RESOLUÇÃO Nº 320/2018
(Publicação DOM 26/09/2018 p.12)
O Secretário Municipal de Transportes, no uso das suas atribuições legais, e
CONSIDERANDO as disposições dos artigos 5º e 7º, da Lei Municipal nº 13.775, de 12 de janeiro de 2010;
CONSIDERANDO que o art. 8º da Lei Municipal 13.775/2010 estabelece que "A Prefeitura Municipal, pelo seu órgão técnico, organizará e fiscalizará o funcionamento dos pontos de táxis, de forma a assegurar que o serviço satisfaça as necessidades públicas";
CONSIDERANDO que o Decreto Municipal nº 17.106, de 02 de julho de 2010, em seus artigos 12 e 17, preceitua que o Secretário Municipal de Transportes, por meio de Resolução, definirá a localização de novos pontos de táxi e que poderá remanejar, cancelar ou suprimir, total ou parcialmente, os pontos fi xados, devendo prevalecer o interesse público;
CONSIDERANDO a defi nição da modalidade Convencional, do serviço de táxi, estabelecida pelo Decreto Municipal nº 17.106/2010;
CONSIDERANDO que os estudos e pesquisas realizadas pela EMDEC indicaram a necessidade de readequação da quantidade de vagas de táxis da modalidade Convencional em alguns pontos, além da criação e extinção de outros pontos fixos do serviço;
CONSIDERANDO por fim a solicitação formalizada pela APETAX - Associação dos Permissionários, Auxiliares de Táxi, por meio do protocolocado Emdec n.º 11.191/1/2018 de 27 de julho de 2018,
RESOLVE:
Art. 1º Para a modalidade de Táxi Convencional, serão efetuadas as seguintes alterações nos pontos fixos:
I - Ampliação de vagas em solo em pontos existentes, conforme previsto no Anexo I desta Resolução;
II - Extinção dos pontos descritos no Anexo II desta Resolução.
Art. 2º Para o preenchimento das vagas, será efetuado processo de remanejamento mediante sorteio dos permissionários interessados em alterar o ponto em que estão lotados.
Art. 3º Na medida em que forem surgindo vagas remanescentes, decorrentes da opção dos sorteados por outro ponto que não o seu ponto de origem, essas também serão disponibilizadas para sorteio, podendo o próximo permissionário sorteado optar por uma dessas vagas.
Art. 4º Os permissionários lotados nos pontos que serão extintos, descritos no Anexo II desta Resolução, deverão optar por uma das vagas disponíveis no momento em que forem sorteados.
Parágrafo único - Caso o permissionário lotado em um dos pontos que serão extintos ao ser sorteado, não formalize sua opção por um dos pontos disponíveis, será considerado que abdicou de seu direito de escolha de um novo ponto.
Artigo 5º Aos permissionários que se encontrarem na situação prevista no parágrafo único do artigo 4º desta Resolução, será concedida nova oportunidade de escolher, dentre as vagas disponíveis, o ponto para onde deseja que sua permissão seja transferida.
Parágrafo único - A nova oportunidade de escolha prevista no caput será exercida pelo permissionário por meio de sorteio específi co, previsto no § 2º do artigo 6º, desta Resolução e, em nenhuma hipótese, será dada neste processo de remanejamento, outra oportunidade de escolha de ponto a esses permissionários, sendo que, se não houver a oportuna manifestação da escolha, o Poder Público determinará o novo ponto em que estará lotado, sem a necessidade de assinatura do Termo de Opção.
Art. 6º O remanejamento será realizado por meio de processo administrativo, obedecendo às seguintes etapas:
I - Sorteio público dos permissionários inscritos;
II - Assinatura do Termo de Opção no ato da escolha para vinculação ao novo ponto;
III - Convocação para início de operação no novo ponto.
§ 1º - O sorteio para escolha das vagas pelos permissionários será realizado no dia 09 de outubro de 2018, a partir das 10h30, na Sala de Treinamento da Emdec sito à Rua Dr. Salles Oliveira, 1028 Vila Industrial - Campinas .
§ 2º - Na mesma data e local citados no parágrafo anterior, será realizado imediatamente após o encerramento do sorteio inicial, o sorteio de segunda oportunidade para as permissões especifi cadas no parágrafo único do artigo 5º desta Resolução.
Art. 7º Os permissionários interessados em participar do processo de seleção para o remanejamento, deverão se inscrever junto ao Departamento de Atendimento da EMDEC, sito à Rua Dr. Salles Oliveira, 1028 Vila Industrial - Campinas, no horário das 8h:30 às 11h:30 horas e das 13h:30 às 16h:30 horas, à partir da data de publicação desta resolução até 02 de outubro de 2018.
Art. 8º Para efetivar a inscrição e habilitar-se à seleção, o permissionário deverá apresentar o formulário de Inscrição contido no Anexo III, devidamente preenchido e assinado.
Art. 9º Os permissionários vinculados aos pontos previstos no Anexo II fi cam, a partir da publicação desta resolução, inscritos automaticamente no processo de remanejamento para participação do sorteio de vagas.
Art. 10. Os permissionários concorrerão no processo de remanejamento e serão sorteados pelo número da permissão, o qual está descrito no Certifi cado de Permissão, emitido pela EMDEC.
Art. 11. O sorteio público será presencial, devendo o permissionário assinar o Termo de Opção no ato da escolha.
§ 1º - Para fazer sua escolha e assinar o Termo de Opção, o permissionário deverá apresentar os originais dos seguintes documentos:
I - Certifi cado de Permissão ou Cadastro Municipal de Condutores de Táxis - COTAX de permissionário, ambos emitidos pela EMDEC;
II - Carteira Nacional de Habilitação - CNH ou Registro Geral/Identidade - RG.
§ 2º - Para as permissões em processo de transferência, a opção será feita pelo cedente, sendo, portanto, obrigatória a sua presença.
§ 3º - Para as permissões arroladas em inventário, a inscrição, prevista no artigo 8º desta Resolução, deverá ser efetuada pessoalmente pelo inventariante cuja condição de inventariante já tenha sido previamente reconhecida pela EMDEC, por meio de regular processo administrativo,
§ 4º - O não atendimento de quaisquer dos requisitos descritos nesta Resolução excluirá a permissão deste processo de remanejamento.
§ 5º - Os instrumentos de procuração serão aceitos desde que sejam ad-hoc , de preferência em conformidade com o modelo apresentado no Anexo IV, com fi rma reconhecida em cartório, em mesma data ou posterior à data de publicação desta Resolução, com poderes específi cos para representar o permissionário interessado em todos os atos do processo de remanejamento previstos nesta Resolução.
