découverte pédagogique majeure qui nous aurait conduit à proposer un tel virage ? C’est cette prescription qui nous a incité à examiner les effets comparés de diverses approches pédagogiques pour nous rendre compte que, contrairement à ce que nous pensions au départ, les approches par découverte ne sont pas associées à une meilleure réussite scolaire des élèves, et ce, particulièrement pour ceux provenant de milieux défavorisés. Ces résultats de recherches, au départ identifiés dans le cadre du projet Follow Through, puis ensuite confirmés par nombre d’autres travaux montrent que des approches instructionnistes sont davantage associées à la réussite scolaire des élèves que celles axées sur la découverte et la pédagogie de projets, inspirées du constructivisme et popularisées par le discours dominant.
Nous comprenons mal que des gouvernements proposent des approches pour lesquelles on ne dispose d’aucune données qui en confirmeraient les effets positifs sur l’apprentissage et n’en proposent pas d’autres pour lesquelles les recherches confirment l’efficacité depuis des décennies.
Monsieur Jamotte, nous vous présentons des études qui montrent les effets supérieurs associés aux approches instructionnistes et vous continuez à dire qu’une plus grande variété pédagogique vous paraît indispensable. Quand nous parlons d’approches instructionnistes nous parlons de plusieurs approches différentes qui semblent donner des effets positifs et si nous examinons l’une d’elles par exemple, l’enseignement explicite, on se rend compte qu’il y a de la variation. Par exemple, le rappel des connaissances antérieures est une étape cruciale quand l’enseignant aborde un contenu nouveau mais elle peut être réalisée de différentes manières. Il y a donc place à de la variation dans notre propos mais pas celle que vous aimeriez. Vous aimeriez que l’on fasse preuve de plus d’ouverture, nous pensons pour notre part que ce n’est pas faire preuve d’ouverture mais bien d’irresponsabilité que de laisser la place à toutes les approches pédagogiques car elles ne se valent pas toutes quant à leurs effets sur l’apprentissage des élèves. Comment peut-on désirer utiliser avec les élèves ce qui a été démontré ne pas marcher !
Vous nous dites que de « nombreuses recherches » montrent que le morcellement en petites unités peut compromettre l’apprentissage. Lesquelles ? Ont-elles une base empirique ? Comme le signale de manière fort à propos B. Grossen : « Much of what is passed off as research is not research at all but only opinion. Many readers who see something written with citations that include the name and the date in parentheses believe that they are reading research. In fact, they may be reading a citation of opinion ». Vous avez une vision tellement caricaturale d’un enseignement qui se préoccupe de bien séquencer les apprentissages que vous excluez de facto que l’on se préoccupe en même temps du sens. Vous réduisez cela à de l’apprentissage bête. Nous vous rappelons que le Direct Instruction, approche structurée s’il en est une, donnait les meilleurs résultats parmi toutes les autres approches sur la résolution de problèmes. Quelqu’un quelque part devait bien se préoccuper du sens dans cette approche où le maître interroge les élèves 300 fois par jour ! Quand vous dites « des élèves dûment entraînés à répondre correctement à des exercices de grammaire se révèlent être de piètres orthographieurs lorsqu’ils sont amenés à écrire spontanément », vous être en train de commettre la même erreur que ceux, fort nombreux, pour lesquels la faible quantité de transfert entre les apprentissages scolaires et la vie de tous les jours justifie la nécessité de procéder à des changements pédagogiques. Avant d’en arriver à de telles propositions, il faudrait d’abord mesurer le niveau d’acquisition et de rétention de ces jeunes car aucun élève ne peut transférer ce qu’il n’a pas acquis ni retenu. Comme le souligne avec justesse Yates : « As implied earlier, one notable misconception is that direct instruction produces superficial or rote learning, whereas discovery produces meaningful learning. On the other hand, available data suggest that when procedures are complex, when learning is difficult, and when learners are novices or unable to proceed on their own, then clear explanations and direct instructional methods are used to help them achieve deep and meaningful cognitive learning outcomes ». (2005, p. 697)
Nous sommes finalement d’accord sur un point avec vous à savoir qu’en éducation nous sommes constamment confrontés au retour du balancier. Cependant vous pensez que nous voulons faire table rase, jeter le bébé avec l’eau du bain et relancer le mouvement de balancier. Vous vous méprenez sur ce point. Nous voulons simplement que la recherche contribue et continue à identifier les “bonnes pratiques” afin que l’on arrête précisément de relancer le mouvement du balancier. Comme certains dans le cadre de nos réformes actuelles ont réussi à faire adopter des approches qui n’ont aucun fondement empirique et donnent de mauvais résultats, tôt ou tard ils seront démasqués et le balancier repartira.
Que signifie au fond le balancier en mouvement ? Il veut dire simplement que nous n’avons pas su identifier les bonnes pratiques et les intégrer dans le répertoire des stratégies des enseignants en tant que savoir professionnel partagé. On se rend compte après un certain temps que les performances des élèves ne sont pas au rendez-vous. Faute d’avoir su prévenir, on relance le balancier. Nous pensons que la recherche en enseignement peut contribuer de manière importante à stabiliser les pratiques (et le balancier), autrement dit à constituer enfin une base de connaissances en enseignement (knowledge base for teaching).
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[1]. Incidemment, Lee mentionne que : « While Direct Instruction (DI) appeared most successful for all students, programs oriented toward individual learning styles provided the least academic achievement ».
[2]. Le caractère gras est de nous. |