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f�~n33�#tablecollected_addressescollected_addressesCREATE TABLE collected_addresses (
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  contact_id integer NOT NULL
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  del tinyint NOT NULL default '0',
  name varchar(128) NOT NULL default '',
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  surname varchar(128) NOT NULL default '',
  vcard text NOT NULL default '',
  words text NOT NULL default ''
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  END�DeI;�triggercaldav_calendars_merged_updatecaldav_calendars_mergedCREATE TRIGGER caldav_calendars_merged_update
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  BEGIN
    UPDATE calendars SET name=NEW.name, color=NEW.color, showalarms=NEW.showalarms WHERE calendar_id=NEW.calendar_id;
    UPDATE caldav_calendars SET readonly=NEW.readonly, caldav_url=NEW.caldav_url, caldav_tag=NEW.caldav_tag, caldav_user=NEW.caldav_user, caldav_pass=NEW.caldav_pass, caldav_oauth_provider=NEW.caldav_oauth_provider, caldav_last_change=coalesce(NEW.caldav_last_change,CURRENT_TIMESTAMP);
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  INSTEAD OF INSERT ON caldav_calendars_merged
  BEGIN
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      VALUES (NEW.calendar_id, NEW.user_id, NEW.name, NEW.color, NEW.showalarms, NEW.driver);
    INSERT INTO caldav_calendars (calendar_id, readonly, caldav_url, caldav_tag, caldav_user, caldav_pass, caldav_oauth_provider, caldav_last_change)
      VALUES ((SELECT calendar_id FROM calendars ORDER BY calendar_id DESC LIMIT 1), NEW.readonly, NEW.caldav_url, NEW.caldav_tag, NEW.caldav_user, NEW.caldav_pass, NEW.caldav_oauth_provider, coalesce(NEW.caldav_last_change,CURRENT_TIMESTAMP));
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6�6�@		3?�#	2023-12-12 17:40:20CHECAGEM SEM DIVERGÊNCIA<div class="pre"><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Prezado(a),</span></div>
<div class="pre"><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt"> </span><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">[Bom dia,]</span></div>
<div class="pre"> </div>
<div class="pre"><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt"> </span><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Segue em anexo, relatório de checagem de divergência.</span></div>
<div class="pre"><br /><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Status: <strong>SEM DIVERGÊNCIAS</strong></span></div>
<div class="pre"><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt"> </span><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Fico no aguardo do encaminhamento do relatório devidamente assinado e datado.</span><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt"> </span><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt"> </span><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Favor confirmar recebimento.</span><br /><br /><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Atenciosamente,</span></div>�		3?�+	2023-12-12 17:39:51CHECAGEM COM DIVERGÊNCIA<p><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Prezado(a),</span></p>
<p> </p>
<p><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">[Bom dia,] </span></p>
<p> </p>
<p><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Segue em anexo, relatório de checagem de divergência.</span></p>
<p> </p>
<p><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Status: <strong>COM DIVERGÊNCIAS</strong></span></p>
<p><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt"><strong> </strong></span></p>
<p><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Fico no aguardo do encaminhamento do relatório devidamente assinado e datado, acompanhado de imagens e/ou vídeos.</span></p>
<p> </p>
<p> </p>
<p><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Favor confirmar recebimento.</span></p>
<p><br /><br />Atenciosamente,</p>
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transcentralvca@gmail.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: justify"><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Para chegar aos valores envolvidos na confecção das etiquetas, realizamos um cuidadoso calculo que leva em consideração os gastos relacionados à impressão, o custo da mão de obra necessária para aplicação e os impactos.</span></div>
<div class="pre" style="text-align: justify"> </div>
<div class="pre" style="text-align: justify"><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Abaixo, segue a tabela de custos detalhadamente calculada:</span></div>
<div class="pre" style="text-align: justify"> </div>
<div class="pre" style="text-align: justify"><img src="data:image/png;base64,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	�	��E		3;�1	2023-12-12 17:40:51DIVERGÊNCIA DE PREÇOS<div class="pre" style="text-align: justify"><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">Prezados,</span></div>