§ 6º - Fica vedada, sob pena de desclassifi cação em qualquer fase do processo descrito nesta Resolução, a formalização de procuração realizada entre permissionários, considerando o artigo 4º §1º inciso II da Lei Municipal n.º 13.775 de 12 de janeiro de 2010.
Art. 12. Após o sorteio do número da permissão, a equipe do sorteio chamará pelo número sorteado por 03 (três) vezes consecutivas, o permissionário sorteado deverá, imediatamente, apresentar-se para declarar sua escolha e formalizá-la mediante assinatura do Termo de Opção, conforme previsto no § 1º do artigo 11 desta Resolução.
§ 1º - Os documentos descritos no § 1º do artigo 11 desta Resolução são de porte obrigatório para o processo de remanejamento e deverão ser apresentados sempre que solicitado.
§ 2º - Caso o permissionário sorteado não se apresente após a terceira chamada do número sorteado, ou não declare sua escolha ou não assine o Termo de Opção, será declarada sua desistência do processo de remanejamento previsto nesta Resolução e o sorteio prosseguirá.
Art. 13. Em cumprimento ao artigo 16 do Decreto Municipal 17106/2010, todos os permissionários, independentemente de terem sido contemplados no processo de remanejamento, deverão continuar prestando o serviço no ponto em que estiverem lotados.
Parágrafo único - O permissionário somente iniciará a operação no ponto escolhido a partir da data prevista em convocação específica para esse fim, a ser publicada no Diário Ofi cial do Município de Campinas.
Art. 14. Fica autorizada a EMDEC a realizar todos os processos descritos nesta Resolução.
Art. 15. O processo de remanejamento descrito nesta Resolução não exime de qualquer penalidade, os permissionários e permissões que estejam envolvidos em Processos Administrativos.
Art. 16. Esta Resolução entra em vigor na data de sua publicação.
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g09EPGxTp3VUV93wlYF5BOXOuc4vy7/N+mPzyP6vxM4VHOncc3kKCG/fgFcH1fpNQzzHNycepH86VK3wvE/MyMuodZtELT/My8bCufXW6cn9kJXa8LNg28T8H2Ddb/xdnB89W3Lv1HGo6sHi9XlkZXrmVY/u1GxmZd78cvguv7UqxyGZApg7K+57fkRRx8GPghK56vTlyDT7VlUTg8IQFYGl153m/TZOIORlkSwoy62Sz/us9X+5vqId2k23WRhKNPl9MFwCKmP6IOD+G3vz4yHPG0Em8SM/5dXrfc8cayw7vdj1+CWB+paUMS/zUljhM8VJcvljj65J+Kv/ZcuuShiXxqPkmjK9c64DPzhk2i2cTtaVo+5ZLN2mtHlrXO+siN9pBu0t26YDEPSBJ0O4l32/q+dfalnQiyS7AuEEB9R5BWgnWBAOo7grQSrAsEUN8RpJVgXSCA+R4IgiAtplHft31v2Qj70k4E2SVYFwjg/AyCtBKsCwRQ3xGklWBdIID6jiCtBOsCge3r+zImQ03LHMWr/90A2I+rFFkbumF/8u33JBYfNot8U+tLtvsLYfemW97V54vL3N5LaSmT/95VoFsuoTGrva6tdYhKY4qd9Fy6VOyTk/3etf5DWzSrKdPlusB8j5wdjN+XMRlKgl7570vpcj9WMaPuoWY4JOJWXUnon42Ej9s88t9ZllHYeCWBrR+6dAZsGjhvC/tGFvoDyzLe1AJYUuoaWaZHSGxT0w5dOitfU5bSj3a+q6ZD1BvDHaSLDZYxOXVp2uBXw9TxI0hGh+sC8z0KUN9bRW2ELv8t9IejMJSsepPA1rmlV2Uno6F/E8qm7QJJ30GEPel2kMjXlIWfRzfFxW04hKIxj+s7QO43GTyo7YuRDKwLzPcA1Pd2wdNTh8qRrHBjZ6GUppSE/kAvmXyBCF2K5iXTdkFZ3/k0Ts+lSzHtJk2w5CgPoWzMWvou/OJdulTGjyAZWBeY7wGo7+2C66xS34VqA5TTlIClUeDbpqZlo2wRusSV9Ljs0b9K39Xjd+Uh1I1JqWtKDVtH33H83gjWBeZ7AOp7y2icn2GhbxaeqTXT1MWUnOimHzG+h+KpZXmKZo35mUaKQzQ0pnLzSKn7zo/m68zPIHW6XheY7wEAqO9tg92RwYFm2CMaMwBIo7H38XI6T+n5IFfqdOIab106g5hY4klsEvoD3fQjNqOunY3ZWUo9QzzMFO9c8Xw1n+hk8djJkz0Uh2DqxojMpoEfJgCLePLRMj2aspXPV2vxI7v5kPeBbtcF5nsItq7v+Uo2rguV/76cbvdjFWk0drN8A8MhUZJ95nzeJp8r71l/c13/N2Kb2ZZTsSpRhKnmE9z8jeuvj5RG/fGv5UM0N4bcl5IZ+F2hug6yeX2ktpm4x9bQ3brAfA+JHYzft8u+tBNBdgnWBQKo7wjSSrAuEEB9R5BWgnWBAOo7grQSrAsEUN8RpJVgXSCA+U0IgiAtplHft31v2Qj70k4E2SVYFwjg/AyCtBKsCwRQ3xGklWBdIID6jiCtBOsCgZ3nN4EwHdQ0rcmm/IlgP1YhPAPK5tfcPVi6GCz0TV1sExOr+mDm3yyrX36lb1/9WjIG0C1vEi+4WYDxXtg5KcwDekfWUem1zNwgo5wYtb4tAcY2NdDtuuDWGugavXt/sSRwnE067ne7H6+AS7zkysKtx6Q7LYtGA+vY4BIZX9ruJC0cxBZT4o2iVBXMlBs3JqE/0MWf74nV0wdEBHksqdvPX+9zV/cldXti4yQijqHphjvJbCFriVEY2/QyOl8XaC8KsHN9X0zJia7phv2Zbsi6s/P9uImUuu9s+22uoSz6Yltv9ULf55F/6oc3wuQ9vYvihewQyeLbm/gvlbF7VjncyEn4N92TwbF1bFj+bQqP6juInpCNvhWJURjb9DI6Xxeo7wCv4Q+cGRyWjGefT+f7cRMpdU+/BZ9MoaEPgXN2NT7ryZMzw1HEKnEfFRN2ZTBT5iupW+6368x89Z4Mz+ksM/t9XN+50TxXcFViFMY2vYzO1wXqO8Dr6DsAwENgH+L8+zZJqXtK4jiwzQG5Y8m1601mksKKhDyus6UQ1Kq+q8fvwdg1+lL42T0ZntNlZhk/mzxB35WJURjb9DI6Xxeo7wCvp+/zyB+ivm8Tru+LlHqGeU4uTv1oLils/pSbcySFoDboewGvnCSlnqGfkOlCvDg8p0vgEy+9Y+v4YN35GXViFMY2vYzO1wX2E4DX0ncWjx3zdCMrHzrfj5vg+r4Ui2QGZMokhU0nbh6xBDPq5tP0Cn2vBTPllTOj7qFujUL+2FPoe+VB7qPPVxsSozC26WV0vi5Q3wF2nd/E7sjgjWH0dcsbR5tZRNP5fqwkz1QakvivKXGc4KG2trDHZbdYGWn5JE9iskisDGb6dHHWK+a+2ZQMpCDVfIaexWPn0KPz/JBN6yPThsSoChjb9GS6XRd51+36E5odjN+3y760E0F2CdYFAqjvCNJKsC4QQH1HkFaCdYEA6juCtBKsCwRQ3xGklWBdIID5TQiCIC2mUd+3fW/ZCPvSTgTZJVgXCOD8DIK0EqwLBFDfEaSVYF0ggPqOIK0E6wKBnec3lW2txK/SX0SX+rFkGFD/6OQwJqhFIOmWN8nikrg/s6Zp2oHlffMvrviuWDwZ2dzpSzdsEpXcmxdx8N7g+7n6fHF5n72uzF0ynYDnfNQdDnKEOwKLfFOd5LWIKXGtA03TNMP2/VP761fFGRWnabg0Lblh3FcSqQ5dOtvQhdgDulQXVVj83bMONE3LzJG6yw7G75K/WEp9L4gZALAkOD3chDNUx/rxMiZD5X2xFMYkUAUtsTsyONCtj5N4AbwShh+F45jRM5xxzADSkNimJhv0J4GtH7p0BmwaOG+FcQ2ocpd4CwtfyZS6lkt/J/ZHmrLcYoxNL09HIYN55L+zLKOcIwjCaEwzbRKm/L/hZ2cUMuUZLanbG0opTsLpbEk/ngj7YtlArSt0rC5k5tHozA8T3qXNbtvP7VbfCx4Ce7gRZ6iO9eMmfS+HMQnqQUssCRxdkVlaHoYDF3RpWJ0Etp6PygsUuUuwjMkvx9bbnhg6cX2f/oz+ZLKFJItvbmLGQn84CkPZgJ7vt/xdpEAVHdWg7yz++TNlwq84Dw7sDB2rCyXzyD9S9aIO8Ur6ngT2Ybmkn0vH+nGDvqvDmOpBSw+B3VfdHu6J1Su9XuRpcJLQH+i5j6NAlbsEy5icuvQ+GzJzfRdD51rEx2joh0yO9RBHC2y9V3xLqLRTK0dHNei7OMSUDHr5l4kO0bG6UDKP/IEUQdNFXkXfNzY5A53rx2p9bwhjqgctlfS96ra7St8BgKVR4NtmMb2uzF0S+p5CyrP67pv1XdweACq3JW5Z3KTvteioJXV7R6VvLSUneqObFd6xulCRTlzrfCMhoPvLq+j7xiZnoHP9WKnvTWFM9aAlPg8jjWdjYmlDEqePzM8ULKbkhE+MqHOXcn0XY+e31vFbtb6z0Dcl83h5iuaR+ZlydFQlyW9J3bd8V0noD03+RAEA2J/Rzw59U+9YXdRg08D7FMSd+95W4TX0vajADdCxflzSdxZ/95wvUdIUxqQKWkonrqHn+Sos8k1tSOJl/flqae1BTCzDIVEiJmpMP2INuUuSvoubgZSxIOk7S+l5Eb2UZsHcAv5G0x7xRT9JNP7kXd4x5RnBQ2D3xb9ZPPEGpjtJS03iO3ScTeRB7gsdq4sKSTj6dDldACxi+iPq8BB+6/peym8CAGkyYSN0qR+vCFSqhTEdWZYqaKnnUr7wMBs5m7Yf8AKQ1kceWO5VqSriX13/N8L/ajgkmjbkLv2bZfWL1YoAwKaBM+D/lqaDhl/Jh56mafzWki2i1UpzMkk09rJWmjYJ0/JSyPIZifVwxcrOypeD0teaTtCluijDn70rvxd2jx2M37fLvrQTQXYJ1gUCqO8I0kqwLhBAfUeQVoJ1gQDqO4K0EqwLBDDfA0EQpMU06vu27y0bYV/aiSC7BOsCAZyfQZBWgnWBAOo7grQSrAsEUN8RpJVgXSCw83wPYPHYMXRN03IL8hfSnX5cRGEUv+Tkv/9sjNHQ39m/PBK40TuyjkouY7rlEhoz1XFLFLvquXQJi5h+tg3