Source : TA@l’école
Jean Roger Alphonse et Raymond Leblanc
L’enseignement explicite : une stratégie d’enseignement efficace en lecture, en écriture et en mathématiques, pour les élèves ayant un trouble d’apprentissage
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Une description de la stratégie
L’enseignement explicite est issu des recherches effectuées sur les pratiques de l’enseignement efficace. Ce courant de recherche s’est donné pour objectif d’identifier les interventions pédagogiques les plus efficaces pour favoriser l’apprentissage des élèves ayant un trouble d’apprentissage dans les matières de base telles que la lecture, l’écriture et les mathématiques. L’enseignement explicite est la formalisation d’une stratégie d’enseignement structurée en étapes séquencées et fortement intégrées. Selon cette approche, l’enseignant, de manière intentionnelle, cherche à soutenir l’apprentissage des élèves ayant un trouble d’apprentissage par une série d’actions au cours de trois grands moments : 1) la préparation de la leçon, 2) l’interaction avec les élèves ayant un trouble d’apprentissage au cours de l’enseignement, 3) la consolidation de l’apprentissage (Gauthier, Bissonnette et Richard, 2013).
Il est important que l’enseignant prenne le temps de préparer la leçon. Au cours de cette phase, il doit réfléchir aux résultats d’apprentissage visés, aux activités pédagogiques à réaliser, à la mise en scène des différentes étapes, aux matériels requis, à l’estimation du temps et à l’évaluation des apprentissages. En effet, l’enseignant doit d’abord préciser les objectifs d’apprentissage qu’il poursuit avec les élèves ayant un trouble d’apprentissage: ce qui entraîne une activité de planification à rebours (Tomlinson et McTighe, 2010) qui consiste à déterminer 1) les résultats escomptés, 2) les preuves d’apprentissage, et 3) les activités pédagogiques. Il va de soi que la détermination des objectifs d’apprentissage et des preuves d’apprentissage facilitera l’évaluation des apprentissages des élèves ayant un trouble d’apprentissage.
Lors de la conduite de la leçon, la démarche de l’enseignement explicite, planifiée pour la réalisation des activités pédagogiques, sera adoptée : l’enseignant démontrera aux élèves ayant un trouble d’apprentissage ce qu’il faut faire (étape de modelage); il les accompagnera ensuite au cours d’une activité d’équipe (étape de la pratique guidée ou dirigée) pour qu’ils soient capables, au bout de course, d’accomplir la tâche seuls (étape de la pratique autonome).
Résultats des recherches
Bissonnette et al. (2010) ont publié dans la Revue de recherche appliquée sur l’apprentissage un article intitulé : Quelles sont les stratégies d’enseignement efficaces favorisant les apprentissages fondamentaux auprès des élèves ayant un trouble d’apprentissage de niveau élémentaire ? Il s’agit d’une méta-synthèse dont l’objectif est d’identifier les stratégies favorisant l’apprentissage de la lecture, de l’écriture et des mathématiques auprès des élèves ayant un trouble d’apprentissage et à risque d’échec. Cette méta-synthèse regroupe les résultats provenant de 11 méta-analyses, émanant de 362 recherches effectuées sur une période de 40 ans, impliquant 30 000 élèves ayant un trouble d’apprentissage et à risque d’échec, tant au niveau élémentaire qu’au niveau secondaire. Ces recherches sont réalisées selon des devis expérimentaux qui permettent d’établir des comparaisons et de tirer des conclusions jugées fiables (Bissonnette et al., 2010).
Les résultats de différentes méta-analyses montrent que les méthodes d’enseignement structurées et directives, tel que l’enseignement explicite, sont celles à privilégier pour l’enseignement des matières de base telles que la lecture, l’écriture et les mathématiques auprès des élèves ayant un trouble d’apprentissage et à risque d’échec, au niveau élémentaire. Bissonnette et al. (2010) pensent que l’enseignement explicite devrait être utilisé comme toile de fond pour enseigner la lecture, l’écriture et les mathématiques, auquel on pourrait y insérer une démarche d’enseignement réciproque. L’enseignement réciproque est une activité d’interaction verbale au cours de laquelle les élèves ayant un trouble d’apprentissage travaillent en petits groupes et assument tour à tour le rôle d’enseignant pour expliquer et appliquer les quatre stratégies dont se sert tout bon lecteur pour comprendre un texte, lesquelles consistent à prédire, à questionner, à clarifier et à résumer. Il serait donc intéressant de voir l’enseignement explicite utilisé en conjonction avec l’enseignement réciproque, notamment au cours de la pratique guidée.
Le soutien à l’enseignement représente également une autre modalité pédagogique efficace, d’après ces chercheurs. En effet, le tutorat, les informations fournies aux enseignants et aux élèves ayant un trouble d’apprentissage ainsi que les communications avec les parents, sont des mesures de support à l’enseignement qui améliorent la performance des élèves ayant un trouble d’apprentissage dans les domaines de la lecture, de l’écriture et des mathématiques. De plus, ces moyens peuvent être utilisés en complémentarité avec l’enseignement explicite et l’enseignement réciproque.
Finalement, d’après Bissonnette et al. (2010), les effets obtenus par la pédagogie constructiviste sur le rendement en lecture, en écriture et en mathématiques des élèves ayant un trouble d’apprentissage sont inférieurs au seuil limite retenu pour cette étude. Par conséquent, les auteurs ne recommandent pas cette stratégie d’enseignement alors qu’on dispose de méthodes pédagogiques beaucoup plus efficaces comme l’enseignement explicite ou l’enseignement réciproque.
L’implémentation de la stratégie : Les trois temps de l’enseignement explicite
Selon Gauthier, Bissonnette et Richard (2013), l’enseignement explicite se divise en trois étapes subséquentes : le modelage, la pratique guidée ou dirigée, et la pratique autonome. L’étape du modelage favorise la compréhension de l’objectif d’apprentissage chez les élèves ayant un trouble d’apprentissage. La pratique dirigée leur permet d’ajuster et de consolider leur compréhension dans l’action, à travers des groupes de travail. La pratique autonome leur fournit des occasions d’apprentissage nécessaires à la maîtrise et à l’automatisation des connaissances de base.
→ L’enseignement explicite commence donc par le modelage. Cette stratégie consiste pour l’enseignant(e) à exécuter une tâche devant les élèves ayant un trouble d’apprentissage et à décrire ce qu’il fait pendant qu’il le fait. Dans l’étape du modelage, l’enseignant(e) s’efforce de rentre explicite tout raisonnement qui est implicite en enseignant les quoi, pourquoi, comment, quand et où faire. L’information est présentée en petites unités, dans une séquence graduée, allant généralement du plus simple au plus complexe, non seulement afin de respecter les limites de la mémoire de travail de l’élève ayant un trouble d’apprentissage, mais encore afin de rendre plus visibles les liens entre les nouvelles connaissances et celles apprises antérieurement. L’enseignant peut alors recourir aux exemples et des contre-exemples qui peuvent attirer l’attention des élèves ayant un trouble d’apprentissage, faciliter leur compréhension de l’objet d’apprentissage et améliorer ainsi la qualité du modelage.
→ À la suite du modelage, la démarche de l’enseignement explicite se poursuit avec l’étape de la pratique guidée, dite aussi pratique dirigée, qui permet aux élèves ayant un trouble d’apprentissage de réussir, avec le soutien approprié, à atteindre l’objectif de l’apprentissage visé et à acquérir ainsi la confiance et la motivation nécessaire pour continuer son apprentissage. Cette étape est propice au travail en équipe qui permet à l’enseignant(e) de vérifier ce que les élèves ayant un trouble d’apprentissage ont compris de la leçon, non seulement en leur donnant l’occasion de réaliser des tâches semblables à celles effectuées lors du modelage, mais encore en leur fournissant de la rétroaction sur le travail accompli. La pratique guidée aide les élèves ayant un trouble d’apprentissage à « vérifier, à ajuster, à consolider et à approfondir leur compréhension de l’apprentissage en cours, par l’arrimage de ces nouvelles connaissances avec celles qu’ils possèdent déjà en mémoire à long terme » (Gauthier et al., 2004, p.28).
→ Lors de la pratique autonome, l’élève ayant un trouble d’apprentissage réinvestit seul dans de nouvelles situations d’apprentissage ce qu’il a compris lors du modelage et appliqué en équipe lors de la pratique guidée. Cette étape constitue alors l’étape finale de l’apprentissage qui permet à l’élève ayant un trouble d’apprentissage de roder sa compréhension dans l’action jusqu’à l’obtention du niveau de maîtrise le plus élevé possible, en vue de consolider l’apprentissage. Elle permet également de repérer les élèves ayant un trouble d’apprentissage qui auront besoin d’un soutien particulier avant d’aller plus loin.
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LAhmDHkM2Tkjrk0Aec6b8Wdb/saXUtU0yykjk0B9Wt4rQuGBSURFXLE8EtuyBwAevWrTfEbX0jnslTRbvUItTsbNbq28w2rrdA4/iJDLxnk8EHHNeh2+iaVZ+X9k0yzg8uA26eVbouyInJjGBwpPO3pmmweH9GtrWO2ttJsYbeKYXEcUdsiokoORIABgMDznrQBwMfxE1yUWOnMukWupS6lfWM95cbxagWp5IXdkFsjALcYJ56Vm2N7c6d+zHpd1ZXMtrMi2oEsMhRlBvEDcjnBBIPsTXqE3h/Rrm3a3uNJsZYXnNy0clsjK0pOTIQRgsTzu60+TRdLm0k6VLptnJpxABs2t1MPB3D5MY689OvNAHF+OPiBqej6tp+m+FrS0vpbuGWYzSyoUOwqCgzIgz8wJOSQMfKe3MQ+LtX0Txp4k1RYdORbi60oXemySF7h2lt4lKwsp2kqWJzgg4OK9RHhLw4NPFgPD+lizEnmi3FlH5YfAG7bjGcAc9eKm/4R/Rv7RW//ALIsPtiEMtz9mTzFIUKCGxnhQB9ABQB5VF4xuvCmia3/AGVJZG9m8R6q6wXUbv5ixvubGGUDAIyS3cYB6VoTfFDXnim1Gzs9OGnWltpV1PFKJDM63mAVVg20FSepH4GvQ5/DWhXLO1zounzF5vPcyWqNukxjecjlscZ604eH9GEDwjSLARSJFG8f2ZNrLF/qlIxyE/hH8PbFAzA8P+KdQ13xXqduX0y20+xvJbIWrljeSNGB+864CnOQMdOc12FUxpGmjVTqY0+1F+V2G7EC+aV9N+M4/GrlAgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqrM7CZgGIH1ppXJlKyLVFUfMf++350eY/wDfb86rlJ9oi9RVHzH/AL7fnR5j/wB9vzo5Q9oi9RVHzH/vt+dHmP8A32/OjlD2iL1FUfMf++350eY/99vzo5Q9oi9RVHzH/vt+dHmP/fb86OUPaIvUVR8x/wC+350eY/8Afb86OUPaIvUVR8x/77fnR5j/AN9vzo5Q9oi9RVHzH/vt+dHmP/fb86OUPaIvUVR8x/77fnR5j/32/OjlD2iL1FUfMf8Avt+dHmP/AH2/OjlD2iL1FUfMf++350eY/wDfb86OUPaIvUVR8x/77fnR5j/32/OjlD2iL1FUfMf++350eY/99vzo5Q9oi9RVHzH/AL7fnR5j/wB9vzo5Q9oi9RVHzH/vt+dHmP8A32/OjlD2iL1FUfMf++350eY/99vzo5Q9oi9RVHzH/vt+dHmP/fb86OUPaIvUVR8x/wC+350eY/8Afb86OUPaIvUVR8x/77fnR5j/AN9vzo5Q9oi9RVHzH/vt+dHmP/fb86OUPaIvUVR8x/77fnR5j/32/OjlD2iL1FUfMf8Avt+dHmP/AH2/OjlD2iL1FUfMf++350eY/wDfb86OUPaIvUVR8x/77fnR5j/32/OjlD2iL1FUfMf++350eY/99vzo5Q9oi9RVHzH/AL7fnR5j/wB9vzo5Q9oi9RVHzH/vt+dHmP8A32/OjlD2iL1FUfMf++350eY/99vzo5Q9oi9RVHzH/vt+dHmP/fb86OUPaIvUVR8x/wC+350eY/8Afb86OUPaIvUVR8x/77fnR5j/AN9vzo5Q9oi9RVHzH/vt+dHmP/fb86OUPaIvUVR8x/77fnR5j/32/OjlD2iL1FUfMf8Avt+dHmP/AH2/OjlD2iL1FUfMf++350eY/wDfb86OUPaIvUVR8x/77fnR5j/32/OjlD2iL1FUfMf++350eY/99vzo5Q9oi9RVHzH/AL7fnR5j/wB9vzo5Q9oi9RVHzH/vt+dHmP8A32/OjlD2iL1FUfMf++350eY/99vzo5Q9oi9RVHzH/vt+dHmP/fb86OUPaIvUVR8x/wC+350eY/8Afb86OUPaIvUVR8x/77fnR5j/AN9vzo5Q9oi9RVHzH/vt+dHmP/fb86OUPaIvUVR8x/77fnR5j/32/OjlD2iL1FUfMf8Avt+dHmP/AH2/OjlD2iL1FUfMf++350eY/wDfb86OUPaIvUVR8x/77fnR5j/32/OjlD2iL1FU0dzIuWbqO9XKlqxUZXCiiikUFU5/9c3+e1XKpz/65v8APaqjuZ1NiOiiitDEKKKKACiiigAooooApa1eyaboGoX0Kq0lrayTIr9CVUkA+3FYcviTUv8AhBNP1m1t7aW+uhCTAdwDlyMqgyTn059+1bmtWUmpaBqFjCyrJdWskKM/QFlIBPtzWN4R07xJpNrDp+stpbWNtbiOE2hkMpYYxu3ADGM9ParVrXMpc3NZGgvijRX1s6QuoxG+DFPK5+8P4d2MZ9s5qvH428OS6klgmqRfapJTCsRVgd4ONpyOOeBnr2rn9P8Ah7NYeJhdE2lzYrem8RpZZxNG3UAKGCHB7kUn/CBaj/Z3kefaeZ/wkP8AamdzY8rGNudv3vbp71XLDuRzVex1Vv4n0e71p9Jt75JL6MsGiCtwV6jdjBI7jNVW8Y6LcxX8WnarbNc2sEkpLKxVdoOW4HzAd9uaybPwfqkXiy4vXubW1064Mpmhs2kBud4IBdWJVWGfvL1xWbp3w2vLK3ubeRrGYC0uILW5Mk/mAyIVBKFiijB5wD+dHLDuHNV7HRQ+MdN07QNPude1O3M91B5u63hkIcf3guNwHuQKfJ498MwwxSy6okaTQ+fHvicF03FcgFc9QeOvGenNef8AinTLvSJNHsXuobSSLRzbT3BMgjnG7BiDKpJzzxgdevIrp9C0G91G+0zXZbSGwhXRTYizctvjO5tp5HQqR1Oeapwja5EalRvlR0d14s0Oz0y21C41GJbW6/1DgFjJ64AGeO/HHeobzxt4csPK+16rCgmgFxGQGYPGTgEYHPIPHXg1yv8AwrbUE0HRI1uLWS+01ZkeN5ZVhkV3ZuGTa4Iz+NWv+Ff3aTA25soYhocunhEaQhZnZzuG7J25fuc+1Llp9yuer2Om0/xboWq6l9g07U4bi52bwiZII9jjB+gNMh8ZeH7iW6jg1SGRrSN5ZdobhUGWIOPmx/s5rEtvBN3HdeGmmltxFpdnNb3QjZgzl4yuU+X1OcnFZ2nfDa8sre5t5GsZgLS4gtbkyT+YDIhUEoWKKMHnAP50uWHcfNV7HU2vjfw5eyvHa6pFK8cBnZVVvuAbiRxyQOoHI9KTwn4usvFlnLLaK0UsLYkibJ2gkhTnABztJwOneszT/B97Z6l4WuGltgmj2skNwEZsuzIVG3jkZOecVe8F6DqHhrTZdMu5bWa0jkLWrxbvMIJJO8HjuOlJqFtBxlUclcunxXog1d9L/tCM3qEgxKGPzAZK5AwW/wBnr7VFD4z0CeNXh1BXVreS5+WJztjTO5mGPlxg9cE9q5u0+H11p/iFrqL7Fd2q3bXkJuJp1kR+qjCts4P8RBPXjtVU+D9U0DTNe1GaeznOoaZdG+VAQUlIdh5Xy/d5wQcevpVcsO5PPV6o6u18ZaFqjvbaVqcc115LSIgVhkAZ4yMEjuOorD8OeKNSvtH8LPeaha/adSlnEyywtvnVGYfJsG1SBjrj+hqeFfDWparaeHtR1G5tEsrCyYWqW6N5jGRMfPnjj26496n0rwJqlmvhuK5uLRo9Hlut5jZwzpLyMcfeznP4dadoLT+upKlUlZ2/rT/gnQSeMNHnXUINO1OB7qzt5JXJR2SPaOWJA5AOMgHNZUfxCs7F9EtNUmjuJr+DzJrm3jkEaZGUIUruO48dsdTim6X4T1zTfDd94eF1p8unSW1xFbybHWYtIDgv2wCT0z+lA8Iatar4YubGeyN5o0DQypMXMbhl2kqQM9M9R6UrQKvVep0C+KNFfWzpC6jEb4MU8rn7w/h3Yxn2zmnax4k0rQWiTU7kxvKCyRxxPK20YyxVASFGRljwM9a5XT/h7NYeJhdE2lzYrem8RpZZxNG3UAKGCHB7kVe8T+Er7UfEkOs6XKHf7KLSW3fUbmzG0OWDB4Dkn5iCpBB45GOc5pL4Tam5P49DbbxNpAv7azS882a5RJI/JjeRdj/cYsoKqGwcEkZxxVXwt4us/FS3htIbiJrS4khIlgkQMFcqGyyqMnbkr1XoayZfB19b3ulHQ0s9OSyit4TcxXEwkEUbZaIocrMhGQN5BXJPWtfw1pGoaLPqkFybaSzuL6a8t5I3bzP3rl2V1K4GCcAgnPtUamtlYp6L4oEWjahe67cOwh1e7tIvLgLsVSZ1RQkaksQq+hPGTWw+u2beGpNbs5ftNosDTI0aMxYAHjaBuzkYIxkVzT+Fdfg02e2srq22ya1cXzRC5lgFxBKWYIzoNyMrPnAyG2jJwSBqeGPDt1ovgf8AsW6khe4zc/PEWKfvJZHX73PRxnr35PWjUHYyvDPjezj8IaZfeINWuLm81GIXHl/YHDp8qlgscaZMak4DkEHI+Y1uz+MNBt2slbUUc38fm2ohRpfOTIGV2g5+8PoMnoDWHYeFtd0JNHutJfTri8ttGg0u6iuZHSM+XyHR1UnqW4KjIx0xVjw74NuND1fTLl7iGaO10+5glIBUmaadJiVXnCDDjrkDHWlqN8pbPxA8MCXyzqfJd4wRBJtaRCQ0YO3Bfg4QfMewNXR4q0c6HHq6XTSWcrmNDHBIzs4JBXywu/cCpyMZGDWJZ+EL+30vQbZ5rcvputT6hKQzYaN2uCAvH3v3y5BwODz0zHJ4V1yDSXt7C7gDSazc300IuZYVmhleRlQyIN6kblJA4JXGcGjUVomheeIjc6v4UbR7tZLDVLmZZSqg+Yq28jgcjKkMoz0ORg9xTrHxhp66Jpl1qd9DLNqERmiNlbTFXTP39mCyqAy5LYAJrM0bwZqOl6f4ajaa0ebSNRuriYK7hXjm84fKSCdwEqnB9CM96rHwRrEPhHQ9Ns3sU1HTrPyBqCXEsUlu+B8yFV/eLxyjABsDNGo/dOrn8S6Ta61HpU90Uu5GCKDE+zcRkKZMbQxHRScmsKTx/bXFr4iFr/ocuiysrT3lrO0JRVQsxwo5y7AICScBuhqrrHg/X9U8RR3Mt7bT2kOo2l5E0txKrRpEyF4xEB5eSVZg/JO7BwMES6p4R1e607xdpls9l9l1zfPBLJI4eOVo449rKFI2/uydwJPPSjULRN+/8WaJpepfYb6+WKcbd/7t2WLd93e4BVM9txGahvfG3h/TtRnsby/8u4tpEjnUQSMIS6qyl2CkKpDD5iQOozkGsnVvCmsTtr1jp09j/Z3iBi1zLcb/ADrfdEsT7AAQ/wAqAjJXBPejU/Bl7d6T4wtLeeAHW1jW1Mjt8m23ji+c49UPTPGPpRqK0Tp9W1iw0Oy+16pcCCIuI1+UszseiqqgszH0AJrltG8T6pq39oS6aBeRp4gSzRZbdkMVr5UTSdgVK7nOX7/L1IFbPiXSL7UH0y90l7f7bpl0biOK6LCKUGN42UlQSpw5IODgjpTfCukajpX9sTau9q0+o6g12BaliqKYo02/MAcgoee/B4zgPqGli5/wkelfZftH2v8Adfbv7P3eW3/Hx5nlbMYz9/jPTvnHNVI/G3h+bUhYR3+64Ny9pjyJNqzKxUxl9u0NkHAJ54IyCKwZPCGveabOGXTf7OGvJq4kZ5POZftAmaPbt2gjnByc4AwM5Fr/AIRC/wD7H+y+db+Z/wAJH/a2dzY8r7X523p97bxjpnvjmjULI2h4r0U6z/ZYvQbrzPJ4jfy/Mxny/Mxs3/7Oc+1S3/iHTNM1CGxu53FzMoZY44XkKqTtDNtB2KTxlsDNcrYeArmy1wCbZeaauoNfxvJql2jRsZDKB9nB8piHPXjPUgnOdLxV4c1PVtTgutGa1s7hEVF1EXEkc8ADZI2qCsy/7D4Gc+tGoWVx9j4+0q5m11bkTWkWizMks0lvLsZFVCWyUAB3ORtySQN3Q1Zl8ceH4bSO6lvnWCQtiX7NKVABwXJ28Jz984U+tY+qeEdXutO8XaZbPZfZdc3zwSySOHjlaOOPayhSNv7sncCTz0qTxt4W1vxC08OnXduLK40+S18ieeWJYpW3fvNqcSZBAw3C4yM5IpajtE0j4xsV8ay+HHjmWWO2Sfz/ACZCnzbjgtt2gALncWwSSOoIqLR/Fel3lxqdw2upLBGn2iNHgMKQ26gAyKzAeYpOSXBK8gDHerfeE7+51WRkltzZ32ijSrwmRlliA8zDx4Uhj+8PBI6Cud1Hwpc6P4P1WXWoIbh49MexguBqN3cgCTapcxyNiJAQrNtJwFznijULROmuPHul3NndrpF4Y7q2MIZr7T7lI082RUTOUH3t3GD79Aa1JPFeixa0NKkvQLvzBER5blFkIBCGTGwOQRhScnI4rz7Sbe88RrqWmx3Njqd3cmzuZdYt9Q+0xBYLhGELFIUCttDlQASedx71up4DuYvEVxJJsvNMudR/tA+Zqd1G0TFxJjyFPlPhxkE47ZBxRdhZI63Vtb0/Q4Y5dSnMYlfZGiRtI8jYzhUQFjwCeBwK5vwt4j1bVtK0e7Jjuba6ub/7XcPGU8qGOWRYiCMKOiLg8kEnsxrU8QaRqNxq+l6voptXu7ATR+TduyRukoXcdygkMCi44OeRxnNQaN4XuLfwDceH9VuI/NuheLLNa5wBPLI2VzyCBIPx7nrT1FpYsW/jbw/dW15cQahmKzt2upWaGRcwqMmRMr+8X3TI6eoqS08X6FfW97Pb6gnlWMYluHkRowsZBIcbgNykA4YZBx1rlbbwDqX9h6jaXgtmu30mfT7S6bVLucZkQKSY5SViUlVJC7ug9K2ZfC10+p3twwsriKfRIdOENwGZXdHkLbxj7hDgevXj1WoWiaZ8VaOmkHUpbmSK280QjzbeRJGc9FEZUOSc8ADmoV8TWt5e6SdPvrc217NNA6SwyCVnSNn2gYGwjaSQ4HHuRXOy+BdYuNIhWW+VZ7K/+1WdqL+4KRRmLyzF9oG2X+JmB7Z24Iq3ZeDJ7e40i5lht4jb3093fR/bJ7oy77ZoRh5csx+5kHAwDj3NR2ialt478PXmoR2VtdzSSyxtLGy2U/lvGv3nWTZsK/7QOORzyKn0jxdoeuytHpd+JmWAXHzRugaM/wAalgAwB4JGcHg4rzTwRcXEs+k2cs1vqUrWEljBFHfb5dKjKZPmwiIeWMxop3uzA4AJrrrXwNdG00y1vbmJYoPDMmi3DQsd3mMIhvTIHH7tuTg9OPQuwcUjZt/G3h+6try4g1DMVnbtdSs0Mi5hUZMiZX94vumR09RVdviJ4WRZC2qY8vDN/o8vCHpJ93/V/wDTT7vvWDbeAdS/sPUbS8Fs12+kz6faXTapdzjMiBSTHKSsSkqpIXd0HpWlqfhC/vf7Y8qa3H27w4ukxbmYYlHnfM3HC/vF5GT149TULRNrUvFmiaTera398sUrKrtiN3WNWOFZ2UEICQcFiAcVDe+NvD+najPY3l/5dxbSJHOogkYQl1VlLsFIVSGHzEgdRnINc5qPw/vJtUupYzHd2mowQxXcEup3Vqq7IxGcLEdsilQOGA7888XtV8G3t7pfjG1t5rdTrgQWu9mwgW3jj+c445Q9M8Y+lGorRNTSfF1nq3ibVdFihuEn06QIXaCQK/yqSdxUKMFsAZ+YfMMg1abxLpS6s+mieR7mNtkgjt5HVG27tpcKVDYIO0nPI4qtpukahp3jDWL0G2k0/VGjmJ3sJY5EiWPbt24KkJnOQeelZ914a1V/GCalp5tdPiNyks9xb3Eoe5jAAMckGPLYkDG8nIHQcU9Q0H6R8RNF1HQJdWu3k0+CK6a3Zp4ZVXPmtGhDMgB3bQSB90nB5FacfivRpbS9uVunWOwtVvLnfbyI0URDkMVKg9I34xnjpyK5+Hwhq6aLFpMj2Jt7TWo9QglEj7pIvtZndXXbhWAOBgkHuRUniTwtrd9fa62jS2Ag13TFsp2u2cNCVEoBUKCGBEvcjGM89KWo7RN248U6PbajBYyXZa5uFRljjheTarnClyqkICehbGazdH+IGkapYXt3J59pFZ3n2VmltpQGJm8pDkoOSxGV6rn5sUyz0HXNG1y4udKbT5rbUFt/tX2lnV4WjjEZKbQQ4KqOCVwc8nNVJvCGryaFrekrLZCO51E6jZTF33FzcCfZIu3gZG3IJ45xRqK0TodQ8T6NpbXg1C+WD7CsDXJZGxEJnKRknGMFgR7dTgVmat4v0w2Fm9trElj9obzi32CR5RAjEMdhTKAkY3uuMZI7Gsu88Ia9q0ms3GoSabFNqJ03ZHDJIyxi2uDI4LFQWyp4OBzwQMZNnxJ4Pvr7xJJq2musoubZLae3k1K5swAhYhg0B+YYc5Vh9CMnJqOyNq68X6FZ3qWs+oJ5jBGLIjOiB/uF3UFUzkY3EZzVvVtb0/Q7eOXUpzGJX2RokbSPI2CcKiAsxwCeB0FcS/w1kgu57a0jjn0i8ESy20mrXkHkqsSRlQkbbZRtQY3YPYkjGN3xh4YutcutMv8ATpsXOnmUCFrya1WVZAAf3kJ3KQVGOCOoxzkPUVo3Ldx408P21vZTPqAZb+OSS1EULyNMIyA4VVUncCwyuM9eODjRs9XsL/SE1S1uo3sWQyCcnaoUZyTnGMYOc9MHNc9pfhKbT9W0O7jSCCOxhvRcxrcyzFpZ3jbIeTLNyrEliDk9PSS08Iyn4e3vhq/uFRrs3gM0BJCrNNI6nnGSA4yPqPejULIz5/iHpumafe6jJqEupb7mIQWqWUkXlxOwRSvyFnHU7+QWwoxkA7914u0WyW1N5dSQi6RZEMltKNiscKZPl/dgnj59tco/gHU7rTboXS2qaiscS21w2q3l0r7Jo5iCspPlqxiX7u4j1Pebxj4S8TeKbW4h+0WKRXWniHyGvJ1jt5ssWYBVAlDZUZcZXbwDkilqO0TpNS8Y6Fo+oPZajfeTPGqPIPJdhGrkhWZgpCrkHkkAd6fqXivRdIvltNRvhFMVVmxG7LErHAaRlBEYJBwWIHFclqumaprXjXxXpWmtaRQX+mWdvdTXBbdFG/2hSyKBhjgtwSOcc9qsax4BubnXL6e1K3dhqUUcdzbz6ndW2wJGIz8sR2yAqBwwHOeeaNQsjq4/EGmy60+kxTs95GdrqsLlFbbu2l8bQ20g7c5wRxTb3xHpdhqa6fcTv9qZVYpFBJJsViQpcqpCAkEAsRnBrJXw5qMPjRNSsja2Vnv3XDQTSbrtBHtCSREbNwO0+ZndhQMVH4m8NarqesLd6MbWxn2Ig1JLiWOeIBiSGjUFJl5OFcgcmnqKyuXG8SWMni+OyTWQixgwNbLbEpJOedrTEbQwA4QEHJOc9Klh8a6BcaqmnQ35e4knNvHiCTy5JBnKrJt2MRtOcHjFc/YeArmy1wCbZeaauoNfxvJql2jRsZDKB9nB8piHPXjPUgnOaD6Pq/h+TwfpF0bKTTrPWQltNEz+dIPInKl1IwpAznBOTzxS1HZHcxeI9Kmt7OaO73R3t29nbt5bfPMhcMvTjHlPyeOOvIzFaeK9FvtWOm2t6JLnc6qPLcJIyfeVHI2uVwchSSMHPSucs/CGuW9xpdo82n/2ZperzahHIGczSrIZjtI27VIMxHU5xnjGCnhnwHc6HqNnHd7Luz06R3tbh9TumcEhlB+zsTEp2uQSOuTgDNPUVonQ6N4x0HxDcJDpF/8AaHkg+0R5hdA6ZAJUsoBwSAQOQTg4pIvGnh+ZLp49RXyrRS8s5jcREBtp2uRtf5iB8pPJxWPongu90+HwvHdTwEaRplxZ3Jidss0nlYKZA4GxuTg9OPSs3g7XrnwfF4auriwjtdPSEWV1BJKskrQurR+Yq7dnCYJVicnIIxS1HaJsaT4o06PQZ73UdZ+0GGbEzPatA0bOfkjWIqH7gLkEt6mrX/CY6H/Zsd8LxmikmNuqLbyGXzAMlPKC7wwAyQV4HPSuYm+H15eaa8snl2mqLdw3Csur3lwJREHCo0rkSIMSv9zoSDzjFWT4Mu/7DKDT7E38t39pkaTVbt2VhGEV0uWBkDgADpgjijULRO2gmS4t45oTujkUOhwRkEZHBp9U9Itruz0WzttSu/tl3FCqTXG3b5rgctj3NXKogdH/AKxfqKvVRj/1i/UVeqJG1PYKKKKg0Cqc/wDrm/z2q5VOf/XN/ntVR3M6mxHRRRWhiFFFFABRRRQAUUUUAFVtR1C10nTbjUNQl8m1to2llk2ltqgZJwMk/hVXxLDqNz4W1OHRJPL1GS1kW2fdtw5U4wexz37V5afCdxqXhbXobWydHfTGT7B/Y01oJbgEMjlpJXEki4Ybl67vvHik2Uknueq6/rEWgeHr7VrhGkjs4GmZE6tgZwPrU+ny3c1hFJqVtHaXTA+ZDFN5qoc9m2rnjHYVyHinS7PU/g7qNnoeiyxwm1c2tgbJo5FcMSMREBgd3I49+9ZOt6BaWmrapBe+Hb29hNvHHoP2CBmS1xHgqpXiF/My2844I54pXBJHprusaM7nCqMk+gqGxvbfU9Otr6yk822uolmhfaRuRgCpweRwR1rgLTwhNq+s6l/wlVj9uuE0ayiSSZSYXuNkwlZc/KWBxz1AbtmsQaJcR+CPDNtZ6LJb2VoCms2c2kSzeZc+Si+Y0CsjSruDfMCwyQcHGQXHyo9horzW08KG+vPC9pq8FxqOnx2uo+Z59rJCkavJEY4mRmYgADCqzE4QHqOKWg+H9YsbDQbjTbW5tdXvNAu4724nV8/aAsXkCUt0IO7APQAgcCncXKu56vSO6xozucKoyT6CvMPBmi3lvJcS+XPaTDTZIbq2/sma3+0SnbhnleV1lcENhl67jz0o8O+FHgTTLc6VLHHqHhQx6iJo22yXP7nasu7+MbpAAeQMjoOC4cqPRYNTgu9Fj1Sx8y6t5rcXEPlod0qFdy4BxyRjg461NbTG5tIZzFJCZEVzFKMOmRnawHQjoa5LwRYRWXwyisbTS5tPuo7QRXUL2rQtJcCJQ7YIG/J/iGQcda57SvCX9pR2ket6RNJHD4QsYVSeNwq3C+blcdPMXI91z2zRcLI9LF/bNqb6eJf9KSFZ2jweEZioOenVT+VNtbi6nurtJ7P7PBE4SCRpAWnGMltoHyjJwOcnB4HGfMbHQbxdSstRl0mYa3eeF7eO3v5bRmMF+sbhjK2P3bYKDLYzjHaq2m6Re2fh7WrlJrnSJ4tEnS5CaXLaGSXaCJHmkmZZHXa3zr2Zju6Urj5Uew1U1C5uraGM2Fl9slklVNpkEaopPzOzYPAGegJJwO+a8bTT7S40vxLLY6Eul6xfaN5dpp9tYTo8oQkySI0kSFmYugKrnouS3WtrxP4Vey17yoLHdo7Wii226ZPf+VcFm8xyI5VZJDlD5hBzjqMHJcOVHqtFeRa14e1qXWGh1Sa4uC1nbRafqS6RNcyQusYDupjmAgk8zcxLAg5A3EDFdDDZT2nxO+1Q2NxetcSYuLi5s2X7MohxuinB2mMkAeUeQzE0XFynY6tqUOj6Le6ncq7w2VvJcSLGAWKopYgZIGcD1qnaa+t54lk0pLchV06G+WYt1Ejuu3bjjGzOc9/aqOv3E2u/DHWpLbT72Ge6026SO0nh2zltjqBsGeSegHXIqvpNpdQePxLNazLDJ4ftohKYzsDpLIWQt0DYdTg8nn0NMLaHU3M32a1lnKPJ5SF9kYyzYGcD3qLTb+LVNKtNQtg6w3cCTxiRcMFZQwyOxwa4O00ryfiDMU0mTUI725nF3NfacyvBGysOLjOyWI8KI8EgMPSqvxOttRu7q4XT9GuJLi2sVlsLu3s5J380MxIRlYLCVwD0LNuwOmKLhy62PT6zp9bt7S4mS+into0ngt455I/kneUhVCEZJ+ZgpJAwfbmvLvGMNjf+NtWTW7IXFjbXFpJJqEtnNcfYY40SSSNdkbIFYE7tzLjcSQw21oeIvDx1G4164n0eS9s01zTrpEW3MnmwLFAspjXHzjaGBC5zgilcfKup6lWXpus/2jrWs6f5Hl/2XPHDv3583fCkmcY4xvx36Z9qxPFtobnwppaWNhcvpSXEDXlhBCyyNahT+78vhuDsynXCkY7VyM2iX/8AZut/8I/pFzY6XNq9rKbSWyfMtqtuiuBCGRmXeASgIJAIx/DTuJRTPXa53RvF8Oq6X4eupLOaF9djLRqhDpEwjMhVm47KcHHOO1QeAdPew0W5G9xBNcmSC3bT5LJbddqgqkUjsyqSC3UDLHAqHwVpkq/DPS7a6s2t9QgsHtcXEWySNvusORkAlQfQgA88UBZHX0V5foseoXI8L2/9kalbtpOgXNlcvPbNGom8uBQqk/e5jOCOD2J5w3SfDeo6ZZ+HpNCsprLUrrw1PHeTyK3Fz5cPlCUnoQ5fAPTBA4GKLhynqVZfiLWf7A0VtQMH2jbPBDs37f8AWTJHnOD03598Y461xfw70e5tNXW4kSaydLMxXcB0ma2E8pK/O8ryusrjDfMvUM3PSqfirSJ7rWtVF3o19falJqNnJpt5Hbs8UVqrwl1DjhMFZSy9TkHnqFfQfKrnqlFeVeI9D1a88ZaibrzI3nlj/su/j0ma7a2TYo+SRJVWEhwxIZec5yQcDX0ixlsviVcS22nT3KXUs7XN5d2TxyWw6qFnzsljJACoOVBz2NO4uXQ76ivOPFXhttV1LxldTadPcyR6NC2mMEc/6QqznMYHBkDBOnIyPXmtf+HdWsl1y38M2txbNeaLaSOw3fvrjzZPO+YsMymPgncDyuSODRcOVHo9/dmwsXuFtbi7KEfubZQztkgcAkdM5PPQGsCXxmIvtf8AoOfs2uQaR/rvveZ5X7z7vGPN+7329RnjjodDux4Y1M6dBOsc13p22wh0aayRGS6RnkVJJHJO37zDAwgPPJrRvtOv0/tn/QLp9niuy1AbIGbzIB9ny6YHzY2NkDJGOaVx8qPSKK8q0/Q9WPjTfqXmQaguqNP9tTSZpDLbiQlU+1CXy1jMeF2lRj+6SMmfToNQQ6BpD6VqKzad4iubm5na2YQiNzclWD9GBEq8jOOhwcZdxcp6dRXkUnhW+j8J2t3Hp8nnyarcnU45raSd5bfzpvLHlB0Z48lG2KRn72G5BuSaC3/CFwJMbyaEai1zb2o0ObyI12bRE9qXaTy925hyNrEHAAFK4+Vdz1Gq8t/bQ6hb2Msu25uUd4o8H5gm3cc9ONy/nXM6vay6n8NbaHULO6sJWigaW1tYjcmIgqdjIOZE4wyjkjIrm4NFjl1bwnqmreFtkdut1bMILJ28s+arW8hj5aNeHYA/c3YOKdxKJ6lVa+1C102GOW9l8pJJo4EO0nLyOEQcerMBnp6155HobWHhzxBqJ0KS61C51a6jIlikdvsrXhbKopDOmPn2KRv/ABrMTw5Nc+CbqC/0We4tLHxHDcwWrWDIRafuWk8qHk7SGk+UZP3h1yKVx8qPVLq4uYbq0htLLzo5XPnSmQIsCAZz0JYk4AAHqSRirdeR6poV/d+ILjEMtnHN5H9j3KaLPO1lEI0CqjLKogKsGyrKOvJI4FeKHTrvx99s1yyXy7XXpmTVZrOaUync0UduZPLMSqrlcHfwVUYVs0XDlPW7O7N2J82txb+TM0Q89QvmY/jXBOVPY/pVmvJdS0fWGsU82ykk0wa5qct1by6fJdBw8zGGQwI6M6csRjI+ZTg9RJqOi3Nt4e0eTyL3V7i1S4a2tJ9Ll8lt0m5Yyu8vAygBUkZjtXrRcOVHfeItck0SCyFrZi8ur67W0t4ml8pSxVmyzYOAFRj0Na6klRuADY5AOcVyPjbQYteu/C7XelLeCHVAZw0XmCKIwyFtxxwu5Y+emQvtXMrY3t149tL0aHPazf2rNFeOtlJta2KSgF52YiRW+RgFG1cgcEDJcSSaPVaK8z0nRdfeS604RTQN