<div class="pre" style="text-align: justify"> </div>
<div class="pre" style="text-align: justify"><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">[Bom dia,]</span></div>
<div class="pre" style="text-align: justify"> </div>
<div class="pre" style="text-align: justify"><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">Ao conferir a Nota Fiscal em questão, identificamos algumas divergências de preços entre o valor negociado (Pedido de Compra) e valor faturado, perfazendo R$ [**********], no total da nota. Segue em anexo planilha contendo todas as divergências.</span></div>
<div class="pre" style="text-align: justify"><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif"> </span><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">Estaremos abatendo as diferenças de preços do montante a pagar.</span></div>
<div class="pre" style="text-align: justify"><br /><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">Agradecemos pela parceria contínua e pela pronta atenção a esta questão.</span><br /><br /></div>
<div class="pre" style="text-align: justify"> </div>
<div class="pre" style="text-align: justify"><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">Atenciosamente,</span></div>
<div class="pre" style="text-align: justify"> </div>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" /><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt"> </span><br /><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Caso o fornecedor não autorize o ressarcimento por meio deste procedimento, <span style="text-decoration: underline"><strong>emitiremos Nota de Devolução para os produtos em questão</strong></span>.</span></div>
<div class="pre" style="text-align: justify"><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt"><strong>Frete CIF:</strong> O fornecedor deverá indicar a transportadora responsável pela coleta da mercadoria. É importante ressaltar que é necessário que o fornecedor realize a coleta com rapidez, uma vez que estamos utilizando nosso espaço para armazenar essas mercadorias, o que podo resultar em cobrança de taxa de armazenagem.</span></div>
<div class="pre" style="text-align: justify"><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt"><strong>Frete FOB:</strong> O fornecedor deverá indicar a transportadora responsável pela coleta da mercadora, bem como, ressarcir o custo de frete da coleta.</span></div>
<div class="pre" style="text-align: justify"><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Existe a possibilidade de retornarmos à mercadoria em nossos próprios veículos, com a cobrança correspondente ao frete. No entanto, o fornecedor deve estar ciente de que não nos responsabilizamos por possíveis sinistros, avarias e/ou furtos.</span><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt"> </span><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Aguardamos seu retorno em até <strong>48H</strong>, para que possamos dar continuidade em nosso processo.</span><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt"> </span><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Agradecemos pela parceria contínua e pela pronta atenção a esta questão.</span><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt"> </span><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt"> </span><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt"> </span><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Favor confirmar recebimento.</span></div>
<div class="pre" style="text-align: justify"> </div>
<div class="pre" style="text-align: justify"><br /><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Atenciosamente,</span></div>
����\
	3I��O	2023-12-12 17:41:10ETIQUETAS DE CÓDIGO DE BARRAS<div class="pre" style="text-align: justify"><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Prezados,</span></div>
<div class="pre" style="text-align: justify"> </div>
<div class="pre" style="text-align: justify"><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">[Bom dia,]</span></div>
<div class="pre" style="text-align: justify"><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt"> </span><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Após conferencia da Nota Fiscal em questão, identificamos as ocorrências que se seguem:</span></div>
<div class="pre" style="text-align: justify"> </div>
<div class="pre" style="text-align: justify"><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">[descriminar as ocorrências]</span><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt"> </span><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt"> </span><br /><strong><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Ocorre que:</span></strong><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt"> </span><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Em situações que os produtos não possuam etiquetas de código de barras, tenham códigos de barras ilegíveis, apresentem códigos de barras não homologados (inválidos) ou tenham os códigos de barras localizados em áreas de difícil acesso, <span style="text-decoration: underline"><strong>procederemos com a devolução total dos produtos</strong></span>.</span></div>