+s8Hct51TMx8GABbTkS3eL5wPCorz42bxteCRWniJ1Jfq6SVVHzWt2pg20p26qIP5Hjk7GL/L/jMPgf3GcCcpuyOD/kas9zvTj0tRGGxKBrL/Fwv9w3dkuoCYWPm9NJ249mWsDtxIAe6J1ed+AJItTBIRx9B0KQ2jKYKD78rgCszjOJxgyoClEbGNXrEHRQbIjLqHmvE+iBfZEavhSkWTmoJH8jNNb33rIHO1aUgvKYxr+NE/SH7C7aQzdVEH8z0Kdq/vfX1ApuwhsK2N5KV1pR9XozDmkX9caGgSOE6QAEj6Po8+f6VLaAjcaNJ3EN5e+Qi3KYIDoND3qt1jKUWkngFS+0LwENj9yv0ja1Jz8Eh2piz+7ll8rNCUXgKyvrOIjGj7o5y6UherwHyPnftHsnjsGL03hnVaCwN6Hh3px/UoDBb5ptAylgRnwhwxlkJHxYfeFLjRpO9cf41MDRsiOAAKfa/ZtUt7qGeA8Ck7OZFjHvlHWtlCOmtSc/BIdqa65X4LohSgOb0EJAc0TZP8LFtMR+piJZjvsXt/4PR25J5f2CbOvz8FVRQGC32TT3o8BM6ZGLSqx+/KwI119L05ggNgLX1XZIBsTt97Z8EPyQi+Mb1kSOI/cPzeOTDf4zXmZw7t4EHMk27iq1Mn+rE6CkMki96H/mH+Scrz74KmwI015mdWRHAArDM/o8wA2ej8zIy6h7qIV21KL1mW5987QSfqYgWY7wEAu9Z3Fvomf/I2o+4h6vt6NEdhJIGtG5b1rpg5iYlVTJ1PA+cXP0obAjcefb66OoIDiru14vlq3/JvU2jKAKk9X9UHfij3BZYETo93j6bgkeL56sQVh4PG9BK4J5aR3VEWcfBh0PbHbh2oixVgvodg6/pezvfgxY/rI59A9gEqozAeArufD6vr6wA10/XPjNKkMw/c+BHkKxCb1keuPK5IBJTWn0nrI3XLHUdpvoCymgEyJPFSXh+ZyzFHDPklxa8Hj5QXUPKbljhHVk8vmU1qn0v7sz5aXxeNYL6HxA7G79tlX9qJILsE6wIB1HcEaSVYFwigviNIK8G6QAD1HUFaCdYFAqjvCNJKsC4QwPwmBEGQFtOo79u+t2yEfWknguwSrAsEcH4GQVoJ1gUCqO8I0kqwLhBAfUeQVoJ1gcDr5TfpwlHkxextP65GKenWx0n8j+LFI8uqpQ5djc/quUXqMCNVaJF4e8UhPQlsXatTNpBoyGASVgC6YX/y7RPL6vP3yv69hVVktUkHlktorf2aplWMiSTLAdP2P9n2ZdzUKjYNHFPTNN06v/L9y/gPUv0Qq34M8mnWg6K2cN13hLavdbEBML8pR9v++F32F7sjA2NA7lh661tmLfLtOexzP5Y/mWngmLodJPyOWHi21FKHlLlFyhdVb19St5f5OAJA2XFM2R4AWJHBlEfrJaF/NorSkhd0Yd+YnzF1e/xYmRNRJYwJ8tipDO4vlqtteus7X4SjSLVVLAkc3fBoylg8dowTEv9B7I+U+9Vw/6Pp5ekoZMqPqykoaj/Z57p4IZjfVLBbfV9St1f4VXXeP/IJ+l64lityixpeVL19Sc8H9jszVy4WjuzBsf6Ivq+RwVQ7I1it7wByyqDCtp6j+t6QUWsV1/f3kits8jP6k8kGmSy+uYmZ4uNqNiLeT/a5LjYF5je9gj9w7hx72BC18zT2uR/npoxi/iRIGFT1vZY6pMgtanhR9fYlPR9++y0LBmFJcOZc/ZpprrI9oMpgYkng6BXtrp+RPDkj/l7S93oYUza5k79hRSRTvVViPF6PCK8EmKg+ruYgkbUu5b8c+1wXmwLzm3ad77GIg/eGpmnGsbWhr0773I+LT0bMGJp+xNYZv1Izau8AACAASURBVFdyixpebBi/D8ldEjg9noLrXtDZRNb3WntgvQym6hmJVq2v7+rxe012cxSt4iRR4NuGrkkDeYW+Vz8u1PfWgflNr5DPBwDii/lmPLj3uR+XPpkldXvakMTzhvn3DEVuUcOLqrcv6fmQ3EM6cY3jC/Jx6Ies0Fxle5brZTApzuhZ8zMVGudnlK2S/nxHBvk8lVLfldlPOD/TFjC/CQBeQ99ZGl25liECd17MPvdj6ZPhD/R0J0gWZX2vpQ4pc4uUL6revuD6LkfZKfW9aM8/1BlM7I4MDjTDHvGJkDQaex8vp389//lqNXZK3PvZlAx03bA/03jBO4/n/TZlymSoRUxOxJPY9Na3HtX3evaTKihqP9nnung5mN8k2Lq+l/Ob7onVy/J9NsPe9uPq+kjNsEc0mqxYH6kdffJPVblF8sx17UXF23sWuWdTMnSCRJH5pGqPMoMpjcZ5UpLhkGian9EL10eWM3f4gOBA07Rs2WLSkAz1f/3tb54ffLX5AtxsyU05aHu5MvupGhT1Gh1jM2j7WhcvBvObJLTtj9+3y760E0F2CdYFAqjvCNJKsC4QQH1HkFaCdYEA6juCtBKsCwRQ3xGklWBdIID5TQiCIC2mUd+3fW/ZCPvSTgTZJVgXCOD8DIK0EqwLBFDfEaSVYF0ggPqOIK0E6wKBret7/lthfeCHCUBmzbo5X7597seyf6+mWx8n998rUUzeRLa5VZltFSYBj2UbcYqf5xsuTYHFdGQb4oU8rAMAhIFiLUqpKeFI2C2Ut+c2wjJyfFLdfrLUZtHS3AZS4WPQs8i93Lo0Iu/KWzyeZiVaMpedjW0Sbso/47XY57p4KZjflLNdfWfRFyd3e8+NIBrNAp/DnvfjzOKRG1rZQVKYPiahPygZ1NZDlNgdGRwUCXOrso0kCpMvnsHEBTSJiGNohy6diX1Ho4F1bMh3iEcSjrjES7ag3INMnMI9sfpCjuu+Y00nCPfE6hWOmEvq9mt7y989JQPTIVGyfpoVi8eOcZDt5yGwj51gytJb3zL23Td8z+viJWB+U8GO5mdY5Ju5UqC+FxSik3kcZq/wrz6SO5I6rkhT2yzXE5cKMn2vefw+BHY/G4DPI//UD28ka/VHHXRT6r6z7beGO0lFG77Y1lt9bX1XtfmeDI6t48xtdJW+PwT2oWjM2mlWJUfMlPp+5lycBHZPHRq1L+x5XWwEzG/aob4fVs3KN7PnPe/H98R6Y/m3aZGHl03a6Jb77VqaAKnHFaXUNRrs8VTZRjlC32e1jI555B+J4bZIz5hHhdo+moCRUvf0W/Apu5E/BM7Z1fist66+K9t8T4bndDZxjbcuna3Sd9lheO00KwDgCbQ96+zC/Sx9F5HuFvvJntfFRsD8ph3p+4y67/Iv/qjvEoXoZNMs98Q6dIOxa/RLXVMRV9Ss743ZRgCwlr6zaDTMczzEIdbSdxLHgW0OyB1Lrl1vMiuM1x/Td3Wb78nwnC6zUfZs0qTvJYf3tdOsBElg6wdlIUipa+xveBPsfV1sAsxv2om+L+LgkxdMi48Z9b2gHrHEX0lSWpInVVwRSwJHL0kYNG8s8fj8zDzyj6RnkXwKaJ35mVMSL1LqGeY5uTj1o/lybX1vaDPXdxCj7GPr+GBNfV8rzQoAgE2D0w8k/LtrDsUSAHEuqO/7DOY3AcD29Z2l4Vfv8o4BsPjmOsqW0KC+C5r0XTz8zBYAKOOKGKQT19Dz56ss/n7emG0kKXwxuVx7vsqXOaUTdzDKvhbMqJtNqT+ScMT1fSkW3gzIlMHj+s7iifdhFP2vhjbn+t78tLZ6Uk9Is2IsnninHp0BsDQcWWa+ggjnZ/YazG8SbFXfF/Hko5SkcuRH80qe08vZ536cT85k08HlxYtsSgby6kJViFJtwWJTttEwV15NOyjCEaX1kbrljaMka0NP0uLi6M0JR3kc1ZDEf02J4wQPqmwoeX1khun6Z8o2528SXYXFY+fQo/MigUmSeKHIDfFMdUppVlL7exa5x+erewzmN0lou3m+uj32pZ3bZB75R9JEREdhUzLoDaQ5lueShsQ+2vfnclgXCKC+t4GYWJqer0rsMCyNiH3ovex7YUrdAf6+CWkHqO8I0kKwLhBAfUeQVoJ1gQDqO4K0EqwLBDC/CUEQpMU06vu27y0bYV/aiSC7BOsCAZyfQZBWgnWBAOo7grQSrAsEUN8RpJVgXSCw8/ym3LFA+on8y8B+vBFYTMm6OVCLOHhvaJqmW97V54vLP+TkoyZ0+z/HwgBAK5lQrsqEQp5Pl+sC85tytqvv1fymZThyPofpMqWe0RBM8VS63I83BjcOy7V1dQ5UEtj6oUtnwKaB89Yif8TkgzBn57FQ7I6cfommkotcOnHtyxiWMRlWxP2xTCjkmXS4LjC/qWBH8zOl/CbgHt+q6Lin0+F+vCkakloBQJmplAS2bjqF4TNLf/6MmRz7t4hvbuNC3+fR5690CaDQ90c9h5FngnWB+U3wOvlNAMBC//Bd3bj8GWA/fjEPgd2vDqsFykylJPQHunZguYTK/tqFvgOAZDyp5QaQdX1/NDMEeSZYF5jfBK+T3wQspefWhvywsB+/mJrI5jTmQLE0Cnzb1DRpIF/X98fH76jv2wLrAvOb4FXym1gceF4Qb+hjx378YhrnZx7JgYLFlJwUCeCN+p6D8zO7o+t1gflNAPAK+U3p7cj7bcoAWEyvo5cP4bvejzcBm5KBrhv2ZxovAFgaXXkrcqBiYhk85ygJ/cEqfc+Fm00D5xc/SmV9Z/F3z/kSJaszoZBn0u26wPwmwVb1vZrf9B//fczXLTWMB59Dt/vxpmBpdOWKS/NYDtT/+E/X/43wFY1GFmi3LGUqKZKb8pCm2heC5kwo5Pl0ty4wv0liR89Xt8e+tBNBdgnWBQKo7wjSSrAuEEB9R5BWgnWBAOo7grQSrAsEMN8DQRCkxTTq+7bvLRthX9qJILsE6wIBnJ9BkFaCdYEA6juCtBKsCwRQ3xGklWBdILDzfA9g8dgxdE3TxU/SX0zn+nH9t6G6czU+y14bknieBW70rL/9u6WtRLe8iXwdlF40LAnOHOEJU95ANKbiGPMQ2H1NuEYuYvrZNvjPCU2bhCmkNA/60DRNO7C87zFTnZYcCVJt9ceJbC3CQt/US06wbBo4pqZpunV+5fuXcef8yjpXFxKY75GzXX2v5XvckYExIHcsvfUtE/3fn8s9sQ4zp5cZdT+QeMnisWMcWOQeAAAeAvvYCaYsvrTdCZdUrrZT4o2iKHt7EvqDkltjPc2D7805y5xkahtwYZZ+Bc6mZKBzcWcp9QzhMcnSiNhGz3AnKSxjMhQbhCNLz1xr4pWRIPlf01vfOii1OhoNrGOjuC2xJHB0w6MpY/HYMU4I6nuHwHyPgh3Nz4h8j39M3N6QxEtuJbgR6/1O9uNC31lERkLoJQuwlPo+TQEgvYviBRT6Diy+vYn/p3g7/3YlS3M9zQMAksBxxJVSbLCk7uAX23yb+T/Po5FjHR/0XLqsDqtZEji67gTJItN37lCUJXmtthTO/sri757Vl1o4j/xTP7yRHIy5vr/vsn1gJ+uiAuZ77DjfYxn6Zt/KR/TqTImn0cl+nLt9aZomWTbCYkpOetbZhfu5bHtd6Hvp7brlfruW/LyUaR6VyZnaBkvqDj8HeSElgeOQMT9cTCytl32lABCGw4ZLZ9kM0oHlfg2irABXR4Jkf9Ut91sgOY8Kk/p5JN910lvfOtB0yyV0U07U+0Un66IC5nvsOt8ji2Y2jq0NfXXqZD9Wjt8BgPunH9T6dF3fD91g7Br90pbqNI/y5Ex9gyV1hyROArt3QqbzJPjo0Xu6hr733Ksf7qEup3o9Pn4/C354hn4iJ3+xaDTkPpSl2xIAJFHg24audXIg38m6KIP5Hq+S7wFiihbztZ+NPP8uwabB6QcS/t01h/xpdoZK32mS0pJWqtM8WDjyrpMVG3B9hxl135oXXy+Go4hlh3t0fiadlO4xqyNBxF9ntHRXmEf+kfTktdap2B0Z9Ds4CdvJupDAfA8AeIV8D2E1blj+LebzPZd7YhnZE85FHHwY+CFj8cQ79egM+ENLM3NmB2jQ9xRgRt3DbI2BOs2DRV89caCGuA+h71z9+VeH/HD156t8dk56vko9I1tb9UgkSPF8deKK/QCkE3cwysbsM+q+zZ7fnhg2iVIG6a1vob53Dcz3EGxV36v5Hn4UEaun6ZY73kByE6dz/ViRnXH0yT/taZomJkPyBYiV/2qaReLi7YZLU77WpaCa5vF//hfnY5CwYifVDaQ3sjsy/