4c0+4s9IuplIWaSXcIpFJ67IljUn1ZhTvD2mNHfbtE0bUNLhXSZYtTF1E0f2m5OzYRn/AFjjEmZBkEMBk07hynoM115F9bW4tZ5PtJbM0aApFtGfnOcjPQcHmrNeaaN4afTbDwJLBpt1HPsMupOEbzFkNhIuXLfdIY7RnGDge1U9Ltb7SdI1W10zw/NqEH2NQ1xcWEtrcSt5gDLKu4faGClnLJjdt25+YUrj5Uer1Xv7+20y0NzfS+VCHRC5BPLMFUcerMB+NeWw6NqD+DPEGnwadeR2smrWMlnAlm9t+7325kaOPJZFBDseeOScHNT614TzofirTrfRXksLfVbO7sbVYCylQsBnMS98jzQQOpLDqTRcOVHf+ItZ/sDRW1AwfaNs8EOzft/1kyR5zg9N+ffGOOtTW2qxXOtX2mLFMk1kkUju6gI6ybtpU55+4wPSue8V2qzfDZY9E06dYYpLOSKzitmWRI47iNyBFjcCFU/LjPFP8dW4/s2COLR1vIbu8X7Yy2j3GwCMgO0MZBk6KvJwOCelMVkdZRXjyWzWumeF7PXtNvpLSPWb9VsjbuZDB5cxjHlgklQMfKMjaMcinS2MdmdCj1HSrwaPPrd3Ja6Z5LtIlt9lfC+UPmA3hm2dlOMdqVx8p6/RXl0fhue80vSrR9Mu4tJk8SvPBZOrqbezNvIuHUcohfd8pxw4UjnFQW/hvUIPGTRTRtZyxakjWN1BpM0uy0Vl2RLcLKEjTYNjIVH8Rwc5ouLlXc9YrOfW7dtOuLuxinvxbztA8VtHl96vsYANjODnPsDjNcBH4ZlhiGqx6ZcDVF8WO6zbHMi2rXp3EekZRiTj5SCW96rw+HE07w3r+n6foE1vfHXIpQ0VmwEtv9uR49rgYZVTnAPygHOKLj5UesUVwL2U1t8Spbq20+7uzdOwmmmtGVrVPJwGhuM7ChIA8s87mJ4rI061vNL8L6vZWegT3lti2H2iexlhmnzIRIZYgwaZkX5iyECTOKLi5T1WivG3srrT/DOox/2fP/Z6a5bSW2lyWjwJextGgkjWEbmCbi0m0Bj8hyvUVRt9Gj8orpunRRQG+kudW0saPPKIA6AW4MJ8qSWMbZSDjAZzheOC4+TzPcqy5NZ2eLrfQ/Iz51jLeedv+7skjTbtx38zOc9vesK00zV4PhVd2Wl3Uz6i9tcfY2kha2eMsWKIFdmZNoIVdzZAAzXLw6O76rcyeCNCv9Gkfw7dQJNdWzwZuTJEVBZur8H5u/UE4OHcSij1mivJdM8PSS6ZqY239hBJZrDcWtloc1szyeYjb28yV/OIAYNtzuVm5PFdL4Zg1IeC9YtdN0+HTJx5q6fKlo9okrGMbZPIclo8NwQeu3I60XBxNzU9butL0fXNSn07EGmQSTQbpgGugkZc8AHYMjaDyepx0zaW/uZJNPaKxMltdIWllWUZgO3cuVI5U8jIOQccYJI8u0vw7qD+HtbSC3uILqTQrm2ntBpM1v8Aap2QBS8ryus0gIIDL13HnpTtY0fVdR1YyXcVxFFcWVsNLuRo89zLZnyxu2lJU8iQPkncvPAJOMBXHyo9eorz260TUR4wbQ1tZZNFv72LV57kR4iVkGXiJ6ZaWOJ8dwz1mWGiasfGnmal5kOoLqjT/bU0maQy24kJWP7UJfLVDHhdpUY9CRku4uVdz1WiuB8BWMum65e28Wnzm1aHfJqF3ZPbXDSb/wDVyEnE5wSfMXgYxzkVj6ra6hc+Nor2DRLi2vbfW4F8+GxkZmtfNVWc3JbaUZCSUUfKDz0JouHLqerUV5lb2V9B4ivNCgsmu7Tw6LjU7OISbBM0yHyIc/w7S1woPbahrGt9K1Awa79g0e7t4b7wzeJLFFpctsklz8oRdrMzPJhnAY8tzjPOFcfKewXl3BYWM95dv5cFvG0sr4J2qoyTgc9BUkUiTQpLGdyOoZT6g9K8w1fwZ8t5ZabpLlNQ8MXCz5Vis14rRmIux6yAliCTng+ldFb2kh+FdxaeErKXS7trGRLeB4DbOkxU5+VgMEtnDdMnNO4rI25NZ2eLrfQ/Iz51jLeedv8Au7JI027cd/MznPb3rUryaHR3fVbmTwRoV/o0j+HbqBJrq2eDNyZIioLN1fg/N36gnBwmmeHpJdM1Mbb+wgks1huLWy0Oa2Z5PMRt7eZK/nEAMG253KzcnilcfKj1qiuW8BJNDo9zC+lxWEEdyRA0Vo9os67V+fyHJaPnIx3xkda6mmQ9GOj/ANYv1FXqox/6xfqKvVMjansFFFFQaBVOf/XN/ntVyqc/+ub/AD2qo7mdTYjooorQxCiiigAooooAKKKKACiqWspLJod6ttM8EpgfZLGoLKdpwQCCD+Irz7QrjWLfwh4E03TNeZTqkapJM9vE5gjFmXEagKB8pXgtk+uelK40rnp1FedP4k1iG4lvW1ZWNvrKaWNIaGPM6GRY9+cBg5UmUYIXHbvUjeLr5NMUPqES3jeKv7OVCqBjB9r2bNuP+effGcc570XHys7ew1K01OKWSxl81IZ5LeQ7SNskbFXXkdiCM9PSiz1K01CW7jtJfMezn+zzjaRsk2q23kc8OpyOOa800zUdQ0iK9vbLWVYHxTPbf2T5UZ84SXhVvm++HAYsCCBheQetPuNcv9GuNbh00SJJf+KDbvPEIi8Sm0iYbfNZU3MVAG445PBOAVcfKepUV5vPrXixNHjknlmgjgnnMrRtZtezQKqFX2bmiOCzBwpB4XGM1veIfEEyeG9GuNIvVgTV7iCEahJEP3McilvM2twCcBQDwC4yO1O4uVm3/bemiS/R7yKI6c6x3TSnYsTMqsoLNgch16HvjrV+vP8Aw5pUWr3vjTTNTv21OGa9gjnuAqAzKLaLKkKNo4G04APXGD0jTxbft4z0/wCzahLcabe6nNYGCWKBE+RZMlACZcqyAFmwD2AyKLhy9j0SivNdN8Sa08GmalJrqXT3WtSae+liCIZi890zkDfuVF35zjA5HejTfEmtPBpmpSa6l091rUmnvpYgiGYvPdM5A37lRd+c4wOR3ouHKz0qobu0gv7Ka0vIlmt50McsbjIdSMEH8K81u/EviS20661D+0ZJY5ddn0mKKK3gX7PGJ3CybnKgvhAg3MF+Zchj1t/2z4pFnpltNdPaS3OuCzS6njt5JZLc2zud6xMyBw68EY+6pIwSCXDlZ2GmeGtM0i6a5tY55Lgp5YmurqW4dEznarSMxVeBwMDgVoR3VvNcTQRTxPNBjzY1cFo8jI3DqMjkZry7U7nWL6fT7S61+eJ9O8UNY/bFghVnU2pkV2BTbuG4rwADu5GcY27nUtY+1eLItLuLdLq3vrSGB3WKN2RoImdVZhtZzufbvyMkDpxSuPlZ3dFec3vinUBotjqFtqlwLG2S4OpOIbf7WjRvtJaM/KyLhg3l8k4Io8R+ML201t59J1GVrW0vrW1mtmhhWJ/NMe5csfNZtsm4FQFHvg07i5WejUV5pc614i1LxPNp1jq97aXUOsC3ktbeyiaBLTCtvMzxsN5jYNjdnJxt71J4S8T+Jdc1Sxu5Yp/sl3NKlzby/ZFjtlUPgJtkMxdWVVYMvOWOFxRcOVnd32rWGmNGuoXcVt5iu4MrbQFQZZiegAGMk8cj1qrY+KvD2p3iWmm69pl5cvnbDb3kcjtgZOFByeBmqKgTfE64WddyxaNH5II4+eZ/M/8ARcX6VkaTf2ugWfjnVpYkC2WqSyDCjJxawEKPqePxouFjT1DS/Cd41/qt1MskSTeXqAhvZPIMi7VImiRthIG0HcOBjPArqAMDA4FeS+E45dLk1DRNd0y8sY9Y0dric3gj/f3KAi5ZdjNwRIh5wfl6V33hTUlufDWixXlxH/aUulwXEsBceZgooLbeuN3GemaSCSNyiiiqJCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArETwhoqah9rFtKT5xuBAbmUwCUtu3iEt5Ybdznb1561t0UBcKKKKACiiigAooooAKKKKACiiigAooooAq3Om2l5eWd3cRb57GRpLd9xGxmQoTgHB+ViOc9aLnTbS8vLO7uIt89jI0lu+4jYzIUJwDg/KxHOetWqKACiiigAooooAKKKKAKWq6RZa1apBqETOscgljaOVo3jcZAZXUhlOCRkEcE+tM0rRLDRVlFhHIHnYNNNNM80kpAwNzuSxwOmTxWhRSC4UUUUwCiiigAooooAKKKKACiiigCjpmjWGkfaPsEJRrmQyzSPI0jyN7sxJOOgGcAdKvUUUAFFFFABRRRQAUUUUAOj/1i/UVeqjH/rF+oq9USNqewUUUVBoFU5/9c3+e1XKrSxO0pKrkfWqjuRNNogoqTyJP7v6ijyJP7v6irujHlfYjoqTyJP7v6ijyJP7v6ii6DlfYjoqTyJP7v6ijyJP7v6ii6DlfYjoqTyJP7v6ijyJP7v6ii6DlfYjqjbaJpVls+x6ZZ2/lytOnlW6rtkZdrOMDhiCQT1I4rS8iT+7+oo8iT+7+oougsygdJ05tUGpNYWpv1XYLowr5oX034zj2zUbaFpD3z3r6VZNdyMrPObdDIxUhlJbGSQQCPQgVp+RJ/d/UUeRJ/d/UUXQWkZkWhaRBqH2+DSrKO8yx+0JboJMsSW+YDPJJJ9STUk2k6dcLdCfT7WUXmPtIeFT5+Bgb8j5sDpmr/kSf3f1FHkSf3f1FF0FpGQ/hrQpLGGyk0XT2tIG3RQNaoY4z6quMA/SrtzaW17aPa3lvFcW8gw8MqBkYehB4NWvIk/u/qKPIk/u/qKLoLSKVlptjpsZj06yt7RGxlYIlQHAwOAPQAVCmhaTHfNex6XZLdvJ5rXC26CRnwRuLYznBIz7mtPyJP7v6ijyJP7v6ii6C0jnfDnhHT/D8IYQW098JZ3+3fZlWUrJK8m3dycDfjrzjt0o8OeEdP8PwhhBbT3wlnf7d9mVZSskrybd3JwN+OvOO3Sui8iT+7+oo8iT+7+oo0H7xSOm2JtJrU2VubedmeWExLskZjliy4wSSSTnqajt9F0uzt4ILTTbOCG3k82GOKBVWJ8EblAHBwSMjnBNaPkSf3f1FHkSf3f1FF0K0jOuNG0y7t54LrTrSaG5kEs8ckCssrgAbmBHJwqjJ54HpSyaRps0NxDNp9rJFckGdGgUrLgBRuGPmwFAGewHpWh5En939RR5En939RRdBaRlyaDo80NtFLpVi8dqc26NbIRD/ALgx8v4Us2haTc3zXtxpdlLdMFBnkt0ZyFIK/MRnggEemK0/Ik/u/qKPIk/u/qKLoLSOA1L4apqmo3ct1c2EkV3cGdrmTTQ19GMg7EuN/wAoGMKduVAAHTNddHo2lw6m+pRabaJfSDD3SwKJW+r4yfzrR8iT+7+oo8iT+7+opaD95mdNpcM2sWup7nS4t45IflIxIj4JVvxVSPTHuae+l2EsU8UtjbPHcyCWdGhUiVxjDMMckbV5PPyj0q95En939RR5En939RTuhWkZes6JZ65YtbXqfeRkEqqPMRWG1wrEEruXKkjnBqyllax3K3CW0KzrF5KyiMBhHnOzPXbnnHSrfkSf3f1FHkSf3f1FF0FpEdFSeRJ/d/UUeRJ/d/UUXQcr7EdFSeRJ/d/UUeRJ/d/UUXQcr7EdFSeRJ/d/UUeRJ/d/UUXQcr7EdFSeRJ/d/UUeRJ/d/UUXQcr7EdFSeRJ/d/UUeRJ/d/UUXQcr7EdFSeRJ/d/UUeRJ/d/UUXQcr7EdFSeRJ/d/UUeRJ/d/UUXQcr7EdFSeRJ/d/UUeRJ/d/UUXQcr7EdFSeRJ/d/UUeRJ/d/UUXQcr7EdFSeRJ/d/UUeRJ/d/UUXQcr7EdFSeRJ/d/UUeRJ/d/UUXQcr7EdFSeRJ/d/UUeRJ/d/UUXQcr7EdFSeRJ/d/UUeRJ/d/UUXQcr7EdFSeRJ/d/UUeRJ/d/UUXQcr7EdFSeRJ/d/UUeRJ/d/UUXQcr7EdFSeRJ/d/UUeR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PQcZABP8JH5EYr0KvOvFxE3xR8Px2/MyGIyY7L5hOPyBP416LRiUny1OslqLLHKPtKF7qErL03t8gooorkPXCiiigAooooAKKKKACuQ8f8A/MB/7CkX9a6+uQ8f/wDMB/7CkX9a6MN/FR5+Zf7rL5fmjr6KKK5z0AoriviVYSXunWTQ213dyQSvIlvFatcQyttwFkVSGHXhh0OTXMa5o/iG98RrJc2k1sJLa1+wyw20tz9hdVBkVWWQBSHzksDuH62oprc5qlZwbSjc9crF0HxPb+IobWeysr1ILm2Nwk0sQCDDlNhYEjfxnHpzWP48spLu/wBEa60+71LR45ZTeW1orOzOUxExVSCQDnntkGuZ8I+GLy4+wWGrWFzbwS+Gri0maWFlCO1znaSRw2OQOuOaFFWuKdWaqcqX9aHp2o3v9nafJdfZrm68vH7m1j3yNkgcL3xnJ9gatV49JpGu6p4P1a71PTLv+0IIrLTIIjExeRYpkaSRRjJDNzkcYWtj7HfWfj/Vbux0e81ATxXDvLdRNEYyI8Ikcwba6MQAFxlc5p8q7iVeTfw6f8Oek1Xv9QtdLsZLy/mWG3jxudgcDJAHT3IFeKjR9ZGka8tno99bpeaXE/2eKxljH2gTLkKGZmZgv8WcnBOMc1ta94QlFp4w0/TdJuHtA9hc2cW12DuM+cUJ+823IOCTz6mjkXcn6xNq6j/Wv+R6xRXFeKbO6uvh1bweGbGeCEPCXsjEyyeQGyybMq3TquQSMjvXPad4Ynurrw7baha3U+mte3ryRG1lt47eNoRtQgsWVC44BPOcUlFWvc1lWkpWUe34nqVzcRWlrLc3LiOGFDJI56KoGSfyot54rq2iuLd98UqB0YfxKRkH8q4bSdGvLz4JzaReWkxuza3MUUFwpVwQ7+UMNz2TGe2KyvDfhm1vfEWjCfQ7y1sbXRsuk8EkSfalmXr2JyWYA9etHKtRe2leNluj1Kqum3v9o6fFdfZrm18zP7m6j2SLgkcr26Z+lebaPpGqR+JNOZtO1CPWo9Slk1LU33eRPbEvhQ2cMCCgCjpjtWZBo2pW/hvws40e/ub60hZRYz2j+TlpiclgQYXAGdxGMYp8i7kfWJb8v9af5nr2oXg0+wlujBPceWMiK3TfI5zgBR65P09cUi6jbNqI08ybbzyBcGA/eCZ254468da5D4k6fqV8NJNrbtdafHLIbyAQPMCSuI2MaMrMAc9DwSDWLp3h+bS/FWmahe6VeapMdFWOO5MDK32lS2PMOT5Z8vauSaSimrlyqyU+VLTQ9SorwO8sdSstF1u4bTbrTrW40dWmQ2ssMazi4jwNzsxdgC3zHGecdK6aTR9Tlt/EbeDtL1DSbSawjjWC5DRvNOJMyMoZs58vK7s8k9afJ5maxLf2f618vI9Worxt/D9ydA+eDUFh+2mWGxTR5mt0IjCkNCXL7SeQc4DBj3rtmW4PwztVvdO1KynEcQe00mQ+fHhxwpJzjucnIGaTjbqaRrOV7roddRRRUHSFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZOq+GNI1u5W41K0Mkqx+UWWV49yZzsbaRuXJPByOa1Io0hiSKFFSNFCqqjAUDoAKdRTuxKKTukFFFFIYUUUUAFFFFABRRRQAUUUUAcX8LP+RPf/r6f+S12lcX8LP+RPf/AK+n/ktdpXTiv48vU87K/wDcqXogooormPRCiiigAooooAKwvGF1rFj4fe50AKZ4nDSZTcfLwckD16fhmt2iqhLlkm1cyrU3UpuCbV+q3R4n/wALJ8Tf8/kf/fhP8KyNa8Raj4geF9UlSRoQQhWMLgH6fSus+IPgr+z5H1fSYv8ARWOZ4VH+qP8AeH+yf0+nTz+vpsOqE4qpTij80x8sbRm8PiJtr1dn5hVmwvrjTL+K8s32TwtuRsZwfoarUV1NJqzPMjJxakt0dX/wsnxN/wA/kf8A34T/AAroPBfirxPr/iCOGWSOW0jG64PkqAq9uRjknp/9avP9L0y51jUobGxTfNK2B6KO5PsK948PaDbeHdJjs7UZb70spHMjdz/gK8rGewow5VFXfkfVZMsdi6vPOpLkjvq9fL/M1KKKK8I+5CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOZ+In/Ihaj/ANsv/RqVuaV/yB7P/rgn/oIqLXNMXWdDu9PYhfPjKqx7N1B/MCuV0TxpBotjFpHiqOXT7uzQRBzGzLIo4UjaD2H0PXNdUYupR5Y6tP8AO3+R5dWrDD4z2lV2jKKV3tdNu1+m53NVNV02DWNLuLC7BMU67SR1U9iPcHBrE/4WJ4W/6Cn/AJLy/wDxNH/CxPC3/QU/8l5f/iahUa6d1F/czWWNwU4uMqsWn/eX+Zytnqeu/Dp2sdTs2vdK3ZimTIC5PZu3f5T36e9+6+KsM8Yi0TS7me7k4VZQMA/RSS304rb/AOFh+Fv+gn/5Ly//ABNYuteMdOvLjS7bwzfESS30azrFC0ZZM9MlRxmu5J1JXqUte+qXzPElNYem44fFLl6L3ZNeSd/+GOZ0TWJdE8fNfeLLeUXEykM8i4MJYDDAemOMDoD7Yr2SORJolkidXRwGVlOQwPcGsXxR4XtPE2n+VNiO5jBMM4HKH0PqD6VleANL1/RYbux1pNtqhBtv3iuM5O7GDkDocHH86xrSp14e0Wklpb/I7MFSr4Gu8PJOUJNtS7Przf5/0uxooorgPeCiiigAooooAKKKKACuQ8f/APMB/wCwpF/WuvrkPH//ADAf+wpF/WujDfxUefmX+6y+X5o6+iiiuc9AKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCpqml2etaZNp+pw+dazgCSPcV3AHPUEHqKt0UUCsr3CiiigYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcX8LP+RPf/r6f+S12lcX8LP8AkT3/AOvp/wCS12ldOK/jy9Tzsr/3Kl6IKKKK5j0QooooAKKKKACiiigBHRZI2SRQyMMMrDII9K8a8deDG0C6N7YIW06ZunXyWP8ACfb0P4fX2aorm2hvLWS2uo1lhlUq6MOCK6cPiJUJ3W3U83Mcvp46lyS0ktn2/wCAfNtPiiknmSKFGeR2CqqjJYnoBXQ+MfCc3hnUMx7pLGYnyZfT/YPuP1/Ou1+Hfg7+z4U1jU48XUi5gjYf6pT/ABH3I/IfWvfqYqnCl7Ra32PgsPldetinhpK1t32X9bGv4K8Jx+G9N3zhXv5wDM452D+4Pb19T+FdPRRXzVSpKpJylufpNChTw9NUqaskFFFFQbBRRRQAUUUUAFFFFABRRRQBnaxr2naFbCbU7hYg33EAyzn2A5NY/wDwmVy6+bB4Y1h4P75hwx9wveo/CemNqTf8JPrC+be3fzW6NyttFn5Qo9SOc+/uc1tW8W69pvjvStIl0u2g0/UJ2ijuHl8x5VXGWABGz7w4INdfLCL5LXa31/I8tTr1oqrzckXsrXeuzd9r9unc3tH8UabrcjQW7vDdJ9+1uE2SL+Hf8M1sVh+JfDqaxa+fa4g1S3+e1uV4YMOQCfQ/1rP0r4g6LPpcD6nepbXm3E0RRvlYcHoPxqHS51zUk/Nb2NI4p0Z+zxMkuqeyf39UdZRXPf8ACeeGf+grH/3w/wDhR/wnnhn/AKCsf/fD/wCFT7Cr/K/uNfruF/5+R+9HQ0Vz3/CeeGf+grH/AN8P/hR/wnnhn/oKx/8AfD/4Uewq/wAr+4PruF/5+R+9HQ0Vz3/CeeGf+grH/wB8P/hR/wAJ54Z/6Csf/fD/AOFHsKv8r+4PruF/5+R+9HQ1HLBDOoWeJJQOgdQf51hf8J54Z/6Csf8A3w/+FH/CeeGf+grH/wB8P/hR7Gr/ACv7mJ43CPR1I/ejY/s2x/58rf8A79L/AIUf2bY/8+Vv/wB+l/wrH/4Tzwz/ANBWP/vh/wDCj/hPPDP/AEFY/wDvh/8ACn7Kv/K/uZP1rBfzx+9Gx/Ztj/z5W/8A36X/AApyWFpFIHitYEcdGWMAisX/AITzwz/0FY/++H/wo/4Tzwz/ANBWP/vh/wDCj2Vb+V/cw+tYL+eP3o6Giue/4Tzwz/0FY/8Avh/8KP8AhPPDP/QVj/74f/Cl7Cr/ACv7i/ruF/5+R+9HQ0Vz3/CeeGf+grH/AN8P/hR/wnnhn/oKx/8AfD/4Uewq/wAr+4PruF/5+R+9HQ0Vz3/CeeGf+grH/wB8P/hR/wAJ54Z/6Csf/fD/AOFHsKv8r+4PruF/5+R+9HQ0Vz3/AAnnhn/oKx/98P8A4VPbeMfD13IEh1a33HgB22Z/76xSdGqt4v7hrGYZuyqR+9G1RQCGAIOQeQR3orI6grkPH/8AzAf+wpF/WuvrkPH/APzAf+wpF/WujDfxUefmX+6y+X5o6+iiiuc9A8I+OH/I7Wf/AGDk/wDRkleb16R8cP8AkdrP/sHJ/wCjJK83r2aH8NH61k/+4UvQ94+B/wDyJN5/2EX/APRcda3jzUdQ0280OXTZZBtuJZZokYgTRxxM7KR3yqnHvisn4H/8iTef9hF//RcdehyW8Es0UssMbyQkmJ2UFoyRglT2yCRx2rzqjUazbPgswqxo5pUnJXV3p6qx5vpnirV7ZdTnmdWmvdTt4rYXjt5VpHNEHXIzwApAIGMk1JeeN9R1PTZLCNNPtpWtrzz7mZmMMwibYfJ5GS2c8k4x3rv5dNsZ1uFnsreRbrBnDxKRNgADdkfNgADn0pkuj6ZPbwwT6daSQwf6mN4FKx/7oIwPwpe0he9jP67hXJTdLXT8rfmef2PjDWLCx0XStJ02G4WHSbOaTzpEQyhkA+Us64xjGcNz2HeaHXptFGurYy2wvLjX5ljSdGfcBChOACvp1JA/lXcyaNpky24m060kFqALcNAp8kDoF4+XGO1E2i6Xcs7XGm2cpkcSOZIFbc4GAxyOSB3o9pHsDx2Gb/h77+et9f6XY4d/H2tX0WkLpFnarcX1pHMySRPKNzSmM/dYbFAUtljz0HIq/wCHPF+s614hNvNpsEdh5s0LOJFEkTR5GSPMLHJHTYMZ6kc1Lr/w8tNauyySW1vbtbiAQm0D+SAWOYiGAQncc8HkCuktdG06znW4gs4BciMRm58tfNYAY5fGT0pylT5dEVWr4FUbU4au/R6fPr+O3ZnJ3njXUrfxZNbRxWX9n2+qW+lvbuG+1SNMiN5ynOAg8wcbTkKxyOlVvC/ik3niWwQW1nDc6y2oNqCxFtytazCGE7SxAJTgkjJ2joABXbvpOnSaompyafatfxrsS7aFTKq+gfGQOTxmmQaHpNrqUmoW2l2cN7IWL3MduiyOWxuywGTnAz64Fc54hwmnq1tdeLdf3TSnQ9Yu7sWsTEG5IsYgEPOMdeoPIXGMEGK08d+LZNAS6utN06Ga7vLGC0mLK0bLcSbWysczn5RghiVzn7oxz6RFZ2tvcz3EFtDFNckGeVIwGlIGAWI5OBwM9qp23h3RLKN47PR9Pt0eZZ2WK1RQ0inKuQBywIyD1BoA4m48ea9BosN1JFYRra3t7bapdLbvKsa28mzzFhEgfYepbL7OODmltvG+u6xr2qW8ekQHQ4Jbq1aXzkSQeWjEPnzd53ED5RGMKwYMcV2tx4c0S7CC70bT5xHM06ebao22RjuZxkcMTyT1JqQ6JpTao2ptplmb9k8trs26+aVxjaXxnGOMZoA820nxr4luV0XS9HtrOB5bPTXWKSxuLnMM0QMkxl80BAmJAFclm2Hkk1ctPiBraCw1DVv7Ki0u+m1GIbIpQ8AthMwkZtxyMQ4Khc85B7Vf1v4X2ms6hM5ls4rSZIY0Q6erT2ccagBLaXcPJXjOApwWJGM12H9kab5ccf8AZ9rsid3jXyFwjPu3sBjgtvbJ77jnqaAPNIviX4iM0lg9rp7Xkk9iLaV4HjTy7iYxHcnmswIxkEkHnJXpmZ/FHiq78RaVp7XumWslvrtzp9zKltJ5NwFtPNUlTJkDDkY3H5lU54we9tfC+gWKhbLQ9NtgGRgIbSNOUbeh4HVWJYeh5FTXOh6TeRyR3el2U6Szi4kWW3Rg8oAAkII5YAAbuuAKAPOJPFesaUoGi2cV1qWtavqPmPOUIiW2k8pY8NLGMlEX+PgBjg103hS7uZPFWqJdQi3e60+w1Ce3SUSLBcSCSN1DA4PEKcjrjPetc+FdIkjvYb2yhvrW9uvtb213EksSSFQCVUjjJG7vyzetWdP0a00y8vbm2DeZeMhbOAEVECIigAYUAE49WNAHAf8ACwPFFzdatNa6bp9rpllJdxefeOg8owbuXxNvO4pjAjG3eGywHNDVPG+seI9H0+1j0S1nOqTXEy2k5AMKW7oBDKrzRBpN3zMN2AONjDJr0ufw3od1fSXlzo2nzXUoAknktUZ3AIIyxGTggfkKW78PaLfxSx32kWFzHNN58iTWyOHkwF3kEctgAZ64AoGcvp3i3XNTvr0tHpmnx6ciJcWExMtxJK1usvyMrhdu5woOG3bWIIrn9X+IOs6h4J1GTTpbSC6Xwta6o00CsWimlLiRR83y4VQVzyDyc16W2h6S2oQ37aXZteW6BIbk26eZGo6BWxkD2FMtfD2i2KzrZaPYW63KGOcQ2qIJVOSVbA+YfM3B9T60COLj8Z+KW8Z/2NDYWF9BZy28V5cxbIhIJQGMke+fcAobAAWTcVYZHa34o8d3Wgv4rREsw2kabb3Vms2QZnkMobPzDKgoowMdTzyMdPH4Z0KKW0li0XTkksRttXW0QG3GScIcfLySeMdafqGgaNq06zarpNjeyohjWS5tkkZVPVQWB4OTxQByUfjTWf8AhLmtpobA6V/bp0ZVVH8/d9m84Pu3bcZ4xjv2xy7wF4y8QeKrwz6jpMNrpk8LywOskfmRMrhQjASszHBOSUj2lcYOeOx/suw87zfsNt5nn/ad/krnzdmzzM4+9t+Xd1xx0plto2mWV/cX1np1pb3dz/r7iKBVkl5z8zAZb8aAPLpNW1a88H6rZeILzT9RkudduLK3tntpcP5UkjMpAmX5MRjAZlAUEMWrb8PeNtS8QNpMOnnT9Ni/su1vbn7eXkeUSMyFYjvB48s/O27llyO9dhN4a0K5a4a40XTpWuZFlnL2iMZXXO1myPmIycE8jJpZPDmiSrZrLo+nutiALQNaoRb46bOPl6DpjpQB5t4T8V6p4e0ZY7i3t7yxmi1m9to4VYTl7e5ZmVmJIO7eQMDjA65rq/A/iXXtbsbq58QadBDEsMc9tJavGfNDBiV2rNJ0wMMSu7d90YrpodLsLeSKS3sbaJ4fM8tkhVSnmNukwQONzAE+p5NM07RtM0gSjSdOtLETNvlFtAsfmN6naBk+5oA8stPF+pya9H4qvksrnHhO7v7eystwMS+bAwjdiTluMEgDoeOK0rb4ieIdNgh1LxZp9lbaMWxJcwshY7ondMBJ5ABmPbkn5vMXAGDnvrTQNGsLyW7sNJsba5mDCWaG2RHk3EFssBk5IBOeuBTIvDOgwWM1lDomnR2s7iSWBLSMRyMDkMy4wSCAcn0oA4Z/iFr1pq+kWt5BYu009na6lBHburW0twFO3e0mMqHU4CtkdSvZ+m+OPEV+yrNHpqLqFtqbWJihkLRPay+WDJl/mBB6DHI98DuZ/D+jXWprqN1pFjNfJt23UlsjSrtIK4cjPBAI54IqaHS7C3kikt7G2ieHzPLZIVUp5jbpMEDjcwBPqeTQB5zd3mo3vwG0y81a9ivLqZtLl86JCpwbi3Pzkscv6njJ7CrVj468Uajq+pfZdFtP7OtpLyBDNcRRskkIfaXYy7sMygEeUNobO4gZPbJoGjR6ZLp0ek2KWMzb5LVbZBE7ZByUxgnIBzjtQ+gaPJfzX0mk2LXc6GOW4a2QySIRgqzYyRjjBoAzfBmu3WuaXP8A2o0Q1G1m8q5hjtmg8liqsFKs754YHcGIIIPtXRVV07S7DSLQWuk2NtY24YsIbaFY0yepwoAzVqgAooooAKKKKAOL+Fn/ACJ7/wDX0/8AJa7SuL+Fn/Inv/19P/Ja6rU7+PS9Kub6blLeMuR64HA/HpXViU3iJJdzzMtko4CnKWyiVtZ8Q6doUaHUJ8SSf6uFBukk+iisn/hMbojzF8L6wYM/eMI3f9807wnoxaEa9q4E2q3w83ewz5CH7qLnpwf6Vkaz4o8aaVZ3eryaFp8WmWkpVoZJ2M7oGxvBHygfhnnoaOWnF8qV362+4XPiKsfauXInskru3n/kvvOp0bxJpuu71sZiJ4/9ZbyrskT6g/0rVrk9Z06PX9CtPEmjKbfUkgS7tpQMM6ld2xvXIOOf5E1raR4hsdU0e2vWuIYmmjDNG0gBVuhHX1zUTpprmh93Y2o15qbpVrXtdPZNfo11+RrUVW/tKx/5/bf/AL+r/jR/aVj/AM/tv/39X/GsuWXY6/aQ7os0VW/tKx/5/bf/AL+r/jR/aVj/AM/tv/39X/Gjll2D2kO6LNFVv7Ssf+f23/7+r/jR/aVj/wA/tv8A9/V/xo5Zdg9pDuiaWGOdNk0aSLnO11BGafVb+0rH/n9t/wDv6v8AjR/aVj/z+2//AH9X/Gjll2Fzw3uizRVb+0rH/n9t/wDv6v8AjR/aVj/z+2//AH9X/Gjll2H7SHdFmiq39pWP/P7b/wDf1f8AGj+0rH/n9t/+/q/40csuwe0h3RZoqt/aVj/z+2//AH9X/Gj+0rH/AJ/bf/v6v+NHLLsHtId0WaKhjvbWZ9sNzDI3osgJqalZrcpNPYKKKKQwooooAyvC88dx4T0t4WDL9ljXI7FVAI/AgiuW8df8lC8D/wDXzP8A+06tgXvga8m8m1lvdAmcyBYRuezY9Rjuv+evXGk0j4V3zS3syxF5GMkha4nVixOT8u719BXb7N87nG7T7a79zyIYmMaSo1Goyja6btt1XdP/AIc9LZgqlmIAAySe1cZ4L0fTNS0We/u9MtZ/tV5NJE80Cs2zdgDJHqDUCzvr2mR6B4PtpbXRkQQy38oYL5XdY93LEjjJ/wDr10n26w0C70bQY4pQbwPFbFQCq+Wm47jnPIHYHmoadKDj1f4JFqUMVWVS14RVr9G3bbul38yT/hGtC/6Aun/+Aqf4Uf8ACNaF/wBAXT//AAFT/CrF7q2naaYxqN/a2hkOEE8ypvPoMnmn3d/Z2ESSX93BbRu21XmkCBjgnAJ6nAJ/A1jzz7s7fY0P5V9yKn/CNaF/0BdP/wDAVP8ACj/hGtC/6Aun/wDgKn+FSNr2kJaRXT6rZLbzKzRzG4QI4X7xBzggd/SoW12I+I7fSoTbP5sBmdzdIGA/hCx8s2eTngAdz0o5592L2VD+Vfch3/CNaF/0BdP/APAVP8KP+Ea0L/oC6f8A+Aqf4VNZ61pWoymLT9Ts7qQJ5hSC4VyF/vYB6e9Nj17R5op5IdVsZI7cgTMtyhERJwNxzxk+tHPPuw9jQ/lX3Ij/AOEa0L/oC6f/AOAqf4Uf8I1oX/QF0/8A8BU/wpz+IdFijSSTWLBEkcxozXSAMwOCoOeSDxiqb+L9LOoanptrcwy3+nw+a0LzogkO1jtDE9tvzH+HIzRz1O7E6eHX2V9yLX/CNaF/0BdP/wDAVP8ACj/hGtC/6Aun/wDgKn+FLDrth9jsJb68s7Sa+iR4omukO8sAcI2cP16jrUs+taXa3X2a51Kzhn3KnlSTqrbm5UYJzk9h3o5592P2VD+VfciH/hGtC/6Aun/+Aqf4Uf8ACNaF/wBAXT//AAFT/Crl5fWmn25nv7qG1hBAMk0gRQT0GTxWRofiuz1Twrb65fNBpsEzun764G0FZGQfMcDnbn8aOefdg6VBOzivuRb/AOEa0L/oC6f/AOAqf4Uf8I1oX/QF0/8A8BU/wqPxLr6+H/Dc2rpCLtY2iAQSbQweRUzuwf72enarh1bTl1Eae1/ai9YZFsZl8w8Z+7nPSjnn3YeyoXtyr7kV/wDhGtC/6Aun/wDgKn+FH/CNaF/0BdP/APAVP8KYdcx4zTQfs/3tPa98/f0xIE27ce+c5/CrcOradcQTTQahayxW5ImdJlKxkdQxB4/Gjnn3YKlQf2V9yK//AAjWhf8AQF0//wABU/wo/wCEa0L/AKAun/8AgKn+FOPiHRRZJeHV7AWsj7En+0psZvQNnBPtUl3rWl2BAvtSs7YlA486dUypOA3J6Z4zRz1O7D2ND+VfciH/AIRrQv8AoC6f/wCAqf4VBd+D/D15EY5dItUHrDGIyPxXFbKsGUMpBBGQQetLQqtRO6bB4ahJWcF9yOAP2z4d6nAGuJLvw9dSbP3hy1qx/p398HjPXvwQwBByDyCO9ZPimwTU/C2oWzrkmBmT2ZRuX9QKr+CL1r/wXp0shy6xmIk/7BKj9AK2qP2lNVHvez/Q5MPH6tiHh18LV15a2a9NU0b1ch4//wCYD/2FIv6119ch4/8A+YD/ANhSL+tThv4qLzL/AHWXy/NHX0UUVznoHhHxw/5Haz/7Byf+jJK83r6h1zwV4f8AEl8l5rWn/aZ0jESv50iYUEkDCsB1Y1m/8Kp8Gf8AQG/8mpv/AIuvQp4mEYKLTPuMBxDhcNhYUZxldLol/mZHwP8A+RJvP+wi/wD6Ljrb+IutXWkeG4obGzF1NqlytgAX2BBIrZYnfH2XA+dOWHNbWh+H9M8N2L2ei232aB5DKyeYz5YgAnLEnooq5eWVrqNnJaahbQ3VtKMSQzxh0cdcFTwa46klObkj5TH4iOJxU60Nm+p5CfEWoaJPqWpXeiW0Vzb+G7S3GnRuhgA+2TwqflcqE2kMV3YUZG7jNbOn+LdT8KeGtPm8Qada2Gk208tpKUkDssYh3wsNs0gQbg0e0sx5QjAOK7yHQdIt1C2+lWUQW3NqAlsi4hJyY+B9zPO3pTY/D2iw6UdMi0ewTT2YObRbVBEWBBzsxjOQDnHUCsziOG0/xz4vuvEtvpsmiWmIBaDUAGSMqZkV2Kl5gwCBsYCPuKMMr23PB3ijUdX+3wa6lvFqFuiziztoWG2Ni20rJvZZQdvDLt6HKiuhudG0u81CC/vNNtJ7y3GIbmWBWki/3WIyOvajTtG0zSBKNJ060sRM2+UW0Cx+Y3qdoGT7mgDye78e+NdY8ItqVvbWel2szW0sNyCjsga5jj8rCzljnfyxVMBWUqCwI7vXtd1XT7zRNKtJ9NjvL+KWWa9uo28geUqFgqBwcsXyMscAHritceGtCBvCNF08G+GLv/RU/wBI5z8/Hzc+ualudD0m8sYLK80uyuLS22+Rby26NHFtGF2qRgYHAx0oA8c0rxBqqeFfB+k6VokGpNZ6XDqg+0zKiu4dkVRuljA24zuxJtJQ7cgGu0n8ZaydN8S6rA2lw22kJexw2UyO1w8turEMxDgbSVztAztIO6urn8O6Jc21pb3Oj6fNBZY+yxSWqMsGP7gIwvQdPSnTeH9GuLye7n0ixlubiIwzTvbIzyxkYKMxGSpHGDxigZ5p4j8QeILbT9fnM1nFqkfhmG8S5tFmURq80oKhTIRuCjh8A56jGAOx1vXdV0nTdFt0uNNk1HU7r7Mb14mW1jOx3zt3kkkJtC7+SevauhbTbF2kZ7O3ZpYRbyExKS8QziM8cr8zcdOT61C2haQ+kDSn0uybTlGBZm3QwgZz9zG3rz0oEcUnjXxNL4zGj2unWN5b2b2sV7cROiCTzVDNJHvmDBVycAI+4qRkHpL458b6voNzqyaONOjXSdNS+kF8js1yXZ1VYwrLgDZyeeoGB1rrv+Ee0X7RaT/2PYedZKEtZPsqbrdR0CHGVH0xVbxN4R0bxbpstprFnFIzxNFHciNDNAG6mNmB2mgDn7nx3dW9xewFLNZofEttpMcbZ3GCXySXI3ZLfvHwenA4ODnmvHkB0PRtT0UO1wT4bv7hrl5ZC2WuYzsClyu0eYQMgtgAbsZz6fNoGjXOpDUbjSbGW9BUi5e2RpPlIK/MRnggEehAqe502xvHZ7uzt52aFrdjLErExNjchyPunAyOhwKAON+IMEt/4l8G2Re0NjLfzSXEV1CZEfZbu4JAYdAGIz0bae2Dz8vxDvNW0rU4by3tbiFf7OurWWFZYBJDNdrHziTfkYyCdue644Pqn2G0zbH7LDm0/wCPf92P3Pylfk/u/KSOOxIqnB4Z0G1WRbXRNOhErK0gjtI13lW3qTgckN8w9Dz1oA5rwVquuPofiG61q+tr17PULyOFY4WQr5cjgg5dvl4G0dQBjJ61z7fFDX7DQLXULyDStQkv9IW/hhsQyG1YvCmJdzkbczZzlcbGGe49KGjachvmgsoLeXUFxdTQxKjzcEAswGWIBOM561T0Lwjonh3SF0/TtOtlT7OlvNIYED3Kqu3MpCjeSOufU0AcrF4t8YSrpNjLY6bZ6jqF/NbCWcCSMxpbmUPsimfacgjaXPTPGeMbxB451LxH4AuY7ZdPsVuvC0moXf2kMxk8xXQxw4YYIKk5O77yjHNenWehaRp8UEdhpVlapbyNJCsFuiCJ2BVmUAcEgkEjqCRUVz4Y0G8tre3u9E06eC1Qx28UtpGywqRgqoIwoxxgUAcPJ4+1HT9a0qxtFtbvTzcWWn3P7lhJFJMqdZC4BI3qcKjcdSO2bcePfFdz4JW8nfTLd9W8P3eoWslrDIHtngVCwJL85VztIxtOM7gOfTJPDuiTagt/Lo+nveLs23DWqGQbCCnzYz8pAI9MDFTJpGmxxwRx6faolvE0EKrAoEUbY3Ioxwp2rkDg4HpQBz15r+p6L8O7PULiSzu9SmNvCJtjRwK0sioHcbiQqhgTzyQemeMrS/HeqHWILHVm0wx/21Pp091AjRx7I7MThhuc4Jc45J4GOvNdtFo+mQaT/ZcOnWkenbSn2NIFEO0kkjZjGCSSeO9Zmn+CdA060vLSPTbeWzur37b9lmgRooZAiINibcKAEBHcEnmgDj7vUrjVfAGm+Nb3aZ7q1s7eSzikljizJeRbn+Vwcj+Hn1BLA4p8ZJ+Efj/J6XOt49vnlr0IaXYDT47AWNsLOLZ5dt5K+WmwhlwuMDBAI9CBQmmWEcFzDHZWyxXbM9zGsShZmYYYuMfMSOCT1oA4K08Z+IW8UW+jaZpMM9hZrZx3Usskau4ljVjIpaVSAobgBH3FSMjtX8SXk+l/FTUNWuJrDy9P0OBrQ3FrJI0TyzyRALtbO5mOCQBkFRxgmu/bQNGa5tLhtJsTPYoI7WU2ybrdR0VDjKgegxUt1pWn3pmN7YWtwbiIQzebCr+ZGCSEbI5UFicHjk+tAHmUXjXWNWax8+1tYtUttSv7JZQJAgZLFpVbyllIOSQCGZsYOMHp2Hw/1O6vvBOivrGpW15f3FhFcfuwVcoUXlgWJZgT8zcAk9BWxZ6Do+nrELDSrG1EMhljENsibHKbCwwODs+XPpx0pbDQtI0uTzNM0uys3ww3W9ukZwxBYZAHUgE+uBQBfooooAKKKKACiiigAooooAKKKKACiiigDi/hZ/yJ7/8AX0/8lrW8bxPN4J1NYxkiLcfoCCf0BrJ+Fn/Inv8A9fT/AMlrsnRZY2jkUMjAqykcEHtXXXlyYly7M8jA0/a5bCn3jb70V9MuI7rSbSeA7o5IUZT7ECuC+IcMuueH59U0zxLbvo9vGGm08EbLhlJJXzFO7JwAF9RWlby3ngVpLS5tpr3QWYtBPEu57YE5KuO65PX/ABxWfNZ/C66mOoyxWJctuIHmLk9f9WMZ/KmqTUuaKbXSyv8A8MyvrUJU/Z1WoyW6bt813R1ug6rbXXg+y1NYPsVr9kEnlE8RIF6Z7gAdfSuT8JeBNH1Pwxa3up2rtPPubiVl+XcdvAPpir01zdeNETTdHt5LHQVwJ7pk2GZR0SNfT3/l0PZQQR21vHBAgSKJQiKOgAGAKHKVCLinZt/ciVTp46qpzjzQimldaNu12vJW382cz/wrbwz/AM+cn/f9/wDGj/hW3hn/AJ85P+/7/wCNdVRWX1it/M/vOn+zsH/z6j9yOV/4Vt4Z/wCfOT/v+/8AjR/wrbwz/wA+cn/f9/8AGuqoo+sVv5n94f2dg/8An1H7kcr/AMK28M/8+cn/AH/f/Gj/AIVt4Z/585P+/wC/+NdVRR9YrfzP7w/s7B/8+o/cjlf+FbeGf+fOT/v+/wDjR/wrbwz/AM+cn/f9/wDGuqoo+sVv5n94f2dg/wDn1H7kcr/wrbwz/wA+cn/f9/8AGj/hW3hn/nzk/wC/7/411VFH1it/M/vD+zsH/wA+o/cjlf8AhW3hn/nzk/7/AL/40f8ACtvDP/PnJ/3/AH/xrqqKPrFb+Z/eH9nYP/n1H7kcr/wrbwz/AM+cn/f9/wDGj/hW3hn/AJ85P+/7/wCNdVRR9YrfzP7w/s7B/wDPqP3I5KX4Z+HJI8Rwzwt2dJzkfnkVnTPrXgGaOWe6l1XQmYI/mcyQZ6f56HpxxXfVBfWcOoWE9pcruinQo49jVxxE27VPeXmZVMupJc2HXJNbNafetmh8E8V1bxz27iSKVQ6OvRgRkGpK5H4c3Eo0K5025OZNOung/DOf55rrqxqw9nNx7HXha3t6MatrXX49fxCiiiszoCuGs7W3l+MOprLBG6iwDAMgIB/d8/Xk13NcXp//ACWTVP8AsHL/ADjrpw+0/T9Uebj0nKjf+dfkztAAAABgDoK5XxXZ6ofEfh7VdK0x9RXT5LgzRJNHGcPFsHLkDqf0rqqzPEGsroWlteN9nYqwGye6WDcM87WbjdjkA4z6iudbndUScddP+Acb400jxF4lRPJ0YJFNp8iGMS2/mxTknAd2B+TGDhCOepFP8Y29xb+F/B1vcWQu7mLU7RHtXdf3jiF8qSeOo69K6nxF4hTQvC8usxQreIhi2osoUOHkVMhgD/ez74ouNW0ifULu21SOOI6S0M5mvUVY1Zw2x0Zu4wwzwQc1ab7GEqcLtc2rt/X4M47TPBWoNq2kXOp6XALQ6pe309mXR0tFkjAjTGcMdyg/LkAmiHwZq8fjeWe4SaSybVRqEVxC8ChVGMI25fN4Hy4Bxj0rtTrsMuoaZDYPa3dvfrKwuEu04CAHKr1k5ODt6d6qyeLrE+KdO0Wxkt71rwT+bJDcKxtzGqnDKM8nPcjGO9HNIXsqSW/VfocB4A0bU77TPD2oWWlW9nFp9pdEXbupF68gKqrKvzYB5O704qvL4H8UXNpqJbSjHLc6OLYoJrdEaYTxthVj2hV2hsZyeDk816vpU+kmBrTRJbIxWp2NDZsm2I56bV+734qhrfiuz0jUtO09Ggubu8vY7Z4BcASQq4Y+YV5OPl9uvWnzu+iJ+r01TXNL+tjmvG/hbU74ix0HSbf+zf7PkiQW4giZJiTgMXXITGDhMEnqR1ptl4Z1eyutWDaUs39p6NDCLgSx5hmSBkZTk5JZiORx6mu8j1GymvpLOG8t5LqIZkgWVS6D1K5yKzYfE0Da9rOn3YjtIdKSB2upZgFfzVY85AC4246nOaXM7WNJUqfNzX/qzOFm8Ga2mlvbto1vqEl/olrYB5p0H9nSRx7WPOcjJ3ZXPI/Gp9a8D6pdW3icLZJeXVxZ2MNjcOyb5HjGJCCTleQDzjPvXpFpeW1/bLc2NxFcwP8AdlhcOrfQjg1nTeJtLOn3dxp9/Z38ltbPc+TBcqxZQCc8ZwD0zijnkJ4elbV/1r/mZvjHSb2+vdFvrKwTVI9PuHeaxd1XzQyFQwLfLlSc81yg8F6+nhHw5EtttuNNmuzcWcbwuSJXbay+YDGcA9+zdjXeWfibTpND0zUNRurXTjqFvHMkU9wq8uobaCcbsZx0q1LrelQXgtJtTs47kuIxC9wocsQCF25zkgg49xSUmtByp05tyvv/AMD/ACOY1bwzfN8JU0HToZJbuKKDZDNMu75JUcrv4XgKQDwOlY+p+HPEmo+MLe+fTFSKHV7e5WSGSBFEC7dxbjzHkAyDk4wMAHiug1nx3Fo2m3E9xb2xnXUTYQQ/b4wJDx87tz5YAOSCMrxnrWtpWvLeafeXWoi1sVtJ2ikZb1JUUAKcswwFPzdDg9PWneSVyXClN2u9LfhcyNc0HUr3xjJd2a7Le50OfT/tIcAwSswZWI6kcds1yNt4B1pdGczWbm4txaq1pLLAIb1IXLFP3ag89i+Sc4PrXpb+IdFjt4Z5NXsFhuDiGRrlAsvOPlOcHn0qhdeLdHkudX0tJrae7sbYySW80yIko2sSuWOMAL8xIwuRmhSkOdKk3ds5KG3utdksvEmm+FLa4smtp7UaY80S7GLD96c4UHKlGH3gB+AW38B6lClvBfWsN8Lfw1LZLIxRgLlnyqru5GFJAbAGO9dvaappdlp2nRzS2Omm5iUwWonjC5IB2pjAYc9V61Yl1rSoLwWk+p2cdyXEYhe4UPuIBC7Sc5IIOPcUcz6AqMHrJkXhu1uLHwrpNpeqUubeyhimUsGw6oAwyODyDzWlRRWZ1JWVitqX/IJu/wDrg/8A6Ca574bf8iPa/wC/J/6Ga6HUv+QTd/8AXB//AEE1z3w2/wCRHtf9+T/0M10x/wB3l6r8mefP/f4f4ZfnE6quQ8f/APMB/wCwpF/WuvrkPH//ADAf+wpF/Wlhv4qHmX+6y+X5o6+iiiuc9AKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDi/hZ/yJ7/8AX0/8lrtK4v4Wf8ie/wD19P8AyWu0rpxX8eXqedlf+5UvRBXFaBaW0nxE8SeZbxNsMJTcgO3K849K7WuQ8O/8lD8T/wDbH/0GlRbUJ+n6oMYk6tC/83/tsjr6KK5hru4/4WxFZ+fL9mOiPKYN52F/PUbtvTODjNYJXO+UuWx09FcNqfje+sfGMFjClndae+oRWMpiilLxO4A+aX/VhgT9wZOPStTW9b1VfEtroWgR2YuZbV7uSa+3FAisF2gLgkkn8B2NPlZn7aOvlodLRXCX3jfVrafUL2O1sm0rS7+OwuEYt9okZigZ07AAuMAg5APIpkHjXXDrCefb6edNbXpNHAQOJsgttfJO3ooz6+1PkYvbwvY76ivPF+IOp2en6xNrNnbQXtlGHj00xyRyKGkEasXOVdMsPmX8qq63reoXt5Z6TrUdqL3TfEOml5bTcIpFkJZcBuQRgg8+lHIyXiIW0/r+rHptFec2fiS9ttRvdL0SysYr2+8QXUCSTGQxgJEjs7jdksemAVHtVXRNb1HR9D1MQyWI1O58Q3aGNoppg7A5by40G5ufXGB1NHIw+sRueoUV5raeKtf17VPB1zZvbWceoR3X2i3dXKs0TbXzgjjAyvoc5zUmg+I75PDHh3T9BsrG3u9TlvBH5xkMESwyOW43FiTx39e3FHIwWIi3/Xl/mejUV5uvxA1vUreF9HtNPiJ0ibUJRdb2AaKUxsq7SMgkcdPXJ6V3ejah/a2g2GolPL+2W0c+zOdu9Q2P1pOLW5pCrGbtEu0UUVJqFFFFAHF+Bv8AkYPFX/YRb/0N67SuL8Df8jB4q/7CLf8Aob12ldOK/iv5fkjzss/3WPrL/wBKYUUUVzHohXF6f/yWTVP+wcv8467SuL0//ksmqf8AYOX+cddNDafp+qPOx3xUf8a/JnaVynjfTdV1JtOTTbNLq2V5PtW3yRKoK4XY0oIAzncQM46V1dYnirXl0DShOtxbxTs48tJ4pJBJjllxGCw4zzg49DXPG99DtqpOD5nZHMnwxrJ+CkWgm2DapEsf7kyrzsnD4DZx90cc1teLNNv7rRF/sTToGuZ7qKS7TZEZCgGCVMgKFwAoBPYfStSbxFpVv4fXW57yNdOZUYXABK4dgoPAz1IHTjviqcvjjw7DZ211NqSpDdbvKZonGQrbWYjbkKD/ABHA96q8n0MuWmlbm6L7u5xei+Ctegu7ITW7Wscc2pnzDPG5hWeNBGflxnkHoB06DNFh4P1t20a3XRIdIaw066s5r6KeNjJI8WxZML82NwzzzljwK6RPHtla+MNW0fWLiG3it5bdLR1jc7/MjDHewyo+Y4BOB9a17jxbodrrK6VcajGl4XVNhVsKzfdUtjaGPYE5NU5S7GUaVG3xdfL+uhzPgDwvqWj6h9o1a3mgkhsVsx89v5UgDA5AjUMehwX55OfWqUvhTWl8UI39kxTRjxCNTOpiZN3kEEeXg/N8uRx04GM12o8UaOduLz72oHTR+6fm4Gcp09jz096pJ4/8My28k0Wp70jZUYrBISWJICgbcluD8oye+MUryvexXs6Kio823mjnPCvg3VdM8VxXGqLM6Wk9zLHdI8Hlzebn72FEpJyMhjgEDHFS69oPiBte1+40zT4bmDUfsRV3MTHbFkOFWTgPyCCwxx61183iDS7fQhrM94sdgVDCZ1Izk4HGM5zxjGapWvjjw9eAG31Atm4itcGCRSJZM7FIK5BOD16d8Uc0m72H7Oko8nN57+Vil8PdF1DQ9L1OHU7drcz6lJPCjyo58tlTBJTAzkNkADnPFcN4O8O6jrXhzRprXTIbKC20+9T7Z5iZvGmVkVSByADyS3pxXot74otvMt0068t8/wBrLptwJ4pfv7SzIuB97GME/L71ZGq6HopuNNR4bJdPtftckEcJRY4cn5gAMEZB4HejmYnTpuyvov8AgP8AQ4PV/DHiW/8ADel6cukrth0UWjhJLcSJcKNo3OwJ8vABwhBz1IpLjwRq8+l66X0xHvrhNMFrI0kZcmJIhLhs8YKt3GccZrr4vGVhHc6nLe31utjbG2EISGXzgZUDAMpX5icggKCcdeatXfjDQbC0trm7v1jiulLxfu3LFR1YqBlQO5IAFPml2J9lRerl+K80crN4S1SYTCSwVw/i1NQAZ0Obb5Nz9fY/L19qLnwnq76bqe2yjlI8S/2nHZvKoW8gCqNuckDJGcN/d5rstb1eHTdBkvlu4IdyjyJZI2lRmP3flT5mB9qdoOsQa7otvfW8sUm9cSeVu2q44ZfmAPB9QDS5na5p7Gnzct9ThPFGg+INctEhtPDsNnbyWMqC3hktt8UzMcb3Kn5CMNhP4jye9OTwtrNsuuRjSVnbVdDjt0nE0YMU6W7oyHJySzEcjj1NelUUudj+rxb5m2eYah4P1k29zEuj2+pNqOj29isk0yL/AGfIiFWPPUZO7K5ORS6p4H1Sa38SFbJLu7uG04WdyzIHkESxiVgScr91uuM+9enUUc7B4aD/AK9f8woooqDpK2pf8gm7/wCuD/8AoJrnvht/yI9r/vyf+hmuh1L/AJBN3/1wf/0E1z3w2/5Ee1/35P8A0M10x/3eXqvyZ50/9/h/hl+cTqq5Dx//AMwH/sKRf1rr65Dx/wD8wH/sKRf1pYb+Kh5l/usvl+aOvooornPQMjVvFWjaHdLbapeeRMyCRV8p2ypJGcqD3Bqj/wALD8L/APQT/wDJeX/4muH+K/8AyNVt/wBeS/8Aob1xFeDiMxq0qsoRSsvX/M+wwWR4bEYeFWUpXa7r/I+htJ1mw1y1a50ufz4Vcxs2xlwwAOMMB2IpdU1iy0W3jm1GVo0lkESbYmkLMQSBhQT0BrlPhR/yKtz/ANfrf+gJW14q0u91SPSl052ieDUEmeZdpMShHBbDcHkjjmvUp1ZzoKpbVng1cNRpY10JO0U9/l6foaun6ja6pZrdWEwmhYkBgCMEHBBB5B9jU080dtbyTzuEiiUu7HoqgZJrk5/BkX9raQjxyXtnEbqW8lmcAySyFGBYDGcsDwBgYFY9p4U1m5uNXF9p8Vsl9p80RVZVMbT7wY24JY+uW547cCm6tRacv9WLjhMNP3lVsvO17Xa772V9uq7nexX6z3aRRQzNHJAJ1uAv7sgnAXPXd3xjpVqvPB4Y1Y2UyWOnDTi2kR2wjEyDdIs7O65UnG5Sef8AaqCz0u6kudVTTdK+zPZalY3I0/zlyFRAxUNnbk9euOan201a8f6+4t4CjK7jVWnp3Su9fP003PSqK8zu/CWt3mZbm0mMMl5czNZwXEO5DI4ZXBcFTxkdiO1avjSCaLR9CtFR7txMI2hnxL52IW5cZUOcjOcjnnB6VXtpWbcdiPqFNzhCNVO9726W+Z29QRXRlvLiD7PNGINv711wkmRn5TnnHQ15kmg3d54cVvDWnvcWt5pItAZXSJ1kSZmYsCe/OME/1re1jw/qdzqGrzRWnn2099azG385V+1xJEFdM54+bHDYzikq02rqP9a+RUsDRhJxdVdeyas4ra++r37fNdFFr0NxaXE9ta3Uxt7trMxxxgszq20kc4C98kjitSvMJfBmryW6BrKZbT7TcOLGC4h3Rh2BRgXypwMjsR2rSufCmpP4otbqVr24gRLcRTJcRB7fYAH3Fhk5IydnXJBpRrVOsS6mCw1/dqrr+HTf5/5ne0V5P470WfXfiJqFnZaN/aF4+gQLa3JlSMWEpnnCz5JBBU8jaC3HvUmr+BdXu/Hd1qFwNRu97RvZ3ttPbIkKrGA0bh181QWDZEZwwfnBzXWeKeqUV5hpnwyt/K8HW2o6FbG1tdLmXVo2ZSGuWjtwN2D85zG3IyBtHTisiH4b+IYfD8EVlB9ivrnQPI1GVLhQ81ws8LBGbJyTGsqBsFQDg8cEA9el1C1g1C3sZZlW5uUd4Yz1cJjcR9Ny/nVivJNE+Hrab4i8P6r/AMI5dSx2884livZLMyWpbyvKkURbUCKVkbamWBYkDLGtPx94e8Qav4ssLrSdMWRbQ2z297HJErxMJ8yhi53AbOgQfNkgk8KQD0iivLofD3iCLxDBHc6A91p1rrGp37v9ohKXEVxFPsRULZyTIFO4AAt3GSNn4eeG9V8P2mowaxCFup1hMV6sokxGI9qW/Jz+5OQCeG3bupYAA3r/AMUW+mzMt1ZXyJ9ut7FJTEAkskzKoKZIJVSwy2MdQMkEVoRX3m6ncWRtbmMwojid4/3UobP3WB6gjkHB6HoQa8g0r4d67YR288llqMuo2t5aS3TPdWhhvvLuUd5E2hXZsKSDKcgEjkmtGD4bXd94k1f+3U1F/tjXYGoJNbGCSKUMI1YbfPygZcKTtDICDjAoGesUV5Hd+C/FGs+Ghe65byHVLm/ifUbG2ngLTW8URiRVMgaJvnJl2tx856ECrVj4N1LTte8PXNlpF3P9kWOOSXVpraZbaLzHZgpQq0ciq+B5YKEBVIwM0CPQtc1q20DSm1C9WRoVliiIiALZkkWNTyRwC4J9s9elaFeXeMfCOrar4j1CZND/ALSe4urGSx1E3EaixijeMyx7WYMMlXb5Qc7vUAVZ0TwbqVn8ULrWNRTUJS13PNFfRz23kNC6kJC42+edoIG3OwFQwoA9HY7VJOcAZ4Gar6denUdOhuza3Fp5y7hDdIEkUdtygnBI5weRnkA5FeeeIvAV/ql54vv7W1VLy9ubU2cwkQSSwJFCJo1Y5CbtjL8wwcDcCtRaR4Z1jw5eaJf6Vouo3EVu16ktlc3VokkPnCHaQI9sax5iJIXJBbODmgD1Gq93eLaNbq0M8v2iYQgwxM4QkE7mx91ePvHjJHrXlWj+DNd06TwrK+itLeWNlBb3MlxNC8UCgtv8tt3mRyANwU3KxwD0zU3h7wdrdhNpcUejizsrPWYbrzJngFy6C3nR2laJisnLxgNgO2SWHGaAPV6K4LwPZjwTovhnw/No6xajqULm9kidGMbxx5LOQSWH3UyMgEqO4rEu/Butal8Qft1zoiw20l/NHc3MTwhJ7J45Ewx3GVicplThQegPUAHrFFePXPgPxRqOgSHVUeS6tZ7azEEM0Je9sbdWGQZAY8u7+YVcYOwA47aFp4NurK40hrzw/d61YQWnlwWt7dW5k06bz3cucFUxtZQPLyVEYAGKAPQX1q2TxLDoZWQ3U1pJeKwA2BEdEIJznOZBjjsa0K4rxZ4e1nUvEj3OjkwifQLzT0u1kCm3md42Qnndg7CMqCRVHwh4Rn0nwtrls9hq1rJfW/lm1lurVdzbGBaJoFCqTuxvb5jhSelAHodFeR2vg7V4tM0+G/8AC0V9pFncTf8AEnDW8Mk4ZIwk0iq/kllKyDhhkMGwDxVbUPB3i+DQr2zh0x76TUdB+wLsvI8WrC4mkWNi7AsFjlVARnJU5wOaAPVJ9cs4vtgj826lsZI4riG2iaSRGfaV+UDJ4cMSOgye1aNeW6t4GvP7c8US6ZoMYk1S9sbq3v42iX5Emt2mQ5YMCWjeQ8YOOpYgVQuvh9rUl94lmlt9Rub67g1Bbe7W5tRBcrNG6xRNlRNxuUbWbYpUEHHFAz2GiuO8GeFpfDfiDV2js0tbG6tLIoI3BV51EgmYjOdxymWPXjk4rsaBBRRRQBxfws/5E9/+vp/5LXaVxfws/wCRPf8A6+n/AJLXaV04r+PL1POyv/cqXogrkPDv/JQ/E/8A2x/9Brr65Dw7/wAlD8T/APbH/wBBpUvgn6fqh4v+NQ/xP/0mR19Yeu+GdB1Sf+09ajZXt4ChuBdyQBIwdxyVZRjvk1uV538RtYvfPv8ARotRj061Ghz3bl41Y3bHKeSC3Tj055FYxTb0OqtKMYXkrnRx+C/DU91DqUNksj+bHdRSrcSFS64KyAbsE8Dnv3zU+u6LoGtXNnDrkcL3JLC1BmMcjcZYKVIYjHJHT1rgZvFmvWsljpujKy/Y9Ms5Y4dsO25LKN29pGBC4G0bMnPXtXV+JWC/ELwaWIA827HJ/wCmBqrO+5kp03F2j1V9O7NOXwfoM2rR6lJpsbXUZVg25tpZRhWK52kgdCQSKk/4RfR8AfY+FvzqQ/ev/wAfBzl+vueOntXDeIr688FaXFo+h6tJHc2lnNfOggi2FTIx5aVyQuSVCrub3qO/8YazI+s3Ka/b6Ytjp1rewWjwRt57vFvZAW+bBIA45+Ycjucsn1JdWnF2cdfl/XQ7e08F+HrJblYNNjK3UXkyiR2kBjznYNxO1c84GBmki8F+H4dN+wR6cog89bg/vXL+Yv3W353ZHbn2rh9T8Z69DdaxdR6pFbNYGxeDSmgQtOZo4y8eT83Vj05Hrirtz4l8Q2umeK9aW+E0Gk3stpb2X2ZPVMOzdSFD5xx0OSexyy7h7Wj/AC7X6Lz/AMjrrnwfoV3bzwz2O5Z7s3rkSuG84gAuGByvAAwCBUX/AAg3h0WSWi6aFhjna4QLNIpV2GGIYNkZA5GcH0rjF8TeJ5IbW3S/eIXGrW1rFezwW7OySRSFwUjZlGCqkHIJBHXmoNT1PWL/AErTVvNbaGSy8Uvp73awxrvC7tsjDG0EY6dDnmnyy7idWlvyfgjuLfwt4ZnsrW0s7aJ4dJuH8kQ3DZt5C2513Bsjk8qTjpxU0ng7QZtFg0qTTwbO3dpIU81w0bMSzEPncMlj374rkF1jWIdC1xtLurWO4j8QyQb1SCJ5Igis2zcAjyHk5bJIz6Clu/GN6o0G/h1c/wBkT28bXMiQRee0jSbcyRE5CHBGUzgg9RStLuV7SklrH8EdmvhfRkYNHYpHiyawARmUCBjkpgHHXv1960LO0g0+xt7O0Ty7e3iWKJMk7VUYAyeTwO9eb2XjbVJvGNvHa34vNOvjeLEtxFFCqmJWZSu1jIACu0l8Z6gCqVj4w8TPpV3rkd9cXdtbaT9okgmso4oxcsQAqkKGdFBLZB7Dnng5JAsRSWyPW6K5LwLq+r6ot+NVd54IzE1tcSrCrvuU7gViZlwCAQepDV1tQ1Z2OmElOPMgooopFnF+Bv8AkYPFX/YRb/0N67SuL8Df8jB4q/7CLf8Aob12ldOK/iv5fkjzss/3Vesv/SmFFFFcx6IVxen/APJZNU/7By/zjrtK4vT/APksmqf9g5f5x100Np+n6o87HfFR/wAa/JnaVznizRdW1hrAaXdRpbxO5uraWaWFZwRhctH83ynnbwD3ro6z9Y13TdBgjl1W58hZX8uMBGdnbrgKoJP5cVzq99DumouNpbHMHwVf/wDCpovC3nWpvE2ZkLN5ZCziQ87c/dHp1/On+L/Bd3ruuR6jYzxkPZmyuLeW5lhVkLFs5j5bqQVPB4qG28fPL4DstVuJ7G31C+klWJWjlZNqSspfYmXICjJ5Az3FakXjrSpfE8OipIZDLaLcrdIjGNt3IGcEAbedxOO2c1fvJnN+4lFK/Rf8Aw9S8B6vd3msWltNYRaRqzWiylmdp4o4URflGMEkqep9+tWNQ8Eapc3Wo2UF1ZjSNU1BL+d3VvtEZUoSi9iCUGCSMZPBraTx14bezubpdUj8i12GVzG4AV32KwyPmUscbhke9QzfETwvBHG82plBJF5yZt5clN7Juxt6bkbn2z0IovMOSh3/AB9f82Y48Fa2usLtudPOmpr51hSd4mO7OUPG0Y3HHrx0qaLwZfw/D600N4tOurmG5kmYyyyoozI7KyOoDK43DnHqKvah460ptF1K40XVLNp7FEd3uI5TGFZgN3yjLDryuRnFXbzxr4f0/Vn0y81FYruORI3jMTkIzgFcsBgAhhyTjtReQ1Gir6/j3/4Yzbrwrq914I03T7jU47rV9PuIrpbi43GOV0fcFc9SuDjPU4zXNw6LrOt+I/Ee97GPVrPUtOvQoZ/IZo4shd2N2MY5x17Cu+k8T6NFri6PJfIL5mCCLa2AxGQpbG0MRyATk0mjeJ9H8QSSx6PefaWhGZMRuoXkjGSAM8dOtCckhyp05NK/49l+epzNr4K1gJE95cWJn/4SQaxL5TOF8vy9pUZGd2fXjHftV7xn4PuvEd9YzWFxFbrtNrf7yQZbZnR2VcDrlO+Bya6ezvbXUbVbmwuIrmBiQssLhlJBweR7jFT1PM7l+xg48vRnE6n4Nvbq+1+aOLTriLUp7WSCKeSRNgii2k7kGUbIyCM8Vn3nw/1yddOuJNVW9vI7FrK7826mgEiFyw+eP5mwDtIb7wAJwa9Gop87B4eD3/rW5zetaDqM3hWx0vQblLRrUwq6GaRBLEi4MfmL86545HPHvS+CvD114b0m7tr14Gee9luV8hmZVV8YGW5yMd8/WujoqeZ2sX7OPNzBRRRSNAooooAKKKKAK2pf8gm7/wCuD/8AoJrnvht/yI9r/vyf+hmuh1L/AJBN3/1wf/0E1z3w2/5Ee1/35P8A0M10x/3eXqvyZ50/9/h/hl+cTqq5Dx//AMwH/sKRf1rr65Dx/wD8wH/sKRf1pYb+Kh5l/usvl+aOvooornPQPIviv/yNVt/15L/6G9cRXb/Ff/karb/ryX/0N64ivkMb/vE/U/TMr/3Kn6Hrnwo/5FW5/wCv1v8A0BK6/UNTsdJtDdare29lbggGa5lWNAT0GWIFch8KP+RVuf8Ar9b/ANAStbxlo+qa1p9rBpEtuvl3IeeOeRo/Nj2MMCRVLIckHgAkAjIzX0mD/wB3h6Hwuaf77U9TQufEeiWc8MF5rOnwS3Co0Mct0itIHJCFQTyCQcY64NKfEGjDVBph1ewF+W2C0+0p5pbAONmc5wQcY6EV5cngHxCJB4fEFjKjeFrfTLnULjzDHEfNm3eV8nzsoIIUlf4ScVo2fhHWb/WtatmtbW204+IYbz7dcB/tTrEkDjyvl2kEpt3buCX4NdZ5p3jeKNAWO5kbXNNCWpAuGN3HiE7ivzHPy/MCOe4IpbrxRoFj5X23XNNt/ORZI/Ou403q2drDJ5B2nB74PpXKw+BNQsfD2lx2o0+fUNO1a41AxTFhBciR5todgpIZUlUg7Tgrjkc1h2vgzxDpmvS2NjZaddiTQxBLc3odIInkubmRkjwjbtvmAbfl+XbkjNAHoGreKtL0yG7VL2ynvbWIytZfbYo5MABiTvYBRtYHJwMEHvTbjUdO1TxJJ4eu4tOuhFbid45riN5N+eB5HLYA5LHA+ZQM5OOUHw0u4PCfifSYLm1km1S0t7W1uJAQxEVrHDmQgEjLITgZ6+vFOh8E3eg+JdS15LeC/VJ7rUrWVr26MqSyI3yfZlyjfeK7h8xXAxmjfcpNxd0dnrWpQ+H9Anu1+xxrbx/u47m5W2iJHRd5GF9B2qVNXsW0ZNVkuoIbJohKZ3mTy1U9y4JXHuCR71ha7YeINf8ACOmfZUtrPUS0M97ayylF+4d8ayhWKEMR8wGcKRkZzVCw8H63pvwrTw7a3NmuoJO772ZmjZGuWl272UkEocbtpIPIzjNAjauvHXhm0bTTJrVi0WpyvFbTJcoY2KqSTuzjGQFz/eZR3pun+PfC+o6VJqMWu6fHaxztA8k11GgVgzKM5bjdtLL6rgiuU0r4fa5pclteqdPmu7fW5dQWCa6ldDFLaiFlMrIW3BgWHGDx06CCf4aaubeziUWE6aZd3j28Yv7i1+0RXMhcl3iUMjrwABuBBbOKBHet4isoL68hvp7a0gtkgYXEt3EFfzSwXjdleVwCwG49M4NO/wCEn0H+zE1L+29O+wySeWl19rj8pn/uh84J9s1x03w3uGuQIPsUdkDo4W2Z3cKlpI5kTLAkgqwC5Jz3x1p7eBdWs/EU2r6cul3BOpXNxHa3TOsflzQQJuOEOHUwnjGCHPIzQB0Hh7xrpet6LpN1c3VpYXmp26Tx2Mt0pk+bOAAcFvutg452n0rRi1/TbzTbu90q+tdQjtVbzDazrIAyjO0lScGuK0L4a3dnp7Wmo3VsC/hlNG8+3yzxybpS7qSB8uJFx0JI5AwK0fB/gqfRNL1GC8t7W3ubq2S1M9vf3F15iorAEib7mC5wq8DJ5oA0dJ8ZQ6hb6fPdW32KG70ePVZZ3mUxW4bb8jMcY+8SGIAIVvQ0an430nTZdFk+12cunarNLH/aH2tBDEEid927oclNvUdfwqk/hLUJ/hfpfh6WS1F9p8VoMbme3ma3ZCFb5QdreXzxxnvjnKbwPrsc1lqUUekS3serz6lLZSSuLdPMt/KCI3lknBAbJUcknFAHYx+ILOW/kjSW3a0SyW8N4t1GU2MzAHG7IXCk78bTzg5BpzeJtBTSl1R9b05dPdti3Zu4xEzegfOCeOma8ytPh9fX39s6IS8KrpcEJujDJFA9x9smujHGeGaMb1TcvQH1rbtfAmp6e9jqNhY6WL6Ce4eazudQubiGXzUjTzPOkVn3gRKPu4wSPegDebx9oc1xqNrpl5bXt5p8sUcsC3cSbt7IuVZmAIBkCn/a+XqQKl0PxdDr3iXWtNtFtvJ0iXyJJRdhpWkwC2YgPlUEld2eSrDHFYGo+B9YvLjXVj/s1IdWuLC68wSOrRPA0G9NuwgqRExBz1IBA5Na1v4RnXTPF9nJcRw/2/czSQzQ53RLJbpHk8D5gysePbnmgCez8b6Tf+Ir7T7W7s5rSysUu5b+K7Ro1JkdGRscKV2A5J/i6DvNrXiyy07wTf8AiTTXg1W2tYGlT7POpSXb2DjI69+a4y5+G+t6tBe/2h/ZNizafZ2sEVjLLsdreYyfOQqMobgfLyO3QZ2W8D3Evw11vQYobawvdUEjEi9nu08xlVQzSSjeeFUHjjsD3Bm4vi3TIVvpNXuINKhtbxrRZry4REnIVTuVicEZYjHUFSD0q1ceJNDtLmK3utZ0+CeYIY4pLpFZw+duATk5wceuKxfF2ha5rq6X9hezWOLf9tt5Lh4txYKBtlVC+BhsqNu7IyRiuF074f8AiONNT8PNbadJHNodlp82o3QkKpgTBjB8nzlQRwSuDsNAj1Ya/ox1X+zBq1idQ3Ffsn2lPNyBkjZnOcEHp0NQSeLfDkKytL4g0uNYXCSlr2MCNiSArc8HKsMHup9K4jTvCOr3niTU1ktbe20+LxHFfi8nDfaZRFFCVCDbgoxGC27++MUXHwwvf7J0oRfZJ7uxur6SSH7XPapOlxKzBjLEN4ZV2jGCOWHoaAO/l17SIL+Kxm1Wxju5tvlW73KCR92duFzk5wcY64NZS+OtGuL64stOure6urS/jsbiL7VEjIWKDeAzDcAzhcDksCoBIrnrn4b3DLeLZCxtw8Gkw2g3uxtxazb5AGILYK4CnOTjnHWp7nwTqzarffZ2sPsdxr1rrKytI4l/dtDvjKhCOkbEHPJPIHWgDrE8SaHLa3dzHrOnvBZNtupVukKwHphznCn64pV8Q6K0lnGusWBe+G60UXSZuB6oM/N+Ga4qz8C6xBoOoabNDp5s2MBsrBb6bZAyOXLpP5Ykj52lU+cKR1IJFVNQ8A+LtSi02O81Swn+z/Z2eTzHiaNo7kyn7kY807NqgttGVLbQWyADvx4k0NtWOlrrOnnUVJBsxdJ5wIG4/JnPABPToKfa67pF7Yz3tlqtlcWltu8+4iuEeOLaMtuYHAwOTnpXkFjYPf8AiHV9CLBjqMuqafCkVz++0yKWR5GleHywdjsiYZpTnI2gZIHoPgzwk2iWl6upWNrHLdxxwymHULi7WZEDAZ8/7o+ZvlHHPU0AbOoa/aWT20cctvPLcSQgRi6jQiOR9iyfMw3DJwAMljwMmnw+INHube7ntNUsriOyJFy0VyjCEjqHOcKeD1xXEaf8OdWttPRLu+tbi5t9TsWt5CzYFjaSAxoTjPmY3k9snr3pi/DrWJ/C+paNLcWlnaObd7KyhuZZY42ik8wjzCqyIjcDYC2zkg9qAO20XXYdU8NxavNJaQxNGZJDDeJPFEBnOZV+U4HXHAOeSBk1brx14ZtG00ya1YtFqcrxW0yXKGNiqkk7s4xkBc/3mUd6xH8BSXXw71PQjHDp91fzi4fy764ulZ1ZCN0smJMMI1U4xgdOarWvgXUbJdKvrKz06G/s9TkvJoJNRuLiOYPAYS3nSKX3AbTjbj5QPegDrr/XbfT9d03TZZbRWvi4Aku0jlBAyu2NuXBII+XkHHBGSNWuD8a+Dte8R69BPY3VollGbV1EkrxvE8U/mMcKp8zK4ADEBSOBk5HeUAFFFFABRRRQBxfws/5E9/8Ar6f+S12lcX8LP+RPf/r6f+S12ldOK/jy9Tzsr/3Kl6IK5Dw7/wAlD8T/APbH/wBBrr65Dw7/AMlD8T/9sf8A0GlS+Cfp+qHi/wCNQ/xP/wBJkdfVW90vT9S8v+0bG2u/LJKefCr7c9cZHFWqK5zvaT3Kc2j6ZcfZ/P060l+zACDfAp8oDoFyPl6dqmns7a6eJrm3imaF/MiMiBjG395c9D7ipqKAsipeaTp2oyJJqFha3TxghGnhVyoPUAkcVk23g3TovEl/qtxBa3K3C2628ElqpFr5SlQVJz1yOgGMV0NFO7JcIt3aMG18J2UPirUtcukguprySGSHzLcFrYpGE+Vjk84zxiteOxtIVnWG1hjW4cyTBYwBKxGCzepIAyTU9FF2xqEY7IoQ6FpFtGkdvpdlEkcomRUt0ULIM4cADhuTz15NPk0fTJbWa2l060eCeQyyxNApWRyclmGMEk9zzVyii7Dlj2KD6HpMlrJbSaXZNBLJ5skTW6FXfGNxGME4AGfanvo+mSTW8smnWjyWwAgdoFJiA6bTj5fwq5RRdhyx7GedA0oTSTxadaw3LlibiKBFkDMCCwbGc4J5965jwx8NbXw7q0N8bmOZreBoEWG28nzAwAJlO47zgew74rt6KfM0S6UG02titZabY6bGyadZW9ojncywRKgY+pAFWaKKktJLYKKKKBnF+Bv+Rg8Vf9hFv/Q3rtK4vwN/yMHir/sIt/6G9dpXTiv4r+X5I87LP91XrL/0phRRRXMeiFcXp/8AyWTVP+wcv8467SuL0/8A5LJqn/YOX+cddNDafp+qPOx3xUf8a/JnaVzviTRNSvdX0fVtFktRd6Y0oEV3uEbrIoVjlQSCMcfjXRUVzp2O+UVJWZ5pD8ONZtLDSXgv4fttnFcQTJHdT26SJJM0gKvH8wPIyCCD+ANaC+BLy3uYEsntIbOXRjpV2m+QtECzNviJBzy54Yiu7oqudmKw9NbHmI+GuqvoNzZ3E1rJdG3htYJ3vJ5AY0mjkIKuCEBCcKoIB9Aa6LXfC17qmt6teW8tusd7oD6ZGHZgRKWcgnAPy/MOeT7V1lFHOxrDwSsv6/q555rXgDVNRtJYoLizVn0CDTBvdgPNSUOTwv3cdD19qua34L1HUv8AhKfImtV/tiaykg3uw2iHZu3YXjO04xnt0rt6KOdh9Xh/Xz/zOFHgO5TxjLqDTR3GnzX66hse6mRopBjpGp2NyBgnHHHNb3g7RLjw74VttNvGieeJ5WZoSSp3Ss45IB6MO1blFJybVio0oQlzL+rmdoNpdWOjxQX8VjFOrOWSwjKQgFiRgHvg8++a0aKKk0SsrBRRRQMKKKKACiiigAooooAKKKKAK2pf8gm7/wCuD/8AoJrnvht/yI9r/vyf+hmuh1L/AJBN3/1wf/0E1z3w2/5Ee1/35P8A0M10x/3eXqvyZ50/9/h/hl+cTqq5Dx//AMwH/sKRf1rr65Dx/wD8wH/sKRf1pYb+Kh5l/usvl+aOvooornPQPIviv/yNVt/15L/6G9cRXb/Ff/karb/ryX/0N64ivkMb/vE/U/TMr/3Kn6Hrnwo/5FW5/wCv1v8A0BK6/UNTsdJtDdare29lbggGa5lWNAT0GWIFch8KP+RVuf8Ar9b/ANAStbxlo+qa1p9rBpEtuvl3IeeOeRo/Nj2MMCRVLIckHgAkAjIzX0mD/wB3h6Hwuaf77U9TUudc0mze1W81Syga8IFsJbhFM+emzJ+bOR09aiHibQjc3NuNa04zWiu9xF9rTdCqfeLjOVA7k9K47w94I17w42lyJ/ZWovHpltYXX2qR/wBx5Ts26E7DkHf907eVU57DFPgPXUuNO0CeGzFqui6nYR6lbq7bvNEYV58qArHOcAnJDnNdZ5p6nJqthEtwXvLcfZolmmBmUeWjZ2s2TwDtbBOAcH0rM0vxfpd5pdhc32o6XaT3wzFAuoxyhjuC7VcEBzkqDtyNxwCeCeRl+H2vatp+tLq8unwTXtvp6QR2txKyZtXdsO21GAbI5XkZOOgJ0PDHgKXSPFUGsXFrZwAWtwksSXs923nO8O1xJMNx+SIg9McYByTQB0Wm+KdMvbew+0XlnaXl9GskNm17E7uG3bdu1iHB2tgrkHB9DVyTXNJi1ZNLl1SzTUJBlLRrhBKwxnhM5PHtXKeCfA154bvrG41CS0ma10O307dFksJEkkdyCVHykOo9TjkDAqtr3gnX9X8ZR6iLmzNlDqVpeREzvG6RxMhdDGqYdjhyGZj1AwByADpLXxjozafZz6lqWn6dNdxpIkE1/CSQxIUhlYhgdpwQSDg+lWdR8SaZp5vIDfWb39rbPctZNdxxybFXdkhmG0f7RwB1JxXDWXwwv4fDtzZXUmnyzyeFl0eJjuIWcNM27JXITMicjng8cCptS8Ba7czaolhNY2sGoafNbzk3Ej/apGtvKRmjKERkNtJdGyVXBU9aAOuvPEP2PU9As2tSW1mR0z5o/c7YHl7ZDfcxwcc5z63LDXNJ1WeaHS9Us72W3OJo7e4SRoz/ALQUnHQ9ax9R8O3s134XuLSWDfo0rGYSEgMrW7xErgHJBYHBxn1FYng3wVrujeLI9X1uezk26dJaSG3uHbzHaSNw4jKKkY+VvlXpkcnsAdhJ4h0aG8uLSXV7BLm2jMs8LXKB4kHVmXOVHI5NNbxNoKadFfvrenLZzEiK5N3GI3IBJAbODgAk49DXHXHgbW2sL7TIRpL27ag2oQXczP507G4E/lTLtwVJGwsGPAX5eMVNY+BNQbX7LVtT/s5SNWlv7iygLNDGGtfJUR5Ubm3BXJIXkn05ALut/ESw03VbKy057C/N1Yy3/mNqUcKGFOmxjlWLfNjJUYRiTgGt+PxDpRvbewn1Gzh1GeNXWxa6jMxyM8KDk/UcVwkXw01KLTLm3E9jvk0bVdPjOWAV7m4MkR+7woUkN6HoD1p9/wCAfEN54isrhrqxe0s72yuI2E8kbKkPl70MaphydrkMzHqBhRyADubDxDouqyvHpmsWF5JHGJHS3ukkKoejEAnA96i/4Szw79ha9/t/S/siS+S1x9sj8tZOuwtnG7261xMXwuvB4b0bTPtdrayWuh3mm3c9vnLvMI9pHA3KCrE5wefc4l1fwPrmtRaXcXVno8FxppkjFnZ39zbQzI6KpYyRqrqw2ABcEYJBPegDvrzUrHT7E3t/eW9raqATPPKqIAenzE4rMtvGWgXviQaFaapazXzW63CJHMjCRWBIC4PJ2jdj+6QehrH8R+CJNS8LaFp+mrDE2jSRPHam7niidVjMezzUPmLgNkNyeOQcmmeHPBt54f8AEtrfW1tYRWjad9luYlupZXhcSyy7kZ1Jk3NLg7ipGO/AoA2LTxfYONZk1SW30y30vUDYme5uFRJD5cb7stgD/WYxk9PfA1bnU7CzsVvbu9toLVtu2eWVVQ7vu4YnHORj1zXFaj4N15m1VNPuLEwX2s/2gVkleNnjNusbIWVCUIZQcrywyMrmrEXgm+/4V34c8P3M1rLPpdxZSXBYs0ciQyKzqMjJ+UEDIHbOKAOltPEeiahdJbWGs6fdTyReckUN0jsyf3wAclffpVO98beHLPQ9Q1YaxZ3Nrpy5uDbXCSFD2Tg/eJ4A7muVm+GV1PCIluLW2D6jqk7yQgh0iuopkTbwMsvmISOBwcE4GW3Hw81fV9Nv4dR/smwkfRW0q3Ww3skhLKwkkyq4wUACjdjc3JoA7Gy8U6ZfX7ww3lm0LCL7NcJexOLkyb8BQrE5/dt1HODjO04mm8TaDb3SW1xrenRTySGFInu41ZnBwVAJyWB4x1zXKXXgzWdQk1m/mOnWmoXUFi9ksMjvHBc2zyOMkoDsO5RkDOCwx64ut/DHxFfaCumW17YyLJYbJZHnkhIu2d5JZDsQmRWduAxAXHQmgDtF8daNcX1xZaddW91dWl/HY3EX2qJGQsUG8BmG4BnC4HJYFQCRWkviPRGnu4V1jTzLYo0l1GLpN1uq9WcZ+UDuTjFcnc+CdVbVb7yGsPsVzr1rrKytI4lHltDvjKhMdI2IO7knkDrWXJ8NNbm0OPSGk0qOKwsby3tbuNn867aaF4gZht+UfPubBfLAGgD0bT9Y03VxKdK1G0vhC+yU206yeW3o20nB9jUVh4h0XVZXj0zWLC8kjjEjpb3SSFUPRiATge9ZfhzwxLofiHUb0m3+z3VjZW6JECCGhEgYkYxg71x+PSuYh+F11/wjmjaW9za2zWuiXmm3k9uDl3mEe0jgblBVic46+5wAddpvi3TbzSbvUrq+021s7e5eHzhqEUiBQcKzsDtQt125OARnnIF5PEGjSXNrbpq1i094nmW0QuULTp/eQZyw46iuDs/h3qdnDbXkFppialaXUU3kzaldXMF2qRyRgMZQTGR5rMu0Ngjv2n/4V9ey+MV1m9trCeO4ktZ5ok1C5hW0khAAEcaAJKMorDeFwSe3FAHYHxV4eW1uLk67pggtZBFPKbyPbC54Csc4U+xqeTW9KiubW3l1OzSe9Aa1ia4QNOD0KDOW/CvP4vAGvRaW9okenrBDPFLYWiajMv2R1EgMkc3lFk++AI2DqBuGeal13wN4p1dtLWXUrCcW0Nn5suWtyssMweRwqKQ+4DgEgKRwMnIAOvi8U6Yqt/aV5Z6exupbeFZ72L98Y3CErhuu4gFfvAkAgGr1pq+m393cWtjqFrc3Fqds8MM6u8J9GUHK9O9clpPga8svFNnqd1JaSRW95qtztGSw+1TI8eMr1CqcnsTgZ60zwH4Bl8J6gWuY4Jvs8D29vfLf3EkkqM4Y7oX/AHcedqk7SckdqAOrtfEOi3t81lZavYXF2gYtbxXKPIoU4bKg54IIPoRSW/iTQ7yGaW01nT544JFileK6RhG7NtVWIPBLEAA9ScV5ro/gPWtb0KGz1CG10i1hu9SkW4RXF67Sm4iXKlQAuJd2dx3AJ061evPh9r2p2jtONGsbm3sobW1jtGk8ufy7iKbdISgK/wCp2gANt3scnpQB315r2j6espv9VsbUQyCKQzXKJscpvCnJ4Oz5senPSr0ciSxrJEyujgMrKchgehBrz+PwRrV9r39qaydMDSa5BqUkELvIqxx2jQ7QWQZbcQegGBng8V6FQAUUUUAFFFFAHF/Cz/kT3/6+n/ktdpXF/Cz/AJE9/wDr6f8AktdpXTiv48vU87K/9ypeiCuQ8O/8lD8T/wDbH/0GuvrkPDv/ACUPxP8A9sf/AEGlS+Cfp+qHi/41D/E//SZHX0UUVznoBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcX4G/5GDxV/2EW/8AQ3rtK4vwN/yMHir/ALCLf+hvXaV04r+K/l+SPOyz/dV6y/8ASmFFFFcx6IVxen/8lk1T/sHL/OOu0ri9P/5LJqn/AGDl/nHXTQ2n6fqjzsd8VH/GvyZ2lFFFcx6IVBd31vYRxyXcoiSSVIlYg4LscKPbJIFN1GSWLS7qS3ikmlSF2SKJgruwU4Ck8Ak8A15ZBLrb+EPE8WrrqKxyJatYC/WTcJnYgqpk5OHCeg7gAEVUY3MalXk0t3PXKit7q3u0drWeOZUkaNjG4YK6nDKcdCCCCOxFS15tpF5qtrofirSNMsdRttblv9TnsZZrCVYWLSO0ZErL5fPGMnB4qTY9JorxpLbxCnhiSQ6x4knP2iN/sraZfwuWEb70LiR5grEr8yHYGUcEE12Os2uq6w3g6EjVdPt53ZtSjtbl1eIfZXISSVMH7+F3cZOMc4oA6pdStH1Z9MSUtdxwid4wjEIhJAJbGASQcAnJweODVqvJIrTxYde1g32ta3aSL9rVI7bTJ5ozCVYQtG5k8osAUYBUEhIIJ6mlstR8R2MWmTPY68bZE1C2Yqt1O1xIywmGUpLmRBuEgHmfdwecEZAPTBrOn/2jdWJukW4s0iedXyoQSlhH8x4JJUjAOfzFXq8RvNB1q/8ADt4dRs9Ze7m0nQZ2ZBMJJXidvtAYry0ihixQ/NnBAyAa2rh9buvHunwWEHiGDS2eO2kMrXW2S1a1OZC5IWNw2Bk/vQ4ySOhBnqMM0VxCk1vIksTjKujBlYeoI60+vE9Ls9Y0fwX4dis4PEjXdlvW60sreRrNNmPgTLwijHy5BhOW6Hmuu+JMWvS3mljTbu/tNMKzC5k0+1nnkEvy+XuWCRJNuN/IJXONw5GAR31FeUT/APCXWusXiabNq2q30mmssU9xDNaw28q2wwwQkwPukHA4dWY5yozT7jzzZ2Atf+E2/sktMb0t9p+2ef5aeVjPz+Xnfnb8m7HagD1SivI9as/Glxps1zNNrEepWfhm1mRLGWRY3vw8u8bU+WR8Y3LyDxxjbRrzapot2dPur3xAdLPiOCOKWOad7ieF7FnkRGX53XzAeF6EcYxwAestNEsyQtIiyyAlELDcwGMkDvjI/OoLbUrS8vbu1tpTJLZMqTgI21GZdwXdjBOCCQCSMjOMivMLTSNXbXPCOp6qmuMIzfQxO7zs8SGZTa/aAh4yn3y3BCgOeKpaXaeLG0W/bVdc8QQ3rQoLqBdKumCy+apJR1lO5cBlP2cL8rZxkAUAezUVi+EJbqfwlYPqFpcWlxsIaK6leWQAMQCWf5+QA3zfMAcHkGtqgCtqX/IJu/8Arg//AKCa574bf8iPa/78n/oZrodS/wCQTd/9cH/9BNc98Nv+RHtf9+T/ANDNdMf93l6r8medP/f4f4ZfnE6quQ8f/wDMB/7CkX9a6+uQ8f8A/MB/7CkX9aWG/ioeZf7rL5fmjr6KKK5z0DyL4r/8jVbf9eS/+hvXEV61428E6l4k1qG8sZ7WONLdYiJnYHIZj2U8fMK5z/hVGuf8/Wn/APfx/wD4ivmcVha868pRjoffZfmGEp4SEJzSaR0vwo/5FW5/6/W/9ASuwvr+z0y0e61K7gs7dPvzXEgjRfqx4FYngnw9d+G9Fms76SGSR7hpQYWJGCqjuBz8pp3izQ73V10u50z7LJcabeC6W2vSwhn/AHbphiASCN+4HBwR0r3cLGUKEYy3Pj8wqQqYuc4O6bNCPxDos13b2sWr2D3F1GJbeFblC8yHkMq5yw46ioj4r8PCSeMa7prSW8byyxrdxlkRCQ7EZyACCCe2K5FvA+tz6lIZhpMVteX9rqE88TOZ7VoRH+6h+UAqfKADErgO3ymn2fw6uILbRY5Xsw1ne6jNdSIDmRLhZ1THy8sBKmQcDg4JwM9Jwm9pnjnRtWigu7S7tv7PlsWvGunu4l8kKU3I67tyld43HGFPBOSK0rXxDot8QLLV7C4Jm+zgQ3KPmXBby+D97Ck464B9K89m+G+v3fhuPT55NLhlg8OS6LG0UshV2LQlJDlBjIibcOcEjGe2nrPgTU28VvrWhf2cgiuLGeC2lZolbyY7iN1Yqh28TqQQD90jA60DOwufEGjWVr9pvNWsbeATNAZZblFXzFJDJknG4EEEdQRT01rS5dTOnR6lZvfAZNqs6mUDAbOzOejKenQg9686m+GesTJb3dy1jdXi3l/NLbLfXNrEVuZQ+VkjG8EYwVIIIJ9Aa6vwl4T/AOEc1LVp/Ltkiu/syW6RMztHHFbRxbSzDJ5Q4yTxyeSaBGuNf0ZpryJdWsTJYjddoLlM249XGfl/HFMbxNoKadFfvrenLZzEiK5N3GI3IBJAbODgAk49DXFXHgDW5pdTS3lsLOxlmW6hsvOkmimmW5WbLhkBjVtrBkUspLbgBjBtWPgTUG1+y1bU/wCzlI1aW/uLKAs0MYa18lRHlRubcFckheSfTkA7P+1tO/sr+0/t9r/Z+zzPtfnL5W3+9vzjHvmqtx4o0C1s4Lu61zTYba5UvBNJdxqkqggEqxOCAWAyPUetYEPhPWLH4bvoWn3Nol8LuWZWJIjaNrppdu7aShKNjcFO09M4BrmIPBviPRtS0G3t7Kwv5U/taVjPLK9tAs8kTKrSFCxbBPBGWw3PU0AelXXiHRbG5ht77WLC2nnCmKKa6RGkDEhSoJyckEDHXBpX8QaNHdz2smrWK3FspeeFrlA8SgAksM5AAZck+o9a80uvAWsf2g3h+xhtp7Q+FrbS5tSvVcBMSTBjGApDOAQQu4Y+XJrcvfh3Pd6D4ksvPgE+p6nHe28pZwWSNYcRysuGGWiblTxuyOeKAOpk8WeHYbKK8l1/S0tZwxina8jCSBSAxVs4OCyg46Ej1rPv/HuiWl3qFjb3lrcX9japctbm7ii8xWDHhnYDhV3HPADKe4rBsvh3Ol5Z3EltZW2yK/FxGL2e83SzpCiMHmG48RHPTHGAcmqMnw21tPD95pltJpjnUPD1pps0skrqYp4I2XK4Q7kbcOTgjHQ0AeiSa5pMWoSWEuqWaXkURmktmuEEiIBksVzkLjnPSqz+LPDkenxX76/pa2czlI7g3sYjdh1AbOCR6VzOq+DNUvPEmpXFtDpy6bqEUi3VvLcylb0tDsXemz90QQMvG2SFAx3rPufA3i260mCzuL6ymhD3AMD3Th4kdUCf6QsQeXbtfIITduAJO2gDuL/xT4f0u4SDU9d02zmdQ6R3F5HGzKehAJBIqzaavpt/d3FrY6ha3NxanbPDDOrvCfRlByvTvXi1xbz+GNahs5TFdvp0Glm40tbvypdRu4IlAkgBhZ5UGIxw0YyjBhya7Dwp4B1TwkJ3sorC4vLe2kt7K9uNQun80NIGPmRHKR52gnZnJHagD0WiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOL+Fn/ACJ7/wDX0/8AJa7SuL+Fn/Inv/19P/Ja7SunFfx5ep52V/7lS9EFch4d/wCSh+J/+2P/AKDXX1yHh3/kofif/tj/AOg0qXwT9P1Q8X/Gof4n/wCkyOvooornPQCiiigAqrf6nZaXb+dqN1FbR9jI2M+w9fwql4m8Q2/hvSGu5hvlb5YYs8yN/h6mvHvFlvra3sF54hLebeReYinpGM/cx2xxx7+tduGwvtneTsvzPFzLNFg4tU480lv2V9r+vRHaeJvibbLbLH4bndrgSAtK8HyFe4G7nPTt613Wl6hFqul219b/AOrnjDgenqPwPFfOagswCgknoBXqfwt1WRYbnQ7wMkkP76FXBBCn7wwfcg/8CNdmLwcKdG8Oh5GU5vWxGLcaz0lt2TX+Z6HRRRXjH2JyXj/xRP4d063TT3Vby4kyCyhtqLyTg+vA/E0/TPiJ4fvwiS3bW0pAB+0R7AT9QSB+Jrzbxrqcuu+Irq7hV3s4G8iJwpK4Xvn3JJ/EVzde7TwFOVFKW58JiM9r0sXOVLWGyT206r1PpVJEljV42V0YZVlOQR9adXknhXVNX8J6faX98jyaFeuVIySYTnG4DtnBOO/5V6xFLHPCksLq8cihlZTkMD0Iryq9B0ZWvddz6vA46OLhe3LLS6fns/Rj6KKK5z0AooooA4vwN/yMHir/ALCLf+hvXaVxfgb/AJGDxV/2EW/9Deu0rpxX8V/L8kedln+6r1l/6UwooormPRCuL0//AJLJqn/YOX+cddpXF6f/AMlk1T/sHL/OOumhtP0/VHnY74qP+NfkztKKKK5j0QqOa3huAgniSUI4kTeoO1hyCPQj1rN8VzS23gzWp7eR4pY9PndJEYqyMI2III6EHvXJt4p1Kbwre21xbyWGp2GkxapDKtz5vnxrzliAMElCCpzkHrVKLZlOrGLsz0KimQSie3jmUYEiBgD7jNcnpXiuW38JeIda1p3uI9K1C/UCNAG8qGVwqgDAJCgDJ/E96k1Ovorzz/hZmpLpMl3P4Tu7YxzRoZLnz4bdEdWO9pGgDDBTBwhUFl+bBzW9rXim5sf7Ci0nToNSudadliH2wRxKBC0u7zArbhheoHPX2oA6WiuAtfidLdNJINE2WtnpsmoahI12N0AjlmikRFCfvCGgODlQQecd3ad8Sbq7so573w1d2Pm3tnbRGUSojrcSbNwaSJMsnUgAjlcNzkAHe0Vw0vxMhtGuXv8ATjDbQtqESSifcZJbR8bANo5dQWHPYjnrSR/EW8fxIulL4YvpfKkht72W3WWUQTSIrEBhFsKrvGWZ0OMnGOoB3VFc54P8VSeKLW5e5sotPnt3CvaeezzRZGcSoyKUbg8cg44Jro6ACiiigAqKa1t7l4WuII5Wgk8yIugYxvgjcuehwxGR2J9alooAKKKKACiiigCtqX/IJu/+uD/+gmue+G3/ACI9r/vyf+hmuh1L/kE3f/XB/wD0E1z3w2/5Ee1/35P/AEM10x/3eXqvyZ50/wDf4f4ZfnE6quQ8f/8AMB/7CkX9a6+uQ8f/APMB/wCwpF/Wlhv4qHmX+6y+X5o6+iiiuc9AKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDi/hZ/yJ7/APX0/wDJa7SuL+Fn/Inv/wBfT/yWu0rpxX8eXqedlf8AuVL0QVyHh3/kofif/tj/AOg119ch4d/5KH4n/wC2P/oNKl8E/T9UPF/xqH+J/wDpMjr6KKK5z0Aqhq2t6folq0+pXKRADKpn5n9gO9cH8Uv7Usry0vLW9uY7SVDE0ccjKquMnoD3B/8AHa81d3kctIzOx6ljkmvUw+AVWKm5aHy+YZ7LC1ZUY09V1b09bf8ABPWdBsrnxh4g/wCEk1iJo7GA4sLZ++P4j/PPc+wp/wARptIuG0zS9RlaOaS4VvMQDMMZO1ic9j/TPas7wJ4ys9O8K3Fvq0+z7C2Yh1aRWyQqjuQc/gRXBa5q02ua1cahPwZm+Vc/cUcAfgK3p4ecsQ29FHb+vzOHEY+jTwCUfenU1lf8b/kvI910jw9pehQhNNtEjOMNIRl2+rHn+lcx43jfRNe0vxRbKSInEF0F/iQ5/oWGf92qVj8TLex8J2n2