<div class="pre" style="text-align: justify"><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Esse procedimento padrão tem como objetivo assegurar a qualidade de nosso processo de identificação e registro dos produtos, bem como a eficiência no recebimento e controle de estoque.</span></div>
<div class="pre" style="text-align: justify"><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Pensando em uma alternativa com menos impacto para os nossos parceiros, nos colocamos a disposição para efetuar a impressão das etiquetas de código de barras, entretanto, os custos serão cobertos pelo fornecedor, assim, será evitado inconvenientes decorrentes do processo de devolução da mercadoria e ressarcimento de fretes.</span></div>
<div class="pre" style="tj
���8		3C�	2023-12-12 17:41:30OCORRÊNCIAS NO RECEBIMENTO<div class="pre"><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">Prezados,</span></div>
<div class="pre"> </div>
<div class="pre"><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">[Bom dia,]</span></div>
<div class="pre"><br /><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">Após conferencia da Nota Fiscal em questão, identificamos as ocorrências que se seguem:</span></div>
<div class="pre"><br /><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif"><strong>FALTAS DE MERCADORIAS:</strong> [R$ 0,00]</span><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">[Lista dos Itens em Falta e valor unitário]</span><br /><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif"><strong>AVARIAS DE MERCADORIAS:</strong> [R$ 0,00]</span><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">[Lista dos Itens Avariados e valor unitário]</span><br /><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif"><strong>SOBRAS DE MERCADORIAS:</strong> [R$ 0,00]</span><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">[Lista dos Itens em Sobra e valor unitário]</span></div>
<div class="pre"><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif"> </span><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif"><strong>- ORIENTAÇÕES -</strong></span><br /><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif"><strong><span style="text-decoration: underline">Em caso de Faltas e Avarias</span></strong>: Aguardamos orientações para emissão de Nota de Devolução, bem como o ressarcimento através de uma das modalidades que se seguem:</span></div>
<div class="pre"><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">1.    Abatimento em título/depósito, correspondente a Nota Fiscal de origem;</span><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">2.    Depósito em conta - [incluir os dados bancários da unidade que deverá receber o ressarcimento];</span><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">3.    PIX - [incluir o PIX da unidade que deverá receber o ressarcimento].</span></div>
<div class="pre"><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">Favor informar a previsão para ressarcimento e, após o ressarcimento, encaminhar o comprovante para que possamos dar baixa no valor devido.</span></div>
<div class="pre"><br /><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif"><strong><span style="text-decoration: underline">Em caso de Sobras</span></strong>: Efetuar faturamento e devido manifesto de carga (MDF-e). Caso não seja possível, as sobras serão devolvidas.</span><br /><br /></div>
<div class="pre"> </div>
<div class="pre"><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">Ficamos à disposição para discutir este assunto mais detalhadamente, caso seja necessário.</span><br /><br /></div>
<div class="pre"> </div>
<div class="pre"><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">Aguardamos seu retorno em até <strong>48H</strong>, para que possamos tomar as medidas necessárias para manter nossa operação em funcionamento.</span><br /><br /></div>
<div class="pre"> </div>
<div class="pre"><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">Agradecemos pela parceria contínua e pela pronta atenção a esta questão.</span><br /><br /></div>
<div class="pre"> </div>
<div class="pre"><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">Atenciosamente,</span></div>
�
��		3a�	2023-12-12 17:42:23SOLICITAÇÃO DE CORREÇÃO DE VENCIMENTOS<div class="pre" style="text-align: justify"><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Prezados,</span></div>
<div class="pre" style="text-align: justify"> </div>
<div class="pre" style="text-align: justify"><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">[Bom dia,]</span></div>