BAkSX646vpIcd3T0gbsjgwONCWKSBD+nsWUnEitzqaA8ul76+v/IB/94KvNV+Jyoe8YnauLHMz3kNB283x1e+xLOxFkl2BdIID6jiCtBOsCAdR3BGklWBcIoL4jSCvBukAA9R1BWgnWBQKY34QgCNJiGvV92/eWjbAv7USQXYJ1gQDOzyBIK8G6QAD1HUFaCdYFAqjvCNJKsC4Q2L6+Z4aRsseIlru/boBW9eNK6tD9D+El0PtAvmaRTOReYVFwZFX8AjTr3/9WfSn7HX8S/FJ7CKO/s3/pSZsVv/VX7OfIOpJfqqQpscg3q4lO+d/KjmPVExFZTgDA4snI5m5mmcFAsXHuSVm2XgCANBq7/Lfppu1/su3LzIBakUulOESLaFVdPBnun2EoPPg6xpb1Pbl2vUkKiyk5OcglXWET+Hxa1I8VqUNsSgYi3qjkmL+k3mEWhCReXFK3l3VoFvrO2d/sjzRlS+r2uJXX9PJ0FLLcz70elsTvLuIQLAlOTWccs3ui3E9jmtI88t9ZlqHMVagFLUHJ6zgeOzwZKp24Rk8kOKYhsU2Ne5nBPbH6suFwyWCS3ZHBQXGzSW9954vwHqnHTjUeoiW0qC6eR4PHasfY9vgdAHj9nGT5PqjvTShThx4C+5CrksjASlieswFqfX8I/KsYkp/Rn4y/nEU33dzELPdzV5itc9XjSUwz6n+hKYOm/TSlKbHQH47CsGLFzqkHLYFK3++rY+0ksHX+hWCFvrMkcPS6PzBvVDV2qjacLw7RElpUF88D9R1gF/oeE6vyFR71vQlF6lARZCjNezwE3teIQU3ftdJkBX9/rsucPGxPEZYEwK35e5Z7ce7n92PlfhrSlETaRikhJP+bKmipbEWp20HCX5GzvVjomzwmdoW+p9Q1GswC67FTKw7RElpVF88B9R1gR+P3Ss4n6vsqqqlD2bD9r8gfGsaB6YesCERVjd/ZHfF+a9B3KWxPOX4HAHgI7H4pVkmxn6Y0pfyLRUXEARqDlvI65G7Suun/9t82q++K2CnU99aD+g6wu/Uzsqajvj+KnDrEQt98Y4+v/aE/GTu6eTEZ54GoDfPvEmVdnkejCzEpob4KizhwHXIzcY8rASwqfa+lKbHQNyVj9pLaNgUtyXWYUtfQrM///dnzM+XoPvFZKmKncH6m9aC+A+xK3xdx8N7MH7ihvqtpSh2aR/6RbpiWH7IksPW+Yb7PhOmJ+i6F7anCkpJ48sn2JinwmaIjm4Spcj+gTFNiKT0fFAnX+VR+9l9F0BJIdcgDnnTdDpLaw88sZErW90U8+eSMbqf5J5BOXEPPZwJZ/P3c+23KGmKnGg/RElpUF88D9R1g2/qeDZ10w/5M+fx7Pk28IYlvUT9exg2pQ0vq9sSA9yGw+9nEgrQ6sFgfWcqzlubkhyRe5mF7igyoN4bxfxRz98UGlf9qQxIvpZWK9TSlIYmX4saTt0e8oRa0VF3WWfQTafHigeVelddH5vQNI3vJIrFiyWPSEDs1JPFScYgW0aK6eAZ5aXR9ieRuxu9bZF/aieyKeeQf1Z8fdA2sCwRQ35G2ERNL07PJn+6CdYEA6juCtBKsCwRQ3xGklWBdIID6jiCtBOsCAcxvQhAEaTGN+r7te8tG2Jd2IsguwbpAAOdnEKSVYF0ggPqOIK0E6wIB1HcEaSVYFwi8Qn4TALCYjmxjQw4F2I+ViB/z527yJVuIRUw/2wb3FDC5yUzFkCD/f8+ly+x6aZqmGQ6JKrkdi5gS1zrQNE0zbN8/tXODBHVaU8XG6yGw+/WHQtxGpmyEoHIokD0gEYku1wWLv3vWgaZpLfMUegZb1vd6fhMPCTLsUe5w/jK63I8f455YveKX+kvq9l26ZCn1DM10gikTll49wxXXSJcsFVnkHw7IlM2oe5jdJ5KIOIZ2WLiGgdhb5kTG0vCzMxIWY4q0Jq7Qkq8km5KBLtQ7JsOe1En4jWFJ3Z4s4jEZZhujuK+gw3Uxj0ZnfphwC7mKSXXX2Mn8TJHf1Gji+mw63I8f5Z4Mjq1jQzj9cn1flMfU4oo4QcKAhb6ZOz4Kp/hamOpDYPeLt1dG6CVUaU1L6g5+sYujzKORYx0foL5vHKwL4USk7pxdYfv6XspvuidWT3tjGHp5xuYFYD9u5p4Mz+ks8+nl+n5PrLLHJIt8U9jsyfXAY/wWMRlmlpCceeQfFTNrSWDrvbIhe75fVVrTkrrDz0F+lCRwHDJ2jVzfpQkaMepHfX8eWBcA88gfDMgdjt+L/zb94UXk+U0L6vYOBuSOSQO0F4L9uJl7MjwXEzKGR2eTx/RdingVEVHLR/Q9ru5N2q0qrWlJ3SGJk8DunZDpPAk+evSeSvqeJbx+96wDPo2zpG5PzglBfV8PrAtIJ6513qbM9Gewq/UzPA5iEfqmyaWkWrfPBftxM1zfAWAxJSe9Y+v4YOX8DPDcKGNAwtAfFqHez5mfaUhr4voOM+q+NS++XgxHEUvr+g5ioj7zmpcexC+p99YPGer7Y3S9Ltg08D6Vo+q7yG70Pc9vmlH3reGMYyYn+LyIrvfjVeT6zoX7gK+GqT1f7UtRfCwJHN04tkpZS+Xnq6WJNR7uYdqjScwAIInGn7zLO9aU1iT0nd82DgbkjoFK39OQ2KaWfZOw9QPeQhZ/96xjl84A9f0xul0XSTj6dDldACxi+qNlyS1PYrv6rshvSm/9jS5d6nY/bqaWk8XisXPo8eF8sT5St9xxVLrLJoGt66VVB9L6SN3yxtX1kUk09iwR4GTaJEwfTWuySMzuyPBDkCRFBFWFYoUVz92W9i8HV6HEN9DduuCzwXlH2sQkwf6yq/mZrbEv7USQXYJ1gQDqO4K0EqwLBFDfEaSVYF0ggPqOIK0E6wIBzPdAEARpMY36vu17y0bYl3YiyC7BukAA52cQpJVgXSCA+o4grQTrAgHUdwRpJVgXCOw+34PFY8fQtcJR8qVgP5ZiL4RNWEOwRoZueZOYVcMyDiyX0Hghbdw7so56WmHlKEgCW5eOBZmnv6bp1vmV71/mZmSlZvAfneqGM+Y/S1WEdeSIX6XOI/+oZCSpNSWW1A/XdbpdF/fE6pW6aFfZsr5X8z0eAvuN4U5SdkcG/Y1Y73e7H2csqdsrerMiWAPuiXXo0hQgCf2BzjWxeBc3otE1w6MpA7gnVp+7Cyyp29NkuwJuOCNXDres8WjKWDx2jJPcbFLRjJhYwnZGtLrv/rgnH4R9MW8MuyOnXyIGwEJ/YFnGG8ndTJlYAo2H6zCdr4u8w3eanczPFPkeD4Hd1wdkyh4C25JigJ5P5/sxAFT0XRWskXf33KuZ1e4KUzLQuVWkrO/nA/udKXQfgIUje3Cs1/X9fc2rT9WMmAyOreOe+DK3pG7fncx+/oxLjVnEN7cx4w7DN6FsH69MLFk2H67DdL4uUN8Bdp7vwednem8M6zSYYj7fxpCVWhmsIb6xappuud+uhaNeWd/5/EbPpcuyvg+//eabfBDNkuDMufq19C7IPON0yyVS6KKyGTEZupMZ96NPWUmfK43heh3NS/bxysSSZfPhOkzn6wL1HWDX+R4MIL0duecXtonz75tEEkd1sAbv7sHYNfpFos2a+k7uksDp8W9d7gWdTar6DgCQRIFvG3o+P65uhkjnEI7BsxX6LvSatyofkqsSS7g7pvqsu0vn6wL1HWDX+R7Lh8A+tIMHbkeO+U0boxDHhmAN0d2TlHpGnn+73vzMkNxDOnGN4wvyceiHrDrQligeqzQ0Q+i7CBI5tt4eNOh75iwtnghnQ3JVYskSms+6u3S+LlDfAXad78FC3+wZ7iSFGXUPUd83RhLYPSdIGDQFaxTdfUbdQ2G+v9bz1fMhuc+WspyQ6aI2kbKMyYlhkyhlkN76Vt/0w8Z8j1zfxe2kWPxS3u2Munam0dlonTdMkVgCzWfdXTpfF6jvADvP98h0BNdHbgoW+qauaQeWf/t4sIZmuDTlwlqjeX2k1rPIPZuSoRMk9bWYsIzJRz/4ahu6pumGTaLZRN2MjEzTF3Hw/pD/WzqoRX4X8R1ilWT25KD2fpFYMm84625Hf3S7LvIEmK4vkdzV/MzW2Jd2IsguwbpAAPUdQVoJ1gUCqO8I0kqwLhBAfUeQVoJ1gQDqO4K0EqwLBDC/CUEQpMU06vu27y0bYV/aiSC7BOsCAZyfQZBWgnWBAOo7grQSrAsEUN8RpJVgXSCwK32fUfdQ/Ko8DYltatqB5X2PN2Hy18Z+nP+6WsominxT62dJF8UGmqblH2Y1EUkY9kobC6OCvpSYAdyUXzpWZecl318WT0Y2N/7ShecMNOc3AQAsYvqZO1JommmTMJX3n1sIKEwRsr825jz17atfFe8SbS67X9SinbIcsQPL++ZfXLXPyaCNdbE+mN8k2IG+s5R6hpCPeeQf6QMyXd6RgVlWmWfS0n6cUtcovLdgHvnvLMuQFGoZk2HPpUtgaTiyssCNJXV74m1JRBxD0w13ksIyJsOSXEoOulWfr8rRxf340KUzSCeu0RMBe/x1w6Ppsim/Kbv0phNMmbAe6lXbU5Cbmi2m5ESXYphY5B8OyJTlp8z3/NEm97IVWuZRKvzo5TOqRTtlOWI8P7KNTjUtrYv1QX8xgF3oezrxnNG3M6Pn0iULfdN0acrlCf0jmynrOwv94SgMZWfzXOwW8eSjpQtHXEnfQRLKRUnfB7/Y5tssPGsejRzr+KBR3wEyM+dfJ1IaKgAPYu3bwZ8N+U31UTNLAqfangJJqVnoFy1kSXDmBA/SKQOw8PPoZll5V6bvLP7uWXL6Yz3a6SGw3+RJsK2kpXWxPqjvANvX9xn1zsj0H0IvltTtSUq0iXFTS/txSWFFeEUp6WIZk6GYnHG/BpGUpC1JNYt8UzNcOivp+/Bz4B8J2U0CxyHj0neF6tGFOTCfApEvWZ4HosxvAm7lmNk6NrWnQFJq/j1P3BgeAucsSJh0yvLMVVnfswmlb0FUVLYi2ol/6VE0uTW0tC7WB/UdYPv+wF9OyR3L9WJJ3d6QxEsxlEN9b0RWWJFUByArFB/MXv1wD4u86XX1ncRJYPdOyHSeBB89ek9fqO8A9fwmgJfoO7DIN/l3hSRwHC7064zfz4IfUoCJ2FVDtFMaBb5taHorB/ItrYv1QX0H2LK+V5/U9c4uPuH8zFpICisc3jOEQmVil07kyL215meGJIYZdd+aF18vhqOIpY/o+yPzM9JDlCK/if/3ufMzYlfGgIShP8wOIc+/q94l5mdmtHTPeyTaiU3JQG9h3lNL62J9UN8BdrV+JteLeeQfG+4kTW99C5+vriALMgSW0vNBrphpFi0tP1+lnqEP/DCBNZ+vDkkshtIHA/nbVXH0dZ+v6tYoTBeK/Caxn/rz1b7l31aer7L4u+d8iVhZ3/nNwDi2imCm0piAxWNnMCq9q3i+OnHFgZqine6J9dYmYSomalDf2wfqO8DO9V2sbcD1kc2I8SaP0MsWB/JJrdIEdDENzZPq6jSuj9Q0i8Tsjgw/BElSW4u55vrIA8u9ilKmyG9K5esqrY/ULXccpbX9a5pufro4K/KbMolPAlvPk1cfeVexPrLn0uViSk6krzz1aKd//5s7CohjaFq2arNttK4ungTmNwl2o+9bZF/aiSC7BOsCAdR3BGklWBcIoL4jSCvBukAA9R1BWgnWBQKo7wjSSrAuEMD8JgRBkBbTqO/bvrdshH1pJ4LsEqwLBHB+BkFaCdYFAqjvCNJKsC4QQH1HkFaCdYHA7vObitwcbg/yYrAfC4qco+w32RV7r0oQkm55k5hV05EOLJfQeKEIVJKdxYCbB2i133/PI9mDrNKkpiQmdUs0TXeuxpkBgXBoAFDGP9XimZAu1wWLv3vWgZaZfLx2c16THei7nN/0ELgXNGVsSgYHVSfA59HlflxlSd1eIbi10CKQTJeS0B8Ib9/iXdwCTNcMj6ZMtmZcUren6ZJxGDd4qZl7sNAfWJbxpnCOKxyhswYMz+myoSUlT6gZdT+QeAkxsTR5DwC1+CfVmXadDtfFPBqd+WHC7fCkTttFtq/vcn6TeCmJyKnlTnD8vmFK+l4PLYJCQFk88SydWw1X7gpTMhCuv7K+nw/sd6bQfQAWjuzBsV7VdxaNhv5NWJjUr6HvckskfWcRGfGdP67vyjPtOlgX5ZSYjrJtfS/nNwGI6Fv+lXwTB8