mGW51FVMZT7obbwHLe49M85rl9b8f6vrlrLaTrbxWsuA0cceSQDnqc88VjRw1f2vNLbZ36o68bmWBWFVOk7PRpJbPdeXqe2RyJLEskbBkcBlYdwe9YHjfWTovhe4kibFxcfuIcddzd/wGT+VZ/w01n+0fDX2OVszWLeX16oeVP8AMfhXJfETxC83iyGK0cFdLI25AIMuQScHrjAH4GsaOGf1j2b6f1+J24zMorLlXi7OasvJvf7tT0Twnoo0LwzbWbqPNK+ZPx1duv5dPwrn/H3hjQ00S41RohaXEWCGgAXzWJxtI6c+vXvz0rA0v4ralBIq6raw3UXd4xsf6+h/IVD8QvFcWux2EGnmT7Hs88l1K7nyVx+GCOPU1vTw+IjiFKXXdo4MRmGX1MvcIK/KrJNa9r/8MejaeNJ8Q+E4oraMNp80IjER6oBxt9iCP0zXMaLq03gfUToHiFm+wMxayvCPlC56H0H8j7HNc78PfF0Wh3UlhqL7LK4bcsh6RP0yfY8Z9MD3ql8QNcGteJ5FhcPbWg8mIg5DEfeb8Txn0Aq4YWSqypS+F6/15mVbNKbwtPF03arHS35prt1XZntkU0c8SywSJLGwyrowIP0Ip9fN1veXNo2bW4lgPrG5X+Ve6eDLe9t/Cln/AGnPJNcSL5pMrFmUNyFyeemK5cTg/YR5ua56uWZv9fm4clrK973Ru0UUVwHunF+Bv+Rg8Vf9hFv/AEN67SuL8Df8jB4q/wCwi3/ob12ldOK/iv5fkjzss/3Vesv/AEphRRRXMeiFcXp//JZNU/7By/zjrtK4vT/+Syap/wBg5f5x100Np+n6o87HfFR/xr8mdpRRRXMeiQ3lpBqFjcWd2nmW9xE0UqZI3KwwRkcjg9qwZvBGlpo17p+lx/YlvgkdxJlpGaIEZQFm4G3cBjgZziukop3aIlCMt0AAVQFGAOAB2rBtvBOhWl9d3UNtPuvWle4ie8meGUykmTMTOU5yf4a3q8v+LGvahJpHiPRLN7O2trXSFuLhrlWMtwJGdQsWGAGNnJO77wGO9Is65PAmgR6f9ijhvFg3BgF1K5DL8pXAbzMhcEjaDj2puteCbDWToURZrWy0d2KW9uzxbkMLRqqujKyYyDkemO9Y/ifU73wZHP8A2TdQz32qXE98sFzC8oCJGgYJ+8UKowuSWAyxIHOBk3PxL1t7S41Kzi0uK1tNIsNSktZw7TTm4DExxsGAzwADtPJHHPAB3lj4X0XTWJstPijzaLZFeWUwqzMEIJweXYk9TnkmqsXgbw/Do8+lpZzGznZGaN7yZthQ5TYxfMe0gEbSMVzUHjnWzqAmnOktZHxBJowtI43FyQJ2jEgbeRwAGI28gMcis+P4g+LpPDvh25istNuL3X45J4xDFtSBI1UlT5s6BmYtn7wwAeGxmgDtf+EF8NnSrfTW0xWtLa9+3xRtK7bZ8k78lsnljwSRzjGKsz+FdHudcOryW0i3rBd7xXEkaybRhS6KwVyBwCwJFcW3jzxNHJe3dxZ6Zb2mm3WnwXVqd0kx+0pDuCyK+z5WmODgggdupraRrWtSSWQ126tdQ3eLp7KPy1liaEILjJ4kOVygCqwIAyDuOCAZ6Bo3hzTNAadtMgkR7gKJJJriSZ2C52rudiQoycKDgZOBzWpXmkfjrxPJpsyG2sBq6TxM9qlsz+TbP5n7xP3wFz9zjYyn7x28YLL/AOJ91Fd2dxpUljqOm7rNbspbOjAz7OVd3GDiQMFCucdSOSAR6dRXmi+P/ETXGs3yWVtLpekw30k0K2cofdA5SNBcF9jl9rMSqnaEKkZOa6HwRruv63Bcv4hsLe3VVje3lgePEquCSNqTS9MD5iRu3dBigDqqKKKACiiigAooooAral/yCbv/AK4P/wCgmue+G3/Ij2v+/J/6Ga6HUv8AkE3f/XB//QTXPfDb/kR7X/fk/wDQzXTH/d5eq/JnnT/3+H+GX5xOqrkPH/8AzAf+wpF/WuvrkPH/APzAf+wpF/Wlhv4qHmX+6y+X5o6+iiiuc9AKK8b+L2uatpni61h03VL20iaxRykFw8alvMkGcA9eB+VcF/wlviP/AKD+qf8AgbJ/jWbqJOx4lfOKdGq6bi3Y+oaK4P4Q6je6n4RuptSvLi7lW+dA88rSMF8uM4yT05P51q+OdVutJsNNa0vZLEXGoJBNNFAJmEZRycKVbPKjoM1V9LnowxMZUFXtodPRXEaf4p1qC1tIJ9Pk1G5vbueKzebFq0sSLuV2Ur8ufm7DgDjmm6n4/uIH1K1trCMzQ21xJbzJc71Yxfez8uBgc4BPTBxmjmRP1yio3enyO5orhW8WzadJBe6tazee2jicww3e6JiZkRfl2gBmLj5uw4561eTxpcx3MltfaSsFxFf2tk6LdbwDMAQwO0ZwCOO/tRzIaxdLZv8ABnWUVxt78QPsq7IdKlnuWv7m0jiRmYMIThnJVGIzkcAH69617zxE1t4Zg1UWTJLOE22t1J5LBm/hPBOfYAk+lO6LWJpSvZ7bm3RXH23j9LuwN1HpzADSbjUSrS4IML7DH93uQfm/Sqy+OL+C+1ae709Dp9ra20qLHMC4aUHaOVGdxIHX5cZ5zS5kR9co6O+/k+1zuaK5Kbxrc2wlt7nR9uoxXdvbNbLdAqfOzsYPt9QQQQMU228cXN9MLKx0Uy6mjTie3N0FSMROEYiQr82SRjgfhT5kP63Rva/4P07fgdfRXEXfxHWK3S6stJkubX7BHfyu04Ro0aRkI24OSCvrz7d33fxAksZJrS50aQalHciBbaOUyKQY/MDbkQn7vYKfy5pcyF9cofzfgztKK5278WG18IQ6y+mXC3FxLHbw2M37t2mkkEaqSR8oLEHcR05x2rIi8Ut4h1qz0C6trrS79bi486SzvciGW3EL7QdoEqOs4yGAHYrnkUdUWpJSXU7miuD1HxRcaz4F8L63Z+bp51LVNO3xRykkI86hkLDGQRkHjkdqoa54l1Lw9dadoc1tq2uX9vnU7k6eZctE00gjiJjiO/GMYby1byxk4JWgZ6XRXl1/4quLKx8SW0v9p3txeeIHsbFLWWVZIALWKT5SiOygYY4CNyTkEFq1bL4jzyxiC70K4tNRke1jtbW6cxvcCWRo2cgxgqFMcjfd5UKcDdgAHeUVxvg3x/J4vvmWPQb20sJIWntb2SKXZIoYABi0aqGIOQFZxgHkY5zdW+Id6NH1Fho00avqc2jWUlpctJNLMrSKXCrC5QBYy3RznjaRyQD0SivNIfHsmn2d9fT6ZqkJ03QI7k6fezsNxE0seT5kfmbj5YO9uWVhlQc514viBJDfG11nSlsGg1JbC7cXfmLB5kAlifO0ZDZCkcYJ70AdpRXnUnxUuf8AQ1tPC1/dyTWiX0sVussrRwyMwjxsiYF2Vd2GKAZxuODUXiD4i6zBaapHpul2treWN5DEsV3dlZnia4WLzPKMWNrblwysww+c5G0gHpVFeb6v4v1yxudQTT7ZXvo9Z02ylgnvAYY/OjiZljPlZAJcqSQTyXGPu10PiPxbc+HZtLjn06HZecXF1NdNHb2zDaNvmeWfmO443BAdp5B4oA6eivPZfinKJdVkt/Dd9NYWEd4Vu9kqo726uWDN5XlqrGMqCHY5Iyoo8VeMJ21TStLs1ltWkuNKu2mjmILxzXRRoiAOmE555DEY9QD0KiuG+IXii/sdM1vS9DtC91Bok17Pd/avINqhV1RkwpLPlGOPlxt68ikn+ILaXqukaZNZpdJdG1t5riO5LSRSTABSyBCAMkfedSQcgGgDuqK4XTPiNdX0xEnh+RY54L6Wx8i5Esly1rJsZNm0bS2Rjk85HudDTvHEM/ge/wDEWoQQwiwSR57a1nMzJtXdsbciFX5xtZRj6c0AdVRXmUfjbVdH1jxPf6/p8qtBb6altpdtdNcKHmeZRghBgsSu7apPyjG7iuz8La9c+INKkub3SrnS5o5miaKeORQ+ADvTzERip3YyVHII7UAbVFFFABRRRQAUUUUAFFFFAHF/Cz/kT3/6+n/ktdpXF/Cz/kT3/wCvp/5LXaV04r+PL1POyv8A3Kl6IK5Dw7/yUPxP/wBsf/Qa6+uQ8O/8lD8T/wDbH/0GlS+Cfp+qHi/41D/E/wD0mR19FFFc56Bk+JtGXXvD11YkDzGXdCT2ccr/AIfQ1wPgjwbomu6a1xfG6a6glMc9uXCqD26DPT36g16pXn+oXMfgn4gNfS7l0zVoyZdq52yDqcDrzz/wM13YapPklSg9d1+qPDzHD0FWp4mtFOPwu/S+z+T/ADNfxB4O0+bwlc2OlWUUEiDzYdi/Mzr0BPUkjI59a8s8KeH5PEevRWnzLAvzzuP4UH9T0Fegah8V9LhQjTrS4upOxfEa/nyf0q18N7+yv9Ju5Le2it7xrhnuVj/i3ElSM9sEgD2NdNOeIoUJOa9Dza9DAY/G040pLRapbNLZLp3+RB8QvDMEnhOKbToFjOmDKog/5ZH7w/Dg/gfWvJre2nu5lhtYZJpW+6kalmP4CvWvFWo3Wva5H4U0WQoGG6/nX+BO6/rz6kgetdPo2hafoNmLfTrdY+PnkIy8h9WPeilinh6KUtW9V6eYYrK4ZjjHKk+WMdG+7XRei0Z5PpB1jwDfR6jqNi8UN1FJGEYg7iBkZAPHzY69s1l3fhvXjarqdxYTyxXK+d5qjfkNzuIHI9ea7r4iPca5qlp4d01PMlije6l9iFO0e3Gf++lrpPBWsLrXhW1mJHmwr5MoHZlGP1GD+NaPEzhTVblV3v6a2OaGW0q1eWD53yx+HbfTm9baHh9hZTajqEFnbDMs8gRfqT/KvZ9c8F2moeE4tNtkVZ7OLFrJjB3Acg+zHr9c1H4r8Hx30Z1PREFrq8B8yN4vl80jnB9/f8+Kv+EvES+ItHEsg8u8gPl3MWMbW9ceh/xHascRiZVYxq09Lb+v+R2ZfltPDVKmFxGrmtH0aW9uzW/3M8e8N6FLrHiiDTZUZAshNwCMFFX7wPoeMfU17Fqng3QtXGbmwjSTGBJD+7b9Ov45rkdb8W2Phv4gXM1jp8c7NCsV26sVYtnPHbgYz6ke1aq/FPQ3tJH2XMcyoSsTx/ebHAyCevrV4h4iq4zgmlYzy+OXYWNShXmm7u910W2/9XOZXwbpzfESHSNOeee2tlE14ZWB24528AdcqPx9q9brkfh7psselTaxfc3mqSGZiRyEycfnkn6EV11cWLqOc1Fu/Lp8+p7GVYeFKi6kY253e3ZdF935hRRRXIeucX4G/wCRg8Vf9hFv/Q3rtK4vwN/yMHir/sIt/wChvXaV04r+K/l+SPOyz/dV6y/9KYUUUVzHohXF6f8A8lk1T/sHL/OOu0ri9P8A+Syap/2Dl/nHXTQ2n6fqjzsd8VH/ABr8mdpRRRXMeiFFRXNzDZ2stzdSpDBEpeSRzhVUdSTWFJ4tt5k0270w+fY3F8tnM7xPGyF1OwgMBkbio6chuKdmyZTjHc6Ks/UtB0fWXjfV9Ksb9owVQ3VskpQHqBuBxmtCsXSPEsGo6XqV/dItlBp95dW0rySZULBIymQnAwCFzjt6nrSKL2o6PpmrrEuradaXwhbfELmBZNjeo3A4PuKzYfBWgQ682rf2dbvOIYIYEeBClqIdwTyhtyhw+OD/AArjGKhHxB8Nm284XsxPmLGIRZT+cxKlgVi2b2BVWO4AjCnnitDVPEem6NZw3V/JOIpxmPybWWZiMZztRSw49RQBW0jwboejX9xf21hDJfz3M1y15LChmBlcuyhwoIUFiAPT1q7caDo93pcemXWlWM1hFjy7SS2Rokx0whGBj6VUk8Y6FHNYRC9Mz6hGk1uLeCSbdG5wrnYp2qScbmwKxNP+JenapBaXcIa2tZLi6ilFzbziRlhWVsxAR4clYixGePu/e4oA6r+x9M8qSP8As608uV43kTyFw7Jt2EjHJXYuD22jHQUxdC0hL17xNLsluZJRM84t0DtIFZQ5bGSwDMM9cMR3NZd74x09NS0qysby3kmv3icLIsvzQyJIylSqEbj5TYDEZAPtnIHxO06/8NNfac7Wt1JcyW8CXdjcuGCSFWcIibnARSxC/dJCsynmgDo/+ER8Nm0ltT4f0r7PNIJZYfsUex3HRiu3BPPWpJfDOhT3aXU+i6dJcRqiJM9ohdVUgqAxGQAQCPTAqKy8V6NqOqLp+n3bXMzRpLuhgkaIK6b1zKF2AlCGALZIIOK2KAOH0H4bQ6PrlpqU1za3Eln5pWaKwWK5uTIpVjczbj5x5J6LzyeldZp2j6Zo8ckekadaWCStvdbWBYg7epCgZNXKKACiiigAooooAKKKKAK2pf8AIJu/+uD/APoJrnvht/yI9r/vyf8AoZrodS/5BN3/ANcH/wDQTXPfDb/kR7X/AH5P/QzXTH/d5eq/JnnT/wB/h/hl+cTqq5Dx/wD8wH/sKRf1rr65Dx//AMwH/sKRf1pYb+Kh5l/usvl+aOvooornPQPDPjZ/yOlp/wBg9P8A0ZJXnVei/Gz/AJHS0/7B6f8AoySvOq5pfEfA5j/vc/U9z+Cf/Il3f/YQf/0XHXeXmnWt+1s13F5htZxcQ/MRtkAIB4PPDHg8VwfwT/5Eu7/7CD/+i46u+N/Fmt6HqclvosdgY7bRrrVZjdxuxcQsg2LtYYJDHk59e2DvH4T6/L0nhIJ9jr7jTrW6vbS7ni3T2bM0D7iNhZSrcA4PBI5rNh8HaDBcvPHp6h3EikGRyuJPvgKTgA5PAGK5u88e6jHrb/ZobMWFvdWNtLbS7jczm5CEPGQcYXzBwVOdj8jFJH461W8v7XTrNNPW8utW1PT0EisQFt0lMTEBs8lE3exOMZGHZHY6UJO7ijpk8I6GkAhNjvjFs1rtkld/3TMGK/MT/EAQeoxxiqlp4G0u3OpxSq09nfSxSrCzvuhaNQARJu3E5Gc5BGcVyM/xS1e602K60XTreXzJLSxfeP8AU3kiO8qndIikIFRcFlyzj5uxxfEuoanqGneKbnWbVLO9fwnGJYopFZeLq4UEFWYDI5xuOMkZOM0WRDw9J291f1oepnwhoZ09bIWO2FZjOu2VwyueCwcNuGfY1avNB03UNNgsLu38y3tyrQr5jAoVGAQwOQccda5G48aeIZPHl1pWl6Rby6dY3MNvcPLLGjkOisZMtKGAAbgCN9204IPAs+HPFmr6lomstqMdmus2EAmFkEMKJuRimZS7q6MVOJFIGASQKLIr2NNK3KvuNeTwT4eltILZ9OHk26yJGolcYV2LMpIbJBJzg5A7VPL4W0WaUyS2KuWthasC7bXjAwAwzgkdieR61xlp4o1HVdS0C3uPsq6z9tubaYNbTQraP9jeRQ0QlIk/h53MCpyNp5FfwV431hNF0hNfu7K4FzodxqK3DKyOWjaMKjMXIY4ZiSAO3AwclkL2FL+Vfcd3B4V0a2gWKKzwq3KXW5pXZjKn3WLE5OMdCce1MuPCGh3SsJrHJaaScssrq2+Q5f5gc4PdentXCt8UdVWDSLxI7GeCSKwOowx27q0T3KxkhXaQDI80MFCvx1I5Ib4f1zWm8QaeuuXFvqJOvalbR+SkqPEIo5yQF8wqwJRQqsDtGeScEFkHsKVrcq+49AuPC2i3Ubxy2K7JLVbNkR2QeSrbggAIxgnqOaLzwxo9/JcyXdmHkuZElkfzHVt6LtVlIOVIXj5cVwMvxO1q38OyanJHpVwbrRZdVtIrcOTa7GQCOf5vm/1gGRt5VhjvWnc+LvFEFvqloltp8+pabqUVvLJBCzJ5LwCbcsRkVpHXONoYZGSBxiiyH7Gm94r7v67nY3Gh6ddaGdIubbzbEqFMTOxPByDuzuyCAQc5BGc1mSeAfDclrbQNYPi1kkkjkW6lEhZ8b90gbc+7AyGJBwM9BVTU/FlwdD8PTaJNYvLrkqRx3tzG4t4wYmkLbchudmFUkHJ5PFcz4UkfR/h+viibUI1mg+22qqUkeF5JNQfDFFbJJYKFxg/Mctg8M0SsrI73/hFtG/4R+10QWe3T7MxtbxLK4MRjYMhDg7sggHOc0ureGNJ1u8gutQtna4twVSWGeSFtpIO0lGG5cjO05HtXDWPxB8RagtnZLHpdpfy6xPpss9zE3lAR2/nBtiynBOQMbz07Z4VPiDr9/Dp4szotnJJpt5eTy3ayNE5t5xF+7w64VhlgTnAOeccgHZ3fg/Qr4XguLIn7ZcpdylJ5EImVQokUqwKNtAGVwT3zT08J6LHf6ZfCz3XWlI8dnNJM7vGHGGySTuJGeWyRk46muHPxH199G1rWo7GyFpp8FmY7RkfzjJcwwv8AO5cKFQynPAyB1XGTci8W+MJV0mxlsdNs9R1C/mthLOBJGY0tzKH2RTPtOQRtLnpnjPAB12leGNJ0S9nutLtnt3nzuQTyGNctuO2MsUTJ5+UCmzeFNFuNLn0+WyBtp7p7xwJXDCZnLmRXB3K24k5UjHQYFeajxlr2sQ6lqck9ounyeDxqLaeUkHzlZgQrrICDvQ5YYO3AGCN1dC/jDV7DVBaGGyhsmsgNPEu5vtM/2bzdjz78REEdHXlRu3dqAOjbwVoElpcW0tk0sdzZixm8y4ldnhDMwUsWznc7HdnPPXgVLqPhHQ9WtdUttQsBNFqzxyXqmRx5rIFVDkHK4CL93HT61xrfEDWDpMNvHNYjXzNIk1pJp0i+XsRGIKmYKAPMU7/M2kMCO4EUPxE8Q65Lo8OgWlpDNfWVpcustnLcgebIyyEsjqsaoqMw3nL9BzQB2994T0bUby2urm0ZZ7WMRRPBPJCfLByEbYw3KDztbI9qry+BfD1w12biykmN2pWQyXczFR5gkwmX/d/Oqt8m3lQewrE8O+MvEOueLprdtIhj0dLu4tGk8yMSRGIsAx/eliSVHy+UMBgdxAyVk8aaqlt4h1YLp7WOkNdxJp4DfapXgB+YvuwA2N2NhO0g5oA35PBuhzWV3ay2bvHePDJOzXMpkZ4lRY28zduDARryCDkZPJJMmp+FNI1iG3i1KCaeO3j8pUN1KFdOPlkAYeYDgZD5z3rn9C8Xa+3hnWtW8Q6VCFsLT7Xb/ZpI/wDSF2M5QKksuPujDEjO7oMVkS/ELXtPW6F6+jXZjtNPu0e0RwircXQiZGJc5IXkHjscY4oA7P8A4Q3QjfXl19iO6+WRbmPz5PJl8wYcmLdsyw6nbk+tVYPh34YtlcR6fIWcQgySXkzuPKffHh2csNrdMH26cVX068fxJ42v/wDSI1t/Dl6Eg+zs37/zLVchzu2na0j9uoXpg5574a3p1DxDaXRjEPn+FrOQxrI7gE3Fx0LszHv1JPvQB2mu+D9D8SyCTWLNpn8loC0dxJEXjbqjbGG5e+DnB5FRT+BfDtxqseoy2DfaY5IZVK3Mqpvi2+W5QNtLKFUZIzgY6cVjaN45utQ+ITaMwtp9OmW5+zTwxMjK8DqjAkud/UjIVRkcFuSGyeNdUjtfEOrldPNhpDXcSaeFb7VK8APzFt2ApxuxsOFIOaAOhTwhocccSJY7VhS5jjAlf5VuH3zAfN/E3Pt0GBUtj4Z0nT9Nu7GC1MkF7n7ULmV52nyoU73kJZvlAHJ4AxXGzeOdftop7I/2Rdagl7p8CXUCSfZit0+3BG8ncuCc55DKcdqbYeO/EQv7ZdSi0t4JLu/09hbxSK3m2qSN5gJcja3l424yM/eNAHT2vgPw5aWd9ax2DSQ6hHHFcie5lmLrGSUGXYkbSxwQQRx6DGtpelWujWQtbETCLcW/fTyTMSfVnJY/nXmY+JXiWHRLa5lTRbi5vtNtb6EQRyBLcy3EMRSQbyTkTEgjGCh4OK1p9a13TtW8Rx2lvZXmq21rpxZ18xUlaRpQxWJ5ccKvCBlLHgseMAz0Kisbwvr0Gv6HBcpeQXNxt/fiGNotjBmUgxsSyfMrDBJ5B5NbNAgooooAKKKKACiiigDi/hZ/yJ7/APX0/wDJa7SuL+Fn/Inv/wBfT/yWu0rpxX8eXqedlf8AuVL0QVyHh3/kofif/tj/AOg119ch4d/5KH4n/wC2P/oNKl8E/T9UPF/xqH+J/wDpMjr6KKK5z0ArnvG+if254YuIo03XEA86HA5LDqPxGR+VdDRVwm4SUl0Mq1GNenKlPZqx80VveEtV1bS9Sl/sO3e5mniMZjVS2CejY9jzz7168ng3w8l09x/ZNu0jsWbeCwz/ALpJH6VrwW8NtEI7aGOFB0WNQoH4CvWq5jCUeVRv6nyOG4dr06im6trdt/0MLwf4bOg6c8l43m6jdt5lzKTk5/u59s/ic1uXVzFZ2c1zcNtihQu59ABk1LXG/EK9lmtbPw/YnNzqcoUgdkB7/jj8Aa82PNXq+91PpKjhgMK+RfCtF3fT72M8AW0t/LqPia9XE2oSlYs/wxg9B7ZAH/Aah0r/AIpf4kXemH5bLVl86D0V+Tj2/iH/AHzXZ2FlFp2nwWduMRQRiNfoB1+tc18Q9MkuNDj1Szyt3pcgnRgOQuRu/LAP4VvGqqlVxe0tPTscVXCyw+FhUjrOn7z87/F9+v4HW1wviHS9S8O683iPw3B56TKReWqgnd/tYH58dDz0JrrdG1OPWNGtdQh4WeMMR/dboR+ByKu1zwnKjJpryaPQrUYYukmnbqmunmfNk8ks1zJJcFmldyzlupYnnP41oeHNIfXfEFrYLnbI+ZGH8KDlj+X64r3e90nTtRH+n2NvcH1kiDEfj1qvpnhvSNGuZLjTLFLeWUbWZSTx6DJ4/CvUeZRcGlGzPl48NzVZOU04317/AK/maUcaQxJHEoVEUKqjoAOgp1FFeKfabBRRRQBxfgb/AJGDxV/2EW/9Deu0ri/A3/IweKv+wi3/AKG9dpXTiv4r+X5I87LP91XrL/0phRRRXMeiFcXp/wDyWTVP+wcv8467SuL0/wD5LJqn/YOX+cddNDafp+qPOx3xUf8AGvyZ2lFFFcx6JQ1zSINf0K70u6Z0iuoyjMh5X0I/Gsa60XWZ4NKtL69TUfL1GO5muRCsIjjiG5RtBOSXVefc9BxXUUU02iJU4yd2FcZB4Fvhaa3pd5rME+i6xNdyyW6WJSaMzszcS+YR8pb+5ziuzrirP4gXE2sLDeaMtvp0mp3WmR3aXfmOZYfMOTHsGFZYm53Eg8YxzSLKi/DFk0GTT45tCikeRHM8GgrDnarBWOyRT5gLEhwwxk4GCRWprngu61ew0a1XWmZdOj8uYXsBuFvPlUb5F3KC42kgnI+ZuDXN6P8AEmWVb7VP7B1ho9R8htP+0PKsLl3SKOIF4ljj3Fw5KmTI3EscAVY0vxdq2m6b4hu9St4p74a+1rDZPfMyIPs8TeXGwjLN/EQqpnJJx1NAzS0PwDe+GvsB0bXUjMVjDZXnm2W8XKxMxVl+ceW3zuP4hgjjIzUumeA5dP1DTnfVVms9Mv7q8toPsuG2zrKGRn3ndgzZBwOBjHORly/FZp20lNG0iGeXU7a1njiu74wOxnkKYjURuZAhBLkY2jnmrsvxFkhdrl9ElfSpJ7q1tLiGffNcTQLISvk7eAxhkCncTkDIGaBDdI+GUelNaEao85tNUS9iLw4KwRwvFFb/AHuiiQnd354GeK118K/tENvG2oWNwtjdXM1jHfaWtxHGlw5eRJFZ8Od2CrDaRjocmq0PxGutZeDZaW8Vql/p8f2rS9VE6u1xKB5TEw4+Vcl1BzyoBG7cNRfiHO+q26Loo/sy6uru2t7s3fzu1skrO3lbOAWiKjLZ74HQgy1a+B5LXxRZarDfW1tDaxLGYLKx+ztMqx7Ajsr7Wjz8wUplSAAwAxXXVwM/xSittMhupNImd59IsdRiihkMjM91IY1iwFzwQPmAJOeFzgEf4j30Om2lzd+G5bES3MkE8t+8tvBCFVSG3vCGw2/ALIgyrAkYGQR31FAIIBByD0IooAKKKKACiiigAooooAral/yCbv8A64P/AOgmue+G3/Ij2v8Avyf+hmuh1L/kE3f/AFwf/wBBNc98Nv8AkR7X/fk/9DNdMf8Ad5eq/JnnT/3+H+GX5xOqrkPH/wDzAf8AsKRf1rr65Dx//wAwH/sKRf1pYb+Kh5l/usvl+aOvooornPQMLW/BegeI71LvWbD7TOkYiV/OkTCgk4wrAdSazv8AhVng7/oD/wDk1N/8XXXUUrI55YahN80oJv0RnaJoGm+HLJ7TRrb7NA8hlZPMZ8sQBnLEnoBVi502xvGZryzt52eF7djLErFonxujOR904GR0OBVmimbRjGC5YqyKb6PpkmoQX8mnWj3luuyG4aBTJEvorYyBz0FRx6Bo0WqNqcWk2KX7Nva7W2QSltpXO/Gc4YjOehI71oUUFFFtE0p7K5s20yza1u5GluIDbrsmdjks64wxJGST1pieH9Gii8uLSLBI/s5tNq2yAeSTkxYx9wnnb0rRooAz30DRpbyC7k0mxe5tkEcEzWyF4lHAVWxkD2FLZ6FpGn2k9rYaVZWtvcEmaGC3RElyMHcAMHj1q/RQBQs9C0jT4oI7DSrK1S3kaSFYLdEETsCrMoA4JBIJHUEioD4V8PNGqNoOmFFmNwqmzjwJTjMg4+8cDJ68CtaigDKPhbw+08UzaFphlhRI4pDZx7o0TGxVOOAuBgDpgYqePQ9Jh1F7+LS7JLx5PMa5W3QSM+0ruLYyTtZhn0YjvV6igDOTw7oka3ix6PYIL7P2sLaoPtGeu/j5up6560t7oGj6jHMmoaTY3aTyLLMs9sjiRwoUM2RyQoABPYAVoUUAVLvStPv9P+wX1ha3NngD7NNCrx4HQbSMcdqaNG0xdKbS1060GnsGDWggXyiGJY5TGOSSTx1NXaKAOdu/Afhu8NgraTaR21lO84tIreMQSs0RiO9NuGwpGP8AdXsMVLe+DNC1HV7S+vtPguBZ2rWsFrLCjQopZGBCFeGGwAEYwCa3aKAK/wBgs/8ASf8ARIP9L/4+P3Y/ffKF+f8AvfKAvPYAVBZ6FpGnxQR2GlWVqlvI0kKwW6IInYFWZQBwSCQSOoJFX6KAM1/DehyLAsmjae628LW8Ia1QiKJlKtGvHCkEggcEHFK3h7RXvnvX0iwa6eLyWnNshdkxjYWxkrjjHTFaNFAGT/winh37HDaf2Dpf2aCQyxQ/Y49kbnqyrjAPuOa5nWfhbZarqEzK9jDZzLFGsZ05Wms0QABLaXcPJXgnAU4LMRjNd5RQBSTRtLj1Z9Uj020XUHXa12sCiVh0wXxkj8aBo2ljVH1MabaC/ddj3YgXzWXGMF8ZIx2zV2igClp+jaXpEUkWlabaWMcrbpEtoFjDn1IUDJrMtvA/h6z1K7urbTLWKK8tEtJrNII1t3RXZ8lAuCSXOSc8AV0FFAFTT9J07SImi0rT7WxjcgsltCsYYgAAkKB2AH0ApLbSNNspYpbPT7W3khgFvG8UKqUiBz5YIHC5529KuUUAUYND0m11KTUbbS7KG9lLGS5jt0WR92N2WAyc4GfXApf7F0sao+pDTbP7fImx7ryF81lxjBfGSMds1dooAz7bQdHs7QWtnpVjBbrMJxDFbIqCQEEPtAxuBAIPXIFOl0XTZYTGbG3T55JFZIlDI8gYO4OOGYO2T1O4561eooAxNG8HaFoWixaZZaZamJI4Vkd7dN87RY2PIQo3OCobOOvIxV670bS78Ti/020uRcqqTiaBX81VJKhsjkAscZ6ZPrV2igCrZaXp+m5/s6xtrTcixnyIVTKrnavA6DJwO2TVqiigAooooAKKKKACiiigDi/hZ/yJ7/8AX0/8lrtK4v4Wf8ie/wD19P8AyWu0rpxX8eXqedlf+5UvRBXIeHf+Sh+J/wDtj/6DXX1yHh3/AJKH4n/7Y/8AoNKl8E/T9UPF/wAah/if/pMjr6KKK5z0AooooAKKKKAAnAyelcL4YB8SeNtR8RSfNbWv+i2fp7kfhk/8DrtrmBLq1lt5d2yVCjbTg4IwcHtVXRtHtdC0yOxsQwiQk5c5YknOSa3pzUIS7vT5dTir0J1q1Nv4Y6/Pp92rL1NkjSWJo5FDI4Ksp7g9qdRWB27nDeCJH0TXtU8L3LHETme1LfxIf/rFT/31Xc1mXGgWVz4gttZkEgu7ZCiFWwCDnr69T+dadbVpqpLmW739TiwdGdCm6Utk3b06fdsFFFFYnaFFFFABRRRQBxfgb/kYPFX/AGEW/wDQ3rtK4vwN/wAjB4q/7CLf+hvXaV04r+K/l+SPOyz/AHVesv8A0phRRRXMeiFcVOw0v4uwyy8R6nZ+UrHpuGOP/HB+YrtawPF3h0+INLQWz+VfWr+bbS5xhvTPbOB+IFb0JJStLZqxw46nOdNSpq8otSS726fNXN+iuN0fx5DGf7P8VI2m6lF8rmRCEk9wR0/l6GuiTX9HlXdHq1iw9RcJ/jSnRqQdmi6OMoVo3jJej0a9UaFFUf7b0r/oJ2f/AIEJ/jR/belf9BOz/wDAhP8AGs+SXY29tT/mX3l6uY0HwJpui6rc6pIXu7+W9ubqOV3fbD5zsxCxlioIDbSwAJGfXFbP9t6V/wBBOz/8CE/xo/tvSv8AoJ2f/gQn+NHJLsHtqf8AMvvMyPwJ4chtLq1jsGFtdjDwfaZTGnzbh5a7sR4bkbAuCBTV8A+HFsDaCxl8s3X2wubyYyecUEZfzN+/lBgjOCM5zk1q/wBt6V/0E7P/AMCE/wAaP7b0r/oJ2f8A4EJ/jRyS7B7an/MvvOJ1n4cXP22P/hGJVsLePTorC2kS/uIJLLY8jCQBP9f/AKz7shABHU5NdBN4J02OW71DSoxbaxLFL5N27NIkU0iFTMIidgYk5YgAtznqa1v7b0r/AKCdn/4EJ/jR/belf9BOz/8AAhP8aOSXYftqf8y+847w38PZbG6gGqhYtOtIofI06LU7m6j8+J1dJ8yY2FdgARRjBIORWvN4B0v/AISuw12y3W0tvczXE8O93jnMkTxthC21CS+4kLzjnrmtr+29K/6Cdn/4EJ/jR/belf8AQTs//AhP8aOSXYPbU/5l95kWvw88L2dtdW8GljyruBbeVJJ5JAY1Ysijcx2hScjbjGBjoMSzeB9CuNPjsp4LuWCPf8r6hcEuHxuVzvy6nAyrEjjpWl/belf9BOz/APAhP8aP7b0r/oJ2f/gQn+NHJLsL21P+ZfeXVVUUKgCqowABgAUtUf7b0r/oJ2f/AIEJ/jR/belf9BOz/wDAhP8AGjkl2D21P+ZfeXqKo/23pX/QTs//AAIT/Gj+29K/6Cdn/wCBCf40ckuwe2p/zL7y9RVH+29K/wCgnZ/+BCf40f23pX/QTs//AAIT/Gjkl2D21P8AmX3l6iqP9t6V/wBBOz/8CE/xqlfeMvD+nxs02qW7kfwQv5jH2wuf1pqnNuyTJliKMFeU0l6oseI71NP8NahcyEAJA4Ge7EYA/EkVR8B2jWfgnTkkXazo0p+jMWH6EVgN/aPxEvYQ1vJY+HoX3kvw9yR0/wAjgc8k4rv0VY0VEUKqjAAHAFb1F7On7N7t3fkcWHl9ZxDxEV7iVl53d2/TRJC1yHxJhk/4RyC9hGWsbuOYj25H8yK6+obu1hvrKa1uU3wzIUdfUEVjSn7OopdjrxVH29CVJdV+PQW1uY7yzhuYDuimQOh9QRkVLXn2napeeAbg6Vr0ck2klz9kvUXdsBOcH/DqOcZFdZbeKNCu0DQ6vZnPQNMqt+Rwa0qUJRd46rozHD46nUjy1HyzW6ejT/y7M1aKo/23pX/QTs//AAIT/Gj+29K/6Cdn/wCBCf41jyS7HV7an/MvvL1FUf7b0r/oJ2f/AIEJ/jR/belf9BOz/wDAhP8AGjkl2D21P+ZfeXqKo/23pX/QTs//AAIT/Gj+29K/6Cdn/wCBCf40ckuwe2p/zL7y9RVH+29K/wCgnZ/+BCf40f23pX/QTs//AAIT/Gjkl2D21P8AmX3l6iqP9t6V/wBBOz/8CE/xo/tvSv8AoJ2f/gQn+NHJLsHtqf8AMvvL1FUf7b0r/oJ2f/gQn+NH9t6V/wBBOz/8CE/xo5Jdg9tT/mX3l6iqP9t6V/0E7P8A8CE/xo/tvSv+gnZ/+BCf40ckuwe2p/zL7y9RVH+29K/6Cdn/AOBCf40f23pX/QTs/wDwIT/Gjkl2D21P+ZfeXqKo/wBt6V/0E7P/AMCE/wAaP7b0r/oJ2f8A4EJ/jRyS7B7an/MvvL1FUf7b0r/oJ2f/AIEJ/jR/belf9BOz/wDAhP8AGjkl2D21P+ZfeXqKo/23pX/QTs//AAIT/Gj+29K/6Cdn/wCBCf40ckuwe2p/zL7y9RVH+29K/wCgnZ/+BCf40f23pX/QTs//AAIT/Gjkl2D21P8AmX3l6iqP9t6V/wBBOz/8CE/xo/tvSv8AoJ2f/gQn+NHJLsHtqf8AMvvL1FUf7b0r/oJ2f/gQn+NH9t6V/wBBOz/8CE/xo5Jdg9tT/mX3l6iqP9t6V/0E7P8A8CE/xo/tvSv+gnZ/+BCf40ckuwe2p/zL7y9RVH+29K/6Cdn/AOBCf40f23pX/QTs/wDwIT/Gjkl2D21P+ZfeXqKo/wBt6V/0E7P/AMCE/wAaP7b0r/oJ2f8A4EJ/jRyS7B7an/MvvL1FUf7b0r/oJ2f/AIEJ/jR/belf9BOz/wDAhP8AGjkl2D21P+ZfeXqKo/23pX/QTs//AAIT/Gj+29K/6Cdn/wCBCf40ckuwe2p/zL7y9RVH+29K/wCgnZ/+BCf40f23pX/QTs//AAIT/Gjkl2D21P8AmX3l6iqP9t6V/wBBOz/8CE/xo/tvSv8AoJ2f/gQn+NHJLsHtqf8AMvvL1FUf7b0r/oJ2f/gQn+NH9t6V/wBBOz/8CE/xo5Jdg9tT/mX3l6quqXyabpN1eynCwRM/1IHA/PiqF54v0CxjLT6rbNj+GJxI35LmuYnuNQ+Ik6W1pBLY6AjhpZ5Bhp8dh/k46nsK2p0JN809I9WceIxsIrkovmm9ktfv7LzZr/Di1e28E2pkXaZneUDHYnA/QV1NMghjtreOCBAkUahEUdFAGAKfWdSfPNy7nThqPsKMKX8qSCuLsn/sz4tX8Ex2pqdqskXuygcf+OvXaVznjDw9PrFrBd6Y/lanYv5lu+cbvVc/gMZ/qauhKKk4y2asYY6E3CNSmruDTt36Nfc2dHRXI6R4/sZR9k18NpeoR/LJHMpCk+oPb8f1rfXXtHdcpqtiw9Rcof61MqNSDs0a0sZh6seaE1+vzXQv0VR/tvSv+gnZ/wDgQn+NH9t6V/0E7P8A8CE/xqOSXY19tT/mX3l6iqP9t6V/0E7P/wACE/xo/tvSv+gnZ/8AgQn+NHJLsHtqf8y+8vUVR/tvSv8AoJ2f/gQn+NH9t6V/0E7P/wACE/xo5Jdg9tT/AJl95eoqj/belf8AQTs//AhP8aP7b0r/AKCdn/4EJ/jRyS7B7an/ADL7y9RVH+29K/6Cdn/4EJ/jR/belf8AQTs//AhP8aOSXYPbU/5l95eoqj/belf9BOz/APAhP8aP7b0r/oJ2f/gQn+NHJLsHtqf8y+8vUVR/tvSv+gnZ/wDgQn+NH9t6V/0E7P8A8CE/xo5Jdg9tT/mX3l6kd1jjZ3IVVGST2FZV14p0KzQtPq1oMdklDt+Qya5a/wBdv/HDNpPhqGWDT3O261CVcDb3A+vp1PsM1rToTlq9F3OavjqVNcsXzSeyWrf+XqXPh1m6g1jVNu1b6/d0yOo6/wA2P5V2dVdL06DSdMgsbRdsUCbRnqfUn3JyatVNaanUckaYOi6FCNOW639Xq/xCiiisjqCiiigCrfaZY6nGI9QtIblR0EqBsfT0rJPgTw0ST/ZUf/fb/wCNdBRWkak4q0W0YVMNQqO84JvzSZz3/CB+Gf8AoFR/99v/AI0f8IH4Z/6BUf8A32/+NdDRVe3q/wAz+8z+pYX/AJ9R+5HPf8IH4Z/6BUf/AH2/+NH/AAgfhn/oFR/99v8A410NFHt6v8z+8PqWF/59R+5HPf8ACB+Gf+gVH/32/wDjR/wgfhn/AKBUf/fb/wCNdDRR7er/ADP7w+pYX/n1H7kc9/wgfhn/AKBUf/fb/wCNH/CB+Gf+gVH/AN9v/jXQ0Ue3q/zP7w+pYX/n1H7kc9/wgfhn/oFR/wDfb/40f8IH4Z/6BUf/AH2/+NdDRR7er/M/vD6lhf8An1H7kc9/wgfhn/oFR/8Afb/40f8ACB+Gf+gVH/32/wDjXQ0Ue3q/zP7w+pYX/n1H7kc9/wAIH4Z/6BUf/fb/AONH/CB+Gf8AoFR/99v/AI10NFHt6v8AM/vD6lhf+fUfuRz3/CB+Gf8AoFR/99v/AI0f8IH4Z/6BUf8A32/+NdDRR7er/M/vD6lhf+fUfuRz3/CB+Gf+gVH/AN9v/jR/wgfhn/oFR/8Afb/410NFHt6v8z+8PqWF/wCfUfuRz3/CB+Gf+gVH/wB9v/jVm08I6BYyCS20q3Dg5DOu8g+27OK2KKTrVGrOT+8ccHhou6pxXyQAYGB0ooorI6gooooAZLFHPE0c0ayRsMMjrkH6isWbwT4cnkLvpMAJ/uZQfkCBW7RVxnOHwuxlUo0qv8SKfqrnPf8ACB+Gf+gVH/32/wDjR/wgfhn/AKBUf/fb/wCNdDRV+3q/zP7zH6lhf+fUfuRz3/CB+Gf+gVH/AN9v/jR/wgfhn/oFR/8Afb/410NFHt6v8z+8PqWF/wCfUfuRz3/CB+Gf+gVH/wB9v/jR/wAIH4Z/6BUf/fb/AONdDRR7er/M/vD6lhf+fUfuRz3/AAgfhn/oFR/99v8A40f8IH4Z/wCgVH/32/8AjXQ0Ue3q/wAz+8PqWF/59R+5HPf8IH4Z/wCgVH/32/8AjR/wgfhn/oFR/wDfb/410NFHt6v8z+8PqWF/59R+5HPf8IH4Z/6BUf8A32/+NH/CB+Gf+gVH/wB9v/jXQ0Ue3q/zP7w+pYX/AJ9R+5HPf8IH4Z/6BUf/AH2/+NH/AAgfhn/oFR/99v8A410NFHt6v8z+8PqWF/59R+5HPf8ACB+Gf+gVH/32/wDjR/wgfhn/AKBUf/fb/wCNdDRR7er/ADP7w+pYX/n1H7kc9/wgfhn/AKBUf/fb/wCNH/CB+Gf+gVH/AN9v/jXQ0Ue3q/zP7w+pYX/n1H7kc9/wgfhn/oFR/wDfb/40f8IH4Z/6BUf/AH2/+NdDRR7er/M/vD6lhf8An1H7kc9/wgfhn/oFR/8Afb/40f8ACB+Gf+gVH/32/wDjXQ0Ue3q/zP7w+pYX/n1H7kc9/wAIH4Z/6BUf/fb/AONH/CB+Gf8AoFR/99v/AI10NFHt6v8AM/vD6lhf+fUfuRz3/CB+Gf8AoFR/99v/AI0f8IH4Z/6BUf8A32/+NdDRR7er/M/vD6lhf+fUfuRz3/CB+Gf+gVH/AN9v/jR/wgfhn/oFR/8Afb/410NFHt6v8z+8PqWF/wCfUfuRz3/CB+Gf+gVH/wB9v/jR/wAIH4Z/6BUf/fb/AONdDRR7er/M/vD6lhf+fUfuRz3/AAgfhn/oFR/99v8A40f8IH4Z/wCgVH/32/8AjXQ0Ue3q/wAz+8PqWF/59R+5HPf8IH4Z/wCgVH/32/8AjR/wgfhn/oFR/wDfb/410NFHt6v8z+8PqWF/59R+5HPf8IH4Z/6BUf8A32/+NH/CB+Gf+gVH/wB9v/jXQ0Ue3q/zP7w+pYX/AJ9R+5HPf8IH4Z/6BUf/AH2/+NH/AAgfhn/oFR/99v8A410NFHt6v8z+8PqWF/59R+5HPf8ACB+Gf+gVH/32/wDjR/wgfhn/AKBUf/fb/wCNdDRR7er/ADP7w+pYX/n1H7kc9/wgfhn/AKBUf/fb/wCNH/CB+Gf+gVH/AN9v/jXQ0Ue3q/zP7w+pYX/n1H7kc9/wgfhn/oFR/wDfb/40f8IH4Z/6BUf/AH2/+NdDRR7er/M/vD6lhf8An1H7kYtr4P8AD9nIHg0m33DkF134/wC+s1tABQABgDgAdqKKzlOUvidzenSp0lanFL0VgoooqTQKKKKAKd/pGn6ooGo2UFzgYBkjBK/Q9RWV/wAIH4Z/6BUf/fb/AONdDRWkas4q0ZNGE8NQqPmnBN+aTOe/4QPwz/0Co/8Avt/8aP8AhA/DP/QKj/77f/Guhoqvb1f5n95n9Swv/PqP3I57/hA/DP8A0Co/++3/AMaP+ED8M/8AQKj/AO+3/wAa6Gij29X+Z/eH1LC/8+o/cjnv+ED8M/8AQKj/AO+3/wAaP+ED8M/9AqP/AL7f/Guhoo9vV/mf3h9Swv8Az6j9yOe/4QPwz/0Co/8Avt/8aP8AhA/DP/QKj/77f/Guhoo9vV/mf3h9Swv/AD6j9yOe/wCED8M/9AqP/vt/8aP+ED8M/wDQKj/77f8AxroaKPb1f5n94fUsL/z6j9yOe/4QPwz/ANAqP/vt/wDGj/hA/DP/AECo/wDvt/8AGuhoo9vV/mf3h9Swv/PqP3I57/hA/DP/AECo/wDvt/8AGj/hA/DP/QKj/wC+3/xroaKPb1f5n94fUsL/AM+o/cjCg8FeHLeQPHpNuSP74Lj8mJFbccaRRrHEioijAVRgD8KdRUSnKXxO5tTo0qX8OKXorBRRRUGoUUUUAf/ZAA==)
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Bibliographie et ressources importantes
Bissonnette S., Richard M., Gauthier C. & Bouchard C. (2010). “Quelles sont les stratégies d’enseignement efficaces favorisant les apprentissages fondamentaux auprès des élèves en difficulté de niveau élémentaire? Résultats d’une méga-analyse”. Revue de recherche appliquée sur l’apprentissage, 3 (1), 1-35. Voir sur Form@PEx.
Gauthier C., Mellouki M., Simard D., Bissonnette S. et Richard M. (2004). “Interventions pédagogiques efficaces et réussite scolaire des élèves provenant de milieux défavorisés. Une revue de littérature”. Rapport de recherche préparé pour le Fonds québécois de la recherche sur la société et la culture. Québec, Québec : Université Laval. Voir sur Form@PEX.
Gauthier C., Bissonnette S. & Richard M (2013. Enseignement explicite et la réussite des élèves. La gestion des apprentissages. Québec, Canada : Éditions du Renouveau Pédagogique Inc. (ÉRPI). Voir sur Form@PEX.
Tomlinson C. A. & McTighe J. (2010). Intégrer la différenciation pédagogique et la planification à rebours. Montréal, Canada : Chenelière Éducation.
Trousse d’intervention : Réseau Canadien de Recherche sur le langage et l’alphabétisation (2009). Pour un enseignement efficace : de la lecture et de l’écriture : une trousse d’intervention appuyée par la recherche.
Jean Roger Alphonse est étudiant au doctorat à la faculté d’éducation de l’Université d’Ottawa, concentration enseignement, apprentissage et évaluation. Il enseigne également à la formation initiale à l’enseignement de l’Université d’Ottawa. Ses intérêts de recherche portent sur les stratégies d’enseignement et d’apprentissage, sur la différenciation pédagogique et sur l’accompagnement professionnel.
Raymond Leblanc est professeur titulaire en éducation spéciale et vice-doyen à la recherche et au développement professionnel à l’Université d’Ottawa. Il détient un doctorat en psychologie cognitive. Il est co-directeur d’une collection chez DeBoeck Université en neuropsychologie et en éducation spéciale. Ses intérêts de recherche portent sur l’autisme, la déficience mentale, le style d’apprentissage, les troubles du langage et de la communication, les difficultés d’apprentissage, les méthodologies qualitatives, la psychologie culturelle, et la qualité de vie.
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