<div class="pre" style="text-align: justify"><br /><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Solicitamos a correção dos títulos referente as Notas Fiscais abaixo descriminadas, tendo em vista [descriminar o motivo da solicitação de prorrogação].</span></div>
<div class="pre" style="text-align: justify"> </div>
<div class="pre" style="text-align: justify"><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">[Lista das Notas Fiscais e CNPJ]</span></div>
<div class="pre" style="text-align: justify"><br /><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Todos os vencimentos deverão ser corrigidos para o dia [**************], ou data posterior.</span></div>
<div class="pre" style="text-align: justify"><br /><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Agradecemos pela parceria contínua e pela pronta atenção a esta questão.</span></div>
<div class="pre" style="text-align: justify"><br /><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Atenciosamente,</span></div>�s		3=�	2023-12-12 17:42:02REMANUFATURA - (AVARIAS)<div class="pre" style="text-align: justify"><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">Prezado Parceiro,</span></div>
<div class="pre" style="text-align: justify"> </div>
<div class="pre" style="text-align: justify"><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">[Bom dia,]</span></div>
<div class="pre" style="text-align: justify"><br /><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">Primeiramente gostaríamos de agradecer pela PARCERIA COMERCIAL!</span><br /><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">Visando essa parceria, nosso Setor de Auditoria de Estoque mensurou algumas avarias e gostaríamos de verificar a viabilidade de ressarcimento por meio da modalidade que melhor lhes atender (bonificação, desconto em compras futuras, reembolso...).</span></div>
<div class="pre" style="text-align: justify"><br /><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">Para ciência segue relação de avarias:</span></div>
<div class="pre" style="text-align: justify"> </div>
<div class="pre" style="text-align: justify"><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">***<strong>anexar relação de produtos avariados</strong>***</span></div>
<div class="pre" style="text-align: justify"><br /><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">Nesse sentido, aguardamos retorno sobre o ressarcimento e orientação para nota de devolução, se necessário.</span><br /><br /></div>
<div class="pre" style="text-align: justify"> </div>
<div class="pre" style="text-align: justify"><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">Qualquer dúvida, estamos à disposição!</span></div>
<div class="pre" style="text-align: justify"><br /><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">Atenciosamente,</span></div>
A
A�<			3�?	2023-12-12 17:43:16PADRÃO<div class="pre"><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">Prezado(a),</span><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif"> </span></div>
<div class="pre"><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">Bom dia,*******</span><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif"> </span><br /><br /><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif"> </span><br /><br /><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif"> </span><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif"> </span><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">Favor confirmar recebimento.</span><br /><br /><br /><span style="font-size: 10pt; font-family: verdana, geneva, sans-serif">Atenciosamente,</span></div>�}		3C�	2023-12-12 17:42:44SOLICITAÇÃO DE FINANCEIRO<div class="pre" style="text-align: justify"><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Prezados,</span></div>
<div class="pre" style="text-align: justify"> </div>
<div class="pre" style="text-align: justify"><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">[Bom dia,]</span></div>
<div class="pre" style="text-align: justify"><br /><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Solicitamos o encaminhamento do financeiro referente as Notas Fiscais abaixo descriminadas, tendo em vista a necessidade de validação antecipada dos valores devidos e lançamento da previsão do nosso Contas a Pagar.</span></div>
<div class="pre" style="text-align: justify"><br /><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">[Inserir relação de Notas Fiscais]</span></div>
<div class="pre" style="text-align: justify"><br /><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Em caso de Depósito Bancário, favor encaminhar os valores e conta bancária.</span></div>
<div class="pre" style="text-align: justify"><br /><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Agradecemos pela parceria contínua e pela pronta atenção a esta questão.</span></div>