B+XCArtSK0CLLcYR5xdC2MHsv6LqV2lPR9+O033+QDc5YEZ87Vr6V3AeQ5JKUYjVX6XmtJ/qI8y/SovqvPtOtgXQDMI3+QRyN0k+3qezW/Sbxcigx9IdiPCySlbggtuifWoRuM5UiQdfWd3CWB0xuQKXsI3As6m1T1Xegs30M2lJYSGUUD5PF7pSXPGr83xjN1G6wLSCeudU5x/l3+b9MfnkUtv6mQ+I2572M/LiiUuim0iH/sSUqlELv15meG5B7SiWscX5CPQz9klbuCCAwpno2KoXRlsyV138pTMeWWKHvFI/r+SDxTZ+l6XbBp4H1SZL53jB08X4VanieweOyYpxt5Gtb1fiyTBHbPCRLWEFoEkoDOqHsoVhes9Xz1fEjus+UxJ2S6qAo3zKhrZ9rKUuoZYicPgd0XB2LxxBuYvh44IgAADYlJREFUK1oC98Qysmezizj4MPBDJus7iyfeh1GUFvreeKZdp9t1kYSjT5fTBcAipj+iDg/hd6vveZSoYY82lFvf7X6cIT7YA8u/TcVCw1poUR7epBkuTdmUDKSIo4zm9ZFazyL3bEqGTpBU12JmX9TEmDqfRh+SeJkvVivSncpvb2iJpmlHn/zT6opK0/XPsi+F4ozq8UwbyG3fd7pbF/yJfdFhOj1ltxt93yL70k4E2SVYFwigviNIK8G6QAD1HUFaCdYFAqjvCNJKsC4QQH1HkFaCdYEA5jchCIK0mEZ93/a9ZSPsSzsRZJdgXSCA8zMI0kqwLhBAfUeQVoJ1gQDqO4K0EqwLBHaf3wQAwp+kh/keG4LFlLiWrmmabtiffPv9V/JBGZRUsmVe8a6eS5eqtKXy7/5ZPBnZ3FIsMx4QCLuCsvU2SwKnbEOQOx9oDfFM//43q9IEYUXAIt/U+plTTcXG7sDyvm/G+2Kf6XJdYH5Tzg70Xc5vAgCAdOIauob6vhlm1D3UDIdEXEuT0D8bRXPJdlGZlKR+15K6PVnEYzJ06bKWlwTAL2LPcMYxA0hDYptanv4BkGmu5ObI7sjgQCtymvqSaUyTPeQ9sT/SlC2p2+u5dAlsenk6ChnMI/+dZRnS/WMZkyHfJA1HVi14pIN0uC4wv6lg+/pezW+aUe/s67f3PdT3TVAeyUrU9V1KSmp619r6Xs5ZBR7HKu8wpe472y7cHFn0xbbe6k/T9+Rn9KcImMrSe29uYsZCfzgKQ9ntPdf3TUYL7DUdrwsAwPwm2Hl+E0vpJ4fcLfKKfTHd7sd80qOijwBQ0fdKUlLju9bW93ti9UqvFKkgnJS6p9+CT6a4BzwEztnV+Kz3NH2XWiXP7vFADzlFhL+FT864X4OoyxUt6HZdcDC/acf5TSwcnV5OWbViX0K3+zHXtUf1vZKU1PiuJXV7sp/qy/SdxHFgmwNyx5Jr15vMiov+En0XKYAAciAfH79f/XAP9QGZdrmgM7pdFwCA+U0AO85vqrIJie94P157fqaUlLRqfka6KEvqvfVD9sz5mVMSL1LqGeY5uTj1+eT+y/U9jxDgiLtRNj+TTsqBf92l43WB+U2cHTxfhXp+E47fNwZ/bpnnpaTR2Pt4OV2onq9KSUlN70oCWz+w/NtULEI4dumsmncaf/ecL1FSfb5aXqvA9X3J5ZiPqR/X93o8EwCUegtL6fkgf2KWTlzjbd7CbALQM/SBH3Z9iqbbdYH5TQLU9/0njcZuFlhjOCRKFEsby0lJPZcua+8CgCz6XIyNbRKmii9hIltVWh95YLlX9fWRmjYk8V9T4jjBg6pJ8vrIfDwuxTNZJAZ5meYwW8HJ7wf5nHv5CyG/dW3o2+H+0t26wPwmid3o+xbZl3YiyC7BukAA9R1BWgnWBQKo7wjSSrAuEEB9R5BWgnWBAOZ7IAiCtJhGfd/2vWUj7Es7EWSXYF0ggPMzCNJKsC4QQH1HkFaCdYEA6juCtBKsCwR2n+/B4rFj6Jqm6dbHySbcIbAfVyh+8Jn9gLPiNlP5KSm/ENXfl+qWS2jM5I3/zbL6WlNqR+nHoiyNrlzrgO/Hu/p8cXmf/alsXFNrylrxI4VfTc0GB8nodl1wz1SMAdh1vsdDYL8x3EnK7sigvxHr/W73YzU1w8VKGgZATCy+QXrrWwf8n9K7kog4hqYL9/bCImZ1akf22pQM9DxEaRFPPg697O8s9AeWZbyRnMieED9SNSNT7A0RdL4u8n7Vabav76V8j4fA7usDMmUPgW25dPby3Xe+HyuoGi5W0zAKfWfxd88SN9ryXWExJSc6HxqX9H1FagfnIbD7TaEKLBoN/Zuw8PWFJ8WPVPRdtTdE0Pm6QH0H2Hm+B5+f6b0xrNNgMzbdne/HCmSlVqVhcKEU0zDfgiitvQvErI7h0rSs7ytSOwCAGwWLlNQawrqdRfLN5gnxI2V9V+4NEXS+LlDfAXad7wEA6e3IPb+wTZx/3x6SUivTMPj4/Sz4UTjCw9r63pzaAQAVfZfDsknMQn84ihj3cM9vNk+IHymbCSv3hgg6Xxeo7wA7zvfoub9e2Yd28MDnbTcSjdj5fqxACixVpmHk8zMzKgUerTc/syK1AwBANnznbcnN3Fnkm9Kz1Oxm84T4EVnfG/aGCDpfF6jvALv2f2ehb/YMd5LyrAnU963AksDp2UHSmIYhP1+duEafB3qs93x1RWqHOHpKPaNwhJ9H/pFmkRhm1LWzUTZLqWcYHk3Z0+JHipY07Q0RdL4uUN8Bdp7vwdKI2Lg+cmuIUa0+8MM85aOShiGlavRculxMyYk0wn98faQ6taMk8YuYErE+UtM0w/YDGvBvciKVKZtzL3g8fkTRkureVFM6XaXbdZHPHHR9ieRu9H2L7Es7EWSXYF0ggPqOIK0E6wIB1HcEaSVYFwigviNIK8G6QAD1HUFaCdYFApjfhCAI0mIa9X3b95aNsC/tRJBdgnWBAM7PIEgrwbpAAPUdQVoJ1gUCqO8I0kqwLhDYhb7nFle6EyTzePLR0jVNO+CeJy+n1f247L9Y+SM3gSmnKTUEJy1i+pnbQmiaaZNQ+uSVEUhVY7jMrQAAgMWTkc2tvXTDJlHh+pJbIEjwZiuaqthPxe0g/29hZV/yHas0Mk8UyfbftHH9k2wjra6LR2Dxd8860DRN2Bl1mG3rO0uCMyc3AmThyPkcpsuUeoYcA/QC2t6PC//FCiwaDaxjQ5LmhuAkbvhlOsGUCf+fXh7Q0RyBJFs6h8Q2Ne3QpTNIJ67RM5xxzLLXC2OvZUw+uHQGS+r2DJemwO7I6ZeIKZoqfM14U9OQ2CYvxSV1e/LJxmRYGNvUg6iWMRkKX6NwZOmy2Yh6446IO7S/LlYwj0ZnfpjwvtpxY9Et6zs3AtRMezSRx1bAQt/cTKxa2/txkyrNI//UD28k6/OG4KTq2JklgaNnUtscgSTpO0Dm5/zrpDLYTwJbz8fILP35MxZBUFxqF/HNbczqTa1+aWBTMtD7Njcsa9J3RRBVru+LePLR0uXgQPXGqO9dYh75Rxsxqd1fdjD/zicN+sWYEQBY6B++y5MlXkLb+3GDKol0Cym1oyk4KSaWVnq9CO5YFYFU1neuyNx6Um4MC32zHM8Hsr43NBUeAruv3M+8Wd9VQVT5jNCB5X4NoqKQGzdGfe8Q88gfZKExHWVXz1eTwO7l4zWW0nNLlvsX0PZ+rFYloV9crLk0NwUnaZrWpO+rIpA2pu+KpnJH3yZ9L+fEZvquDKLi4/erH1JKCazcGPW9Q6QT1zrveCrArvSdhf7hqZgTiAPPC+INfext78dKVZpH/pEk30d+NG8MTmqen1kZgfSM+Zm8ybK+q5paf6ib7aeSFrKk3lveKnUQVTY/k06keL9VG6O+dwU2DbxPwSYSJvaa3ej7Ig7em1xi0tuR99uUAbCYXkcvH8K3vR+XVInF3z3nS5RM3MEoG+TOqPvWcCdpY3BS/fkqD2xaHYG07vNVxRIFWd9TZVP5hLuueE6bBLYu1lax+LtnHbt0Bo1BVNLzVeoZ+sAPk9UbVz/J9o7t2l4Xq0nC0afL6QJgEdMfUYeH8NvVdzYlg94b402fi06+bkk1YHwmre7H1XWKmqabny7OetKUS0ysYtlfPTiJ30Gl9ZG65Y6jNN+zOgJpzfWR+b1EQlrkaH396jY2VVrKWQrzWmQraLV8KWdDEFVBz6VL8SQ/p3HjzXa/f1laXRcrYfHEs4qvb9UHS91iN+P3LbIv7URU8KBX1X0CeRlYFwigviOvDovppW8blQxX5GVgXSCA+o4grQTrAgHUdwRpJVgXCKC+I0grwbpAAPObEARBWkyjvm/73oIgyJbA+kWgBfMzCILUwfpFAPUdQVoJ1i8CqO8I0kqwfhFAfd9/WBI4evWZCvf8SqKxV/zWn1vwJ4Fd2zpzHys7yMsuXdWAJ+RfnU7WL4950TThRJQHOVWzvboD6vu+w5Lrr5fThZBj048YS8Nv/vV0Sk50kYPI+71uOOP4n99Hl3dM2Doe+dEc0tuR/z2BTPpLUv4Q2P2OO3jsKV2sX3lEYvoRE+OVWZYe89rtewVQ39tCoe8AkIl1Ic0Pgd3XikxESd+z9yc3lI4dXZMrAfV9X+li/aZ3UbyA9Na3DjTTj/4Z2Lqm20Giiv/tCKjvbaGs78LbvZBmLui5aWJN39n99fUfLMlKQryK+r6vdLh+HwLbcumsSERYor5n/236A/Kvzsv0vZT1oZ9k0Ymo7/tKd+uXRWTEwwfEdLx+bB3rLbeDbgL1vS1U5mfSiWvoa8/PzKPLK+nGoJeCUoudsOT612t80LoPdLV+eaQ7QPI7/cn79mJKTvRiyNItUN/bQkXfebfOY5v489Ui87ak72x6eTrKRjd8PyLLqaTvLB47RRgT8i9NJ+uXR5VJK77SKPDtLLysi6C+t4LqygH+ahIFvohtytdHApQzUY/88MY39Wzqhg/zNU3TNOPYMmpLKXGuZk/oYP2yKRnkHVZ3gvuxreuG7QdRByfeBajvCNJCsH4RQH1HkFaC9YsA6juCtBKsXwRQ3xGklWD9IoD5HgiCIC1Gre8IgiBIm0B9RxAEaSeo7wiCIO3kfwMPID0DmHhIngAAAABJRU5ErkJggg==)
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)
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)
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Vl1ut83B/EUz5JxvmO4MFV9PIAC7go59/EzvJqkSWnisdJo1HPjPYwepXl6eCANh/CZtoFmgjWfGe9cobI2+jdDYSMNsD4zL8fiLPOXbnQV91IYCpQvVGK57/xOtZp8ZhS9I6A4GP0Hq9rzVNEgXHOX8cnop7AME5gWQRo9M6f03XG/+6oOm2YUlPvoN95A+q0LwDz83xte/PzqfwrDf9rBeMkG6a2ATIUC+rb65DoPj8OosfUHEoo9AwycJd2twjIyxQ9+qsGbahvwgK2PimNH4t581Zele/aMVm5R0H7udzZZG8UwjdMGSxPOF9cxnuu0Vv3gSYiNd+FKc3FuYlEiKCdgFQ9oRsIFm1y49uGzsV/np39p5IJnsL2O9pbLEXx3CB1DG8RJMYVLD4lIMSeQeNGqK1pLbG9tCeME5vBdv387P+QdeZp8uJ/ed2dVEAgMPV9NigoKOj+KRg9Y+ymTJ8gM5xBQUFBf3gFo+dvfPAZQ19LfGM3f7e9+lh03t8cdHeql9mo3x7mFRT0R1Qw+m9BV7Psw/VqPo2HEEEh6HfUTZk++107AUFBe1Aw+qCgoKB7rm/D6H3wpDAuGFxdQOFq+3G+7gJibe6OE4ndbFIPGDLBUvaBIQMBPIySt3IVkBMny7bJi5aarwUQ3vI0VzOnPqfLthck8AD9Ybqo20+O4vxXfK0athiGr51Q143oqynUO+KEZyUgoiaT0dDp0Fp88JQAFVXJlHwfVYjiOC7YWEUuZe0fpE7ipQLVntVs31qpAOaiz56xNsn8tbpKBwGMf3P6NoyeMWbvQtbwpKLKWrDJmzJ91oyfNhVObjQgAKqsE4jVSSQm2KReMOQmqfYmTH8YsrqNQpJOVXYgGY1WRF5cjN+vBRDW9q+JmKhbHDxyWpfZy3xVG1+uq/J8kqklo673VyQ2YagbCGbJOCvRNexW4tXH23yazuQup9PRwNjjU6/nkyGxkZuuyXQ02iJTOTAfkuGB8DvjfgjWuE22up9AEsXdJYJBCFAwr2+gqFtLaLbCa5OcZ1cNcQHGvy19w0av6bp4cwzhgpvdku2eDuUJT2/O9gWx+hCJMWSdJwyZ1eXbEUCL7QRDNr5s7Unx2qpO5MWD8fu1AMLml81djp459QhLXZ6NEDCsuOnhKPtS18vZ6Uzbw9XB6I2/vk2SEz0UV7M33z3xNfqO0agX0yR5oW2Lrdez16Mnh5DRo1jjunw7yc6TgbqpUKGVuEsEaf44mNc3UNStb8rp6+wiGfR6bZdII3bgV3ADxr8tfZtGv6kWZ6mKgV6/n57PAVxwK8E80aJM45Y8QaxeWBvEHD1hyOwqn/w4R1nKnkQd66lgkNcc8CklMbDRe4BivhZA2Hoq6DvdfXNKx5Pf6N25OMsMYASJXcr96MWb8486B8bT6E3cOXfMi5lWbdYfsuyUQjPRNZmORr2YTn6eazXnapZlZ/CGUhRrXJdvJ/mv4lSQhksKGz1cIqDRU2Be30BRt+ZAjmuB2OSdJz+j96BUfVv69oxeSH9UIrhg+YWqmGiPZfExAVD1BbH6EYkRNqkXDBmlxXaEIWNGb+/qhKLRCsmLD+P3awGEMaN37GQGRRk9tyoREGCnhRhYAzpxHkZv13P+17eT/FIBMdXr2U8zseGWNHqsJtPRqBfTyexaxJM73Yds9hkmB+BY44axIx9+T7Pl0jJ6okRAo6fAvL6Bom4tyUtKOV77GL0PYPzb0rdn9ECPHscFi5825QRPuDl69A4QqxeRGGaT+hU8TovtBkP2NHrPHr2ZFy/G79cCCPsZ/c49egGGBYeVxI+b3ont1zv06FvSw+O0vJxlH9Y0bJWuye4e/Wzdfuezdv6qZvQU1riFqdXiaMDe4Gk8/nGnHj0J5vUNlLtHXzPGatGn6Q+exWO30fsAxr8tfZtGD74Ft09l8FBAbdi6/lJ8/M17jJ4EsXYeurFu4Rgsts5KxqfR0A8Z6zZ0gyYGz4v/0I340x0ChDsM3VA5ZWRY7AUt9nHEl/npxfzMn0/p+BOTjilT9eLVWduJ3qomO8foJzNlXO5kcqac3w0MJCrCGKXiwL9O80N283eAeX0D5Rijl4RaOSpggyfD0M0+hU+7Z2cmkE/9jqhV2vO2Ks6y8gYHqPIRPU8Qqw+R2GGOOAxZbyHmmH4nGLI5GSsqLt3Y1uYh93hePBi/XwsgbFYD4yhR35ziYWFMP0QXBMNeF+mPRQVXno5GLzvLsj5Im1MPMvQYo7cTQ0dDjraJVGlzM7qVU1hjHUbdHOHtrnu/VsVk0HuYFL9ZawccYF7fQFHZ11DkcoGcj9F7AMa/LX17Rq83AAQXLOeabHbz7Wr+KuLQWhSgqh6a6gNidRKJ8fO9KBgyyrxVVoj6w5C1xiBeRVWQKR2NVsRZZS7G79cCCGtGL8YKkOlHKqfwlxljjK0X6fFDtQdnVI+qvEieyyEp+VdJSui2vLI4jUdTfk5sVbxJcmW8iBufv9HbSaWjUc0nyUx5DeKpsozehTWuyx9PtMVRt8vsaR83eg1lzFGX+bjfPp+cYF7vQFHZvymnE231Wv0lGx15GT1zAsa/LX0bRm++FVpATmySzd7gI/6G7pXotbVKigKxNinEicTOSV0Ehuxm3sIsZQiGvO2GKfPNwD1BjTJ+vxZAeMsNU+CyXePLTbk7uLLP+Ko+mX6zWl5cdt4wxW+tDOKJDTsHw/TztTGCRG2YMmsyKrMVPE7L6zJ93Bum5bXRpo7ii/8mK6rk6OoNp17mL8/L2lUi9aqYcjKw5Bg7scCfPQNFmcC/PkO4b1av8pfKRgqkhsgvY4Dxb07fhtH/KRRgyEFBQb+PgtF/NQUYclBQ0O+jYPRfR98CDDkoKOhPqmD0QUFBQfdcweiDgoKC7rmC0QcFBQXdcwWjDwoKCrrnCkYfFBQUdM8VjD4oKCjonisYfVBQUNA9VzD6oKCgoHuuYPRBQUFB91zB6IOCgoIANXzKeFr8Y5Em2Wrze6doewWjDwoKCrK1WZ3/mF8v55Ooj+Cy/0AKRh8UFBR0z6Ua/WaVHevU5ijJilVtfc51kBQb7U8HSWG929RVmUvCuLgempjLLDoA7m8nTKW6r7IISNwgEafT8PMrer3eYZT8PM+SSVGhP/mQJ+L+yqmb7ZcHSfHPIhkAP+0Nkiwlk2EICWl7fIryBR5WceRIr9ePkou/ZSeviw3bFMkBcJXeQfLhEo+Y9qsoWxmRj9JM5JE4Xe8gyv6fUVgysTfy+kh2PnzAks3rz7rM04a/fxglWUGd5IDVmUbrPO4bGTF/0usN4+l8VTMioMWlWmeOxVt8VeYSRz6Ip8XfL05eK/mX31SL+y8//PAXK8u2eKj1c0vsejuIp10aVE9j9xPtulOo8Xi2ostUdYn+ID4tFj+fTPRAAhX1v35w3xerA1y3qyJLosMmVe8WxXScXerl8CUbHUIHM3Rytk6hrhqTUc8sazOu/+gqj4+g5Jkye/R1mQ65PTUH94yyL7X6ucz/sThxpi7TIXweLj8huom+OGGAJjjelOljnpXmjCRxEqySAH6GlHI+X71Ih30l/7fLbDzOm2OFxak0t6viNB4MRRbQnzTNST0ppl6kwydpecNYVUzG6WItSk78fr1Ix5Oioq4JqS7TYWumvCpob4h1mQ5FEV7l8ZE4zYeH8SApNmxTvDrmxyqtskgEp64W0+NJsaEjBlT9mzJ90nzSGLpxiK55fFpbWOLvy+xYHAdGZYdKNq91jX/Vq/k0HrpO7UHrDEPOldZSXq/mk6jP6/mmmBzzI5Mus+hA5Kz6lB6/KjbN6S7toUvzZNDvR5MLfrpLVV4kUVP8QPNTSpNoMlLIOV9KHatX7yfRoXZUMqCqSAaNS0pvak/jItp1l1Aj8RTXpMuUn3kpTx2pq/JdEh02bYuuqOR9mywhdYCfaCafDfy+DyLd6LHT0Lo7W9dQc2dXr6lmvJE4Kch9Sq01dNO2veYqvJaonxM/sRJhHrOZPCSrpmqgvIQOROi1u1xm0YFiMUqz1FQVyUAp4HqdTybKFeAH6iobPYmeqLbILrPou2y1Yex2VX5pe0PN7+vVp4+rW+qaoFZZJHPHNqvs2ZPokVZTV1nEg78pkgO1ul/lJ6+LDatXv/zCjVgNTr36+HFV0xHbFMnBgV6nN6vsO/nJpkgOB4MHxuE7ZfpwMHjQXlMLgi4qO3iyl//Kx33DAbmfGofumvdC6gy7ysfPz85is2tspHyVRbyj1J7lqxbl7erjp1XdxFCYJliTr4vkebba6PbaSJYmI1sT1zofj0/PgM6amjD+NCWvY6dEPK2bgDhTogkLNRJPJr+GlylYvtU8ic+bmk9UVOK+UnAdqJfZqG+eEV0vs6cT9ec3ZXr8LDkZmkfObuFsXUN9mY2eRE/UB7nWQnl61/mL8dkp8r6iaTujlxWayACvhWa3ZVMkB9Rh8D5Gz0djlDNCtdpfV8WrWISDX0F2FlRhP2FslR0n8+tiMmhNSho9mE6Pa4Iyjf4kKS616tJaw1UeH/X6UXJhH60nL2UVARExD6M/evHm9VBtgddFEqf5aYQZvWyc7uxgyb7MogPrzD/+Jkv0WdA6I94wgF6h8hM+JqYertukxLIMxeiBpq5qR6Pn74K/AqM3bcLEIaXy1FZEdkp4iJqAEO0akIfRm/Gky/TfwGNAu6G30cPliNUBflqhqyNcL9LjabnR3+S2dLauob7Mjl8W1+pT0DJ68U7wq8/oDWj03BH0M9HN8cFjl9Hzsjw2MwM/daU2q+xYlJY4VlvtehiDg0pQtNE6pWaIFzr7N/hPVtlxUmz4I1oM1ncweviaoACjr3gHR4yZKNYg3tOx0UDU6JGI+Rh9Mv9NNZp1Pj7OlsvMNHpVraE4sgMnmw+RG99x91uxOnNTpsdxfgUNpKgpB6cBHEbvatW7GX29SB+e5OvaMcHgGhimUiKPPyXaNSAs1Hg8HWX6T8dT3MfoqXLE6gD4+DFUr/OTh+miNp8K2zlb11BfZscviw0f1+JvHqbR12X6MM7X4HSOJdDoe23sJu9FTerco0c6Yj5GL9WPJnJyhd9l/ikb2eOSdFdajPr1er1+9GouqgLdo28GZ6PD3mBSVF++Vo9ejFZH/KXSdMZ1ecGfWkq5qMEBe/RgxLyMvtjw1+o4X8sGs7KMnurR09lBjN7sm/gZvV1npF0CLUGkfP4lG2ljdFK/p9E3DZhBjyiesPdfsqfQeLR3SjSj79ijB5onHk9Hme7D6IlyROuAMfYL6iqPj/n39em07Zxtqx69mAIc9XsPk+JKN3r5DCNmm1uRQzc+n6N/gl9w6jIdUl1dfNi3uQs0uOYzOM4nJOUPqTH64+ZzvmOiP3r+4klXo/cQbPSsmSY6HCXfPzG7QvIdRVkXxBxDN0DEPI2e92X6T7PF35LopeiV+47Re2THa+iG96eI7g+cjGYarbUlpSXIn/C06cFsUkIN3aheCWgXo+f5VaV6SpMwPtRuzJZ7pYQYunEKK3EinnSZ3oAuoVzYc+gGLke8DvC5brIXLOY5FYnH1XbO1n2MXhh9M63SHyUvRspYxSId9qHkwbobo6/mk2S23nUyFrsLXJmgH21WWaKU5VUeH6nrtJxG39zLfs+6U6OXM2bKqrLxaVuK6zzu61XKMUZvRcxcIMSD81heoTF60Vl4MBg8BHzB0+jt7GDJdk3cwQKTcVOmJ2bRG8OsYrUG6Jguoxdtz6jJt8vz9NxYhaJk7VB+gDUZ1owLa2WtPqLahIHTiZaQyVh14mSfRm/H01GmTV9KL9/6y/nLn5e1s6LS5UjUAXVIRItWmvJLG0vm9BeCrzMZK41e7tFVHiR1OT1ua4V79AZcXgk8YM21QWxdXryMJ/PK/km1yOJHUXbZLEJqxhn8l1dCY2faXURlVV7StdpQV+W7JH5dVLer7LhZAMcnr47E2y76k1p5cebig/WG0UPpxK8JZlV/H1RexEQY58mgrzyWHjRTyusyGw/0KgWWGhUxkTfFTlsAACAASURBVH4ZwFUxjQd64zxQRw+anOo3suysKi+Sk0lx7coOnmy+FK9JWIfllVpZ1NViGj1UOzi8Jci6p/1EeE07rCeK0uyw68srlf3xMobfj5uxlLpMh+0IG1/a+0g+aPEms16kxw+1d/CrPD5qI6AlTLwqmeN4muDllSMtnXC79gs18LkZT0eZ8ly0+zzq1Xw6ft5Ub7qiEvd11gHervVlnU1rrVcXY/4KK7XO475cLryFs3UMdTvoJP5fFZOBNPrqUxqNNFvXkgcI3TCltF9ktX/vcVpW+J94ItQtCZ02TKkRURPQLqgY9e37Gu9om9X5jxeLD1Oxr6FZ9wpvmOoP009LY5sSVzVPBk8Vo4fSiV4THDjTQ6ps/dCeE8Vk0Bj9eXqxKE7FlhNtmwxYamTEmnXHxbTZ7KNuQGv3a4gOeF1OR2IuSL0mvGGqN0zLGtzcoWaHqGyM1asiSyJRuJ02TImyaLc9aUMl8l5v37Y/4c9v+d7WO0iKjVqU+tI9/Vd6Ss01UdzcmzraFhnRmq6ayB9Ak436pjz1xULJOx4ckcpB/ObcnRKwY4g1T/VzKJ7uMjVcotmaIOsDXFGp+7aC64C9NQ/aUagv4Dbu1cXZOoZa26Qp43xdJI+j7FJJn+x9KslDhhQCAiEoKOhPrPpLNhooa7Xvp4LRBwUF/ZllT6jcQwWjDwoK+tOKD1Qehh59UFBQUNAfW6rRt9Q0Elv4D5zEhk3X6HNZUbaCZgsZ03GA6gSHN7cP5g+272UYRY8i8LXXtFeqysW2xsJBegsDMHN7GCVv81LZNU5koskrUBD9KDmblS1JRuo4+5+3eAyJO6p/OojevqXJk2gJOtSJWIl8eUNjI4/fZs/JtGM8QhKe2kgsJhG/nVx8vnj50igvYA3cZnvSpzqlDJQDKQh5CNTJYZzmFjvE+dv/iKIjPUH6lLLEyt59iSsLKMAFiH5+ZeSozZnOiJUOADJNtVKht2o3UtsyHQcPGT16T2whQWJD10faS2KNRWb16mI8OGiaEF+0cNAuGPLn9m2KRN31Vn/JRs+y1cZF0SNJeMLQjR0ZYpbf2jiDAfOMRMonXFN+LamDAEPaeTWpuS3/xAAuUjEk7qhsASf5jo4SxNSJWOn4MoWNJGGfDh4hhQKVu3/VBYLx0Nr3jwAptyZ9elcSUxjyUGuhxgZDr982kRchUqy2KpKBskj0K5W4Iiz4Dr+SV94UyYHiePUyG434mrRUQ55RTFNHDF1teQuwaytz6MYPW0gs/ic20VibULSLaOu1+W0rkyzmx+0zjL65mmszDknC2xTJ4YPBA31tdb1IHw4GD8xyxKGJRiK1TU9i+aO6+86je6ZVDsbkquSm5qnARUbGkN79dCwaLcV3dJYgqE6bpJxfprakUrBP5xYYAgUKprZepONz4yUPAVJuR/pszmnoPItIIA+NFgruqqV+q3xZK/p6mY0ODHZ0pxLXO1jeJd6KCj7lV/LKhtFr92rHJGimqcwRHEOyLW+3l7AVYPQe2EKC27Ct0YN7yjVQhje3TzX6tr05yYgkCW9TJEcn6evHKuu8Kl6O0p/PrC2UODTRSKSxYVrdlk1gZOy86pu5eH9BCRpk9HYMaXDNsbVlDCxNugRBdSJWOr/s1+zNbooHjxBFgUItEBABpNyO9Mn8K4kmCnmoP7z5C5nao3f9Vo9843qLIo0eK5uJOpX4VR4fWX7StcTp4Hc2+ro8HStorNboHUxTxhgVQ7Itbwd2bQUZvRtbSJDYXIEzpW5ysUkRatfJm9tnjNO3SHeajEiS8DgT4DfVu6/y8Thb/mLtlSegiUYibYiHtBsCDGnnFbDgpk4ARo/EkEZRuo3eowTRDPgSK91f3s7oPXiEKArUr7FRQMqtSJ9txt2VREsIhTy0Wqg1JOL4rZEAnqOezVn6uiXuCL6/0UtpsFtp9G5SMRlDqi3/Nt8K7NoKNHontnD/PXokRqbRe3H71B69doIBTUYkSXgiLryTMs7XkpRgZYqCJhqJdBn9dj16l9EjMdy1R+9RgmgGfImV7i/vYvQkjxBFgfLf0jtFaSDlVqRPmfFuPXoaeaiWqUClKg3B/VvLifjsDmT0nUp8N6N3Bb9rj96E3XYxeiqGbqPvDHZthRi9A1t4B2P04Is/nw8xMGRObh88Ru8kI5IkvCYunGEyyj7Ok+8aVL2WKRKaaCTSe+gG15ZDN0AM/cbo9Xi6h260EgTViVjp/PI+h240HiGKAhVTqdZxd+oUHw2k3I70yfwriZIlGnlolClPtpwYcP/WZBkts9HBk/jZsNeBZ+lf4p5DN87g72+M3sE0dcSw+9CNE+zaCjN6GlvYyejrqniT5Fd7nIx1cPt2n4y1fbCNy1UeH/UeDAYPjZkDLhqaaCQSmIyFZ4ZxIRM4WtDAyVjYsHYxencJgtrvZKwLG8ll194Ok7FWP4C3RuKp6QBSbkf6tO7iIRfyEDR6EW2f32pprj6l0ZOkuO7Ks9TFo71DibuDT/lVN6N3ME0dMSTb8p4nYz2xhQSJzejL8Em/p9lq47e8st/A5+DllV7cPv4GZT9XHRQ9ksC3zuODsTIgI6mQaqqcwDwjkfbySnSxowKGtPNqLcnSj003llciMaRRlNa5axDf0VGCmDoRK11fprGRyneM/ruDR0iiQPlv1bF7NZguIOXWpE/vStL81YU8BJZXNg8wv9+2EOAyT+PjOFtUotA68Sx1GdEWCyVaMyVL3Cf4lF/pyysxrG/75KCYpq4YutryFmDXVuCGKRpbiGyY6j1OyxIlGi69NkyZOEBwwxTJ7dPmTOzODkrR8yPhiSWGi3Qkh7PaVF06oInmKIcRozj9Cd+91YQRGKHTNYjTc3CXmb5hyowhIh1F2dNfUaGM4SUoapd9xAddLpDcKEQQGwkETU87xiP0QIGyuipnZzJRbUFUDiBl8Xlb0idVSXhXBxgZ7/VQ5OGlXSf7gzjNy3XH3yrbi+xlFG3nt2OJtwBLC2+JlniH4JsxXCI5IrC+7amfENPUEcPn2VuyLbtqPlDiugICIejrqS7fThzLEIP2pHoxnczcm6f+MOIz1T20rxBElngw+qCvo3WZT5NJ7kdECNpFdVXmafLa86X+DySxnVvBkwQxxnxKPBh9UFDQH0jrMs/SeOi5rDCIKxh9UFBQ0D1XMPqgoKCgey7F6Nt5YWW6Azi9EENlelKO4bNGASKuupmI5sZgRzISS4wplCiCq/WKDweh8Mj8PM+SSVEh6GR7uQLO0X2eKH+AcKwaghjZQNENIIwxe5WlWcAinB04xj4kanX1RT9KLor8ZWoWMbbN3dDeGLBQicMHCA+SotLqgrITUP9Eylxa0wSMomr7ZUct3/4gPi0WP59MihtH8trDjfH73lEp+GQZ1xbt3dfQDOaHlU2jrfnX/23Q5aisHj2/n7o8s16kwydi+acDlelJOfYj4tphpdhYBDnZEoUSdeBqyfjU63zcFyg0vuRrmBQVjfZVl+uSTFoXjtVYMm8EpxtAmA4ChHaQQdiFY0yTqKtPaXSor1COB+ZTDa0qd8OARUpczwsP6TIbj1F+wE2ZPkH6MW1j4dsUmpiQVG1XO+Ub2aLkXVnVjNVV+S6JDpt1/3TyyPvebSn43BrS9u3dF9tuqPUiniNJ8aTr/57Q5aAAox89iZ5ojIvLLPouW218trT5UY67bsL0oP4yYrOuIRIl6rFDEo9PVSQDpXLX63wyKSoS7cvUDXgkk9a51RuEjTQB7LRn1RUEBMrx3c4cY4KiDJbaTZkmnlXlbhiwSImbedEFY46+s/qG8k+ysfB08t8SVG1XdsCsaVQoInkkzVvojkrB59a2dmrvvth2Q2r75Runo2zlbIZ7QpeDAoz+OJlfm82PG5kblelHOe7Gz/Ki/jKCs6aLQol64Wrx+PCaKjtKtsDGDxk08NDawei7AYTdQaCMnsjsLiRqHwAsWVXuhgFLlLiafR2DtXejN6nadHb+7eAq+xu9TfPmQbmrUnDfGtBu7d0X224INHpn/d8TuhwUaPTFhj/WxGB004Y9+KJ+lONORFw/6i8jyMl6cinCnBeuFo0Pk2+U2CD472P0HQHC7iBsZ/S7kKh9ALB0VbkrBixa4sagqpLxLYyeOxofvFKbfTuYqwzBO9rpPx0PMB+jB+8rdHel4Lw1kpsd2rsvtt3QKovEiQXrRTriryy3zvq/J3Q5KMzo5ZDopKi+aEZPojL9KMddevSe1F/m26P3KHgHrhaNT5NiPuLZ6ylwD6Hf0ej9AcLuIOxg9FuSqHnVQ3afy131VFW5SwYsWOJ77dFLtYAdnKrtaKf7MHqM5s3utBRct8Zys0N798W2G9I6nYLD467/e0KXg8KNXqKIRs9fPCGGbjRUph/luMMYvS/1l3mP0VMoUS9cLR4fVeCRm9/S0A0KEHYHYZ9DN54kat5y7LloE7SHVpU7ZcAyxqwSv4sxevBzm6pNZ+cGLF/v5JE077stBcetYe3W3n2x7cBNrb866/+W6HJ1IRyaJMroFbDXsf9krAfl2N/ovam/5i1w0ShRj8lYPD6bVZaYqdWcdBejdwJ4v95krMUuZWydxyYLeAuOMUFR5jVeb9talBxV5W4YsESJ40ZvYVwZu8rjx0jVdRo968oB1oHYMlVfzl/+vKydySNp3ndbCvStEe3W3n2x7Ybgv245GdsVXQ7KNHrlNBYl27JsHKhMT8qxJxG3C/UXcB9JTra+SaBEPXC1eHw2q+y4WcXFpxOPNCeF0L7gskiISesC8LqXV/oDhB1BEBlphinq1XwaPzTJeVtwjEkSdbO4sB0KV0rcXVXuhgGLl7hpl3VVvkvi10VVN2jcZhCGhxf1LIOjC3/ekQMs1ro06/xYvZpPx881RDaaPOK+d10KZJZx7dDefbHt5h2Rvzrq/57Q5aBUo1dGA7XLzRMOaG4Si6AyPSnH8IYpm4j7OHrsS/3FNkzhA5EwSlTIA1cLx2ezOv/xYvFhKjZf6Bs6QLSvQRI2d0LZHF0EwAtcx5Vlx4YpLAjyavMmm1ZOsczSyfAhUVdlrrGABdu53YUEV5UPlzTPGUiZJwMWKXF4w5QyiKFxd1vDtaS2CPq0wpaq3azQccKc1fLVwb9o8vxo3ndSCnSW8w8EBHvL9u5paNSGKQco3bFhagt0OaqAQAgK8tB9o/7eQwUINqFg9EFBtP4w1F9ljOIfC3Mr2f1WgGA7FIw+KOh+aLM6/zG/Xs4nUb/Xd5/gGPRnUjD6oKCgoHsuZDLWMQ/TqpltgBh+mgjApLoOlH+iH+2Ypfo0RTNFQ/EOaZ6l2GHf49NQ87OTSbOxBf6cMRRxxxhrNmTzP1z8LWvBeFIYhrCRF+0PmbVzwiHM9Le0wiaZMDKwneRsF12oM9Jx8nzQs2ROu0Vv/4fISHsPe+acL6nsmdPLQH63QBv67L+zRYBLPSuPDL49OYk1Nznjp04bHkbJu0UxHRuTgXwGG5ijIytwI1eJuxCk+sUQjqNPxXalFqZRbudRhHf5AU33BZ6kDG3f9EplyZo4Bl5Zb4vh03CGH3px/n8JmGyOnG+bdFUkg3ZlVbtYjS+HalJF8g7R263zuM83KIvVIwq3D/rcgbi7yuMjQWXhf4LDj2EIGcNpf2RxMPq36ncoWqEDGcibpTYUoFIzN0VyoAS5XmajEV+ikA6VdSZkRrihm8taxIizubIQy29XtKG4KfWANFas0mBXtPJQwXc3t/ZRxBeZyAcYv84DY9VHs1/JeIC5mKyaHCXeiYSKchypjLtSS9Eou3oUwR/tAjTdF3iSMrR90yuVpf7GLnlyaxbM8CMubmZR3TtQL7PRgbrHQd1+wpvosdysi/AO0dttiuRAbQnrnHe+sM8duyo2RXKg+sVVDvTojeipdCpG4Tmp4mCO30pRtEKfXSrPnkSPNN9UduQaRq+nXFl8RmWkKpKHg4Gxl+SmTKPB4Mg7vx3Rhut8PD49o+lJxh40ClyKVx4aFelsbk3Xx9pBxviHTydqHm/K9PhZcjI0HmDObYCa6BLvuPkO5jiSGXeklqRRdvYo7POOe+j2Bp4kDG3f9MqmAPgbjeikAHdqYQtOaqN9cQbhaJoiXBRp9FjvbjiN3uIdErfjNclYO4x+7kTc8apvLM61hRo9heekioM5ftt8haQV+iADT5Li0tgeDBp9XZ6ONWcHjd7OSFUk0Ys0GapmUc2T0Zv8zKzZeH47oQ05Hf5Xx+iNZfQ4uBSrPHTwPZqbqOfgOQ2W6kV6PC03xtY5DyarJrLEu5FQfYzeyLgrtQ6OaVePwj7vCDTdG3iSMLR9s27kOJE1NIbj0xzURuDivV4P2NpTzZNB336L5/nvR9NFtakW06h9VKK8Q/J2cqTIGHcDP3cj7prD6encYxhCEs9JFQfzQ3uSuF03kZQ3+0oUDR+6NY2+HTOMKKPHMlIVSZQU/1CyUK/z58fZL0uzC0PktwvaUIK3HNMbttHj4FKq8njNBCDNre3QQPtjtVyt85OH6aI2nwoeTFZNVIl3JKHCHMeayrgjtTcOjml3jwI/9yD16n/ZF3iSMLR90yuj3iCZf4IAEfQjhaA26henAJO8jsJGLzNoMQIB3qH7dnxor6cSAcHPPZCWjDG2Li8mop03u/Z1IRhCGs9JFYfrt01+3EbvQAaetJgBPnoA9+h1RiPYo4czwo1+XRWTAW8YIl+35rsqld8OaEOFY0Gzr0GjJ8Cl3pVHytncVKN3vLZf5fExv5E+QeJZgdX7oiXekYQKcxzJjDtS62X0nT3K+tyD1Kvfdl/gScLQ9t+jHyRFBY0J+gwSgdRG8+LYj+tlNjp4Ej8bWruZMUQUzjv0uB2TnXGLNKJ8futGWio/m08ihKsHR8+B56SKwxPtCb8LN/JBBp40MWwQVMn3T7Ydo4cywo2+Eqyb0dli/jKSe83V2Scqv/5oQ547VZgRI0bPaHCpu/LoUSKbmygFdRwAER8YUaUOEHtWYHFfvMS7kVDxNohm3JVaikbJdvMo9fOOQNMtwZO2CEPbN72yKRi7wRAgPZraaF8cUvUpjZ4kxTWEpnMZPThbhVay83FrELxveJytNujnjtmhy2x82j7513ncx9qPHT0XnpMqDl+0J0kr9JmMPWljKPkz20/G2hlpjL4Z0R4MIqh50Pn1RhvygWytvLAeImr0FrgUrVQOVKSzuTXg2KqYDOw33apIUx565UzaNgHtWRkdJ2OJEt9hMhb+3Mo4nVqaRtnZo7DP9zMZ2x08SRjavumVLXdNxFSObGD4tCsHtVG7OAiY5Mtmj+Nswf9m0fgg7qP5ucU7xG63yiI5d1otsngoygP73IG4u8yiB81kzrrMxgO4/dgYQjftDy+OTmhPklboRgYe29VdN3oI1Acsr8Tq1VUeP4zbg7NlI1cj5syvJ9pwvUiPH2q2fpXHR/CyOX15pQPsilceIvju5tb24vnt9GWaAofJ6tXFmHPS24zmcV8ukXThSDU5SrwTCRXlOFIZdxFkKRplV48i+KNdgKb7Ak9ShnYX9EplQchIAOJamqT1ekhSG4GLG2/NV+2rh8iGvlvkh/+CUYgU7/Aoiv4Dud0NW71LL/7e8PmUzRrY54yRNMfL8/RiIbmSKlSyFYAh7MJctIrDyLj5W/up76IVupCBGnG3mAyibKW9M2LHPxkbpvCMiD/dlGnczHO2tMK32XMyVm/fOmmOjCkvubJN6lvz1I6nNrj8lx9++AsQXBXs2qHy8OD7NzfLQfRbtBWpTRvAeqRxpHZFhUocqi9+G6aQ6mFnnH/PCU8FaZQE4hHzKNK7HARQsKqIW24DnqQMDVGgVwYF3U/VX7LRwFhlGxREKxh9UNDepQzXLP+ejjusjvCQfdbY/lTNk8ERsmws6A+sYPRBQXvX5Xn6t2uxuwIbCt9OfPTJ3De3J9Xr/PkovCvcRwWjDwoKCrrnUo1eTlXZq80akpS58Nbet9JeRFkYpM7wqPNmrZo3UXV+T70XtCHIE3z4P28hDOEg+ZA3P8eQhP/UsJrqb+XJdm6GH4MnovtRcjZrdl1vx7dT1nsYn+BLBtUjAPvR5OLzxcuX5sp+ZO+VE1C615x2YB/KS1AMy7ay2PNXcgV6lK3sCGNoUheylC+Pg0rBj4nInFhEGtGqR1PbwIx9F1hTqP9wkBQVPg3uOFdPSKsPRimQjLluoFOMf7ljkrDDHRm1hAQoOyvx+JZ46OedYZZGj74xdGMNspj8tZdJYQhAng71pfWmTJ80X6MxbKDRYDfyAx+aJzUri44pJGFVTMbpYq2vYF0v0vGkqDox/BhDjkVuQRbeaDq+1k3fylGX6dDNwmw2Oqrr/OKhteMBDLUvoHSfOWU+7EP+PYlBJRmWwtCNvVRifU67eFdbVYmhSZ3I0mZbllEKnZiIzIlFJEJhXObVMR+TaRew19Vieqwx0YRdWke68zGo1sc3RXJgLGzFN3O56oO4iQeElfm2dxf/crckYce1W6FwlZ2QqJZWAPdFxGSM2UM3myI5HAwe6J5el+nDweCBvfEBRQBeZqMn0RN1X8NmlX2nrWnDnz5aMThu5Ak+xPZb0UjC21X5pQUtSezs6tPH1bLbthEgU2K+rvFT/90QwIOwLqfHKj4T5DuC2z3qhTlVCIfaG1C6z5x6sg+1m1MMy02RHD4YPNA3ZNSL9OFg8EDtByj7pDA0qRNZWi/Sh98lLx7pDbjjNhyG7sTR4cmO7d+MsXr1yy/cxdTv16uPH/VDER6eJM+OABdTE1l/yUYDpZ5rlE04B1R94PKAsDLm295dG8R2SxJRgfVQOMuOMcbqdf5ifHYKvM3sjYjJGGj0Ry/evB6qNe+6SOI0P7XqE4EAvMyOXxbXxgZLxOgtaANUDNiNPMGHqtGbSBYKSdikyIxpV4Yf8vSKsWKjQRZ8L0zbqbkukliGBeE7ujCKQliovQGl+82pl9GrFCOSYbkpkqOT9PVj9SSAqng5Sn8+0/oB6oZYDE3qQJbyR+9G3zXWmYnInHvrffhReEj1JK/zF03R2/VE9mP+/jk9Hmpvrl2N3qgPjKGV1pZPe3fTOndL0vZGD6AsxBvYr8Dozd6ImIzBRp/Mf9P3T4+Ps+XSqh8UAvAyO35ZbNR925bRq9JHD8xioG7kCT40hrS0rfkkkpC1CVa3fHRl+IF1S2v2ndB0vHvS+MU6j9stoxjf0UXX4iJC7Qko3W9OPdiHvV5PcRmSYbkpkqOk+E3N2lU+HmfLXzLU6FE0KYksbfhixtElXZmIzEnL8iDCAiGF7uUmevI2Yo3rbmH05gPPB8LK5dPe3bTO3ZK0i9GbD6FmuzU2B7kXIiZjiNEXG/6mFudrmWGrfpAIQG70jIn2+TAprrbu0ZM38gQf0j16F5IQNvouDD9P+/N+Ptdl2nRqJJyW/wHjO/Lar5agvXnSiXX0AJTuN6c0+xDv0cMMS1G528dkk99LwugZYziaFPm8ffTag7ZdmIjM0+j30KP3IXoKqNzejd4Lwsrl097dtM7dkrRHo1doE/bzdW9ETMZQoxcTDk+zxd8SztAw6weNAJRGL0EWo+TFaKsxevpGnuBDaozeA0noN3RDMPy6Dmg41XYVWzgtYwTfkVcR4+FkTCt5Yh1JQOl+c+pGYpk3pxiWTeVuHpMf58l3ErdAGj1jjKFoUvNzuUTNLoWOTETWdejGQ/D3PYqe78iNn1pstV2HbvwgrFw+7d1N69wtSfsbuuGtWJX6fN0bEZMx3OjFE+bBYPCwfVlWJ/dpBKBi9C3I4mAbo3fcyBN86GX0AJKwSZGV4I4MP3T+R36/K5pOdDTeXJwqU+0k35FXZQJ8SoXaG1C635xub/QMYFi2lfsqj496DwaDh+3xNYjRY2hSHFlqrnu50scZ9jMZ235/L0ZfzZMRTfRcL9LjYTKvHJRNJAdUffCFsPKEerX3LSdjPZNkV+C6Kt4k7XCKYzJWlp2+hsJ6ddgbEZMxcHnlgfoGJ3GAGoXOhQBsX3xkICaD1ugxDNs/y/QkLf+9zsd9EVYna9AHfGgvr2zJfw4koRCwoKoTw48ZdUuu6MIPXnej6cSqLFkoTr5jc656O6as3pQONQ75u8uckuxDEINKMizXeXwwVt7HJT1RZ6NqA+sYmhT7/HaVP4+0Dq9eCp2YiMxo7TYWkQgFLCik60X63bFWmtwWm3nsqszTcRRnYh7eQdmEcoDWh04QVubb3l38y92SZNyLN4enwImPdNlVn9JopAVNA446i76bY4AbpsS4fl1OR/K1SOggyj47EIBZquw5kvXtukgei64QynJrdj2Ieu9iDbY7nijwIbJhqj9MPy3l1TAkIWPEFgk/hp+RbHmlOD2X3/fm22nSpmRdLMxmfqKcnck0t8lwYh2vPQCl+82pD/tQ1eO0LG1ko2RYKjrOVhtWL9KRHJNsBGyY+geCJgWRpW0LahMMIAn9mIjMnmjt6VhEIhSg54IhlSUCFr1K0ZQnjqlo0v/6oeuGKaU++FVaebHCq73Lkx1h/uWOSYL3e/aGaVk7N0wpZdfeRiZY+flBUlzuiYjZKCAQgoKCgu65gtEHBQUF3XMFow8Kui8SqJJhPJ0vF6dj4DzLoD+pgtEHBd0Xrd6l+XI1fxX1e9QEb9CfT8Hog4KCgu65IKNX6buDeFr8/aIFNiHwz3YSGUT+6ie4iulsZfpbO1ZU0UHy4UNz4XZBtPLDdmMYmGZ9Hly8yW6XBX3pcTd+KSnf+xJsW77Ai+MJJhfzs5MJvLgWZ9Wq59Nqf9gP+7f5aPcsuPCtqpz76Rm0BkM97pWGwRLcZiyn2FIio2z4Sgz1y83WZWXBTj+aXCw+WMdX8YVG0MIbX6o284CNz68XU2irsJYS8W7R6w/k0kwFHdEbjLO21GQFMM9UEYvNJYGjN4yzRfuFBhatsSfrVXH+xgCsKoBuIs2gkIrUiV8N1NveQOUHRwAABvlJREFUPqyGC1sF18oyer59Qx4eXZUXSdQsQXfAP0nkL19Kb+xiuCnTx8r2AQy4KnZ1qqvU6zIdytBTaTYW+e6SBakt+KUu0fel2bbrPO6L5sH/hO2ioFm1d8z+3U8WeDZ2or9aUjIuvIlY9d/AYHFuswtEjG0OAA1FrecccN8+h3g9N7atic2W5ubSrlRtxhgFG68X6fBBnP9aLaZRH45wXf44nrxf1QKOLdJTL9LRSVauFeKI3PEwHOfLupon2hYNvnfpukyfxdmiapEq14zxOYmjwfhiVV8XyUNtJ5HpmBIrvWnxCZ6CK1J3frUBPtrdarAmCckwem3/mPLh82y1ce43I5G/DKrH+g40arvjsyfRIy0zqywSVZxMs7FXbdcsMJGRzvxSl6j7OrZTborkQE3JOse6ww5W7R2yf/eWBXHHXeivtrSMG8AirEwxbrPH3lc0zlWRDMz9xrKe2xt9+YdPX2lHh5Tpw2cvXqiGwtgWG7lFKDDYeL1Ih0dR+qla5zFi9Np1ogEPSF2+nSg8r+b5elOmj5sEq/9udmtvFtPJTN3OJiyuTIdNtVH/DQSZYwgFIsFATNNCKtI2/GodrbFHqzGaJCTd6AEf1C9Nwj9dyF/eBpSun7HxmiJVnSTFpeHIogFQaWa60e+eBcbYdvxSl6j7uti2PALyhcbvdoDX3CH7d69Z2JH+SkWDj8aoowcYOgrjNnuAiLcy+tokHoOS/V99q2p3qrbICwobl8MyrtNr61UxjYfmmR4yVTwOGoJC3baqQwKaVIkv60Vj1AozyHKv73VVTAb+M9VoRdqCX20a/X6sxm6SkDSjR6CMXG74pxv520IxGTOwi82lFB3rRl+Jw5V4p6ZpAGSamW70+8jClvxSl4j7utm2SqsjtlmaWQaNHov/buzf/WZhR/orHI0eMnaNw2BBbrMPiHgbo4f7KKYaaqbxVNiCqi2+QMHGPSQmHrQxeqm6TIe8Leu9YOX1zmDO8J8t0uGjpLg2X6qMrrQdZD5Y1H8wfPYaA6/aIipSd361bfS7WQ3WJCF1NXoK/umB/G2gmMvbltmtXYro0YsBZcFN3N7od8vClvxSl4j7erJt+Yhtr6dASKjbbdGj3579u98s7Eh/xaIx/5SNDq0xQBoGa3GbfXK6vdHTk/xKz0kfDt6Cqi2+QMHGPdVMe5jv3Fd5HImXe71AW6M3KHtNHodiflgPl9Po2XqRjkfRwP0W0spZkTrxq0Gj38lq4CYJSR+6AV/x1EuT8E8f5G/b19COy5B3x8aIT5rPG85c8v2T9rChnYZuOmVhW36pS9R9O7BtRW/CJIYDt3MZvard2b97zcKO9Fc8GmK202bwOspU5TZ75HQbo+dNnX5iyQOypdTBom5UbcaYCzbuLwu/xeqqeB23bgsP3QDjNtV8Ep8u1NV3HYZuHg2SeTOd65i6bJLpV5F8+dWI0e9kNVCThKQbvShOo1NzuzxPz5e3PjOZHshf/hry6uKsOZ5bysvo5fY/iYgi09x9MpbMwtb8Upeo+7rm91bnYxN2utUxQ3fI/t1rFnakv1LRQBi8gNFj3OatJmOr+SSZrSFDXOfjQ9HvU8YtW10X6Y9y4Yp2NvRaH0zbbjKWgo37a7PKjtWJ62pxqvM1wclYa9ym+pTGr9Xsd5yMlRxpHVaKi6xI3fnVuNHvZDXgLL0lc3mlKE5J6atXxfT7sagNDvinH/K3WTBkLUMk2bPHdstpD3uj0gwur9wuC7vwSx1yhI5m266ySE7+VIssHjpf5cAVfnfM/t1fFnakv9LRABm8AAz2CuU2u0DEZvCrRRY/4tnhb0XNyz5fBPlInmciFihry4gbLG29zMdP9W6dBvTuStUWJUjBxn1Vr95PInmYeF0tTuOT5r7Vp+nk52XNK9XDpLiuVxdjHklj3Kb6lMZJE8P1Yvr6fHkrllcm86pe5mOtzlhrhRfpsM9XPfKVpu5VN46K1JVfbY6n7dFqzCYJCdgwZdJ3teljD/gnhfyVHxpPVC/2rAaULyYD5a0TSTO4YWrLLOzALxWDpMiRTH6hI9i2q3fpxd+LKd8Lo+73AQXu2blj9u8es0CTe530V6BjriK4L1nbddUZvWaZbihuM5pTJ1iYW3AT3ZaKLK6r7vVr/9rmWloblC9fqrYRZxA27pRyzNYgTnPeHvkcm5px+cCTs/FiP5TWm+aj2IqkezQzn9p8r7L5rH0stRu12kcpn7SDxj3cFQnkVDOEX23U27/88MNflEs1N93GaswmiY0yBgTC11KtrAUOCtpet8vs6QG4YDGou9Sl/fdYwei/guqqzNPkdYBMBe1F1iBb0HZal/k0meRdcAh/VAWjDwr6I4m/1/dDjz6oi4LRBwUFBd1z/X900G4srZ3xSwAAAABJRU5ErkJggg==)
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)
Campinas, 25 de setembro de 2018
CARLOS JOSÉ BARREIRO
Secretário Municipal de Transportes