<div class="pre" style="text-align: justify"><br /><br /><span style="font-family: verdana, geneva, sans-serif; font-size: 10pt">Atenciosamente,</span></div>









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�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�JI3tO7XNI3BB8wQvMgvRbw23Csu3DtpbdbhMZqqtwqx1E8hABfI+hhc53T0kkrW+k/CQSw+LXytsX1rY16tvrK2DlviddxR62UfD5odk2p0/I+roacU9thf8A46tlPJC3bzHMeY7eDWuPkvPtk+S3zMshuOVZLcZq+6XWofVVdTM4ufJI87kkraF2zmXVtJhWm2CQv2pbpc6661DQdvf00UccXTz6VUv3FqqWZ6Osthhss8ct5VVvb1RdkvWmyniptz1eRz0NDW3Osgt1upJqqqqZGxQwwsL3yPcdg1rR1JJ8gp/6GdkTqBmFnpsi1nzFmHMqWiRtnpKcVNc1p8O9eXCOJ37UB58jykbKm7InR6z5fqnkGqV8oYqr5TqaOO2iRvMIqubmHeAHwc1jXbHy5ituyxummmWKy7FPL8A9VxS1pWu7vbZX2bt79lifD0IyWtI10XzsZtO5aFzca1kyOlreT3r66igni5uvi1nIdvD6pQS4l+EDV3hcvEVPnFDT11krXllBfLcXPpKg+PI7mAdFJt4scPTylwG69AisXW/SbHtb9Lch00ySmikgvNFJFBK9u5pqnlPdTt9DmP5XevbY9CVreTafZlhcRFY6fhKbe26V0uaaS3cmVamGhJeTsZ5xlcOnX/WDjH780X5di6Kpp56OolpKmMxzQPdHIw+LXA7EH4wu906/6wcY/fmi/LsXcq22lLsfsMct56TaX/Bof9m3+RRI7SHiirtANJGYzh1b7ny7MxJR0k7HbPoaUDaaob+32Ia0+RcT4tClvS/4ND/s2/yLSd2pmd1eV8V92x98zzTYnb6O2xRn4LXvibO9w9vet3/crz7oVlVPNc3jCsrwgnJrna1l62jJ15uFPYRElllnlfNNI6SSRxc97ju5zj1JJPiVdOmGlmd6x5hRYJp1j893vFcfeRR7BsbB8KSR56MYPNxOytRbm+yr0Ps2BcP8OqFTRRuyHOppah9Q5oL4aGN5jhhafIEtdIfT3g3+CF2bSbPFo/gHiUryb1Yrhd8+pJN9xYUafhZWMT6e9jRbPkVBPqrq/Vm4yMDpqbH6Vohhdt1a2WcEyDf6ru2exdBrB2O97tFkqbvotqSb3WUzC9tovMDYJKgDryxzs96H+gOaAT4uatp6LjMNOc8jW8K61+qyt2Wt99+sv/F6drWPM9keN37EL7W4zk9pqbZdbdM6CqpKmMskikb4ggpjeR33EL9QZRjF1qLbdrXOyqo6unfyyQytO4cD/V4EdD0WyLthtErJQNxPXmy0Taeurql1gvRjb0qD3ZkppSB0DgGTMLj1IMY+p66y12/I80p57l8MXq21k01ya2Ndn3GPqQdOWqegrhD4gqXiT0Ss2oD2Rw3iMGgvVOwbNjrYwA8tHkxwIePRzbeSzStWPY05vVRZNqBp1LMTTVFFTXiCPf4MjHmOQ/GHx/cW05cC0oyyGU5rVw1P5N7rsavb0bjJUZ68E2ERFr5VCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiALEXERxJYTw9417vvUorb3WMd8jbTE8CWdw+rd9ZGD4u+IblfnEnxEY3w94RJeq4x1d8rWuitNt5tnTy/Xu8xG3xJ+IdStRGe59lWpmU1uY5ldpbhc695e+R596xvkxjfBrB4ABYzH49YZakPlew630bdG09KqizDMLxwsX2Oo1wXKK4v0Lbdrs9WdXM01oy+pzHNrk6oqZTywQNJENLFv0jjb9S0fdJ6nqrAul2obPSmrr5xGwdAPNx9AHmV1mT5bR49F3Tdpqt495ED8H1u9AWLLrd6+81Jqq+cyO+pH1LR6APJbJod0eYzSaSxuNbp4d8fnT/AHer9p7OVzq+nHSflegtD+iMphGeIirKK+RT5a1uP7K282uPd5DndyvAfTUhNLSnoQ0+/ePWf6grYRF6SyrJ8DkmHWGwFNQj1b31t72+tnkrO8/zLSPFPGZnVdSb57kuUVuS6kgiIskYcIiIAiIgCIiAIiIAiIgCIiAIiIAiIgOys2QXOxTd7QzkNJ9/E7qx3tH9aydi2a0l4ewRymkr4yHNYH7Hcdd2H1fdWH19Me+N7ZI3FrmncEHYgrSdKtBct0ng5yWpX4TS2/xL5y7+TR0XQrpKzfQ2pGlCXhcNxpyey3HVfzX2bHxTNuPCfx7ugFFpzrjcN428sFDkMp6tHg1lSfxd5/G9Kn7DNFURMnglZJHI0PY9h3a5p6ggjxC85+KZ+Xujt18cNz71lR6/Q7862C8F3GdNp/UUWluqF0fLi87hDbrjM7mNtJ+Cxx8e58v2n7nw8/Zjl2YaM4rxHNI2v8mXCS6n79q4nRM/0VynTTAT0j0P+UttWjazT3tqPB9S8mXzdqs9lyLjgnhqoY6mmmZLFK0PY9jg5rmnqCCPELkUxxFq2xhERAEREAREQBERAEREBhHjXHNwtahD/wCXR/0iJUHAa3l4TMAb6IK7+n1C7LjRHNwvagj/AOXR/wBIiVBwKDl4UcCHogrf6dULYl//AB5/9b/Qyl9L6DPSIi10qhEWEOLbihxLhb0xqMru0jKu/wBeHUthtQ6vq6nb4TtvgxMHvnuOw2HKN3OaDcYTC1sdWjh6EdacnZL89/IhKSirszeigBwQdpLZ9SttNtf7xS2nKpJ3G2XeQCKkuDXOJEDyOkUrd9mk+9ePMOGzp+xyxzRtlhka9jwHNc07hwPmD5q7zXKMXk2IeHxcbPg+DXNPivyyWE41FeJw3EgW+pJ/yL/5pXmvzdzXZpf3NIIN0qiCPAjvXLfnxX8QOJcPWjl/yu+XOnbdZqKWlstvLx31ZWPaWxta3x5QSHPd5Na49TsD585ZZJ5XzTPL5JHFznHxJJ3JXTejDC1YUsRiZK0ZOKXXa9/VdFpjJK6R8r0x49/7gtn/AIOH+YF5wNNcQqc/1DxrB6SJ8kl+u1Lb9mDqBLK1rj6gASSfIBek1jQxjWAbBoAAVDpRqRbwtPj5b/y+5kcGt7NQ3bF0U8OvOJVr2O7moxZgY7Y7btqpgRv4bjcH4woDrb12u2jNZmOkVh1bstK6apwmsfDcGsG59wVPKDIfTySsi9gkcfJahVt+g+LhiskoqL2wvF9TT9zTKGIjaozb72PN3oqnQXKLLFI01VBkrppm79Wtlgj5D8fdu+4p7LRVwD8V9Lww6qPkyv3Q7DclayjvBhYZHUhB+h1QYOrwwk8wbu4tJ5Q4gNO7/GMrxrNbLTZHiN9obxbKxgkgq6OZssb2kbggj+Rcs07yqvgs1qYiUfIqbU+F7bV2p9xeYaalBLkdssCceF4orLwj6l1Nc1jmzWj3KxrvqpJZWMbt6wXb/Es71FTT0kD6mrnjhhiaXPkkcGtaB5knoAtT/aecZmNalCDQbSy8xXOz26pbVX2507t4KipZuGU8bvq2s3Jc4e9J2AJ2KxuiuV18zzSkqUfJjJSk+CSd9/XuRPWmoQdzXgs+8BlDV1/FzprHRyPY6K7tneWgdY2Mc5wO/kQDusBKfnZEaMV2S6vXjWevpHC04hQvoqOVw6SXCpby7N9PJD3hPoMka7vpJi4YLKcRVm/mtLtasu9mNpR1ppGyziJ1yx3h30nvOp+Qxe6G0DBHR0gfyuq6p/SOIHy3PifIArRLrtxH6s8RWVTZNqPk1RUx8x9x2yF7mUNDGT8CGHfYeW7ju52w3JWwntmL5XwYPp5j0RkbSVd0q6qXY7Nc+OJrWg+n9kcR7FqoWqdHmT4ejgFmMop1Jt2fJJ2suV7O5XxVRuWpwOehoa651kNuttHPV1VS8RQwQRmSSR5Owa1rdyST5BZWo+EPikr6ZlXT8Pufd3IN295YaiNxH7lzQR9xTj7G/AMHrLVnGpFTSUtVlVDXQ2ynfI0OkoqR0XOXR7/AMji5pcOpEe3hvvszVLSLT6rlOOngsPRT1LXcm9ravsS7SNLDKcdZs89kvB7xTQRPnm0BzhkcbS97jZ5gGgDck9Fh9ekDWTP8X0u0uybOsxu�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�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�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�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�GqHg0by8NOFN9ENZ/TJ12HFeObh4zYf8AcWflo1R8HQ24bsMH+pq/6ZOs4n/wNr/m/wCgp/SegzMiIsGVAiIgIwcYXHzpZwlQxWOvgkyPM6yAVFPYqSUMMUZ3DZaiQgiNpIOw2LiBuBtsTAuXtXuNfUusqGaTaTWUUzXbCO2WCsuk8fns54eWk7ftAsRYXZqLiq7Raa1aqVLqihveXVjKyJ8pHewU7nhlOD4hpbE1oA8ugW93GsYxzDbHSYziVioLPaaCMRUtFQ07YYYWDyaxoACA1AU3a08ZOmtypqTV7SWxPhcffQ19krLVVSgbb8rnP5R0P+TPiFPfgy458M4wqW70dmxG72G94/BFPcqecCWma2RxazknbsCXFr9mkA7NJ8ipGX2wWLKLVUWPJbLQ3a21TeSekradk8MrfQ5jwWn4wrK0h4ftJNBzkDdKMPpcfiyWtZX18NOT3Zkazka1gPwGAcxDR0Be7bxQGREX4SGgucQAOpJ8lEfX/tPOGfQi91OJNulfmWQ0bjHU0dgYyWGmkHiyWoc4Rhw8C1heQehAQEuUWuex9tjohV3CODINKcwt1G47PqIJaepcz18hczcfGps6M68aT8QGKszHSbMqK+0G/JMyMllRSyf5OaF2z4neezgNwQRuCCgL/WDsh41eGrFtUJNGr7qPDS5fFXw2x9uNFUOIqZeXkZzhhb1529d9uqpeLbi/wvhCx+wZDmeNXe8Q5DWS0UDLcYw6N0bA8l3OR02PktJuqXEJjed8Y1VxHW+y3Cnss+SUN6FDKWe6RFAIQ5nQ8vMe7O3XbqEB6LUWvCh7abQ2uraeij0tzNr6iVkTSXU2wLiAN/f+tbCaSobV0sNWxpDZo2yAHxAI3/rQHMixHr7xV6G8NFpjuOq+aQ0NTUtLqS10zDUV1V+4hZ1A/bu5Welyh7cO210YhrXx2vSHL6mlB95NNU08L3D0lgLgP4xQGx5FFbh77Sfhn4hLvFituvtbiuRzuDKe25DEyn91uI8IJmudG879A0ua8+TSOqlSgCKO3F5xqYNweRYrLmuLXq8jLHVrab5GmId17m7jm5+dw8fdDdtvQVS5Rx/8PmB6MYrrJnF6qrWzMrcy5WqwRsbPdJ2OHlE12wA8C9zms32G+/RASTRRa4TeP3BOLnNL/iOG4Re7O2xUTK41NxliPfMc/l25GE8p39ZUpUARF0uY5riWnuO1mW5xkdvsdmt8Zkqa2unbFFG0es+JPgAOpPQAlAd0i1/Z32znDnj12lt2FYjleWU8Ty33eyJlDBKPro2y/RNv3bGH1Lv9H+124ZtR73BjuXU97wOqqpBFBU3SNs1CXE7AOmiJMe583sDB5uCAh/2gec5pZ+0Ris1py680VAanHAaWnrpY4vfRwc3vGuA67nfp1W6EeAWj7tC6mmre0bpayjqI54J58YkiljcHMe0xwEOBHQgjzW8EeA9iA/UVuZ/qJg+lmL1maah5RQWCy0DOeesrJQxg9DWjxc4+Aa0FxPQAlQZzHtpOH2zXWShxDA8tyOlicW+7XNioo5P2zGvJft+6a0+pAbCUUINH+1z4YtSb1T49ljbzgVXVPEcVTeGMfQcxOwD6iMnu/W6RrWDzcFNmkq6SvpYq2hqYqinnYJIpYnh7HtPUOa4dCD6QgOZERARi7QniXz/hU0Qtuo+nFusdbdKzJKW0SR3inlmgEMlPUyOIbHJG7m5oWbHm22J6ejXX8+i4rfsR0y/BNb+uKXfbQfSo2L+HNB/Qq5fXYz/SsXb+FlZ+QgQER6btpOKRk7HVeF6aywg+/ZHbK1jiPU41Z2+4VmLSXtsKGsuMFv1p0n+R9NI4NkuNhqTKI/S4wSddvUHkraSQCCCAQehBUT+MzgL0k4gdP75dsexK12HP6Sklq7bdqCmZTuqp2NLmw1PKAJGvI5S527m77g9NiBI3TvUXDNV8Pt2eaf3+mvFjukfeU9VA7cHyLXDxa4HoWnqCrkWnLsZdbb/YtXr5oRX1ckthyS2zXSjgeSfc1wpy0uLB9SHwmTm9JjZ699jvFjxX4hwj4XaM2zLHbreKW8XQWqKK3GMPZIYpJeY85A22jI9pCAzgijNQdoPw+xcP9k4hcyu1TjdryGSqit1pqGtmuVS+Cd8LmxxRk83WMnm3DQCNyF0PC/2jWm/FXq1WaW4RguQ2w01qnuza65PhaHsikiYWmNhdsT3oPwj4FAS3RU9fcKC1UU9yulbBSUlNG6WeeeQRxxMA3LnOPQADzKhPq52uvDBp1dp7DibL5ndVTPMclRaYWxUIcPENnlIL/wB0xjmnycUBOBFrxxbtqdArnco6TKtOcxsdLI5rfdUPcVjY9zsXPaHMdyjxPKHHp0BPRTh0y1Y051lxanzXTDL7fkVmqOjaikk35HebJGEB8bx5teA4eYQF2oixRr1xR6IcNdmZdtWc0gt0tQCaS3QMNRXVZH+ThZu7b9s7lYPNwQGV0WuK59tpovDWyRWjSLL6ukB95NPUU8D3D1sBeB/GKzbw+9phwza/XinxSmvNdiORVThHT2/II2Qtqnn6mGdrnRuPXYNcWuJ8GlASwRPFYy1z4kNGuHHHBkurWZ0tojl3bS0bQZqysf8AWwwM3e/y3dsGt33cQOqAyai1x3Xts9Fqevkhs+kmX1tI07MnmqKeB7x6eQF238ZZ04d+0j4a+Ii8Q4nbLzW4tktQeWC13+NkHup23hBM1zo3n0NJa87HZu3VASoRFhfiJ4vtCeF63wT6qZYYrlWsMlFZqCE1NfUtH1TYx0Y3x9/I5jNxtvv0QGaEWt6t7bbR+OqkZQaOZZPTg/Q5Jaynjc4ektHMB90rJ+kvaz8KepV0p7Ffbhe8Ir6l7YonXykBpHvcdgO/hc8M/dSBjfWgJpIvkSRmMSh7Swt5ubfpt6d/Qod659qjww6M32rxO3111za9UL3Q1UVigaaWCVvix1TIWscfXH3gB3BIIIQExkWuCg7bXRyWqYy56PZdTU5Pv5Iaqnle32NJaD90KVfDpxp8P/FFJNbtL8qnN7pac1dTZLlSupq2GEODS/lO7JGguaCY3vA5hvtuEBnRFZmqmsml+iWNSZbqpmttx22R7hslXJ7+Z22/JFG3d8runwWNJ9ShVl/bScPNor3UmI4HmOQQsPKaqSOGjjf62BznPI/dNafUgNhCLX9gfbOcOmRXiC2Znh+V4pT1EgZ8kHxx1tPCD9VKIj3gb+4Y8+pTrxXLMZzjH6LKsPvtFeLRcYhNS1tHMJIpWHzDh+MeIPQoDtkXRZ3llHgWEZDnVxppailxy1Vd2nhh27ySOnhdK5rd+m5DCBv5qNHDv2keivEAcrqfkfcMNtuH2+O5XG436ogip2xPeWj3zXHruPDz3AHVAS0Ra/M77Zzh4x29TWvDcNynKqaB5Ya9jI6OGXb6qMSEvLf3TWn1K8NDe1f4atYMgpsSvou2C3WtkEVK69CM0Uzydms90McQxxP17Wt8Ou52QEvb7iOK5RTupMlxq13WF42dHW0cczT7Q8FYvu/BnwqXyc1NfoFhYkJJJp7Yyn3J8SRFygld9rXxEaPcPWK/LfqtmdJaaOQbUsLQZqmsdt0bDCwF7z4dQOUb7uIHVQsuvbZ6KQVz4rNpJmNZSA+8mqJ6aB5HrYHPA/jFXNHGYnDfoako9ja9hBxT3olLb+BfhGtjg6m0Fxh5a4uHuiJ9QNz6e8c7cerwWTMQ0q0x0/h7jBdPMbx6Pffltlrgphvvvv8AQ2hYK4bu0U4dOJS7x4lYLvXY7lMzS6Gz3yEQvqdtt+4laXRSHr8HmDyNyG7AkSfU1bMMXiVq1qspLrk37WQUYrcgi4ayspLfSzV1fVRU1NTsMks0zwxkbANy5zj0AA8yoS6wdrpwyabXqox3FIr3ndXSSGOaotMbI6EOB2IbPIR3n7pjXNPk4q0JicCLXthvbR8Pl6usdDmGCZdjdLK4N92tbFWxxb/VPawh/KP2rXH1Kc+A6iYPqni9HmmneU2+/wBkr2B8FZRTB7D6WuHixw8C1wDmkEEAjZAXEitPVjUS26SaaZNqdeaKorKHF7ZUXSop6fbvZY4mFxa�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�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�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�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�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�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�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�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�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�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�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�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�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�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�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�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�ysbOA0bnqegCAuDgYmiktGrMLHgvh1NvjZG+bSZGkb/EQV1XHXIwZVw6xF7ed2qlG4N36kCkqNzt8Y+6qvJeHjiC0y1QyXU3hQ1AxGlo83qBX5BimZUM81vNcGhvuunlpnCVjnAAFm7WnxJd70N6DIeErX7VPNsC1Z1l1Xx25ZLiGQ01wgs9npaijsttoW8xnZTtdzyT1Eju7+iSkbNZyj0oDueNb/rJ4av8A6o0P8gVk8RN3zq4ceeA2az6T0eoTMYwqsv8AY7LXX+K1wNr3VUcT61r5Y3tkkjYeUM5dxvzgjkWeuIDRLIdW8s0mv9jutuo4cAzGmyKuZVl4dPBGOrIuVpHP6ObYetffENw6wazixZXi+W1mGah4dO6qxvJaOMSmnLhtJBPEdhNBI3o5hI8iDtu1wGPNR8j4n9UcGveAZVwR2Sstl7o5aSZk2pVE8N5mkNeAaX4TTs4HyICyhwrY5qbh3D5hWJaxQsiyyyUDrfWtbWNq/ocMr2U5Mzej3GBsJJ8dyd+u6xdLg/aJZbSuxDKNXdIsXtMgbFUZBjNlr5Lw+PwcY2TydxG8j6oNHKTu3wUnrVRS262Ulvnr6iukpoI4X1VRy97O5rQDI/lAHM7bc7ADc+CAtTVnItT8ZxqG4aS6c0ea3l9YyKW31V5ZbGMpyx5dL3r2uBIcGDl23POT5K2tJM64iMnyKpoNXNB7VhNojonzQV9JlcNzfLUiRgbCYmRtLQWOkdz77DkA26rLSIAtfWm2lGW6lcZPEm/GNcMx0/FFebYJW2BtKRVc1FHsZO/ik8Num23itgqiAdBOL7TvXrVDVTRHIdHn2vUWupat1PlUN0lqIBDTsiAHuYsaNy1x8XeXggGqPArqRqJjE9mruL/US8b7Pbb77FSyW2q5Tv3VTFTxxOkjcejhzeHkVkLhU1zoM44eXZfldqteLPwaevsV9gogW0NI63kh74fMRGIMeB4jct67bm2rhivaOZVSy2W56n6GYjTVMbo33PHrHc6qth32G8bKuXu9wN9if/8AI+8l4Prna+GCDho0py2Ojp7vcGS5TfLnI8VdfBNN3ldK3u2kd9L8FoJDWt2G+wQGAOGfi7waDMtRdftS8N1Aff8AUC5tZaGUGL1VZDSY/A0CiibKxvKS4Evdy7gk7g9SBX2HifwPH+N6z5zidmyu04hq1RRY3k7r7Y6i3Q094j5jQVLXSN5XOfsYXDcdHlx+CAtgFgsdsxixW7G7JSR0tutVJDRUkEbdmxQxMDGMA8gGtA+JWDxJaL0mv2jWQ6ZyVMVFXV8LZ7TXyNJ9w3GFwkp5xsNxyyNG+3UtLh5oDJqLCGb4TxO3jTPT6zYVqZj2O5daLhb5MrrRTvqaa40kTC2oji7yPm3e7ld1DSdiOZvnm5ocGgPcC4DqQNtygIm2itpMJ7SLIYMmeyndqDgNE3Hp5jsJ5KOZ5ngYT9Vs4O5fMMPoUs1iviB4d8L4hcZpbVf6mus97s1QK6wZFbHiOvtFW3Ytlid5g7AOYejh6Ds4YmpMQ7SbFqcY3a9VtFcsomN7mK+X6yV9PcQ0DYPfFTyd0X/xt9uviUBK1a89P9HMl1V4yuJF+P635pgAoLxbBI3HnU4FVzUUexk76N/ht0228VKvQTRrUTTyqvmX6ta0XfPssyXuRVjuhSWmgjj5uSKjpG7hm3O7d5O7uh2bu7fDVVw98YmB696naq6GZhpLDatRK6lq3U2S09wmqIRDTsiA+gBrQd2uPi7psgMkYLwxZ3h+W2vJrlxX6pZJTW+cTS2q5yURpasD6iTkga7l9hBWPu1FqZ6Phxt1XS0b6uaDMbHJHTscA6ZzakEMBPQEkbdfSu7htHaZCVhnzHh3MfMOcNtt435d+u3vvFXhxWaE5fxBaUWjCLNeLRQXWjvtqu9TNVGVsDhTStklazla5252PLuPRuQgLLi4puJl9OyKi4Cc1kmLA2ITZNb4o3O26czzvyj17HZdnoVo3q5e9ZrlxQcRFNarTk9TZjj9gxi21Qq4bHb3SNkk7yce9knc5oBLN2gF2xPN0klEwxxMjJ6taAfuL7QHV2vF8asdxuV4suPW2gr7zI2a5VVNSsilrJGghrpntAMhAJ2Lidtz6V12pWcUumuBX7PKy03C6RWOikrPcNvhMtTVOaPexRtHi5ztgPIb7noCrQ0uxPXex6l6iXvUzUe133ELxWwyYjaqaj7ua1wDn52yP5W77gxjbd+5aTuNzvlRAa5uHriYwq05VftetdsO1FqtS8nLqaOnpMQrZ6WwWsO+hUNM8tG/gHPeAOZ3sXPpbxz4nQcUmsd+vdNqfW41cqGxMs1rFirJ3UL44pRO40vX3PzktO+w59t/JbElhbTfRDIsM4ktWNZ7hdbdNas+o7LTUNLCZPdEDqOOVshlBaG7OMg5eVx8DvsgOPWDhe074hMhx3UW/X3MbLdbRbpKW31NjvM1tmjgnIe9rjGQ4E7AEb+QB8FgzXnR3UfhK03uevOh+vGb1rcQ7qvumO5ZdX3aiudJ3jGys5pj3kbw13MC131Ow2JBWYNV9IeJRuodXqdw+a70VudcoIIa3E8tt7qyzOdE0NbJA+LaanJA3cG7lziTzAdFYGS8O3FpxHx0eKcT+p2B2bT+Ophqbpj+BW+rZLehFIJGQzVFU9zomczWk8hO+3gDs5oElKbUrFmaZUerF/uUNmsNRZ4L1PUVj+RtPBJE2T35PmA4Dbbffpso24nbct43M2tGqWXWqrx7RTFbg2vxSy1bOSryesiPvLjVM+op2nrFGerj749Nifzi34aOJTXDLMaotPcr07pdOMZEFRHi99ZWiCvq4/guqmU7fosbPe8jOcNG3UHc79nTY92l1FTxUlJlfDjDBCwRxxx2u8NaxoGwAAdsAAgJUvAEbgPQVAnRayXPI+yJrbJZopJa2rwa9MgijG7pHc055B+622+NTixaPJ2YpaIs1mts2RC307bvJbWvbSPre7b37oA/34iMnMWh3vuXbfqsa8Kui150K4e8X0ey6vt10rrLTTU9VNRc7qeUPle7ZvO1riNn7HcDzQHY8MN/teT8POnd7s0sb6SoxyhDCwggFsTWkdPMEFYf4zZIbvrBw24hQBst4m1BZdI4x8NlLTQufPJ6QOUbfGAuGk4dOJzQK6XSj4TtScLnwi7VktdHimc0NTLFZppXbyCjnpnNf3RceYRu2Df2xJJvHRThvza0ahz688Q2f0eaajTUZt1A23UZprVYaQnd8NJG73zi49XSO2cfAjfqQLi1Sz/iUxzKTbdLOHy0ZjYxTxvFyqsvhtrzKd+ePuXxuOzenvt+u6vjTO95/kGI0101NwilxK/ySStntdNdGXCOJgeQxwnY1odzN2O23TfZXUiAirwL/wDSXiU/+td+/JwKsl4XtXNLsnyK+cLmsFrxe0ZTcJLtX4zfrMa6girZTvLNTPY9r4eY9SzYjw8AFfHDponkOjl21ZuF+uturWZ/qBcsuoRRl5MFNUtjDI5edo+iDuzvy7jqNiV0uolt466PNbpV6R5Vo3cMWrZWOoaTJ7VcGVdAzkaHM56aUNlHMHO5j199sABsEBGvi/0TywQab3PVrU45vqbk2c2iyY5FQ0QoKS1U3fCerdS04c4kuEMTZJXO325B032M+syzPFtPcZuGZZpfKW0WW1QuqKusqX8rI2D8ZPkANyT0AJWENKOGbMm6lU+vPEhqFTZzntvp5KWyUtvozS2bH4pBtL7kidu98jh0Mr/fbdNvNWTxZ8OHFJrrqZY7niGXabHAMaMVXR41kbK50VZXAbunrGQN2m5XbcjeflAHVu5JIHPgFly3jJz6xa6Z/Y67HdKsUrm3HBsbr2clVeKpn7HdaxnUNYD1ij6/XHcbEy4UVorH2mUMbIYcu4cmRxtDWNbbLwA0DoABzdApMY43IGY9a2ZZLQy3xtFALm+ga5tM6r5B3xhD/fCMv5uUO67bb9UBhTj2+k51Z/g5N/Oas04x/wBGrT/4GD8m1YW49vpOdWf4OTfzmrNOMf8ARq0/+Bg/JtQESONPh9yxuQUPEro+2QZJjrop7hTQM3lkZEd21DAPhFo6Ob5t9hCu3R7jy0izXD5azO7xFi+Q2umL6+hqvetnc1vV1O7wfuR8Do4Hy26qThAIII3BUeNYeBjRLVqqnvUVFVYxepyXvrLSWtZK8+ckLgWO9reUn0qxqUKtKbq4e23en7TouWaQ5RnGApZTpOppUtlOtCzlGP1JJ/Kjytdrgj40Q45NJtaMiZh0dNcbBfKmZ8dDTVrA+OsA3I5JGdA7lBJa4D1ErPl+pXVtjuNGx7mOnpJog5viC5hG49fVR00A4EsC0PyqLOKvJa/Jb3Sc4opJoG00FPzAjmEYLiX7Ejcu26nopMkbjYqrhfD6n9o3mD0vjo/HMLaNuToWV9a/ytt9W6UrWt8rbe/AwbwPTCXhQ01hcx0c1JZm0c8biOaOaKR7HtOxI3DmlW8yf5vHF5LFGzvsQ0Ip2h0hG8dTk9ZGd2tPgTTUxG+x3a+cgjqsj6JaZXzSgZdjs1XRz47XZDVXmwNic7vaaGqPezQyAjb3sxkLSDtyuA2GyyJR223W41Bt9BTUpq5nVNQYYms72ZwAdI/Ye+cQBu49TsFcmrFh6h676S6aZDRYhqZkUVi+TNK+WCqucD47fMObkdEahw7oPO/wC7chRqzC6aLX/iQ0bm4T/lfny5mQSSZXV4pFGKMY37ml90trnQARkuf3PdB55uYdATspnXSz2m90pob1a6SvpndTDVQNlYf91wIVNYsVxjF4X0+NY7bLTHJ8NtFSRwB3t5AN/FAYJpZX3LtCq51JC10Ni0fhp6uYb7tmqrw58cZ6bD3lO53j9V7VnXLclocMxe65Zc6auqKSz0ctbPFQ0r6ioeyNpcRHGwFz3bDoB+IdVYekell5xPNtRtTMwqaOoyDO7vC5nuVznMpbTSRd1Q027gN3NDpXuIABdKfRuspICNud63cCupuK1N0zzLtOr9TupHAx3GOF9ewcp+hsikb37JffbBoAeCdgN1bOhOq2G6acP+nlm4i31VupL9LcH2GqyG2yywU1DHOfccdXO9rmwSmmkbymUt3DXjcHYGTEun2BT3MXqfCbDJcAd/dTrdCZd999+fl339a7iut9Bc6V9DcqKnq6aUbPhnjbIxw9BaQQUBC/XS8cPmd5fpuzh4qcXuWp7Mvts9NW4oyIz09tbMHVzqqWAbCAw94CJDs4nZvUrvtZuKLD851Gu3Dvi2sdjwa32YmDM8qnuUMFRTv3LXW6ga89ag7ESS+EXUDd/QSiseHYjjDpJMbxa02p0vw3UVFHAXdd+pYBv1JVLVacaeV1VNW1uB47UVFRI6WaaW1wPfI9x3c5zi3ckkkknxQFraG3zQhuMRYHoXlGO3K2Y7Cxr6e1V8dS6IPJ2klLSSXPcHEud1cd1jjVmeLWriVw7QqkPuiyYDFFnWW7DmjE/OW2ykd5c5eHzlp2PKxjgs+2XFMWxt0r8dxu1Wt04AlNFRxwGQDfYO5AN9tz4+lVkFsttLW1VxprfTQ1dbye6p44mtkn5BszncBu7lB2G++w8EBZ+pmmdZqKyhZSaj5XinuMvJNiqmQmfm26P5mO3226LtcKxl2A4syz3DLbvfRSd5LJcbxO2SoLT1PM4Bo2A9XgrkXy9jJGOjkY17Hgtc1w3BB8QQgI48L1CdT85zvisu0bnHKqj5W8U7xvWDHqGRwY5u/gJ6gyynboQIyPFd/rnYeFbIcrt0Os94x61ZXSUTpbfVy3Y224spHOcD3czHseY+bm6bkA79OqzVRUNFbaSKgt1HBS0sDQyKGCMMjjaPANaOgHqC6++YfiWTujfkmMWm6uh27t1bRRzlmx36F4O3VARM0wwrSrPuJbEMk0GsUAwjS2nu9xr8jg7x7LxfLhTikETaiTd1VyQF7nSczg08jR6r94rrk/UK/4PwrWaVzqrUGsdcci5OvubHKItfUuk2+CJpDFA3fYO5njfcKQtBb6C1UkdBa6Gno6aEcscMETY42D0BrQAF+fIy2/JL5MfI+m93iD3N7q7pvfdzzc3d8+3Ny83Xl3236oDos1gwC24DcqTP4rVHiNPRdzcGXFrTSMpQA3aQO96Gjp4+CidlTOC3TKwR1ukVttec5jHCRg+L266T3gNuDmFtMYKcySR07Gvc0mUtHI0Eg7gAzSqaamraeSlrKeKeCVvLJHKwOY8egg9CF1NlwjDMbqX1mPYlZrZUSbh8tHQxQvcD5EtaCgLS4cNMKnRjQrCNLq2ZstXj1nhpalzXcze/25pA0+YD3OAPmAFkhEQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAF+AADYL9RAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQHX/K/Yfk98tPyEoPk17k+R/yS9zM91e5efn7jvdufu+f33Jvy83XbddgiIAiIgCIiAIiIAiIgCIiAKgprDYqO71t/o7LQQXS5MijrK2KmY2oqWRgiNskgHM8NDncoJO25223VeiAIiIAvxrWsHKxoaB5AbL9RAEREAVBcbDYrxU0Fbd7LQV1Rap/dVBLU0zJX0k3KWd5E5wJjfyuc3mbsdnEeBVeiAIiIAiIgCIiAKytJNIMI0RxR+F6f0NRS2uSuqLi6OeodM7v53c0h5nddifLyV6ogCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAwlxr4/fsr4UtTsdxeyXC8XavsM0NJQUFM+oqKiQubsyONgLnu9QBKy5jsUsGP2yGaN0ckdHC17HDZzXBgBBB8CuxRAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAf/2Q==" 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	I
`����'�[���f?�=S-indexsqlite_autoindex_carddav_accounts_1carddav_accountsZ�}�655�tablekolab_cache_dav_taskkolab_cache_dav_task�CREATE TABLE kolab_cache_dav_task (
  folder_id INTEGER NOT NULL,
  uid VARCHAR(512) NOT NULL,
  etag VARCHAR(128) NOT NULL,
  created DATETIME DEFAULT NULL,
  changed DATETIME DEFAULT NULL,
  data TEXT NOT NULL,
  tags TEXT NOT NULL,
  words TEXT NOT NULL,
  dtstart DATETIME,
  dtend DATETIME,
  PRIMARY KEY(folder_id, uid)
)H�7[5indexsqlite_autoindex_kolab_cache_dav_task_1kolab_cache_dav_task���477�tablekolab_cache_dav_eventkolab_cache_dav_event�CREATE TABLE kolab_cache_dav_event (
  folder_id INTEGER NOT NULL,
  uid VARCHAR(512) NOT NULL,
  etag VARCHAR(128) NOT NULL,
  created DATETIME DEFAULT NULL,
  changed DATETIME DEFAULT NULL,
  data TEXT NOT NULL,
  tags TEXT NOT NULL,
  words TEXT NOT NULL,
  dtstart DATETIME,
  dtend DATETIME,
  PRIMARY KEY(folder_id, uid)
)J�5]7indexsqlite_autoindex_kolab_cache_dav_event_1kolab_cache_dav_event���33;�%indexix_contact_type_davkolab_cache_dav_contact�CREATE INDEX ix_contact_type_dav ON kolab_cache_dav_contact(folder_id, type)�~�1;;�tablekolab_cache_dav_contactkolab_cache_dav_contact�CREATE TABLE kolab_cache_dav_contact (
  folder_id INTEGER NOT NULL,
  uid VARCHAR(512) NOT NULL,
  etag VARCHAR(128) NOT NULL,
  created DATETIME DEFAULT NULL,
  changed DATETIME DEFAULT NULL,
  data TEXT NOT NULL,
  tags TEXT NOT NULL,
  words TEXT NOT NULL,
  type VARCHAR(32) NOT NULL,
  name VARCHAR(255) NOT NULL,
  firstname VARCHAR(255) NOT NULL,
  surname VARCHAR(255) NOT NULL,
  email VARCHAR(255) NOT NULL,
  PRIMARY KEY(folder_id, uid)
)N�2a;indexsqlite_autoindex_kolab_cache_dav_contact_1kolab_cache_dav_contact��	�095�/indexix_freebusy_uid2msguidkolab_cache_freebusy�CREATE INDEX ix_freebusy_uid2msguid ON kolab_cache_freebusy(folder_id,uid,msguid)H�/[5indexsqlite_autoindex_kolab_cache_freebusy_1kolab_cache_freebusy���?S5�5indexcarddav_addressbooks_account_id_idxcarddav_addressbooks@CREATE INDEX carddav_addressbooks_account_id_idx ON carddav_addressbooks(account_id)��;�<--�)tablecarddav_accountscarddav_accountsXCREATE TABLE "carddav_accounts" (
	id              integer NOT NULL PRIMARY KEY,
	accountname     TEXT NOT NULL,
	username        TEXT NOT NULL,
	password        TEXT NOT NULL,
	discovery_url   TEXT,
	user_id         integer NOT NULL,
	last_discovered BIGINT NOT NULL DEFAULT 0,  
	rediscover_time INT NOT NULL DEFAULT 86400, 

	presetname      TEXT, flags integer NOT NULL DEFAULT 0,                       

	UNIQUE(user_id,presetname),

	
	FOREIGN KEY(user_id) REFERENCES users(user_id) ON DELETE CASCADE ON UPDATE CASCADE
)�l�>55�{tablecarddav_addressbookscarddav_addressbooks:CREATE TABLE "carddav_addressbooks" (
	id           integer NOT NULL PRIMARY KEY,
	name         TEXT NOT NULL,
	url          TEXT NOT NULL,
	last_updated BIGINT NOT NULL DEFAULT 0,  
	refresh_time INT NOT NULL DEFAULT 3600, 
	sync_token   TEXT NOT NULL DEFAULT '', 

	account_id   integer NOT NULL,
	flags        integer NOT NULL DEFAULT 5, 

	
	FOREIGN KEY(account_id) REFERENCES carddav_accounts(id) ON DELETE CASCADE ON UPDATE CASCADE
)








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Al-HUWAITI Shell